<?xml version="1.0" encoding="utf-8"?>
<!DOCTYPE html PUBLIC "-//W3C//DTD XHTML 1.0 Transitional//EN"  "http://www.w3.org/TR/xhtml1/DTD/xhtml1-transitional.dtd">
<html xml:lang="pl" xmlns="http://www.w3.org/1999/xhtml"><!--Consolia XBRL Tools v2.11.8.0--><head><title>Sprawozdanie_Zarzadu_nt_inf_niefinansowych_Y2025.xhtml</title><style type="text/css">/*<![CDATA[*/
/* vim: set shiftwidth=2 tabstop=2 autoindent cindent expandtab filetype=css: */
/*! 
 * Base CSS for pdf2htmlEX
 * Copyright 2012,2013 Lu Wang <coolwanglu@gmail.com> 
 * https://github.com/coolwanglu/pdf2htmlEX/blob/master/share/LICENSE
 */
/* Part 1: Web Page Layout: Free to modify, except for a few of them which are required by pdf2htmlEX.js, see the comments */
span[class*='ff'] {
  z-index: 999;
}
div[class*='ff'] {
  z-index: 999;
}
a {
  z-index: 999;
}
a > span {
  z-index: 999;
}
#sidebar { /* Sidebar */
  position:absolute;
  top:0;
  left:0;
  bottom:0;
  width:250px;
  padding:0;
  margin:0px;
  overflow:auto;
}
#page-container { /* PDF container */
  position:absolute; /* required for calculating relative positions of pages in pdf2htmlEX.js */
  top:0;
  left:0px;
  margin:0; 
  padding:0;
  border:0; /* required for lazy page loading in pdf2htmlEX.js (page visibility test) */
}
@media screen {
  /* for sidebar */
  #sidebar.opened + #page-container { left:250px; }
  #page-container {
    /* `bottom' and `right' are required for lazy page loading in pdf2htmlEX.js (page visibility test)
     * alternatively you may set width and height
     */
    bottom:0;
    right:0;
    overflow:auto;
  }
  .loading-indicator {
    display:none;
  }
  .loading-indicator.active {
    display:block;
    position:absolute;
    width:64px;
    height:64px;
    top:50%;
    left:50%;
    margin-top:-32px;
    margin-left:-32px;
  }
  .loading-indicator img {
    position:absolute;
    top:0;
    left:0;
    bottom:0;
    right:0;
  }
}
@media print { 
  @page { margin:0; }
  html { margin:0; }
  body { 
    margin:0; 
    -webkit-print-color-adjust:exact; /* enable printing background images for WebKit */
  }
  #sidebar { display:none; }
  #page-container {
    width:auto;
    height:auto;
    overflow:visible;
    background-color:transparent;
  }
  .d { display:none; }
}
/* Part 2: Page Elements: Modify with caution
 * The followings are base classes, some of which are meant to be override by PDF specific classes
 * So do not increase the specificity (e.g. ".classname" -> "#page-container .classname")
 */
.pf { /* page */
  position:relative;
  background-color:white;
  overflow: hidden;
  margin:0; 
  border:0; /* required by pdf2htmlEX.js for page visibility test */
}
.pc { /* content of a page */
  position:absolute;
  border:0;
  padding:0;
  margin:0;
  top:0;
  left:0;
  width:100%;
  height:100%;
  overflow:hidden;
  display:block;
  /* set transform-origin for scaling */
  transform-origin:0% 0%;
  -ms-transform-origin:0% 0%;
  -webkit-transform-origin:0% 0%;
}
.pc.opened { /* used by pdf2htmlEX.js, to show/hide pages */
  display:block;
}
.bf { /* images that occupies the whole page */
  position:absolute;
  border:0;
  margin:0;
  top:0;
  bottom:0;
  width:100%;
  height:100%;
  -ms-user-select:none;
  -moz-user-select:none;
  -webkit-user-select:none;
  user-select:none;
}
.bi { /* images that cover only a part of the page */
  position:absolute;
  border:0;
  margin:0;
  -ms-user-select:none;
  -moz-user-select:none;
  -webkit-user-select:none;
  user-select:none;
}
@media print {
  .pf {
    margin:0;
    box-shadow:none;
    page-break-after:always;
    page-break-inside:avoid;
  }
  @-moz-document url-prefix() {
    /* fix page truncation for FireFox */
    .pf {
      overflow:visible;
      border:1px solid #FFFFFF;
    }
    .pc {overflow:visible;}
  }
}
.c { /* clip box */
  position:absolute;
  border:0;
  padding:0;
  margin:0;
  overflow:hidden;
  display:block;
}
.t { /* text line */
  position:absolute;
  white-space:pre;
  font-size:1px;
  transform-origin:0% 100%;
  -ms-transform-origin:0% 100%;
  -webkit-transform-origin:0% 100%;
  unicode-bidi:bidi-override;/* For rtl languages, e.g. Hebrew, we don't want the default Unicode behaviour */
  -moz-font-feature-settings:"liga" 0;/* We don't want Firefox to recognize ligatures */
}
.t:after { /* webkit #35443 */
  content: '';
}
.t:before { /* Workaround Blink(up to 41)/Webkit bug of word-spacing with leading spaces (chromium #404444 and pdf2htmlEX #412) */
  content: '';
  display: inline-block;
}
.t span { /* text blocks within a line */
  /* Blink(up to 41)/Webkit have bug with negative word-spacing and inline-block (pdf2htmlEX #416), so keep normal span inline. */
  position:relative;
  unicode-bidi:bidi-override; /* For rtl languages, e.g. Hebrew, we don't want the default Unicode behaviour */
}
._ { /* text shift */
  /* Blink(up to 41)/Webkit have bug with inline element, continuous spaces and word-spacing. Workaround by inline-block. */
  display: inline-block;
  color: transparent;
  z-index: -1;
}
/* selection background should not be opaque, for fallback mode */
::selection{
  background: rgba(127,255,255,0.4);
}
::-moz-selection{
  background: rgba(127,255,255,0.4);
}
.pi { /* info for Javascript */
  display:none;
}
.l { /* annotation links */
}
/* transparent color - WebKit */
.d { /* css drawing */
  position:absolute;
  transform-origin:0% 100%;
  -ms-transform-origin:0% 100%;
  -webkit-transform-origin:0% 100%;
}
/* for the forms */
.it {
  border: none;
  background-color: rgba(255, 255, 255, 0.0);
}

.ir:hover {
  cursor: pointer;
}

/* Base CSS END */
/*]]>*/</style><style type="text/css">/*<![CDATA[*/
/* vim: set shiftwidth=2 tabstop=2 autoindent cindent expandtab filetype=css: */
/*! 
 * Fancy styles for pdf2htmlEX
 * Copyright 2012,2013 Lu Wang <coolwanglu@gmail.com> 
 * https://github.com/coolwanglu/pdf2htmlEX/blob/master/share/LICENSE
 */
@keyframes fadein { from { opacity:0;} to { opacity:1;} }
@-webkit-keyframes fadein { from { opacity:0;} to { opacity:1;} }
@keyframes swing {
  0%  { transform: rotate(0deg); }
  10% { transform: rotate(0deg); }
  90% { transform: rotate(720deg); }
  100%{ transform: rotate(720deg); }
}
@-webkit-keyframes swing {
  0%  { -webkit-transform: rotate(0deg); }
  10% { -webkit-transform: rotate(0deg); }
  90% { -webkit-transform: rotate(720deg); }
  100%{ -webkit-transform: rotate(720deg); }
}
@media screen { 
  #sidebar {
    background-color:#2f3236;
    /* modified from http://philbit.com/svgpatterns/#crossstripes */
    background-image:url("data:image/svg+xml;base64,PHN2ZyB4bWxucz0iaHR0cDovL3d3dy53My5vcmcvMjAwMC9zdmciIHdpZHRoPSI0IiBoZWlnaHQ9IjQiPgo8cmVjdCB3aWR0aD0iNCIgaGVpZ2h0PSI0IiBmaWxsPSIjNDAzYzNmIj48L3JlY3Q+CjxwYXRoIGQ9Ik0wIDBMNCA0Wk00IDBMMCA0WiIgc3Ryb2tlLXdpZHRoPSIxIiBzdHJva2U9IiMxZTI5MmQiPjwvcGF0aD4KPC9zdmc+");
  }
  #outline {
    font-family:Georgia,Times,"Times New Roman",serif;
    font-size:13px;
    margin:2em 1em;
  }
  #outline ul {
    padding:0;
  }
  #outline li {
    list-style-type:none;
    margin:1em 0;
  }
  #outline li > ul {
    margin-left: 1em;
  }
  #outline a,
  #outline a:visited,
  #outline a:hover,
  #outline a:active {
    line-height:1.2;
    color:#e8e8e8;
    text-overflow:ellipsis;
    white-space:nowrap;
    text-decoration:none;
    display:block;
    overflow:hidden;
    outline:0;
  }
  #outline a:hover {
    color:rgb(0,204,255);
  }
  .pf {
    margin: 13px auto;
    box-shadow: 1px 1px 3px 1px #333;
    /* Needed by IE to make box-shadow works * https://developer.mozilla.org/en-US/docs/Web/CSS/box-shadow */
    border-collapse: separate;
  }
  .pc.opened { /* used by pdf2htmlEX.js, to show/hide pages */
    -webkit-animation: fadein 100ms;
    animation: fadein 100ms; 
  }
  .loading-indicator.active {
    /* 
     * use 0.01s instead of 0s,
     * since YUI Compressor will change 0s to 0,
     * which is not recognized by Firefox
     */
    -webkit-animation: swing 1.5s ease-in-out 0.01s infinite alternate none;
    animation: swing 1.5s ease-in-out 0.01s infinite alternate none;
  }
  .checked {
    background: no-repeat url(data:image/png;base64,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);
  }
}
/* Fancy CSS END */

  }
  .checked {
    background: no-repeat url(data:image/png;base64,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);
  }
}
/* Fancy CSS END */
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BzjvmaxflYPrr3zjlpOJIuL4LODMqgW32boH/S1v4dA0pwWvkdxr/xW/Qtss41+cbi0niwoTX3brEeeFoBnVFYh1fcebkuN2FnnZmHzAh7wKQUqrmVfxNqtIAxbPGu+2+Zd/Jsm3fUZBk/b/MOHxTv8D1GtDriDk+0RwY+OIiT7H4E/pzeIgNvZ9jXjAg8029idTqXoqcD9Ty2oafu+t8N/3fefxBs6Cyo41ANdfQFG4GWvHVEXREU/RNKbsbS8kxX1uVRiD/TIt5sVrhXeF+Fp7G/v2feV7fjfZW6pApsy/vf3JD3x2ERz333vD++De/nYD+uf5t5P3drvD8BB1H/m/H+xDW8r8Iszr9NvH9xe97Pw2m83vvCO7HcIu9PwALG8A7epQ3eV2EZP/+geSdd2/M+QGt1Cu96Z5v383BsQ8/bzPv5W+B9H0bxZ+RV5e+TVEIjaNSiYNhXLpffgn+WjG+dOIFzKqSL+hV5pTVHh58L+L+SdqZJ11/jPyUnEbJC/QX6lgpneBLCUjBdJyuaRYr6H24SfDYAAHicY2BkYGBgYVtxrPysZzy/zVcGeeYXQBGGZ6IKmXCa538aswjzVCCXg4EJJAoAWOQK4gB4nGNgZGBgnvo/DUi+YGD478MswgAUQQbMmQBxdgS5AHicY8xhUGQAAkZfBgbmFwwMTCkM5oxrGPSYOBl0mMQY1JiUGMSZFBmUmaIZTJjEGZSYAhmMmLwYVJgSgPQSBh4QZhgFgxIw5zJEDrQbRsHIBEx5DBoD7YZRQHvAGM/gPdBuGCqAKYv8PAGscwXh7FyGEILqv2KqYbIirI9xE4MB6a4bBaNgFIwCYBmzhsGAcQGDFpMrsA/hwWDAZMkgxaTDoAHuP3AyyIP7D9EMOoynGNQY5RmUGNsZVFDY7QzKjA0MEoxlDPKMUxg0GJMZpBj7gPJTGRTxyhFrBkidAFBdC1BdG5K6yUjqJjMoEKuOKoH2hyEGmzCjCoMrVcwf/MBwoB1AGgAAbBM1HgB4nGNgYNCCwhiGKoYtDJ8Y+RhdGDsYZzF+Y7JiSmNqYuobVnDNKKQAvht5kJlnUEIXvDAGDBsw4Bw4PIIOWbhG4SjEA91YUlgWsDxhZWA1Y61i7WF9wabDZsJmw+bCVsE2je0YOxO7FHsA+wT2BezfOMw47DjcOPw4wjjiONI48jgWcRzg+MCpw+nCWcW5i/MUlwJXAtcUrk1cj7gVuC24C7g3cR/ikeCJ4OnhWcVzi1eC14A3g3cV7y4+Ab4AImASEiwZEbBpaEEALGTX9QAAeJxjYGRgYDFisGNgZrACYiAPDvQYmBgYARJBAOgAAAB4nM1Wu3IcRRS9K8lIlmSTUA5cFHQpsqtWqwcqV9kOsDAWqKyHLbmct2Z6Z9uenR5392q1DokJ+AOHJARE/AIUPwAfwB+QEnD6zl1bu8gqh0i1M3e67+PcZzcRfdaqqEXNX06/C92i+daXQs/QXOup0LN0s/W90HP0cetXoa/QtdbfQn9E12c+F3qebs98J/QCfTH7idBXQf8s9OLM0vw/Qi/RyuKB0Mt0Y/GN0Nfoh6U/hb5ON5ffAElr7iq+fmNUiW7R9daa0DO00PpG6Fnaaj0Xeg7+/ij0Ffjyh9Af0aczLaHn6WimI/QCdWd+EvoqdWe/FXpx7sbsX0Iv0deLC0IvU3vxldDXWmrxF6Gv09aypYfkqKYRebJUUI8iKdqkddrAT9EzrBi8j0hTCWqI9wjfT8Dv6AVWMpbYpgHePax5Cvi+BW196E1SJZ5J+wPo74O2WOlAzuHrNrXBPcRakk52DOQN+E/xzLGyA76KbRxAts9oVqbwrEAfPXT1yNuiF9Xm+sa6etYz6kiXZqhH6ol3L0wW1fYg9pwP6pbt17ostbcPir62ZSdz/dttNbSxp45MMP7U5GrHVVEd6L5RK6JnBVYmDZPsEH0FmI5egnAOzy0gWkcc79B94D7E7xGoSeFV9rZA5JoI0VZnffPO/YPDg0f3Re/qkSkGwDltV02Ljj19y/+cgxgQ2BQ+dQ4QPTc+WFcpNjet+WK974VhOdsavwh2jYwZzrFHKBRMd/Hcx3fkDO4j67uAk6Cl5yjlbQzdBqVV9Do3fe1fKtdV+zpGtZ/tVsZXZgTWyzS1uSo1nQCfA737n/prc9gcMDa17ri6BpCu6DVzWuxpmJmw21ZP9Enp1O64ZtrqyOWoNKd2BqZ6rUub6/83tvdlLRWG4Z2CvxL6wFRAdTZ9aDmHEXI1vrvYzbgHu9yNqZdTFhV7nLrYil/JTs7dnPyppJtPeP2yWCVc45pKshWkS7aYJoRlzEN8j6dVm/2JvNpIGjrj6FZsP+f95JsTrXenNEz6MsZ4eb6U6P+wrCnB3czVzXPSlh6/9f1dfHahK0k4iZXnLytxjhN9lzNdM7KR+NJkaGwjygzPoW+IteST5p0u1lMmBrBgWOMJ9ppJ7MCXcw5S7ssJjaXgSblReA54Lnv2OHBGklTDndDn52QbvBlbjDKeEs9I9BYTiNriZS38kfmas6NmVJGRBabGEyfnKsw4bslG9lZTkNynTE5WWuOlZSpJKPYmSna02LHcGzXefiJjfT75EkeBp+N4RLaffXBPBclV05cJeeDoJn2r0Os5N4nvFdfYRWhy0Tdg7ClSPY6u5nM62R7HamryVsqUptA48oKuwirOQNtVcVSbrs6M6uq+LUcdtVvZaDFpRio3wRYVjsmT0dScVjoN8mCrojQq9mylhiYdy21loxpi05zVusohaqvowHpXGMRK0jg11QAvv2CwQUE66zd52z5O1hnPbmErB1TeVhaYY3O05DbUJbxlh5JExA0hd8OqdDpXXaPjwJugThwuAa7MVYijsmEsoacqVDXoG6/L0MYWlrXPeRd6M28iTlTtR+AtGkVtmKyxHkcKt4u6NNGoYGI613KrM49AZokpwPuylKDBpA3YULqMcEdDxlahtr5xrO+8UYVxfRM9mC7IVIBXyKWNQVXGrRbeRRNeDc6pycE3KKPKetrrDFYSKhRDj7urpnu0hv9mZpQ8HwquttRZqcpPee1Eeq+p4PFtjnox1vfW1hDZ0uhiYFy3704NkmkSwHTNmjaUiveMTQVp8jSaphXW9syUAeHUeaPkGZ8FYeJ+eMwYI58DXvojyFTJeCYH6ZKBnA3+3HQ8xmTdw/uQPaomNO9NaEiTZPp6tQHIGzyf3yGbtPtuZp/KHXgcxfP3X812t+kp0xFBUlMBCzLXap4PHcaQ7tNp/hTYP4T8HgLUQ9HzFfbYdeNQo3CwUNrMVAFVMEADeu6A4909dVibqmHeaxjaanxJ3OhsdBQrE1luplNcmlNWmyuzVjvbT5WO95SkCw1h6xg6AVdr54u1w5296bx/oBuXKPwXnYsaCQB4nG3WU9Q1V7q38efGim3bfJ+pmpWO7aRjdGzbtm2ru2O7Y9t2umOjY+7xfWO/ddXBrqN7rIN1Hf1/Yw7p0P///qxDYej/+Pz//SpDOmRDEw5NNDTx0CRDkw5NNjT50BRDUw5NJSomLgMZRUaV0WR0GUPGlLFkbBlHxpXxZHyZQCaUiWRimUQmlclkcplCppSpZGqZRqaV6WR6mUFmlJlkZplFZpXZZHaZQ+aUuWRumUfmlREyLEGiJMlSpJEqrcwnf5H5ZQFZUBaShWURWVQWk8VlCVlSlpKlZRlZVpaT5WUFWVFWkpXlr7KKrCqryeqyhqwpa8naso6sK3+T9WR92UA2lI1kY9lENpXNZHPZQraUrWRr2Ua2le1ke9lBdpSdZGfZRXaV3WR32UP2lL1kb9lH9pX9ZH85QA6Ug+RgOUQOlcPkcDlCjpSj5Gg5Ro6V4+R4OUFOlJPkZDlFTpXT5HQ5Q86Us+RsOUfOlfPkfLlALpSL5GK5RP4u/5B/yqVymVwuV8iVcpVcLdfItXKdXC83yI1yk9wst8itcpvcLv+SO+ROuUvulnvkXrlP7pcH5EF5SB6WR+RReUwelyfkSXlKnpZn5Fl5Tp6XF+RFeUlellfkVXlNXpc35E15S96Wd+Rd+bf8R96T9+UD+VA+ko/lE/lUPpPP5Qv5Ur6Sr+Ub+Vb+K9/J9/KD/Cg/yc/yi/wqv8nv8of8qUMqqmrqOtBRdFQdTUfXMXRMHUvH1nF0XB1Px9cJdEKdSCfWSXRSnUwn1yl0Sp1Kp9ZpdFqdTqfXGXRGnUln1ll0Vp1NZ9c5dE6dS+fWeXReHaHDGjRq0qxFG63a6nz6F51fF9AFdSFdWBfRRXUxXVyX0CV1KV1al9FldTldXlfQFXUlXVn/qqvoqrqarq5r6Jq6lq6t6+i6+jddT9fXDXRD3Ug31k10U91MN9ctdEvdSrfWbXRb3U631x10R91Jd9ZddFfdTXfXPXRP3Uv31n10X91P99cD9EA9SA/WQ/RQPUwP1yP0SD1Kj9Zj9Fg9To/XE/REPUlP1lP0VD1NT9cz9Ew9S8/Wc/RcPU/P1wv0Qr1IL9ZL9O/6D/2nXqqX6eV6hV6pV+nVeo1eq9fp9XqD3qg36c16i96qt+nt+i+9Q+/Uu/RuvUfv1fv0fn1AH9SH9GF9RB/Vx/RxfUKf1Kf0aX1Gn9Xn9Hl9QV/Ul/RlfUVf1df0dX1D39S39G19R9/Vf+t/9D19Xz/QD/Uj/Vg/0U/1M/1cv9Av9Sv9Wr/Rb/W/+p1+rz/oj/qT/qy/6K/6m/6uf+ifNmRiamZuAxvFRrXRbHQbw8a0sWxsG8fGtfFsfJvAJrSJbGKbxCa1yWxym8KmtKlsapvGprXpbHqbwWa0mWxmm8VmtdlsdpvD5rS5bG6bx+a1ETZswaIly1assWqtzWd/sfltAVvQFrKFbRFb1BazxW0JW9KWsqVtGVvWlrPlbQVb0Vayle2vtoqtaqvZ6raGrWlr2dq2jq1rf7P1bH3bwDa0jWxj28Q2tc1sc9vCtrStbGvbxra17Wx728F2tJ1sZ9vFdrXdbHfbw/a0vWxv28f2tf1sfzvADrSD7G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9+r6BHRa5zNg5kmAJQJjzxLIqJff8ywzuR+947M6DE+HNJ8v4inoq/2t/vtzZcRvaLfXDqPFkvFblMRIyM+ubU44nwcB9ir3D2nad7+vB/P2uMiKAA4CQ9gAQAAlAkAAIAyAQAAlAkAAIAyAQAAlAkAAIAyAQAAlAkAAIAyAQAAlAkAAIAyAQAAlAkAAIAyAQAAlAkAAIAyAQAAlAkAAIAyAQAAlAkAAIAyAQAAlAkAAIAyAQAAlAkAAIAyAQAAlAkAAIAyAQAAlAkAAIAyAQAAlAkAAIAyAQAAlAkAAIAyAQAAlAkAAIAyAQAAlAkAAIAyAQAAlAkAAIAyAQAAlAkAAIAyAQAAlAkAAIAyAQAAvjuWzDQKAADAaZkzAQAAlAkAAIAyAQAAlAkAAIAyAQAAlAkAAIAyAQAAlAkAAIAyAQAAlAkAAIAyAQAAlAkAAIAyAQAAlAkAAIAyAQAAlAkAAIAyAQAAlAkAAIAyAQAAlAkAAIAyAQAAlAkAAIAyAQAAlAkAAIAyAQAAlAkAAIAyAQAAlAkAAIAyAQAAlAkAAIAyAQAAlAkAAIAyAQAAlAkAAIAyAQAAlAkAAIAyAQAAlAkAAIAyAQAAlAkAAIAyAQAAvjuWLIMAAAAoEwAA4GnLcjcXAADwCCgTAABAmQAAACgTAABAmQAAACgTAABAmQAAACgTAABAmQAAANxYqqdRAAAATqgyzZkAAACnp0wAAABlAgAAoEwAAABlAgAAoEwAAABlAgAAoEwAAABlAgAAoEwAAABlAgAAoEwAAABlAgAAoEwAAABlAgAAoEwAAABlAgAAoEwAAABlAgAAoEwAAIDHaGnTIAAAAKeU5kwAAIDHQJkAAADKBAAAQJkAAADKBAAAQJkAAADKBAAAQJkAAADKBAAAQJkAAADKBAAAQJkAAADKBAAAQJkAAADKBAAAQJkAAADKBAAAQJkAAADKBAAAQJkAAADKBAAAQJkAAADKBAAAQJkAAADKBAAAQJkAAACP11JVRgEAADilKnMmAADA6S2ZaRQAAIBTylQmAADA6bmbCwAAUCYAAADKBAAAUCYAAADKBAAAUCYAAADKBAAAUCYAAADKBAAAUCYAAADKBAAAUCYAAADKBAAAUCYAAADKBAAAUCYAAADKBAAAUCYAAADKBAAAUCYAAADKBAAAUCYAAADKBAAAUCYAAADKBAAAUCYAAADKBAAAUCYAAADKBAAAUCYAAADKBAAAUCYAAADKBAAAUCYAAADKBAAAUCYAAADKBAAAUCYAAADKBAAAUCYAAADKBAAAUCYAAADKBAAAUCYAAADfxJKZRgEAADgtcyYAAIAyAQAAUCYAAIAyAQAAUCYAAIAyAQAAUCYAAIAyAQAAUCYAAIAyAQAAUCYAAIAyAQAAUCYAAIAyAQAAUCYAAIAyAQAAUCYAAIAyAQAAUCYAAIAyAQAAUCYAAIAyAQAAUCYAAIAyAQAAUCYAAIAyAQAAUCYAAIAyAQAAUCYAAIAyAQAAUCYAAIAyAQAAUCYAAIAyAQAAUCYAAIAyAQAAUCYAAIAyAQAAUCYAAIAyAQAAUCYAAIAyAQAAUCYAAIAyAQAAUCYAAIAyAQAA+GaWzDQKAADAaZkzAQAAlAkAAIAyAQAAlAkAAIAyAQAAlAkAAIAyAQAAlAkAAIAyAQAAlAkAAIAyAQAAlAkAAIAyAQAAlAkAAIAyAQAAlAkAAIAyAQAAlAkAAIAyAQAAlAkAAIAyAQAAlAkAAIAyAQAAlAkAAIAyAQAAlAkAAIAyAQAAlAkAAIAyAQAAlAkAAIAyAQAAlAkAAIAyAQAAlAkAAIAyAQAAlAkAAIAyAQAAlAkAAIAyAQAAlAkAAIAyAQAAlAkAAMDXt2SmUQAAAE7LnAkAAKBMAAAAlAkAAKBMAAAAlAkAAKBMAAAAlAkAAKBMAAAAlAkAAKBMAAAAlAkAAKBMAAAAlAkAAKBMAAAAlAkAAKBMAAAAlAkAAKBMAAAAlAkAAKBMAAAAlAkAAKBMAAAAlAkAAKBMAAAAlAkAAKBMAAAAlAkAAKBMAAAAlAkAAKBMAAAAlAkAAKBMAAAAlAkAAKBMAAAAlAkAAKBMAAAAlAkAAKBMAAAAlAkAAKBMAAAAlAkAAPDdsWSmUQAAAE7LnAkAAKBMAAAAlAkAAKBMAAAAlAkAAKBMAAAAlAkAAKBMAAAAlAkAAKBMAAAAlAkAAKBMAAAAlAkAAKBMAAAAlAkAAKBMAAAAlAkAAKBMAAAAlAkAAKBMAAAAlAkAAKBMAAAAlAkAAKBMAAAAlAkAAKBMAAAAlAkAAKBMAAAAlAkAAKBMAAAAlAkAAPDYLZlpFAAAgNMyZwIAACgTAAAAZQIAACgTAACAiIglcjUKAADAaZkzAQAAlAkAAIAyAQAAlAkAAIAyAQAAlAkAAIAyAQAAlAkAAIAyAQAAlAkAAIAyAQAAlAkAAIAyAQAAlAkAAIAyAQAAlAkAAIAyAQAAlAkAAIAyAQAAlAkAAMBdlihxAgAAnLxMTJsAAACnJksAAABlAgAAoEwAAABlAgAAEBGxZKZRAAAATijNmQAAAI+BMgEAAJQJAACAMgEAAJQJAACAMgEAAJQJAACAMgEAAJQJAACAMgEAAJQJAACAMgEAAJQJAACAMgEAAB6XJWIaBQAA4NRlksoEAAA4qXQ3FwAA8AgoEwAAQJkAAAAoEwAAQJkAAAAoEwAAQJkAAAAoEwAAQJkAAAAoEwAAQJkAAAAoEwAAQJkAAAAoEwAAQJkAAAAoEwAAQJkAAAAoEwAAQJkAAAAoEwAA4DFaMtMoAAAAp2XOBAAAUCYAAADKBAAAUCYAAADKBAAAUCYAAADKBAAAUCYAAADKBAAAeDyWKHECAACcvExMmwAAACeWsgQAADg9ZQIAACgTAAAAZQIAACgTAAAAZQIAACgTAAAAZQIAACgTAACAG0vkahQAAICTKnMmAADA6SkTAABAmQAAACgTAABAmQAAACgTAABAmQAAACgTAABAmQAAACgTAABAmQAAACgTAABAmQAAACgTAABAmQAAACgTAABAmQAAACgTAABAmQAAACgTAABAmQAAACgTAABAmQAAACgTAABAmQAAACgTAABAmQAAACgTAABAmQAAACgTAABAmQAAAPxmS480CgAAwGmZMwEAAJQJAACAMgEAAJQJAACAMgEAAJQJAACAMgEAAJQJAACAMgEAAB6PpYwBAABw+jJJgwAAAJyYu7kAAABlAgAAoEwAAABlAgAAoEwAAABlAgAAoEwAAABlAgAAoEwAAABlAgAAoEwAAABlAgAAoEwAAABlAgAAoEwAAABlAgAAoEwAAABlAgAAoEwAAABlAgAAcJelRxoFAADgtMyZAAAAygQAAECZAAAAygQAAECZAAAAygQAAECZAAAAygQAAECZAAAAygQAAECZAAAAygQAAECZAAAAygQAAECZAAAAygQAAECZAAAAygQAAECZAAAAygQAAECZAAAAygQAAECZAAAAygQAAECZAAAAj9dSVUYBAAA4LXMmAADA6S2ZaRQAAIDTMmcCAACcnjkTAADg9MyZAAAAygQAAECZAAAAygQAAECZAAAAygQAAECZAAAAygQAAECZAAAAygQAAECZAAAAygQAAECZAAAAygQAAECZAAAAygQAAECZAAAAygQAAECZAAAAygQAAECZAAAAygQAAECZAAAAygQAAECZAAAAygQAAECZAAAAygQAAECZAAAAygQAAECZAAAAygQAAOC3WQwBAMDHJG8+qYiKiMjMnHX9Rw/8tvT88KgysqpaazVnZNXxAOFYJplpFAAAPqIyqVs5kJEtMzMyM1vFdaM8WJm0yGMU1U0y1extGWONrMjp+8X709WcCQDAR6uqxljnnDPygzx4sDLJ6yyJiFaRmS2ztTaj0oQJH1ImAAAfs3Vdd7vdOquqIqK10ywzPsZJj9xut733zMwMd3OhTAAAnoTMzMw5Z1VEREWMh42BFteLXY4fDzU3x0I6/o5VBSgTAIAnoqqqqrXeez/MMR84Bo75UcfF79F7b7231sYYkSVM+PWOBQDgY5WZxzu45jzBcvPr6ZGMiqiMMeeoOasiM82Y8CFzJgAAT0ad4AseZ00yoyryJlGOH6UJygQA4CnKiP6wX3He9ElGREZZW4IyAQDguhIe8qvldRHdTpI6JgooEwCApylP8iVvHguWt48gPZoLZQIA8FF7Pxsxb5ZzHD+JU2xtmDdfst36ZVZEReoSPuTZXAAAgDIBAABQJgAAgDIBAABQJgAAgDIBAABQJgAAgDIBAABQJgAAwONhD3gAgCfjuBX8A8oPv3ZURc2MGVFRFbaBR5kAADxJeaoyyesqqqyZMTOjqkKacIu7uQAAAGUCAACgTAAAAGUCAAAQYQU8AMBH7LjAvKoqoqqiMvOUi86rKiKOx3D8HN4zZwIAAJyeORMAgKeijruInOqLe0gwygQAgPdpokx4nNzNBQAAnN5y2lVQAAD8FcnMiDy6nq5oFQ87Z9Jmq4jKqMyKqJozIzNzVmaWC1Hen67mTAAAgMdAmQAAAMoEAABAmQAAAMoEAABAmQAAAMoEAABAmQAAAMoEAABAmQAAAI/HYggAAD4uef3fapEZ0SJ61PF3ZmQZIB4ncyYAAIAyAQAAUCYAAIAyAQAAUCYAAB+1qqiqmnPOaTRQJgAAAMoEAABQJgAAAMoEAAD4DrAHPADAR6Y+/KS+8smpj68qI6q+3K0elAkAwMcrb4IkZ0Te/PKkR5RahHu5mwsAAFAmAAAAygQAAFAmAAAAygQA4KOW14vOMyKqqurEi+CPB3BcB28xPMoEAABQJgAAAMoEAABQJgAAAHewBzwAwEdlZrSKjNjMiIgxo1fMinlcdl7tgQ/mqB3X3s/rT2ZGVVgDz23mTAAAAGUCAACgTAAAAGUCAAAQYQU8AMBH5v1W71WRFpnz3WHOBAAAOD1zJgAAH5XMzIiMuyZMKirqRMdVEWZwUCYAAJw2TJQJygQA4En5YM6ktADKBADgY7rcv/nkesohW0TMitZanfjAquaMiKjZWptzZuXxOEdGRMyM+eH/hdM6Ls+vqkzVxIdl4pwAAPg6AfBBpLR+OBx2+0NVzVnHUDnJdX5GZc3MbDEvLi7mnEvrxz+bGZXXH2+OO+NE137Xi16qIuJ4/ekqlF8vE0MAAPBNzTnHGLvdbowxZuWpyyQiNj3Pzs567747KBMAgKfieDNSZrbWMuO0cyYxj3uYVGut9z7n8A1CmQAAPAnHLBljjDEiMvI0i00yKqLazZ1mx5kcN0mhTAAAnorjnElrraqy9Trdo3gzqsZ6PJjWWmZGlG8QygQA4KnIzHVdW2tzjBPezRVx/ZCr4w1dj7/onDncpxkCAABAmQAAACgTAABAmQAAAETE4ukNAA9gRtbDLpDNms0rPPwlqh5RETPaiIhsuV7NZVnmiMgZOR/2YI4/5zEiIqMqW0XLnrFp0Wfs3//FlpmZVfP4fnTFfOid1+uDl778gAXx/HqZAPCQlxIAgDIBOJF88CxJIQSAMgHgq52QJ7hpwUbQACgTAL4SJw/55UqWAKBMAJ6m41LOO1eXZj30wxBnROUHx5aZVdVas+QUntDr0qPcdv14SF6KUCYAf4Xy+jE4dSyBL/8ZzpwPO4lRX7kOaK3NOY+H5zsFT/Y16uRNcpMldfKDQZkAPAnv//X98nrgocukbufJ+/mcOeecszX7WQGgTAA+Ur92uT/nvNUJ7YHv58qYGfP2wSzLEmH3AACUCcDTUDdevXr1ZRhEr4d9yc1YW4z3v7y4uNhut9d/5A4KAJQJwEfseMX/flLiwymUXtEftkzq9h7wY4zjIpPjgZk5AUCZAHy0xpittaqItlnX/X62irzZVKQi9w96NJU3L/KVUVkt2ibDCnj41rl/MwlZPSJqZu9tXdfWWtS0fdB92nHRW8bMqIjWM1pGxKb1WbMMG7fPFkMAAAAoEwAAAGUCAAAoEwAAAGUC8FS831zlK1tAAt/G8WESx1FlZAoAACAASURBVCfdnfxJ3DcPBgyPuECZAAAAKBMAAECZAAAAKBMAAOA7zx7wAH9VjutQT7YW9eaLZ1SFFbHw/2vGcZ17Zc2IaBkzoqpmZJziZ/39j3ge91GfI3pVzrq9HL8yIiOyKo/H9/C71Y+bI83jS2JVRdTN74MyAXjAS4cPLhFOcwx58xyhSI/ugW/9o9QiKqPa9U92jWOpREZE1gMfTFUes6RlZFZUzcyonNUy5/tXm+syuZUolQ+bJu+P5XgEceyTvB5Ed+9wm/MBAABQJgAAAMoEAABQJgAAABERS2YaBYC/FMeV5ZmZrbX26N76ycyqeX2EXvvhm/4EReb1x4xbj7SoqpP/PFVVa23O2VqbcyzZ3x/zcaF5tjbH9Y//YxjK1toYo7WWHsjBLeZMAAAAZQIAAKBMAAAAZQIAABBhD3iAj1ddr32tGRGRM3LGl4tNvxtL4DOzKqpqWZY55xjjtOt3M3tE9d6qaow1M2+Nc35XRpVvp9/89IwWETGi5nH5+4zMB95X/Xo798gaOSOjspZsvbLPJWeLPm7+3ozIiBkxIisyH/5EXWbUcdP3jIrIjKxoFTkjW0wnFsoEgO9GXVUdy2SM8f7RZyc8njlnZqzr6lsDoEwAeFJlEu9rpPdex1I5nd57ZqzrISJaM0MCoEwAeCIyI463Ts1W1VqrOOnuB1XrumaGHWEAlAkATypMsiIPh8Pbt29v0uCUZbLpfYz1+fNnZ2dncw59AqBMAHgSqqIy1zF2V1dVlXniVeaHuqqaFxfnEaZNAJQJAE+nTCIis44PFWqnf9J9RkakJgFQJgA8QXnrfwAoEwB4cHXctiGylAnAx84e8AAAgDIBAABwNxcAj1nGyKgW+8xDRqvIyJw3b6u1B3+A8L61VjmjRbVecdwKckbO/C7dbfYbjrOcc8DpmDMBAACUCQAAgLu5AOCpqfvv56qIetib0rLKM9eAI3MmAADA6ZkzAXgS5pyZWVWttSrrnJ+W43d8ztl7n3Nm3977N+OhF/JXjaW3MYZvE6BMAODjl5nvK+Vqt7vzj05SJlmzbTfHdpLNoEwAgKcSJ1X1+atf3f791k5ZJtulb5eXvjuAMgGAp5IlrbXjHX2/Nisxb/364Scsqup4bOu6+jaBMgEAnoqv3i4157xVMPHAt1NVtd77sZ3cygVPvUw8qg/gL0u2efOe9Kij6ztjsqIqH/SqKyvy+nGsLaKiWlSLm53Kvzu7lVf8P/betD2O5MjWPMciEkuRRda+SSWVlpJardut0dW9M/P/f8A888zM7em53VJJJdVC1sLiDiDD7cwHjwhEJhKJpchEgjivKBaBXMLDw8PDjpubGQQRaoEGoAQxAQFZNp9hUqEskoQOyL6NqH2b3OIS6hw0SZBa6rfJaNh81mCQWUpEBAlpGvSyfZ04hOmrARBsiuZt2x4dHSGastmLT4EKEHVikVL1ZqFIAQ2QgMBCgJGouk+x+bmoH1dCUgBIiP3dEtdnLjKbwVmDjTHGGGOMMVYmxhhjjDHGGGNlYowxxhhjjLEyMcYYY4wxxhgrE2OMeaFI0hADvW2BvDX6meRWRxif2b3alp7EqiRXW997WxlfLgDIzOs4MjUMyi0ZmTUDx+qePJ6ctmGeNMbKxBhjNmVmbaeNxQnXp0NJcnvS95DUtrXpfM3e4jtmrT293bJkezTqpA9P9OTkR5K46n6WBGsTY2VijDHGGGOMsTIxxhhjjDHGGCsTY4wxxhhjjJWJMcYYY4wxxqyhxbVN0mKMMdtGYBYRmQmN6z410FOEuOHMOOPsrgTAIENKAQJ0XSZ/1r9U8w4JSkBAggXI0GzD7UklWXMLNcEABYgEmdS007cLSRERNfp57aXf/EBtohUQTZMSI04fxytHxwvvcOH006eiH36RdThEw1JK2+yULBG6gtuDx5e4icgU2WYmm9pCEi3EtmEpj0C0Mx4dzWOztz/rfEiEICDAABtQJMn0k8NMhnTrTjDGGGPMtqK1L3GDhzPGvHSsTIwxxhizraxZUtfLWPgXeLo4UeMLYoyViTHGGGNuJqcrE256N5cx5mXjCHhjjDHGGGOMlYkxxhhjzEBmAoiB7WkSnTHImJePd3MZY4wxZlsgKamUIklS054e2qGXs5trMc5EUrCBIMHSxBgrE2OMMcbcFCRh8JmQlNaJmJcdZyIJUjRNZpJ0BIoxVibGGGOMuUGQzMyjo6NSyjpDZSM+k1LKbDYrXdnb35s1zs1ljJWJMcYYY24G1VXSdd2zZ8+eP3+u3FmvYl68MlnUSPP5fDabZeYbitnr+75AxliZGGPMK4E2vE39FdkXT9VzySQEggBIRV+v/Cpa44H6og/HYcQqM5to27Ylgwy0zabvmkXh00QLMpqm2W237gY/34AVe1dQvZOgl6Hozm6oJgcXnZ7ZWJkYY8yVGthXYmO+ArIk+r5LESKrLKEaXs3pyQP1RROTgyYpIMlWAtkUXsWYm9KwKEmWNZVVtu8G54k1ivHP8X83OKY00W41dqiKEycVMCenA2OMMcYYY4yxMjHGGGOMMcZYmbgLjDHGGGOMMVYmxhhjjDHGGGNlYowxN4NaUdv9cMMHQK2w7t44J7W7mrHS4qo3+OYyxsrEGGOMMcYYY2VijDHGGGOMMVYmxhhjjDHGGCsTY4wxxhhjjHnBtK6+aczNJKmkAFAMEUAj1h8BlmYhmnMDwZ2TsssCAWjyJ67LMopYhlPI2m/qaxxzOJdNNwgAEICggALIvgI0u/oPCkCEMJZjzvFzm4Io9ZKDgKg6DEEApEiQAcyUtSI8gJQEpDY+MBht5hEAMoEyXNy+b7nFFeLHgciN3NHnp1NmQ5WyE6EslAAl1VEdriKyfDL6BQDRzZNssqDs9B3YZD9rzQVJXRZGYMNNFYAAIQqAlKlMEEhSUAMkKLBIatoo2UWz280FUZsdqP30TjAlgBKEBhRthJoTysRdYMwNh5PHHDcoRcyWKVVQuCozQeNYFLHUCgG2XowxxsrEGHNDNMlJfbKkTLiJla1+LXxwL4x/05bpy+twjq4SUb27qq6navONgeWwMcZYmRhjbqgy0fHfmKxNCzixSWZj2oCAIIKjONno4W8QvYeEwnQLEodXNtzlZdoC9sNS9pcYY4yViTHmZsgSLsuOBECEgEUnyQbWsocDcnLAGg6RXkp/SRLwOHqn7/3IK2tOM6glDZJJVqTGGGNlYoy5MWghsKSJZj6fl5LRNN2iibqBqJMahQ/2Ue8MZClt2zZNI+R1sVAlaXBCcbuDOyUCapv24OiolEQ0QhkDpDeuk2qICUs339nZaQNbK0uuaQhWrWU+/n1dJqjjFBLbfdeDGw9/v/zo9UqPsTIxxmwfoZrD5fg3JfPp82dPnjwlo3DjKY+mubkgQELeuXPn1q3XrlkMtK6BLAHQNk3XFQnPnj178uxAPJaH2Lg1KAQBEt3R0e3bt9564w6l6r7T1hpSvH42XkRk5pY3kuwnA12f/u0l3/a2D7QD0liZGGOuhT5RXawmGVH1ScnCZrZxZVIfnNVsUmaJBhER0QAJ5wp74SSUSmbXlXnXMRqhJCkwpA0L0yKQaIisok794BwyIhhjjLEyMca80kxzYElSZhIgI6iN+0wG+7NBb50KZEJFSanx1XrhYqAUkk0zi6aNaBR95Hm/r2rTSrCvpxLRNM1sDHyht54YY4yViTHmZokTARERTUSA1JVUN1ug378VbNq2VdchbaC+aCkQUbefSMoUiARFpdBo0z4qRgNJkgYfCcfccXaZGGPMzXk2uQuMMQQyc166zASuKEB20RQmA0Ap2XXd9u+Mv45kpsaczEMyLK24FJtRJgEyqzZJ5wo2xpgbin0mxtxQCqNDBDKURDaS2EKRagqj2Xj+WCrFEJiI6stplLPALjHPRFyP/VzBtrqbMpMhIIEEr3oNSFnVHphjgoGmwVxFaApD0YJsJSqpFKnYqDZQeUYgGqY6sGQUqXpLgkIrUqAQkFDFcxKFSHG2+d7stZuacS8kILBcp51n3Cq1r61vqobbZ6ltIBgRXUlyIY/HZq7i4pjMYZUhFxMvNhAEKsEQI5G58RwXXgc3536MuguMMcYYY4wxVibGGGOMMcYYY2VijDHGGGOMsTIxxhhjjDHGGAAtnZHRmBsJa/GK/g+wZYUjNCQu5sC16FVJTdNkJiO6rtuuK167cehPKYnoe3aIN7/CtknHuaprqzj06fCGBGOrSpyMlbX7G2mLc4pJIllKaZpGW1a3tI5KjONz/FUdqFfdb0t3EIHhaiNACJkZ0Uh59Tc4FrpwfCXIeVeapimZs9msKx2vNC0HyT5LuBThJXKzgAeEMcYYY4wxxsrEGGOMMcYYY6xMjDHGGGOMMVYmxhhjjDHGGAMArdwHxtxIqH5lIgkQqeO44iaRzaaXLRpE34K+/HwBBBBqgLw+MxX7PwooUOvZi6hVmrnpS8zjVmloUtYWqg0UBBBgAyIhDn+OR8eGCGREAMqTEbFBBRJKKYeoY4KBADI3v74mAkkSLFIZ4t77vtW21oEX+sDoGlyeW7UuKTaJFEQomFINMG8SjXC02VjtyV1T26bjW1vRDD+VAGqt9QSAEFLMzaaRWMq4UDNIqEbtS+OLyX7yUUAJEQlyswOA7ASKkQiAnSg2CiqU/YxkzPg4MMYYY4wxxhgrE2OMMcYYY4yxMjHGGGOMMcZYmRhjjDHGGGMM0LoLjDGVsc56X297s0hDmKZencQc9Vzq+Yi4gjMTALDv3ZNti7G3a/RsvQha9f6X3EyNZeDXD4DhVU0afAW3ybUbpbV7p39v3W0ircwRcQVN1XnbUCPNpXpzb7qlNbGGAFDDVNO3gSdi8euNRbLrus0PAEmoZd9Z50FnXzKnYp+JMaZ/ypGszzPy6jKlvHIPLF3hqWndkauFuj19f11s/WmnXeWdcrlHfsQW9vM4FLcis5lOGvQ6dYgONrau4v4Zdfm0XbWRywnuhhcjoiqTq7jKx/8ZG0yn5TJWJsYYY4wxxhgrE2OMMcYYY4yxMjHGGGOMMcZYmRhjjDHGGGPMSlrHHhlzM0kigQBCoNCAhdk0TVcK24iNR3MyWWMhI0NEAExQEQrq2gQar+k2Atym2ONW7TxLs9skS4c5IkKkgoqaJG2jV18zEpAo1YsOFNYeTbVNGyCBllFy6EyA2rrVtS0fqBz/pGrGixrhfbWh/CQ7SMEA+5hyMslCdFBc9V1DMjPrPwr7DmwSAAJMqE6nkmKzt42gJACGGopIMRShDCRKOwzGEFJCCkX1hiIVmx2q49QXgNg/dEKQI+DNCewzMcYYY4wxxliZGGOMMcYYY4yViTHGGGOMMcbKxBhjjDHGGGOsTIwxU7RFdbhJ1njyoTC9+dGXV2N/En3h7chMQFs/Khe48m7cnsa8ymNVArENN3/NEFCzBaycqSIiM7d5npLUtm0dsfUfHmPGysQYY4wxxhhjrEyMMcYYY4wxVibGGGOMMcYYY2VijDHGGGOM2Wpad4ExZhWbD5HMoT51PT6HXxZcn0rBrFXMawdSgAQBoYVz29wlHDqulopWjSevpdbF2kZCQUV9oyCwhsduuLEFfc6DHBo+6dTjX0m19rsSSDCvYmAMOQPEyeqejn/ve/86t2dh5A2XWQBVC9RvVdeJAggxBYAKACAVw/yzODuNMfrcfFNjcVqa3ETOcGKsTIwxp5jV00fXxq0TJhjDY5MYjXvmNVImcWzNDOY0qxq4AmN/NPBZFQcxtiqAwgSCIMVQABQFpnAl5n69xCeVCYckTUO3StWuIvKqxUAMR9fQ0ldmKtAWHW7jc9H0bu3vnTor6cx26iq6TVnnmRBBIKJXKN2iJiHG1HzSpntVcTzP97O9JrO9c4WZFSrWGGOMMcYYY6xMjDHGGGOMMVYmxhhjjDHGGGNlYowxxhhjjLnROALeGDMgSI5ENGbtXSJJqpHEFK5v8G692fvz2KYbvyY5IOm46Bc5aGvHaszZ4IxYZkuxz8QYY4wxxhhjZWKMMcYYY4wxVibGGGOMMcYYKxNjjDHGGGOMARwBb8yNJYbo0iTG2uAkCTSJjhuPj1Rb25AhQIICFBpxR9R1CYYtkUFKEAGFRCgIEhRUuOkS0XF8tZUFYAMqBS1eX43/Q+186vQAWU4+W8PBL9m8yfcwgwQJUWIkgih90zitV02AynpoAlk2PlDJAGod69L/AwQCijMGKcv2DNTkeOVXNVob7dVUAA0kgFBDEGxTBBqJZbOx2tOhr36cMjNFKppG450OAAlkKjNbNqVkxoabKgIQxYAoSRQoRsHkuiaBJrp5hyZEzLt5NK204RunhuAjKQCpTGVZnoeMsTIxxhhjXpz55S4wxhgrE2OMMZuyvier7E4zbXFijDFWJsYYm3vm6pWJWYBSv79r9cubbo6viDHGysQYY2yAmRuqoNeEEik23RhjjLEyMcZcE3ueQ4Bnb8LUQE8MNZiv2MSbbhlaVB+SCNbfZGbw6uexsSh4ra1ci4PzqqM7+5h2gJAmdmrfMHJIeTC+VePfOp9deyH/yVKHTD/L4TfHIfUk6jisUb71t8fx9kNV68V2bqDPV5wyjw+fUBONpFQuN2azMccEpKz13UlGRCllY710ORGlE30kCVsYJT02aZyJVIfiNjRVJ7uRWyZWedyHpDW0WVImdGYEY24m6m1ToVrUqspka+aEwdavz7FpHqfh303ThERshTKRlJnBPg3XVk2tWjCeuaRMSFajSlfdh6OJUps4Xv1BPm2XAcNR19VuBBmNUoyWK1PyR7PZ5iWykCylZGZEcGCrJ6W6RDIsjmzDKskq6dvrJYL1vtG2jEkMun5hwlzqRJJXfDNxnH0Em6FmSZm4C4wx1wuST58+nc/n/QNOzYYbEHFsdmZm27b7+/vTX5obKvaF588Ou/K0uilOau2N3ibKoF577bWmaeDoIGOMlYkxxrwwm29i1HWle/z0ybNnz+pKMDTbuAGqqTLZ29t7d7azu9siCM19sW4smXr89PmzZ89WK5MNU+Y7bUTE7du3q8PE4sQYY2VijDEvmIgYd6e0bZtl0z6TqYU3NmOM0jE3eWwqCUUTEREndMBmKy1STcOmafpCgZYlxhgrE2OMeeHMZrOqB0op8/mcm0/GespyOEnHct5oXcKIaABmqpRueYMfNypcKZFRx2ofTWRxYoyxMjHGbCdJCAggBAoNWKC2bVNCg9i4DUPMgQAYSZGhBipUCcwbdMg+WB+gOoZm2ZUmdnQV6XCoTgwhsqbjEhqC5XAXmiuOk80wgQQSDAAU+RIiDdaYm0kkwZpBQDWnGQKkwFRhAJCK1AEdGAChAALSOTUWL9jW014pPKqHlwqyhDLql4tSP0SVYsnah4QAQVqO7jn9EC9qe5WCGEPJF4+WyKKSyKZpVgnmDTv3eNilIlLZzJDdHECogRjZxDaJFELgnE2JaFSKJLI2kBHthjMfCMiaeaGGjatPDRhCCGW4oZoEgACKEBGHXUZNybdZ8Vlj8RshSWZBkEhmkscZF0JIada06pJN7LSzUjK40bg4sQNIRVvqjc7ICCGZJDccgmW2fYnHXWCMMcYYY4y5cuwzMcaYm05fK+T4xytwmRljjDFWJsYYYzStWeiABGOMMVeCd3MZY4wxxhhjrh77TMyrwNWWDvAC8+Y7vPZ5ve7apnxY07b9mGF56UE1/eBxTXVo5Rf2HShlCovh3Gsa/zIGfCkFJJQ6kXmZ5Fi/fHL0PgJ+qTHnb7YLTxtjjJWJMS/FFrzaOhJLJo4tHmNehvivucWMMcZYmRizvdQl1Ss3m4x59cTA5gb8Os3h+8sYY6xMjLk+JtRWaQP7TMwrLEuuQpn097hUt2/5FjPGGCsTY7aVKzdTlhpgF4oxL1Qm9f91VxhjjJWJMdtprIhk/fuHR4/n5SqtltRClMs7d19v27aGvmz34q6AHAw+QkTfWgHLgTt8+fUmpFrpG0kBSGRDCBRCChJjAXXW1lCJzMnvN0YZOooSASJYzWeSEmsAvFhrNIscter5G5qLhvia/l9KADD9Uapl1bEyAj76Ntdur39AJCD1da5XH+Il3UREjA0VB0HCfkROAt65NIjX9MYLGbfLpy9x8OAsL1Jg6EdpuJuuTlHVmwQBgAqqH1MSReZL6KgfMxMRTaYQhGoqhnEu0oabqhVtgyYX9NTn0VVcYooCc7iFCfQDEMcN0uT9/a208atdGzMeWlBCqrO31xyMlYl5NSCZmSQfP31+cKXKZMnme+v1W6MgqfJpiztRgxHARbN52f7bgN0ixPDU1PB4JRhCU/ObD01kVXyCBBWqQbNpLYqgQCiqMhGiN2AYEEFJrGJvavTzQoMK5+z/pXdq6d869aMNMtEIBCIZE8shq1y5RGN+hDJRn2gNwmid1hHadySBBau1DpAzbCxe6qW1Pcyxk7XCUDy+kQZb9urC9jnKpVAAg44GhRSw4Rt8bQ+TbKEEAggg19wKm2/qmIDhtMlcEhmpxIaXojQs0pAAxajdJVJko37scfLUrNOoNr5kFsOjJierYjWDIbzLwFiZmFcMQd5AtWH19TINqe1s2wtoaTVvXvg5rj39sbT7WfdI/3KvDavq22QPV7OP5wgbG7MGV+fKmjdf+bqAfswlfyF2K7f4JjpVUG9TUxfdXy/vBr/sPKTBo3exTtn85a7OTkmyFDFn6lh3gTHGvLqS8pqtMlw3OW1e4ZvnGtzduh4tncxFvivNWdhnYl6F58fVmiA3IVOQfSZLl3yTLb1QpqzpaJSWPAzrbLDqgth+n8nQnrN9Jld+g1+tz+SCuwev1rm0le28cHjYxnvxODuENjQZ/ZgbvD6rf8wMam4G9pkYY4zZlkUGd4Ixxtxk7DMx1x+6vsHL72NuIgR+4adxSVw1xdSVtu2slo6r4xxiOlet/S+09PxrluvTUp/16pjTSpmZmYQmHyGAzJK5ELy7MvHUJVp+/vOKCCmDLJlLZ1RLqUrKc9QzOfnZyzX7hQyq+iVXNzlpu27wsxowpltcc6E22U4OWbn6g55dSGfTvTgmBSEJMDMFMcZZaOHNXdeR7Epp21ZdIWOzTeXwqK5JC0WHvxsrE2OMuS5cugT7wqv1uT/skjrH8cYNXXzZNeCXw9P76NhVu7nGPWmDSj3nbq5tz4xnjDHmBN7NZYwxr6q8wZCeSxf84CYCS1Yro1PerEnEzPachTHGmBeLfSbGGLOFouIF+EyG8NizfSbLEfDCBnZzLXC6z0SjuLqgz2T5CN7zaYwxW499JsYYc3N1zna1UK/CuRhjjLk09pmY60ofP1crcGtLm5cnwnm3qo1QLbecQDJIRL8qrYiN238cDhgJEQEiQSmEQAJKshYmF5QCkgGyr4K8UWoLBRSCQARKIHK1GX0cujE5x/ra9J3JS9riq7dF9f/mcFwCyswIKgsjlAUofQl7ZSkFw91EhBYrl5/fgXPpYP1UBKFglgACCqDUd5EopURESkeHh+1sd+ozWdme8UBrWr40aSzfp5MPLr2UEMejLEXEEAVCs/DdVzY7JQlGRijqwBMzqYwszK2aM0MKFSGj1uEjA9EpWIgSwdyoSF4c/OeUyqXrGLHpXhX72HIkCLAD6+3TDElDEhBYQLUzltJFs9PNVcvFb7ZX2zq9tLX4uxLdPISCgGR3prEyMcYY8xLsjx8haO0KMcYYY2VijDHX2Ppf6zNBv0dqbRbghY8NUfM6n954UXurpJqh9exKi4u1I8/IzeXRYowxVibGGGOukzLRcaTH1SiTutOtLwvz42rAT7dyWZwYY4yViTHGGKumC3gtJNWqhD9e6iyFmhhjjLEyMeZGG2fVKnISoRtyuWtV8pWW8DQCHotB70vDI1+QX+JE1mD2+6NqmPtxYXLWZgsopWQpbJr6zj4p77mrp6/RAOvdO4sF2pEAcrWoqAXsSymlJCMxFFYnWbL+yPG8pscaVcqKqovnDtZf/8HFhqLmvYi4+ryXZO8t66+/p6NXnWGcj57E44HK/sV6nxDW7cbKxBhjzNXoZCznAVunIi5uv74wk1eqPhOdu7VVFOIcfhLv7DLGGCsTY4x5Nc191fXoi+UXvaS5f/7AEpziMzlPpUUOMuZkOt6NlITviy2eV25x+ve6HMHVW7LSD7P0Ng9sY4yxMjHGmOupTLi6pMYLVyY/Qqiwaqe6m+esU+q9EJwGxL80ZbK0var/5zl8JtNtWme6V0ZZclKcWJkYY8wW4hrwxhhzOfWwOSF02QbqQh8/Nvov8pEpP/Kkzu8zOeebz/9OY4wx24B9JuZ6U0N4N293cG2Tlv6xpV03ViTnih7cfJdmFIG1azkW16AyMhNE1HLHBCWwZozt8+JufIWFqb4gPQkRwf4ftT3iNMRUwzlJudiv00y+Z+62Wv63MOYEPvXCjX4FCVJmSooaot0PAYLRR5+rbxCBvoOP27Z4pS6r1mLNSY3ZijWOytoQjGdZpU/WTXRS9k1b9Ido/PDxsF7KSNH/uDT8Jr8gqMUfV8sngqBqKZZzXMdN1weHghIh9ikalKBAkWBKffuhGrh/lRqfk4m1TwZd0Dez23i98nH+Ob5wg5v0xJDgJKUEFofCJh5/481Zb/UUgKhPRYhjgwNAKUlQmU3TQLnhXo16R7FPB0IIwZNdbQyA1i5sc301ST96+dI2+5/vubWubVusTzRYplwVG6yNt1pMKACEWC+qkKKySSWJ+hIIon/+C1QuJJHa1ACIasCzGihEBCJYoioTimTE1NrqFdeCFLmApbo6RuIUG5hLwmQURzmkscpMkhLBACOrAtDw2V5g8TSTelFfXaD3l0z8ZU01Mep7aw+kkBBIodd1eVxxRTxuwHGqsVF1T/OljZvHjvd3rcuwpYWmct3pkOzv+KEky/RYV3pPSezvGYz9CVIMZdZz7K+14qqnqTFt1NCQJEWmUDZsr2YBCQAAIABJREFUQ3OVvBjN/2FQjSOkF8CMkHLTl1jTJFt9FsAhbR0UGucfglkKwcyMGSRteD2H4/oCh9WDiP7eImE71EyVibvAGGPOMvGESxnjksTRIbC8S+qc0SNalW74tH1KJ+JMqufprK1Ww8vsPVFc1zZcenfZet2yNjfX6PcYOrN/LzQNJplqj9rj4++nPhOn6jLGmO3EcSbGGPNyZU1vlGud2rmQRX+BWukSLrKPSJM2b7qfTk2uhZXVYsb3LvXGJDj+POLNGGPMFmGfiTHGnCkulmrtXeCDVRwMG6suk2JLWhWScQ6fybAF/WyfyUQV9P9ckzX4JflMcKrPhGOgyIV8JtMfYZ+JMcZcB+wzMcaYV0IvXV4SbPUZ9QrispXm7SExxphrhH0m5lrCCVdgfOiMth2Xhri267JXYc8Ny+G1QODQgTXpzaqrP670a8OnP6a76v8d1ELLmdIQZT7xmVwkBHplwcSVfpKlH2uY+/DS4KiRoBwGpDKTbSOyOhwys+s69nHGfVzMmixDl/aZ5OklRCTVnAGSIuLkPQWglFKKIpp+rEjksXdn6XardRhP69ulaioXnXz6Y/GMoXfC17TZSbJvAFdWmZzOnD+mN17S9F6Hn2pCubjK6V1DUrtz3LMbv8ia3pJnTFlt22ZmNG3XdeSmZ3gNTTye5aWIKChBJrx8YI6xz8QYY15ZoXiFcSOXOclVu87GPWkng/KXYkvO04GucGKMMduMfSbGGLMZy3tdAZP1ubnO7zNZjjM5PRD8hOV+apzJivO4pPRYq0qGtf2VwTMTeTLRGDzvqv9pUSjTN3iEGmOMlYkxxtwcYXJpZTKx0S+kTIAxeHxt26Yl265AmYxNX+U2ESanMOqKuiNlZQT8+H3Tf6+RJcYYY7YE7+YyxpjrIGzOrEmy5oPX4uzO8eqi10inabOpX2XZzWKMMWaLsc/EXGMrrV8HFcL2xo/meDeLBFxBl0aZ1fLAokQFkmJkM+tmWZINAGRtYzDrNp5UC17a2kwujKhzdU79oNp+5CGFTCiZFIMtNK+r+BExrNmPJQKxspr7ykMvlFYEa41zafklAJlLdjkn7ay/qs4FdqkikCGwIKiu/0hmZo4R8IBy4WtOBNmf3jml68uiLwWj12+IJk/7IHd2jubzBmDDeS1knez7mBSoZBZJVLKeUx/2y7EUNyffyaE496QMNpfappNNPW22Oec7a+WVUkrbticv68bvKYEJFiDAjhRCJBjJ0JbNmUw2iZIE1RBKRoLJRozrMr1z85e4Tikcjy8goAACIHA0rD7HMPP0L1Gbr7re1R6CAiTEoW3pJXJjZWKMMZuT0NNNVStN3nN/zyUbUA2WCxoiPNMgWqmsZu3OZGMYUiKqHXLW8VOTapSDCOOpG8f6IJMT4mHhxBfF1VIev/rqyQ8aY4yxMjHGmC0XGAs/qjfQdWbaq+m+opOVFs9VMLEa6WNp8wvGmZwrG9VSBDyY4NL3TN6cUwWz4DM5OgAQETXzLyd2P8my8J0LXccGhCBQopYk0oKw0iSrdE0+ujaY5AJRKKeqNOsWY4yxMjHGmK1VJkNWqPMkq63vo07Y+KeJDZxSCkOr8uqu/ZG9z+Q88qka7rXQABfUwXJJ9qmi4IJ7pW2qAEiVMoqEY8WzXKhk8tHMXvAIUgHHvk2d5m7itHT9spaQRPSX6WQ9+FWntfxxKxNjjLEyMcaYa6FVzrtB6riiyCmy5JzfcIkNXQuHON/HdRyfwdOUSUw9P0vVE7ujqSnfzmbqw1gSgDCbmvtTg59QJIKAykQV5annxVHxrX4D2UvB48KI5y5+eq1rpBpjjJWJMca8DLgyaVOtynwJC/L8NbnX+yWG32nIsXtqZqnjGvBa/qr1u7kW3jl+1QXrmfR7wAbfTmYuholDkjLHWJTMJBHBIEtJADWOP4b312LY2c1riH/TNE3btm27t7e3t7cXEa/tNIxo27ZpoonIzJQyVUqB9Pj5kaSDg4Pnz59n5tHRUdd1/fcAYt3QpSZIZd9mJhA1+nzYEFf/exxnctq+rKnPZFUna+X4OalhTl6dIcr+OqmXvte0panahg6XoGvUrWOxoP4m32JB6xqjxsrEGGN+nC7hEAh94nFfjeyrXdueKJOzLEJgarNcqB75ySKDF4qbr6oDg01aa4BERE0jhYmuiojZbFZKd3jwvEiIpm3bIAXN50dd12Vm27Zt2777ztt37ty5e/fu66+/vr8/awNjrquSvW48Tp1HVhlDMuI4Hc/hUfn++4ePHj169OjRvXv3Dh8+3t3d3dlty/yoZt4CNQS09Gmx6ldyqf+5ZNouFDy5qN22UqicrMnYR9fYrfJCVyA4SJNt69hxDGh9rdCtl6Z15qw346WrEhljZWKMMdeVurg/qb6xrC7WRMAvOFVOD0pZ7zPB+YJMlNml5vM5odlstkMqc350eJS5v7//1ltv7u/vv/767bt3XpvNZjvtTqZKOTo6eP708eOuK4eHh4eHh32EyYRRVQw0EbG7u7u7u7sza2/tzd54/cPZL37ezX/7w6PHhwfzr7/66uHDByplkvBXQvZr6ZNIG9VcyIPf42QwydJuLjhcxBhjrEyMMeami5Ph78v5TIDl3LgX0kVTn8nSqwu7lcgmGpKlmx8cHGQ3v3P71rvvv3vnzp1333337t19EvM5Hj168vjhkyePHs7n8+oYGb+n5uM6yiQZ0TQRowcjM0umMncblnn35PDgsVRKKaU0TbO/v3/r1q033njrvbd3f/nJh48eHWQ5mhQ6ETS4RxaX06fdcjKYpD9xOmjEGGOsTIwxxrwgn8lS+fPLZQ1eEQFPcpKht+7Xev312z/5yUdvvH7rzddv7e3tSeXZs+dffP6gekW6rgMAxsrig6UUNK2ALoUsi4cKEPP5/Dg4vm13d3frcR88ePD9tw9293Zff/3W3u5sf3+/bz4XzuXCPpPFfFzWJ8YYY2VijDE3W5wMf/McWuJsnXNZhXTyd9MSIQTeeOONjz/++MMP7gRRjsoP33731ZdfHB4eHh0d1eh2AkFISqlpGpI1D0Gtek6ybdt5ak3LZ01TPS018kRSlUOz2QwCUt9/910E3njj7tvvvDnpvKm4Wp1B+ESNxVN/NMYYY2VizKvMNJL4GhvQC3mPriA9jggRAjIAoKjWDkdyuYR5NYJxeBjL9TGWySWTfPGsmsnP496ksTHrJUH2pQkFqJSO5Mqii0MaKWj6i5XpuRDTH0kuujoWIjem75yjGfsPSECspTwAqE00hKCiPAIjUZomyvwomuYoGwCB/OlHH/zqlz+f7ewcHh3d+/L7Z8+eHR4dZHV6tDttu9Mdd1nf4b1DZOz/thUwl5q146YbPqIxH3DbBlCA0qigoImSiZghm0DUKosSd3d3dtgwsyUbdF0WiG3TUnEUMwzxNA0BJJBDecZYUaJxDLZeDJ2/kD6seZCVW51FiiIVTTYhMpt6ogkmojj6ee1SQr2uFIjJHyG2rduYQ3KNgAjUAZ9gB04NPA7zRmE0pDITjE22NNk3JpB11qQSQDKOU50YY2VijDGXU3GXs3jWPIDX7/I6sxRj/XoOe8aODRIJmVIGUbKbNW3N+UtG0zTVH7K3x2fPD+7d//bJk6cHh0dN0zRt9ZFsifLHwcHR2++8+ac//df/+ef/+P77h7u7u8GYHx41DLSz2q/RF2dUVWnUcnedyNx1gQonxhhjrEyMMWYrBMbqOJB+dfWsnL+Dz4THv1kpP3jCZ7IsTk5xtpQhaW8CUCb7oAwIpTfSpcxS5l1mEoimgZCZdVPW999/f/+bb6NpIpq9vb3xq7aEzLK3v//o6dOmwX/94798+fX9v/3tH8+ePt3b2c0umTkWFhm9WMdpvY7lzRlRKMYYY6xMjDFmK5TJmUVFTn3p3AfS4tuXjj6WbMPa+PhTxAlQ01ABVI616oJMZCldlqNQ3r17V1LbNFCp1vm4h202axlNSSlziGvfFnu9aZrDw4Pnz5/e+/67N9566ycfvnfnzp2/fvbZN/e+nTUtlASB7Os0MklCNbZfY82RNbJk6kIxxhhjZWKMMddR1wg4o5zf6OdY6TPB2lxba3wmi+8c/pZi8JbU32R2mZi18c77H3780bv7e6/ttAFpPi+ztimZAGr23loMnozBQNc2dXTZ2Zm1syazfP/gux8ePfzJRx/9y+9/9+WbX3/258+EIqGXUuxr9gFTLwqwqrI7vJXLGGOsTIx5KRbiiSLNm2xAzVB03SHJoSweSC2e1Aa6VIs11QllLuelvfiXYlrqeP1XLQiGiw2/oS44ENF0mZjsxVoTAT8dvaPP5DQ/yWk14JtgrXL42u5ORHN4+LyJhiqSSnY//enPfvWrX93ex9Mn83tfffmTD98PYnd3D6UkWYuQ1LATkLrqGzlIrchdVs89a+n1ruv+9rfP33v33Z/85KNb+7f+j//z/y6l3L59+/GTJ6+/fmc+ZCuuXbXmiv+YTVwch5OWX6izQY2SPzNDw8vtT4jDuKr3UUR/i588/Q3PmUtHTykiyrxDs3VCcTogV/ZS9blJV1+5fpxZfuSsuZmmDv0mIlyQ3liZGGPMC7AALmriYF3tkXVVF9cccD6fv/bafpnPDw8P2rZtosky35nN3n//vQ8++GDvtVvzw+eff/Poh++/u/3aa5CUgBK4Xr4CQgEQQkR08/LVV/eePTn46Ycf/rc//ut//MdfHj15fPvWradPn8z2dgGCFLHSPTKxMj2QjTHGysSYjRiO7oRr16W8rK28NghkbeWQ0+NMzlFypBcSZ0bALzXi9EgSnnashZCSE6820LPHj2vhwtJ1pXRvvfnG7//5d2+8vvfg8bOvvvzy2dOn3fxoFkN4Sc1unBpTAF8DWdKnQyXQlFL2928TePz4yV8O/v7pLz/+3/+3P/6Pf/ufn//ji9du3T4qHaIJslaAX1mH8YZMRNQF5Od1mTM30M5jD+eYR+F8Y0ZX0I1DMroL+hzW5wl8+W02xsrE2IZ+qRbADVh9vabKpDdrz6FM1n/nCrUw7r86v70ypO1fGUCyMgL+pDhZ+dLu7m6WAun27Vuf/Ozjd9958/mzZ//x5/vPnj9LCdCs7VVIDcSgrpfLgH2tBjUAA7PDgyMlgCYY//j883ffe/c3v/5kPu/ufftNM9vtO3wo13BaJq7NbFC82rv2/NLkGk2bL7upmlbX0FZfb0J9Sj9KFxGiVzo0hevmsTVWJsYYcw3E2mD1nmUAaEEIXbxQyRkbvWp+rf393U9//enHH711cJhffvnFN/e/2d3dbdrI7KLuYkodx5QwpGsUHEWggaKKEyGjaXd2Z9nl06fPNev+8p9//viTT3772181O7Nvv/u+JlGWkFLA1UvMZQWdrsUcNGTlM8bKxJitsFlYk4VOJuuXb3isjxSemj7bXC3huBjdkCGWazYUbcCcU+l37AxRnLWeN5hkDm3jUKgeqbr+zzU7GbR2bXDVDq3TvoyLHVOD9aurQ1JGBIqAs5ILa1jk1PQ3AFjLS+dQvhxgjoYHI6FUaZtGpatXQ1kggLr12t4H73/w4YfvkvjHF988efLk6dMnr926LWVXEtGmRCQjEkogoLoqzP6n6pGomXYBqP6XV3xf92fZ30zM2m2svZF5eHRI5d5+k1LTtP/46quff/LJP//zp//273/+4quvomnadlaQtZ4LGYSiVsIW2ZeMX3XQQT9O79+zxQyP/0v199WYd/mqCsWzP5H6J8ebvHaBNn6Dr5s26/ZC9b68vhvZZz/IpT2Z3NwUefKGbjQMDA5vUjKP01Rv9hKTtat4nJS86nEwxuZM/xaRRHLzo5HDtav/DyWICAQd/26WlIkXkMz11STD6OXi82ATQ5rnbdv27vVSjRQGqT4t17S1Jx6xGziLMuzA4fCnCCKzhj9X2yY5WFsCSKGaBKec49on3kkzYiIZuGSzDrslJluwJtm0mqZRdscCj0sfp6rdBQ4bskbJ2r8zBEmBSPWR3uolhOZdaSJmOzvzo0OVLrPstE3pjmaz2fvvvvvb3/62aeLhw0f37t3rui4iZrOdrK2NZrD1WE8sKUg1A1bULgSJGAI5JKaYGMz3K72/VVcdyL7Bx4IBIJMoQmbMAMzn5Yuv771x8MZvPv3FfH704MGDBtmpZFMt3V6WYBjzWLU1f9xzN/nNGbJknIJqSrtjw7qXlLxCZTLRJACzz6rc3/BXcINz7UvUKEhIIsSsGm/pOnFzTT1WR1NlMlj4yWODnwJTDG78WnMQ70vO2yAasLDPGEYAMaziVXESm73B+5uOEOpcnikEo0FQYtgQNcd3n30mxhhzRpT5iTAPAet2WE0/ODpJBlmy+kAFBCIhUQKyumBESTuzFsqj5wckdttZKQzgg48++ulHH7z5xp0fHj3+4YdHjx49Irm7u9t13Q28cE3THBwcfP31100Tv/rlL/7Hvx08fPhw9tr+WNuE+BGRTMYYYzaFlYkxxixbumf+Xjp3PhwJi2U6VuqfHLalFY3Sp6oUdUdHDbC/s4PMg+fPbt967aMPP/z01z8ric8//8fjp08A7OzskLxpsmTsz6ZpIqKU8sUXX/7unz79/e9//+///u+Pnz/jZJ+VMcYYKxNjjLk2Bu4lfCZnZg0+DizRyq8alMm4N2yo4y5kDWNpyR1GOTwE9Ntf//rjn74PNl9+cf/777+XpBhrvenGRniXUmqJw7Zt//b5F7/4+U9//vOf/V//43+waThs0OLkylmoGGPMdhLuAmOMWRIhL/adwIqSJstv4PBnErU8RKuWw+dPd9rmf/vvf/r01x8/fXr0188+f/jg0e3920w2TdO2LYDMbJrmpl2vetYRMaqyZ8+e/e3vX77zzhvvvv1OqA9J5+K1SA90Y4zZSuwzMdfYIkGNk3VijxdkkZMBIKXtWFGuIcQ1UnxhmZuklFJNUZXLIbKnOw2W3RSZJ18a0suuKYkIQNnHjvSpwg4PD9saj39ilJb+BPpgh1M9M4x6UsoExKjx1Cxlvjvbfe+ddz7++CezRp/95+fPnz8XKPLpwXO2TSpLKbXl0zM6l7IiVMNPr9qPICmapjqgIi6wZNY0Te3J+qmqT54/f/7VV9/+8uc/Ozw4ePzoyf7+a0fzeS2LQvTZKZrgZOQv5dA7q3pm5jWaJEFkJsk6viRlWpqdmzHfNLjlDkkNRSFrChZtdVMnt56f4GYR+0yMMeYMJXNmEZJqwpxp3a9xs8zn84ZNgIAaqCVb4PDJ4/3Z7I9/+P0f/vV30TT/+efPHj95koSo0cdilnRpDTj54YcfSP36l7/a293t5vMguSpxrVwJwhhjtgn7TIwxr6acwFml3Ne+c73PZMwa3PtMBrN4RWPG901+s8JnMot2fnhEqg1Smh8c7s7id7/59MMP3g3or59//vDho2gicVw2YUV6Y199qYqTg4ODHx48+ujDD37x85/927//z729/Zxe7qH/p+Xh3XvGGGNlYowxL0WW/EhlAqwRJys+SNa0tDqtVVrf1MymrvfPDw4Onr3/3jv/5Z9/98ad13744eFnf/urpNnOTpeZIpta7aQvRdj4qk8Yw04i4vvvHtzeu/Xhe+9+/vkXXd3wNimJMm7iOm85RWOMMVYmxhizlVKnuj7E0Q3C1R/XWJz5+Dcr1AuFpm26w8PXXnvt5z/96Sc//zDL0V/+/Jfnz54FoSbmpeurmaMvl1YVkpXJQjcOMoNkkF999dXOzscf//Qn//mXzyKa3tfE42thQWKMMVYmxrxIAgxhO7dkRESNSx7t0+lO9xOtLS+8AWVxSV1S27bVOA5GyVM32cfGt98zZ9W4D0pUKJFCQeSsU8k4djtEhFLBUCaFWCjavfCduTaWmYyJG4Rj7l2cktt3+qNEqQEgZekwa3epkuUomvakMqkSIqBQppRQLcddBEYg4vBo/nrbHR0d7e7t/um///7Orb2vv3l47969zGxmu6WUpaESAHTJIObxq/r66MHUcaVoAlcSjzqNX0fdFydGsHQlLlIfekhgoIgoVIb+/s3Xv/nFLz7762eZJSKERH/duUaCLlWCXzrIqTqWKFCyL2JzVbfS5AkfGUigbSK7QtbECphFxDbF1wjKgJIIZkEAGSBDQQQ33FRhXfjWPPrbpFGdYQQyGxYCUmw68Ks+UQgERCiGuzdBQJ0YAoRIMPvC9WwYzM1vA1W9F4gEQCVQxCy1uqztGGNlYsxmGJMm1X8TbOJYKuRydqaX8DRYPEREdF1XE/WAAm90Doz1ce2LOuRkkAkvfjhkr1IoIEtRvQzZtSEAP/vZzz7++CfB+H/+3z93Xdd1XUQ4jdKlydSsbY6Ojp4+O/jggw/+8Y8vIyKCxa4SY4yxMjHmBlJXgqvb5GRyoBP1/F6CTuCyLV5bEhF5E5ISLVZqX1NCEZNg6JOukhX/lgCemdlJk1rxAoWQJGZ1Duw00ZV513V7+/v/5Xf/9NH7b97/7vFf/vLXnZ0dSfv7+5nZ53t1CqlLXf75fB7gN9989/HHH967901mwgHvxhhjZWLMzWTcx0WyaRogphbm8jaVl+DTTi7X+pg1baYy8yZUwhZ0zjB3LO7gWtrTdVLGaJQlZ4qT8SMMgWBKJJRZoILs3rpz+1//5b+0TfPnv3758OHDpmlKKZK6rqs+txtYP/HFqHLG0fxwf2/v0aOHH//k/ffee+/bb7+dl6IgMhlOmm+MMVYmxtws24jVbfL8+fOnT5/Ou0Q0m70fu+VjtO18Pt/d3b17964v0EmfyXnTeQ1v5FnfP0bAS0j2Zd6rDL37+q1PPvn43bfevP/N/W++e4waQjM0hmQNChocbubC7O/vd/P5rGnv3f/+009/dnBw8ODho9ls5j1yxhhjZWLMSzQut9N0q62qnpPvv/8e0eaaLK96CUvjLCv7anfe3X3jDWzTHiEN6XiF+g9BvYF+8tqSLKVE0ywpiWVpwd7WP89uqKm35BzvHF0uWSPUlYp+216UzHbW1q/quq6dzSKaolCKQts23bx75603f//Pv5m18bfP//b0yeNob03HDCYl6m+4LCHZdV0dB/P5vJ3tnL9odCklGEo8ePDggw/e++ijd7978EMDlFJurCdKUikWZhforzoNQde+LidJeI3DWJkYY46fcWfkPXrxjz0/hdYYE5uJgN/d2SlS13WZiLqBT/rFJz//2U8/mB8efv3VN0+fPmva1qbiy+b+/e/ffvvObNZK8gY5Y4yxMjHmxlvJZK5Jh/USZESzHFU/1g0PnFIW8Fprj2Udor6mHk4pJLK+0Pu67z9fBDyAo6MjkQJ32tnRwfO9/b0//em/3rm79+23D//x97/P5wd7e3s3Iujnqvnmm2/efvvOm2+++eX9e3t7e04qYIwxVibGmDW8+HVzIU7qEgzem1fDGF7nFcEYpq5VMSSrxckaV8nxV507Ar5t22jb5weHpTv86Ufv/fKXnwTLZ3/++6PHj5q2me28ntK8O5p5Ef/lj5Pvvvvhvffe+uLe16WUcAS8McZYmRhz080jblSZvJRMxK+SdFm7oWvdVw0+k/Xqbj6fo5nNDw9ns9nvf/Prjz989+nTp//+//3HbLbTNs28lC4haGfvluadr9RLZWdn5+HDx7/41c/feuutR48eWZkYY4yViTEvwe6shXi3SXvUAG6q5uxlrQ6caIRYu8T+ErIGDz2zWEhFPHEwqbZOg9dAm7hyE2Lw5NQ2J8QaCs+F9tcfq0KouY+14ov75mtIirWsKWp6LGF0gowtGmLb2b9Bx7Xnx6h3DD6TGrSfkvpMwEI0Y3ua4M5s9uzgYG//tV/84pN3373z1b379+9/0+7sMJqulLadCUhldmXz/qtaPFpjL7EvAN9v8ntFHGoch1DJjmSW7oN3333y8OGSHI2IsX482V/o1ZVkyKzdRIzxRpwEHh1nnb7SPmQ/NAlQAhn130QQ3K45c9KBHCYo9RdPS6nPNzYtjV5lSinFWTfF+icRT//wYtWlC11iHX9DLVeFfrVkzAk4HZ8akneU2rfHI3pt215CBwcBgqQLwBsrE/PKipPtIftngYgMAIgUgRDasybheHk9w8W/qRVRJpwETmgTV03LRx9M5IX29wllFhpWLa4qCE526qS8IRa3XI21FCc6ZGqLHKuU+k5qydYcMgUvpgMekg73OhRBSird/Ojw4P133v7DH/8YzD9/9vej+VEHtNEkwCFBcIBXkiQthGTf4fVPHRWjYrnucLx8Vc1mQnj+/Pk7b77x97aZT6yxUZMMaqTPYKRV1eKHoXSc5ojD3ZuToTZq5nF8UlcxMyoIop6H2N9MDG3dxRrGnvqZaPlOvqqnCft7PHnGBdSZZ3jaBy97lhyeKMfTXSaaGI/F4c8wa9UKVyqLzvRYo0xeaO9r0jDVdHv1SWR1YqxMjDGvji5dF9dOnB5JonUR8AuVFk/E0FdLoO7mWjh6ZtZtQvWdH3744e/+6TfPnj2+f//7Z8+eMTibzc6Zm9i8YCUWUUp5+PDxu2/fvXPnzreP+gIyvYHkK2I2O02d56Urb5sxVzBXuwuMMa+uHaBLR5KckVP4lK+qlm6tjbi/v/+HP/z+wQ+P/va3Lx49elQzBo/qxYlrN0wppW3bJ0+eHBzi7bffrFWG6t+2zIwxZkuwz8QY82qIkOXfLO7Lelk+k6VNGuP+H0kR8Y9/fP3gwQMyZrMZFuMWbA1vnoiYHx09ePDg9dfvjCU862V1QLzZ8DR1XdpGF2c0G56o3QXGmFfeDji/WXD+D658qfpDIiIzj46Ofvjhh1LKbDZrmmZ8wDdNk5ljiXezGWazWU0W/Pz5852dpm3beqVseBljzPZgn4kx5mrUwtlvPq5CshAhWbdLZSlgZCZjwSsyNTQlSIlT9mhpXTETnbmba5QifavAsW1VfnRdV8uNz+dzTBJerYyr3gC9l6AevY9TB6QlAAAgAElEQVTzpoBm+9wFEghlqnqZ6qWICJS89Npz13U1uv3JkycHB3fv3Lnz5MmTw8PDnZ2di30ne99XStu/IW90DV2LdvYj8/rkX+CYDkNX4hUZ83Cozjnquq4rkhghnRwG0sVzYU3P60WNpRym5YiQ12jMIvaZGGNeBcFznl1S6yu+n7YrbP07qwPEsQrXwvaV1Lbt0dHRfN69/vrtruvq5XPMjzHGbAn2mRhjXilxMqyyDxVLzqFGzu8z6Q8xyRrcdWUn2qhhCul9QduuTCLYdd2zZ4e3b+93Xde2bdUn7h+zVbPZ+d4KzzjGysQYY7ZXlqyJEjmpMbRKnGBVBPyJA41F2DCfz/devyUplW0EvDFhi8cJyUy1bfv06dO7777Vtu1YstP9Y66dMuFkIjLmlcG7uYwxr5Q4ASbxKZMfVz77T/eZrLYSppXkK2/cvfvrT3+1u9N0XVds4G73IKnBP7u7u4eHh7NZu7e3B6BtWwfBG2PMltCGt0abawgZdSeGUsi88mE8ph/NzCZbatZkX9hWCFGFyEgyYrPVbtdsL6p16adFgiHEUIn50kETaxb8uPadmX3Zwqzxr+ovqyQhkggloUZqmIHMzAwmmkBZ/Nr+D1AvAcefJ1u8+hcXK8Qfv9TVVRv15dGDyMygQBwdHc26rt2ZiXnnjbv/9Jtft+2sm89nbcOiRopafHGoAZ6QoBprvmH7l8PiEwUKIUSiIUM1xLy27LhVSRDYNiu9UF1koYTkUJ4+EbWta+59LnV4sMvCNjokGuL5s5+99+af//q4K000MykJhRRIkTp92S4EpAJsx65Sf7icpEbgWPT9ymYnCQkWoAFTKQFSAIrQVj3614+4DTc1h5mplievvrYgVTKAADjMk/2LElJMUFq6d6aKd8kvt5CoY7EI+pJOXvfBfqLpI+Dn83kDZWZwxegtpWQqmepU8wycNhWvy6B9fn/OYuoFYQ4w1Xdho2ASKSKJS4Tlm1cZ+0yMMdePaYGRM5JoLW7TWvKl4IzQeR0bB8r5fF5K2dvb293dLaW89957f/iX34O8f/9ezb7lmhjXiK6b7+/vS6gpnt0hxrzYKTonuEPM+XGciTHmesqSVUJl+cexHuLKmBOe+kFBrHktASJLKUG1bYvMBjg4OHj/ow//+Id//vL+9/fufb23M2uaBnLxxOvE0dH87htvRhAR3RXlcTY3YaY68yVdxK+28J3jxHVRx5wuXKmp4tvEWJkYY8yKB+dQPqD/c6o4GR7ZJ70rp0XAD19e6s+BFBABpQI4ms+V+fHHH3/6T7/6y1//8d2DB23b9NUtUk04xdO14fDwsG2bnZ2do6TSysRsTpYsKxOed5PU0ndyOsNdRDYIWlOl5IUokxO7uYqHhLEyMca86g9+LjxKV/lMiMsWKqmyZHyOh9TN5/v7+5988skvfvLBF1/f//77B3v7e1lq6Hu23sp1rei6TsLe3t7hk+dOcGSudC675AA8DpDbfmHmO8xYmRiz4Sm4rg/dwJXX8y8NnvGS+l0NQ1njs8sqSws+k5MhJYOs0Bp9svKDVEZE15XZrM1SVEqtoPzpr3/x0Yfv3fvq/oMHD2rNviYYwYggqfRuruukTEjt7OxKzy5kN6lGkXvn3qs7a50cDmdORDlk17jkEfECPnhc4J3rVJAkap2TZM1T7PzvxHLxeA86Y2VijLluGmalMiEJcrosuJidRmO4yHlkyZlJgcf3k5Symx/ttO2861L6b3/6X+7euf2PL+49/eFRLWASTRzv8JY3YV8zZdI0nM1mkhgXu3BjLj5f71efMQHbqumL0+WME7f/8ky1kUkWBEGSy04Lz07GysQYY16ewtEJp8cpe7R4WtESnV7ofWfWzufzvd2d+eHh0eHhW2+99U+/+eS11/Y/+8tfu64LBIaa4oTXzq/rKCoFbdvIRpt5mTPVmS+tjzNZm4d9Ic6k/9Upzua68jP8H2viTIy5Wrwx2hhzPR/5p+zRWnic6zypgVfJHqWUXddlKXfv3v3vf/rXW7fv/vWvX0g6PDwEULdv+UJcX0opXVfadgYn5jJXPJ1dehrEUskcja7nU97vhRSz/dhnYoy5hrLknD6TVVmDz+MzOTg4nM1mDfnO++//6lef/PDw0f1797v5vOu6vb09FS0W2TPXj8zsuq5tm2Hnnq+kefHT1HleXa8XtNafMnzD8A/iROjc9HvsMzHXAPtMjDHX+Kl/hs/kfFbCyXfu7+8fHh6+/957/+t/+/3e7uzLL79+/uxZ0zQ7OzuZuXB0W7TXdghlZtOELTPzKg3rM170dGW2ntYLReZU5tk0fa2GpdzkKelSM9zy9yyWhtXp7yxNo1KYhUgiJbXRZslkFLAgl45yLL7XrDf1K0wXPwst5z6ZLlKV6MTI6CJL3ScSiBaMjCSSL36lKs59KaYmdQqCAooxWCKQQPbLalp/HRe6cc00wtXXFyty83dSCFA2w/eWCB7NnwMJQCJAgA1nZFO3U4OZOtUrgmlhkxM/EmV4kkuCIlKKtum6oudPfv3LT379q0++vPfg/v37INq9vQ4ACTIQAoQGEYCESJJi9IN2zNV2xbOrgKxdRgSQRAZYLwrBLZ77az/WsdOITLagVMSCCAmhIIIZGZcsL51snx0c7e7O2kCUQyJEipFnXTiRRUJQwVLEcdsgBKABQ2Cfm4EAki/yFr7YNCU0AgEKIAUomFJ3YlH9qrVZkh2jE0hmE1ESTdMoQTYdXkBTl5cq1t+bi3ukRq+apARICGgEAAlkDRSpkxR0zkNMHz1nPU5PD6Nf9JlERKYkRQQJqZ3eTxGR2SkioimlgHFaU9f0byxXPslzXppAO5x1AigqiYJgN1djj6VZUibuAnMas52diOi6rs4ZpRxXSmJENJcpKpeZ0+9pFr9kmiEnM0sev7PLbIJt0wBQSZJgnwbe652vJOOzarBRtVIHAheIJFl6Zx7v9aoCEk3w6PAgyN/97nc//9lPvvr6m/v375NsGpdQNOaGzkRr9d/WPYDOl2zdmC1WJrbqzGkclq7lrK4LNkHx2DhLqNOllioJTIw8LQ4/loXvjMkRg1WSZFARkZlDMlmuMWrXP1Yu79l+QfP6i3pArD/H6XuWOot9J5IXbMxJYXCJd55c/9OwBRonXDHsxejxFR9DPYn1PhPglLRdhQ2UIJAZZNfNm+BOG7/73W8//sn79+5//80331iWmHPYpcPI5Col/KOt30tPDNz4XLSBmfByTb3ofs6Ts+fK4A32c+ckT/mPnhgvcBaLPpN+BmUtMbtcsaSPM6nC5bK7Hn5kVZaxi7iiG42xMjFn0ezuCCCbptXSKjUj6v7si1JKTndwLTleZtPtW4vvbGctlSiFUmap+2ZAMLh+j9AGlMmlb6IrUCaTplZfxKhMzi+4XpSGWa9MMNSv7NtJjMpEoyVALomNVYdYLkcwvjNRt40poNJ1s1kcPX/+xz/8y4fvv/3Xv3353Xff7f7/7H1nd9xIsmVEZAIoQyOKlChSXi3KtJuZfjNn3/7/z7tn376ddlJ3y9FJpGiLVQAyI/ZDAiiUQxUpOpF51YddBq4Sici4YaPIWuvToz2qqEmXMPeHeV4sM8GLkEWXisNU7DhRi0AZP5JYqoTRVxXr/JlJ2WAjMKTiXFccnhIzmXzt62Mm/QfxeqhHaUb4aC6PkThsH+3vHzBbrQMAwd6wVDmhVo+9zad6nCSaR24Zm7RRr92YntJEXcKC6BXGq4qin/FgNFfPNmN8JsNL1ZRVRmfzJAKF8PLFyu35G+/+erPXTsMwNMZorTMHnYeHx3UWR3LZw6Dyy5MJxKqHx+WFZyYeI9FJzcft7SAIYEj64Jnk9mquEKjW8tSN2WlrDeXuGgYZ7JLW/3YMUToRu6rcr5QgkZv8JS9QW3mpJ7cwVBHBL/mhQ37UKLpZvO6rajB2r2K9J+z6Q7JLF4YsrbPnmFl4lQgSFcEJI5hJ1VtEYMuWU01IiH/74YeFmzN//P4qSWKiyJ1IJmh2gdltLv4glEo4YNcpdanUl2xSICKzXPgVdvPFh82frKH1qeqFLlG45H8bM1GLG8oglOdDU+WDle/4RY/wl/zEPjEtzJD/6opH+DJMUUKywkjYd2sQcXK5VPEDJ7f9F18QkVK5DxcyO7/kR2PmXmPaGBF6Fj4TZsYSg0JEJCRwzeAxD+ESYa4+KU68Tn3h+PfVufHw8MzE4/KZfCq+ysUX545fwUwee7fJV3zHe4tolUvwFmHRo/YqRU4DjM6Ar8iVZxsTUhgGKPy37140m80Pq+txkvj7ck1ARCzsx8FjzKrUrc31FYhUR6fG0QnPBzw8M/H4KkUyuqKyXXlXxllItipPhB2kLgJewF4WgvGFW5ayTqUcM13wkFHrrBQVWkekuQ92WixeozUAIEI//PD9zZsz79+t7u7uNOq1cvk4jytMS5RSqTHeautl1FgPxmRBUD27VqfVnVWeCRTEBEfwLIRxaSYn9oR4eHhm4nG2wOqwpTOwHlX7TIqVQc6BI3mcDS0Z3Ljcx73wmZTaFR/PZzKCnAzrcCISoJ2amvrxh+9qtfDNm/dHrVYQhKkV8MvtdZBviFrrducob9nkh+QaSapjRIVllpHxPpPBegeT1/84GTnpFgCBci3C4QnlXRkrIIAwrrp6MVCTx315eHhm4nHBvOViVhfMZT9mbz2unPrQ7zOp1gYqfSY49Ajuk9np5j//4x8p8+vXb6y1OgwAyBhTLlftcVXhfCbWsq+95jGJWHILzsmI0Blt2ZV4/XwB+2a19CTjIUwc0DVJop2HxykzEy+PPSp1PizMRf12mDMQVhWz0fUzdi9cP0aR7ucnLtF1FrW9ummvMuQXnrOM7/uB3XeEw9hmntMpgjLy3khlJvI4WyAOxDyU3CYlPwn2DF/PTXYpqJxdJuKIsl0ACKhYgNlmnTmtyZojA9+YnX3x7MneQWvz40drWQTAMoCQUiKA1f2b+4pASF4vVqB4Ui6tsluqc5qPNrqnHd2vwIuIk6ywZ5fZBAiAUFZcGhhAAOhkZ1QEhJCmRpBsnstOAChcFP0beiUEbqCy4hbFfODctdtXIOnCCghKl+kjoSsxd1lzJRAgjxwGKmvDIlxhf8LKJYRBJhRTvcfoqvtYMpHkood7ziTYW+y8fw0d+hqqS70PkZnFd/2NQEBcsRAERBFAVzdTut+668qKNzAAEYCGomd91QVkN6F8OYjDL3UseyHhvKUWCgAIAVLWDQbBRz549DITPx88KtY1Qlf86nw0FRzHTMotA7odBE6q7p/RD8rtVUNC4c7/acMRl5iVlhm9AuJxCGRvJWip1orLMQ8jaAxCSfVHRBECwIItEYEUnFQIYGRaCDMoHWoN1qRikygM0rQj1jz55tHDhw87sf24uZakVinV/QUTBJQ77VNKdc+wu+RCqcYxXvIHXDLFBqH3mRrDzM6WN2GV8uqoATAggzAgn5iZBIoUYZqmLCCoBAlBUISyUkbULa3Wp2Mhur9U+i6bEvmo4oU+9YMPZmZdIiUXyZkrRsLREtWrMWM2nIKT/EYYzg5OIKZ6jiJlNuAej/6oLVdU0Nl2JmryWz0y/XXDKhfG/InIlhvmogEtlp083YkASkSB8MBP6GdNTlZP0vglj4fEccwkX67RcSkqSnN5RdSjh5n4IfDw8PhSHfcY4dQjI6+cl6PbnFhYRlh4S1km0g2fHn5MTtOEEJmNQkzSBETu3LnzzZPHraOjtbVPcRwTkY/nuY6Ln9aIEMeJMJP2S+EVFD49zoaJ8zoK/wfmOvpY4TC0BzycNM9k4Cuu4HOZVyyzhQH1soWB68wulUWwdFgiGmRxRbjEIGkZuiVU1mIufLPiha2HZyYeHh6XRofoX3qHMorS63EJpzim2FeogyQxpEFrZUwilp+ufPPg/r1PW9tra6s6qCuliqYWPpz6WiEMQ2aJ446/7x4D3KQQMD1VucYZSnqCnc4iz2TgQgVKaSNZW5XqyjU5cNwlTeIJKW8JMNbB4mr9+xIjHp6ZeHh4nC3fmNwWOJKNDPpMeHRhy96yXFjhM0lNbK0NdJQmMQC/fPni3v2lvZ2djfXNMKhB7i2ZvDukx5VBEARpmsZxTEob5kGzscfXLnxgdAGu6jyTvrzy6ghV6HZaJDipk6TqevgYPhMYeSQsTsXMIsylPJNBRnECn0l188pMYucpYp6ceFTAy2IPD49Lpk9MoA5UrJTlvVFAo9i0wyb95vHjJ4+Xtrd3fn/9R1SvHXXaNgf48pfXkZloY4wxRhH5DjYekwirMVWDzz05S3prBueXKhPseDwRfSpbenhMCO8z8RhNWymzhXyJRblabJ1YHXT9B1xqvlx0F3g3SnnB+4u/mOoNlFLZdQ5kwAu7GGQGkioLH4xLch92SeXs9hGrvrBwcUOJyNqUiKy1REp6fwI4U6L7LSA9TVFElFLGGGYOlQqIEpOsPH3y6MHymzfr2zufoygyxgRB4Mzkp8tJMC/KhsOrs3lcGKy1WmtEtNaKSK1Wf/vuvZtgWZlVFweDY0roSRGtLwJ94S4Il0QOOGSiG8E9FCyglBLLLoKxLLUmzw4/ledl8BROniNmRc+sZdTK3amTpYt0f/5x6Uevz0REKCtsxcN+ejfFApHKOSEVvZuqr3ysm2KADXXbQLn1mgiHDi8zWwFQVD1QpcJogogT3vFi2g9dDbV7vPK/znVTzE8Pjx7l0w+Bh4fHWTOloZkkfZ/IYKOycUvg4CmstWEYus9rtRqCWJt89/LFdy8ebX7c2t7e1qSU0iIYRXV/d64V8sKpbK11+UWdTsepUEEQ+PHxmEDynJokPDt5W+FG9u4Nj68C3mficR7agMclGfCzWJrGWjH7fCZD27FDqdGJTBaHXPRAKR9HKZUkiYhorY0xGvinv/9469bCu3ebezs7WisiV71GrM8tua6PBjPXarUk6bTbbQEFCEopH9B1tYX2MbI+Bnwm0t1mnP+iMpXlHHwmzj82yEFKEjfrAn+yWIOBRB6/vnt4ZuJxtdY5b8O5GgM+tjjm4GI8MgO+u8SOKS8Dw+iNaydXq9V2dnaazebffvhx4eb02zfvDo9aRGiZkyRBRUprFvEu42v4XLi/zWaz3e6ICKCQUr4EwnUQ2hPW8B3MgC8JmTHGkrK6P6qQF4xNef8CZiIwqrl77zlFJuz9Un0xnpl4eGbi4eHxtSoEZSpSZb+USY15Q30mRERER0dHi4uLz549vlGP3r55d3B4qLRGJAsQBAEQcpZp45fVazcVEZGI6rXgYHufiIwVTRSnxiUveXgM0ehPlZKdPbVzMnRowd+u1MQJLtITD4+LYSbkbdYeI4AMCpAAbNFHKe/VWt12fXJxhoiTimy0gM6uSSBIiKkxFGgrXOoZfJrg0T+i+ucrAQQoUrbdoDEC4wVowq5xuiAwZYFSBBbYKkuKxaX6dqvfS95MWMD2tQyD/oqQZYJRtAQp7ulQo2BROEZ6GYt70efBMMYg2/wrA8KAKKIYFJBCCNBqFBUwiGYiYpsSSKBUEh9FIP/5t+dhGP3y+6vEMoRRNkWUcqdEAHU2N0NEMGt3Jhee2ll0TXe9l8GyBgK2ipCzXg09DcsZsxTwixc+CMLg2qkziUEWJYAuCIURgIHctVYsYcVMczM8jZMoimxqm1G9HoQfEjlIpVarGWvCQEl2PmSkbJfeHvBFKrAIKFc7QbJ+8G54lRtAFhIgVzjEZbbk43nOq60gAKEoRCJAFsvCgpaRRQFYEMqy/rG/EweMMaefTM/u6RjYO8dYLKAQAbPViNZaRM1ChJotiuq9p+UzYpXSP1jHtiSXcHAlyooBCAJmk4fdCwFiEcMBoBPsxa1kBAboxDEjsTCMzoAvdRDJZtHoMcQK2VsGAQhll+qErwVmASCUgb7qSikRsGyZgZTi0lkIaZio7uHz+QD2PwulzaomjiUBAAYp7iKKKPf4su8l5dHLTPwQeHh4nMQoN+LtqNYio3aUvgjoic7eVTsF2BXwCTTZNO20k5mZ6e9fPu/E8Z9//mUFfOUXj2y109rpx0oppYM4jonoC2sPeny9Umvwq9HxVzhqgy6vvwhLRJGY1zX3ZP0hARGhnzY4sYnHqghcqjw2pNf70NbvHh6emXh4eFQtLTJoaDzFRTH3k0yUSQJQXuOHh32PjOYa7NslCAwASikEttbGcXz/3t1vX74gML/++goASGtPTDwcgiBgZhGp1+si0ul0cq7i9aqvhlFMnsgO46txjDiXdL0Q3Wq8VXtJIWYrOy1O+qMmJ1QwjJmMIkhSZL9jfzb/YMJ8X//Ewbd91CWnPR4enpl4eHiMXdSxy0zwtI45intUu0qkSNiUvsbt0pvVLtIXioBZJFq+HAuIiBVBAQbmJE3Z2nt373737Uocd9bXN5FIK8V+tfTI4XwjRDQzM9NqHVlrXbFgF4vox+erYCZfwltKCrpUWVsKcYWQqfJZRUEY0RIWRIQHmAlUdmmcvDFLxVdYcjVLJja5X3aWjTkw3P8zyEzK9qahLGX49XgzkMdpwBen8fC48uv6majnfWxkfKOS3BkyRgscX3U/iwAHZAEDIJymGvHxw4cvXz4/apt37z7EcRzV6qll9hqnRw5jDBFprWdmant7B1m/ThEi8gFdnuR0N8hTIUD69pLh5GCE4DqHNurSCxgn6XOiNdEZJ4zI9fA4dXificcYuQeQtVo/Rel/KleGiJy3B+7rYXzxo5bVi7+YqxrI++zmQpYKUg25MCwGc/StHBWvVeE/gZ6iwJWhXL38YwRLEURQioxJwzACsQDy9JvHDx7ca7fj9+9XldII3OnEpDSz9WY8j3x6o4iEYaQIWq0WERWfH/c57ca0XG4lrQjgGZVFfbrq5mnp4lm+Nbhs7qodj3vGSaK/JKcnXKIkIw0mAohARGwsDDgTztpnkieVlBdskeE0u0gIKcoA9BQsKY98VgkAcfDxGfpM5Vu65QUrFo6+imHWWvcQea7jUYb3mXhMtgBfvgtzMRhYqix1Ag3jHIjBhWtjAIjZ2GBRrGjoOLltBlfQauIn44yFXe0Hhgd9jaI9pbfYFVYIlk0cd8JQsZg4aT96+ODhw0e7uwdra+tFQjOSEgFEL+I8MmitrbXNZkMAOp1On5njeAznayqoKqNjbxAqxMEF6iWu9Bni6crSUa2Wyj6HPvnT9/ngOLm8jnJxwlPnaSexiw3c0175D0ODaQfHxOVlTUKlKorCV3yeMRNvPPLok9V+CDw8PCZf8Ia6+IfW5hq2JQqMPE7XntftvTx8kUNEUmCtMdbeu7f8zeOHO9tbaxubRISkXLtGycyu4lc9j0INEpFms7a/nyRJAkHgx+RrET4Tvp3Y0gGDQqwrXqTbzT0zpiC6oNhhHtyuHo8IcqF5JpOJ8J7DDk0mGVWJq5+f9+8IRer85WS8Hl8LvEHRw8PjizSG6oivvkW8b4OKCGbuSTjtWeGUIgCxNl1Z+eb77158/ryzvr4eBbpolidZ+x0Sb47zKE1LRKzXap8/f/aJJVeSpZyO+IKiKnmfmKqSaReVZ3L8PWSo17rSYFR16tKOAj4LxeM04H0mHh4eky5okyxdFT4TGb8Edn0mUgok6IMxBhGfPv1mZeXp592drY8bYRCISJIkYVTjLIHVm108BhY8rRFpe3tba239cHyFbOTEVYMn95mUiUgvORl+hHKdwYpSvOdQNbgy5nZ4dt9Yn0lFKGB15S7vMPHwzMTDw+MiNYYv2XFUBvyoUjha6/v3783fWvi09WltfT1SiplZoNlstOOUSPlb4zEIIlJKpWlyeHhYr9etN+56VIdRQRW1+Hp/rwyLce3Ltpo8+erEO3p4eGbicXwRRiiEXMqBRhfC74q2jhY+dM4SHEEIS5UeeyTjiS9m8h3LwbiIKIoAkQmJswozKECSHfBkeQ8y8Y59C63K4qOLZZXYAjAKq6xJSN+iVVgAcbhVbzBFvq/NomT18rv13EoVNzE/aZ+fBADAAImIQNZcgkCALYGQMAmAZDeEANOOmZ+dW323ubW9HQSRyb0jsTGkEIAJAMDbxK+9BANX/kFIDAIbY6ZvzrSTxBAdGasUDT7F5SoaxSeDyisVpuW+MyIwAmM2y7FXkpy7zCQQBFEABCIAFhEQBZBZjAJUgALAzH1JyNXS5lSClIanmzMrRGstEbnvmZmZgfBkZ5T+JuilqlBcWDr6UylYhIHL98WyJSImMQP3SZFCtO7igah8ir5fT2xGXaoFskDF9HO/2q25SiklbTcVi3z07hR1LSABBYgRSYQQkFEji7EKtbuPDMiIhlnAInJI1LYpKO0uVxGBYfeoEAgA2qxsHea1tooyMyj5yAwlJNi1H6Hz0hQPkc2KBUiWjyJsRXQYmKRD4juheHhm4uHhMdkaP6pdyWBd/MGQrQkjmAfDlMc2hdRar66tfd7dDcPQhzV7TAhmnp2dWd/cYuZaLWD23PVrkkWTvD3OliNPIVCWXSVpJuPdJhVntL0iTXpeC4EFAOGM7gZEjqKYNFUKmFlrPTs7OzU1FYah1rpWC7VWGgkLuomA1sZJKmlqrQ21ltIEJwKlFDOL20WYBITZWitKKSIAzMhQXvx3RAa89Bmkuls6O5PPgPfwzMTDw+N8FILBRf3Erbgqdxy/mLnWeEW+u4fHJEDEWi1qtztaaxafAX8FWcoJpNmwTUd9LF90qaOZCQqjMGRVB0lE4rhjjGk0GjduzM4vzM3Nzc3NzUQBCQABpAxJwsYYNkZYAFGAALFRjxpiI4UBWgQ0tktNksQkSSIi7U672WyGpEAQEEUhacXMAu44XTZSnTFS5i3Zlq4ssY/m8vDMxMPD4+w0gKE+k8KOCBfkM3HlXxHRGAMApD1F8RiPmZkZEYzjWGstLF59+hrZyJdkwA81rwzdspT43pVmFYWqugcZfUbbG5tB5bQAACAASURBVCFX/lIJk1gAYSuG7czMzK35uTt3FmdmpsIwYoQ4jj9/3m23O51Oxwm97GKYXea7i+aKtLbW1DTeX1qs16I+a87CwvwPP/ywvbO7vb3d6STAjEREZJMEFGUBV4gAogRHZ8CP9Jn4DHgPz0w8PDwukcYAX2C/PG5ElgtLcA3O/F3wmBCzs7PWpEmSUBAxT9ABwsPjvGDSBAAWFhYeP368vLwgAu222dvbW1/b2D08RERXv6FQ9wvtP4/mIkBM0xRA0pSVVmmaagrKMlNrbDabi0uLiLDzufXHb68/bW0FYaADZVwGS5FvJOgz4D08M/HwOB6cOIZhRqzzF4uFU7vPOeBar58/Q+j7yqlguS8jM+wN7uGG1FoLIMYYoR5fR1+ae2+iZ6/3Y7STZOj23VuW57zmRjiwbK21Wms2tpwEm5voGHy7Eo/RYGalNFurEERkamqqddQCAGstkarmw2UVcFAdZJfvizjIbkY14b4owwEiuQeeeu3fLo1hkus8rYipwRq+RY3abm43IGTX6YQqW2ulV/EdOtp9GwxKrYHNsG+qdF8Dl30mRZ0DEaHBXHwEAGy1WkyKuUdMYSZOM0sK5mchIiIyxmafI85OTT1Yenz71nwY1drto/XVzXa7fXh4yMxEFEXRqPmJ0MOvtdbMVhESktZUzjMRkVYrfvfuXb05dePGjVoY/P0fP+zt721ubm3vfE47bSQCAbEMiMxAREXafVEWAhELW1B1TeFig+6OuWNbupftXSsenpl4eHiclPNMnkkylpZU6JFEJCLGGK01ImqtSZFSSqzPCvA4NgiJiIRRRLQOmo3a1tY2gDCzLy19eSTMKRaxqBY+X3z0489AIifZ0jQNNIVaAUCSxIkxYRgSwM2bNx49enT39nQS88HB4ebWxuHhYZIkzklCKpDTGxlH/w4PD1utliLdrDWW7y0u3Znbb5k/37x9/+GDSZLm9BQApAk7Oexo1SjWcQL3iIhgFjPm4eGZiYeHx4k0hlE+k/IGk7CRoTv2ndEYo3XozsUC9+/eXViYb7Va9SjyGcsex0au/7BIvV5HgP39/Wwy+1CuKg38OOniJ+oYOLTr3wlO8QU+k9GnAOnzmUAp1eS4ZMDV6oiiCNJOmsSAODM93ajXFxcXb926WauFR0ftN2/Xj1qtNE2tZUQkpR0zOUVa5dwXRESkiChNzWH76PdXf9Vrtfn5G08fP7y3dOvjp53V1bU0SYS0Uqpweozqz3gsWpIl72CWTeipiYdnJh4eHsdmJjCZDXIgeRQm2XFwmSeiNE1VFmxDi4uLL1+umDgOgoBZ0AdueZx0GoNIs9lIDLfbbRHQgWb2zKSSmkBP3NdZMJPJ1f1jMZOJpdakzKTX+HKMUXScxBXqsNbW0MzP3VhcXFxaWmo0ImF+8/bD3t4eIuogEEClAyQuwlmziEGiU2TRzJzV0CK0YrVS7fjoj792Zqamb80vvFh5uLiw8OHDh/cft+M4VkpprQcHvJzyPjk5EREEdD4T/+x5eGbi4eHxxbrd6HSRUSrCsB0RRsdviIgLvA7D8O7duw/v3d7Y+FgL1Eyj7u+Cx8k07CJ/IArDg4MDay0iBEHQiWPPdK+h1DrZobDga8eB4yTMXK/X5+bmni7PNaemlNK7u3ub66udTsdaG2oSkTRNBTWAy+ggAETKWi5ay6cSeOikLhEJkqM9AmKsJcRAB5125927d3s703cW5394+Wx64fMff7zpdDrFXoPk5IQ3xT91Hp6ZeJyKOIMBsxmWW3yf06UoECcfGVAQMTWsgsgKACNdqBGmnCMoIkoIBZUQiACSAAkCIzGePNmvb8D7OQCO/qo3A15YULKAKhIGsACSOdgZGEBQWQbUGiTtPU5hPoRyIc2SEpj3eheEnq7z3R0ZSJAEBMQiiLhxg7yQv2VBaLX2//U//rm8vLCx/unTp4+P7t5TKkxNiirrx1wMhSBYACYILpMJztX0L7+4tEBQLILIgEYwASQAACEAugSSBwgBAb9oCG2qiUQEdaSD8O37zThFCoJ2uwMApLpdt/tHRgBL7av7rgFBRBjFAjAAA4AgCoCguHxzyhUwt1/R+p3k4idngSKtK1NYy8nxAKpc4qLXv1TRyb5vJAf4AFaLUNdinLIIIpIiO2KsfBth7GDuCp++s1dwFcUKhQSAydFayywkjEY0uyQJdzgGAC2gwTYifXDUCQLtdH7Hh9M0nZube/r06a1bC1EAO3vt9e29/f191zbRogKt3Al6uUcmrZ0lZxwtKbrOCwADuvURAQhAWbIo4N6AACOCgCAIIULeHx4A3YMAdBC3D959AIDvVh7fnf/+v/773+vrG7XGlA6iTpzoILTWINTcnUREAAYRBHa1XgSxshS3FL8MAJAIANM0Va6UjVe2PDwz8fDwqFAsBoOzqxPZh8ZpjHybv3aVZJzew8zADIQ//eNvN2/eWFvf3tvZAQAiLKrEeHgcdz5ba5VSRKR12Ol0XKi9Mca36bwMZq+iNtepmM+GfgUncpgIAGNu04EqfmystWzdvHJXYq1tNBqzs7ML83M35xcU4e7u3sHBwdHRkbXWEUJb6oF4CfHq1evbdxb/+c+f1tY2f/7193a7HYSRe5TYQl5ey/EMnzHi4ZmJh4fHWelxvYs99JOQwV6KMDpka8SOgsUBhEUICss0MyI+f/Hi7t3Fd6trn7a2aqHWShljs76KPg7A45hwJCQIgiAIrDXtdrtguZffo/WVko3KtzDafjHpYSfvpeiE2ihyUnUcAAArACwgyK57OyMIAg+ECiiiMAyJiK1lK7VadO/evcePH800wzjljc2tzc1NZq7Vai5ataDEcon9BIzw5u27zzu7S8t3//XPf/yv//PfraNOvV4vSFqZqjGCZ/kenpl4eHicDTfJ2opIwUyGu0pGk5PCfDliR87iXIRFxFpDCGwtioRh+I8fv5+dm1lb/7S3t1er1RSKMGfJJ+ITlj1OSE6stbONxtFR21obBIH4yJHzIidjmQlMVjW4mkWMqvUHpfx1OG7z+IyW5G4BFHLtB4eZR9rttojMz8/fvbc8NzcTBOFhq/Xr2nqr1QKAMAwh64VC3bYtiJfZD5wkaa1eP2wdra6uLd9d/tuP3796/dfO7h4AaBfzmTVTyUKzGLO1w1uPPDwz8fDwOD1aAlhQE8DhOgSM85kMXez73SnCmIUBiCIlxjSbzYcPH05NNf788/3BwQEo1wbOArNSKggoMf7+eJwESqk0TZvNxu7unjNXu4pJfmQuG6M5AfPppzujtz92tV/AboUu93IEkRCRRr3x3XffzdyYtsx7+61379darVYURbVazRhjjHGtFYtUckdLLnNAl9KhtaKU7nQ6q2vr9+/f+/67b9++fbu2tpalBQIiACPnw4ICvkmJh2cmHtdt4SqZmroS8JJGZGTCuvdCM9X8ZOJ78nKcMDTrA/sMlt3Rw9JV95TIxOELfNHoHUYmouDocZGMk2CWyC7W3rgx+/jx/dmZmffvNw4ODoIwNJwyc9Fr2BgRZpemWRwcEUUA6VKshsMyfaV8tZdlXiK6XuDd93g8vfDcNFREV9ihm1IrcuwAGER0VRaiKGi1Wlmed96ioW/qDH0yRz2ufSVTEYaE24tcfEe5rNX6CEE5Sf9TGOZPqJY2o+lBzyfY09m9f2wLecLMQuN9JiPK/U16qX3HRHDVbVmEiZCZhYjZCvDgfA3C4ChONja3t7a3Rbpd29M0hbxTofOWFLUH4Gx6n7tZ3UPG8jufn04mfHIySU7Ybrffvn23eOvmk0f3TZqsr33SWufLQxbcJs6wBQAgRSWYohHK0MeNhfM+8D5TxWOAmfjUUo+vBdjlJZK/cgVdLtt1AmKPMlBegs/6cof4LkqnzaPrHTfInCTYXcWzpaK8wg3RY6poyRgFJUtBTuMwCNqtVrPZ/PvfvkUM3r9/H7cTF2xD1NVE3KGIqLSSI+TNlfPpIBc7LTM1S8CNap7IcOmEazFoBStBwpxCoVz0092rSiKiuNpc+XOe2ybgGH0SXR2kIAhcCdSen49Qvk89dyu7jzhKgyTKv3KXnd95uYw3XrBPHg0ZdjmLa+5r0jdUGoyVZswMhCPl22QJ9NVXMpTPAYJSgOSqdDARhlGgUGUPjrvjACiSpOmnT1txakWEFFUsXtV09/TGnLuTPGPHmLUxKRVBrjQPYLFoEVEaxx8+rC8tLT395ptIR+/er4ZRmBrDIirIWIogEGQdS/qo+9AbLSx9dNRrOB5dZuKHwMPj+iAzPEsWlIXjGM6oRu9SlQE/sq6XUmTSlAgVkUmSxcXFb548sNauflhtH7W0rvkb5HG6LB0RtdbCNo5jJL/eHcOiMeGW1W97JclQClAUNj/JGYdGlpbFXd+5JjkmihAAC7MRQSsioVaddjsghdIfgkVK2U6apqkIIl0R9ZqBnBcQi6xDkPW11Xv3lp+tPAnD4NXr11GtVriQBLv3wsPDMxMPD48T6B9ynI0HPh/YYEKfCQAQobUWRJYWF//jp5dpwv/+9y8mTRuNxuUupOnxtaJer7fbbWZW5AfjvOlNdWmsE1jKR/lMTrGwgTCjiCIiRQCSmiRJ4oXZub//+P1MoxHbtG97V3FLGPiqKOdSONdBCInFNupRHMdv3741d9KVb+7v7+9tfd4RBFAB9ERzeXh4ZuLh4XGCpT33nFSsJhU+k3FVg0f6TNIkCQKNANPN5vPn3xweHP315n2gdRgEcRx7n4nHqYOZp6Yae/uHWmtv0z2BGWLslmPzTIb6TMrNTMYGZI31dZyuz0QTKRZjLAKGUbQwd+PZyuPZqanW/sHR4ZGqB33nKGKMzz5W9zzJSRb/SwSCkCSJQkRSGxsbIvLyxbNffn/1cWsbQdhFi/lHyOP04I1IHh7XSwM5O21mrHJDSjGzVupvP75ka/7r//7sOEmSJK62pofHKcLpvmGgDw5aWnsz3FdAey7DKawxSRwTwoMHD/7nf/7n//jnD2zgt59/f/PHW2vSwe1dAS4eqBrytT897n9pmiqtRSRJEq11vRZtbm6mJvnp79/dWlgoP2x+nnucFjQM1Jrw8MhlfTdllpkvNket3J7cJWdrrVO2gKrPj3xG2ZxjFSCX222tBWBAAWAARqTcWmfHpr8zjl5ocVJKMKQwv+sRlr/N2h0iAvXwFEKyAMYYEGBhwf4wiSIObLBDfPktgim9zRqVERGiMnH79vyNlZWnSWo+rK5NzUx30lRFEQAYAHJ/AEFcvrtijonImBjR2+TOYuIaAA1AIApAg6CbtAAMQOdst3JCRhEZa5yeIwyQ59TqQLsZpXUwefq7ZRvWIhXVOkkcmzTLM8nT1vsy4IvLyNJ2uw9HvzxxdeFAUVFBrihUJAhCyNhTpY7Ocu4yVqiWSN2yISgsRWEoELBZIgG48rg4Osv8xEp/dq7SwPW5OEoyhBUKsAVx+e4ihIKcikk4BdKjvCJcpGvjkDMKGHd3UNx2gjl9aGsCEXLZ29aiQBgEaZIQ4M2Fm/PzNxYXb4eB2tvffft+N45jAOBAtQhCtLko1G6eEInSyNb1XLpIa2826QS6bpze5wt6KnaMvK0KupG1qLQVAAooChIAFMSo/ubDxpNH91eePT343/8njmMiQjaAJKgGl+xRz3sxM90y5eWxRzGRvRnJw8OjeqkDOE5bgD7LITlVECTuHN27u/Ty+TNC/u33P86fQHpcQ9vK7OwsIjrN0uMyCJMJSxVX7HiMMyK6Om6O4LpsCHcUjZikKYtEQUhKM9iD/b2pZvPbFy+XlxaAYG/vcG1tvdVquSIK/vZlpEWpTqeDiL+//uvpN4+ePHny66+/un644mO6PE4J/nnz8Lji2oD0GICPs+PITJIq2MxsZkEEAYiIbZokyd27d7998U0cx+vrG9Za3+3O4xym//T0dBx3jDFBGLLXm07VWjH4dpyzBQdFSvZaJjrp0JLoMvqMLN2q6ACQOUwEAMB02lEQMLOJ24Q0f/PmDy+e3pybI8LNj58OW61Op2OtDYLgeBWHrzqMMS7jv91ur65tPnxw78GDB6urq0SUpJZ8lQkPz0w8PDyOxUzwODvC6DT3CneHgAJkEIUu8ouNTToP79377tuVg8PO+9U1R0uY2cUKenicEYIgqNfrn7Y+EZFrOONxgcykosKvTFA1eMSOVcyky0RcNFfeexABAmBJOsJ8Y3b23t17Dx/cF4G9nd2NjY3EGFQqqzftWlV6727vIKdp2mw2j46O9vYPnj99EMfx2tpavdE01j9jHp6ZeHh4nJciMqHPRABQSMC6GvdizfNnK48f3GvtHbxfXRPSnpB4nA+iqBaG1G53iMgY4/uZXEKRMqE74mQBXZzzECiVznJkpkaq2Zx68ODe3NysouDjxubOzm6aplqpcodNT0uGQimVJAkRbWxsNurR40f3P3/+bIwB9J5wD89MPK4NJu9feyFw2jYz961kcpyCLdX9kk+w8BdvpGSwVIAiwjKQcYhAhC5RkseVpx8s9tnNgEew1loTTzVqe5+3H92/+3zlyfu37w8P9giRS62Fv2QyuGxOay0TKF9jcOKJoZQCtkTElzu2SQQIu2kBWAJIlYndzUPX9L02N6cQ9vf3ETHQ2jIUx4IRGfCFMtqXFj/x1DyGtn2mSr8zEkieXDE4YIVEhYEW6dWuj2LHkf2OuqKgZ0vpFR3loiZOchKiuyHMrJQyAJa5fG1YyqHPj4nlJaHvjGxto9FI09QaiwC1MLLWdtrtpTt3Xj5ampubSdN0dXXj6OjIba+UEvd3tJgSEYR8Hopcw5pUbkyKkfn1t9fPn33z4MGDV6//rDdqrVZramqq1Wo1Go2eggSuTn1eVp5FACQIApv6HDAPz0w8PDyyRaLvw5EaBozLXi2/TZN2rVbDoJbGnRfPn33z6P7a+ubOzg4R+sqSHudgwnDzlojCMDg8StI0YdcDzxt0T4/8VNCSyWVIcbNOzr4qr61WC45aB1EQkAKTpp12Ojsz8/LZk9u353Uaf9zc/vjpozGGiFApKJUf9DiWsWP7896tWzffvV9NkiSKIvfXWuvdTR6emXh4XC/lYOhbGWxpVo7Gzo18VVbnrCtaPwmpTogv3jajwKTx0VHrP376x4P7t7e3dtc3NrUiIfJ5pB7nQ04AgIga9ejz5x1jLCnNzOSLLkwsQyZhAtUd34cdBMsyqsdRc8xOi+WurzJ6l7TTroVBGncAYHZ6ZmVl5f6dG52EV1c/HmxtsUi9Xq9FjVanDUCZf87r0sdEEATb29tLiwvLy0uv//irXq+naepcVZ6ZeHhm4uHhtYoxzCRrtFB0GxkkJL0luSZkI+VTp+0DZvn2+criwtz21t7a6ppSGhWlxnjV0OPcHhAiCsJoZ+cdIhAReFo8sQyBL2q73t/sqMwihkqP8alrFRcwjDcVG2gSm7Rnp6aWl5eX79wB4NXVT3t7+0mSKB2RSGo4sSmSlrw+AmcNlfxsmdQK4LD56fPS0uLmx612u62UStNUKeVrmnl4ZuLh4TGBOjK2a6GL48d+tWASlgIAjVr4+PHj+w/uv3u3uru7qwMNqFz+8bWMyva4mHmulALg/f19JPIa0peQlsk3m7RIxkDBq8m7Zw7wouEZcW6DAOWb5ysPHjxAkO2t7a1PW2ma1oKQxHQ6JgjDMIwEIUlTQCzIiXhachwws9Z6Z2dn7uaNJ0+evHr1qkgc8oPjcWJm4jUFj1HmkJO3uDofgYik5HIsJINZsydY2vs8GEPYwrgjDFo6EbOuwALomjCzAGUX3G9HtgIswiAMUpECzwJFQishAohYSwjCrIhevPz29q2Fjx+3dnZ2lA5YQNgSESlljfWP1RlMPqz6jtApClm7654aEgjikn8wq1uUlTK6bIsC5r+x3CvaXXa3wXrWiB0QEdhyvdE8arUFlbgW4PnDiaWW7eW35R+NvXUrcIhkRBQEQBFARMn2QBHMXpWeLhl1nNOmCm7T3r2KwMzs8lx/cBEaJ0mGvy6xgmFbQt5SvvhXkl1Z5xIp3asuSIQ4+wgBGAQQAUXYGukpceFiwFwjc8ry5t0MdzJLOE3T2Znp+fn5e3dvB0G4u7u/u7vbPjoCAa1DCyikGtN1Y01sEiJCAgHJJWVPvQAs3T/0rQQrSebe7t7dpdtbm1Ofd3ZRBNh1eMeKqWqt/eKHw+MK6p6emXhMtCJetoBRRGTLpAI7oubMRTGTLzl7b4WgAWIy8BsHS9YMpZeQxW0hCOWxXSjC2TIsXf3W6QwiwiAqO+aQn4NEAiTWgLBlJhSxttGo7e/v//jjjzM3bvz1bvXw8FCHkSuz44aErfUOk7NS3KsJPKLWmo1VSjllgZmZmQhLVARL+uJlIycIQLnGyL0MCiXnKiVtF8XydHPqqB2rIEzTVBEVT02hLPUxkz4qXsFM0DEQQOwdPadAIwC5x26AOZ6FXouj61jkZS4kFxIk7H68ArCTsZvqb3HwlFzmLb1bFuKqOE63PBeggIJuzxksmIlYC6Uo0IKWOFoIAiZJtVZRoG2SmDS2afL06dPvXj4TgbWtz/v7W51OxxX7IqJsrpBKJQFyU8r2UaXB7k/lq/QYutoi4sHevl24tbgwv/Xpk9aacHyHX2utQriU1hCPi4SP5vLwuCKGKxgaww35Qo5de7lM4GeqiBd3/RNFOFDKGmuMCZU6PDx88fzZ4u2bH9Y39/f3XThNT9VIj/OfGCDiOlpixkaYWWFGV65kFaLCiNts1vc2D4s0XB9bMsrqNPbLY2Sk9AuKMYSnm9h2zAx4yGsNA0AQBGkSJ3GnEUVPnjxZvrPQbDY3Nj/u7x8kAq5ClNbaZ2OfNTqdztra2t3lxTAMrbXge5t6eGbi4eEBwzSDXiujC7WQSULgRuouwigMIgioFGkKOu32v/71rzu3Z9+8XdvZ2Wk0GiLiWnF5heBiqUkQBMzc6XRCHURRxMxKESISoghfyckvImEYRlHYarUcQ/aT8DxHHyZLNYEv8287/qkI2abM9s6tW8+erczPNT7vtN68/dA+OgIADAIiKjiMnwZnq01qvbGxcevWzfn5+Q8fPtSUD8nx8MzEw+Na6wPH8JlMrjoM9ZkggFIkbNMk1koh0b/+9dPNuel37zf29/drtVocx0SktfY+kwsGZjcuDMPFW7fnZqcVkrBFRGstXdEGlYhYr9et5Xa77bix7+R9DLuDa3c0cRHhipK+g4ft4xUyodOkJEYw+4AJkRQJ8+z09PNnT+fmZlqt9q+/vYnjDjOrvPWti7AlXwXh7OGetZ2dvdu3F7a2tqwxSgd+WDw8M/Hw8KhQIDKfCQ4oCscCW6NctD9zWKs9evTwxo25jc2t7c+7WmtrjStmb4wJw9AY4+/FBeoKbvxnb8wuLs4TQNxOUCQMQwtG5AreGsdAoihKU2OMUWFY9BT3uulloD0nuqlSvr8iLr2atFbLS/derDw8aievX7/tdDpKKUCFKCxARERYroTucaYwxkxNTe3s7K7cXpydnd3a2vZF4j08M/E4jyX/4ta6Y3x1UUnwMKw8v4ggTBTUVGGnBOhxjEtl1ERFj7NiX+ypHpR9TgqttZZZkIrKbD17oSvsw4Gm1Nhmo/by5bPZmanVtfWdnV2XWIKEcRyX1WKP84SzE7t7Z62dmZ5qNhsLc7OdThK329PNKWBI05SuaKCFC9+anZ1ttfadpdz1NincJkWZCsxlxahns9h+yBOdOaNcbbryLt19iUj6PjwNVb6/oN8pybrew1aVAy4GpK+RUXm3Irend0vqO2Z5A9d2RtiAICJaawADay0RKcDUGEXkfH0g0qzX79+/u3jntgLZ3Nze3t5OjVWUkU8knV1MHq/oPWbnpiEkSWLSeGlpaXd3DxFTY4Ig6C0J6OHhmYmHx1VUv2B0a5Fj0boJ9RWnjrh84kYUcdoBtv/8xw8zs1O/v36/v7+PSLmS582TF4yCEwY6WF66Pd2s/fzL6wd3l9rtdqNWVwjorMpXVD1CxKmp4OPHTrcWk8fpUZdRjYyOS7oqdtRaWyuMrvoZWGMCpRAxSRKt9fLdu48e3Z+eij5tHX7cXDdJjEprRa7clxN3jjuSv23n++hZa5VSe/utW7fmo1otjpMgCDwz9PDMxMPjKqoFA+t4BTkZ2iNZskYDkwV2D9g7mZmIwjBM07TTOZqO9PPvX2qtfv31z9bRURCEAsTMLEJ+Dbpo/cDdtZmZmduL8+1O+l//99/A9vHDh61W6+aNOWfDZ+armmcSRREh7O/vXwd9qDoJpMJNU50u0udNPa7PZOiO5e/7PcwyuGNWfcu1vHB/79y58+TJ/VptqtNu/fzLWhzHBIKICkEQmbNK6IJFRWiPc4UxJgiC3d3du8vzs7Ozm5sfwyBwpVD84Hh4ZuLhceWoCYzJNB30nHQz4PO3J6ga3PfXWnvzxuxPP7wMA/3r768ZSCslIiwsIqDGtErwOAckSXLz5s379+/ESfzLL7+02+3lO4tpmrgKqi666Qp7t6ammkkKcRw7Pfr6MhMUPNGOg8wEJvPTDn1brjY+csveqcjMzCBI7nO26eLi4pMnT2Znpw4P22urH/b394MgiELNJkHXZpFAKWUZil6XXg6c/1R0HstOp9M6sjdvzm1ufqzoteXh4ZmJh8dV1ktGWTFL2+UZ8CI4oHyMPYUzP8dxPDs7+9Pfv0WT/PXmLYgoksSyILiMU3N1LfFfEWZnZ+/evb25+fmvt3+laSoi09PT7XYHAIhQLF9hXYGZ67Vgb++QmaWyBbXHabGgsSnmFQFdFTsiolJKa/3NytO7y4vWmg8f1vf39wHAldZgZur2bRRh9gFcF4uiDt729vbCwhwRZT2UlE+G9/DMxON0pIwrb0KXo7YJASgQytYeyZv2CuXNOuALW7B/yYJd7ubGhALACCSl7tAClAVUjVywbdlwJErdNgAAIABJREFU2Ps7JOs8LZNHdWeXZEnQOU8sgAXXWpkBUREgsAJgBAYUt3SgsFgjyGFz6vDwMAy0SeJ6GJk0Nkk8Xa//9OPTo05n89N2JzZEmohAc26iZO31wHNHoIwIGGMAUOkACR89XNrc2vnl99+tNQoBAKanGgf7LaWUa7xNRMbYq6G0CxACkFgCCyCoKKpFq+ufUvc7S1nv3Y7jIoPPGOLwt4MVhyseQQYQQnESIN+RZIyCPnj2vnLb1ZJh5FsR4B4WioiAWAR15gUt+qtXca+YGVr7u+wBKb1G6BFTWP5xbCnbHMX10hFh9wKdgyS7YmbmMIzaJn38+MH0zCwoWF3b3N3ddeUNRMQKoyIAYEC3IuQXwJ6aXJhRABUTMQAhH7X29OLNULNN21qRiBAhgCu8ggB5VqLPS/TwzMTD4yvWwIa3Yx/ydkLqUo2dnZ2pZjOOO5pUmqYgcufOne9ePkPC9x/eWZtFdvlOEReONDVujVc6CMPo/v2lzU9b//75tyCMAATYBkHQaNQ/bm6F+uqrbUopEGy1Wn5aHleqTL4LjM6An+Bo5R37vC4CAC4nIUnTIIzCMDw8PNzY2nKuPx8adMnhKjeKiDHGWlOv1w8OjzI+4uExMbx9wcPj8moMZQxd+/tyTCv26tUqxisQjXrdWqMRA63b7fbU1NT333+XpPznn+867dgYc2mcadcdYRgiorHm5s355yuPDlrt//5/P4dRzVrrEktqtVqtXkuS5DqMRhSFxqSHh4eYV3b6Gp/3LxEUEx5nUIxMXB2jSvhUyCIRFrAus723SgcLZJ8QEhFFUYSI1vCnT59evXrVbrcRMQxDHxR0uXkJFB0t0zRNkmR6erocDOzhMSG8z8TD4/IqKxV6AIw2XvbEbwwEfzi9wx2sarmwBkQUURLH9+/ff/ns8eHh4frahggjZuExWmsY1vDB4zyRpikL37t7b2p6+s2Hzbdv3zUaU3GSAKIOAhKem5uLO8k1UQ4ajcZRu50kSVhrsMjXQk5O/ARVuCxwsn2HVM6o3HuShPgRvKjgPAwiLvatrzaXs5l0Oh0ihUoRUa1Ws4jGmGICezX3koOI0jRptzvNZoOZSWHR3tfDY6Ip5IfAw+PrVVwGNYMxhlKYNO4rTWJFKML3lpa/f/mSWf56885aVioQQZfaWMSp+xt0gdBBtLx8f2Z27sPaxr///TMgGWt1GGodpGlKRIuLi0ft9jXR5+r12uFhKwth9xOzUqRM3pNkQuEz5mguXEvYFdxym7r8vCIRyFUKVkoBorHGgXIopbzb5DIjCytVCgDiOI7CwBEVv0Z4HG9R80PgcQKF+OIvDLqRB07bvqj092NdMQDKZKUzR6WOVDR9Hxr05UanG6Ih2dCV1pLu9gqzEjeo1VStFifJwvz8s5VHR4d7mx8/BzoiwiQ1YRQx297+zec28thz5QIXbhQfVgUNB4b5i1Amgc5VFcdxFEWOeCwvL0VR8GF19d2799Mzs6mxAiiWrbVBEARBMDXV/Lz1qVwawXWnKeo7X8LHHNFVuZDxMyt3A1prlaIoDNtHR2EY5g8UDkqGvAc8nvTa0JmAi/Tdchrvl2v8UNmW5DjpZDLk+nof+QpzRnUmSfXPHBF9Ki6ZnlReiYMFQObnby4uLCCCMSYgBWIAgK0lHWqttdbcKwwvVs6XGS9mjVMuM1c41wzzLBcIRCmVpqnWQdbJRIYK8sxx77PgPfqZiXeMekyyRl7WeYJlU025QNblMiP1cA88wfiP/byqAfyIqLD8whABAUFEUmNdswtBbB3sz8/P/+1v325v721v7zjlWASIFFt2IcXnpyhgeRhdhSHsqohyae6yQG+1mdO5MqVUUUMJAJIkCYLg6OhIKfX48UNm+fnX14eHh1GtnqTGPQwMgjoA4CiKggA6nbh805lZIbl54W7r5auui4iCgCAwxveRj7eIaK2VDjtxrLVODBPSYAhQISiwsjbXWOKUz8D8tud1+MpP2Rk9GtU1vnoJg+RPD2SX5y57MoPCJMJn8pYmAREqZa1haxHEWhvVwqdPv1laWkIxzGKtDZQWzvrtIJJrsHipVp/eJx0uszcAEVGge+vPi5kwW6WUtTYIgyAIjMigeCmePiz+eXgUzMQPgcdXjWsl0SYL5u7ZUgQc68j+jobTBqIossyW0/v3lp88eXx0ePRxYxOJAKlEBb2FayK14LS0AdcToCiZqpRi5rm5uaXFBSD69ddXe3t7SERIllOltGARJiNTU1MI0G63r3wbZiJqNpvGJEmS6LDGzFoH122u9mSjSZXHqSh1NUyMYOHyG/x2aL57z74jUlBYrAgTkSsgu3Br/sGDezPTzU+fNtM4uXvnDiKyZfSRP1cCxhgiFQRB0kmQvKrp4ZmJxzVQ+0bZPq8PLTnWlmNte4ioAm2MSZLk8dOV/3j5aG+//cuvv0VRQxAYALJ0YmeG89rDaELSde6c2jGVUo46WmuZOQiCh/eX45R//vfPh4eHUb0ugnGSKKXBxbi5WH6R2dmZOIEkSRReTWaCeYQkEc3MzLSP2mxt4bLwAe7VImXoEBWu3QkdthMKH2bbbDb39vamppr/+OmHmZnGwUHn91ev0zSdajSJCEEhColPf70KsNYSURAE0o59aI6HZyYe10kRvDY6BIz2mZSjHQYKd/b4TCqGi5ltatM0vX/v3uNH9z5v7719974W1QwbQAJ0iafkFb3JZqWcrs/EJYekaaqUunHjxuLiwuedvdd//AkAQVTvdBIRUVozZ4ETWZNPgZnp5s7OzjFqwX61IKKpqakPH1ZJKWut8y9dQ7LRzf6aQKQMZRrSK0lOy2cCLIf7Bw/u319ZeWiMef92Y29vB0QCpV0SvGUOAgXWeglyBcDMRV9XYUFfucDDMxOPq676lRrIXid7zOTK1vE7oIHWtLCwUG/WPu+1tt68nr1x4+DwSAeh9fFbk8/MzGeSZ0if0jFdgWYRWVhYuLe88Hm39cuvv7kk+NSaZrOZpmliTBRFcZKW963Xog+rG045uNLDDkQUBardPtJKJZZVEFhm8tbac5E2kwifubm5H3/8caoJ7z5sb219dF35nCdQKS0i1loIlHdzXaX54/y9qWE/Gh6emXicymovSIJZP73edEnBcycEDGCJAAEIBcC6cvguIhrOt6tG34mKU7shUkIERKCyzFNUgGgAbJ5/OrhjdkCsyiRxZ+i9hiLdFrKuAAK5zRIHrtaV6jTkahlhKiQiFkUAGEEAxFp788bU573W50+fsDm1nxqIwrQ7/gBgz+2uFw4f53yQnq+giI7vG5bzejQMALn/XBUB17oaxVgLpFTeqAG/eAQEEZFZWWutXbp16+b8jbUPHz+srkaBZpMSgcKoExsRIMA0SQJEawwRpkk8OzVtOmly1AEAUWgJDIHq9rFBIgTqcvxLKoeIXMtIREzTVAdB+VtlDSIyw+z8AgMcxTZhACIRqwApo4lYzrjFngpvw2v6VWRdMwoBMzIggzDkAaUIokSRAElPxjHnr9SQp3KyEWDpm/1lSTwqXJPZAoqAAWABK8xEiigw1iIJ9KbsD0w8HpR4mZTLoq2yERIQLpJSgAGFCEGArY10YJIURaIwfPTowdLdO8Z0/ny3u7u7S1qJCILOy4cJoYQBAVsCFMsKtWVQECAruVTmdlEAAsCAJrdEiDDCpe+dkwnSsZ2svmBo8pup3C0lpDCs2f0DUuSWQ8kqCGQy3UUG+3YnHp6ZeHhcOsPS4PIPlbU4j5tJ0l2LpNK+BbC7u7+6tmkFyTvfLxQu5d1Vv7VJ0m63FxYWlpdu/fb6zfr6uhWOoii1JgxDsP36ByIqIoPYaDaNMdZaIIGr6z3QWnfieGqqcdgySZIopVjEVZm7Js6+4yaV9bHf/l0qiwjn86y0cf6aEJ3rQyGGWsdxDJZXnj598fwBG3i3vrm3t5ckiZvVHlcbruif94B5eGbi4fG1qBAwRJMY7zOZiJz0/u3prihZzZ4hRb2cRpskCTMrHQr4aO+LhKsUnOW7K718/86N2enXf77/+PGTCgIFgEqhIWMsoO6jNNZa58qZajZcCsoVtkhmZTAQ6rXww+qmMSaMIryU5VyPW2x31I59/dpPVvGi7OYdbIUko9lLZuYoN0jhzI3DbMIwAKJOqy1Kzc3MPHn8cHZm+tPHnd3d1v7RvogEQYCIrn+if8yvPDNxHWx8TKWHZyYeHpeWl8Cg26KbUTpasci6NFaqIIM7DqkaLN0uB30Kq4iwtcwchoGPCr5wuGaIcRyHYbi8vHRrbvrt+823797XG3WldZwkxlitAzuQLuzS5Y21QRA0mvWjo45Siq8uz3RqbhCEgOrz589uBCBXuC9VhM0ZMZMqUYDjL2m43BhhPcmkR/lrdgWqAQA0kunESRw3Go3nz58/eXi7E/Mfr9+2W0dKKR1pV8jBdZ5xOqvHdWAm4Lspenhm4uHxtTGWkWRjQpXlWDuOcrJrpYnIWhYg3/nqwmGtbTQaCwsLUS367fW7jx8/1ht1y8wmRUJhYQAYCFhCRCSyJg3rtSis7e0caK0TY69wU90kSWZvzCZJp91uK62stcoVDGABuu4ypHr74T6TMafoMgoEkCzTT1CAELQOlm4vPniw3Gg019Z3tj5to0CtVrPWApExBi57916PU2Mm0G3o6WmJh2cmHqckWcrpob0LyQkz4AdzxyfckYjcvkopa5KeSACEkgQc09v4xBdQncVR7gecLfNSpOZnwzV4Yf31N/syTU+0cjuTJPSNTlfnkCgM24eHAECE5TRXZ84kl22sfKDFBcBNcucG0Voj4v379xu14OefX7VbbSTNAoAqu6dErpVeyS2QTzVEA9BoNMKolqQJixCRZSYiESYkFgEEIjTMgKIUiXytiSjGmCAI6vV667DFzAq1y3ZAxKIHvJNjo579EzxuzOKalIOcjjPqeAnxeYdEAODKfvDM1pWL5lKZMlcUq8+K0Vd5fKh7p9iGmZVSIJKmaS0ITWpQwBijtP7H33+4c2dmZ6fz7u2HJE27thBCtleQHncnD/ak3FzC6ywGn4jY2lMvHFLMCpfiRUTMaRzHrucpChc1NZ0fHxHDMGSTeMnv4ZmJh8fXtOYNVReOFVkupWosbPmwc1gPQ2utT028bHCcpGDdTx4/QKLfXv3ZiTuS1UHK/gpC1qBkwByZZRcBNJtNEFuENl1VE7VT02u1cP+gFQRB9sl1kgxDjR2Qt4Ev5sfQCTA05WzM2QlExLIhQEKw1gjbqUbjzp07dxbnEfTbt1t7BwdJmmA+k33lpWtiWHH8RCM5cuLCg11Yl4eHZyYel1eNuOYXcAIVJFcdcFAvGUtOyrHmIqKUqgVh+/Bg5fFjPxsv271WSrlSWkEQrKw86XTi16//TJIEBAlUMQUY+4jIECiimzdvWpMKCyosE54rKVJqUbi6thGGYWqNFI85DtkSvwaeVp1nApWZJEM7LQ7+3rIRvcIIMvhtkqQAoIkAMVA6TZKpRvP7b7+bn2/s7bXefHh/dHSktQ5rkbVWciINAN4Pe+WZSeZ/IxRmrXVqjOsE7wfHwzMTD4+roKf26hlQJKYey3OSN/3IKnKxWE7Nysqzu3eXmJm8LfMy3fE0TQHg9u3b8zdnO+3Oq9d/xnGstXZBd5nDBHv4yNDyrgAQBMHUVH1vZ09ECFH40ndb+AJmEgRBEESdTsfpQM5nUsE9Lr95YpLsstwXiqNsGVIElE5g+OirGlzBTHSgRISNZTZCdHd5eeXJQ5va17+9a3XaGATNqaaxNjEpIrlOSVn4oTecXwMhhnksZa1Wi+PUGEOB5ksc5+bhmYmHB/QFNF+rs59A0JcuEmHiDPhRWsjszOyzxw+np6Y2Nj4u3Vn0iYmX6rlAxKWlO41G49PWzsbGhohEUSQilrmYuILddhPOedIfuoQIIrVaLQzw4KDlQrtFRK5uKaRms2ltCgBxHOswKGhJHxnr85l8pZ0W+pLTqvhGXiA8m12AfewDSmnKPUeovABrjYhEYfjkwYP5udlaWNtc+3h0cEiIRGTYZrsTMbpuuDC2mZLHFQCzZRatlE1MoHW9HrXbHWNMLQp9HTaP4zITP2M8Ri2BUNg/TnEVP3WFABFIQbcBLfTaEYVOdvZjbZlXbUdmRtfbFhiAAdA9YiJWhAURStmrfUoG4cjuht0Eg94Py2FeAiQggMBAxTEjldo0RQAyVmv9z+++q9fDV7/+pbUWEUQG7LaUdj36mEGpS2bgQgvIAASCrp8bYqmZ8AVoPATgOsHnUxAsIAETYJLlfiDlpIHcJORsYgAKEIAwB0oncRLqgK2FIFhZeao1vHr99uP2VhRFguC6TIPGbhcaKe64qLxHTcZZslkkqUnnZm+bFBJrROmUhUijsGIIAMWkQaDZpiCWVMBgRdJefkMXMKbIIK4pNEN3WgogKAESUAIgJIAMGkQIAIFROFRw5/bNg6Oj2DAFdQuIIEoEceQTXYi1UTYLAAHk0QJHdZ/i3uOgMHLCnCCEBjNDMVlEAQQwo4/Zl4nBfW/Lsgh7RYH0mzDyxkcAQja1ikIWCFTANhUREOtavMuAGOkZChFX29c1ONJaG2OYOYoijE29Vvvhu+8W5m9sbe+9//AXAEDgrph7nhABNQnXcecUIlGAIMgAwMQWyShjlCGp6MwocKFZRdhFXzXlc1mjgV3JCwsEQExKAYgYIBEUYMxuLzIiiDWAFkAxAyLBaS/ECoTESJrWGvXDg1ZUD9c/fVJRzVhRSiOYvgz4YUuZh0fGTDw8PM6T702UvQrHzICXnrdcRHAUYb5RPXzxfIUZXr16e3BwsLDw/9l7z+42liRbNCIyy8ARBL0RJUo6vnt67vTMnf///X166741d6b7HDmK3oHwVZUZ8T5koQiCDqRoIJ7cS0uLhGMhK03sMDsWmK1v9P6MIFLGmCiKbGaCIHj1dkPEfv5ycHp6Wi6XLzcqudMEq1TKxtgkefm6N0oppVS/n7g09z+DFu3kO8MkH3Vl01VSipmzLCMiJ9mnlHJP/frrr+tryyz8z98/dbtdrb0V4TGk0MxElKVZGIY6CJMkOQ/K+WwuD89MPDym0qa4otH7leRkPKhyjV0iwzxyV++ax14ARNi1wXaGRRRF//5vf48j9T///UeWZUEQpGkaBErYN3p/alzw8CJmWSYi79++QqI//vjUareDILg3LYFhQKBSKSVJkmWp1uHLHs84jpWidrujiMz343i9U6fF6/wX19WfuP9vVkS6oQKemYXZSTK4lzFzmqazs7N/+9uvtVK8d3C8v7+PiNVqdTAY+EXtMeJwoSRL5+cWQLjf76sgyoXsPTPx8MzEw2MqiYnISPYFXl+9Ov7rSFTk8gtcP7kLTZqHiebGmFKp9L/+9a+E9sPHnSRJAEArDQBeyfGpOQnASC4WiLDLk3m9sS6Cv//+qd/vK6UQ0RrjXNT3YyZKqSAIj45OEF++Kk6pVEqStNfrAeL3lRIyeUv4m/0X124dk13AZZLj0iUFQBElgwEpFSj127/+y9LyQq87+PBpq91uI6LWutvt3nuiery0003ETQZFanZ2ttPtFWec76rp4ZmJh8d3Y5HcbHNcGTO58qOGBCbXwnGaoSjcmJvb2NjQWv/xx+c0TUtxnCSJtVYpZa34hopPzEzG9H7r9fri4qJS6sOHD91ut1QqGWtd68B714waY1wYodlsqj/BDY7juNfrGZMJavrTpCdOsofgBJ9wZQU8W+sKmwa9XhRFs7Oz79+/rVTi3Z3DVqvFYlyVGjN/y0T1eIEGpdbGmCiOZmerHz5uBUFARFmWRVEk1sfnPTwz8Xgoc+rK8vcnLzvOT9BrrPTR+MMjuWduNQXObYKRocllkVAAgJmRqOhYfystufLvXvlGl24hIoSAANaYOAx6/f7S4uIP798EYfj7H5/YWJfEFYYhZ0ZEyGsGP6rheKEKSJw4ElurlGJhZq7Vasuri8D84ePnTrcbRVGWZYAYBIEFuXYJTBDqch+VJIkK45fnrHQ2t4i4Ou0oCo+O96xlCtC4fQARCrv8+h7w33YBN7QvdLcJ8tzNaxbvzcv8Mn+4XH52+85Q/ImhfEJOV/CWfQzzzQHjuPL+3eba+nK71f30cavX6wEAKsy7fQPYl9jWfcpZ6NQOOAJmWaaUiuNYIXS7XXcwuQKwsQXip42HZyYe33wS55IaxUMIT7uzDKWYJmAv41lSeA+ycU/iNLQDLjKTXC3sSi/mXfPLr/zVCjrnpZPfKUVht9uZb8z+9stPvTQ92Nm31uphyri1tjDsvCDKI1HoC5N2JH8v0JqZ2dilpaXFxUaz1d3f38+yTGnlioLk6mrRXC0JrmmZN/bSUqmUpSkRvdgb7LgHIhIppdvtNg4JPxEhOH6SW0AFMynG53arCG+RF3cPXF5BI58t3ziLru6aepdNY0R9SwDOPxDhit42jmy4kvc4jgbdTqlU+t//8b+I1NaX3Var5Zwa1lpEKi7P25dPvKVM94XmU7FcLmcWXAWdgDhmQk6SC4fpXcPF4ieQh2cmHh4PQ9Ue8HNGcrfgTr0UizdmJmOLCCJsQ6JBv7cw1/iXv/yaJb2tr7vwPXdveAFWxXkDEgGxbLJsdX11cXG+edba39/v9no6CEhreKDybWvt7Gyt0x0Q0csuOxWRUhxnWdLv94kCY62asnJ/GQmdiMDkd2PSSpKrfr1TBXwRS3F5OO4Rtvbdu3cbr1YzY7a3v/b7fSIKw9Cp/Pl95BmZyTRv48wcx3GSJLVq+eSkaYwB9OnCHveBnzceHlNNcgrj5gZN4SiKAMAl9TLbhfm5//yPvyuST58+uUJVp9DlR/tZ7u/InRJjzNLS0vLS/OHhycePn9Msi+JYbq0JuCOqlbJLpXiRHm0cMdfK5XK/33fS2ALgTOfpmwT3UZu4NWZyb6Xgy/wHAFxIJE3TarX6n//777/+vHnWbH3++NmkiUIIFKGwSROxxi/qp7f4C0y5gymX3wjj4+Njf+J43Bs+ZuLh8SiM4k6Wwa0xE7nGIsljJmmqCJnZZNnCXONvf/1lMOh9+fQ5IEwArLXDYLrHM1gVznGIiIEKFheXGnMz21/3j06OlVIMkqYpaZVlWfhAu3EQBDqIsixjZqSXuMMPU7mEJY6jVqvpCrIV0bRRsWJdX2iJevedAe4VM5l8B3MxExH561//urQ4N+j39nd2HblVSrlsHKe8hIi+kNnjSihSvV6vXq+nSdJut6fUTeDxPcBPHQ+P74kCXWlwKKUEMEmSmZmZf/nrL93e4I/f/zBZ5vqjOfNCKWW9Ospz3D6XNkNEc3Nz6+tzZ63O3t6e1nqY0x8X9cQPAq01s81J0UsfW62p3+8HQQAgL16+9t4tUCYktP/5n39/u7nc6Q4ODo77/b6blsaY0bnk95BnsNJGMM1hUCIaDAalUilJBmmaku/j63HvU8wPgcfNe01u+I4deyij+cb3Fg+Z/DQtRGCstZfd/zgEXBK9Ibrh/L6i+fHI2+nyU3BV1+SxIIbT5kJEV3UqAkjInD/JeT30cBxH0s9FeNTfOTqMLGgBAdhpDCGIADsBIiICHqRpOjc7++uvP/f6g739g0QoDMPUWnEmhatE1EpYAIERGEGAME804ZGh4Iu/TolRhgAKxOnuoggiKhEkpQTc9U8LmBlEEBURMBskRgLAbHFpaWam+sfW0dHREerAWNE6FAvW2gA08AVJNxIgJDeV8lyv63PNMxEFoFAQrDDP1xvpIDUWg7hq2SK6CcAjI0kABKIBAUQB4shU5+E/gieuUZG8QagwYn6vAQBBgBEsAAMKEiILgEJkm0WaylHYTiQziEgkIlmiieCaMvcxJy7S2K41xidv3LVGpa5GtynAFJQFBYwo+fkqkCu1Mcv1u81N6ZrWXp7h54X2Y91LpPhfZDT/R0SCILDsur1CjECE/X6/Wq0uLy+/3lhLkuzDl+1ut6sCLUQUhgYAtLYAoHW+4/8JHOEoQACCYCGX+iYBV7OlvmFfvGGT0gIkbNz8IEZEtKwA6pVapVKK5hf39w+azWYR2hqd1O5uAgogFzVNAASCgJzvmaIAEASH6/1RNkwrEleq5Vr1+PjMCgASAeIwYpyvFUREcaOL6Cbp8Po9PDwz8fCYFqv7RsHQMfP83Pbg3BMvYrMsW1pa+vXXXxXJ//xjy3xDnz6PByDzSMPEPEREUmp1ba0+U/v9w1an1XUyms5kfBAPKOWFydZNjDiO0zQFxDRNVaBf9lAjKpes+D02dJu8kmTyj7rhjUNtcUQiyzZNUxGp1+u//fbb/Fx5b/9sf38/SRK/dTwHGUJrGAnDKEySQa/fm52pv9t4VY7LwLaZJu1229GSaf4S1tooiuI4bre/lkqly94tR0o8PDwz8XiafRWf+I1P/JkPZovcsXr1vAQFJBdBFUEAljxwxDYDkfn5+V9++dHa9NOnHQAIw9CpA/uZ+RxrQSGiFRZxnnvaeLUeRvEfHz6fnbUDFSqlXG7MzRN1cquUiIAZhoG4cinsDRJENMbol8hMENFFAuM4Hgy6LprqGv89+9oXOO8cMgnznLyS5PLcuFkbY7SjzigzAVTu5yiONzZera+vDAbJf//jc78/EJEwihCRxdcuPymYOQhCY22SJDOzs69n1uszM2cnp58+fFpfXW0zDwaDKIrcop7a+g0RmZmZEeZut1sul9M0G9UEHvEdSKGl7uHhmYnHEzGTyY2qO+R9vQxyclVvtStNkPExzHO+8hZvBKiUypI+AJRKpX/5yy+dXv/Dh0+VSoVzI3WoBOoFUp7cyFBauywQpfX79++M5f/6v//DzFoHMszncZ7pG0pB7lo2ICKKEIEq1erJ2X7xJ14qRKRarXa7A1dGJTcnYD3TFd6wEckEW8HIr3jdG+X6N163NzJzFEZ///e/N+rx3sHZ1tZWFEWTlMKTAAAgAElEQVSkyBm+IECKvMj4g4NunCtJmlZnassry7VadNrs/PP3P7788XF+drZUir/uHrgikymvHAuCoNFotDs9EXEK1GOtvfJz7KWKBnp4ZuLh8V0bVZP2Shu+0hXQFNlcwkwKiWhlZXnz9avM8t7eQRzHWZYV9TBXVAd5PAUzEWJwzRKV0tZknz9vWWuV0u5B1w3QRbQe6oQelqIQIWoVGGNcUYHAC2xoUpR5VMrx7u6pk3lg5qkIEo4ETB5kK7h1Z7iB3uBVtAQRrTVRHKX95B+/b/V6vTAMcztyWPpiLSN52/HpEMWllaWFmXq10+v9v//nv7uddqfVCoJgZXVNaZ0kSRAErnFhGIZTy0/CMCyXgu3t0zAMB4NBHJfkqoQu3xHH43Zm4smrx41mFmutXWb85O96jEmV1+KTYmtwFBf7r1/2x9wpV/tKR+Z1nzOi9ivFNTAzAiqlrDWKKH+KEGCYbXKjG/W6CngAYGtREYowcxRqa22lHP/tLz8dn7S3trdGR2nyL54PIEzpLuDIldY6M9mwXzACIClgZgRgef5eggJy3hUbUavAefGRdH/Q/+9//I5KBUEEAMzncxWvUnG4wEXHpvGlqVi8koUDpWxmjM3ebr7NTOqa5ekwtDem5bgJQkTMrune899xt37d+GBBq0aSQhwtQYAgCIIwbrfaAMoZ1qMxorF9YBI37Q3r5dJT5x3Qh5c2nJl0odxlXDMDrxX+nkTkdzxact6I/oqJ5EqPnbKWW0TdQS+KIgHQWg/6g4+ftxARCVkEKN8Dnquvu4ggAiklbJwCVcZMivI9bYpNWUIkJGYeru5R3QLrNJcdlyDI74u11hjj6sGIaG1tbXlx5vik/3/+v3+cnJ06JQxSuhTH669enZ0eF5shTJ/gXvHtRKRSqRDAyclJEERhGCKg6/k+XIDn+1ih8Z1lRhOBsHg71GOUmfgh8PB44jP4OoPjhpQMYQ4CnSSDQAcInCTZ4sLCrz//sLN72Gw2/ahOGYpjloY2q9MveCwLK6+qN1CtVq1l13mwMPhe5CKqVKrGZMwMoKZ8sU+ywCd54yR7yKjl6hK3rGVH9oIg8CvzSa0rrWFEZ1mGtAQA4jhGxM03G/XZWq87+K//++nktDlIBkZYKXTMpFqbURpb7d6Ur0S3+YhItVrpDlL3HZVSwi8yZOvhmYmHx4szqWBEffiyqTEWMxmNySSDQRzHCqXVGrzdfP3brz+dtTrHR4fMDORtjimkJSO/CrkfEa4V/73/30O0xgQKlVL1eu30+NRaq7QehnFe3PgiAkCj0UjTxLL9Lib/DTETuCo169IkwUnq48c/BzEIAqWQEPv9vlYXY7BD0ixFFdvIlPUW5UNZ7UMFRREW18KoVquVSqWVlYUkyX7//fPBwYHJLJJSSgOIFasJ0yxbWV0aJLbd6YKiKf+OrmtWtVr+/HlLKZVlNgiCzBpCr/Pm4ZmJh8eUn1U3dne+1fhga7q97vra2tvNN82zs93t3WmWavlz32k8//+RG9o640CIqpVKoGEwGMh57/EXem5pXa2WTg6PprySaqwp+3XV6tcxk1tDLjcTlSRJoiAwhomIEf1G8fQU2uVC51p8LJVSeXa2PjtbR+Ctzzt7e3tpmsIwXdGI6z4jQFopNTMzc3RwbK2dZmbiaAkzVyoVk2UnJyfDWiaLnt56eGbi4fHdWK2T9THAi9GVINAg/Pr16/fvNjud7taXT3Ec+8GcVlpyxamMcP8iqEnISa1WA4DBYOBsBUVEL7HeVESiOA4CHAwG392Snzyh635vHJ1g1Wp1bWWlVIoB0RVveEmMp4RLqnTco1qtzs3MLi832MofH74cHR31+323YK21QRgbFkTQREAqy7KlhUURbDbPpjx8xcylUmkwGNTrM2etTpIkpVJJa22MCXTop5vHvZmJ57UeV4PybrgIMN4haSgX9eDn97glN/IXeZgLQcM/P2x2jKNa6bcc9pfUeC99DbnQjfuGVO/roh95U97zi89rZEUERWDkIsejJUCAeRcCESYiEGFriQgJkyTZfLPx80/vTk7ODg4PSQfGCipNRPamb3yhPePo9eRdgQEuapIC0RSG4PFSjokM/z2OKXnL0kAEsIbJdftDItfPG90kdv8UgCACopyXF9/pO09mSmoAQAThuBwNMjPIEiAAFmYeW6QF4x22/sAi2Wv4d/C5c3muzWtCABRGYQKJ44gZeoOUryoyGaN/15a/X191Kxfv1biOgKvslfOxknwk3ZrKe77LsOW7FCG0K74cnm8aI1vI+PUKoKBraiRugxIUV7ngPlTy/uwizGyZeXa2/m5zc2amphGFGUGsZUSSvOGdm5iIbrMSwLHF9bRTABEERMQWVBoFUYCEiIlvatAnj7H2z29JfjHDqyQstuhhLJQAbJETN3qlCpGtrZbLs7OzMzMVFvyyfXBwcNTtdrVWYanUTzMVhsicWREBpchkGaKQ2IX5RrvT6ZlUK/2tG6c8ysZYnBzCDCzVUry9e6AocEoAOBIovqbUDQGAiITZjZy3uDw8M/GYYE8TIGdWXT6nHqlR0pitcGG3EkRXpkEjCdJDk+V++9pF3zbmJ9GYWXJ7iOPSUxfMu+EFk3vtTWWvqEAY0VkywsxiDBEhQLfdfrP5enPz7f7B6cnJiWUhlafXW7n1aLrykSLRyCWc5w16HTOZvuoEHMmJwvMJ+kzMBESMMXHo9Hm5sbAQRTpNrWVW54YMAHLOTFyZCd9kQ8ulvnjnmm8gN1neDJpIgOM4bPe6RgwgISGAwKU6ExxKCRGSCI3MVbyeBD4lL7niCxZPEjACI9tyKR4k0BukQgGdi//cJMZ1Fc3DCW//+K0BEEc5zwcK8/3Ssb1ipSMOdzUEgKKbzcifluKWDreO0cKS4R6SfwQCgC2mg/uC1hCi0oqZk7Qfx2E/Td69f7v55k2W2d3dvUZ9ZqZcCgLFxp4vJUEUHNEWg0u5N/L0S5yBNSKwICIJgiAxkRATP/GVyMhKcDTNDZWcU1JEIQBQSoOx6HxKbBHQRQxcT4/5+fnNzVfMsL9/+GXvsNfrAQAS9ZI0iiIhMQJO0c+mJkSybBVBHOrGTGV3/0gIJdDI5r58r/CKPNiKHpvBWuk0SaMwVBT2u32lAhAUgVwkfbgK8dx7mL/VjbFSZK1FAG+Ieoy72zw8PJ7K8rqiCnbkWc6NF2FEZGO01iLM1iwvL71796bZPNnfP/RK389/G0WCIEjTNIqihflGY3bWKWIppeDJZT2ZXRN0KJVK+4cHf4bBL5fDTqeTpqmTP5rmS73Oxh+Lml5+EEbjscOP4LEHMU/0z7KMxWqtEfHf//3f5+fnTk6O9/YPTWYb9RmYPrXZF4M0TbPM5MY3EQoMBoMgCGZmZur1Wrlc3t8/PDw87vV6AwtORNh1NLpySiAis11cXImj6OysFcYxT3dGFBElSTI/N9/vd5M0QSSY5k7HHp6ZeHjcFX+GHe2G9gV4ns4mKKCIAMBk6crKyg8/bPaTbGtru1KpWGt9vvizn8cAEATBysrK/Fxtb/dgrjELAEQozzGjiCjQQRTHnU7n5R9aWoVhdLZzlGslf+c29ySVJHy9p4PZxnFkDNgsC8PSf/zHv4WaPn78dHp6WiqVgyAIgkCYGZm8W/oRoJQKw0BrbTOTpKkwVKvV1683yuWg3e5/+rJ9cnLi2GMYBiLiGia6yvjLZx8iRlG8ubnZbLYhl92zeorvm6ulqdXKvd6AmUnRaGa1h4dnJh4vipm8SOPb5WGM9We88JUl94q6BHK2Zn19/dWrV4Mk3d8/DMPQdekabSrn8SjcYwIy8HpjQyn19eve6cnxwvwcEWaZ0U9u/yGSiMRxnPT7f4ZbE0WxMabVal0276bUDXH9sxPGTHikobt7sMghC0Ld63XDKNjc3Nx4tZoMBn9s7wBApVLNMuM6vqOOiAjYuzMeyTrnwWDAgI1Go1adqVYr1mYfPx60Wq1utysiURSJSGKMUioIAmvt2LwdRksYABYWFqJQHR8fn79STa+Vz8zVajWKSvt7h0UKpaclHp6ZeHh8hxTl6pgJO+riqlqFTa1W++Wn90mSbW3tJlkWhuFgMAjD0A/gs5/H6+vrpVL09evOyfGRC5gYY7XWkNmnJlFEzNbNDaWUuW9W+veCMAyzLEuSJIoia+33bgbd3EVxuDWMlskLFXoFAt1uZ3Z29u//9rdaJd7eOzk42COiLMuMweH4kNYaxbCwNxkfxzUARFSvz75aXwXA/f3jT58+OclgpZTzIllriXSSJADgun9cuNEiRCRsAaA+U+kPsizLAIBZpv+W1Wo1Qu52u6OlSl4IzsMzE49H2nDJ7apKKbkkm/UoruELXcIu/AEdBE69RRGJveWInTD2MlbsPvbKy+7Yy6nh18tzjWzQAMySR0L4QpF/0R64eC9bq4kEgNksLS7+8P7tycnp/v6BHSYAeFryRJNfxqnI6KRaX18vl6M//vjY7/ddwYljCCLjek9ElMsgiYx1Wiyk5EbnTOF3nPxcd0lN9Xo9MybLspfXRsCVh7synv4gKZdL3U6Xmd3ywYsV8JcL36/bB25uwT52U0bXu7UGxVprc8G9i3/RXRghTNKi5LrrKX52H27F4lDfTYQRMNA6SZJQBz/88G5tbY1F/vHH506nQ6RFQOvQUeXhpmIViqcl96aOeYOOqyQpRSQM9ebmptLB3sHJ6clZu93WQSQixjKRtuxi4MqR6qt71yCyZWAOlKrNNHZ2dkTEWKvCCBhuyOZ7FqdMEARZljnbgIjm5hrt1hki0kUJz9H1OLI8YVgBnz+GiOApjIdnJh4ej3eGfcvbScSVSHY67bebb358/24w6G9//RpopUhZP77Peh67W4OIm5ubcaQ/ftrqdDphGNLz23uCSOVyfHbWVEqx5Ze3rBBRKWWt1VrHcXBw2CEiRwW/l9UNE/QkubYTPAgiGmO0UgSolTImU0T/+q9/mZuvHp2effq0PR4+EgJgQG/0PfqsCIKg1zw7PWudnJwBEBG5uTo5FWTmMAjTQTo3t8DMp6enhEppzcwiU+dqcD4CrbW1tlKthiG1Wh0ZkeIqvrhP7vLwzMTD4+lOoyuldW41X2T4/NXZXIjMnCaD1ZXlt5sb7Xb7YH9fK3JHF5CvLXnKe3zhtziK0zRBoh9/2ATAT5+/drvdOI4R8VK3i+fYx7Uul0q7uzsv0ggQESRyqyMMwyiKOp3OU5ZaXS4IuRsVuZGc3NzHvdgaWFhrLcwAmAwGC/PzP/3wViH+/vFTp9M1JouiEgAwX9vo0+ORcHbW3t7eTg2jIqRAKWWstUNLfRJpcxzGz5eXF1qtloiQJnEcQAcwTWlRhTvAGGOtna1XrZV2u4OIMKL/4cmJh2cmHh7PaTZNSEtyexevfbGIpMlgY+PVjz++a5+1d3Z2CNgllQVxKbVe9/PpMHaQDvr9MAx//un9YJDu7OwlWUpETiTNUcfnvFTEOI51oNM0DcIXuaWfNyeJ4xiR0jR9yn6gl9wQeLc3nv8KN7szriMnFGCWZAyALAD4l7/+9mp1odNOPn363Jee1joIAmNSACLSFxsWeTwulFJK6TxagFSobzn5vgmpLBKZzMzUajMztQ9/fIiiiFC5DR+RpsH3McpM3JGUZZnWulKtnpycuWieIBatsS6TEw8Pz0w8PJ7CXrmssjXJUXR1qjEAM//44/vXG+vNs/bu9jaOIEtTUH61Phvm5uaWl+eTJN3Z2RsMBirIG6+P1Z88l60QRRFbKyIvsm2FG2FXThMEgckyGKnSecrxf4yErkkq4K21SCTWLi0urq8sN+r1nZ2j06NjGJPqQryGWXs8FpgZEZRSxMKAiOSEdAutrQmnhVJqeXmZ2aZpCsgMQqS1a7c6dd83v6JKpSLC+/v7w3kIQONspGApviDewzMTj8eyD87PvcdpAn/thmiBSCEB20wpEDFaq4wtoHKX43zYcCcPjVwduHAPjhUoX/gBEYhGH3H9sJCIRZgLHR0REaWVMRYR0jSlMGCnSIsIAIQoll0T6yzL5ubr7394/XX78PT0lImIyMBt+rUe33LKXrrvQRAYYxCxFEXtdrtUKnW73Xq9vrm51mz29vb2BoNBqVTKskwQGIU1CgIpNCBKgOQK2gCUzxYQcYXRF+qbRZwv3bWUvo61jk3RoqKUmRWaxfnaoN8TCyoIDIgASmEZfCf3whIQA7lW6gJFQIQJ2NpqrA7TjAAXFhba7ZbSKrUsIqhIwU0V8N+y3V13LxCRLTun+NifIwTh1HCiIErRglIAgAwgQgI32JgBo5uQ7DZBRUbYWMvCAFBBGiSDt2/f/vzT5mCQffq81ev1SqVSkiSBKg9nWnF9fOt26sFXGdwOJECS59Y6zRVmtpl59+5dtVoBMRfpH1mbsSUAhYgCQlTMHBneBRc6u3BsogyLgBgUgdLw7vXCl+0jQXKJuwwuyjZdBYZk0zAMkzSJw3imWml3B/1koIJInCz1NaVTIkKKnYwZgAJAFAEgERBgBH/OeXhm4uExkRvrpszyy57OSU0iGSdHjsmsLK9svlvf3Ts5Pj4GgOnv1fDC4AToCrU0p85srV1dXV1YaBwcNFutVpZlRJSm6VTlJ7iYSX/Qz8k5vrQzHhGZgYi01qU4ODxK3ZJBRCJ6JOGiywt8snDoyNsL7T/JbdgbKuDF+UlyExZslgGiJkfWhAh/++3X9dXlo+P27u5u0ff9ylbiHvdbRMVNYRZCcnpcrpx9ZWW5Viu7tR+HDz/mxpjl5VVjod/vI061aoFSipmV0sxcqcS7+8e5Z8FaAkSfu+XhmYmHx5NRlHED5KKQ6ITmC0oR7gYEYOYoCHu93puN17/8snFw3N7f33e+Or+/P/1dNsYAQBAEjhMaY5aWltbWFtvtweHhoYuluLujtQbMyx+e/T5FUVQqlY6Oj50iEOkXyEzS1CJiqVTSGjudDjMDksuZeajIwOXCjyt9Ey5iOpkLYmxnAEC4rrWi8xuLACOIiKvvN8YQotb6559/XFqY/cfvnwaDgWuUgYjZSFabx7fPsfMNXMRYIyJhGFar1YX5elwqdTqD3d3d2dnZeH7mwf86C68sz3e7aa/Xc4GXKT8NrbVzc40oKp2dnZ2nrlG+HRYBTA8Pz0w8PB5+C76yX7tc6mRSJIDd5li92DIlMwNjV5aX3717tbPb3D/cc8dhmqZPnED/JzVHLv7suIYwZ2mqdbi4uLi8PH942Dw6OrLWur51Ts5/qnKmK5UKgPT7/Zdqp+KwyKRcjrOMB4PBY3zTK+s9JtXOuvjGAjASMyk+6MpSE0vgOt6414m1IKAAXr/e2Hi1Ytn+zz8/DgYDZwU66QW/PzzU2odh6m0hHYCI5XJ5eXmpXC71er0PH770+/0sy5aW5r9lihWnx9ivlXI5jOLd3QMnyDvNKZjGmCAIAGRlZbHdbjkhbyQCAAIEPy09PDPx8HgyijLJ47cbrHh+KKKAUlSfmXn//k3zrLu9vR1EWmvtfPNP3KvBWyeEqJVyfelKcbw8v9ho1I+Pm66+s2AjQz89FDGTZ8/mr1QqaZqlaSqCSqmXlwIoAFprEYnj8LTZZhakvFHbI62R+2kE3/yBNyd0WRBEABEEQNdW1dof3/+wvr54etT+erhTzD2Xc+i2iLuVWXtcz0xkGKZ2YdDZen1tbckY3trabrfbMMyZzDJ+gD8pF7kKQn12djBIjo+PSU+7NLybcrOzs1Got7dbLnznHAcw7L3iYyYenpl4PPpONFVGChGJWHA1i6Rk9Oy/eKmTGxZ3ysi6/EZnHIzYHNczGRZAYRGtFFs7Pz//bnMj6fe3Pm/VKpWBSXKlHa9k8lTTaTjUwpbd+apIrSwvNmbqZ2et3d3dIAjcvXPmYJF9fmGN3JbuP6qpcNcW71d+mtPudIUlpVKp3++7/Hit9VCAYXKzP/9QmFpjQoQIiSgMo539HUTMi4nzQbxp1d+wfU0iinVDIMWJMglfse0MmxZdqz8wyihc6qZSZI0BEUJCgtn6zM8/vgsVff7wtdPpWHKKGLlgq9Z6kp2qSDyT8R1S7rFJPs1ZIyL0JPNQWJQiay2zBIG2nC//arW2vNgox6XmWXt//9AV8+Q94BH1JeaAw7vpaixcF5NitC8O78WYCQqACAshNhq1VqvNzAqn3SRz9XgzMzP9gel0OrlQRB7pE5BJRPPO2Qszewbj4ZmJx52PiqlRJXfeaSEitjaXx1GBFbhs801q2SMg3JMDjJGZMXMTMTfzhgNYaAqzgFTL5Var9Xpj48cf3rZb/a9fd6Io7Pd7GCjwieNPCBrK77hbppVK03Rz802pFO/tHbbb7eL4hJEa2cs3iIqbDeM54mP1rMXM/Ja7POZxD8Pw5OTEdYK/4+oGzgufprtVOKIIaK2VCnNjaJR4yLcO463Purs2qgzubLFbipVxuDmMEJSx7dSRTETsdTvVajUdJAL86tWrH99vtlv9L9tbvV6vUi6zmCv3mcn8SljMQ/cri9ugcHrcT+eLgvlpGHIUhmmaKlJRqPv9vnNAzM/Pz8/P97q9L4e7nU7Hha/dhbnK7ysXUT49KB/h0czeiznAfIGZgCACAysVVKv1rZMvjnBOeZ2Jo8elUvnk5DTLMiB1udqu+OIX5pWjboAjlgUyOyLq3XAenpl4eNzr7LyuevVODidj0k6nszA//2Zjvdfp7u7smcwoQDUi9unxZPfUyRwhorNCVlaWK5XS3t5hq3nmSo2L10yVvwCGJfthGGpFg8HACea8VAJprY3jOMuSLMuUDp7GUL5uvU9ux59/giMzF58auuE1M1eiOOsP5mYbGxtrjdnZnZ2Ds+aZMSaIwn6SQKj8an1YJEkCAK5iJwzDWq22sDCrdXBwcHB6csrWuuY5dwqh3wPGmOXFJZP1kySRoYD4NNeZMHMURYRycHAw7nYZMpHbFoh3vXl4ZuLh8eCGy30z0ZktotTr9d9++aHV7m5vfRWRaqXc7/crlUo3y/zYPul9tEyAKCDMcRgtLCwsLta/fNk7O20qpQod4fPaklFuUGhzPbm/z9UgOTY1OztrTNbv9wFebm0SIlurNbWbnadkrd/ohijeeKV+m8vOKupGbNpfWFj4l7/+EgT6H//4kBmTZAkAiBAjK/DM5IERKA0AaZoGQbi4uLi0NNPt2k8fvnS73XK5nI1k3D1cQGkYM0GBYWULoqysLHS6A2PMedv4KQ6bZ1m2vr7eaneyLAuCYJgVgLlKnsB1bYXwYszEz0APz0w8PB7AUjnPMv8GY2V9ff3d5ptet7e/txfHcZokTt4kTVPweVzPYeIbY+I4Xl5enJ2d2dk5bLfbhWarqzO+3DVilJk8VyqCu/hqtToYpFmWqaIBzovrZ1LkZ7bb7SAIWJ7u78LVMZO7f8JVMRM3x5h5Zmbmxx/fzy80zpqt7Z1dUio1WRRFgGjYKlTgw6kPDccE1tbWGo06ovzxx3av1wOAKIrSNC1ipO6Hos3Rg/JtMMasrKzEcby7s5/T1KkftzAMZ2rV3z98cCMzlhOI5yQErvDm5MwEnX62n4Qenpl4eDyW7TI5qpXKj+/ftlrdjx8/hTpIkiQKQ6e0KJZBe8/oU8Ol0ywsLMzWa9vb+8fHxy7j3LVZdATAZd1M28RzlkEU6UGSiIhSZMy0p4Lc88syK1JWuN8fBEGQZhnI8yzwBwxJFfp7tVrtr3/9eakUfvmyf3B8pAOdpGkYRZk1xhhQFIahsDfjHhjVanVtbalUig4Omvv7+y5G6ohiUSJijHk8dWYXk1lbW8uydDAYhEEkIlZ4yvlJrVZDwsFgMFrVlgdOLpZm+Tnm8S3MxHtjPG7aPc81NJ52rxk3ApARBRGMTZ30vw5UxgaQAMUVkhaerSv1fMdajgz7DeDlTOLbUzjcWy/2OigUeyyAIFgEAhFhkEwhgE0X52Z+/PnHw+PmwcEhKm0AMAjSPLEYH42WDBf4ULXUafcDMCAD2Lz39MgNhzs6hh/sjiMIuisDADDAASEgptYgCaABIBAEIAB1v0iFu/tZlsVxXKSYv3q1GgT60+ftohB2dMK7qTU+BwgRgASVAAJpQWIBBIuAkCFqEBBgl3mNpACViDDw5csuRCbkepUa4rx+1iIISGbSgJSkSS1Qc3G8f9Zi1FYUkLhmi8OBvGKMEIUtK6XEMmIGyAAK0AAwQGFq0NMHghQDul6ECIxgAQgAAYiBmRnYCPTSlEEJakT3LKO1QsENtOEGLnHDLiEADAI4olyWPy4AYGxGYDPOWAyiAAzFUkEyoIwCAxoYwV6w3QSBxDjFBUdLbJbONRq//PLDoD/4fz5sMTOTNowUlgwLQhDoAAAku6dCQTGNiQjAumlMitgyAE5VXRsioaBYRNIsBkREk0W22maU4fXJbHLjTFVWXOV64WUQEa318vJSvV5L0/TTpx0nClyU/YxWlBW6fGMXO7J/ggAC2iBQqeE8pWm4obpQWfE7iRrOJAsAItxozNZq5e3tHQqUAXZhWBlZhLePGzAIAKISYiC3CxEIAitEC3JxRTMgA8JwbeH1ZwYN38ZsrVaUZoNA6TAM119vHB6dWlGuI21+qoLNZbwJR2/LqM2gLQkAIgsKICCyiNaB4pQvnFMeHqB8zMTjz4VbU7CuoyX3y93SWltrmbHRaDTmFzu99uHhUZqmV+YIeTw2XCMz18syDEMQfrv5Ki6FHz/uuO7L38W3yAVkTRoHQRgGrgEfAOTN6V+ifwRAsizLMqND/ag9TL7lBZcZzuXp526Qa9++ubm5+Xr9rN39+GkrDGK/PB9j5jjZXydlYYxpNBpra8tEdHBwfHp62u/3S6VSIcf8lGDm+fl5ABhq7071SIZhmCXp4uJiQHBycgrDoN8UxpM9XgA8M/H4E5MTwZt5y3W/Tn6IMHOWZUFUMgLNs7P9w0NrbanTcyMAACAASURBVBAEznvnm5Y8/s2+8JsilSZpqRQzorC83niVGf7wX39cblFylXE8ddO4XC4rpQtm4kJ2L9G+BEBM09Raq29qE/IAQ1rETFx45B6OiRte44IYWZY1Go33b1+XKrXd/cP9/YMoiqzJi619L6OHtf5dFFFE4jje2FivViutVufk5LTX6w1XkHLs5R4U9JtsL60X5+cODg6TJCHSU5uFqRQVTbrqM9XjZq/X64VhmGWZa7MIPnfLwzMTD4+HoSUAAhdkc26WCr1waN1FPiUIAmNtb5Du7+/3BoMgipyLzvnv/R15dLt29O4zR2HY7/VnZ2ffvdtIB+nHj1tElGXZMOllImbyvJbjMA+earWaMWmRb/ZitblcowvLAKKUsln2GFoRYx2KinlzJ9VgFEDm838XX8mIzLy5ufl6Yy1L062tr61WKwiCLMsItbfw7re68cZ54/K46vX62uqisbKzs9/tdl35u0v0cvXu9+7Se2/MzMwoRbn27nNkz0689sjaDJDL5bIOop0vn1zMtmgKXAy1n70enpl4eHw7OcFbbRT4toQup/6e9VMR6fV6YRyziEvPdQkG/nY8JVxIoV6vv1pfMZnZ3T109yIMw+/rXjCzIiqVSv3+oCAkLrni5WUJFm0B85DC48dMrvx1krU/pr41Zqtprd+921xcXDw7O9ve3hWRKIpySslSBEwer+r6T7jVl8vlhYW5crnU6XaPjppJkoRh6HrIFAU/zzLgjUaj1em6260UTe324wZKKWo0Gt1ut9vtxnHsJINHOgv76erhmYnHExoEo3gkknDNX7/obuQLZdoXOjQDug10rAf8XZtt39ttVuTaumwNrTWzszYYEdM0JUUA4MxfJLr8FTweyzRhVqRcmlMQBGK5Uiq/ffOqedbd398vbvq3NC64Tln4fK6OtLjGy89OkNSXzy7IQwVaa85MGOh6vX5ydDDam/xOtKRoWU3T57XFonv5kCO46uR+v6/OKb3AZEM35lm4fenhLZPBBTwRlYi5IJwKgMBhoKw1hEAoo6XVv/32l/pMZXtn/+TkxHXLKbLvRpu7P+BOW2zbIvIyjUeRgtQxsyshg2Gr8mql8v7daxbY2zs8Ozsr+lqODvKVo33dg5cfdg9lWYakZUQK5fIJks9epSybUqk0P9/Y3t5xmw+RPE02V+6Pc1vJZOePy4hTCmfrtd29g4JLw21xkrEoNA6lXtwiISQk8ozGwzMTjz+reXq9LXLZJzphBfzoG51haq01xjjpScRIBIR5qFXi8TwoajSVUkmSLC4urq8ttTu9k5OT79czba0lxCiKiTBJjL/Lj7QVTPjGi/MNCi+JyxJ0k/DVq1fra0uZ5X/880OSJC6PyHuaH4J6ESkoiOtgMHDco1QqNRr1em3m+KR1dnY2GAyefbSNMVprIgLkhYUFtuxqXcIwNIanNtSptbYmW5xbBFSu5YuHh2cmHh7faotcaWoA5LkXV/q3xpPOL5IT59gsfi2KRpzfjpkRwTUH97GRZwZLOYqzLOt1e8vLy69Wl86a3YODA2YmAaDLvcCu+Pnyr86/OSxSeur7a61VSlerFUTwtsKEy/+Gn8cevLzAx15zazjF5dS5PcEY8/79+/W1xZPTzu8f/oiiqHDbezzA+maLcJ6R5VrWzs/Pv369RgRfv+y3220Xx372rdhl8Fpr4zh+9Wq93To1xhC5wMJUzwens9xqnqVpijoCuLnR+zV7poeHZyYeHmPWxmWrQnIBnitq38ci8uPk5OLLoigqfHIu9s0sAuJpybMDEZ3tvrCwsLa2dHx8uru775RbgyDI2H6P56ibV5VKKU1NmqYQ+G38dloC10hcXPlssTVcGUS9YaoQQqCIQNhkiLiwuPjD+00k+uc/PrgEfRjJO/V4gLUAGCgtIsZaQCyVSq9frc/UKqcnZwcHR26luPX+7CVYjj4ZY5ZXFkMNJ6dnWmsASdMUcXqlUIwxS4sLKHJ62iQi8cTDwzMTD49HMlOutkhufOOFV46wDmOME6Z0evlxHDmDRhOJeOfosxouhIg4Nze3trbc6fQPD4/DMHSKPZeTpO8XM3n681lrDZajKOr3+576PoYXQxAA7uNWsBaKrM719fUff3h7fHJ2cHCQZVm5XG71ekRULpeZ2eV0+TH/9lvmtl+tda1We/NmzRjY2z86PT0Nw7CoAHRyIzeEqp5sHRHR3Fyj2er3ej0ACQKdZVkYhlMbRUPEhfnG6Vmr0+nAxWjJeMGnl+fy8MzE408OZkbUReeBsWNmvGnJsFewAICgQCHRPk45RnsawMUew4L5Hxt9qyJIBr1SHJksW15e2Nx8QwgIICySF/0BCAqi5HWH1+/d+KRWJp6fKAAyWqstzyOuL+fXI/lgyLBgEuW8bzHmly84VI+92v/tGMja2sr8fKPXGxwcHqIiAMysCYIgM2Y0m+uOZyqPXIwMeyoLogiigIw2VB8N0uWU5o7nt4AMm7oLghACIIZhsHd8LHf0Al82wHK1q+c2KRiFhmsLgXG4yASHHbUBAAgQBR3hl3z879LlffRbc9HWXYr7hHKxVPzqnYEZRMQywgX1cKdBzobL5cqrjfWF5cVP27vdbjfNMkJMMxPHMTP3+/2i998Vs//hbffzuz7NArUX9x0EAYVIAnSx7xQzO8Ff5wwiIpNm9Xp9cbFRKpUOD086nZ6LYDtpYBepcLLgk9vio5OnsL+v/gREBJxItlFYBEpxVIrC7Z19ALTMxICkv4EWDTfD8XMJARHQ5i8ohCjF1ULdUv5OIrmcQJKVSiVFdLh/BELMltS16wsvnWA4/jQgUL6n59smCD7xuefxPTATz3E9bt6gH/aN43vZfeWwEJEtk0Yr157pw0/DS1ae3Lo150bxGDM5f99QUkkYUSqlKBn0Fxfnf3q/mWUZG9KBRgEWVoryY5UACIeW9m22+ePfU3SlMM6wOrevnnM3GLfgc1qHNAxODK8Xzw+6qyo9XKmPyyyvNxrVmXqr0z86OrLCjseSUpYZCG8JjNx0rQxC7qYCCAINC4sYCJ3VDOfOxSGDEnA5fned7Y6WiAi6H60NgkBp3e60ge47DXBIkgr35/Mapiiui4j7jlSsOQQWQSABBERBFEBBAmDHqCZnI2N3eZivlf9ASEOpL7zlc1hAQJgLCS/JzS5kC2srq9XZerlW+rKz1+l2nCWdP8sMAC5UMv75jzj8Q6vaiRZ+09b+aJc4DEQDAjAQIYsQIgkowFGRhzAMmXkwGCiliMgau7Cw8Pr1SpbB16/baZq6dLvRnpWTfNsrXzOmijuqsIf5tY6ETeUWh45CTNN0bnkpy7J2q0VaKUWWAUmz3HvnHd0DBZBhWOEIQLk37HzDdENMcttJ4yZoqFTKMjtT7/WSTrtXKpWYbwom53v1dQca5S9BQEEEkfzlOJUz0uNZTQEfM/F4XJbyIlEETohQmAeDwWx99v3791Z4e3dnY+11fjqCH7RnMHGcyQIACwsLc/Vau9U5OTm5VRf4O5rhrrQpSwYua+jFOxwvcDn8pnG7+dmb5fgmARGsrK7008HOzn6z2VRaOUrw7Rfv4eAStIIgQMQwDBuLtbnG7OFh8/S0WRTwTOdadiWIy0vzh8dNay1pNc07DBG5hMPZ2eru7qELUv0ZdhuPaYBnJh43GAQw6nzy5OR84x6qggpbEanX67/88lN/MNjd2U2SJB8rBM9MnmiijpyWCGgzo5RaW1trNGqts9bJyQkABEFgjLk5SHIH3oI4dPA+Q6xBREqlUpIkztb5U3lGHrse4FtoCQAohcdHp1/3do1wWI5twYe9QfdgCxzYWmPM/Pz86uqqQj46ap6dnRUn1F2jJU8zrxwzWVxcLFdKZx8+R1HEUzwnXN1Or9ebn59XSrXb7XK5PBgMwjDMxF67McrN26ZfAx6emXg8tGUwVbv8M48GgCK01gjz4uLij+83kyT5+nXXZCmSOu+6aJkIwTO6p4VSql6vz9arJyet46NjYYahpNJjMJNnOXFLpVJ/2BYD1J9i/4GhJt69t5dLCVTjz14XM5l867MW2u22UioIwn6akaJ81rkP91vBQ9j3RLS6urK8NN/p9k5PznrdroufGGPgvsK1T3BmRVG0urraOuu44ANM9ynpvB5zc41ms1UM5uW1MNZmdHQvvLTfembi4ZmJxwOxkVEXlMfwGGMEBJFSqfTDuzftbu/Lly+alA5yNRgiFItSZM57PCHW1taWFmofPu22Wq0ojJBy67AQ6nkBCMOg3e7nbT3/HLTkqZa2fIvBSgQsgohZlkVRmGYZESE4yQ3xW8G3o1KprK+vl0v0+ct+s9lEwHKpJCJJkrhlTkQjfaVwqq68Xo8+fDxRSmVZNs3ZXETEzJVKpV6v/vHHZ9em1m2hoMlPQg/PTDye0WsiFwqmn9aSuFwrP4KRRy69eExIBy71J7nsGR17+wVtrpFnnSI+EYkVkya1Wu3HH9632u3tnX1EZd2rSDELsyCIUir3rQPKUA7seY/K4XcRuKpakwhchQYRyRQ3/xLJa7hFBJBQoGhst7GxHkXx3l6z1+kGSuOIo/3mvmBj02Dy1gcucy+/uVic6+4vUj5RifL0EqLiD10Vh7n2CztapZWyJgOAarWyv7/nimrufZ+cPtV3ZCzjt+0hNLwLVypuXbk5FI8770zxA6FzIQNcnFfMuVVHSjltKBFxgzzaC8LjKi9YUV2O1lqlNQsg0qhY2tzc3OJCIzPp1pdWt92JgnMFcKd1VtymOy3hW8+sO4hVDOE+swjjiMjCwtxgYFutlqNPTz/CRE5T4Pb+v24Ov3q13u32ndCZu+BbdTJuCzsPJUxyPQYSAWHxoUQPz0w8PO7H0/KcfmYGkLebr9dfrR8fn+ztHTiTiQHB+0SfAwSYJsn8/Pz8/ByAHO4fttotrbUiZV9Es21C0hoLo2dpaYkZrLXgpSnuaDVe+B/vtvydfWatRQAiFUWRsKgh2/F4QARBYFkE2EU/SKmlxcX5+UaapTs7+2mSImGgNAAU1RpTuBDcxAiCIMuyOI6r1erW1k6WpWEUEZGVaXb9yMzMTH0m+ufvX5VSExbt+HoqD89MPDyeerN2WrT9fn9zY21j49XOzu7BwaHSARQKt7l+qMeTwhqzMDf/emM1y8yXLzvMXDhTBQRH3JPfqzYXAiExM1tLRHNzc8YYaw2hz6y4j7F4Dy6RK164Dqo6+Ntff2rUyr1uXwW+W+LDI01TpQNjrLWmVCotLa7MzVWazf7h4SEz6xHZZRQo5L/vVBH0BHzStZ93jSAXFxezLG21WkVD+tFmStMGZl5bXTw4bA8GA8fJz0XPbqjNE+8o8fDMxMPjCeFcR/1+f35+fvPNq61Pn0/OzpQ676dXkBOPJ8bMzMz6+nKr1W82m7m0pYhT1HWNESakH1N7rI76LJVS5XKp3e4ws9KKmYH+1MbxzS2SrqMld6pHd5LTaZpqrWdmZn5+v2my7OS0Xa9WhDO/AB+eiSMqpUJFCwuLQahB8MOH7X6/r5Ryq9vdESJCOs8vmjaZFpc0xczlcrkxWz06OAYAojzwTlO8bOM4DsJw/+PW6Jq6UpF5rAJ+tJLKxxI97g3vcvPwmBRZls3Pz//2yw/Hx6fNZlNr5RxgHs+L16/XkyQ7PDzs9XoyLMkIggAA2L6EbC6Q85OeiLSmLMuKrHo/Ab6RzNwKrbVSSms9Nzf3y8/vAWl7e8f1IOcXkS44bQiCwJiM2UZRGAThly/baZqWSiWtdVHsN1r5M50+BVdngoizs7OlctTpdAqN76evM7kTarVat9tzMmg30BIPj0eCt6s8roVCVmjdvs8Xk2IFCFDd4+CfvOl7EaAvHMbCTIRsx52dTvdm7DOvq4C//Nevq4BnZABgtgRIiGzs+42NN2/WmsdnhwfHEsQWwDLkxXwgyufYPt4ZPyySlLzjumgFaAazM7MrK8udfn9v74CZSSsRQSILAq6Q4EarZfKnxiePuJ2TARgREF1eFSEqZIMMChCJQFiTAFgQy0CACOK0EEanX/4r03C6yvgPwqJIWZOVAgoCCgi6nZbScSpKlFbwMthXAMAgCCIgo3uLoAgBEAgCkxCJHVZFMwgD6uvu1NjSHiNyYqybUYwA6O6lCIoAaAEtwsxOY8CalIh++en9wkLj+Li5v3fExgAA4LiJKQiMICIoood9OHgofPHU1qgQAIIoAAIBAOu+bl4W9+SwRYBDAOWCCAcKCucCAoJg2IoiRto/Pux0e0QEgKk1AACKjLiavnH3/M0U5ebY2uhxI5hPQyj+Qd44/bKIgQAISxAEqRU3lySfCIKIijiK9PrqfKvZtCigUPKPy3vHP66lL3p4KA2bsyO7BDgBZCAAIGAA0IRpmmpNWZpWKpWFhcbe3qFjVmMznHhsnxwbjWsHWQEJAIMIMiAAWYIABAgI3A318CimmR8Cjz8V7pRoniSJk3wxxszNzb1+vdZsdre2toU9CXlWooKYZdnMzMyPP7xWCnd3910JkPNtv8Bt2ikUIRpjyuVSZsWVv3vcewe4MJ2G/+eFYgIiDMNQSZIktVrtL3/5ba5R39ra/fJly4/hff0L5wOulFJOxIxIIeVK6yImy0Z5gmX+fqe6CBNRrVarlMKTk9MpXxSO17lmUIhwdnbmcucuFJl4eDwJfMzEY1Jb8JpT5pYXT2G2yYTkRFiiIGTLwrywsPD2zcbJafPzp61SqZRZ40tKnhe1Wm1hodE86x8cHOTiucwu0+P+/RMnn/9OtxqKQM5jL798uhprq9Vqt9s1xng74VbicVn895a1L4AuWMUChGmaIuLbzTdrq8tJln38tNVut30C50NMZ7DWCrMLvrOwMWYkd8ie3y9mEUH6LsvDmBkBFhcW2t1Br9cbC+5NFVxVnrVZqVRaWlxoNrvFGhltsHhrs9qbbo335nl4ZuLxqOTkZqt+8pSt56UlN2u5ECIzp0nyan39hx82O63e9s5eGEdZlqHyrQmeE2marq0uHh41z9rdouRdRFwC+uSGy71zP0aZCT7JpCVS1lhCLJVK7XY7yzJUoZ8Jt964G9Z+/iAOHS0IBOCioVqpQb9fKpXevn27utz4unN0cnKSJEkcx76w5FtsdXB5GggEgJpAwNrMWhsGMQACSKC1MbZYdEWb1IkPpuk6a+I4rlSrnz99vqtK9dNfqlLKmLTRaASaTk5OwzDvGjwWM/kGZuLPTA/PTDw8JjBQbgABKKXmlpdfv37VbHb2dvcEhIiYfFLsMyPQ6vCoeXZ21hukaighejla8nIMOmatAyOildI6SJLEWquVm8O+sfh9d4CLfU9dFJjyAh9eXV19tb4SBsHvH762Wi0iCoLA2Wp+AO+H87IKARHJG5QyV0vlRmNWKUz6mVZ5Hpfzzyui7zc/ExEbjUav13PKHNN8qS7mHATBbH1mZ+9wMBhorbMsK5fLrtTEJ3R5eGbiMS0b64Wm6+O+kPtkwtyjLdrwB2bmYSf1865z7pGxFI7Lf/HKCni42LLX/RqGYbvdrlQqvW57eXn5l5/ffdnePz09dQ48wxYIvfPnuacm9Xq9LMvCMHRy+4X5cqeeBjfMzJvFc64s9JRhUa9rDyfnfQBcaAXHJuCl67x2Wmmle71epVzSYBVBs9kMgmDYy/nlsAUiAhan9Tw22pdRPHPDPnQ5m2t05DNrii5ySilrrUZKszQIgpWV1TdvVru99PcPn0dn19imMdqe3GMCZsIi4oIg1hhGJMSF+cbS0pJSBCBEpLQCY11tCYtwPituPymuWVO3rP3rzoW7Ik1TUIFb7cwcaA3CgzRZX1v5/OWLMUZrPc2xNle5Nztbs9YeHBwoipg5iqJRea5bj2+cQG4k3w6dasg52/HLyMMzE48Xh8IevTIeMuHx42yjdrtdrVb7/f6r9Vebm+snp632WQsvGY9+K/V4uukNecu2ciVO0/Sl+kFEQJhdacFTHH5au9QsBEQWEhgkg0ajsb62UqmWtncOms0mALjiJT8JH2AaswgzKOXaVmqlZmq1leVFY0y3M5ip1QDAGvu958u5Hq8gXK/XjeUkSXICPMVnhjEGAObnF1rtjpvtPjzi4ZmJh8c3GW6XWcpIqOT88VuZCQCUy+XT09Pl5eXNNxuddm/ry1cdBNZYFeihgKSnJc9/9o9h7Nkb3niPp6ZhhgdBkKVJpVzuD5IXfGf57lGIe9OYQjKBCF1zktl6/bef3xOp7d39Zqs52uDS4yGmsbjqhWQwiKNobXV1fm7m5Lh1cHBAimrVqlKKr7qb39ctQESTZVrRwsJ8t9tLkkEURtbaaY5uWmsXFhYq5Xh/bw8R8wq6q6re71Rn4uHhmYnHn/nIk9EfRjO4LvaOuLHknchlEbx+/Xrzzcrx4fHh4RECsuU8IONjJtN0/H9/BOP+xESISERKpbjf773gVYzD/t9PwExQUUDEzMBCRPWZmfdvN7qd/t7uQW/Qo1CNpgj6FfcAa5bE2kyEFxbn1leWCXF3d/+seaa11kGILr8H82Td73QCs+SHRaVSqVTKx0cn30U71DiOV1eX2+1OlmWjG+nUdrH08MzEw2Pa7bYxcnLlYXB7yTuRiMzPz//808ZZa7C/t+/KXpM01YFmx0qeSifW40ZaAnB9HdQN1SPfqcgPQi7cGYTh2Vnz5ToXBBG1UkHwFAeTK2e3xsxUqvNzc2/fLB8ctLc+fY7jeHZ2ttVrG2PCMHRtvP2ie5BpTIhz84tLC4vdTqfZbKaDJI5jm2VsDTilB3VFFd/k4/+8y1ZEmFkpRUT1ej3Qut1uh2GYpdmU1/E3Gg2l9GnzTESCIGB7od7dx0w8np6Z+InlAZOYa5OrBt/XLrml/wACAQO6ZtAiIIjORnU9e8+bhINA3sFXrv9DzhIiRS4kQoqyNKvP1t9urh8dt3Z3DzBQltmYTAWaRXINpIKeyPei1I7XXCQCIAjlbaHHXvwcYGClyJ3uBAjIgVKBDpxMz+icKzLRbzVEHslhmTsUR1SDR4gxnFfCA46opF547w29ya/4c2I1EIMEKkiSDEAJoMi3GgUiCvIejiBiAZ+zmkIBA7NCVCilKLyYN4mCKOD+Aecav+Kku+UqP8X5FBdXJu9muVu97jFQCAAwO9d4tb5arZS+bB+cnZ6FpciITTot+v/Ze9PlNpJkUdPdIzKRALhvkihSUlV1nz5nfoyNzbz/Y1y759zu6ipVSaWFIimSAAFkRrjPj0gkE1sSBLGR8s/aqikSS2QsHu4RvlgTLlFHda8wvGMUaCmtrHx9Da2qJUsKGfwfiECeOAFAGPpuO6PtmjkoQkKRyqLTQglUZhaRjaS+t7+72WzeXF9dXn4nxCiOnHdIZKMIEZhZxIAgCKEQIRgA85BOq0hY/wBRILmol363QShenvdTf1AlrBfqD7cgAokgcy2Od7Y3b27anpkg4vw1CxlgDHMbczlOWK5cj2NmrVDoCxJhZkAwxuxsb7dubnvdFMEQWgZeyJ0J5hHwUj5hAgiZ2FTXUtQyUaYV9EWhpYGDE6jKp1GxAYwVQJOyZpV/QEFCBAFCQoCgluWCTnBYU5A8oc/YRt59MkiWpUSEhL1eN0mSn386vbpp//HHn3llDEMYdB280zggN0ueysLByb+n3CJYD+uKDGZZj5AMEQB4lx2/ftto1Jll0JMOmKV6xpbHuuLAb3oVZ2ynFpbJ4IvvknHlxgkigsE77VBG7HwZVQDKi4JAjPjYoCHKUgdoio39cbPQ9h3KAaCfCzvXt5Y9vZEdCBBhvZYkccS+eH4URESCYJzkJkquz+Srf6DfBkcpKG5BFhACYTdNGaTRaFCabm1t/fTu1DP/9//8K+9wBEAgMmUDeFiA4EjG4aF5cfe/MUbNEvtUAASQ+5Xty0cSmCfm7Svhc2kqIoTDhRDAIyJE0O3eOucODw/fvT4Vkevr66urq7svCGYSCJpcriIYBCZByS0TkHmorWNzNk5c3CWR008ICQzCY+RnaayZkyhK03Rnfy+pJV++fCNjMy9gLAMsyO4P83DAWr7bD+8mpggiUl9ckbAjEAQQlkazbo35dnbBHoyJmKG6hskkOTnapYM6Q8mqy8Ui4l07VRFVBiwTRflR7a68lhelabq5ufn27Wnm/MePH59xZYw1h4hAJIQjH796tbGx0eulcRyPTc+a+6T/ACOFiL1eb3NzM8tSZgYyz+8ZvfdxFAv7nZ0dRJyLEi93xxRBCxPxnEQxIPpe+u7t6Yujg5ub9h9/fnhQsmllEsGWCzfSIeFslmUbGxs7Ozt7ezu9Tvf796tutxsEbDmh4vPoe2amiADg8HD/6upmnUPCQr798PPu7na73bm+vo7j+AGnM4qyOE1Au0D5kU0Ta22apvv7+//1X/+ZxNHvv/8RHG1VKK9ks6zVat6zMeb4+Pj4+Oj8/KLT6ViLIjy0ZQ4d6VUU3qn46xPCOddsNnu99LnWILfWhlP2jY2NoXoms88oBO7/L59gJrq9vpE0+3/+r/882N/9/f2H335/r0rYvAiVaKwx9SQBkW6nU4vjk9evX7447Nx2//zzQ6fTKZftewYLc2gOd7vdZrNZT+KvX7+u81INqYGZudlsNpv1m5sW9HPAhO1vkjdXdVLEZyNvlRUvJe0C5UdWhZ3zGxsb796d9nrdDx/+CnK50+mocbISut1uFEUvX748Otw7P7+6ubneePkK+jWhR60OmcIT+nmMIyLWarVut/tslVpjmLlRr8exvb3tRXYOe5OACEoRfGYJs6z3n//x8+HBfpq6X//9vpyJSBNwPR4WAWHnnIhYa1++fHl4cMAinz59ub29rdVqQfcNlaMGO/yZLFLv/cHB/vVNu9vt2sjKGrcVQKy1L14cdbsuCN5wzVXcZY2VnE80iYjytNA7E+WHtkzq9fovv7zLMvf+/Z+9Xs9aG9xmVKquBO/9y5cv1e6JDgAAIABJREFU9vd2zr5dfvv2LfzGexjKbDM2K8PznqghTVyWZc/1kZlZhBvNhjHQbrfn02+Y/y9ovj5z7968PT1+1Wn1Pv7x0TnXr2dCz/UmavkTNY7jcB7/+vXrt6evBeDTp0/tdjv0cEh0Zq19lqs4HGxtb29cX7eiKFrnTUSYw2HHznZyc3MTMj0Ef4FyLVc9nlNWgt6ZKFB9BDLeSWYwZG363KyDqbHGvGVskq6+7iJEyE5Gs/GUXz/2K4p/EpFzLqSL2djYePfuLRH89tv7smju9Xpa9XlpqkwYemaOI3N8fLy9ufn5y9nNzU3NRmH7JAKXSdnBJ6T6wX5uttFJO/30nr6d1Wuk0G6LpBGB0MjxDR35kkltIyK0tlaLb29viUie6UwQlmajfn5+PVLnXu4oJdbL/wtj4m7DWBCB8y7chuxsbf/955/Y8/v3f37//t2QEcwrljCzamBzsS0JoHvbaTabL168SJLa2dlFu90GllocMzOyFB0+mppCBJgZrRGWIvcdhZUF06YFH/pncTNTJHEZ2heK3a3aNC3uEEb9DENkjTHGAxtjDvb2icz19fUazijmvI6l954QXeZeHx/dtFyr1QrjEoTYpGOgsf8c25nj+zB/TZHJTFeMMhFVv5Qfb/sk6vV6Gxsb7968Nsb8+edH55z2zErsXuhX1iOi4+Pjo/3di8vLVqtl73Pm+aFUyWBFA+Azrq0RYqZrtfjm5qZwspptUjnngu4LIsAMng/39v/xt5+R7KdPX84vLuI4RlJTZG4DV7Iu5ODg4Oeff97a3Dg7+3Z5eemcC356Y4+iSvEMT/XxjUEistYyi7X25ORlu93upyZba+EbRVFSr3///n00WyBojUVlpeidifJj4b03xmxubp6cHCPhH3/8cXt7G0WRc07vSZavcMdx3O12rbUnJ8eNRvLHx0/tVtsaU6STrDZpZJyVsogNdfgzS1mDl3P6t7297b1zzhkbPdf5EEVRFNeurq62ms3HKMrF6bjrpZHBFy9fnJ6+vvx+9fHjX9baKIkz1sU+59WRpmm9Xj/cO9zf2e7edi4uLpxzyGINgQB7b4wZqK4hs1cpWasDCxFhDvd4vLOzjQjn59+NMWma0hpXV/TOvX71qt2+vbm5KdbC2PCSmaP4RvOg60pR1DJRlDEQUb1e//vf/4bg/vmv39OsZ60N5oq1Vi9PlqyJtlqtra2t169fNxvRH3/82el0GvVG2utFUSTOV+x5Fen2F1ExusIyWYIqZIxpNpu9XpeZzbNemMJ8c3Ozs7n5SBsyXC7tbm2/e/1qa2fry5evHz9/iqIo85mx1sQ2TVOiWNfgXFRz7/3W1tbJyclGjb58Pru6uoqiKNwkBO9ZKDlWTVhW84mrrvA1WtjjA4B47621uzub5+fXrVYrqsVZlhlrZV2dlqy1u7vbf/31NZTCHBWtMEUxkwf+VS0TRS0TRRlHHMc/vTtl9h8+fHLehTjFII7VLFkyvV6vXq+/Pn7VbERfvl5mWVav151zIUvMvRr/tOEbz0BMW2uMyTIHwSH+OdYzYeY4jjqdbqfTecznhNRPALC3t/e3N8cxwoc/PpxfXNTiWDD3pBcEMKSa0rzY3t4+fnXk2f/1+TztdEIUX+jq8EO1WfKkvYZC8ImI1JIkjpPPnz4EYyxJEufd2gqore1t76VIyTWNEaIoy7RMNCeJMlHmhtDe4AI++Dfpu9KE05DBMMQHHuyWoxKH4tdLPzCDZN7Xosi7FAkR0IMIkh90Yh56Y0QoIp1up9lstlqt//qPny3Bf//v/xaRWj1x7GHuOUPRAwoIAwgAghAAghgQC7D89Jj9gcPySAkA5/Whpf9zqBQtXsSD0Mzt5LvoNQaAvAQ1CABYQSP51ErTFJl/+flNLaKPv//pnLM2EQZCgjxXgbAIoLCICFfs8Qb9rCM1q/oLJMChygohIBoADklToR+fjWSQAPN4dYdwT211KwQhnUM+FpJmaa1W897XkoZN7OVfHZPUmbnfEzzTogYMBSUQRVKACBHZE2IkguEpAELF6qX6OxGYzY2Nm3YXbJQiOcpjoPMlfVf6vb/MgQQ8AHlxxphQRVGYLRlhfvPmzcmrww+fz75dXgAAxLUszPoQX8KPerY8q0GphPWgNPMAjIgiDCuNZgldFuLHixLwjAChwAuGP4zxSGRAQQrdjQLsfWRtURvRSJqmaZIkWZZ57w/29t69Pb68vL68vGQQJAJDIcI5Dy4vhliGN5e7f5JhQSTDKIAOAATJgxE0QBGBK4374F7Tz71WFv7lBY79zGwi5cKbgGDL20T1tczAnoLcb0KYRCwit53rNz+dXl5d3qZdMAgAjn347oWuorxcPYKRfNHmEeYChFDUrGck750xKC61GCPLy92ts7PzMArGmKIT8tqXkBWDNMmenGpnLy9wDAnZ8iYilssZi96oKOXJoncmyjMny7LgKEJE/9//+38Dml9//Q0AkiRJswyNupsv0Uhihn7inY2NjbdvT72Xr1+/ZVlmrfUPsRzW4XhvoUUwQqbg0GlRFHmBZxz+Hp43svZ792pSBMigCgqYa7x5ZQxhQYCQW/mnv73Z2Ng4O7s4/3Ye1ETl4eNxtwTDsbp4j4gEmPksjuM0TaMoOj093dxonp9/v76+FpEfMq+AMPskSZrNxse/Pq9tK601rXYnjuPM+b39AxvFQZ5MujDR+xNlldNVu0CZUgmrOA5ZZ0KMdRRF//jH30Xww4cPzrlwFG2MYT2qWeo0gsLT4+3bUwC6uroIo+O9R4uD9ogUR9NDJkp1BPySloMggCw0f02Rz7SeRGkqz7iYCQBYa6M4brfbJuQ/GDFLJpkrEM71ma21cRT94+9/q0X2t9/+vLq6qtUT0QU+yzLt/yC50SjM1hhrLDMjRWmabm1tnZ6e1JPoy9eLm5ubcPTOMFARdVjZnTDDhzIIP/gYAqvM3cWLAjDGnpycENHNzQ2tq6dlcYwSRdHr169arVZI+uK9h35J+JKJMocovrGDqFmDFbVMFAUy70xk3/38NnXZx4+fut1uVIvJmF6WGr0zXMQWKIMaQ2kHMkRZmkVR9O7dW+/569cvQaEkIkR0/Z0e+h5fMDlz5eCuuYpdDgFhgXcmwSQLJ5q1OG6326EOz3OdNhsbGyLU6XTHxiQMwn2HHAEAdp6IImtPXh+/enl4fdX69dffhDlJEhYBPfmdhSHvXCZCEEnTHjNHhg8ODvb29rLMnZ19CwVq8+o9hPLAGT6zhn2vWbKknhKo1eJXzaNPX8/XubSi9xxSUB69eGkNXFxcDXlwDdkhC4k8wdwyUatEUctEmZuqVNq45Ak1+/Xr11ubG//9P/9CxDiOw1ZqrfXMWtZgARr75F2cpV6vHx4e1mrJhw8fitDY4LmEwVunf+pa+PAjAg6XWrszXWAVxRDKdyYLsouK5WatrdVqF2fnY8K9nhHb29vOpd47M2KZYIhZAEZh6odu5NUiRBpJkmXZT+/e7e1uff5y/vnT51oce5HUZbWk5rzXJTkDeX4ADAEqYsi4LGPmZlI/erG3t7fTbncuLi56vV6SJCHSPb/cxPFbxqhkmD4CfigIZGyivAlmw3L2KSHEy8vLNU9FHbKl7e3tXVy2er0ekRGREGQyYpws6s6kEOmaQ1hRy0SZj0FSPvsoGyfFpfy9O0R1gfahf5Z/yL+IyvW5BPsH9EG2FodAwVMreG29Pj5oNDf+/PjZeWeMcZk31rAwIi7OLAmNofX1vcGhsbzXqJhpvy42IREQRExqteOXr+r12pcvX8rjBQDee8g9Cu7uTMbMvTwieqCfqwu0z+dRxkTWIgAWid2KvR+Ex4eNysTFMileJbySiICo1+vBFH4vD3oWRJTVzdDQjJBuFREbjeT6+qaIroE8/L3fVPa5yZqXfRcRQWAE2Whu/PTuhNn/+u/3nU4niiPPnowRkGyJkTn9mO91FOAIhfcjDhj2k4S2cFh+4jmEKoMwgWw0m4eHB81mfHZ23mq1ggdXSGkYCofLYxpZOkov5xh4jPE/dmXNNzwMkZjd2ddL5/yaOFsWfVd+SiJMO+nGxgYRnJ2dhWvqUSE5xm17HjJnvKXUb+HizneUp2qZaJyTMlnmTpRZAoLj9NhpjJMp1aahH/q6PvUPqnO9CkdkaGGWENG7d29qSe3bt2+tdguJnPfGmPBxixOEIfuRX3CE9OPsTOmHbyDK4Oll/8BsHkZPUHIkiqLbTrvRaJycntRsfH5+HmJLRlST4TuTu1/eTcXinqSkuMiDTet752R1YQTEcJScd9hAY/pl/u7U64FYGRybC2h0qhQ2ubWW2YdwVRz88JlGv6TuI/WbvLKpGP4bx3GtRre3ncHS4Pn6JkRD1hpEYeq/QsQjwMHBwU8/v/l2fn12dhbyKDAzILIwLuUAu5iWAncGQGmSrIdlghg8D7E/B6o9qULns/MAYMlmWQZEr1693N/fY8/nF986nU44gM+yzAzVE5wua8W4OYwDomCCZTK8MGGq8iZl9br/84yVTwoRGYZbRJglVFJn5rWIM7mTnANdKiK7u7vtdsc5F8c1kYn7+1xKW95beWagwqPqoUpJEOidifLcKKL6Tk+PazX716dPNzc3eZUM7wmm3EaVuQ1Hp9PZ2Nh48eKFIbq8vGy320UZmbH2sB6fFfpTlmVbW1tZlmVZlrvyP6+zpDiOnXP1eh0BQgCx98Nnz8wCnLJn770HSZI4TdM4tsevXr483P/j/afv378LgrU2SzOypkhBirrAZ5x8uY0lLFmWRdYeHR7u7+30Op3r61Y37YYsBaMjNX13l+3SJz2rRSTLfJZlzH6dpxsz12q1yJrf3v8Zx7GIINL0IzU/k0njTJT7UctEeXYGN6K19vj4+OBg69///nDdvg4ncM57G0UDXjTaWYvo/8Ftx2XZRqP57u1ba+jTp89ZLw0h76NqzdCdyfQGyiNdn2d4pSxrJotIvV7vdlPvfYjJWcOLuJlVuvCD9z5J4jSD29tbIsrS4RRkxhgCBIQoithx+7Z9eHj4y88/xUb++X/+yWDDHan3vlarZd5JaYx0jc80NB5DcR3g7e2tt6dvooi+X1xfXFwYY4wxoZggM49JpIZVeumQ4T3lApy+BvxKTl5gwj3MurXTGHDep2labzR7vdQYmljxfXJsycwyU+NMFLVMlB+ak5Pjzc3Nz5/Pb29vg6ESYjS1Z5ZPrVb75Zd3LPz17Bt7DkEFWZYNeXOVdzJ8oP6/CMtk1H1r+QZ20Cfq9fjy6gYAgvOMPJctPUTfhnJDtTi6vm55762h0RN0Ec8i7LIs7cVx8vr1q6Ojo1639eHLWdrrMTvvva3FSNhut+OkBtAvfaLaz8wmMXsE3NndfXn0gn32+dtVu9WO45gQnXCILYmiaEwiteksk8es0zV0kV3/O59w43p5+d1aG1ydq1y5prZM7nXZGvq58ITTpalUGdLaBcozY2dn5+hw6+zs/OzsmzGmf3Od2yfaP0vm3bt3LPL589dWq2WtDWf/SZKseR6bdVB3AMAYE0c2TdOyW/azISxJa20URSGieqyiw56JKI7jpFZ78+bN2zevz88vf/3Xb+1221hjrW02myKSZdnGxobOnPlMP8Dt7e03pyfs/ce/PmdpliRJsDvCVAxHDMFEeaS98aQdFMOeEoJh1vnUILQz1AtK0zTkHy9F8jwZE0v5EdA7E6Vq7wgnK/f6Ac+s8Y+m6hrNyhV+YHQMDMCAwuwMkQEUZiRjkQ1mAGAMHh8f7+1u//H+w+XlpUEUn4lEReSjmZfYRRk8j5V7t/m1FPgS+nPwZp0AqNotwQNyyXcBBQjy63kRIUidc8aYer1+enpCCN/OzkmgHte8cyHCJCg0Q51iJRv6ImOCp8SYaZNnHAZY0GZ6T+k3AQIMjtqEgIgkAALIw41FKqXgRAbgkFoK7o4b87mEOBA7G2KloihCsr1ej4jC9cI8tR8MGXUNAJdGP/x3MTqWhM8XBLGIWadTQ7HiI8DP518E2QOjBQEPICSSH60ikbEUJb/847+iOPr190+tVgtMzMBe0JNknIFBMjZ1Wf4MeiQLIEgC6IEYEYUg71UGRAKWYpFLEcotxhhhtmQOXxzt7u60rltXV1fWWgHwwoDg+glIwjwcspYRgGCi59VQLsTyEjOEIN4aAnaEIsIIQkCEYlAAJr8RxgTEl3aN2foNJMizvpgXFhIgAQMAYvqS0/VNNWAPwrTOOegLMYmIjUbDswthJmGEinEM/zSCg2/EyXsd3rPDFEoCZQAQgsAwZA9hNgBZXptIUQa0EEVZm610MEdwlUltbVDdENFlmTGGmd+8OX314uDzl7PLy0tRP9ZFb3V9HT1kxM8LGvSVhiiKfv7pbb1eu/x+laZp2Pz0nuQBopmImeM4fuTJ9DrPoHCiUavVnEvDz8VRyNBLe710e3vTOffrv/9ot9s6Pea1foeEapqmSVz75Zd3h4cHt7edq6srPURXFGXJ6J2J8iSNkyzLvPdRTJ4ZiXq93unJ8ebmxq+//Xl1fW2MBQDvvehhzGJ0mvIJm3devA9GifceDW5sbLx8+cI5/+Xrt+J6ZHyVj4F/jpkJP3Q/IzabTecy55yJ7LNc6QDQaDRu27elnLYgwkMdQYhX1zefPn3qpd4UjighBbOqzrOOQPhPPxs3CPvDvb2Dgz1m/vr1LJTQCYc+lcu2Ovuwsp4yfGBwRmpi6sApapkoyohZUu1CZoyJIiSibrcHgG/fvjs63A3nqURGcp9fDA4/ygJ0mrsreEQwEaGAc6lzbqvR/OWXXwjlzw9/hRjZIn0NVAZTqmUyLJ2t3d7ebrdbz3WxG2NE/MZG8+zsW9lTfyifqXcuqSdZmmVZVq830ywrLBNN8fNIy6S4+WTm09evXxzttNq9T5++GEMhDVcRkzCNZbLyvBHKbKaJWibKWqHOFcr6Gif3voyZrTVvTk92d3c/f/l2c3NjrQ2eRUGx0/5cnFYTsgOHI+6g2QjL9tb2mzcnwu7T56+IGEK3oe/5rZrKgzDGJAne3naepRdcCBYSkSSphXzBYUWPzhMkYg5JZinLMi6ZuGq+zq6a9pdwuDt5++Z0b3fr7Oz629fzWlwrKpaM5tBTFEVZKKq6KTMqptXFdycFshd/HT1BH/shYz8heKJHUZQ6T8YkjeanL1/Pzs6iKMo8CyASCYAXAFTbexE6pUdCIhKX1yRhdgbJRObt6Uvn+MuXM2YOwe5FpOxDzZKgqhIRIhDR6Ok4EXE4Ohc/f72tOgIeSgkA8G6ujkaoF5kC8N66f4Pf6L1vNBreQ4jSeZY453a2tkSw0+lQLWYAa0w3y0II2aSxuCvPtzZ11p+QKeicj20MAoAcRVGnfbuzs/PLu3ci/PXzWciyAMBFdYsHHSjM8ehB+ptMSAU26SJ9rGla+I6WN6lqI7a8y4QMFfn/yzPJphAerOiZ6W9F5pWwS4ABSq6D+ZUp3I2VoqhloqyJuISZDj6ZWdiJILN8/Xp2+f0qRAwHhVVPUhcKITKz91yk9ImjWJhPT44R6fv3C2YOTlzGGFCnjlmJokgEinun57b3WOOdJEninBORNE2BGYzZ29vb3dnW0V+4WZhmLs1evXp1dLB/e9tp37TSNLXGICILa/TOM0eHV1HLRFGmMVEe/hYUgZvWrReM4lzFAaDyURmB1jCZ+2jlfiCRtcLC4q0xb3/+uR6bT5/PggdIqC8BAGXj5J6LCBwzxPmlS+XseK6WT5JEWcZpmiI9w5uB4HW5ubnZ6XSccxBH1tqXL1+cnBwbAJ/psp33gQIRIoaDakBIktrx8fHO9lb7pn19fQ0ixqAhvDcebI6rT13ylmqMFBcmiCAaAa+oZaIokw2SGW5OiAjBgNzFyqZpaowhIu+9HtIveIcDIgQR51IAqNfrb09fR8Rfzy6dy+NlQxLhUEpvGrNk7D5652IBgj9cJ2Mtjq5vbrz31kTyHL0dGo3Gxkbz/ftzIkJrf377dqPZ+PLlDFheHBzoQlvQvBIBY8xP797FUXRzdXN9fW2IABE4z/1tiHjxzQC9TV36uBf2idqCilomijKVifIgjDEu9UgUdNfgQTSa41JZ3JCJyNbW1sHefhxFnz99KeJlg34TzmjLKsiD7kym929ehH6z8nNcY0wUx9fXX3IL7dmpcN77uNlkllardXh4ePr3n7Ke+/OP92dnZ//4+991fS1owSJZQbDGIvuL84terxdFEQJ450yI7AIUpIoD9bmsvnLEiJYeX5pxctfnmjVYUctEeeoGQ/kAe5ICN6mO++jry3HtMCE+fjjYkYGQRCCUMGaRzHkO50BI1hghEhF2HkQGBKvK2JlgIAAIRbhRgibRz1sATITO887W1utXrxDh69czAIjjOFR/L5w0nHOLyCuFmO+y/YGWBXzFtLWNoRQoPDrhEe6OJxFQSiW0i9eHHxhDYGj+Bmste+72ev1C6M9EouRLHIAFkkYDLe4fHe1sb335enZ9eZ2l3SRJgh+ggEDoJQSPd/W8Q03w4OKnCq3P8yvcSbtiwhEIgbfAwCz93sqnqPD5+bmIGBOSGYoxNkToMYe473kEPU9OIlw+qhARBEGR/mImAQlJJgiFQCqOCcYuuruvxnvaNnaT6ou9MFuFCDPnk1qt2+tGcbRmyykkggAGBgAPbJEQEAm892XRWzznnXFSeu7hO5TFLyutuquoZaLMqJyVpXb1P8caJ4+3hQZ2DgEbmazTtQYBMPOe4ppnQEDgIJ8RREhtkfnseSYkyMG7/hdDRkTAe/Z+o9E4ff0akS4vL4UFEcO11cDmN3IaWlH9YHT6FYRsLmP+FMZaFjL5p9CwB3bZ8akXMD+AzM0SGLBGBqyUsnIJEFvrnHPeCQLDc5nVJQ2IrImThBH2Dg/++uvLxdUFsvSv2QZ6XxCY8uobxe+DoSIIP3jFIkaEwcqnRReReAuOxFtCovwymZkRQLwTyevGICIaEAAfZi89ys9qyvImw3cmAASCeQgbFnYUARgEN3lVjk0dNo8Lz2CcBOuFrTWesySJm40ar9N8C8IBMM9CJsJIBgSEOcRhThStgOUTD1yC2JQxbag2L5UfFjVblQWLzsHMvzNYKUHt894TkbCoCFuSDglc3rqIMCgtKBIS2p6cvPbef/v2LZxwK/MliqNQW/AZHy42m8nNTef33/+8uLjQEZ91nQ5cmAzqf8LMzjlm9t475+Zklv9gth8zEXU6naPDgzW/pCNE7x0ZYhGafCSk46usOXpnoizPRHnwphti9USYeXd39/DwMM1cUquBeA0mWabqAwDC3hClvR4i7uzsnJ68JoLPn78OXZJAZYnoagVo5u1y+RttcY8T+mYRX5Ek8W2nFyxzfo7WeL1e//z57MuXL81mU4Y8MJUHLk/oX0fRwC/RWmutNcYYM6bSTkX011xqmMxrYU5/0boQdZ+o3W7vbG3u7O7c3nZrtdq6TYDicoSQsm63vrUdR5FP3dj9tBh0nHqk5jKO/ToqA5NWUdQyUVZmk5TvTKYUc+GaPtSE3tzcPD4+tgYt9QtgKUvY83LPb8FQeow9Im5tbh6/emkMXlx8N8ZEUdTr9Z6fZXK/p9mCd9mkVru4vI6iiJlxXKHJp06n00nTNI7jLMustR68rriZ4AHTuOT26L1DYxAxyzLEqGLVjK6g2SyTCveteVkmyzdOQo7Bly9ftlrtNM3WyjLJzZJ+7sJQgHh3eyd4Qg9Z+2X3uVDicJoenj4/wb0yEwYrLerSVSYeB2gXKEuzT2azZ+r1+k8/nQLA169nNjLdblc7cxmioR+QGny6DJH3vlmvHR3uA/DZ2bn33nvf6/VCmmBlvkRx1Ov14jh+UBHuJ4S1Nk3TKIpCxRtl1uODO4cuAoB+FjcUqCfJwcHB1tYmEU2SvpoX637Lj3lra2trq3lxcbmGpcqLWzIEEOc3ms2NZiPLPCFOY+YpyjruDtoFSoVtYK0VkaJIyN3tR/jfuJxaAEX4HUzKmlKRm6uIDA5fWqvVTk+P2+3O+/fvd7a3nJNarQZaPHE5ex6hd5mA1KLIObe7s3X86hURXl5ehvEKOmVRsWTszvf4jXC0ngmzFBHwiAji52UPT9lsQgJh6M/ecvR/MZkHw/dD8HZVqC4iQv5RvlGvE1GaplG9xszgJ+oZTxfvvbXW+/7Yqb4040xlIgLO85iBCIi4zG1ubr55/bIeR2maAcBolrw7r54HljucfkUPfeNDXXCLjYAnN6Bo/NgL+anjsQc/HxCJvPciQoTMsre32+2mV1dXGxsb67ZJIyIwCzIghjTuWZrVjGXPZKjcmc5lxhjnfS2KHfu5u+E9KGtICIAfynGjKGV7W1HWY5NFZGZrLRE555rN5t/+9gsifvjwl3bOsrc8duwdERlE51xSi9++OSGi75eXLnPaPws6CwiroFarOZcHU2l6TaUCAyjOSzgdYDFEWZq9evXq77+8I4Tr6+s0TeHRwSSLEPWwtjc22DeKjGFmY+z29sanT5/XsIavCLBnY4wlgyyIuL+7e311TURDdmDZlUtXjbLm6J2JskaE0/deryci9Xr99PSYOfvzz7/0UGUFGo8xYScmImF/enLc66Y3N9dZlhlrAWZM/FL516WXJVlHywSJqNFodDvdsCLCMadW7lAmyEwvIoaIAJx48Pzzz2/3d3dubzs3V9cGJY7jcOIDkyuKPCbOZPp3rTaQ/UHL0HlPRCAMANvbW63W7eXlpbV23TKvhPsSEGBhEXn75o0w93o9YUni2E1wLsCR1NxziYDXOBNFLRPlGRJOqrz3SZKcnrz0nt+//7Pb7Wokw/Lp9Xr1pNa5vd3d3f37L2+zzF1eXARFOTj4TWmZPCCYcjF71cw1qlcz/wmMMc1m/du3CzLknENDem2iTIIIAZC9d5wZMm/enG42mpeXV51OJzKEAERUfWGgpBJQAAAgAElEQVQydlVWrJppFNAp/7SeB/mFv7EwJ0ltZ3vz8+evkN9erpc+jYCESIiZ8xvN5uHeztnZhUFEAROTczzOIBkz6PPKzVVdE1MtE0UtE+Up7rLEzPV6/fDwEMn8+9/vnXNRFKkUWz71JEl73f39/Vcvj3q93vV1C/rVmg0ZHY9FWFCFN1ccQ6/XM8b0XGYI8/gBRRmnCxJiuGR+eXS00Wxefb/KsgwR2Xuku9uS9XTogvW72ERAIjLGZOybzaax0e3tbRRFzjlj7LqNfmFu7O3tdTPX7XaJBVDSTgYRjlomAKIOXYpaJsoT3vWcc8bkxYMHIteBRGhiBPxIacVJIe+hVokxxhjTbrejes3WohevXm1vNf75r989CkaGg1DVnKJztwMl1M9GEJLcqYMIBFwvimPX6yZRdPLqgAj++utzkiRQxDwg0kgs92T9Y+BnqopJxSEzNfiS5btpXgQcRAgBCcEQogiAIFWf705sW1VYeWWiUkEGkb6vRF7DWgSDfVHkigiXS/lbBar1QuuzehJ3u93G7r4DaKXdTCSKE+cckQaI/9hWKzgQAgBBYmYTxQDY6/VMFG0ZvLq6evXq1Zs3J71ednl+DgAmr4tqxHuTB0uYIgg+aKj9RSNhfuOwCnv3zyEXJjN4gzeSKbhigU9cYURY3iyCK2kwD5xzSBWq+fx7O4nsbfsWRer15PDF/tdv5x6RxRAa4bWbGVFke2kniaOdzcb5lzNgduB64G3NUr9ePTEAYrfXQ4HIGHYOS1bNNPbPveYl3Hcl7sSXx0utI0UtE2V9Cfmd0jTd3NxM2b16+WJrs/Hxr6+dTkedWJaJ9z4cFhKhc65er5+cvDbGfvt2Xq/X9dpq4TpGv3qPtVYEiqRVIYmN8kMfEYkpW+xZryuAcRQx+9Rnp6en+/t77Xan1+tpXz2eNE3r9fptt3Owc+C9tFq3azwxJE1T7/3m7h4LOOeKM51qc0LFuaKWiaJMmH/WdrvdRqORZdnt7e3rt6eNRvLPf/2mZslKTEQ06Jxzzm1ubf/nP37OMv/9+/fRehr3nLRVOJrfp5ovQt1/UgqoIGKtFqcpO+cAsB/SIwKqSvy4MBoExvwEwTWSGgC02+1Go/Hm1ZutrY1Op3dxcREun8vLTeaxNJZQIHy9epvZGIOI29ubF9+v2+22WddntNZ456y1W1tbrVYr+DhYa4gopNMYI7dX5NSncSaKWibKk9kDQhHxJEn29/c3Nuof//rS7Xb7bjAqvJY8HMLM9XrjzZuTXq/Xat1mWRYcKrQc3tIskyiKbm5umJmMDWVSRESvTX7ohZk7QgqBEGLntk0Ie9sbx69eJrWk1bptt9t6lDMvjDGdTmdzc5OZz87ORGRtM+OJgIjs7GwnSXJ+3i5LkqFmj3O70u1VUctEUcZZJohorX379gQA/vzwqdhi1SxZvlrsWfb39/b2d52Xm+vrImvwvO5MqlnQud3ys4E9xiwhIiK6uLgAAELMvEdEFiZ1y/6R1yYSiAAwgIDwRiN5cXiwvdnsdTtnZ60wZ8bl/5W5LLfnkQv4QTKDmV8c7X35etHr9XCND2VE2Fr74sULYZ+mPWttcArNQ4MQxsjtud6ZPLRAp96ZKGqZKHNT6YZcekJZ7opS7hUR8OFzQi1FAIjj+PT0FbP/n//51dSiYJY8rfO/Z+PPEEUGwNy0OredDvZDgMYWV565c3Cu3d7X12XJA4d49zBDxltROyLc+939flwN+IHPJAKAWq2WZa7VapkoZpEwBITzSVca8gE8iekqAFSMz4+nw4TUIEHRdM4JSZb1atZ49jVrf3r7drORXFx8u71tmWhj0mRGwDiOwzwMAeWFKC4ngpvjfHjQR42e4he/KW8oxhhAGto+HjKPpm1qcTSQdnvb29tRVLu6+p4kSS/Lqp+i1PaFX0QUY5fnCXBu//CwmcQfPn6Gu9wGNOpxUAy3ZyEznAF56MXT778PsUuHv4KQ+s4RrAcvilomysoIBknYKY0xtVrt6OjAWvPPf/4ZRRFrB63UvvJeer1er9dFRL3qX37/hxzZzqXaGyonmbkoOk7iN+p1l3b3dneODnYB8dvFuUuzOKo5PVKZk8Yf/uu9j+Po4GCv1W57z7RmFybFzVg/YQbs7+1ctztZlqk7n6KWiaLMvulGUdRqtZIkOT4+ajRq/+t//Svcn2hu1JVv0M457z2SGfXgmlanUXVnVpi5Vou63VRVxh+cvjzMb+RI2HXbx69fHe7vi8turq+9d0TGs69ImT2NN1fxX/WuKUyU7e2djY3o4z8/I2KapmTMWrl9BhfoUJK42agnSfz+zw8z7J7TV1qczdAdSSet3lzK1FqidoGyZLkPACHk/eXLIxH89dcPnU4nVBbX/lnt0ASH9XvHQvXmxfV/HEW9Xk97+EffmImiKAqlSJxzEfDJqxf7O9vd29vLy++ehUzEggyPOtEfF5ryg1J0gjFma6t+fn57c31jrQk1K9dKSgRnUe+9tXZ/f+/7VSs4IOgGqjwb9M5EWSpFxYbj4+M4jv/444/r6+vNzc1OpxNFkQP151rlnmcI+rkmZV53JrpfTt//cRzbqObcpSqLapkEaUlEcRy/3N04ODi4urpqtTvGGGutExEkMlRRmQJlWrNE70yKHqjVaojm7OxzcDlOksR5vz5Zg4skGd77ZrO5tblxdnYeLNiHBvkM1sDFeTVvkvDXOxNFLRNlLroSCLMgsbAUUe/9i+2xFd9zcUNYlL3O3WFBACEkP7XGHh+/rNejjx8/397eJkmSpmk48pEqxwSpaOa6VXsIGRtF8hIEBAAsyFL0zFL3slKgIxG5LEVAYX9XJQMl1EMXFhAGYUs4e5dWqEqV29hoH5YVpqEPJUDpq14ya/atmfdj03+eMPFHBxUBQEpNBCBEERQQBBSAvHuLCvWSl74mwjRN81JoCGOf/SEruMrDAwURCCQ8CWD4lQiggFT26iKmqWDeG4II4fkFQBAE+0p28avi0XAVKx9lWO+/G0YsD+ld2+TegbTkmQ0iArosi4wV54H9/t7+7t7mRr12fX3d6XTjyAJSnjQPUZih6shgIAFJWE3hBWPDo2dQN6tfPNafZ6woGDtPy3HlMBRg3v/oe2q2AGB5jpTHJj8Fy38lIobQe97caNy0bjppj6zJvIuiiIVxuqzdC5qKpey/QggAYggz4J3tTWYGYRRg762xEIL4AREQpDxHOeTgQELKV/YDGvuQUq/lj5V78sTp8Yuilokyk2UigszCSMQgIsK5hOlnzRm3SwmW92Zx7MMxj8syAjw+fhVF9uPHL9fX1+U76GrLBCtEGY7TDVd5rgUigIjAgHkFb0QWEuAhab14SMragLgsjaxlZgAWkDurRXJt2RAZBACYV7aUCmvkXsPg7gXl7PsSejVXO6CyS+UhJ3wPsEykr9GEsR73vGG4sf87QhTIjRPIFaaSfQLAAFEUAUjWzwVUTkw1l/ld5BAKyUMRCPv2CA6sXRagJa8oI8giKIgSVCvA3Czh0Dzst4/zoc//t/xr1lD5EsfJvUIdLhQ6Lut3k/u0x56IMudRIIlraadLAkcHB6+OjkSg1W5lmScyYSXk83acvByc0qUXj7xgXlmDp7dMypmvZfhd4z8kZLfDUqPzU7D+oYNgld5MwcTO19rAchuyTMIfCWVne/P3Pz94FOjnNDNh/U63HhaxaqSfj6TYV5ldUou2tjZuW20AQRYTUvtByAqMBMQgAL4slfp/QyIc2mzvq4E7J+k/JItyQQ56faKoZaIs3qIZzBEcRREApGlqrd3b2U7q0e+/f9TSYCswNPteIi7LGrvbj1Fwl/zGH2J4EJJGPXXOeUfGiMzZLHn6k3fC73H9mnp3ZZwf6odD6goTmhDFMyERQpalSZIc7R/s7W74NGu1Og56xuSFvR+eOVeZSjRlWbazs5NlvZtWS8jcXccggADjai7oYPB2jpktmSxNj49fxtZ8u7313lN+6EAi6g6tqGWiKJMk6d2liRhrsiwjwBeHR3t7G7/+9qHVaZvIqMq1XL1XAMAQdbvdZr12cHDwGCviqRgnT0iHI2NqjXq73WbJrzB4jdXvZYuUIfHSv4rCtWwqlu67yu5GFWqjQfDA4hmIDNHbNyfbm7XWTe/m+3WSJAA2nPWMnuYsKEJgya9cvXwUiaJod2fry9dvdx7LCFQaxNyzcKVTK4QXEeL25mavl/V6vbtrJXyA5wDCQuJMKkdfd3tFLRNlpVK+uDMJ9WiJ6MWLo2az8fnL+U27beN4bP712e5Q8OnkmMNqL5mFbHv9MAIAEHbO7+9uv3hxZK0B4erb9kVbJssJgqxo6lpFYZrIGmM6nU4IRuL+yOXTZuaxfy5rKvf1l7sIk/CEtFba7+CFSfgvDUbIjH9f5qw17KVeS05eH8eR/XZ+4zNna7H3Hu1EF6y1skwqAkvWn52dHSRzeXlpoijrj2bukIkQArGqLZMFmcosAx6CItJsNqMo+vrlrFze5GEXJjitY+1jhOTAx6rPljI16k6jLFjfMgYRG43G0eH2zU3r46fPaKjduY1qMRBK35d85cdRzxXs35agMAJsb22cnJw0G/XrqytrdPmvEdZaAOilKSKyni8OmUl9swQHtUBcw6YWMQlyZ0Hda+k1aonvZYcHB//5Hz836sn11U1Rtd2DhPIm6v660POLra2tbrdzl8dlyLxfXe1ZKoVZIqJ4btQbnGVX379bY4owHGYVGspz2Q21C5RJiHDhQpB5B1gcWUIpR9e4N3oOztCEKCw729tHR7uf/jr/+vXMGsOea3HNZWOKFw/dRpdPXFw/K6L33hpERGtN+CU96Bp7Pj1TdTRY/quIAAgLE93lTJz8uTN+YwXsHZEBYQFoJLXTkxMivLlpjc3bmMckIo5mHJ3X8edoHskKXaH4r4gMnr5JyJ4JgDIYjLy0a5CSQsDF9yIiSF7A2xjywv1Y/buxHbo1Kv5pjQHh23YbBMR5KtmNWJkBtuqRcSA8GBG95yjkwRPx7MEQe7nr6pCwIWTGYplmhs9rbhTJo0LvjZkJAIToRRCAkBAB5R4XlunXKVSHbg+aBALQX844mm83VARCRAbgMDn74QrlwQgn3IjEzIjgfXp6cry/t9vp9HrdXh7OLAIAxiCgnXJuD0XAgwyk5wp9G/KRLOJS9N5se5NeORTFXk6LgoMJbgvLoZ8GALj04qGRCknqi3cNBUAG2y/8d3NzM47M+/ffoihKpVgRfa88zyb0mIyR2XnGXgRmNpOv8Kbv0uGBLuL/BYU5juMXRwcX5xcbGxshOVu/9iIQEhEZorHTeyABhsx/TKcZ8bKJNZiMQc0qRS0TZQqMoULQExESSZ7KE9jlx3ijiYMBwForIs45Y8z29vbR0cHV1c2HDx+jKBIGnuxu7SdbJmGzB4Swq4YtB5EEIJQtf7yBAbO6NIwqUoW+VL5tR0Qvwr7izp1n+8aqQUSMrOn1XCOJT09fI8L19TV7FxnjnDNmrNt6aP/6bhVDfgjLb+qk/VgmpEsqr47ykikeREQacZKlziABYeYFfJGDChi4QgOomLRFyAqG1KLMwSkdAIgQ0XgBMkhEwswggIzCgAxC5VP+sabCfE1BRDTGCPuw2Ie6lfpJcskYFmDvEQCECdgDzrxOh7TYSX8dEi9kKC9LalCcDH4IpL1elmXWWud9cDW7mxMltZXC84p45za3tt4dv6wncfu2e3NzE8exFEnccvE7k51QGJtPPPnEkII7MKYiyBMXWt/NSULy+uI1RQ31cMAhIhsbG1/PzjudjveekUB8fpoQVg2gCDjvfc+PdDIYExaV4MhUmTKH8n0WdXFyx967169eIqB3zmcurideGPuproo3DvXSkFEncpeobL4HT4qilomyWLznIM0ZRBDY+5DYV0QQKGgPQdKVj41FhDMHABZpe3Pr8GDn6vL686dPzaQOABl7M9mJqOL407ssPxkiCpc5RcEHQrLGrE+/jTpdiAhzOLPESpeM+W8PhNDpdA739169OjLGfr+89FkWWWOtNWTGZ5nHMfvaum1dfZ3jYSd8j3nx0JBO0ieGPpJZABnyZBD9skCDh7h5iTcbta5brtsDIBQxhkrJcmc8UyxOKcuVVcI3mmA8IyD2D9SNyTPbIuCgZbIEMueCjhgi04b6WoSZhZmRwmWsCWVkCABx2T5OmXMQ1jMPZ8qyFqIoom6XiCLs12jB8cvbp47Z7+3svn79MiK5urpO07QWR8y+GLj+AQfNNKX79YoQ5zr553CgMLPkG63EMnQuNrAT9TemodcUty7hVGtzc9Ma/P79e25wopF+h4eis4bIex8B1WvDKhMzc5idIohoaA470cidCRX7Y1Jr7Oxs37bb7MMMZLlLkHEnWMJiKe+05Yum/p2JLHMyIN6Ns1ZaVNQyUWaWjxBFEYVKJsE+6Vsm7MOhEsCgR0o+q6KIiKIo2tzc7HZ7X79+DUdT3vukVnMV9xuTxWOtEUVRhP3NQESIjANBNHEcez9jtsRFnP4SESJwiJ1BCh7KxpgkSQTAsV+mZYIoh/u7e3u7Iti5vRWRpBYTUai0OEHjB6JQjWOxeszMHT5yDCyzjenMD0UlS7g4gu1/2sA3Wmukr2Pm/iCD+SGKRpKAz7IkigktGEpTVwS+ypSV3sZaUCXLpF6vA+T+PCKAwb1HwBhTq9U4FEYVBETkZVsmUSMmIkLwzg1Z7yggAtbQRrMJFGXOMTMgUN+HZcmCMarFKM4Ywzx8RcYMRGStRQAyplwXEhAMD0oJi0mSvHhxREJXF+dxHFukNE2TJLmr2vHAiTqpnsnoYcPyM0NUfCMCzvpGCNU5oO/NVbY9hry5ysZM+EznHBE1m82b1m2v1wu/NGSKyY8IgmKRUuetteDGt6RWq1kgl2VQMqpndnoc7n8y/WMF3Gg2ATDtpdZaa60XjqyluxJPSEQ4efiIilpBsujcXGqZKGqZKPOnVotCDhAvLJhXuQqWCYEhtJP2A2Qpbsm9hzdv3hR7AJcL2j5EOltLwt4zg/eRDZ5IJnOeEPb399cqFHa00jERNhrx/v5+FMeVgf7zz0bPrhtut3q9HoI0koS9g9wDYfw5/JO42R/171/ytw/t93eO+zK0iJKwcDiUNiQcE2IbtCjPG/VGI6kzAxIh2SKCWkKFxhlGH4s7E0YBAjaG2HEUETtBIS/sPTSbzVqzyQyFNxcKISz1HtKxZ+bIWvaukcQDvU1IhEkteXH0Qshm3hsizJM6sNDC2zk0XowkPkuShAhRqPxXQjg8ODg8PAwXKojIeGc9Gx6KQAMiYs9ZmtVqNQCIoiiOY5eHJ83NinjqvjpD3psDXr55WFS/jns/hqpYmKPXKeHnOI673Vw2hqJbp6enwZghtMEyCctPmK2x7L0hiiIzekhhEXZ2dkycsPd28pX49PJq5M7E5Aq9MBG0bm7q9XqWmXqt1u52wJq+ZdLvF2ZjUITuKi32u84Yk4sUYfXfUtbXMlH/QqViQyCDgIIiVART5qlMGSS9U79lUBU3dzq6tSDSAwBjAMA/QIkYTGvIvU6tViNmNIYFyEQiEiGAdzViPxx0PsueN/MbR8x9A95bMkAmXPQTkThXj71gF0qOGQtq6kDbonD6EE7IkAHAWADwiIL27nQNC/WJiQBRWHDhbaskaBXhAgqRRsw9DnXqw+3ZpG+fOcy3+nPKR7zDp9GhucZ48YhCwQsewQCEGvBYdhzH4gwRUnFgCsNWBO4qwc8so61IOUs1EREwEDjng8oPCBYkMZym6V1crACDl8VXVy/3W0wsKITOgbNgCSFohwKGAViQCYg8kZiiYTjGnl9IWurBATAgQmLEI5AAhdnQHzVA44PfZjg+H5B4NPqR3nMGWH6GuytonE5Tn9xqAuDiiqAIsRj7xulTUyxuJoQA/XILw+2ZTF7gIgL94C5ECHFKd3ep/QtqLB8bhUwqLousKV53t3cRAvhCpxcEIHDgTc1kPjVRUgtjhQj5ckUjbrNmvO8KVV5u4ozzbaiUu7Uo4G1kMnZRZPspQAT6p35oyYmAwWL29bdlMSDMnhAFUKZbKfO7dh5OFBGSfGjlUGXM7q9doCiKoiiKoijKylFvLkVRxlCdYlWbPUN71LH6eawFrRm3vkOzGNZZ+s2lB5ZwgTaUNVjjTJQK9M5EURRFURRFUZTVo3cmiqKM4YnemaxbywdCAkSvTZ7DWtBRXOvRmTdP6MLkkdkOJ33OXNK46Z2JopaJMh+pV2a1jSknEq2OmZu5qfN9xvFlHAcrVi+/qeVCYw9SsGbNW7qQpygXFLtXUVxENeuxXzm2nsngh1ZlR13EEsPBqgXlwg7Vyc1CJfglS5uB2t6T+2cJE2zK1i4oJ/X8WpkPfjkIfm1bOzQhh+L1V9jO6nwDa6Vh39s5xW4uc3qK6RNO9JOkjf+TxsArapkoT88ywVC8up9hZnqFb7W7bNF1+Q+I65DgeIYBnTmN1SIo1KyhZD5L07dwpm9Zvro/VOl50qiNW+NLt0xKCZrGjSOUl/86qNHjj0hKNddX3k6Ufn2icc1er4RIOCAzQwtDaj5mhpU2dUiSV06JB+T2Xr5ELe9E1fe3c5Go99rtYddWs0QZReNMFEVRFEVRlDlb74oyA3pnoiiK7kDPdGh0cBRlmesN5p8pa52bWtHsoTtDrQGvqGWiKMpqjBPdctZWVdKhUZQFr7Y5ODstIYfHzJ6lM8dWqWWiTI96cymKoiiKoiiKsnr0zkSZiIgYY0KccXUmnyUwFPteZJsREUJaq3SsRawkMw//aQUx0MOEoFJjzOhwF2P9mADZ+boijP20ofD3FaTrmdxURCjnmFpxWPlgbi5jTDHKQxm6RuLOVxMBP67T7q59gjhaeWR56KuxbQhB2845mCnPxLwFEaDQ+Kwha+aESYTe+2KjKYa4lDhkqRvfqMAMP4zNFXaXmwGrPmfm/p8hWwkiMvOQnCqvr+rcXLNFwIvI0JZXfrGR4c8RBEaQ0Kl6haKUF512gaIoiqIoiqIoK0fvTBRFURRFUQDmnaV3TZ9xMZeimnBDUctEURRFURTliRknKw4Bx/m3bQmB+8oPgnpzKYqiKIqiKIqyevTORJmWVUdzDlSjL0LMjTGA2brVgB+KzL4rbo3Eqx7EkNhg9ECLiEIQagiOF1iLSH0AYBZELIdIFnHGq2rqpO8TkZCdYUIigVWElY+MfpE5IIQaE9G4kO5lN5X6XzfmqBX7cwAA+nH8q5yZODECPggia+3EZ1km/RQmYbjXSp6P9ltFnhVcg6whYdWIyNDqD4uomBgV9cxHE6LMfecNG2IphYAMNbUQSjyYNGb6iTpz4P6krxjtUkXROxNFURRFURRFUVaP3pkoiqIoiqIskLnkYV/QLdwSbqU0CkWZHr0zURRFURRFURRl9eidiaIoiqIoygKZV+3aRdw2TN+2mb9dEworapkoc4AAEYAAGYQAH1JnfYGiM0jGQj4yMwJg1Tfikps6KsHv6m2DzCqe5/QUIgQI4+IjR75vET3zgKdAEQRBEJR7Og2XPhtHZyZi+CK5r52yzNHHKZSDcsntFXapCBT13YfbKRLWOIJgHi4r8+i3OTzjSNcJQllSyuIXjkw5RQspFP77iAU+syzCGRbX4zRamcObMB9WmuxkcpfsQqZ94goVfyShi5SkYlVzCSGXlsIhT8NEeVX5yEN7/XwSzPDAZxJioWCorqWoZaI8YP8pZAc+TDwtQBdELBSXIaUf7/FKxKW2c8QtuFAF8pxIK9JOivYQhVw9FJTByXbp4qbVdJZJsElE7lWhaOlDXP7C0IWIeWKuoQd8oMY/79EfVEKwv4gGrOWSwjrQ8FUsnJArbKxF19cL5YG52GbrcrnXGil3ZvnLsPQbXPqqGZWZQ5bJPBb4zBMDH/qHIDYf0ZEy03uG9XIBIACG8bJoIG+kwJQ6PVdYJlj1EIOfKSPvlDAviUBkvJnXN05w0iOP+dRHWyksPGyZIIZzTzVNlGWpH4qiKIqiKIqiKFOjdyaKoiiKoigAj4uImLncx9N95Kf4vIpaJoqiKIqiKE/SOJky7BtxoLRp9bsqNPXlZ9RdQmM0a7AyPerNpSiKoiiKoijK6tE7E+UeJsV6Vr+p+Gnmc6MhhiNN+8F8zBwiy6f8xjl2S0VTK3ps+tOpwVdiZRgoTvchRUQpENFoS8qhnPPqxsdkmSSi0XjogvDX8tAvbkwf+jlFwqs5fea0o3/vBBj7yOPaidNPqrlMDBxkkiCCUtT+QxfRvBKeElHxUWMX0dzXwsyCaDGzff5vJLqbh2HtrLqpA90YpNDYmVkxaeeVJrhaxFU0qdyN5Ub23zLVzBl6tJnn8IT1DvdmiVR+QPTORFEURVEURVGU1aN3JspiWX7c27jT3x+or9Yt0HC2m58n/cjPb8VhdR7TdRq1kfm2RvNkMWf/et78g69oWaeJOu1napyJopaJsqaCdUHiqUI7mQtLaPZjvmJen/NDWSbPZqdcxOiPaBVPo6mj9RxWOzcWYZmogqcbqFomyjNDvbkURVEURVEURVk9emeiTARRjMlryorwQ45RFpvTvSisPt3n8AJ6Bh/U2qLNFfHcU3xFRdTvtJ8z/UnVYlxf5EG+B4jIzMaY0d8PBp7yksd0qEtDIH5RabscyDu/bpQZltvoMinCeacIMpZJ376gI9VigYz9/KKHp29AGJDp+vBhc6NifMuTYX7wDPN2bEB5+PlxuRlmLPT+iP6f+Xwd5zUzJwnPwVwXUu7UeQWLzzY5h+LmmbmQVOOWxvRtmzYcf+QpcGRMGUBEvLrjKsNSVLtAURRFURRFUZSVo3cmivLk0TMnRVEUlefr0zbdlZSZ0TsTRVEURVEURVFWj96ZKMqTZ62ScSmKoihzkefVLF/aPyhRmG5MilomypwpRMmayJSRErbKjPvKpGRO9CoAACAASURBVPjXcnTsmqQbrmjnQ3fx5SyWNd+Gy0Hk69bICoGzVk19WvJnTZbzNF06tpHr39uTJNVKanlNmXVjTaaEmiuKWibKjJJurbaHUZG6bltXsTeMlf6Lbu2U2xKMS3E2ZAGu20A/CU2x3Jg16cmxKtTyZ+aUakp1M9ZnZk6/0NbEEH0qGv/QCpo+n+FKtOdiMsxxo5w5g+K9idpK+Qzn39T1X7nKU0HjTBRFURRFURRFUctEURRFURRFURRFLRNFURRFURRFUdQyURRFURRFURRFAQCwgKy9oIxlKGRtKNatIiHgzAk37g12DLGGY8P+JgUgVoTLi8hssYbVIfjhKYbaMzYUtbpt1cMxlw6fbfTvfXEZZp7ylWPHumKqhCY9JkC2/FDVY3rvWpgU7F4x36rj4ys6fOhPFT0wTfDupIUz/YSfrcMnfc7Ybqno5KEJVu6N6q+buYcrZmb406QRWUQQcJXsRUFEQAQcEJ5j5d70smgROW0RAZAhfDIiQHijADKAgNBCZd2UkjD/YVBlEgABRgIEAcH5fuN8nyIMfbE9zUVoP6apRMTMGIYbNUmXUpoa2geKoiiKoixOM1YURZkSzRqszH+7ekIb22xNXcIDPhvl4Kk8yHLaOZdvUcVx0b3xdHt45pZPn392IY1BnfwqtBVFLRNlYaLqWSqjD/K8mnvznm5Fqif0FItu6rzWheoNS+iNJ9rJA3MYZObnnYvv6AMOs9Z7aH60goBau11ZLerNpSiKoiiKoijK6tE7E2UWpj9HeVDk9DQfO/Y15dDY6rj2eZ0APbT27b3h0fCQRAKPcb0oihZP+pCxccbV/baIY1QoxT2P/fwiznj6ZAwzeyTOZdo85kPmeIZdjoQuxnoo5nX6vnrMQ5XfWx7NsTNz0mSYXsI8KCB+tueqzmqwBNk7GAE/pj1FwoOhZs78+HNJhTIkwEfyhcxh2T4mi8Nge2S05XmbEecVBP8YJuWKQERjTAg6H/rr6PKfiwCfdj6j6C2wMrC5axcoK9xlZ5C2a9UqRYH70nMpKh4VRVGUKdE7E+X+DRgWFmfyg/uIzytctczMmVJX3qVzaeo091fT/HVeeXKfZWzJahszL1n0mKeYew9MP/nXTWbOpz34zCftc92JFEUtE2WV0moR9sZsvj0r2bkrWL66X/3GCk+z1Vomc3ftm68yOrNlUjEz1TJZbQMWZJlA6c5kLp5+8yofNPAhj4iAX/JkwKVPGw3snm0Qtd+UJaDeXMrTU4wURVFUHiqKojw/LILRXlDGUj5ye9BJybzi4ye9pRy5Oyk8eoVqytiTubGqzMwtf2TUb0WIJAzWsF+mPjfa1Clrq0/fOdNHD8+gehYzs/zL6UNL575SRqmoFv8gL7hFzA0iKnfgpEF/6FcvIRnG0HIrR0vPLAnndBFBCAhFxDsONduvz8wEGIgdF4HQXoRQIHz+AuehPRweU0RoSGWSvIEivASTtTrHQFjgY3NFSJ/HXxXOpamDsh0R1NRXSjNZu0BRFEVRFEVRlJWjcSaKoiiKoijrztN1I1QHSGV69M5EURRFURRF1X1FWT16Z6IoiqIoivLErJHHx42syojSHF9KBXpnoswiVtaB6uByZbYuXcMNQ/ewH2Tu3SuCtJylssIdcL5ZTB4ppe+V1WP/OljMfi169QkZV8rS0DsTZVrVf7XiYzTRRzk31xMSbWvVjU/LFn2KXardON82rHl/lhMirblcWrcKOYuoc/rDLp/RuVfU3lmccfLQUdNTBmUSemeiKIqiKIqiKIpaJoqiKIqiKIqiKGqZKIqiKIqiKIqilomiKIqiKIqiKAqARsArT5QieG6alD7lfy45lUrRyPC9Kw/4IyKYHJs7ZZcuk/VPb1DutAU19dkE2f8IENHjc9zNRWqFtVMWlTpVFrT8121nfGgmCWYe3SbGMvTKR3aUiFR8l/LjSlHtAkVRFEVRFEVRVo7emSiKoqw1etStKMo6SBiVRYpaJoqiKEqVQqCVKBVFWXPLRMWUMj3qzaUoiqIoiqIoyurROxNlIutQ+r1g9MRltpjjlTzO9PH6yxzZ6ojYlY979fiu1eRcbTfO/BXFtFyrzlzbVVwhi4b+Ovd0CLN91FAk9Nii4Drcc5wP1XkLVpuLBVZdc330qysq1is/OHpnoiiKoiiKoiiKWiaKoiiKoiiKoihqmSiKoiiKoiiKopaJoiiKoiiKoiiKWibK02G10Xs/Ao8vXP2jNUxRFKUcyb3OMrP8m7VNbKMooLm5lCdjQxOtm1R99hutNkNRFGUaYTWqZFdLsJWnyVptiaTQY08uK6CyJH1Pu0BRFEVRFEVRlJWjdyaKoiiKoigKwKqvUxRFLRNFURRFURRFLRNl9ag3l6IoiqIoiqIoq0fvTBRFeWKEczuNm/yhhltHXFGWIzMrLkbmtQb17kWpQO9MFEVRFEVRFEVRy0RRFEVRFEVRFEUtE0VRFEVRFEVR1DJRFEVRFEVRFEUB0Ah4RVGUHxbNJaD9uYYUHUhEoNHSivKDoXcmiqIoiqIoiqKoZaIoiqIoiqIoiqKWiaIoiqIoiqIoapkoiqIoiqIoiqIAaAS8MiWjMYiLiPIc+pbpv2LmNz7okaek+tsX9LGr7RkN+X1+a3y2ctHLmQnlL/3B5968ynWvZByfd/8r0+xomjRCUctEUZSp9BjdcRWdmYoy2yxVpuw0Xc7KKOrNpSiKoqhCpiiKoqwevTNR1kj/mPlbFtG8BT3ykjW5J9QzylNZ4+VXisjy54POwLl3hXapoihqmShPeAtc0A3sbF+xIGePtdLp5xWdsojO0ev456fgVo9pxTRewmRQ565FWya6ohVFWSHqzaUoiqIoiqIoyurB1GXaC8pYNFuLoijK/8/enYfLelV14v+utfZ+35rOcOfcm5t7M48kYTAhQBAcQEQZRERUHBBt51Zo9adIN+LU2triAAoPj9DQMjUPM0KaGaNMMoWEzPOdxzNVnar33Xuv9fujzk1AOwFjbsb1+eNmOOfcqnpPVb3vt/Zeazl3vE+vx+Xy7gG8DjbdBXpHBbxfXbg7BBZfM3HOOeecc87d/zyZOOecc8455zyZOOecc84555wnE+ecc84559wDQfD+gO6uPJCL0h7I1fnf+n277x/FPe4Ge98fqHvcNvoh795q6futH7f7/ndx/z5R7/FLGMen7Pgh/wz/dx2o+/do3Ftv2vf9u/3xuMW7uYm7/50y8x0/YmZ+Ieq+4enhh8A555xzzjl3v/Ouwc4555xz7t/nHq+ZeJtgd1e8a7BzzjnnnHPugRFOPLm6u/JA3vr5QJ4hdY8/N7qPZ2/d77/uu3/4x6MK4qHh7o/M3RyN+6CS5z6orLhvft337FV8nHb2Pxye4d/isbrfD8V9/6b9kDxL3uN3GPewOMflnP0ouP/3OeCevleQF7Pd6wfcQA+Yv/PBdEiBe/YgHw7P4XLXR4ZQxIwNMIIRjEEMQiECQLysFGBiFsk4GFAMxWCldPkh8Kp5uL9p3O2r5h6/NB7yv6l7/G7zYHqM35hw7vGWrW/40sPgdeq+dcwc/Cg459zD0N1cDSjICERgI1Li6fcqZPpjxGQEEzMiwAANpMGMIH5YnXPO/Qd4MnHOOU8m/+pLrLT2ITczs4IBKQQDDIUCK5MJKYFQGK1gTGhBm4ofV+ceum8avu3KeTJxzjl3HxOlYKSMzEiE6VKIsImCgYaDEImurZAYAQYmEt+U4ZxzzpOJc865f6+7KRigAlZihgXLggwDzMhMTAwMNqIsUAIAAqKhyiCwkfqBde4h+6bhjUmcJxPnnHPHm6oSETNPrycokKoRE6BV0VoLAZwL5wIjrBLE0K9K5BwIIDbiDGQrXT+Wzj1ked5wnkycc84ddyJCRDnnaUQZi5VI7WQ4H+tq2GKSsdpiz/69H/vUdVdeObdanfiY8zY95hw5a4ecvAXdzmgy7ndnVTN8Q5dzzitS3H/kyeNdg91d8a7BD6AD7l2D79nDh3cN/pYeowEEmBmLENGyNkVyd5w647z46a8c+NCnFr581eT2/d3RxHKan1QLNS3ORz5r+/ZnPPm8H/j+smVTibGB9B4Sr5qH+5sGvGvwffpu87A/8/lhc3diZk8mzpOJJxNPJg/3ZKKqIUZTLaUAgKUwXsWRlZve/t4r/tc7thwaDobNjOqGqlsFkQYLabKAtNiLR06crx95zpN++8V0zinLnd5c0YfAq8aTiScTTyaeTNz9lUx8N5dzzj0cff3VABOZak5JQgCQbzq09x3/cONlH0s37jpzuVnXtH0WRRq1R0eKRmRgssPC1nE+umv4tdv+8eb1J571uy/pb8wg9gPrnHPuHvNk4pxzD/dkAgCqMIPZ7bfdtuc1b2ne8N6ZpDszzbS5Cy3arlI7iakEWgiJVHot90BxQhs2nfSxt7//5B95Tj3/iBL9uDrnnPsPnJt8N5dzzj00398LEVErmlgNRYBgYIMSCmGi6GtFDQJzFqBt4sro6FveeeRNb8ONe/rtXe7aIVodhdhJsZuROjjSrFaD9dUPPfOEV78sxOPwaZeBQGQgJRgAKFMRZEIi1CjT/UU83Whk4GnoMtwxLNI5d++8Fo/HC8p3c7mv47u5nHPuIfweDyUDgUEEjmqiIECJGQiqHDh3MTFIq1Wym9/6zqv/7NU7lsZzreGuW+uQMUGM2GCl5EqCNc3uK648aXnZNqy/9/MVjE1hd14csRIbItAltOEuf8w559yDjicT55x7aCqkRgRAlMRYpssOIAaYAIRJSggUSp5ce/OXXvfmgx/61KkjzBXuBmlLusu8o0zKBhjIDJWwZW32HeTFUTkOyaSwJirTD1aniydsIFtbIQHiv4oh5sHEOec8mTjnnHtAMYKSsrEoxOTOrRgEAA1ZNEgpuOn2T//27/EVN56+MJ7NFkJYTZPAd1nLzhYABkRJYbBcYkF3kmxh5Xg8igQ0RF9/3wMswIJBDPxvE4lhmlm8R6Bzznkycc4598BIJjCCBgWbmJEyMq+NLmGzMXSuSfj8FV/7y9fOX/6lExqrVVYJI4LEiGn74P8XApMxjAEjogBURFXWsjo5HisV0USKGFmBGcEIYrpWVaJ3Lo7QNyYU55xznkycc849UDCMFayAwRgpYGIIBGgJWvrFJv/4hc/+5u9vvPa20zUzdEKpSE3TTVp3Zy0FkMFKmZ2fGS+spJxCkHIcHoUkiplBAAMMM6MAMCErtKAiVRWRUkpKqaoq38jlnHOeTJxzzj2wELDWzcqoECZmRJTTeM7Ichl9+HOff/mfbrxp7w6uWmsmAROhUGymNZClux5MUlCMGDCCGaxpWuVAs33MzxyPR6EEEwBgWhvzp0pmVhgtrFsUZim3HKTb7ZZS7hx45z1/nHPOk4lzzrkHgmMLHwyCEQIRUAZEWM10zfXXv+xPNty0Z5uGlMejioc1AJrPmDG0hHQ3UYGLkRDAsMCSzLSKYetGnLDueDyKSUTLiEAFVAoCZc1jyxxCQeACYoaZqrZtyyLTOKJrwcw555wnE+ecc/e3AihTpdPCEkQzaVscXZl8+stffe0b5667eTZUk7QSY12IYsG07VUDvfspV4WLUmGQwIRopGWi6J28fdyvquPwKBLKKnQWLK3RJKNpo5UYoKJtgMUZAJozx0im8Np355zzZOKcc+6BRgElCgxREKw22Giy9OFPferlf7bp4HADlzavIlYIUcars+gYtA16tFNEKSjddTJRQAlKIFUtjDbw5vPOnsR4PJLJHLDODOOE6/fgulsOX3XN7ddcuzJZ2XjStvO+/6mrT3hMb24WRCVn4jvvswFEnlGcc+7Blkx8I65zzj14LRG6QCcDBRCkYAlUGyQjmFhEw1RQeprLwiRfdvmVf/iqEw8N5zMaNiMuuZXCfe4CgBEZBeVVaWKgQRPEWCENF2UTtaDC4IB6saao2svGxJ3Ci51O9aiz4zc7oSRCMIgaphX2ZEUsAQkWIQYNZtEE00oRVTXlGLB/AVdcu/zZL+/75GcXb7ilXVyJQSrCMl1x1fv/afUF33vRs57Jp57YbOgNWQQ0o2CFsimD/ATn3L3IHkR/q3vQJhPfiOuccw9eY6YIkIHKNBdQZlQKVqoS2qLjvookWVnZ9RevX373J7beeKAfQiJNkGDcpQCgoVIYMESjbit5QMPx0jrbNLDeorVFSFnZjJUDQjCahNLNSaGgGHPInV7/zJ2VBb3bu1oYNB1CYgDUyAhr/zFcGQ4GM8pYyU0vRFkdc0vM8cg/fv6zf/aX/atvjIvDrYl2ErXITS4AxyzdpZUrXvvWyz90+WNf9uL2qY9OcxsTbLaQZENEBsRPcM4592BLJs455x6sNhYwYAyrwEAsEAVAOcIiWNAdN52mueGv3njT379ny/7lDSKqJYvVmXja6oq0MJVpMy6FAVWjW6v5dlyOIhUJoMKmBsqMYghmsRgbjCirWR2qjevixg3E32T7lBgpbBwIBoYE06DoZYMBnfnS2kgUEhuk3vLRA++//PC7P9pcecOm4bBEmwmRJ42aiUBIDURQI9pmfOCam77056+56Oz/QadEHcwYEWQ6pN4555wnE+ecc/eVTmMISEKZKSpCBhtyQBNQYDJa7qPe/+YP3PA3bzt5pDONMqwIJHCVuBCMUGjabgsAjFAYdVEuMq7qtu5OUtM1RAMDhc0AzlapscFAGZY7sbfjBKqrzGtdfe9KLChMmaBEBgOECQLAAEVpMFsLRqn54pc/+erXTj76z6dN7GTlgzo5KnWHY18EpWTNQgJSAoxsbpT6mRavvGXP379v58t+JWcrDAKUyJdLnHPOk4lzzrn7UDEwTFCIjAGerpmADKEddZdGt77hjdf93TvOXCpzk5YJmQ0MTYktFmhhKBeCRl3rzQVQhXqJZP9MNRlUF59/8e6PfaxOoGlJPWCwOhsbFJQlHETacv5ZysiwePfnmwJRBIIRlEgJ7dooeXRXJ1Wy0Ue/fPjdlx39p8/u3LO3D5CUwxhJ3dtUas4tFAIYkagqgc2MuCclZMy25eZ/+MTOF/yQnHFCqjkzkRH59nXnnPNk4pxz7r4TC5iDUTFkwiQiKOpivUaxWr7yJ6+6+a0fOHc1bJokgrYBYy2s1GExkDIpFZDFYsFMlBSkjBVgV7/es3nwhJ/8sQO371cyAWBmZGyqKHWBgY0IsdqbxqecfYrGKsPi3dd1GMgwnYRSYAzo9P/C6NDyLa9/y5WvecsZK3pWAuuqCi1UfLiiGbNNjQrXxVKxYmZCxAYjMyojjLegZ6nlgwv5C18Op36PEtggaxMm/fnhnHOeTJxzzt0nRrVValGto9QIlkuakWBLq7Tc7Pq7Ny6+48NnD7ElZaAds43ESqBOZkmWiTKjMNgsmHZVFDYhaULcL0gXn/P0//zCmfPPv+b/+8NgRGYGBIUoMjQWJOZCtJpy98zt9clbjVHM7r6lihW1miaiRkQldyclZODwyjXv+gDe+tbDt+89Zaz9QmOzQLE1LYkGGHSyaW5aAsVawVoKGYgAWIGtBltJTVerJjV79+zZYUYAA2wwWxse75xzzpOJc865425ImBGLBZQhjK4wNSM+eOTaP33Nje949yMmMtMqI1ngiegkgpUBEuPMmNaZkEGU1KxwtVyHQ8Ga03Zc+orfjN92NhZW9t+669QCMWuZgiICE9Gg1AoKE6qqmenNnLGT6s7km804pIrbYGMgYdLTljTg8iuu++s3LV/+lY265wS1quo0yKgrFBGNVea6JUHLyCa8mCYcqjrEkJXNFGps1q1LCStNmQSasAFrCybTQhbnnHOeTJxzzt1HGGYgY6JisdWgifYcvuqP/3rfuy47O4XZko2SCa8iZyZWCoVYWcFkuKOXlhI3xCt1uGkQTnjixY/60eeGC89dLU1vNeV9C/0EAEnACjEksaqQAUrcKs685Ntsw5wVZea7v6smpu1kQCY5p9v3X/vatxx4zye3HxhdONG9PQkGIYpElDSYiIJBBgJxDqERwqCbFaXJAxLS6VQUorGmZBqqYSXbzjjVmERBBiPfyuWcc55MnHPO3YdmFMyUBEGNm0Sjdtffvnnf2997XhxQM5xY6XQ7K81Y2aKGWJiVxaQQM7IoQDCgJWpDvFknm5/xzEe+5Odx0vYWBaFe2XvbYCENDCNCKyYFUGQ2hoJEAa7iuU9+4lhzyVnqem2E4l3IWroacHRYPvKpK9/6rvYLV2wZp84kjy1F7aQ2GagjXYICMLZMeboIspqTdrv7xytWaPv85rI8Jm1NYUKDRuoSxjHGdesGZ54FkBgBKIKCtWoT55xznkycc84dd3ULrahhGGmdy3Vvffct/+cDZ2gcTEYt6ziEJUtUMxeLGUEBIyXOxF1FWisTJ63C0PSMp3zHjhf/fD7tBBOxQgG85yvXzGWqgBGQ2QpBgcwGkBIUNLtuPU7cblUMxEW/yV1VaL7t4M2vfMPyhy6fO3Bkpm0RdFS3C306+XClqBvSzJSiJiuMLGaiVhT1oHcgNdvOP3/roy6afO2G4RevNCMDGTAowgjLpjvOORubNmJagUJIBDV4mYlzznkycc45d6/hUtgKWBqRxDRu2pm6CkUDAcUOS+wwd9pxOHRk8W/fePg1b37kggallRAIqNtSgwxBSQzUCgCQZQJWOke2TKpOGRwCf2zroP/jT3/if/m5Zv2GboposDBI60YLm66++lA6cGtdb246W4c40kmL3HA7v38mr5+UUHThcWfg5Nk2hA6HFYz7Bw39TqppEqgA3ObZKjSTYeiElTKc/+KNn/mt36cv3LChQZc4RShJnfuDo7womdQImZiylBEbJ95IvX6iW6v6uu0nzT7vCWf/+NP73Y1XPfVHtmgpEeNAKWiXkJp2JXY2PeYCrJ9Z6aCTETNi0EQGsD9/nHPOk4lzzrl7CQGEzMgENqyvKrSmWlKgwtqlGJtCh1aueuXrbnrru3a2ULJCBKM2UGbUBbGAYInQMpQBgIGKqqUQ91d6sNv/9l/8qU3PfVqcX98YwIZCYoQ2D3fvZqKvH+1uAJUiSUspq2a8bRMG/WBSK3WNbF3XinKxDlFiaKBxHneN9PpdR7585U2ve3Nz1a07S+yXwrCWTQE2CooOUERGFTKyZFqXWLu9W7Vtt8+d+dznn/btT+heepZV7Z7/9a68vNopKmaxqLUGM+n1m169+aJHQZVtOpEFuPs2Yc455zyZOOecuwfJpDBaQiZ0FNICrUk/jgVDlPnRJDbY/+b37Xv9ex5T9W2yOP1+AhJDmerCETbtsauMzBwUompN3LuufxU3l/zss7f9zA+h17EmVd2O1VRMuyCsjPffettGFkAVYgCDQKhAUkgoLHV447mnodONLVPGgOVAR3uC2cKyWiSikTaMhzi4ct3L/+q6D37q9EybE8/lQpYNVABwEWMBBDQpSY3AoQMxwS05pcedd+nv/RrOOrua2TBJi52V1c+9/8MbjyzVahWUigbYisTDgdqTNsSzT7acotZEKAzzZOKcc55MnHPO3bsKoRDp9EJ7ungR2JICJqy0e98Vf/OmfW/70AUjzC0tZ7NVscQmSrEwF8AsAZl1Eigx2LRS1AUH6sGeresv+uXnn/jsp6X5OiJSITOMUUjQyZauv71ZXBIhLdORiCCDEoNKlRTMw0F18tmnLYM6xmiBXiigwihtESuc0V1YPvK5L173hrfFj3zxkhxCshpkyAokQStFiYyMzCYSSqGOVqs5HWSUc06+8FdfOPvUJ4zn60ndYUElnVve81G6cc9GCKHJKAwVmFk4XPH6p1yiM8L9OigyIzEI03n2zjnnPJk455y7lyiREQkQFQBaQQyw1rpF4tHhzX/41zd/4KMXoDubc994jNQoZYYSZjIFpYZpWGkjMDJRxEKsbMCuTfNPfMVL57734r2CuqpnWlQg1aJgEcHiyr5PfxnDMQA2KKbX+pQZbdCZthSEdqbfP+WkI6BuIDAmET1FJCiZVIxd+29//Vs/9arXnSudkyEpLQbMFVhimYg1klXASgZjtsQwyKLmxW6cf8JjHvWKF5dzdo57XZKaTEHMKyV94osbDwz7TUlsSUzJgmJcMN687vynfXvbQYfBGWAUno408VUT55zzZOKcc+5exUqxMAEpYBFtT2Jv3OJwuu31b0vv+cTZ2UIZrVJqkIOJmLEisxFZB7zKuioGwjwqalMmOSBa5nrn/sbPz33HE4ugHyOMiAkRysVQCoGGk6WvXBeaBFMC6XSwuqIIrMfUKkmY3X4iZuaiCQFtF0condgGTi2Sjq+69qY3vWP5PR+7tPQ6o0nihBjGWRPlUpkKFMxqlE2MYUxFjtYYPubUk374+7d+96W6cwdiR4w1G7NySdh3dOmfvrxlXGaFR5jkihsDcxha74ynfVf/vNNXYiTV2pimDcf8SeOcc55MnHPO3cuxBByIqC0oph2tq2rYLAyW864/ed3+d3z04pVmCCxVeqRrUaXXolsQzDKbGU+Aho1A8y3FPFxHG27o6O0bu6f98NO3/tj3od8Ro7kCMyghsRamABQyHF1J1902AKulSkMRcAEDIG7EJsgruZk//RSOdY/QJmiEIsvqBNxZeNt7rv77d9rXbj5pNXVzIuREmhnCCiaYckGlFBIFDllBFHZ1Q7zw1Ce++ncPbxssz8zPhrpuRAjKaNhYcOBzn8ehw3NgLimwIktSUCXLJ2161LO/bzzbLyRFCAXsFSbOOefJxDnn3PFABk0qxIDWxWi8Mhg2X/ijv1h664fPGopAI6CESaCsCGp1AZmS0ipZFitm/cyDTB2aPQo9uuOEc3/1BTt+4LuGGwbd1RSTIAiZosOZCUBQZKjuPpBv3rde2LQQpAABYGVFsUlroT4c7JTzzzKwjlELio63lDGOrNzy7g/uetXb1t9+eBOLol2Npoy6cCeBVNXMzZcksQAAIABJREFUiokhcEimCL0lzZ0TT1j/s08/6xnfa9s3rZubGakaRAPYQIrYtrB85WWXbUVRTJRQGcVGI9fDhueedinOOY1JxKhVrVjYEAsKk5J5qYlzznkycc45d69hA8u02VahhDqF21/91kNv/+DZRXo6aoEEFkMnqxgAakUZFkxXBVm4V0In6zLSbsv7N8w96uW/Nvvdl4w2zrRAtwowBoDARlCCGMQAsvG+AzOTNtamIlwsCaDEMCPMtMiRl+dj/xGntjl161DGTVUafOWqy//naw5/4apHLvMWcNLRMFAbYcadJJWyIpPBADY2lVGsdnOrZ570pN/9LXvOJWnUVHEgwzJbxXFNo4gaqJrcS6qf/9LqVdf1msRkDXIACwJLvULlhOc9DVWoVdpckkhidDJigREU5NNMnHPOk4lzzrl7jwKEkWlnUOGaW2/5qzcsfuiTF6xSmSyOKyyETlTUGf3EhZDYklBQjWoBWnHoZxQrB+e7N2zqPO7Xf2HwPZeU/nwcG3WUhTVC1TTQtNGwGFi5cF6+6db1iJrHVjMAw1ofXiOsUznUprxtS9yx0fqVjgonW/jkZ/b+7p8Nrr9ta1VjMlwJZFAjdJKQMZskcJZWGYXYQG2g/bP11mc/ZdsLnrV80bmxQV3PTHIuHQEQAVEjpDYk3rtw3d+8feueld5k3O9UizllGBktcBlcdMHshWciFeTYrTgzt0DHADUyqG/qcs45TybOOefuTQYIkhDl9vLXv6l930cecWg0r6NW6CDGS73uugkGGTOGZFgBRgImsFmtqMC1lRXCaOvMc1/z++2FZy7OdNYbyYhCVdRUK8mgstZ6a63TrsL233b76ZCJaobSsUnqBAAcS1PPzp5wzml5y/zyZLSlmr3mk//04Ze+4vm3jdc3vNgsldn+4ckwBu4n6WWwUkvSiuSgmbkQFaLVjjzxv/46nvGk8ZbetRUuXq5V82Q+LgJdYFMGZ4Pocix09bWHP/K500e2AXFxMrKuJGOTsFyFbc94yrDHvabG2ChSsQISM3gRvHPOPViTCa31qXfOOXe/YWuUuSFWCmIcsoZCxATNRyONLW072i7/1Zu3v/7d/cmYpSwx1TluK1U/c1RTKysombVEMtJc18OKZpo2WHPzXO/Gndse9yf/DRc9nivpETUomNcqhZUKBTZbtDshGEpErgJlW7d7eP2u3ddvrjcudvqTySRoGyZZYr8JW4c8lN7V3XDpk76zuyr5mutufOdlR9754efcvrg+l8MCtl5c5q1Ypy21rENk6aEpK8y2uQkHOOyen6cLzjn7J56Ppz9J5zuNlJ0oCCnX1MDWg2YmoGJNz0qbZpft6nddNhsKeDLRSQB6DWUN435Xt2xe/7TvKKlXGOjDgLkiIOQAgAwIQCHAQNNMZSC7szi+CQWgaStkAmAkd0Qa0rV/c845d9+eDH3NxDnn7n9FmIxqZYBgUCONxGyqmE1pPcLRj3z8c695/amrjcCMrIAyg5SimpG1jGm5N4M6mUStZFslOhzo4PrOd/3ii+YuvQTMAIkZAaTAnT2sGGZgQiBVlKLh6NEju/dubCYCml7NHyslNwMmVjb25wfnP8a+cO1H/vyv0zW37hgmIR5RO44xFmZFgBqQSbmOltNcjlGx0qv3cdn+fU8683d+HetndbYep6YHmc0EBgFxumGMASZT60nA/gP7Pv3lU1eLAivCxswkQ9BwXXf2uy+2U9enYNOxJdM7eEeeuOMjNzr2ML/hT0MvHfsW42MHYu17FfBRKM45d7/wZOKcc/e/hrg2DpmgAEMDJsi5afpV5KOjxfd/8iuvfePW1TQLQDWJFaYWMEOw0jCaWApbVaxOZYaqcdK66t5U55ULTr7kV35h9slPUBRIBMAKhgJKBsaxfVoMBEqkBgrMtDKMk7YLZlWYkQHG08oNNaSg22Zmygc/8cX3fWD+1n0bGpsvBE0r0RQhsbFoQQZMCJzJMlXcJ7Ur5+XUH/i+01/yi5iLk7nQksYqRDBNWlRCQAWIoTAyq6YGSvs+/pn1B1cGkzKKttrhqlBPYyvhdipPftZTDw66W5pyZwT5xnDy9e4MGv/qy2TKBQQDjGxamkLGDC+ed845TybOOfewlCG18drH9YQWVkgHlchqu/yOf7jqT1/XOXhkK0cuzfTqWYmIOAuqrGDLrEbGRl1IKQlVf3c73nvyxif/0e/MPupCaLJ+pxjxWuuttYt0AhGOLRUIWmhNREC5fVenaTvKlosQs1pgmAGEQqqkizffduiVr+k2ZSfq0LaC0gaMRPuNFNZJLES5ztZLFLgaGt+kmeZmNv/Cc05/4U9g/XxDpQQJIAHQtKgEDDbUBQZkwYRsBsD+hT3vvGxbozVsKVAbuC5sreZe/cinfPfsBRc0CJD8DcfR7nqYyTd+oWUGqYEKwaAKKGy6jFKr1b6ZyznnPJk459zDFSsBTAa0wQprnEykpeV//MIX/uYN244szpBIs8qEQlA61i3LKHNRgpiFgm6iDsUjRHv74fCGjU/87RfPXnheQtFeL6lFYjabrgwoIRYjAxPByAiFTMkYhOXlQ9de321LL1ZE0zwCVlLAACWLptJMauUZrjrtuAMuKI0VJh4oT8xSMABsJuAGdqBXt5dc8IgXPK9+9sWp7sUgVRFuzWAkSJEKcq2BDEFRGC2MoNS0ow9/svnKtd1xamCFKWauGxKO4aStO370B1HX8wmTIMBaAQkZQOB/E04Ma326bG1t5FhSMZ7+gyAEk7UtYCY+qtE55zyZOOfcw1Y05KyqahUbS9DcbRT//NXP/OYfbt+3NJPboAayxCgMAomBATErgXJONULVWgfSGpa6vX2nbH7GH/8WHvtt1u0UocIclIKCDUpWGJkQYbx2MQ9iSlbUlEoC8eKttw+AMh7VxFAjo+nlvsGUqFdsWiFuuc1AA1UoG6psDbIYZiZgYhgdjWFXRenRp37n3/4BNswO53vBWAozUzQYWyFNjARmWCzMRgxT0pCT7D340Vf93TmrLVtZFUO2Waki0UFo72mX4BHbNZZokYgsw8zYYGYxMModicQAwtoGLTVhMzMmERiB83TBCJaQU4l1sESWC1dRxZSUputJRGa+gOKcc55MnHPuYYPaEquQIzOZtsOqyUff+5HP//5fbtuzvL7NhUsSJJgBRkRKPO0lBYytRAm1ck2hNTrMWDrzxCf93q/hyY9NxYKJKGBgMzHADIxCyCCQEcAgNihAwmIkrWJlNNqzZ74UMlOywgQYKymRkRkQMzJpFmuZWpn2GjY2rjOODjBobH3iyuoDnHedsnnds77jtB/7wfak9RqqbhICZYYGW2uCRRBDVMpEdyxUBNM666GPfnrdkeWZlFrJGqRb1JpmJNW+9dVjn/n44SZOHHptXgUhQAAyI9ME5mABzIRjtzFdgqFJmpgQRAxkZrNlbRmFGFyxlqLCxqwwmIEwDSSqyuw1J84558nEOeceNlhLM87cCdQ0XRVcdeOnX/anZ450g2ZYGhEZoEys0yTAYgAUBKkiGrVsjcg+6N4NnUte8jO9Jz3uQMmzMogKsWnpyjc0iLc7kolhOpedQGRGSXF0cbh730YoCNP2X9O+umzTjWS2VpoCU7LMMOJQuC6oiyxUkyjVypIm5APz68/41Z894T/90FHOXe5PFpc7YQYBKhizFiAANVAlcKG2M903ZkYaVWW5vfkdH9yw3Iq2KVjR0k/oxv6ukHHaCYNHnbXCMB1xK+tGE+QCZpDAgCZh3KBpkRJUwQwidGp0q3rQhx1rB8xkJNSpEQQEBbVFLTBICsClRDVmJiIiUvXe+s4558nEOeceNiJx1Y05tWGlTf9y9df++6tOPzhan0tbhhwq1qC0FhJEIbrWSKqw5bbUxhzrA8EObpk9/Sd/cO5Z39F2OzMkoRigha0QiIwUDMBIlCPBKAPTvltryxVsilLy9TdjOCQrSgRCBsfy9Z2qbCJMBlGDGYEKYXpxn4nWWbvUjA5uXEennPaI//ST3ed+zzIocg9tnun2zMxECYiGABMgGKYNgw2mALMpQTLaq25or7xpU4JaGhtEQwdhlIY0M3vO4x+P2xdnbjh0+KZdu/YtzP/L18rycl5abpaH1uZmtIqUkYsWNVMAJBzqWuq6OzdQ4dDryOwM9/tLF51Uzwx6G9bPn3Yqb9nc6UStYg5BAhMFZjazaSbxNRPnnPNk4pxzDyNcxfHqMBAtfvYrX3j5K7dcedu2PJntDW5tFkJdxzEV4sIIhcRMDHlaLsImKgQZa242rz//x5+55cUvXJzrsoosldiDimZGJiWAsZZtgoL4G0Z4mE27cxGy3v7FL3NOgBqRgUEIBFYo1prrjgPVBXWhSpGUsiATFyIwbVmY7FvXs2c//tG/8xvNtu0Tip0WoQF3QmonC12pgF7ROk+79xKYEiNFAkwZZjAAprs/8c/rR6XbliFpy6gTIgWyMjMY9G7a/dUXvnR4y0Fb1VJVTbMbQGTpcgyGOG4qIIADRJjNLFuZIK0iZa4zYSyEwCBaeF/JQiMi27SOt2zYev4jznzKk6vzzka/b/MDm+ndUWfiaybOOefJxDnnHloMRlRIxZQLwWQCzZEB61opljqAffX6L/3RK+du3rWBi0k4MFmI0g8T6yiWorUc6kzBElEYc6aKUHKwuNqJu3py/i//1Iaf+CGra2RE1thHAYiIoAwCbJpO2EAwNmpZQjGyrMRqBCMCo20PffWq2XGJhclYicio0LG5J2YMGkYhLR1AAIOBY2OGENtk15x9+mnfeek5/+XnykknjIEOmxCQYdliVZMWhpmxAlhrXjxtgYxYihiPA60SzWdd+eLVmxQjNFbXHWELWNZsJuO9B1eOLPRam09lIP1hnhwdRAIls7FlUYv90ObCqmJmpMoGIiM2qsdaENgYarlouWASlWkVtrh7YXxktHD97o9d9vGwaf2Jp51K5542d/GFG04/lTeu48HAAJKKFChAgXXbxkyJpxGHAVrrOGwEEMiOzXlkQAAxUAEAE38NOOecJxPnnHsAIJCBCxdRZSVk4X44omWdCEZD5UK3H/nMH/75hqtu2tBkWF4SAroxc0dVoYUFIAIP6vnDzbJ1q9SMZkHanf3q6qELfv5F63/0mbRpXSmYLzDTFJWMxFjAbKrTPVfT6hIjNmSSOhdwSQGgwAolwupqvn1fP5uSAGBjAwqhMACbdrMKIGUqgTgXZhq2KzLYdNNoecuZZ277s9846TGPxvyMKGaoGEwFPG0BZjY7XaEhmADHLtMZqM2kFBiPAjUk2rT52pu7Ja0EBscwKWDKgMBmFRgnJdNoK7RcGDuWIhEXtsIwpja1RCLMzJSsmBYARBSZI4IlU1UiBuQwJgwh4QGHmaSzo6ZqkA7usav2LH3ks1+deft4rnfCxY++6OdeGHZux/x8MkrJev2w0q5WnRkgFjNRigqQJVEjM4OAjNbag9mxMh42AHf2DHPOOefJxDnn7lcKJkwHsIPIyJJZn6hObSwy+ewVH/mfrw5fvG5r0q5qhmYSAwpjMbAS9RJFzWPBXslNlesxDawmsys24uKfedH2F70gz8+U6WwOgAyydjMMhdGxvVs2/ZNgkGPNcAshsGmGBMbK6nh5pCKrVEQRVYMSMJ3Lbq1AybaNbcQYi02IOol7mDuUc//Sx+z47V+aecLjQAZNxmxM/45uuywoqMEMxOVJWhySKaiMSxmEKqQ7r+oLURLKTJmRmTZSNoCNUTSl0pVARshGZsQCjgBMDQUGMzMyERYWzn0uZlSMi0pKMxxo1PZhAlnfticu5uHe5shNH/v4Rz+//qLzO484/bRnP7V72o7JxGZkrpkYU44sUdcCRxUQRGFECjCmE2OwtpwCCyDvPOycc55MnHPugYMNPJ30x0QVm9GsUFhpcdv+r/3eX/BXr93ZUr9pKsB4bZSiEhoWEKKViLRQ6ZKmzfWgGlpLcbmW03/xx7b/+POxcWZcVwyEaQYxiMHWijlANi2aODaOcDo8cTpxkKFkBqCYMNAUa1RAoloVdDIqgIBU0BIkojBmSi6qy6DENA5Mg8HKxpnH//eX6kWnwQQlo66IDGRGd2Shb3ouYhiiUceAidbMBhU1g+baMgoZREmMxEjy2uMw0FJMuZgSjEWJg4SSSk45UGiYh2YhBBGZlotMe22VUnLO/YRSlAmduo4xHlxc7NSdTlU37aTbWs+oX8rcOJx1sNn/3n/af9k/vu8NbzrlSY+96AXPwwXfWc9GCKAwAzFgx6KgERSYdhoggFGmPZoZAGpfNHHOOU8mzjn3gHDsGl3XNkchMCSV0OjVr/vf9C9fO8Nkg0KQI1cNMh37qU4mAmWUcSyF0yZId2WcaXBbL2x9+pNO/snnYfO6oZXETGZhbbLgNNgYQ6edt8jI1kaGGBkAE2UYlKAwAAKQAlJz7IRh7hQOqgIwjIAIYoO0bISEREbIaLvVgbnuCU945GN+4aftgtMXY5xPhSpRFF2LP1/3j296cJjVTIzQ6ei6/mThaFciSsptm8XY1upF2CgYM5jABFqwRCE2Fa/M1M18r96+pWxaR3P97rq5uc0nrO8Mqk4n9roSghmIoKXkps1Nk44cyivD1SML40ML7WqjhxcO7NpXNTmE3lKV6lRmNc4XxmTlRKL1E2w6NFx538f/5WP/XD/1eWc9/1n1uSfrpplJRUYsNl2nEp5u3LK13/V0layspRXU/hJwzjlPJs4598AJJwQCUWGYIhftTFrs2rfr/R8+z7gHtO3iIPSX8khDRQYCgqFTiMErEcOO9pPOTXSG138lcnjKY0962S/pxnUWg1mAIhDx2lQQKAFkhgQQINMNXUYgFJvWmuQaREooUFMTIxhQ19rr5cWJITWBx1SMjKaDGlWmqxbLRJljE3hh0Nny/Kef99M/grNPXSGqEQulENhMiVhN1y7Qp8Xud79sogDTBMZMMuiEc3cs7tm9bpxnEUvRAhSizJyYR0FakcSUiZWYLzpr+xmnbj/1lHDh2di5Hb0K62ZBRQGqInEAM8wsZxIBgGMb2zAtw0+KlTFWWxTgll3tdTfcds11B6654chNt+xbGs5nWp8qaZpeiAOupGmh7fA9H/jgR953xg9//yNe+Lze6dubTidRaBAUHE1rNp6unxwLZzRdKPMnv3POfSvJhIj8KDjn3PFGNE0lRCACG1PIhZlv/fgn5hdGlNvGIFwta6uhKkRsxApRRFiDNEYW47kUeqFzM9rOjzzzUS/9z832TVWsi1FNVAMMsMGYlFGYUdqcE0tUAhDUlMyEipCpFaYaTOC1MfAQylrCxnVh+5bRwYWuhVLxUFe1wwTSceqj6mvV5mZU1QvdcGRd7+TnfO85v/azZeNcGymgqhM0Sja1Yxf+uKOnF0CEuzvdZM2VZOFVoD9TzT/926/+9Ge7pdPNkrUlDpn5YNBRLzYbZ+YffV73lJNOOOf0LWefMTxzC0vMEpUDGQLVVBiFWAlmCGuJgBDxr3r/kgAGhs13MW+ak26bxxPO20k4dXksuw8u37770NeuXbrymsXrboqHF3sLowFJNdFtekgmdPCNb/n45Zef8pxnnfJ9T693njjq6HIVW2IQaU4VExuiCACm6fwW+MnWOee++bmyFN/66pxzx//dVglELReCBhMFF1i9tPT5X/6tLe/6FGmaLlqsfcpuJNPh6wYjbshQSdW0EeG2Dlc/+j1n/PFvTvr9fugHs2NTSQBg2v63MAwGK8LUJgLzcJw7nZCz9mrS1DJZoI6opio1sH6K1FDbodCm8tF/+eov/bedexcnOhKhTC2IAlelMEwi1Vdv4I3P/55zf/o5+exTS6gqZSlCREmmEecY+/q7BZoW2NwFnrRtHZYk1EBPlRb3f+kVr8wf/tLklkO0ZWO7ZfbEs07feMkjt1xwFnZsxabZVspESEOcnXSNYcTKlgEIqcHsWCOxu77FlqaVIIiAGKbzK6fFK1ms4QItgRHHLY9zvnn34qevSF+9bv+V1/K1n6mN+1prq23srK5b13/qpaf+xs/YyVvGMcRQG1nOeTqycZoVSQHAfGCjc87d/YlyWgvoB8I55443AylRoRLNRNmIU8nV0YVPvfCXz/n4lybKxtNphmBDKJDp0gMhBSOmMm4H1dx1EYPnfueFr/jVhR1bu1RVq8p1huHYLA0oUyGeRhoFxgkro/KqV7/2f7/5/xDReeee/Qe/97LzH3Fibi0EqlRTSBnWHQs4DqNyzr2Vsv/Ff7Dyro/1ch6U3MtFGauBj5gdiaKdeueLf3rbi56LrTN7tR1wfzYZMsA6qbQ6NrPjjpJ3+9YWCrhpmjqMOM4VsKIJw86RIa7aiz1HdMdm3rkZ3Y4Fol4nC0yC0bSNMeoVAhMCplPlJ0CetsOariDd9S32v/HUZ3dsPAN4+msQZLaGSgRrO6nGiSli3Jb/+9FP/+3r2xt3b1zJp/TXH15ZWZzvHDhz8/f+15fgwgswmEUdlHRimWNkgBVBAYP6PBPnnPNk4pxzDwQFlJmAUqtxZiUqluKhw5/9+Zec/n8/k0pPCYUAIBhEQdDCaEVZNI+HG+vNV5fUfdFzLnjZr4w2zylXAxVKlnutrJVckxEKsSHEQqTIhP/xF3//tne8d9fuA/3ButFo1OlU87OdH3jW01/4Uz+wfeeGjmqSpNDOqoCrhWATTltbw9W3feKlr1j6yte2r+Yt49xaOdqNw52bdzzv+3dc+tjwyEfSoDe2nCEk6HAgM6AtXKJ2/m0sma4Fge6uQxfn8ThWarE/BoCFzuoAGheTccx1HUKkACXLhlJMCGRGZgJJcXoTZrBp6zNRWxt2aHebTXQVNF03YRAZcyFSkBFJa6Jkgv+fvTePl+Wsyv2ftdb7VnXv3nufKck5OSQhA4MQEhJAQCDMowoGEb3MICICIgRRuEx6ERGvoDjhjFyRSZBBBEFkCA5ASDRhCAkQMg8kZ957d3dVve967h/Vvc9OQhLv/SXnEn/v99N/7HO6q/qt6u7q9fQaHhdmkw4OUTpFhJ4WVjtcvXvvV7+x/8v/8d2//6Reu1vbbqppaecRy4953NE/89zqDkcg5DTUzgSAEdEhXpRJoVAo3LIysV/5lV8pJ6JQKBRua1wkiQCMDnHL2UNl0jZ7PvXZbRdcjhxFBDCFBlcjKMjmnVFye2RcPtCM61NP/oH/+cq9x2zLcWEpm2Yhva0ypK9cYlZxEQDmKhmf/tw5r3rdm8lBlyJRiw3plpN/6pOfEh0+7JH3CSTVBbQc0XA60FX1LabYVB3zoJN1aNPxWiV6+N3vfPxTH3/cS5656SceMr7L9pV6ZKJDxhpqol1Ao6Tm2rMwbsyRrJu89wLhZtInwtSZhBzCFHCkBVtBMxqNVob1msioU06hEFMJIgqRLJZVIBZcZ/b1pCBLptI1wxwqVKPie972V2tNYAoOo4qLUztay9B6Y7pSS2cCla7taoaBSO0Ss9RiVyzEdNimrSeesO2edzv64Q86ahhXrrhs8/616urrzr/4imuadNwJx2NxJAHJhLP5A7dQzFYoFAoFlJxJoVAoHEJlQkLMNQumioa+3LXVNF/8xt+77M/ed+cVF6fCI5hzJ6ZJpCVcrIa1MV68c+kev/OaLQ9/IIZDdQB0y63kCAqDeG9k4pCudc8yGK+1z3zWK87594sAZnUKSMYQUpMkY3lp6WMfefOdTzgGAhH2XRm9A6MA/TCrnLqeheGCqKiamEGFWHMxDaHLhEaCvTJS9jaPoMMdBNRatdx5BiqTSum3k6/Gjt6JxOzmuj7BkiouhKIZe7BQJTK0q4Nu2l2z+zt/d+Z3/ulLW8+9eHHvgb2nHnvci37y8NMfgVhL47EeNSJZdVDcFguFQuGWlEnJmRQKhcKhgEIIlSIQV0BEvItNt0j72ic/s2NlKpV05gesaQYyDj7OKdQR5D7BJUM5+WeecvhTn9jVRrO+SkmElL6/RKV3XBeKIhMhhA996J/e856P5BxdAVGIxlillFUtaFhdWdt+eHW/+947BOScVWcOkOvzs8RUqyoOBvXCgsagIYhqP15KQhxPWpF60uQ2hZS16yQnSZ22HbqELqHtAEFmCkHQt7/A5HYSmnfTJmgUqydtTsnahC4hdZKSpk5VwsqaJ7dde1a3bl5SUxsMD7v7KXe+7w8ddd97/OPXz7r80st3n3fRHXccMzrhjmlp4brp6ijUg2lmLC3whUKhcAvKpPiZFAqFwiHSJpi5jJhRKFAL4DTe++TFe52oH/8iU6cB4tkI5jysKk9d1OrA4Yv3eP4zD3/KE7OlJlRhlpiA0APh4hvcMjTnLAju+PyZ/zaZdhJGBHt3jZzcM6OqilmsLr74UlW0LS0Y2VeBzWeD9dkTn7nIbxj3SwCp1dHCUpvxJ3/6znf+9d9oqIXWu69km4IWZJBztzjS93/gL+p6BMI0qsy7zL/vifWIhGf89m//xd9++BOQSKiQIi4kukkYLE5TPmzH1ne+8w+2LtextgDihDu0xy0/6aTfve5zX7vwPR/7xJv+6FFbtyw/8KTNg2HKjQ2L0WKhUCjcMkWZFAqFwqFTJgAEFgkArXOweQm+dsrPP/eaz5/THljZqoOtqdKWYTDY1Y4xWLy2m979KU/c8jP/DZsWxnVMYrpBJMykxAYfPxJqtjbF1VftCnGQqPP2BlVVjdFT6txDqPbvO+A+kx2p62IMEO87QgQC6f8AAHfvm8VFDYAR46lr0JSq3Xu7tmsBE6pQfDDNiZW2uZtu3VwTQRAoZPZM09tPC3iXGSq56rt7rrx6P6XuJ/729XLLC3W3v2m7tk2qGtx0xTEYVSriqAdLJxyz+bBjHvvIL//+29/16je+4NW/PHzAPdut4TqbHu7D8hkoFAqFokwKhULh+0KZCAghPAtNAFFtyTiqtt7v1OEbf/Gc9//d7gsu2blaC60PAAAgAElEQVSv20Qb53b34qZ92xaOf+zjN7/gGXlxmGLVETl3FqJgg9H79VG1TI9RR6NR17USBr2jBti3f1BFVZhyW9WVCFRBZwgB0lu2OwCHcl3tkFDpo3L292bUtTYZB1ZWk4vGIWhCAeAW3OlWpUSEhexCAK4qKrcjH3ShRU3EwuJivbDYdkYEAAIHeN24qayKYWgI4ipEDDqFEzbsAoi0fSudP/jK5x928okf/8CHTth99V2f+lgrg7kKhUKhKJNCoVD4Pop4Z0kICqhQ05ABGViofPi8H3/QEx5x1Sf/+Rvv/ugl391dL462n3bvez/x0eGUu/jCEKwpqAWqFhwAXJAVDrlBxNs0jVW1Cnbu3FFVofUEhLoajps2mtZ1HK/shzKYbt68TCJE5AzcwCBd5OAgLbl+UgYQa7PXsRIJJEj29WIGuKN2YZdFdNBlqEp2KMSdpref0VSSiSwSM7smTR3D3rxR4QDzoOpcvGtAWzDUhEs2EUJMVBiNTgE2j477sYcd9xOP+cx73rPwlfOPu8udfHmhfAQKhUKhKJNCoVD4Pgh3qX2Mz9kIXVeqCzqRZLZmw+FRwx1POX3n4x6FNsGUS4NuabgnaHBZclRzh/he27jCoQ7azMp89v91HRIckGc+66c+9snPrIy9S00zTaYx5ya3aTgwZW7b8WkPfoAZ3AnmgzqEerPTffuVNxAVVIK+gcX7fIkAYA3mvktlXc0IXHC91X/fkwAKIiQBDiGZKXBkwJOaEZQk0imzuZu0AUag1ZBEQquSAPW1ijLw+z319O7qXaiWykegUCgUbpEyKqRQKBQOiTKBCo1iFKVAgEAPdAUI2ZKjtdbFerp9y8rOzas7Nk2XFxtalWwEE0Ad5v1kXqfQIQI16PVsMiQ7O/emabt7nHTUYx/zUOZx0C534yAZaQp2uVtbW911x6MPP+20+4oie4KQs5yJAgb2TSO4qZuCSmrv7Dg7NAAEssENrnClK1zm6oS4HcmSXp+5AMoNrx5IcYprf0C9m6MQkvt7NANEns1NA6ALVgeNE/jyCce23pSPQKFQKBRlUigUCt8fysRVPBCWRJKAoDqDIzoD3ToMoDUkgIMQo2pFLpktUjS5a6YkSEdJWXNSB6COMAuE+yxMn6dIkK6qsTpuznjps449+gjm6WghwJsqYFhL0HTkEZte/rKf3bJlKXtrClWKyKzEbD3dcTM3D+JBHcqgHsUNVKECouyMSZkVWZkFFDiQIfn21GYCFQYlwCheiUeZGzQKUCeLLuqSRZIiq1IVYkCsXIIzB3RD5AoQrRpurZcn2ScLg/IRKBQKhaJMCoVC4fsGgpAs2sfsAoq7ZY+OTpIbYQyKaKyDqDIhT5DG2iXN2ZzqWd2FDgoQXDUJILP6MABwVYokU6rlzVsP+/M///373/eU3K4FpSB107WTTrzLu9/9V0984sMhmUiqcM8q0s8L3hCd3+QNHmZjgj0Kg7ISRsAANSRlVmaji/S1XjNBw9uRzyCtd64Uj+IRNDAKVGCgDToLOQiNop1qK7HTmLWiipLm7uqNYi1IV1mONllrRh6WU6mdLhQKhVumXCsLhULhVsNlItDsMI0EhJjlDUiHQaII0TUhqjATRqioOpErT56CaKCwy6IhA01yDSbeCSii7hAJTFARmU8gFvTW6nQmNXd60NilvKBDjVw4bsu7/tdbv37+t7989r+b2eGHb3v4Qx+wtBQESZiF/YYkXUWAPPODp6ZOQwWwIzJgQITACQpcoigS4NZQEiWTBgBC95rMFEKzIIMJ6NyToZIss+C8H55MD0FABzI9iwVSQSPnLfdCUESEvmFugEAAd6oK6QKKTkklIhCcLuqziWVU0kSEpKpkT6ridCdMzQGbFbBJzm4WALgn6d3sCbiIQphNk9P6V7Af0pw1Sy8xXcWl97rsrWpEICLqiIIEdnSKDhcHTLzBiIFCoVAoFGVSKBQKty0mdDhVKZqcQU0BQQIpkJW1rqpQmSgz3SmmIYynLqIxRDERoGs5nQq8izGMhrFpWzMEYG1tPBxu6hqtagGQHVkgAanxGMxMSBP1psmDugpeNxNRm1bDMKj0vvc64b73OkHNALg73T2n3CarqrZzR4haEX3jiAPMSSwIBG07DZGKhUwZT3OozQxZrOmSWvDQWJW7bia/IE5ULhlIKkrNMAFdYXQRlZZwhwJBEM1S6sZrK8vLC6pOdCIRDH0+yMJMl8ycHjHL14jABe4MKu6Ae85rKVlVb6aIwAAFsgAioXdhyQ5QBByP1waDIVTWmklV1W0zJVFXwxCq6TSpaowV4F2aSkYVBl2HUEnXrWoUwmaSRdBZMooIFBJcIvtBZgQAlV47RSL2CycBsHzTFgqFQlEmhUKhcIjpOiOkTXLZ5VdYqDyLcta9kelxWDfT8c7thw2Hleccgq2s5cuvvOKLX/rqdy65RKFbtmy+z31OPuaoHXfYuU3ApmvUnAJyUFWDTN29d99F37nq8suv/MaFF+aclpeXTjn5Lne+0wnbt++oau2aVNfDlAlBNcTaGLXGyTSFYACaaRer2EwZK9NQdd1UPGTXSy690gGRIKASAngGmdpucve73RHik4Z79u459yvf+PSZ/7pr93Vk96OP/5HHP/5RqrHr1nMBfbFWnk/6EjJ0HTuvlLz2mv3fvOA7n/+Pcy679PKotmP7ESf+wJ0e+YjTtmza6nRSVTsVOCgmKeHii6/okotGughhYJ+UoMCZNi0t7NyxrWtzZaAshDC89LI94wkGo2raTBUUQqjZKZbpuY523LE76mpBVZu2WxgsNm0XBkvNFBdedPX551941ZXfnUwn27ZtPeGE40444Zjthy27ihNNx1APOwrZiyPeriaMFQqFQlEmhUKh8P9jqjAk8IlP/ssLX/TytUkaDpcBETqQ224aB9pOx+/4yz/+4cc8wC3+679+5S1v/YOzzjovZQn1NveUuulCbYtL8YU/96yfe/5TqzpOpvvVFiYTXRjiH//x7Nf9yhvPP//CejAcjUYUdl3HvFbXw+c973mv+OWfmbTQaGZC6L+fff4X/u2s5z7v6aNRWFvDwgLaVDcdFxcjgA9/+DPT1dUnPfkJn//Xr55xxi8fWJ3QFZx1kpgqtNu0LH/yZ2895eR7nHX21372BS/bs3c8XBy5MHhzjxNPVQHcRJQbDOgFs/Imh7mohJHFcO6533nFL73+nC9/td5cC6FQ5rS0tPhbb37bK19xxuMe+3CzMIhOFSctSNfhsT/ypLVxsjhISRV90VcvOHIwvOBnn/1LZ/xcHSt6G8Linr3p5S9/w79+4Svj6XQ0GgBZoOIhVBZqNO3KqSfe6X3vffvCsJpOm0E13L9/PBotfONbV7/hDb/3xS+cdWD/RETreri6uhKC3eEOO0970Kmve90vbN22KHE06dyCYu7pIvNqs0KhUCgUZVIoFArf1zRNNrPlpcVpg9HiEZ1HQKEudB0MMzqrqknDSYuPfvSf3/jGt+zZeyAOtuY2d1iAulbDhk060L7ld/7kqmuu+MUzXrBpedRlXHXNde94xwfe856/bRpu2nq0iGTA6dS6qod0+cM/+qtvXXTJb735VZSqTU00OPl7b/vjT535hQc+8EF3utPRW7ZsJvN0Ov361y8666wvf+1rX/u1176MwGi0dXXCNg1EYu+4ImD27LnDuKsGS9+86KqX/uKvXnXN2vLmw1YmTYghta2gyhme+9aXg4cv6ISAGKhkNW3lgx/9t99801svu+jaLYcfP877VRQUUe5faafT8c/9/H9/0o8/4XWve9HOrQui5nBAO1LCqGNHGXVCUxXvkxYUpEk7mUxSdiCnGEOTfLgQ9+4bh3rzgtHFBQ4IJI7blrkxqaZJLOjaajsa1W3nm5cXPvHJL/zS//jDyy67YlCNrB4Mh4vTSbO0abMzf3d3+6GPfvaiyy5/4YteJIMFCZWLCEXgfddQSZoUCoVCUSaFQqFwO6CubTqlmkEs0xKNUEIFDKr00HTjqh588cvffcUr39hln0w11EFs4MKUsomYxJRyiNVfvfMjl1/23d9686/u3ecv/+Xf+NynP3fYEXfIpEqVc87MaiHE0OYJqU771Kf/7bk/+4vvedcfiYRMiVWs6qUvn33hl8++sG1bAIuLi/v37x8Oh6qaUnbSalgMalFjyNmA3q4EkNxmXRpuqocLf/rH77ry6v2btxy1Nu1gI6qCLRibKUQshJDzQWGi8CwEAmBE/I+vXPDSl72OiB6X9o+zhQqqKiEEI9sDk9Udhx/93g98fLT5iDf/6vMAEBmAk7BhRqUcZSSHsO8471tW4JkxRAQGz1OrBlQMRiP33f3AAECln2IcRlkspTUgCmw0stXVNBqFT/3TuS8747VXT0McLCdKFl2ZtAvD5el0KhLEjMbzvv7tF730VTvvcEeqgTJrci+ipFAoFIoyKRQKhdsL2dtYxZSbqtLOO2jsTQYJ79xVVKS64Jt73/7nb2mTOYNFADFDKJMQtH9oCMNpmyrb/LF/OOu+9/vceV/55nnnXbC0ZUeXDarZlaKqAcKUCVQQ1VARzTnnfP29f/PhZzz1dDgnk8ZpGoKIDOKQZJcxWt7q7mpB2Im1JIAE9eyZUIhQSNDdQzVaXZ1e/d3xxz/5Oehw2hJWU7zLjAigLSyAZM4JqOZNJoI+saCSEkOs3/XXHz6wMllcHFgYuBuMTgEtu1JiPVjeu9rUC5v/+t0fOGaL/czznx4Hkj072SVRHSZXSCAdEkBQCGSVLAgCOKFmrTeqdUrTLrcaImaN+CThVGqtlimmgrbxGOQLX7rwjF98zYGxa5B+7JiZANp1U1UXBeHuDonTabrkkkuhikwKwY3Gi4VCoVC4TSh+JoVCoXArXlNbSoK4a97g5pEhCfCF0aJa+KM/+YuLL77MXUiFBAfVgkoj0s48GCEWhsnrNtd/8Lb3ffyTZ067LBpIZW8wLgL0diF9f3ggAhjB6oMf+JgAKhIs5EwiEpGM5PX/QBTJIoAkiEMckl0ckihJTOiyafO2C7952dVXXwcYZ2OvQPGDiYPZEnwuS2Z39CVb+/eufO6zZ45GC2YSAxRJoF2XSJIgpbecJ5QSXvu6N599ztdhBlWHACYM2o/rPWjRON9EtJ8gDFCQFQAyxAFCsmuGZGhHYb/svnu9aVzV/uBtf/nt71xFXQQA9OvPkJQ51ZCTrzknnlPQUFfDtmkVhGz0YilfmoVCoVCUSaFQKNweYO8qOA/ThVC40pUOpLaduKeVlf07dmwXERGIeDBJaWouRtisgVzdPYNLmzftW1ttuibGKCIpdXOjdweyIEMS+8Cd0lcxXXzRpXv3TJRQatAKc/PyG9+E/Qwr0dncW5H1SB0kVCV+6lOfGS0sAzp7UslAmkfz2GDu7gBApYqDTppZTqmugwnb6Urb7K8rquRhHQBPqZ2ZloB9lmbrtuN++3fe4ZSuaU1FHUoIs7EzNMqkcCXB/nC5Lo10JllE2Z8EERLIc62CmQ8JsbgYvnPJ1f/yhXO2bD+6YWUu5mYUc5p7pZLb8SBwGF3YSfZuMh7ESM/CmfryUstVKBQKRZkUCoXC7QdzMUDAAJrQlNqnBqLp7j3fXRhVIcjaeEUEKbX01HuxhzwIuTIPQgOgJilPJmlV62yR4jnnRo1VVEjqkzAirsgCQvqYWUFb2b925WWXqkBh9Juz91OqEkITKmj9amd5D6pn7N174J/P/GcLYeZWgt6opINkIAOA5D7ZAiGggJAUmGdX1SqYwdcO7Kk0s1s7sOfK1E7oHZCIJH1mQ5ziFB9P9Ktf+/YF37hoUNfOLICSgR7YGTtFf8s6nx4MgEKKC4MR6kEYBQaqQGb6jVS6SFa4CLoOn/70ma3zwFqLODKP5sHcjGpUdHkYbGXv7pV9uzePFlb27o2CrpkE4fwkY2NeqFAoFAq3BaXPpFAoFG41HApqLxLAAFhvNSiSXdLiQp1zKxQzpaflpcUsvjYZBxNtKgAuUMCV2Tur2Pm09TYG84YCFcVksmYhijhnmQrvC5xm1VECQK684op7nvgDi6NFT1kRZV5ShnlYrfPCLBBCA6O4CpTifcWUiAQL0+nKINbeZUjsszQzUTRLnmD290GkbVPQmhAhc87C7rGPfuQjH/ng0WBw7rkXffgfPr1nz76qGia6e5olW0iIDwbLqdv/+X/5t7vc7VgVE0BBYaZ0QAbDrP9coOSG+i4KDQ7QQFWqC0mdTfidPWCW0gkRn/n8mSkjDkZNYuVhfkoIoYqkLj3mUY9+6tN++Mgjtn/pC1/7y3f+zbW7dtHTPGUEAITOVFmhUCgUijIpFAqF72fMDSICV+kojasB5hAgeK4W6u25mVhe2b/70p993k+96MXPkTB4x//6wB/8wTvbpe3X2xEpHitEaSVo8rTvHifd6Rde+rwPfeijf/fRz9TDbeNOGUxjDE0FW0XI2Zfcl8E0yVOJuW1cdJg1iwhJkiJCOgwdUlYXFSioHWUCFSAKtQ/pU1qt6kGaVp0uODIxUZtarCrbtLY6Dd5IVgCZw8wFkaGLCbJIxxAzxMTJJHn/k5/00N9446sGUQz2zJ965DFHDX/9199Wx2WgJt2lEcKg4qGLKWX82xe/+dznBU8kuiwdJGSM+pWDOq83w3xYlgi0U6giW87WOgh1gH0WyDyGapA5zrEaK664fPqNb+/JqRqNqmmz1oUECPoMFVK0boDV3/3NFx191DY6H3Cf4+9//zs941k/P2kGeWbpTsIpRZYUCoXCbUip5ioUCoVDgQhWVw9UdUype/GLf/61r3358cffcefO7S9+8U/f5z73uolNBEAznfz0c5/1zne97eGPOO2tb/2NM854iapUVUUn820yLiqEmJMvLi6SrsJgFHTeraXpgcWhqniXpgAIV9NZSqbvdpnpH+acq7p6+tOfNqxrp6eUADzlKU88/PDDps3EzG68blX99re+PR736Z9bAYLOBCB7VuATn/jkrl27RLVtG/eN1vUE0HXdQx764O3bDxdVDUbypJPuer/73TflIkUKhULh0FFyJoVCoXBopAkGg7ppJoNh9axnP31hNEgpAbZ5y8Jxx9/x3AuvvHGk3uc67nb3u7zkpT9XD9thJa2Fpz/tKX/x9velpHTytpljqxqaaeu5YeagkhByrPThD3voYx/z+CO2bj//3H897MhtAkRDSq3pYD5OV4A+v4Gc82AwOOqonW1KBqiqZy4ujo4/4biVtSsPjNcGC4O0oRCMpKpeetmlu3at7Dh86VY630ISQs+eM/79nP9wZ13XKcPMgNyXh4Hsz/YjHvGIfixB1zaU4WgUjzrq6BC+msuw4EKhUCjKpFAoFP4rQWYx8Zy2bdt8l7tupoNoqhjbjmo3EVuLkLzDUTtCbEbDOuUkCF1qQtA06VRN5TbJe6eU68FC1/pgENN096N/+P6veuWLjj12JzOD6QPv8xMtPRMpT6u4wWmREBF3FypJU1O10PuFZNBpJieffNKXz/nOYDDquk5sXc/IbJCwyPnnn7/zYfe7taRgzikEgcjauLvssss9s2kawjTYwUUDAN3zqaeeqCo5JxWlICXknEvDe6FQKBxKSjVXoVAoHJKrrUJVzDBtxqurEPEQpO+/Hgzi95QlvTKpK9u8XO/dt9vMc27a6VRFIKhDxdtmkG1KOWWSpHebNw3/+yteeOcT7uDtqnkXBRYAuAlikOl0LAR6gxVAVbPnvgjN6TkTIjlnAGZqJktLC5PJ2qZNS9hoVNJbk5BVVZ199tm31lGIIOcEwNRWDqxeecXVZkFVVRGjHRx2DAAIwbZv3w5wbXVFg0EQAlS1VHMVCoVCUSaFQqHwX42cszO75xgtBIj0fucpGKfT8Y0fv962bibTpt26eQlI0cJgWNHdRFW/9wWcJCB+syODb566HtLRDxD7wR+85wnH7YSPhxUry/A2e2PmAqTU1bEGMDMiJHuPFoCq6tnN+lFfCqDrkpMLo2FVxf37992gEG39nxdffPF/RnJs3OSmIFy1V0lyYGV1z569IioQd++6Zj7+t/cq4Y4dO4YDU9XRaATSnQBI77e/4Y4BM7utaukKhUKhKJNCoVAo3LZXW9Wu6/rAutcUqqqiJNT0JgQGRAT0YV31zulq86jcQdJuXM0lQsza0L9XVP2fgk6Q0QzI9zjxripUySKEEKSKqACAqfX2joCAEKGIiAoJVYVgZqgicPcQgghCUIjnnFRlgzXIbLV0jsfj/4QykblAuNmjoMfKSHf36aTpTyfBEOdd++vW7sLFpYUQkd3VQHebq74bn8Nej5hZeUsXCoVCUSaFQqFwu0YOXnjXG8dvYRpVb/InShWKcr4NIbfNz/buriruOaXusMO39q727I1T+u5EqgLCXpaoUOT6xVE3JRZEKILedv4GBwig67oQwq1XP0WA7u6O1OXe82Rdiqx3mPR1ZVWsVKGiOeeZ8CoUCoXCIad0wBcKhcKh0iQUyLoOkQ0q5WZDYRoAYZhNvuoNFW9LM3JTQe91KKTDRUUMFEHdJ2WkXzaDUNkbxINKv3lNIQIR9kfBG8kSAASXlpZutcPgrO5LBDnn+RNxoyg8+E8B+2ND/xqVt2uhUCj8P6DkTAqFQuFQKRPoTJDwBlfgm78UizrmXu+9d7sIcdtFz6SDrooYgoY+NxOI2PdkgDoTV1TQlIo+CSF+i7t1Oujumbzeg/sRycHCtm3b5FbSXIT3p0m/x+wz3qADvu+Vd3rful/erIVCoVCUSaFQKPzXVib9HKr1Nonr/3GTm83vpc037uu7IPDbYqGk93mZtm37DnLCiJltyYYGEVs/KMEtSyWCvTi5ce9437ZhwZaXl/XW/l6yvhP/oDK84WsCYDwe901AZkGkVHMVCoXC/xtKNVehUCgcGmHiWd1ASu49PICkMBDiaUMLxEZ7cgCZyK69MWCixMwMJYWUxBt1qPSzsEiGEP6vh0fRpGGqNaiJuBtdpYMQUkMEMpE8AMUziZYmhGYAWJiObVAPg3Zt10YdWY7awRDpSZCVsZ20gjyo46QlPFCyoKOtTVWjZMv+oHvfJwiyoQ0wiDpIdbF+sLAI3TuGPOlyZVm0a7uqUnR5LUiTM4UVECFOOKXru/ZTogZ1nWQzwbBr1WwgOukL1gABbPd1e5pproZJpVNY7lrT2oVuSIQwK3NgVuYcKpBtN4aMHKRIdkuZAuzee+C97/vwl754tqoujRZ+8idP/6H732swjCl1Aq9CLB+CQqFQuHlKzqRQKBQKt9I3ipHoIEk0ZW+gyQwEnB00Q3HttbvqajCdTuVg+kIATSkBUtfVCccf7xkbmnCur7woZkEQplPJWZspRWzPXt+1Z78TKRNQFzj6+QBKF0AJjEYjd1cRzPIzerCyDgLI6tr0iiuuNgtmw67LVVW7Q2j9+OCDj7/RMDQRQCQGu/jia5785Gd985vfecELXvimN/3mwx7+yJe85Bdf+tJf3rfvQPasoSpvj0KhUCjKpFAoFAqHiGCkN0QryjZND6yuuCCh1eDuU8/4ylcuhIQQBznPI34qKKO6Rs47j9yxffsy0KeL+mHEfcGYr7fmOPWSS64cDJTQGJe7jPf/7d9fe+0+aB3rOgsIusAFEMkUoQl1y6ZNh287XCFCmAUnN4gfBVUQzj336+6h60R10LQUwbe+fTFoQut7e0Alr/el2Sel2rb9xgUXPe1pT3v845/wxCc+Ifv0vPO+euKJd/rg375rPGle85rXC6xUiBUKhUJRJoVCoVA4lMpE0fuuqHSp27N/vwsc4qoa6737mosuvnzSpKoaihkgvReK0FTZtdOTTjwxau+CIjKTJX1mw+c96xqs/tJZ55715ctMlZDPfv7rr//1N0MH0zZDA2e7hAsoRhcRE2LrpuUTjj22GY9zzmZB1UAF+0yIUiy5vPd9f28Ba2vIrEIl37hw3/nnfwtUoQkEMIrd4EvTDPsPrA0H9Vve8paHP/zhT/rxJzzpSU8//fSnv/CFv/DDP/xTX/ryBX/4h2/btXvf+edf0Ey9vD0KhUKhKJNCoVAoHKpvFAmkIkdhTMk+8uFPT1tQY5vrjOpd7/77ffvHMQ7XJlO5fllUM16pK73ffU8OAUFVQLAfP7aeaiDm/oi7dh942cte/fpfe8cbf/0dr37l//AckluIdZsyBQ64+MxJ0Xu7FSwMca9TTo5BzVQEKWfhrFqMFECDDb5+/jff+77PVnVw55n/8vUX/8LLV1YmphHAfBZZb+pyECeqGK6+5rtXXnnlq1/9Sqds3rLt9NOf9Pu//z9PPfXe73vfB2KFpz31yR/5u0+YlW/bQqFQuGVKB3yhUCgUbiU8eKcaomnokv7N+z++MNr83J/+ycl07T3vev/b/ug90CpDoSKQrmsHdew6F7poG40/dL9TQoAmD6ZqCKFqViZmFIAgIBRkUq2+6prdb3/7u8HUVXVdL+XsFqvV1bWqHs6d3YUUqrq7CpT48R/70Q996CMHJty/f1892oScpZc/0jfXa5vkVa9+49++/yN3PP7YD33k7xy1aCTX3WcEkBs4RKrAQtx13XVH7tgxHFqMsWnae55yyiMeedqFF17+wQ9+wALufuKJf/2u98YKKFmTQqFQKMqkUCgUCocGZgaLKVFDMF3Yf2DtT//sPX/9rg/m3O3evauqR+s5h8wU6yDiIh5NLeoPnnL3Y47ZwYxguvMO23ddcHVuprGKnpv13c8FgcIFqorKBJPxuB4MUtcEU0GejduSWb5FSIErcOo9j7nrnY87+7xvDReGmWleIWaAE9KlblgN23b1i18+74tn/4cN6rWV8WC0uW197h1Dit/AgjFlLEW99LJLjzv++LbFpBkPFxY+97nPivBjH/uHJ/74j4li22FHdDk3HYZW3iCFQqFwC5T8cqFQKBRuHVYP7BoOzQxt6rqcHXHayUDFXEIAABKOSURBVK690+v2TAejIwDr5/+6ONTdu2kzNgOZr7ryohf//LODmghU/eijj6yiEWnaTnqrk7kyodPpToCiEEPOR2zbGgX0tDRaELjCBaLr2Q1xRRLAM37iSY+fTFeGC1XTjgWEEMgQQjxW1WTSgFWIozhYmna+5fDDezsXQRZkwCnucj1lEgzZUdeDnJIqRqPF5Okb37zwLb/zOxS+5CXPWhujS40oYpkYXCgUCkWZFAqFQuGQccSOJXItdQcGQ3G0obLkORNiFTS6KPtmDWQiZ7YxqhmA/LKXvuje9zpJNMMywIc85IcOrOw1EzOIQFzX20wIZrjDMz3RmZuV/bt/5rnPjsq1lX1KBykOcRH2rfMOZAEGFR71yNOOPPKwffuuGwyjSO7vAjLgXWrjYOAi02lqOxe1Pfv2LW1aDEFnykTyDWzjMZ/Ndeyxx5573nnDIaaTqTP92I89/jWvefkll1x07nkXDAa49rprB4P6/9ZaplAoFIoyKRQKhULh/5zLr7zgvz31CY953IOvvOJb9UCgOVShHlQ0WRlP+uCcAAWiqGKA5PF45WEPe8iv/frLYxVMCbgIH/2oB2/dthlgjCHnDGDd2ESUqph5TZJ1Zfc8+aTHPvoHUzeld0Iae2t6JXrbSvYzhKfTtP2I5ec851nDhdqRAUIyhIC7uJl2bevEYDgSM6jW9eBHfuRHl5eXZG50D3FcP2dCQAQ7d+70nL/4xfMdqUvdnr27fuInn3Dkzh3v+Kv3xIiPffwf7/+A+5WhwYVCoVCUSaFQKBxSKOokCE9JZx7jsxFTAo2ipuhyKwEJyDQnTBAtKTm/ob8ZVCmSoXQh4AQ1ExnMSBKZPTsJKrwWHwgpaFWUOeYs0y6LQgl1KGEUyVSHOiRTnMnNHYJoiOKmDMIARrBSiWpIPoWlLNkhpIFBQCGJQMAzFEbO8gauyIIjti6c/qMPePUrn/uzz3u6+BTe5naasyNbFYdEBVbqlXktnURyurLv5BNPeO2rfrrKqFW6riVdhYdvWXjWTz5em32WV0yyCOBgUmNV60gYokUiZUxOe8Apf/Hnv5m6Rl0XBstgRVbOAKoC4iCRJXRAXAhNzs9+xhOe+VM/smxrjiwiKsas6tGzqoVQ2bQbp3as7fReJ97tuc84fWXfHkFvfmJgJKJ6UCBGhSbAm87rqn7gAx74xl9//XR1cv973+v+977P0kCf8bSnjldW//7vzvznM8987KMeUVImhUKh8J+hdMAXCoXCrUZGNjVVUcmDgU2bLsOhTjB3jkQZQNQQ4S7imlqvTL0bK9Jc3ACAu6sqAPeM3GoiCbpJQKxCl8ddksxQV4vIWahAL0tyShOTqCYaBWiVwDzdwHn3NnudEStVIPejq5x0n8+eomdIa8GJTtQJAQIIIQFJGU4HbLRQ10E75gwSOTEde4fD7nn3u1Dw1re84tR7nvi6X3nTwmDZIc2k27S4vDppBIHZjRJM9l13zcMfdr83vOGXjjt2e+iLpGJNZAgs5f9+xk/7ePXtb39XJ4OsdV0tRq27Lk8mY9UszCLNDz7gnr/7u6/ZuqW6+grx3JmYU3JvhSJJiAB3YNp245QrWF3ZIsNvveGMOx4xeu1vvZNJB9VyFSqRMJ1OzLzlJFaw3J3+uMf83u+/+oorm8Whrq21GQYYYaBG0a5by9a650nTLi0tKPCiFzz/O9+86A2/+vq/+OPfO+KIpbbF85/75FNPPvE5z3nmL7zkhTuOONwTyy+BhUKhUJRJoVAoHMpLaiIRA0+827FiC9CBQ6juoEnFJGSzeXNYW8nDWmKQ2oTE0UftPOkeezfuh2TvGp5zPv64IylU0y67UJvJyikn/cB4iozoLnFWJtQnLXLq2qWloSeoNife45jx5HuMqiVJclBBBWJrP3DXI5vO3NWhLkqBCOkJbMDmsC1bN1iKiABqSRib1hcX9S53OdLiIAsSu+zpJc9+wnBgDum65hlP/5EfuNsJ7//AR88667wrfNd0eg1kIjABFhcXjrrDkS/8uTMe/ZgHLo7Ucwsd4ODsLUK4MKxf9aqXPPQhD/rt3//TS6+6et/efZ7CIFZ15NLS4Njjj3z0Yx785Cf/6JZNw5Q8Rpxyz+NDteRUh1LcxZlFXCDtne985CCqgjl7HUMzaZ/7088+7Ni7/s3ffPjrX71wvHagbXMVECupap56r5Me+eDTnvFTT2gbr+t03LHbKMa+d7+vEOtqsy5YMxhiWEvbdgGyuDh805t+7d3v/eBznvP8k0++Z7B43XXX7tpz7W/8xhse/ZiHhKCgA6Wiq1AoFG4BmZfwFgqFQuH/+zV1JWUGW9y3b7K4tASFC9BXdGV4RqzQTPPCwBRom2ldDZjQNq2MquuLh4N/5Ga6OBwQJOkUMZlMXVVDRE6Q+eSqvh3CHdPJZNPSsG09wy0e/PnJvbfuAAl3VBh3XR4uLK2udaIWB9oPx4XAOwSDCDyDzirMuiRmTRa20iZUYWna5BAsASKzqjVrxgSqqhLVcdNU9ZDAZMrPnnnWeed+dd/adQq7653udtqDTjv+uM0G7Nu/snXzsMurNTcDoGRIJthlj2HYNggVmoQrrrnu388599JLrnLnjh3bH/e4h27dOpy03aCyAabTJscw6hJXVrm8OThmVXTIUIEI2gYxpDoEMueOMYauSV1lprL/wPRjf//Zyy+/Msa4Y8dhP3b6o0YLlRLtWjMa1U2X2iSDofmsJq//1px14ndNrqPXVRTAE+joEq66dtdnP/u5vXv3HXPMMaef/mgLaNtkQafN2mI9Kp+PQqFQuLmvUJGiTAqFQuFWQ2W1aVqzBbXaHVCjkH0VFMCspAtcxJmTisQwyK2TRH1Dt4v1zgQDPGcRikJEV1dXR6PltvWqMvc+mp8VagmQutbMgoXxeDwYLnCD1fpsEQAIJwNX3VUtpEy1KGp9bzpBdWEGXUyZmUMI88hcARD7KQFu7gaYiIr0lV45iqSuFdOUOjVNDoiJRkCc6tKYRu8ogAoUbkbPjRnFlwFAnJIgzDmTZiGC6vB+77MvLCJEIzLZObuKObtUcWFt3Nb1gLJ+wl2gyEq4KegdmIOZdyRFJXTWNW0Xw0BVQzDPhEjOLSVFCeqgO0zbrq0GQwA+64IHOwNAsoqYTlZGC6Nm2kat1CyR065VDcGMcHcnaaZEikHFi6FJoVAoFGVSKBQKh+yqmsYSAl1FggMQZe+YgUwKqapU4crK/uWlJbrmNluoRdQl3VCZkLPLtOhkMh0O67abmkKgXUqDaggJuU1aZ8wsBQFIl1KMVUo5hNB13QYzkH5X0u/Z3RX93CqFapc6C7auhYTGjhZD1yVViOp6IRIFKt20aaPVIiZUVSEycsrehbgI5pxaqwOZu5SrWGeCVIFSpyk7qEGjibpnM3juUm6Cbe6fGNIBFJGuS1UcTCbTWFXOrGoqQQQkps00RgTTLk/NYRpSRohDQAgSDvG+VcezhijC1HVtVUXPWaWCKNucYvLMGAaEqEjOJLJ7B/GoFZObqtMpFFNgbgUPwgeqmIzHMSrgKpqTp9YXFhebaROH9WTSVlU/UsxiVFEnu+w5yKB8QAqFQqEok0KhUDhE6KytQ+ZKoe87n8XKmLuJSx/puwoMVEBdb3J6E/uQfdY2kQEKpd8KFIjPy6xkPm5RN2x4M0vluhAhHLKed8HBNI9I37jdx+Xsn4cinD2LcD5Rt5/DyzgTGCAlQ/ptdJZs0QYUwASKgxsScMdsw7lzyIbV90cK2XAwnM38BbV3fKfO1iLryqTfs/RzgeeyQmS+NxfO3OIPdqb3rxSFKutCRPpX1GfHPrONn6eXZg+avY4umcr19QD92OLcv/ridfmAFAqFws0rk9IBXygUCremNjl4hQX6GiTAQIM0QD4YYVMhG+QIb749Wvq4mejTBiIyC7x7MSDzp+a8k2S9cOsmmesjECJCHtwJ0EEd3KBwDqoICA24vrEHBRI2PFAgIpwVmfU6BJgtFev/xLpyMsi6RlIhIC7XO3a90dmQ2fJ4/XNEEbH5ycwQBze+KDK3hqcwfK+TbAcbSmYbGACKCeezBA5mt2R2ONKfcJ8pKxrgMwFTpgUXCoXC/wlFmRQKhcKthl8/aN2YsuDst3bMf1DvkwkzeSC8OVEys/SjQkgYAEIhBorO9QPk4M/46zLnZuROH/uLHJQc65phth+ZL3UmgyjIAK4X08sGFQQ5+Lzz7ND1RAV1prA2Cp3ZYvr99/ebuK4nTXizI60OnnC5oT68vizoj1M2LOWmJdt6s7t8D83Zn/8NZ1c25KYo6F1UbIOelBtI1kKhUCgUZVIoFAq3PbNyLnK9GonrZUgCKKjr1U0bFYKK33SkLMI+b9CP7CJEvTc6n9VUzeJpoG8iX69kujnE+xyL94VYc/1jICjiKoCKa6+c5ODO+lqpvk5p/SBlnsfoH5gpeR6zE5TZBLGDkTx5A40gGRRChIp5Gdx6b8vsGUHcuARrrhc4r3rbUPelc0GyYQyA9EVs6+kqv5EMFAjnS+/XewNRYZgf1g1l3vc45wqwl5Tlw1EoFApFmRQKhcKhg9Id/HPe6DD3ghfO5ET/i/56BN5zMy1/2lcZUQQQh3IeAx9UPeBckzgxaxMBRW5anlAUcEgG8qxCbKYTpO+3EAhlltnhfPQxAEHHdSk0707pnet1lirJAAROEaFDdF5SJYBz3m/DPsciGdReVRzMuayH8ey1lh/MZPRybJapkYN3EX1J2lzFycEuGBxMJRHaqxH2J3zjnmfDhoUyV18Q4awqTdZ1zoa1HUxS4aDyut4hyLo4KR+OQqFQuGUkpfS/27Wj5rSNKACje3cljG2a5P//StfEDUTS3jwoUNK6bjx1h4znnAc/AJLQ7mqsb4RRAAAArqjW6pevAADA9Q0RYRQAAIDr8swEAAC4Ps9MAACA6/PMBAAAUCYAAADKBAAAUCYAAADKBAAAUCYAAADKBAAAUCYAAADKBAAAUCYAAADKBAAAUCYAAADKBAAAUCYAAADKBAAAUCYAAADKBAAAUCYAAADKBAAAUCYAAADKBAAAUCYAAADKBAAAUCYAAADKBAAAUCYAAADKBAAAUCYAAADKBAAAUCYAAADKBAAAUCYAAADKBAAAUCYAAADKBAAAUCYAAADKBAAAUCYAAADKBAAAUCYAAADKBAAAUCYAAADKBAAAUCYAAADKBAAAUCYAAADKBAAAUCYAAADKBAAAUCYAAADKBAAAUCYAAADKBAAAUCYAAADKBAAAUCYAAADKBAAAUCYAAADKBAAAUCYAAADKBAAAUCYAAADKBAAAUCYAAADKBAAAUCYAAADKBAAAUCYAAADKBAAAUCYAAADKBAAAUCYAAADKBAAAUCYAAADKBAAAeE8iM40CAABwXZ6ZAAAAygQAAECZAAAAygQAAECZAAAAygQAAECZAAAAygQAAECZAAAAygQAAECZAAAAygQAAECZAAAAygQAAECZAAAAygQAAECZAAAAygQAAECZAAAAygQAAECZAAAAygQAAECZAAAAygQAAECZAAAAygQAAECZAAAAygQAAECZAAAAygQAAECZAAAAygQAAECZAAAAygQAAECZAAAAygQAAECZAAAAygQAAECZAAAAygQAAECZAAAAygQAAECZAAAAygQAAOA1BkMA8LYy8w0/nJmZGRG11og4v7K63Elmlqi1tvVj/eQ1R89hbMMwRIksmT2PX4/LstRae++11uzx83v7p1Prvd/c3Gy3m/P7h8NxmqbMl3beS+/x/P4jIiLastzc3Gw2m1rr5Vvr31dNymunaT3K+UDLsvzl8z3/nLjLfY7jOM/z/ukpy4sDW6JG2d3d3W2HUrKUMk3Lw+PTkpklouSL2/6riIiSfRiGD7v7kjkOrZSMiN775z++zL2cF97lyY7jMI5DlnI8TofDofe+bvLjrLVSSi2nF7OXUmopHz/8ti6AiDLPfb9/OkxfW2vLafN1odX/NGnlw+1mt9utl8/S8+H3/ZfjcRiGniUzs55m7TT6kSUiIrP3XmuOQz2vqPNZX47aeUAu3+29n6/ZF9ZP/3G1ny/hZ1faurdxHFtbJ6LMc0aUeV4enz5nZj9t9ZPjFs/tv/c+juOnTx83taxX/bIsDw8P8zzf39/f3d2VUuZ5bq1dXlkvXA4vXyygTADep/UmKU7WW431Dumd/w8bhmVZeu+ttd1uV2u9bLlff9bWG9mSpVz1y2ZmjWit/f2LRKyDWs55vC6q7XbbWixLPu7372Ol1agRZVmWyKy13t5ubrffmyS/t8ov9DOT1qL3nKZpTYi3Xw8XJz6O42azaa1N06Qr+L99A2d3FYqeF9JtAAAAAElFTkSuQmCC"/><div class="c x0 y0 w2 h0"><div class="t m0 x0 h2 y1 ff1 fs0 fc0 sc0 ls0 ws0">S<span class="fs1">PRAWOZDANI<span class="_ _0"></span>E ZARZĄDU Z D<span class="_ _0"></span>ZIAŁALNOŚCI GRUP<span class="_ _0"></span>Y KAPITAŁ<span class="_ _0"></span>OWEJ MIRBUD W 202<span class="_ _0"></span>4 ROKU<span class="ff2"> </span></span></div><div class="t m0 x0 h2 y2 ff2 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x1 y3 w3 h3"><div class="t m0 x2 h4 y4 ff1 fs2 fc1 sc0 ls0 ws0">GRUPA KAPITAŁOWA<span class="ff2"> </span></div><div class="t m0 x2 h5 y5 ff3 fs2 fc1 sc0 ls0 ws0">MIRBUD </div><div class="t m0 x2 h5 y6 ff3 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x2 h6 y7 ff2 fs3 fc1 sc0 ls1 ws0">27<span class="ls0"> kwietnia 2026<span class="_ _1"></span> <span class="ls2">r.</span> </span></div></div><div class="c x3 y8 w4 h7"><div class="t m0 x2 h8 y9 ff2 fs4 fc1 sc0 ls0 ws0">SPRAWOZDANIE <span class="fs5"> </span></div><div class="t m0 x2 h9 ya ff2 fs6 fc1 sc0 ls0 ws0">NA TEMAT I<span class="_ _0"></span>NFORMACJI </div><div class="t m0 x2 h9 yb ff2 fs6 fc1 sc0 ls0 ws0">NIEFINANSOWYC<span class="_ _0"></span>H </div><div class="t m0 x2 ha yc ff2 fs5 fc1 sc0 ls0 ws0"> </div><div class="t m0 x2 hb yd ff2 fs7 fc1 sc0 ls3 ws0">za <span class="ls4">202<span class="ls0">5 rok </span></span></div></div></div><div class="pi" ></div></div><div id="pf2" class="pf w5 hc" ><div class="pc pc2 w5 hc"><img class="bi x0 y0 w6 h1" alt="" 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"/><div class="c x0 y0 w7 hc"><div class="t m0 x4 h2 ye ff1 fs0 fc0 sc0 ls0 ws0">Sprawozdanie nt. informacji niefinansowych GK MIRBUD za 2025<span class="_ _1"></span> rok<span class="ff2"> </span></div><div class="t m0 x4 h2 yf ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hd y10 ff4 fs3 fc0 sc0 ls0 ws0">2<span class="ff5 fs8"> </span></div><div class="t m0 x4 he y11 ff6 fs9 fc2 sc0 ls0 ws0">SPIS TREŚCI<span class="_ _0"></span><span class="ff3"> </span></div><div class="t m0 x4 hf y12 ff1 fsa fc3 sc0 ls0 ws0">Informacje ogól<span class="_ _0"></span>ne<span class="ff7"> <span class="_ _2"></span><span class="ls5">................................................................................................................................<span class="ls0">. <span class="ff8">2</span><span class="fs8 fc0"> </span></span></span></span></div><div class="t m0 x5 hf y13 ff1 fsa fc0 sc0 ls0 ws0">ESRS 2 Ogólne ujaw<span class="_ _0"></span>nienie informacj<span class="_ _0"></span>i<span class="ff7"> <span class="ls5">.........................................................................................</span> <span class="ff8">2</span><span class="fs8"> </span></span></div><div class="t m0 x4 hf y14 ff1 fsa fc3 sc0 ls0 ws0">Informacje o ś<span class="_ _0"></span>rodowisku<span class="ff7"> <span class="_ _3"></span><span class="ls5">....................................................................................................................<span class="ls0"> <span class="ff8 ls6">27</span><span class="fs8 fc0"> </span></span></span></span></div><div class="t m0 x5 hf y15 ff1 fsa fc0 sc0 ls0 ws0">E1 Zmiana klima<span class="_ _0"></span>tu<span class="ff7"> <span class="_ _4"></span><span class="ls5">.........................................................................................................................<span class="ls0"> <span class="_ _0"></span><span class="ff8 ls6">27<span class="ff7 fs8 ls0"> </span></span></span></span></span></div><div class="t m0 x5 hf y16 ff1 fsa fc0 sc0 ls0 ws0">E2 Zanieczyszczenia<span class="_ _0"></span><span class="ff7"> <span class="_ _0"></span><span class="ls5">....................................................................................................................<span class="ls0"> <span class="_ _0"></span><span class="ff8 ls6">40<span class="_ _0"></span><span class="ff7 fs8 ls0"> </span></span></span></span></span></div><div class="t m0 x5 hf y17 ff1 fsa fc0 sc0 ls0 ws0">E3 Woda i zasoby<span class="_ _0"></span> morskie<span class="ff7"> <span class="_ _5"></span><span class="ls5">...........................................................................................................<span class="ls0"> <span class="_ _0"></span><span class="ff8 ls6">41<span class="ff7 fs8 ls0"> </span></span></span></span></span></div><div class="t m0 x5 hf y18 ff1 fsa fc0 sc0 ls0 ws0">E5 Wykorzystani<span class="_ _0"></span>e zasobów oraz<span class="_ _0"></span> gospodarka o<span class="_ _0"></span> obiegu zamknięt<span class="_ _0"></span>ym<span class="ff7"> <span class="ls5">...................................</span> <span class="_ _0"></span><span class="ff8 ls6">43<span class="ff7 fs8 ls0"> </span></span></span></div><div class="t m0 x5 hf y19 ff1 fsa fc0 sc0 ls0 ws0">Taksonomia UE<span class="_ _0"></span><span class="ff7"> <span class="ls5">.............................................................................................................................</span> <span class="_ _0"></span><span class="ff8 ls6">47<span class="ff7 fs8 ls0"> </span></span></span></div><div class="t m0 x4 hf y1a ff1 fsa fc3 sc0 ls0 ws0">Informacje dotyc<span class="_ _0"></span>zące kwestii społ<span class="_ _0"></span>ecznych<span class="ff7"> <span class="_ _6"></span><span class="ls5">.....................................................................................<span class="ls0"> <span class="ff8 ls6">60</span><span class="fs8 fc0"> </span></span></span></span></div><div class="t m0 x5 hf y1b ff1 fsa fc0 sc0 ls0 ws0">S1 Osoby świadczące<span class="_ _0"></span> pracę na rzecz<span class="_ _0"></span> przedsięb<span class="_ _0"></span>iorstwa<span class="ff7"> <span class="_ _2"></span><span class="ls5">........................................................<span class="ls0"> <span class="ff8 ls6">60</span><span class="fs8"> </span></span></span></span></div><div class="t m0 x5 hf y1c ff1 fsa fc0 sc0 ls0 ws0">S2 Pracownicy w<span class="_ _0"></span> łańcuchu warto<span class="_ _0"></span>ści<span class="ff7"> <span class="_ _7"></span><span class="ls5">...........................................................................................<span class="ls0"> <span class="_ _0"></span><span class="ff8 ls6">68<span class="ff7 fs8 ls0"> </span></span></span></span></span></div><div class="t m0 x5 hf y1d ff1 fsa fc0 sc0 ls0 ws0">S3 Społeczności dot<span class="_ _0"></span>knięte wpływem<span class="_ _0"></span><span class="ff7"> <span class="ls5">.........................................................................................</span> <span class="ff8 ls6">72<span class="_ _0"></span><span class="ff7 fs8 ls0"> </span></span></span></div><div class="t m0 x4 hf y1e ff1 fsa fc3 sc0 ls0 ws0">Informacje zwi<span class="_ _0"></span>ązane z ładem za<span class="_ _0"></span>rządczym<span class="ff7"> <span class="_ _6"></span><span class="ls5">.....................................................................................<span class="ls0"> <span class="ff8 ls6">76</span><span class="fs8 fc0"> </span></span></span></span></div><div class="t m0 x5 hf y1f ff1 fsa fc0 sc0 ls0 ws0">G1 Praktyki bizne<span class="_ _0"></span>sowe<span class="ff7"> <span class="_ _2"></span><span class="ls5">.................................................................................................................<span class="ls0"> <span class="_ _0"></span><span class="ff8 ls6">76<span class="ff7 fs8 ls0"> </span></span></span></span></span></div><div class="t m0 x4 h10 y20 ff2 fs8 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 he y21 ff6 fs9 fc4 sc0 ls0 ws0">Informacje<span class="_ _0"></span> ogólne<span class="ff3"> </span></div><div class="t m0 x4 h11 y22 ff6 fsa fc0 sc0 ls0 ws0">ESRS 2 Ogólne u<span class="_ _0"></span>jawnienie <span class="_ _0"></span>informacji <span class="ff3"> </span></div><div class="t m0 x4 h12 y23 ff6 fsb fc0 sc0 ls7 ws0">BP<span class="ls0">-1 Ogólna podst<span class="_ _1"></span>awa sporządzenia <span class="_ _1"></span>oświadczeń dot<span class="_ _1"></span>yczących </span></div><div class="t m0 x4 h12 y24 ff6 fsb fc0 sc0 ls0 ws0">zrównoważonego r<span class="_ _1"></span>ozwoju<span class="ff3"> </span></div><div class="t m0 x4 h6 y25 ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h6 y26 ff1 fs3 fc0 sc0 ls0 ws0">Raport <span class="_ _8"></span>został <span class="_ _8"></span>opracowany<span class="_ _1"></span> <span class="_ _8"></span>w <span class="_ _8"></span>oparciu <span class="_ _8"></span>o <span class="_ _8"></span>Us<span class="_ _1"></span>tawę <span class="_ _8"></span>z <span class="_ _8"></span>dnia <span class="_ _8"></span>29 <span class="_ _8"></span>wrześ<span class="_ _1"></span>nia <span class="_ _1"></span>1<span class="_ _1"></span>994 <span class="_ _1"></span>r. <span class="_ _8"></span>o <span class="_ _8"></span>r<span class="_ _1"></span>achunkowości <span class="_ _8"></span>(Dz. <span class="_ _8"></span>U. <span class="_ _9"></span><span class="ff2 ls3">z </span></div><div class="t m0 x4 h6 y27 ff1 fs3 fc0 sc0 ls0 ws0">2023 r. <span class="_ _1"></span>poz. 120 z<span class="_ _1"></span> późn. z<span class="_ _1"></span>m.<span class="ff2">) <span class="_ _1"></span></span>dla Grupy <span class="_ _1"></span>Kapitałowej <span class="_ _1"></span>MIRBUD. W r<span class="_ _1"></span>aporcie <span class="_ _1"></span>dokonano również<span class="_ _1"></span> ujawnień<span class="_ _1"></span> </div><div class="t m0 x4 h6 y28 ff1 fs3 fc0 sc0 ls0 ws0">zgodnie <span class="_ _2"></span>z <span class="_ _2"></span>zapisam<span class="_ _1"></span>i <span class="_ _2"></span>Rozporządzeni<span class="_ _1"></span>a <span class="_ _2"></span>Parlamentu <span class="_ _0"></span>Europejskiego <span class="_ _2"></span>i <span class="_ _2"></span>Rady <span class="_ _2"></span>(UE)<span class="_ _1"></span> <span class="_ _2"></span>2020/852 <span class="_ _2"></span>z<span class="_ _1"></span> <span class="_ _2"></span>dnia <span class="_ _2"></span>18 <span class="_ _2"></span>czerwca<span class="_ _1"></span> </div><div class="t m0 x4 h6 y29 ff1 fs3 fc0 sc0 ls0 ws0">2020 <span class="_ _0"></span>roku <span class="_ _0"></span>w <span class="_ _0"></span>sprawie ustanowienia <span class="_ _0"></span>ram <span class="_ _0"></span>ułatwiających zrównoważone i<span class="_ _0"></span>nwestycj<span class="_ _1"></span>e. <span class="_ _0"></span>Niniejszy <span class="_ _0"></span>rapor<span class="_ _1"></span>t został </div><div class="t m0 x4 h6 y2a ff1 fs3 fc0 sc0 ls0 ws0">sporządzony <span class="_ _a"> </span>w <span class="_ _a"> </span>oparciu <span class="_ _a"> </span>o <span class="_ _a"> </span>standardy <span class="_ _9"> </span>E<span class="_ _1"></span>SRS <span class="_ _a"> </span>(wprowadzone <span class="_ _a"> </span>Rozporządzeniem <span class="_ _a"> </span>Delegowanym <span class="_ _a"> </span>Komisj<span class="_ _1"></span>i </div><div class="t m0 x4 h6 y2b ff2 fs3 fc0 sc0 ls0 ws0">(UE) 2023/2772).<span class="_ _1"></span> </div><div class="t m0 x4 h6 y2c ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h6 y2d ff1 fs3 fc0 sc0 ls0 ws0">Informacje, <span class="_ _2"></span>da<span class="_ _1"></span>ne <span class="_ _2"></span>oraz <span class="_ _0"></span>wskaźniki <span class="_ _0"></span>i <span class="_ _6"></span>s<span class="_ _1"></span>twierdzenia <span class="_ _0"></span>zawarte <span class="_ _2"></span>w <span class="_ _0"></span>raporcie <span class="_ _2"></span>odnoszą <span class="_ _0"></span>się <span class="_ _2"></span>do <span class="_ _2"></span>j<span class="_ _1"></span>ednostki <span class="_ _2"></span>do<span class="_ _1"></span>minującej </div><div class="t m0 x4 h6 y2e ff1 fs3 fc0 sc0 ls0 ws0">MIRBUD S.A. oraz G<span class="_ _1"></span>rupy Kapitałowej MIRBU<span class="_ _1"></span>D, chyba że wsk<span class="_ _1"></span>azano inaczej. <span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x4 h6 y2f ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h6 y30 ff1 fs3 fc0 sc0 ls0 ws0">Raport <span class="_ _8"></span>obejmuj<span class="_ _1"></span>e <span class="_ _8"></span>infor<span class="_ _1"></span>macje <span class="_ _8"></span>na <span class="_ _b"></span>temat <span class="_ _8"></span>zr<span class="_ _1"></span>ównoważonego <span class="_ _b"></span>rozwoju <span class="_ _b"></span>dotyczące <span class="_ _8"></span>MIR<span class="_ _1"></span>BUD <span class="_ _8"></span>S.A. <span class="_ _b"></span>oraz <span class="_ _b"></span>Grupy </div><div class="t m0 x4 h6 y31 ff1 fs3 fc0 sc0 ls0 ws0">Kapitałowej MIRBUD z<span class="_ _1"></span>a okres od 1 stycznia 202<span class="ff2 ls1">5 <span class="ls0">roku<span class="_ _1"></span> do 31 grudnia 2025 roku. Zakres<span class="_ _1"></span> konsolidacji w </span></span></div><div class="t m0 x4 h6 y32 ff2 fs3 fc0 sc0 ls0 ws0">niniejszym <span class="_ _b"></span>r<span class="_ _1"></span>aporcie <span class="_ _b"></span>jest <span class="_ _b"></span>ta<span class="_ _1"></span>ki <span class="_ _b"></span>sam, <span class="_ _b"></span>jak<span class="_ _1"></span> <span class="_ _b"></span>w <span class="_ _b"></span>przy<span class="_ _1"></span>padku <span class="_ _b"></span>skonsolidowane<span class="_ _1"></span>go <span class="_ _b"></span>sprawozdan<span class="_ _1"></span>ia <span class="_ _b"></span>finansowego <span class="_ _9"></span>za </div><div class="t m0 x4 h6 y33 ff2 fs3 fc0 sc0 ls0 ws0">rok 2025. </div><div class="t m0 x4 h6 y34 ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h6 y35 ff1 fs3 fc0 sc0 ls0 ws0">Na dzień 31 grudn<span class="_ _1"></span>ia 202<span class="ff2">5 </span>roku w sk<span class="_ _1"></span>ład Grupy wchodzi<span class="_ _1"></span>ło<span class="ff2"> 9 </span>spółek<span class="_ _1"></span>:<span class="ff2"> </span></div></div><a class="l" href="#pf2" ><span class="d m1" style="border-style:none;position:absolute;left:137.200000px;bottom:1416.460000px;width:457.800000px;height:20.450000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf2" ><span class="d m1" style="border-style:none;position:absolute;left:165.600000px;bottom:1375.580000px;width:443.450000px;height:20.440000px;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:137.200000px;bottom:1334.700000px;width:457.800000px;height:20.440000px;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:165.600000px;bottom:1293.820000px;width:443.450000px;height:20.440000px;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:165.600000px;bottom:1252.940000px;width:443.450000px;height:20.440000px;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:165.600000px;bottom:1212.060000px;width:443.450000px;height:20.440000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf2b" ><span class="d m1" style="border-style:none;position:absolute;left:165.600000px;bottom:1171.160000px;width:443.450000px;height:20.450000px;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:165.600000px;bottom:1130.280000px;width:443.450000px;height:20.440000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf3c" ><span class="d m1" style="border-style:none;position:absolute;left:137.200000px;bottom:1089.400000px;width:457.800000px;height:20.440000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf3c" ><span class="d m1" style="border-style:none;position:absolute;left:165.600000px;bottom:1048.520000px;width:443.450000px;height:20.440000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf44" ><span class="d m1" style="border-style:none;position:absolute;left:165.600000px;bottom:1007.640000px;width:443.450000px;height:20.440000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf48" ><span class="d m1" style="border-style:none;position:absolute;left:165.600000px;bottom:966.740000px;width:443.450000px;height:20.450000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf4c" ><span class="d m1" style="border-style:none;position:absolute;left:137.200000px;bottom:925.860000px;width:457.800000px;height:20.440000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf4c" ><span class="d m1" style="border-style:none;position:absolute;left:165.600000px;bottom:884.980000px;width:443.450000px;height:20.440000px;background-color:rgba(255,255,255,0.000001);" /></a></div><div class="pi" ></div></div><div id="pf3" class="pf w5 hc" ><div class="pc pc3 w5 hc"><img class="bi x0 y0 w6 h1" alt="" 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"/><div class="c x0 y0 w7 hc"><div class="t m0 x4 h2 ye ff1 fs0 fc0 sc0 ls0 ws0">Sprawozdanie nt. informacji niefinansowych GK MIRBUD za 2025<span class="_ _1"></span> rok<span class="ff2"> </span></div><div class="t m0 x4 h2 yf ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hd y10 ff4 fs3 fc0 sc0 ls0 ws0">3<span class="ff5 fs8"> </span></div><div class="t m0 x6 h13 y36 ff9 fs3 fc0 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _c"> </span><span class="ff3">MIRBUD S.A.</span> <span class="ff1">–</span> <span class="ff1">sp<span class="_ _1"></span>ółka dominująca<span class="_ _1"></span></span> </span></div><div class="t m0 x6 h13 y37 ff9 fs3 fc0 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _c"> </span><span class="ff3">KOBYLARNIA S.A. <span class="_ _1"></span> </span></span></div><div class="t m0 x6 h13 y38 ff9 fs3 fc0 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _c"> </span><span class="ff3">Transkol Sp. z o.o. <span class="_ _1"></span> </span></span></div><div class="t m0 x6 h13 y39 ff9 fs3 fc0 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _c"> </span><span class="ff3">JHM DEVELOPME<span class="_ _1"></span>NT S.A. <span class="_ _1"></span> </span></span></div><div class="t m0 x6 h13 y3a ff9 fs3 fc0 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _c"> </span><span class="ff3">MARYWILSKA 44 <span class="_ _1"></span>Sp. z o.o.<span class="_ _1"></span> </span></span></div><div class="t m0 x6 h13 y3b ff9 fs3 fc0 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _c"> </span><span class="ff3">MIRBUD Ukraina<span class="_ _1"></span> </span></span></div><div class="t m0 x6 h13 y3c ff9 fs3 fc0 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _c"> </span><span class="ff3">MRB Industrial Sp. z o.o<span class="_ _1"></span>. (daw<span class="_ _1"></span>niej PDC Industrial C<span class="_ _1"></span>enter 217 Sp. z o.o.)<span class="_ _1"></span> </span></span></div><div class="t m0 x6 h13 y3d ff9 fs3 fc0 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _c"> </span><span class="ff3">MRB 1 Sp. z o.o.<span class="_ _1"></span> </span></span></div><div class="t m0 x6 h13 y3e ff9 fs3 fc0 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _c"> </span><span class="ff3">Interasphalt Sp. z o.o. <span class="_ _1"></span>(zakupiona w <span class="_ _1"></span>2025) </span></span></div><div class="t m0 x7 h10 y3f ff2 fs8 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h10 y40 ff2 fs8 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h6 y41 ff1 fs3 fc0 sc0 ls0 ws0">Spółka<span class="ff2"> <span class="_ _0"></span>Interasphalt <span class="_ _0"></span><span class="ff1">została zakupiona <span class="_ _0"></span>w <span class="_ _2"></span>p<span class="_ _1"></span>aździerniku <span class="_ _0"></span>202<span class="ff2">5, a <span class="_ _2"></span>dan<span class="_ _1"></span>e <span class="_ _0"></span>liczbowe <span class="_ _0"></span><span class="ff1">środowiskowe <span class="_ _0"></span>i <span class="_ _0"></span>społeczne </span></span></span></span></div><div class="t m0 x4 h6 y42 ff2 fs3 fc0 sc0 ls0 ws0">jej <span class="ff1">dotyczące<span class="_ _1"></span></span> <span class="ff1">został</span>y <span class="ff1">uwzględn<span class="_ _1"></span>ione w </span>ramach <span class="_ _1"></span>danych zebranych <span class="_ _1"></span><span class="ff1">w spółce <span class="_ _1"></span></span>Kobylarnia. </div><div class="t m0 x4 h6 y43 ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h6 y44 ff1 fs3 fc0 sc0 ls0 ws0">Spółka <span class="_ _2"></span>MIRBU<span class="_ _1"></span>D <span class="_ _2"></span>Ukraina <span class="_ _2"></span>n<span class="_ _1"></span>ie <span class="_ _2"></span>prowa<span class="_ _1"></span>dzi <span class="_ _2"></span>dział<span class="_ _1"></span>alności,<span class="ff2"> <span class="_ _2"></span>d<span class="_ _1"></span>latego <span class="_ _2"></span>nie <span class="_ _2"></span>gen<span class="_ _1"></span>eruje <span class="_ _2"></span>danyc<span class="_ _1"></span>h <span class="_ _2"></span>licz<span class="_ _1"></span>bowych <span class="_ _2"></span><span class="ff1">i <span class="_ _2"></span>n<span class="_ _1"></span>ie <span class="_ _2"></span>została </span></span></div><div class="t m0 x4 h6 y45 ff1 fs3 fc0 sc0 ls0 ws0">uwzględniona w ko<span class="_ _1"></span>nsolidacji. <span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x4 h6 y46 ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h6 y47 ff1 fs3 fc0 sc0 ls0 ws0">Spółka <span class="_ _d"> </span>celowa <span class="_ _d"> </span>MR<span class="_ _1"></span>B1<span class="ff2 ls8">, <span class="_ _d"> </span></span>została <span class="_ _d"> </span>powołana <span class="_ _e"> </span>w <span class="_ _d"> </span>celu <span class="_ _d"> </span>realizacj<span class="_ _1"></span>i <span class="_ _d"> </span>projektu <span class="_ _d"> </span>o <span class="_ _d"> </span>nazwi<span class="_ _1"></span>e <span class="_ _d"> </span>„Zaprojektowanie,<span class="_ _1"></span> </div><div class="t m0 x4 h6 y48 ff1 fs3 fc0 sc0 ls0 ws0">wybudowanie <span class="_ _9"></span>i <span class="_ _9"></span>eksploatacja <span class="_ _9"></span>Ośrodka<span class="_ _1"></span> <span class="_ _b"></span>S<span class="_ _1"></span>portowo <span class="_ _a"> </span>–<span class="ff2"> <span class="_ _b"></span>Rek<span class="_ _1"></span>reacyjnego <span class="_ _9"></span>na <span class="_ _b"></span>O<span class="_ _1"></span>lechowie<span class="_ _1"></span>-</span>Janowie” <span class="_ _9"></span>w <span class="_ _9"></span>Łodzi <span class="_ _9"></span>w </div><div class="t m0 x4 h6 y49 ff2 fs3 fc0 sc0 ls0 ws0">formule <span class="_ _a"> </span>partnerstwa <span class="_ _a"> </span>publiczno <span class="_ _a"> </span><span class="ff1">–</span> <span class="_ _a"> </span>prywatnego. <span class="_ _a"> </span><span class="ff1">Dane <span class="_ _a"> </span>z <span class="_ _a"> </span>tej <span class="_ _a"> </span>spółki <span class="_ _a"> </span>uwzględnione <span class="_ _a"> </span>są <span class="_ _a"> </span>w <span class="_ _a"> </span>ramach <span class="_ _9"> </span>d<span class="_ _1"></span>anych </span></div><div class="t m0 x4 h6 y4a ff2 fs3 fc0 sc0 ls0 ws0">MIRBUS S.A.<span class="_ _1"></span> </div><div class="t m0 x4 h6 y4b ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h6 y4c ff1 fs3 fc0 sc0 ls0 ws0">Niniejszy <span class="_ _9"></span>raport <span class="_ _b"></span>ma <span class="_ _b"></span>zastos<span class="_ _1"></span>owanie <span class="_ _b"></span>do <span class="_ _9"></span>łańcucha <span class="_ _b"></span>w<span class="_ _1"></span>artości <span class="_ _b"></span>na <span class="_ _b"></span>wy<span class="_ _1"></span>ższym <span class="_ _9"></span>i <span class="_ _8"></span>n<span class="_ _1"></span>iższym <span class="_ _9"></span>szczeblu <span class="_ _b"></span>(upstream <span class="_ _9"></span>i </div><div class="t m0 x4 h6 y4d ff1 fs3 fc0 sc0 ls0 ws0">downstream) w<span class="_ _1"></span> przy<span class="_ _1"></span>padku <span class="_ _1"></span>opisu łańcucha<span class="_ _1"></span> wartośc<span class="_ _1"></span>i Grupy <span class="_ _1"></span>Kapitałow<span class="_ _1"></span>ej MIRBUD<span class="_ _1"></span> oraz <span class="_ _1"></span>w odn<span class="_ _1"></span>iesieniu <span class="_ _1"></span>do </div><div class="t m0 x4 h6 y4e ff1 fs3 fc0 sc0 ls0 ws0">kwestii związanych<span class="_ _1"></span> z ESRS S2 <span class="_ _1"></span>–<span class="ff2"> </span>Pracownicy w <span class="_ _1"></span>łańcuchu wartoś<span class="_ _1"></span>ci, ES<span class="_ _1"></span><span class="ff2">RS S3 </span>–<span class="ff2"> </span>Społecznośc<span class="_ _1"></span>i dotknięt<span class="_ _1"></span>e </div><div class="t m0 x4 h6 y4f ff1 fs3 fc0 sc0 ls0 ws0">wpływem oraz ESRS <span class="_ _1"></span>S4 –<span class="ff2"> </span>Konsu<span class="_ _1"></span>menci i użytkownicy<span class="_ _1"></span> końcowi.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x4 h6 y50 ff2 fs3 fc0 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf4" class="pf w5 hc" ><div class="pc pc4 w5 hc"><img class="bi x0 y0 w6 h1" alt="" src="data:image/png;base64,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class="c x0 y0 w7 hc"><div class="t m0 x4 h2 ye ff1 fs0 fc0 sc0 ls0 ws0">Sprawozdanie nt. informacji niefinansowych GK MIRBUD za 2025<span class="_ _1"></span> rok<span class="ff2"> </span></div><div class="t m0 x4 h2 yf ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hd y10 ff4 fs3 fc0 sc0 ls0 ws0">4<span class="ff5 fs8"> </span></div><div class="t m0 x4 h6 y51 ff1 fs3 fc0 sc0 ls0 ws0">GK  MIRBUD  nie  skorz<span class="_ _1"></span>ystała  z  możliwości  pominię<span class="_ _1"></span>cia  konkretnej  informacji <span class="_ _f"> </span>dotyczącej  własnośc<span class="_ _1"></span>i </div><div class="t m0 x4 h6 y52 ff2 fs3 fc0 sc0 ls0 ws0">intelektualnej, know-<span class="ff1">h<span class="_ _1"></span>ow lub wyników<span class="_ _1"></span> innowacji.<span class="_ _1"></span></span> </div><div class="t m0 x4 h12 y53 ff6 fsb fc0 sc0 ls7 ws0">BP<span class="ls0">-2 Ujawnianie inf<span class="_ _1"></span>ormacji w odniesie<span class="_ _1"></span>niu do szczególnyc<span class="_ _1"></span>h okoliczności<span class="_ _1"></span><span class="ff3"> </span></span></div><div class="t m0 x4 h6 y54 ff1 fs3 fc0 sc0 ls0 ws0">Grupa <span class="_ _a"> </span>nie <span class="_ _a"> </span>odstąpiła <span class="_ _a"> </span>od <span class="_ _a"> </span>kr<span class="_ _1"></span>ótko<span class="ff2">-</span>, <span class="_ _a"> </span>ś<span class="_ _1"></span>rednio<span class="ff2">- <span class="_ _a"> </span></span>i <span class="_ _a"> </span>długoterminowyc<span class="_ _1"></span>h <span class="_ _a"> </span>perspektyw <span class="_ _a"> </span>c<span class="_ _1"></span>zasowych <span class="_ _a"> </span>określonych <span class="_ _a"> </span>w<span class="_ _1"></span> </div><div class="t m0 x4 h6 y55 ff1 fs3 fc0 sc0 ls0 ws0">sekcji <span class="_ _1"></span>6.4 <span class="_ _8"></span>ESRS <span class="_ _1"></span>1. <span class="_ _8"></span>Wyjątek <span class="_ _1"></span>s<span class="_ _1"></span>tanowi <span class="_ _1"></span>analiza <span class="_ _8"></span>scenariuszy<span class="_ _1"></span> <span class="_ _1"></span>ryzyk <span class="_ _1"></span>i <span class="_ _1"></span>sz<span class="_ _1"></span>ans <span class="_ _1"></span>związanyc<span class="_ _1"></span>h <span class="_ _1"></span>ze <span class="_ _1"></span>zmianą <span class="_ _1"></span>k<span class="_ _1"></span>limatu,<span class="_ _1"></span> </div><div class="t m0 x4 h6 y56 ff1 fs3 fc0 sc0 ls0 ws0">dla której ramy czas<span class="_ _1"></span>owe zostały określone w <span class="_ _1"></span>ujawnieniu ESRS<span class="_ _1"></span> E1<span class="_ _1"></span><span class="ff2"> IRO-<span class="ls1">1.</span> </span></div><div class="t m0 x4 h6 y57 ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h6 y58 ff1 fs3 fc0 sc0 ls0 ws0">Mierniki <span class="_ _a"> </span>z<span class="_ _1"></span>awarte <span class="_ _10"> </span>w <span class="_ _10"> </span>raporcie <span class="_ _a"> </span>n<span class="_ _1"></span>ie <span class="_ _10"> </span>obejmują <span class="_ _a"> </span>d<span class="_ _1"></span>anych <span class="_ _10"> </span>dotyczącyc<span class="_ _1"></span>h <span class="_ _a"> </span>łańcucha <span class="_ _10"> </span>wartośc<span class="_ _1"></span>i <span class="_ _a"> </span>oszac<span class="_ _1"></span>owanych <span class="_ _10"> </span>z </div><div class="t m0 x4 h6 y59 ff1 fs3 fc0 sc0 ls0 ws0">wykorzys<span class="_ _1"></span>taniem źródeł <span class="_ _1"></span>pośrednich. <span class="_ _1"></span>W <span class="_ _1"></span>ramach ob<span class="_ _1"></span>liczeń wyk<span class="_ _1"></span>onanych do <span class="_ _1"></span>emisji <span class="_ _8"></span>gazów c<span class="_ _1"></span>ieplarnianych w<span class="_ _1"></span> </div><div class="t m0 x4 h6 y5a ff1 fs3 fc0 sc0 ls0 ws0">zakresie 3 skorzy<span class="_ _1"></span>stano z mierników szac<span class="_ _1"></span>unkowych. Metod<span class="_ _1"></span><span class="ff2">y sz<span class="_ _1"></span>acunkowe opisan<span class="_ _1"></span>e w ujawnieniu <span class="_ _1"></span>E1-6. <span class="_ _1"></span> </span></div><div class="t m0 x4 h6 y5b ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h6 y5c ff2 fs3 fc0 sc0 ls0 ws0">Grupa <span class="_ _8"></span>MIR<span class="_ _1"></span>BUD <span class="_ _8"></span><span class="ff1">raportuj<span class="_ _1"></span>e <span class="_ _8"></span>k<span class="_ _1"></span>orektę <span class="_ _8"></span>związa<span class="_ _1"></span>ną <span class="_ _8"></span>z <span class="_ _b"></span>błędnym <span class="_ _8"></span>z<span class="_ _1"></span>araportowaniem <span class="_ _8"></span>uj<span class="_ _1"></span>awnienia <span class="_ _b"></span>E1<span class="_ _1"></span></span>-7 <span class="_ _b"></span>oraz <span class="_ _b"></span><span class="ls9">S1</span>-<span class="ls1">16</span> </div><div class="t m0 x4 h6 y5d ff2 fs3 fc0 sc0 ls0 ws0">za <span class="_ _1"></span>rok <span class="_ _1"></span>202<span class="_ _1"></span>4. <span class="_ _1"></span>W <span class="_ _1"></span>przy<span class="_ _1"></span>padku <span class="_ _1"></span>E1-7, <span class="_ _1"></span>z<span class="_ _1"></span><span class="ff1">arówno <span class="_ _1"></span>w <span class="_ _8"></span>roku <span class="_ _1"></span>202<span class="_ _1"></span>4 <span class="_ _1"></span>i <span class="_ _1"></span>2025 <span class="_ _1"></span>Gr<span class="_ _1"></span>upa <span class="_ _1"></span>nie <span class="_ _8"></span>zakup<span class="_ _1"></span>iła <span class="_ _1"></span>jednostek <span class="_ _1"></span>usuwa<span class="_ _1"></span>nia<span class="_ _1"></span> </span></div><div class="t m0 x4 h6 y5e ff2 fs3 fc0 sc0 ls0 ws0">emisji <span class="_ _9"></span>GHG. <span class="_ _9"></span><span class="ff1">W <span class="_ _b"></span>k<span class="_ _1"></span>ontekście <span class="_ _9"></span>S1</span>-<span class="ff1">16<span class="_ _1"></span> <span class="_ _b"></span>k<span class="_ _1"></span>orekta <span class="_ _9"></span>dotyczy <span class="_ _9"></span>błędnego <span class="_ _9"></span>wskaźnika <span class="_ _9"></span>CEO <span class="_ _9"></span>Pay<span class="_ _1"></span> <span class="_ _b"></span>Rati<span class="_ _1"></span>o <span class="_ _9"></span>podanego <span class="_ _9"></span>w </span></div><div class="t m0 x4 h6 y5f ff1 fs3 fc0 sc0 ls0 ws0">raporcie za rok 2024. <span class="_ _1"></span>W poniższy<span class="_ _1"></span>m Raporcie podano dane<span class="_ _1"></span> po korekcie w obu <span class="_ _1"></span>ujawnieniach. <span class="_ _8"></span><span class="ff2"> </span></div><div class="t m0 x4 h6 y60 ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h6 y61 ff1 fs3 fc0 sc0 ls0 ws0">Niniejszy raport zos<span class="_ _1"></span>tał poddany weryfikacj<span class="_ _1"></span>i zewnętrznej<span class="_ _1"></span><span class="ff2"> </span>przez Biegł<span class="_ _1"></span>ego R<span class="ff2">ewident<span class="_ _1"></span>a. </span></div><div class="t m0 x4 h12 y62 ff6 fsb fc0 sc0 lsa ws0">GOV<span class="ls0">-1 Rola organó<span class="_ _1"></span>w administrujących<span class="_ _1"></span>, zarządzających i <span class="_ _1"></span>nadzorczych<span class="_ _1"></span><span class="ff3"> </span></span></div><div class="t m0 x4 h6 y63 ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h6 y64 ff1 fs3 fc0 sc0 ls0 ws0">Zgodnie <span class="_ _2"></span>ze <span class="_ _0"></span>stanem <span class="_ _0"></span>na <span class="_ _2"></span>dzień <span class="_ _0"></span>31 <span class="_ _2"></span>grudnia <span class="_ _0"></span>202<span class="ff2">5 <span class="_ _0"></span><span class="ff1">r. <span class="_ _2"></span>w <span class="_ _0"></span>Radzie <span class="_ _2"></span>Nadzorc<span class="_ _1"></span>zej <span class="_ _0"></span>zasiadało <span class="_ _2"></span><span class="ff2">7 <span class="_ _0"></span><span class="ff1">członków: <span class="_ _0"></span><span class="ff2">6 <span class="_ _2"></span><span class="ff1">m<span class="_ _1"></span>ężczyzn<span class="ff2"> </span></span></span></span></span></span></span></div><div class="t m0 x4 h6 y65 ff2 fs3 fc0 sc0 ls2 ws0">(8<span class="ls0">6<span class="lsb">%)</span> <span class="_ _1"></span><span class="lsc">i <span class="_ _8"></span></span>1 <span class="_ _8"></span>kobieta<span class="_ _1"></span> <span class="_ _1"></span></span>(1<span class="ls0">4<span class="lsb">%)<span class="lsd">. <span class="_ _b"></span></span></span><span class="ff1">Wszyscy <span class="_ _8"></span>członkowie <span class="_ _8"></span>Rady <span class="_ _8"></span>Nadzorc<span class="_ _1"></span>zej <span class="_ _8"></span>byli <span class="_ _8"></span>członkam<span class="_ _1"></span>i</span> <span class="_ _8"></span><span class="ff1">niezależn</span>ymi. <span class="_ _8"></span><span class="ff1">W <span class="_ _8"></span>skł<span class="_ _1"></span>ad </span></span></div><div class="t m0 x4 h6 y66 ff1 fs3 fc0 sc0 ls0 ws0">Rady Nadzorcz<span class="_ _1"></span>ej wchodzą:<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x6 h13 y67 ff9 fs3 fc0 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _c"> </span><span class="ff6">Radosław Niewiadoms<span class="_ _1"></span>ki</span> <span class="ff1">–</span> <span class="ff1">Przewo<span class="_ _1"></span>dniczący Rady Na<span class="_ _1"></span>dzorczej<span class="_ _1"></span></span> </span></div><div class="t m0 x4 h6 y68 ff1 fs3 fc0 sc0 ls0 ws0">Pan <span class="_ _10"> </span>Radosław <span class="_ _10"> </span>N<span class="_ _1"></span>iewiadomsk<span class="_ _1"></span>i <span class="_ _10"> </span>posiada <span class="_ _10"> </span>wyks<span class="_ _1"></span>ztałcenie <span class="_ _10"> </span>wyżs<span class="_ _1"></span>ze <span class="_ _10"> </span>ekonomiczne  –<span class="ff2"> <span class="_ _10"> </span></span>u<span class="_ _1"></span>kończył <span class="_ _10"> </span>Uniwersy<span class="_ _1"></span>tet </div><div class="t m0 x4 h6 y69 ff1 fs3 fc0 sc0 ls0 ws0">Łódzki <span class="_ _d"> </span>na <span class="_ _d"> </span>Wydziale <span class="_ _d"> </span>Ekonomiczno<span class="ff2">-</span>Socjologicz<span class="_ _1"></span>nym, <span class="_ _d"> </span>kierunek <span class="_ _d"> </span>Ekonomia <span class="_ _d"> </span>i <span class="_ _d"> </span>Organizacja <span class="_ _d"> </span>Przemysłu, </div><div class="t m0 x4 h6 y6a ff1 fs3 fc0 sc0 ls0 ws0">uzyskując <span class="_ _e"> </span>tytuł <span class="_ _d"> </span>magistra <span class="_ _e"> </span>ekonom<span class="_ _1"></span>ii. <span class="_ _d"> </span>Ma <span class="_ _e"> </span>ponad <span class="_ _d"> </span>3<span class="_ _1"></span>0<span class="_ _1"></span><span class="ff2">- <span class="_ _d"> </span></span>letnie <span class="_ _e"> </span>doświadcze<span class="_ _1"></span>nie <span class="_ _d"> </span>w <span class="_ _e"> </span>zakre<span class="_ _1"></span>sie <span class="_ _d"> </span>finansów<span class="_ _1"></span> <span class="_ _d"> </span>i<span class="_ _1"></span> </div><div class="t m0 x4 h6 y6b ff1 fs3 fc0 sc0 ls0 ws0">bankowości, ukończył również wiele kursów <span class="_ _0"></span>i szkoleń z teg<span class="_ _0"></span>o obszaru. Swoje doświadczenie zawodowe </div><div class="t m0 x4 h6 y6c ff1 fs3 fc0 sc0 ls0 ws0">zdobył <span class="_ _8"></span>i <span class="_ _b"></span>d<span class="_ _1"></span>oskonalił <span class="_ _b"></span>m.in. <span class="_ _b"></span>jako <span class="_ _b"></span>dyrektor <span class="_ _b"></span>bądź <span class="_ _b"></span>zastępc<span class="_ _1"></span>a <span class="_ _8"></span>dyr<span class="_ _1"></span>ektora <span class="_ _b"></span>Oddziałów <span class="_ _b"></span>Banków: <span class="_ _b"></span>Pekao <span class="_ _b"></span>S.A. <span class="_ _b"></span>oraz<span class="_ _1"></span> </div><div class="t m0 x4 h6 y6d ff1 fs3 fc0 sc0 ls0 ws0">Kredyt Bank <span class="_ _1"></span>S.A., a także <span class="_ _1"></span>jako Inspektor <span class="_ _1"></span>w Wyd<span class="_ _1"></span>ziale <span class="_ _1"></span>Finansowym St<span class="_ _1"></span>arostwa Powiatowe<span class="_ _1"></span>go w Łowicz<span class="_ _1"></span>u. </div><div class="t m0 x4 h6 y6e ff1 fs3 fc0 sc0 ls0 ws0">Obecnie <span class="_ _11"> </span>pan <span class="_ _11"> </span>Radosław <span class="_ _11"> </span>Niewiad<span class="_ _1"></span>omski <span class="_ _11"> </span>zasiada <span class="_ _11"> </span>w <span class="_ _11"> </span>Radzie <span class="_ _11"> </span>Nadzorc<span class="_ _1"></span>zej <span class="_ _11"> </span>spółki <span class="_ _11"> </span>zależnej <span class="_ _12"> </span><span class="ff2">- <span class="_ _11"> </span>JHM </span></div><div class="t m0 x4 h6 y6f ff2 fs3 fc0 sc0 ls0 ws0">DEVELOPMENT.<span class="_ _1"></span> </div><div class="t m0 x6 h13 y70 ff9 fs3 fc0 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _c"> </span><span class="ff3">Agnieszka Maria Bujnows<span class="_ _1"></span>ka</span> <span class="ff1">–</span> Sekret<span class="_ _1"></span>arz Rady Nadzorc<span class="_ _1"></span>zej </span></div><div class="t m0 x4 h13 y71 ff2 fs3 fc0 sc0 ls0 ws0">Pani <span class="ff3">Agnieszka <span class="_ _13"> </span>Bujnowska<span class="_ _1"></span></span> <span class="ff1">ukończy<span class="_ _1"></span>ła <span class="_ _12"> </span>Un<span class="_ _1"></span>iwersytet <span class="_ _13"> </span>Łódzki <span class="_ _13"> </span>W<span class="_ _0"></span>ydział <span class="_ _13"> </span>Zarządzania, <span class="_ _13"> </span>specjalność: </span></div><div class="t m0 x4 h6 y72 ff1 fs3 fc0 sc0 ls0 ws0">rachunkowość, <span class="_ _b"></span>analiza <span class="_ _b"></span>fina<span class="_ _1"></span>nsowa <span class="_ _8"></span>prz<span class="_ _1"></span>edsiębiorstw; <span class="_ _b"></span>ponadto <span class="_ _b"></span>złoży<span class="_ _1"></span>ła <span class="_ _8"></span>z <span class="_ _b"></span>wynikiem <span class="_ _b"></span>pozyty<span class="_ _1"></span>wnym <span class="_ _8"></span>egzami<span class="_ _1"></span>n </div><div class="t m0 x4 h6 y73 ff1 fs3 fc0 sc0 ls0 ws0">dla <span class="_ _a"> </span>członków <span class="_ _a"> </span>rad <span class="_ _10"> </span>nadzorczych <span class="_ _a"> </span>w <span class="_ _a"> </span>s<span class="_ _1"></span>półkach <span class="_ _a"> </span>Skarbu <span class="_ _10"> </span>Pań<span class="_ _0"></span>stwa <span class="_ _10"> </span>–<span class="ff2"> <span class="_ _a"> </span></span>Dyplom <span class="_ _10"> </span>Ministra <span class="_ _a"> </span>Skarbu <span class="_ _10"> </span>P<span class="_ _0"></span>aństwa <span class="_ _a"> </span>nr </div><div class="t m0 x4 h6 y74 ff2 fs3 fc0 sc0 ls0 ws0">2262/2<span class="ff1">007. <span class="_ _2"></span>Ponadto <span class="_ _0"></span>ukończyła <span class="_ _2"></span>certyfikowane <span class="_ _2"></span>szk<span class="_ _1"></span>olenia <span class="_ _2"></span>między <span class="_ _0"></span>innymi <span class="_ _6"></span>w<span class="_ _1"></span> <span class="_ _2"></span>zakresie: <span class="_ _2"></span>Implementac<span class="_ _1"></span>ja <span class="_ _2"></span>MAR; </span></div><div class="t m0 x4 h6 y75 ff1 fs3 fc0 sc0 ls0 ws0">CSRD <span class="_ _14"> </span>i <span class="_ _12"> </span>E<span class="_ _1"></span>SRS: <span class="_ _12"> </span>sy<span class="_ _1"></span>stem <span class="_ _14"> </span>Europejskich <span class="_ _14"> </span>Sta<span class="_ _1"></span>ndardów <span class="_ _14"> </span>Raportowan<span class="_ _1"></span>ia <span class="_ _12"> </span>Zrówno<span class="_ _1"></span>ważonego <span class="_ _14"> </span>Rozwoju<span class="_ _1"></span>, </div><div class="t m0 x4 h6 y76 ff1 fs3 fc0 sc0 ls0 ws0">Raportowanie <span class="_ _15"> </span>zagadnień  ESG <span class="_ _10"> </span>zgo<span class="_ _1"></span>dnie <span class="_ _10"> </span>z<span class="_ _1"></span> <span class="_ _10"> </span>nowym<span class="_ _1"></span>i <span class="_ _10"> </span>p<span class="_ _1"></span>rzepisami; <span class="_ _15"> </span>Fin<span class="_ _1"></span><span class="ff2">ansow<span class="_ _1"></span>a <span class="_ _10"> </span>info<span class="_ _1"></span>rmacja <span class="_ _15"> </span>poufna.  Pani </span></div><div class="t m0 x4 h6 y77 ff1 fs3 fc0 sc0 ls0 ws0">Agnieszka <span class="_ _10"> </span>B<span class="_ _1"></span>ujnowska <span class="_ _10"> </span>pra<span class="_ _1"></span>cowała <span class="_ _10"> </span>w  latach <span class="_ _10"> </span>1990<span class="_ _1"></span><span class="ff2">-2000 <span class="_ _15"> </span>w <span class="_ _15"> </span>SP <span class="_ _10"> </span>ZOZ <span class="_ _15"> </span>Szpital <span class="_ _10"> </span>K<span class="_ _1"></span>liniczny <span class="_ _15"> </span>nr <span class="_ _10"> </span>4 <span class="_ _10"> </span>Ak<span class="_ _1"></span>ademii </span></div><div class="t m0 x4 h6 y78 ff1 fs3 fc0 sc0 ls0 ws0">Medycznej <span class="_ _d"> </span>w <span class="_ _f"> </span>Łodzi. <span class="_ _d"> </span>Następnie <span class="_ _d"> </span>od <span class="_ _f"> </span>2006 <span class="_ _d"> </span>roku <span class="_ _d"> </span>zasiad<span class="_ _0"></span>ała <span class="_ _d"> </span>w <span class="_ _f"> </span>licznyc<span class="_ _1"></span>h <span class="_ _16"> </span>radach <span class="_ _16"> </span>nadzorczych <span class="_ _d"> </span>spółek </div><div class="t m0 x4 h6 y79 ff2 fs3 fc0 sc0 ls0 ws0">komunalnych <span class="_ _d"> </span>i <span class="_ _d"> </span>publicznych,<span class="_ _1"></span> <span class="_ _16"> </span><span class="ff1">w <span class="_ _d"> </span>tym <span class="_ _d"> </span>m.in.: <span class="_ _16"> </span>O<span class="_ _1"></span>środka <span class="_ _d"> </span>Sportu <span class="_ _d"> </span>i <span class="_ _16"> </span>R<span class="_ _1"></span>ekreacji <span class="_ _16"> </span>s<span class="_ _1"></span>p. <span class="_ _16"> </span>z <span class="_ _d"> </span>o.o. <span class="_ _16"> </span>z<span class="_ _1"></span> <span class="_ _16"> </span>s<span class="_ _1"></span>iedzibą <span class="_ _d"> </span>w </span></div><div class="t m0 x4 h6 y7a ff1 fs3 fc0 sc0 ls0 ws0">Skierniewicach, <span class="_ _b"></span>Mi<span class="_ _1"></span>ejskiego <span class="_ _b"></span>Zakładu <span class="_ _b"></span>Ko<span class="_ _1"></span>munikacji <span class="_ _b"></span>w <span class="_ _b"></span>Skierniewicac<span class="_ _1"></span>h <span class="_ _b"></span>sp. <span class="_ _b"></span>z <span class="_ _b"></span>o.o. <span class="_ _b"></span>O<span class="_ _1"></span>d <span class="_ _b"></span>2010 <span class="_ _b"></span>roku <span class="_ _b"></span>do<span class="_ _1"></span> <span class="_ _b"></span>chwili </div><div class="t m0 x4 h6 y7b ff1 fs3 fc0 sc0 ls0 ws0">obecnej <span class="_ _b"></span>pani <span class="_ _8"></span>Agn<span class="_ _1"></span>ieszka <span class="_ _8"></span>Buj<span class="_ _1"></span>nowska <span class="_ _8"></span>zas<span class="_ _1"></span>iada <span class="_ _8"></span>w <span class="_ _b"></span>radach <span class="_ _b"></span>nadzorcz<span class="_ _1"></span>ych <span class="_ _8"></span>s<span class="_ _1"></span>półek: <span class="_ _8"></span>KO<span class="_ _1"></span>BYLARNIA <span class="_ _b"></span>S.A., <span class="_ _8"></span>JH<span class="_ _1"></span>M </div><div class="t m0 x4 h6 y7c ff2 fs3 fc0 sc0 lse ws0">DE<span class="ff1 ls0">VELOPMENT <span class="_ _9"></span>S.A, <span class="_ _9"></span>Marywilska <span class="_ _9"></span>44 <span class="_ _9"></span>Sp. <span class="_ _b"></span>z <span class="_ _9"></span>o.o. <span class="_ _9"></span>Funkc<span class="_ _1"></span>ję <span class="_ _b"></span>Sek<span class="_ _1"></span><span class="ff2">retarza <span class="_ _9"></span>Rady <span class="_ _9"></span>Nadz<span class="_ _1"></span>orczej <span class="_ _9"></span>MIRBUD <span class="_ _9"></span>S.A. </span></span></div><div class="t m0 x4 h6 y7d ff1 fs3 fc0 sc0 ls0 ws0">pani <span class="_ _8"></span>Agnies<span class="_ _1"></span>zka <span class="_ _8"></span>Bujnowsk<span class="_ _1"></span>a <span class="_ _8"></span>pełni <span class="_ _b"></span>nieprzerwanie <span class="_ _b"></span>od <span class="_ _b"></span>2006 <span class="_ _8"></span>roku. <span class="_ _b"></span>Od <span class="_ _8"></span>1 <span class="_ _b"></span>stycznia <span class="_ _b"></span>2025 <span class="_ _b"></span>roku <span class="_ _8"></span>pe<span class="_ _1"></span>łni <span class="_ _8"></span>również<span class="_ _1"></span> </div><div class="t m0 x4 h6 y7e ff1 fs3 fc0 sc0 ls0 ws0">funkcję Sekretarza Rady N<span class="_ _1"></span>adzorczej TR<span class="_ _1"></span>ANSKOL Sp. z o.o..<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x6 h13 y7f ff9 fs3 fc0 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _c"> </span><span class="ff3">Jacek Tucharz</span> <span class="_ _1"></span><span class="ff1">–</span> <span class="ff1">członek Rady Na<span class="_ _1"></span>dzorczej<span class="_ _1"></span></span> </span></div></div></div><div class="pi" ></div></div><div id="pf5" class="pf w5 hc" ><div class="pc pc5 w5 hc"><img class="bi x0 y0 w6 h1" alt="" 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class="c x0 y0 w7 hc"><div class="t m0 x4 h2 ye ff1 fs0 fc0 sc0 ls0 ws0">Sprawozdanie nt. informacji niefinansowych GK MIRBUD za 2025<span class="_ _1"></span> rok<span class="ff2"> </span></div><div class="t m0 x4 h2 yf ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hd y10 ff4 fs3 fc0 sc0 ls0 ws0">5<span class="ff5 fs8"> </span></div><div class="t m0 x4 h6 y51 ff1 fs3 fc0 sc0 ls0 ws0">Pan <span class="_ _9"></span>Jacek <span class="_ _9"></span>Tucharz<span class="_ _1"></span> <span class="_ _9"></span>posiada <span class="_ _9"></span>wykształcen<span class="_ _1"></span>ie <span class="_ _9"></span>wyższe. <span class="_ _9"></span>Jest <span class="_ _9"> </span>abso<span class="_ _1"></span>lwentem <span class="_ _9"></span>Szkoły <span class="_ _9"> </span>G<span class="_ _1"></span>łównej <span class="_ _9"></span>Handlowej <span class="_ _a"> </span>w </div><div class="t m0 x4 h6 y52 ff1 fs3 fc0 sc0 ls0 ws0">Warszawie.  Posiada  licen<span class="_ _1"></span>cję  maklera  papierów  war<span class="_ _1"></span>tościowych  nr  1047.  W  latach  1993<span class="_ _1"></span><span class="ff2">-<span class="_ _1"></span></span>1996  był </div><div class="t m0 x4 h6 y80 ff2 fs3 fc0 sc0 ls0 ws0">zatrudniony <span class="_ _b"></span>w <span class="_ _9"></span>Biurze <span class="_ _b"></span>Makl<span class="_ _1"></span>erskim <span class="_ _b"></span>Powszech<span class="_ _1"></span>nego <span class="_ _b"></span>Ban<span class="_ _1"></span>ku <span class="_ _b"></span>Kredytowego <span class="_ _9"></span>S.A. <span class="_ _b"></span>jako <span class="_ _9"></span>specjalista, <span class="_ _b"></span>a <span class="_ _9"></span>potem </div><div class="t m0 x4 h6 y81 ff1 fs3 fc0 sc0 ls0 ws0">makler <span class="_ _9"> </span>p<span class="_ _1"></span>apierów <span class="_ _9"> </span>wart<span class="_ _1"></span>ościowyc<span class="_ _1"></span>h. <span class="_ _9"></span>W <span class="_ _a"> </span>latach <span class="_ _9"></span>1996 <span class="_ _a"> </span>–<span class="ff2"> <span class="_ _a"> </span>2002 <span class="_ _9"></span>zatrudn<span class="_ _1"></span>iony <span class="_ _9"> </span>w <span class="_ _a"> </span>Trinity <span class="_ _a"> </span>Management <span class="_ _9"> </span>s<span class="_ _1"></span>p. <span class="_ _9"> </span>o.o.<span class="_ _1"></span> </span></div><div class="t m0 x4 h6 y82 ff2 fs3 fc0 sc0 ls0 ws0">(Program <span class="_ _1"></span>NFI) <span class="_ _1"></span>jako <span class="_ _1"></span>Dy<span class="_ _1"></span>rektor <span class="_ _1"></span>Inwesty<span class="_ _1"></span>cyjny. <span class="_ _1"></span>W <span class="_ _1"></span>latach <span class="_ _8"></span>2002 <span class="_ _8"></span><span class="ff1">–</span> <span class="_ _8"></span><span class="ff1">2005 <span class="_ _1"></span>jak<span class="_ _1"></span>o <span class="_ _1"></span>Dyrektor <span class="_ _1"></span>Departa<span class="_ _1"></span>mentu <span class="_ _1"></span>Spółek </span></div><div class="t m0 x4 h6 y83 ff1 fs3 fc0 sc0 ls0 ws0">Wiodących <span class="_ _0"></span>w <span class="_ _2"></span>PZU<span class="_ _1"></span> <span class="_ _2"></span>NFI<span class="_ _1"></span> <span class="_ _2"></span>Ma<span class="_ _1"></span>nagement <span class="_ _0"></span>sp<span class="ff2">. <span class="_ _0"></span>z <span class="_ _0"></span>o.o. <span class="_ _2"></span>Od<span class="_ _1"></span> <span class="_ _0"></span><span class="ff1">listopada <span class="_ _2"></span>20<span class="_ _1"></span>07 <span class="_ _0"></span>do <span class="_ _2"></span>grud<span class="_ _1"></span>nia <span class="_ _2"></span>2<span class="_ _1"></span>012 <span class="_ _0"></span>był <span class="_ _2"></span>Prez<span class="_ _1"></span>esem <span class="_ _0"></span>w <span class="_ _2"></span>Auto<span class="_ _1"></span> </span></span></div><div class="t m0 x4 h6 y84 ff1 fs3 fc0 sc0 ls0 ws0">–<span class="ff2"> <span class="_ _0"></span><span class="ff1">Centrum <span class="_ _0"></span>Puławska sp. <span class="_ _2"></span>z o.o. <span class="_ _0"></span>W <span class="_ _0"></span>latach <span class="_ _0"></span>2013 <span class="ff2">- <span class="_ _2"></span><span class="ff1">2014<span class="_ _1"></span> <span class="_ _0"></span>Wiceprezes Zarządu <span class="_ _0"></span>Energosynergia <span class="_ _0"></span>Technologie<span class="_ _1"></span> </span></span></span></span></div><div class="t m0 x4 h6 y85 ff2 fs3 fc0 sc0 ls0 ws0">sp. <span class="_ _10"> </span>z <span class="_ _10"> </span>o.o. <span class="_ _10"> </span>W <span class="_ _15"> </span>latach <span class="_ _10"> </span>2019<span class="_ _1"></span>- <span class="_ _10"> </span><span class="ff1">2020 <span class="_ _10"> </span>Członek <span class="_ _10"> </span>z<span class="_ _1"></span>arządu <span class="_ _10"> </span>w<span class="_ _1"></span> <span class="_ _10"> </span>Herkules <span class="_ _10"> </span>S.A. <span class="_ _10"> </span>(s<span class="_ _1"></span>półka <span class="_ _10"> </span>notowan<span class="_ _1"></span>a <span class="_ _10"> </span>na <span class="_ _10"> </span>GPW <span class="_ _10"> </span>w<span class="_ _1"></span> </span></div><div class="t m0 x4 h6 y86 ff2 fs3 fc0 sc0 ls0 ws0">Warszawie), <span class="_ _10"> </span>od <span class="_ _a"> </span>201<span class="ff1">9 <span class="_ _a"> </span>r. <span class="_ _10"> </span>członek <span class="_ _a"> </span>Zarządu <span class="_ _a"> </span>w <span class="_ _10"> </span>Grovert <span class="_ _a"> </span>Investments <span class="_ _10"> </span>sp. <span class="_ _a"> </span>z <span class="_ _a"> </span>o.o. <span class="_ _10"> </span>W <span class="_ _a"> </span>latach <span class="_ _a"> </span>2009 <span class="_ _15"> </span>–</span> <span class="_ _a"> </span>2022<span class="_ _1"></span> </div><div class="t m0 x4 h6 y3d ff1 fs3 fc0 sc0 ls0 ws0">niezależny <span class="_ _9"></span>członek <span class="_ _9"></span>Rad <span class="_ _b"></span>Nadzorc<span class="_ _1"></span>zych <span class="_ _9"></span>w <span class="_ _b"></span>spółkach <span class="_ _9"></span>publicznych <span class="_ _9"></span>m.in.: <span class="_ _b"></span>Fort<span class="_ _1"></span>e <span class="_ _b"></span>S.<span class="_ _1"></span>A., <span class="_ _9"></span>Seco<span class="_ _1"></span><span class="ff2">-Warwick <span class="_ _9"></span>S.A., </span></div><div class="t m0 x4 h6 y87 ff2 fs3 fc0 sc0 ls0 ws0">Compremum S.A., Herk<span class="_ _1"></span>ules S.A., ML<span class="_ _1"></span>P S.A., Pelion S.A.<span class="_ _1"></span> </div><div class="t m0 x8 h13 y88 ff9 fs3 fc0 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _c"> </span><span class="ff6">Jerzy Łuczak <span class="ff1">– czł<span class="_ _1"></span>onek Rady Nadzorczej<span class="_ _1"></span></span></span> </span></div><div class="t m0 x4 h6 y89 ff2 fs3 fc0 sc0 ls0 ws0">Pan <span class="ff1">Jerzy Łuczak</span> <span class="ff1">pos<span class="_ _1"></span>iada wyk<span class="_ _1"></span>ształcenie wyższe, ukończ<span class="_ _1"></span>ył studia na Wydziale Budownictwa <span class="_ _1"></span>Akademii </span></div><div class="t m0 x4 h6 y8a ff2 fs3 fc0 sc0 ls0 ws0">Techniczno <span class="ff1">–</span> Rolniczej w Bydgoszczy. W l<span class="_ _0"></span>atach 1990 <span class="ff1">–</span> <span class="ff1">2005 pan <span class="_ _0"></span>Jerzy Łuczak pracował a stanowisku </span></div><div class="t m0 x4 h6 y8b ff2 fs3 fc0 sc0 ls0 ws0">wiceprezesa i dyrektora nacz<span class="_ _1"></span>elnego w <span class="ff1">Polbet S.A. Pa<span class="_ _1"></span>n Jerzy Łuczak w ostatnich latach współpracował<span class="_ _1"></span> </span></div><div class="t m0 x4 h6 y8c ff1 fs3 fc0 sc0 ls0 ws0">ze spółkami Grupy Kapitałowej MIRBUD. W latach <span class="_ _0"></span>2005 –<span class="ff2"> </span>2015 pełnił funkcję<span class="_ _1"></span><span class="ff2"> </span>Prezesa <span class="_ _0"></span>Zarządu PBDiM </div><div class="t m0 x4 h6 y8d ff2 fs3 fc0 sc0 ls0 ws0">KOBYLARNIA S.A.<span class="_ _1"></span> </div><div class="t m0 x6 h13 y8e ff9 fs3 fc0 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _c"> </span><span class="ff3">Killion Munzele Muny<span class="_ _1"></span>ama</span> <span class="ff1">–</span> <span class="ff1">cz<span class="_ _1"></span>łonek Rady Nadzorcz<span class="_ _1"></span>ej</span> </span></div><div class="t m0 x4 h6 y8f ff2 fs3 fc0 sc0 ls0 ws0">Pan <span class="_ _2"></span><span class="ff1">Ki<span class="_ _1"></span>llion <span class="_ _2"></span>Mu<span class="_ _1"></span>nzele <span class="_ _2"></span>M<span class="_ _1"></span>unyama <span class="_ _0"></span>jest <span class="_ _2"></span>doktore<span class="_ _1"></span>m <span class="_ _2"></span>h<span class="_ _1"></span>abilitowanym <span class="_ _0"></span>ekonomii, <span class="_ _0"></span>od <span class="_ _2"></span>2010 <span class="_ _0"></span>roku <span class="_ _0"></span>do <span class="_ _2"></span>dziś <span class="_ _0"></span>jest <span class="_ _0"></span>również </span></div><div class="t m0 x4 h6 y90 ff1 fs3 fc0 sc0 ls0 ws0">wykładowcą <span class="_ _10"> </span>i <span class="_ _10"> </span>prof<span class="_ _1"></span>esorem <span class="_ _15"> </span>Wyższej <span class="_ _10"> </span>Szk<span class="_ _1"></span>oły <span class="_ _10"> </span>Gospodark<span class="_ _1"></span>i <span class="_ _10"> </span>w <span class="_ _10"> </span>Bydgoszc<span class="_ _1"></span>zy. <span class="_ _10"> </span>W <span class="_ _10"> </span>trakc<span class="_ _1"></span>ie<span class="_ _1"></span><span class="ff2"> <span class="_ _15"> </span>przebiegu <span class="_ _10"> </span>swojej<span class="_ _1"></span> </span></div><div class="t m0 x4 h6 y91 ff1 fs3 fc0 sc0 ls0 ws0">wieloletniej <span class="_ _17"> </span>kariery <span class="_ _17"> </span>zawodowej<span class="_ _1"></span> <span class="_ _17"> </span>pan <span class="_ _17"> </span>Killion <span class="_ _17"> </span>Munzele <span class="_ _17"> </span>Muny<span class="_ _1"></span>ama <span class="_ _17"> </span>wykładał <span class="_ _17"> </span>na <span class="_ _17"> </span>Uniwersytec<span class="_ _1"></span>ie </div><div class="t m0 x4 h6 y92 ff2 fs3 fc0 sc0 ls0 ws0">Ekonomicznym <span class="_ _8"></span>w <span class="_ _b"></span>Pozna<span class="_ _1"></span>niu, <span class="_ _8"></span>Kujawsko <span class="_ _9"></span><span class="ff1">–</span> <span class="_ _8"></span><span class="ff1">Pomorsk<span class="_ _1"></span>iej <span class="_ _8"></span>Szkole <span class="_ _b"></span>Wyższej<span class="_ _1"></span> <span class="_ _8"></span>w <span class="_ _b"></span>Bydgoszczy, <span class="_ _b"></span>Wyższej <span class="_ _8"></span>Szk<span class="_ _1"></span>ole </span></div><div class="t m0 x4 h6 y93 ff1 fs3 fc0 sc0 ls0 ws0">Zarządzania <span class="_ _18"> </span>i <span class="_ _e"> </span>Bankowoś<span class="_ _1"></span>ci <span class="_ _e"> </span>w<span class="_ _1"></span> <span class="_ _e"> </span>Pozna<span class="_ _1"></span>niu <span class="_ _e"> </span>i <span class="_ _18"> </span>in. <span class="_ _e"> </span>Jest<span class="_ _1"></span> <span class="_ _e"> </span>specjal<span class="_ _1"></span>istą <span class="_ _e"> </span>ds.<span class="_ _1"></span><span class="ff2"> <span class="_ _18"> </span></span>finansów<span class="_ _1"></span> <span class="_ _e"> </span>międzynarodowy<span class="_ _1"></span>ch, </div><div class="t m0 x4 h6 y94 ff1 fs3 fc0 sc0 ls0 ws0">bankowości, <span class="_ _9"></span>ekonomii <span class="_ _9"></span>międz<span class="_ _1"></span>ynarodowej <span class="_ _9"></span>oraz <span class="_ _9"></span>stosunków <span class="_ _9"></span>mię<span class="_ _1"></span><span class="ff2">dzynarodo<span class="_ _1"></span>wych. <span class="_ _9"></span>W <span class="_ _9"></span>latach <span class="_ _9"></span>2021 <span class="_ _9"></span></span>–<span class="ff2"> <span class="_ _9"></span>2024 </span></div><div class="t m0 x4 h6 y20 ff1 fs3 fc0 sc0 ls0 ws0">pan Killion Munzele Munyama był doradcą ds. współprac<span class="_ _1"></span>y rozwojowej i migracji w Europejsk<span class="_ _1"></span>iej Służbie </div><div class="t m0 x4 h6 y95 ff1 fs3 fc0 sc0 ls0 ws0">Działań Zewnętrz<span class="_ _1"></span>nych przy<span class="_ _1"></span> Unii Eur<span class="_ _1"></span>opejskiej. W <span class="_ _1"></span>latach <span class="_ _1"></span>2011 <span class="_ _1"></span>–<span class="ff2"> <span class="_ _1"></span></span>2021 pan <span class="_ _1"></span>Killion M<span class="_ _1"></span>unzele Muny<span class="_ _1"></span>ama był </div><div class="t m0 x4 h6 y96 ff1 fs3 fc0 sc0 ls0 ws0">posłem na Sejm RP.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x8 h13 y97 ff9 fs3 fc0 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _c"> </span><span class="ff6">Tadeusz Gruchała<span class="_ _1"></span><span class="ff1"> – członek Rady Na<span class="_ _1"></span>dzorczej<span class="_ _1"></span></span></span> </span></div><div class="t m0 x4 h6 y98 ff2 fs3 fc0 sc0 ls0 ws0">Pan <span class="ff1">Tadeusz  Gruchała</span> <span class="ff1">posiada  wykształcenie  wyższe,  ukończył <span class="_ _15"> </span>studia  na <span class="_ _10"> </span>W<span class="_ _1"></span>ydziale  Budownictwa </span></div><div class="t m0 x4 h6 y99 ff1 fs3 fc0 sc0 ls0 ws0">Politechniki <span class="_ _0"></span>Warszawskiej, jest <span class="_ _2"></span>inżynier<span class="_ _1"></span>em <span class="_ _0"></span>budownictwa. <span class="_ _0"></span>Swoje <span class="_ _0"></span>doświadczenie zawodowe <span class="_ _0"></span>zdobywał <span class="_ _0"></span>od </div><div class="t m0 x4 h6 y9a ff1 fs3 fc0 sc0 ls0 ws0">1982 <span class="_ _9"> </span>r<span class="_ _1"></span>oku <span class="_ _a"> </span>pracując <span class="_ _a"> </span>jako <span class="_ _a"> </span>kierownik <span class="_ _a"> </span>budowy, <span class="_ _a"> </span>Kierownik<span class="_ _1"></span> <span class="_ _a"> </span>Działu <span class="_ _9"></span>Inwesty<span class="_ _1"></span>cj<span class="_ _1"></span>i <span class="_ _a"> </span>oraz <span class="_ _a"> </span>kierownik <span class="_ _a"> </span>inspektorów<span class="_ _1"></span> </div><div class="t m0 x4 h6 y9b ff2 fs3 fc0 sc0 ls0 ws0">nadzoru <span class="_ _8"></span>inwestorskiego<span class="_ _1"></span> <span class="_ _1"></span>m.<span class="_ _1"></span>in. <span class="_ _1"></span>w<span class="_ _1"></span> <span class="_ _1"></span>Sk<span class="_ _1"></span>ierniewickim <span class="_ _8"></span>Kombi<span class="_ _1"></span>nacie <span class="_ _1"></span>B<span class="_ _1"></span>udowlanym, <span class="_ _8"></span>Uniima<span class="_ _1"></span>k <span class="_ _1"></span>S.<span class="_ _1"></span>A. <span class="_ _1"></span>Skier<span class="_ _1"></span>niewice, </div><div class="t m0 x4 h6 y9c ff1 fs3 fc0 sc0 ls0 ws0">Wojewódzkim <span class="_ _b"></span>Zespo<span class="_ _1"></span>le <span class="_ _b"></span>Realizacji <span class="_ _b"></span>Inw<span class="_ _1"></span>estycji <span class="_ _b"></span>w <span class="_ _b"></span>Skierniewicach <span class="_ _9"></span>oraz <span class="_ _8"></span>M<span class="_ _1"></span>ostostalu <span class="_ _b"></span>E<span class="_ _1"></span>xport <span class="_ _b"></span>Warszawa. <span class="_ _b"></span>Od<span class="_ _1"></span> </div><div class="t m0 x4 h6 y9d ff1 fs3 fc0 sc0 ls0 ws0">2000 <span class="_ _2"></span>roku <span class="_ _2"></span>pan <span class="_ _0"></span>Tadeusz <span class="_ _2"></span>Gr<span class="_ _1"></span>uchała <span class="_ _2"></span>prowa<span class="_ _1"></span>dzi <span class="_ _2"></span>własną <span class="_ _0"></span>działalność <span class="_ _2"></span>gospodarc<span class="_ _1"></span>zą <span class="_ _2"></span>związa<span class="_ _1"></span>ną <span class="_ _2"></span>z <span class="_ _2"></span>wykony<span class="_ _1"></span>waniem </div><div class="t m0 x4 h6 y9e ff1 fs3 fc0 sc0 ls0 ws0">projektów budowla<span class="_ _1"></span>nych, nadzorami inwestors<span class="_ _1"></span>kimi oraz j<span class="_ _1"></span>ako kierownik budowy.<span class="_ _8"></span><span class="ff2"> </span></div><div class="t m0 x8 h13 y9f ff9 fs3 fc0 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _c"> </span><span class="ff6">Wiktor Askanas <span class="_ _1"></span><span class="ff1">– członek Rady Nadz<span class="_ _1"></span>orczej<span class="_ _1"></span></span></span> </span></div><div class="t m0 x4 h6 ya0 ff1 fs3 fc0 sc0 ls0 ws0">Pan Wiktor Ask<span class="_ _1"></span>anas posiada tytu<span class="_ _1"></span>ł Doktora Nauk <span class="_ _1"></span>Społecznyc<span class="_ _1"></span>h o specjalności Zarządzan<span class="_ _1"></span>ie, uzyskany w<span class="_ _1"></span> </div><div class="t m0 x4 h6 ya1 ff1 fs3 fc0 sc0 ls0 ws0">Polskiej <span class="_ _1"></span>Akademii <span class="_ _1"></span>Nauk <span class="_ _1"></span>w <span class="_ _1"></span>Wars<span class="_ _1"></span>zawie. <span class="_ _1"></span>Wykształcenie <span class="_ _8"></span>formalne <span class="_ _1"></span>uzupełniał <span class="_ _1"></span>na <span class="_ _1"></span>Uniwers<span class="_ _1"></span>ytecie H<span class="_ _1"></span>arvarda, </div><div class="t m0 x4 h6 ya2 ff1 fs3 fc0 sc0 ls0 ws0">Centrum <span class="_ _2"></span>Szkoleni<span class="_ _1"></span>a <span class="_ _2"></span>Menadżers<span class="_ _1"></span>kiego <span class="_ _2"></span>Babson <span class="_ _2"></span>C<span class="_ _1"></span>ollege, <span class="_ _2"></span>Szkole <span class="_ _2"></span>Z<span class="_ _1"></span>arząd<span class="_ _1"></span><span class="ff2">zania <span class="_ _2"></span>Uniwers<span class="_ _1"></span>ytetu <span class="_ _2"></span>Minnesota <span class="_ _0"></span>oraz </span></div><div class="t m0 x4 h6 ya3 ff1 fs3 fc0 sc0 ls0 ws0">Szkole <span class="_ _1"></span>G<span class="_ _1"></span>łównej <span class="_ _8"></span>Planowani<span class="_ _1"></span>a <span class="_ _8"></span>i <span class="_ _1"></span>Statys<span class="_ _1"></span>tyki <span class="_ _8"></span>w <span class="_ _8"></span>Warszawie.<span class="_ _1"></span> <span class="_ _1"></span>W <span class="_ _8"></span>trakcie <span class="_ _8"></span>swojej<span class="_ _1"></span> <span class="_ _8"></span>bogatej <span class="_ _1"></span>k<span class="_ _1"></span>ariery <span class="_ _8"></span>naukowej<span class="_ _1"></span> <span class="_ _1"></span>pan<span class="_ _1"></span> </div><div class="t m0 x4 h6 ya4 ff1 fs3 fc0 sc0 ls0 ws0">Wiktor <span class="_ _17"> </span>Askanas <span class="_ _19"> </span>pełnił <span class="_ _17"> </span>m.in. <span class="_ _19"> </span>funkcj<span class="_ _1"></span>e <span class="_ _19"> </span>Dziekana <span class="_ _19"> </span>Wydz<span class="_ _1"></span>iału <span class="_ _19"> </span>Administracj<span class="_ _1"></span>i, <span class="_ _19"> </span>Dyrektora <span class="_ _17"> </span>Centrum </div><div class="t m0 x4 h6 ya5 ff1 fs3 fc0 sc0 ls0 ws0">Przedsiębiorczości, <span class="_ _a"> </span>Prodziek<span class="_ _1"></span>ana <span class="_ _a"> </span>ds. <span class="_ _a"> </span>studiów <span class="_ _a"> </span>magister<span class="_ _1"></span>skich <span class="_ _a"> </span>Uniwersytetu <span class="_ _a"> </span>Nowy <span class="_ _a"> </span>Brunswick. <span class="_ _a"> </span>Obecni<span class="_ _1"></span>e </div><div class="t m0 x4 h6 ya6 ff1 fs3 fc0 sc0 ls0 ws0">posiada <span class="_ _a"> </span>tytuł <span class="_ _a"> </span>Doktora <span class="_ _10"> </span>Honoris <span class="_ _a"> </span>Causa <span class="_ _a"> </span>i <span class="_ _a"> </span>Prof<span class="_ _1"></span>esor <span class="_ _a"> </span>Emeritus <span class="_ _a"> </span>t<span class="_ _1"></span>ej <span class="_ _a"> </span>uczelni. <span class="_ _a"> </span>Pan<span class="_ _1"></span> <span class="_ _a"> </span>Wiktor <span class="_ _a"> </span>Ask<span class="_ _1"></span>anas <span class="_ _a"> </span>posiada </div><div class="t m0 x4 h6 ya7 ff1 fs3 fc0 sc0 ls0 ws0">obywatelstwo <span class="_ _d"> </span>polskie <span class="_ _d"> </span>ora<span class="_ _1"></span>z <span class="_ _d"> </span>kanadyjsk<span class="_ _1"></span>ie. <span class="_ _16"> </span>Obecnie <span class="_ _d"> </span>jest <span class="_ _d"> </span>Sędzią <span class="_ _d"> </span>Kanadyj<span class="_ _1"></span>skiego <span class="_ _d"> </span>Try<span class="_ _1"></span>bunału <span class="_ _16"> </span>Ochrony<span class="_ _1"></span> </div><div class="t m0 x4 h6 ya8 ff2 fs3 fc0 sc0 ls0 ws0">Konkurencji <span class="_ _10"> </span><span class="ff1">i <span class="_ _10"> </span>Konsumenta, <span class="_ _a"> </span>Profesore<span class="_ _1"></span>m <span class="_ _10"> </span>Akademii <span class="_ _a"> </span>L<span class="_ _1"></span>eona <span class="_ _10"> </span>Koźmińskiego <span class="_ _10"> </span>w <span class="_ _a"> </span>W<span class="_ _1"></span>arszawie <span class="_ _10"> </span>i <span class="_ _a"> </span>Profesore<span class="_ _1"></span>m </span></div><div class="t m0 x4 h6 ya9 ff1 fs3 fc0 sc0 ls0 ws0">Zwyczajnym <span class="_ _a"> </span>na <span class="_ _9"></span>Wydziale <span class="_ _9"> </span>Adm<span class="_ _1"></span>inistracji <span class="_ _9"> </span>Un<span class="_ _1"></span>iwersytetu <span class="_ _9"> </span>Nowy <span class="_ _a"> </span>Brunswick. <span class="_ _9"></span>Pan <span class="_ _a"> </span>Wiktor <span class="_ _9"></span>Askanas <span class="_ _9"> </span>o<span class="_ _1"></span>debrał </div><div class="t m0 x4 h6 yaa ff1 fs3 fc0 sc0 ls0 ws0">wiele nagród i wyr<span class="_ _1"></span>óżnień, w tym m<span class="_ _1"></span>.in. Medal Ed<span class="_ _1"></span>ukacji Narodowej<span class="_ _1"></span> 2019, Krzyż O<span class="_ _1"></span>f<span class="_ _1"></span><span class="ff2">i</span>cers<span class="_ _1"></span>ki Orderu Zasługi </div><div class="t m0 x4 h6 yab ff1 fs3 fc0 sc0 ls0 ws0">Rzeczypospolitej <span class="_ _9"></span>Polskiej <span class="_ _9"></span>2012, <span class="_ _b"></span>Z<span class="_ _1"></span>asłużony <span class="_ _9"></span>dla <span class="_ _9"></span>New <span class="_ _b"></span>B<span class="_ _1"></span>runswick <span class="_ _9"></span>Management <span class="_ _9"></span>Investment <span class="_ _9"></span>Corporation<span class="_ _1"></span> </div><div class="t m0 x4 h6 yac ff1 fs3 fc0 sc0 ls0 ws0">2009, Krzyż Kawalers<span class="_ _1"></span>ki Orderu Zasługi Rzec<span class="_ _1"></span>zypospolitej Polsk<span class="_ _1"></span>iej 2003.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x4 h6 yad ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h6 yae ff2 fs3 fc0 sc0 ls0 ws0">W roku 2025 <span class="ff1">w sk<span class="_ _1"></span>ładzie Rady Nadzorc<span class="_ _1"></span>zej zaszły nastę<span class="_ _1"></span>pujące zmiany:<span class="_ _1"></span></span> </div></div></div><div class="pi" ></div></div><div id="pf6" class="pf w5 hc" ><div class="pc pc6 w5 hc"><img class="bi x0 y0 w6 h1" alt="" src="data:image/png;base64,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class="c x0 y0 w7 hc"><div class="t m0 x4 h2 ye ff1 fs0 fc0 sc0 ls0 ws0">Sprawozdanie nt. informacji niefinansowych GK MIRBUD za 2025<span class="_ _1"></span> rok<span class="ff2"> </span></div><div class="t m0 x4 h2 yf ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hd y10 ff4 fs3 fc0 sc0 ls0 ws0">6<span class="ff5 fs8"> </span></div><div class="t m0 x8 h6 y51 ff1 fs0 fc0 sc0 ls0 ws0">–<span class="ff2"> <span class="_ _c"> </span></span><span class="fs3"> 13.06.2025 został powołan<span class="_ _1"></span>y do Rady Nadzorcz<span class="_ _1"></span>ej <span class="ls1">p. <span class="_ _1"></span></span>Wiktor Arkan<span class="_ _1"></span>as.<span class="ff2"> </span></span></div><div class="t m0 x4 h6 yaf ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h6 yb0 ff2 fs3 fc0 sc0 ls0 ws0">Zgodnie <span class="_ _0"></span>ze <span class="_ _2"></span>s<span class="_ _1"></span>tanem <span class="_ _0"></span>na <span class="_ _0"></span>31 <span class="_ _2"></span>gr<span class="_ _1"></span>udnia <span class="_ _0"></span>2025 <span class="_ _0"></span><span class="ff1">r. <span class="_ _0"></span>w <span class="_ _0"></span>skład <span class="_ _2"></span>Zarz<span class="_ _1"></span>ądu <span class="_ _0"></span>MIRBUD S<span class="_ _0"></span>.A. <span class="_ _0"></span>wchodziło<span class="_ _1"></span><span class="ff2"> <span class="_ _0"></span><span class="ff1">5 <span class="_ _2"></span>osób<span class="ff2">: 4 <span class="_ _2"></span><span class="ff1">mężcz<span class="_ _1"></span>yzn<span class="ff2"> </span></span></span></span></span></span></div><div class="t m0 x4 h6 yb1 ff2 fs3 fc0 sc0 ls0 ws0">(80%) i 1 kobieta (20%)<span class="_ _1"></span>: </div><div class="t m0 x6 h13 yb2 ff9 fs3 fc0 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _c"> </span><span class="ff3">Jerzy Mirgos</span> <span class="ff1">–</span> <span class="_ _1"></span><span class="ff1">Prezes Zarz<span class="_ _1"></span>ądu</span> </span></div><div class="t m0 x4 h6 yb3 ff1 fs3 fc0 sc0 ls0 ws0">Doświadczenie <span class="_ _a"> </span>w <span class="_ _a"> </span>zarządzaniu <span class="_ _a"> </span>firmami <span class="_ _a"> </span>działającymi <span class="_ _a"> </span>w <span class="_ _9"></span>sektorz<span class="_ _1"></span>e <span class="_ _a"> </span>budownictwa <span class="_ _a"> </span>zdobywał <span class="_ _9"></span>już<span class="_ _1"></span> <span class="_ _9"> </span>od<span class="_ _1"></span> <span class="_ _9"> </span>1<span class="_ _1"></span>985 </div><div class="t m0 x4 h6 yb4 ff1 fs3 fc0 sc0 ls0 ws0">roku, <span class="_ _11"> </span>pracując <span class="_ _11"> </span>m.in. <span class="_ _11"> </span>na <span class="_ _11"> </span>kierowniczych <span class="_ _11"> </span>stanowiskach <span class="_ _11"> </span>w <span class="_ _11"> </span>przedsiębiorstwac<span class="_ _1"></span>h <span class="_ _11"> </span>i <span class="_ _11"> </span>spółkach <span class="_ _11"> </span>prawa </div><div class="t m0 x4 h6 yb5 ff1 fs3 fc0 sc0 ls0 ws0">handlowego. <span class="_ _10"> </span>Od <span class="_ _10"> </span>2002 <span class="_ _10"> </span>roku <span class="_ _10"> </span>jego <span class="_ _10"> </span>kariera <span class="_ _a"> </span>z<span class="_ _1"></span>awodowa <span class="_ _10"> </span>związana <span class="_ _10"> </span>jest <span class="_ _10"> </span>ze <span class="_ _10"> </span>spółką <span class="_ _10"> </span>Emi<span class="_ _1"></span>tenta, <span class="_ _10"> </span>w <span class="_ _10"> </span>której <span class="_ _10"> </span>w </div><div class="t m0 x4 h6 yb6 ff1 fs3 fc0 sc0 ls0 ws0">ostatnich <span class="_ _10"> </span>latach <span class="_ _10"> </span>zajmował <span class="_ _10"> </span>stanowisko <span class="_ _10"> </span>Dyrektora <span class="_ _10"> </span>Generalnego<span class="_ _1"></span>, <span class="_ _10"> </span>odpowiadającego <span class="_ _10"> </span>m.in. <span class="_ _10"> </span>za <span class="_ _10"> </span>strategię </div><div class="t m0 x4 h6 yb7 ff1 fs3 fc0 sc0 ls0 ws0">działania  i  dalszy  rozwój.  W<span class="_ _0"></span>  2008  roku <span class="_ _15"> </span>założył  spółkę  JHM  DEVELOPMENT  S.A.,  w  której  jest </div><div class="t m0 x4 h6 yb8 ff1 fs3 fc0 sc0 ls0 ws0">Wiceprezesem <span class="_ _9"></span>Zarządu, <span class="_ _9"></span>oraz <span class="_ _9"></span>w <span class="_ _9"></span>sposób <span class="_ _9"></span>pośredni <span class="_ _9"></span>akcjonar<span class="_ _1"></span>iuszem <span class="_ _9"></span>większościowym. <span class="_ _9"></span>Jako <span class="_ _9"></span>największy </div><div class="t m0 x4 h6 yb9 ff1 fs3 fc0 sc0 ls0 ws0">swój <span class="_ _16"> </span>s<span class="_ _1"></span>ukces <span class="_ _16"> </span>zawodowy <span class="_ _d"> </span>uważa <span class="_ _d"> </span>stworzenie <span class="_ _d"> </span>prężnie <span class="_ _d"> </span>działającej <span class="_ _d"> </span>Grupy <span class="_ _16"> </span>Kapitało<span class="_ _1"></span>wej <span class="_ _16"> </span>MIRBUD <span class="_ _d"> </span>oraz </div><div class="t m0 x4 h6 yba ff1 fs3 fc0 sc0 ls0 ws0">wprowadzenie <span class="_ _10"> </span>dwóch <span class="_ _a"> </span>spó<span class="_ _1"></span>łek; <span class="_ _a"> </span>MI<span class="_ _1"></span>RBUD <span class="_ _10"> </span>S.A. <span class="_ _a"> </span>i <span class="_ _a"> </span>JH<span class="_ _1"></span>M <span class="_ _10"> </span>DEVELOPMENT <span class="_ _a"> </span>S.<span class="_ _1"></span>A. <span class="_ _a"> </span>na<span class="_ _1"></span> <span class="_ _a"> </span>park<span class="_ _1"></span>iet <span class="_ _a"> </span>Wars<span class="_ _1"></span>zawskiej </div><div class="t m0 x4 h6 ybb ff1 fs3 fc0 sc0 ls0 ws0">Giełdy <span class="_ _2"></span>Papier<span class="_ _1"></span>ów <span class="_ _2"></span>Wartościowy<span class="_ _1"></span>ch. <span class="_ _2"></span>Z <span class="_ _2"></span>dniem <span class="_ _0"></span>23 <span class="_ _2"></span>cz<span class="_ _1"></span>erwca <span class="_ _0"></span>2012 <span class="_ _6"></span>r<span class="_ _1"></span>oku <span class="_ _2"></span>pan <span class="_ _0"></span>Jerzy <span class="_ _2"></span>Mirgos <span class="_ _0"></span>objął <span class="_ _6"></span>f<span class="_ _1"></span>unkcję <span class="_ _2"></span>Prezes<span class="_ _1"></span>a </div><div class="t m0 x4 h6 ybc ff1 fs3 fc0 sc0 ls0 ws0">Zarządu <span class="_ _9"></span>MIRBUD <span class="_ _9"></span>S.A. <span class="_ _b"></span>Jest <span class="_ _9"></span>również <span class="_ _9"></span>członkiem <span class="_ _9"></span>Zarządu <span class="_ _9"></span>KOBYLARNIA <span class="_ _9"></span>S.A <span class="_ _b"></span>oraz<span class="_ _1"></span> <span class="_ _9"></span>od <span class="_ _b"></span>1 <span class="_ _9"></span>stycznia <span class="_ _9"></span>2025 </div><div class="t m0 x4 h6 ybd ff1 fs3 fc0 sc0 ls0 ws0">roku, członkiem Zarząd<span class="_ _1"></span>u TRANSKOL Sp<span class="_ _1"></span>. z o.o.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x6 h13 ybe ff9 fs3 fc0 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _c"> </span><span class="ff6">Sławomir Nowak</span> <span class="_ _1"></span><span class="ff1">–</span> <span class="ff1">Wiceprezes Zar<span class="_ _1"></span>ządu</span> </span></div><div class="t m0 x4 h6 ybf ff1 fs3 fc0 sc0 ls0 ws0">Absolwent <span class="_ _10"> </span>Politechn<span class="_ _1"></span>iki <span class="_ _10"> </span>Warszaws<span class="_ _1"></span>kiej, <span class="_ _10"> </span>Wydział <span class="_ _10"> </span>Elektryc<span class="_ _1"></span>zny  –<span class="_ _0"></span><span class="ff2"> <span class="_ _10"> </span><span class="ff1">specjalność <span class="_ _10"> </span>Automatyz<span class="_ _1"></span>acja <span class="_ _10"> </span>Procesów </span></span></div><div class="t m0 x4 h6 yc0 ff1 fs3 fc0 sc0 ls0 ws0">Technologicznych. <span class="_ _e"> </span>W <span class="_ _d"> </span>199<span class="_ _1"></span>9 <span class="_ _d"> </span>roku <span class="_ _d"> </span>Ra<span class="_ _1"></span>da <span class="_ _d"> </span>Wydz<span class="_ _1"></span>iału <span class="_ _d"> </span>Elektry<span class="_ _1"></span>cznego <span class="_ _d"> </span>nada<span class="_ _1"></span>ła <span class="_ _d"> </span>mu <span class="_ _d"> </span>t<span class="_ _1"></span>ytuł <span class="_ _d"> </span>Doktora <span class="_ _e"> </span>Nauk<span class="_ _1"></span> </div><div class="t m0 x4 h6 yc1 ff1 fs3 fc0 sc0 ls0 ws0">Technicznych. <span class="_ _a"> </span>W <span class="_ _a"> </span>swojej <span class="_ _a"> </span>karierze <span class="_ _a"> </span>zawodowej <span class="_ _a"> </span>pracował <span class="_ _a"> </span>na <span class="_ _a"> </span>stanowiskach <span class="_ _a"> </span>kierowni<span class="_ _8"></span><span class="ff2">czych <span class="_ _a"> </span>w <span class="_ _a"> </span>sektorach </span></div><div class="t m0 x4 h6 yc2 ff1 fs3 fc0 sc0 ls0 ws0">edukacji <span class="_ _a"> </span>oraz <span class="_ _a"> </span>budownictwa. <span class="_ _a"> </span>W <span class="_ _a"> </span>strukturze <span class="_ _a"> </span>MIRBUD <span class="_ _a"> </span>S.A. <span class="_ _a"> </span>zajmował <span class="_ _a"> </span>dotychczas <span class="_ _a"> </span>stanowisk<span class="_ _1"></span>o <span class="_ _a"> </span>Zastępcy </div><div class="t m0 x4 h6 yc3 ff2 fs3 fc0 sc0 ls0 ws0">Dyrektora Generalnego <span class="_ _2"></span>M<span class="_ _1"></span>IRBUD S.A. <span class="_ _2"></span>oraz Dyrektora <span class="_ _0"></span>Kontraktu <span class="_ _0"></span>budowy <span class="_ _0"></span>hotelu <span class="_ _0"></span>Hilton <span class="_ _2"></span>w Warszawie. <span class="_ _0"></span>Od </div><div class="t m0 x4 h6 yc4 ff1 fs3 fc0 sc0 ls0 ws0">25 <span class="_ _10"> </span>maja <span class="_ _10"> </span>2012 <span class="_ _10"> </span>r. <span class="_ _10"> </span>uchwałą <span class="_ _15"> </span>Rady <span class="_ _10"> </span>Nadzorczej <span class="_ _10"> </span>zos<span class="_ _1"></span>tał <span class="_ _10"> </span>pow<span class="_ _1"></span>ołany <span class="_ _10"> </span>na <span class="_ _10"> </span>stanowisk<span class="_ _1"></span>o <span class="_ _10"> </span>Wiceprezesa <span class="_ _10"> </span>Zarządu </div><div class="t m0 x4 h6 yc5 ff1 fs3 fc0 sc0 ls0 ws0">MIRBUD S.A. Jest równ<span class="_ _1"></span>ież członkiem Zar<span class="_ _1"></span>ządu KOBYLARNI<span class="_ _1"></span>A S.A.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x6 h13 yc6 ff9 fs3 fc0 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _c"> </span><span class="ff6">Paweł Korzeniowski<span class="_ _1"></span></span> <span class="ff1">–</span> <span class="ff1">członek Zarz<span class="_ _1"></span>ądu</span> </span></div><div class="t m0 x4 h6 yc7 ff1 fs3 fc0 sc0 ls0 ws0">Ukończył <span class="_ _12"> </span>Uniwersytet <span class="_ _12"> </span>Łódzki <span class="_ _12"> </span>–<span class="ff2"> <span class="_ _1a"> </span></span>Wydział <span class="_ _1a"> </span>Ekon<span class="_ _1"></span>omicz<span class="_ _1"></span>no–<span class="ff2">Socjologiczny<span class="_ _1"></span>, <span class="_ _1a"> </span>na <span class="_ _1a"> </span>kierunku <span class="_ _12"> </span>Ekonomia,<span class="_ _1"></span> </span></div><div class="t m0 x4 h6 yc8 ff1 fs3 fc0 sc0 ls0 ws0">specjalność <span class="_ _0"></span>Ekonomia <span class="_ _0"></span>Przemysłu, <span class="_ _2"></span>g<span class="_ _1"></span>dzie <span class="_ _2"></span>w<span class="_ _1"></span> <span class="_ _2"></span>l<span class="_ _1"></span>atach <span class="_ _0"></span>2001<span class="ff2">-</span>2005 <span class="_ _0"></span>odbywał <span class="_ _0"></span>studia <span class="_ _2"></span>d<span class="_ _1"></span>oktoranckie. P<span class="_ _0"></span>rzez <span class="_ _0"></span>ponad </div><div class="t m0 x4 h6 yc9 ff1 fs3 fc0 sc0 ls0 ws0">10 <span class="_ _10"> </span>lat <span class="_ _10"> </span>pracował <span class="_ _10"> </span>w <span class="_ _10"> </span>bank<span class="_ _1"></span>owości, <span class="_ _10"> </span>ukończył <span class="_ _10"> </span>liczn<span class="_ _1"></span>e <span class="_ _10"> </span>kursy <span class="_ _10"> </span>i <span class="_ _10"> </span>sz<span class="_ _1"></span>kolenia <span class="_ _10"> </span>z <span class="_ _10"> </span>zakre<span class="_ _1"></span>su <span class="_ _10"> </span>finansów, <span class="_ _10"> </span>m<span class="_ _1"></span>atematyki </div><div class="t m0 x4 h6 yca ff1 fs3 fc0 sc0 ls0 ws0">bankowej, analizy fi<span class="_ _0"></span>nansowej. Obecnie zasiada <span class="_ _0"></span>także w <span class="_ _0"></span>Radzie Nadzorczej MARYWILSKA <span class="_ _0"></span>44 sp <span class="_ _0"></span>z <span class="_ _0"></span>o.o. </div><div class="t m0 x4 h6 ycb ff1 fs3 fc0 sc0 ls0 ws0">oraz KOBYLARNIA S.A. <span class="_ _0"></span>Od 1 <span class="_ _0"></span>stycznia <span class="_ _0"></span>2025 roku jest <span class="_ _0"></span>Przewodniczącym Rady Nadzorczej<span class="_ _1"></span> <span class="_ _0"></span>TRANSKOL </div><div class="t m0 x4 h6 ycc ff2 fs3 fc0 sc0 ls0 ws0">Sp. z o.o. </div><div class="t m0 x6 h13 ycd ff9 fs3 fc0 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _c"> </span><span class="ff6">Tomasz Sałata</span> <span class="ff1">–<span class="_ _1"></span></span> <span class="ff1">członek Zarządu<span class="_ _1"></span></span> </span></div><div class="t m0 x4 h6 yce ff1 fs3 fc0 sc0 ls0 ws0">W  firmie <span class="_ _f"> </span>prac<span class="_ _1"></span>uje  od <span class="_ _f"> </span>201<span class="_ _1"></span>0  r. <span class="_ _f"> </span>jako <span class="_ _f"> </span>dyrektor <span class="_ _f"> </span>technic<span class="_ _1"></span>zny. <span class="_ _f"> </span>Pracował  t<span class="_ _1"></span>eż  j<span class="_ _1"></span>ako  dyrek<span class="_ _1"></span>tor  ds. <span class="_ _f"> </span>produkcj<span class="_ _1"></span>i </div><div class="t m0 x4 h6 ycf ff2 fs3 fc0 sc0 ls0 ws0">budowlanej  w <span class="_ _10"> </span>Rex<span class="_ _1"></span>-Budzie  (2009-2010),  dyrektor <span class="_ _15"> </span>ds.  produkcji <span class="_ _15"> </span>w <span class="_ _15"> </span>Variteksie  (2001-2009),  dyrektor </div><div class="t m0 x4 h6 yd0 ff1 fs3 fc0 sc0 ls0 ws0">łódzkiego oddziału Energo<span class="_ _1"></span>exportu oraz dyrektor ds. <span class="_ _1"></span>produkcji i czł<span class="_ _1"></span>onek zarz<span class="_ _1"></span>ądu spółki Budmatpo<span class="_ _1"></span>l. Jest </div><div class="t m0 x4 h6 yd1 ff1 fs3 fc0 sc0 ls0 ws0">absolwentem Wydzia<span class="_ _1"></span>łu Budownictwa i Arc<span class="_ _1"></span>hitektury Politechnik<span class="_ _1"></span>i Łódzkiej.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x6 h13 yd2 ff9 fs3 fc0 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _c"> </span><span class="ff6">Anna Więzowska</span> <span class="_ _1"></span><span class="ff1">–</span> <span class="ff1">członek<span class="_ _1"></span> Zarządu</span> </span></div><div class="t m0 x4 h6 yd3 ff1 fs3 fc0 sc0 ls0 ws0">Powołana <span class="_ _1"></span>do <span class="_ _1"></span>sk<span class="_ _1"></span>ładu <span class="_ _1"></span>Zarządu <span class="_ _1"></span>MIR<span class="_ _1"></span>BUD <span class="_ _1"></span>S.A. <span class="_ _1"></span>z<span class="_ _1"></span> <span class="_ _1"></span>dniem <span class="_ _1"></span>1 <span class="_ _1"></span>sty<span class="_ _1"></span>cznia <span class="_ _1"></span>2025 <span class="_ _1"></span>roku.<span class="_ _8"></span><span class="ff2"> </span>Pani <span class="_ _8"></span>Anna <span class="_ _1"></span>Więzowska <span class="_ _1"></span>j<span class="_ _1"></span>est </div><div class="t m0 x4 h6 yd4 ff1 fs3 fc0 sc0 ls0 ws0">radcą prawnym, pełni funkcję Dyrektora Działu Prawnego i Roszczeń MIRBUD S.A., od 2021 do końca </div><div class="t m0 x4 h6 yd5 ff1 fs3 fc0 sc0 ls0 ws0">2024 roku pełniła <span class="_ _0"></span>również funkcję Prokurenta tej spółki. Odbyła <span class="_ _0"></span>ap<span class="_ _1"></span>likację radcowsk<span class="_ _1"></span>ą w <span class="_ _0"></span>Okręgowej Izbie </div><div class="t m0 x4 h6 yd6 ff1 fs3 fc0 sc0 ls0 ws0">Radców Pra<span class="_ _1"></span>wnych w<span class="_ _1"></span> Łodzi<span class="_ _1"></span>. Ukończyła<span class="_ _1"></span> Akademię<span class="_ _1"></span> Spół<span class="_ _1"></span>ek w <span class="_ _1"></span>Szkole G<span class="_ _1"></span>łównej H<span class="_ _1"></span>andlowej, <span class="_ _1"></span>Podyplomow<span class="_ _1"></span>e </div><div class="t m0 x4 h6 yd7 ff1 fs3 fc0 sc0 ls0 ws0">Studium <span class="_ _1"></span>Prawa <span class="_ _1"></span>Po<span class="_ _1"></span>datkowego <span class="_ _1"></span>na <span class="_ _1"></span>Un<span class="_ _1"></span>iwersytecie <span class="_ _1"></span>Łódzkim, <span class="_ _8"></span>Prawo <span class="_ _1"></span>restruktury<span class="_ _1"></span>zacyjne <span class="_ _1"></span>i <span class="_ _1"></span>upadłościowe <span class="_ _1"></span>n<span class="_ _1"></span>a </div><div class="t m0 x4 h6 yd8 ff1 fs3 fc0 sc0 ls0 ws0">Uczelni <span class="_ _a"> </span>Łazarskiego <span class="_ _9"> </span>w <span class="_ _a"> </span>Warsz<span class="_ _1"></span>awie, <span class="_ _9"></span>j<span class="_ _1"></span>est <span class="_ _a"> </span>wpisana <span class="_ _9"></span>na <span class="_ _a"> </span>listę <span class="_ _9"> </span>k<span class="_ _1"></span>andydatów <span class="_ _9"> </span>n<span class="_ _1"></span>a <span class="_ _9"> </span>c<span class="_ _1"></span>złonków <span class="_ _a"> </span>rad <span class="_ _9"></span>nadzorcz<span class="_ _1"></span>ych </div><div class="t m0 x4 h6 yd9 ff1 fs3 fc0 sc0 ls0 ws0">spółek <span class="_ _a"> </span>z <span class="_ _a"> </span>udziałem <span class="_ _9"> </span>Skarb<span class="_ _1"></span>u <span class="_ _a"> </span>Państwa. <span class="_ _a"> </span>Obecnie <span class="_ _9"> </span>z<span class="_ _1"></span>asiada <span class="_ _a"> </span>także <span class="_ _a"> </span>w <span class="_ _a"> </span>radach <span class="_ _9"> </span>na<span class="_ _1"></span>dzorczych <span class="_ _a"> </span>spółek <span class="_ _a"> </span>z <span class="_ _a"> </span>Grupy </div><div class="t m0 x4 h6 yda ff1 fs3 fc0 sc0 ls0 ws0">Kapitałowej <span class="_ _0"></span>MIRBUD, <span class="_ _0"></span>tj.: <span class="_ _2"></span>M<span class="_ _1"></span>ARYWILSKA <span class="_ _0"></span>44 <span class="_ _0"></span>Sp. <span class="_ _0"></span><span class="ff2"> z <span class="_ _0"></span>o.o., <span class="_ _2"></span>KO<span class="_ _1"></span>BYLARNIA <span class="_ _0"></span>S.A., <span class="_ _0"></span>JHM <span class="_ _2"></span>D<span class="_ _1"></span>EVELOPMENT oraz </span></div><div class="t m0 x4 h6 ydb ff1 fs3 fc0 sc0 ls0 ws0">Przedsiębiorstw<span class="_ _1"></span>a <span class="_ _8"></span>Budowni<span class="_ _1"></span>ctwa <span class="_ _8"></span>Specjalistyc<span class="_ _1"></span>znego <span class="_ _8"></span>TR<span class="_ _1"></span>ANSKOL <span class="_ _8"></span>Sp. <span class="_ _8"></span>z <span class="_ _b"></span>o.o. <span class="_ _8"></span>Specj<span class="_ _1"></span>alizuje <span class="_ _8"></span>s<span class="_ _1"></span>ię <span class="_ _8"></span>w <span class="_ _8"></span>obsłudz<span class="_ _1"></span>e </div><div class="t m0 x4 h6 ydc ff1 fs3 fc0 sc0 ls0 ws0">prawnej spółek z bra<span class="_ _1"></span>nży budowlanej or<span class="_ _1"></span>az deweloperskiej.<span class="_ _8"></span><span class="ff2"> </span></div><div class="t m0 x4 h6 ydd ff2 fs3 fc0 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf7" class="pf w5 hc" ><div class="pc pc7 w5 hc"><img class="bi x0 y0 w6 h1" alt="" src="data:image/png;base64,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class="c x0 y0 w7 hc"><div class="t m0 x4 h2 ye ff1 fs0 fc0 sc0 ls0 ws0">Sprawozdanie nt. informacji niefinansowych GK MIRBUD za 2025<span class="_ _1"></span> rok<span class="ff2"> </span></div><div class="t m0 x4 h2 yf ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hd y10 ff4 fs3 fc0 sc0 ls0 ws0">7<span class="ff5 fs8"> </span></div><div class="t m0 x4 h6 y51 ff1 fs3 fc0 sc0 ls0 ws0">W <span class="_ _1"></span>odniesieniu <span class="_ _1"></span>do <span class="_ _1"></span>kwesti<span class="_ _1"></span>i z<span class="_ _1"></span>wiązanych <span class="_ _1"></span>ze <span class="_ _1"></span>zrównoważo<span class="_ _1"></span>nym r<span class="_ _1"></span>ozwojem <span class="_ _1"></span>i <span class="_ _1"></span>ESG<span class="_ _1"></span> Rad<span class="_ _1"></span>a <span class="_ _1"></span>Nadzorcza <span class="_ _1"></span>pełni <span class="_ _1"></span>rolę<span class="_ _1"></span> </div><div class="t m0 x4 h6 y52 ff1 fs3 fc0 sc0 ls0 ws0">konsultacyjną i doradczą. Tematy<span class="_ _1"></span> te są omawiane na posiedzeniach Rady Nadzor<span class="_ _1"></span>czej w zależności od </div><div class="t m0 x4 h6 y80 ff1 fs3 fc0 sc0 ls0 ws0">zgłaszanych potrzeb. <span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x4 h6 y81 ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h6 y82 ff1 fs3 fc0 sc0 ls0 ws0">Organem, <span class="_ _9"></span>który<span class="_ _1"></span> <span class="_ _9"></span>podejmuje<span class="_ _1"></span> <span class="_ _9"></span>kluczowe <span class="_ _9"> </span>i <span class="_ _9"> </span>s<span class="_ _1"></span>trategiczne <span class="_ _9"> </span>d<span class="_ _1"></span>ecyzje <span class="_ _a"> </span>w <span class="_ _9"></span>kwestii <span class="_ _9"></span>zrównoważonego <span class="_ _9"> </span>rozw<span class="_ _1"></span>oju <span class="_ _9"> </span>jes<span class="_ _1"></span>t </div><div class="t m0 x4 h6 y83 ff1 fs3 fc0 sc0 ls0 ws0">Zarząd. <span class="_ _1"></span>Pan <span class="_ _8"></span>Paweł <span class="_ _8"></span>Korzeniowsk<span class="_ _1"></span>i, <span class="_ _1"></span>członek <span class="_ _1"></span>Zarz<span class="_ _1"></span>ądu <span class="_ _1"></span>i <span class="_ _1"></span>D<span class="_ _1"></span>yrektor <span class="_ _1"></span>Finansowy<span class="_ _1"></span> <span class="_ _1"></span>firmy <span class="_ _1"></span>o<span class="_ _1"></span>dpowiedzialny <span class="_ _8"></span>jest <span class="_ _1"></span>za<span class="_ _1"></span> </div><div class="t m0 x4 h6 y84 ff1 fs3 fc0 sc0 ls0 ws0">realizację Strateg<span class="_ _1"></span>ii Zrównoważone<span class="_ _1"></span>go Rozwoju<span class="_ _1"></span>, a w <span class="_ _1"></span>drugiej <span class="_ _1"></span>połowie 2025 rok<span class="_ _1"></span>u<span class="ff2"> </span>bra<span class="_ _1"></span>ł udział w <span class="_ _1"></span>aktualizacj<span class="_ _1"></span>i </div><div class="t m0 x4 h6 y85 ff1 fs3 fc0 sc0 ls0 ws0">badania istotności.  <span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x4 h6 y86 ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h6 y3d ff1 fs3 fc0 sc0 ls0 ws0">Za <span class="_ _b"></span>obszar <span class="_ _b"></span>zrównoważo<span class="_ _1"></span>nego <span class="_ _b"></span>rozwoju <span class="_ _b"></span>w <span class="_ _b"></span>Grupie <span class="_ _9"></span>Kapitałowej <span class="_ _b"></span>MIRBUD <span class="_ _b"></span>od<span class="_ _1"></span>powiada <span class="_ _b"></span>pan <span class="_ _b"></span>Paweł<span class="_ _1"></span> <span class="_ _8"></span>Bru<span class="_ _1"></span>ger <span class="_ _9"> </span>–<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x4 h6 y87 ff1 fs3 fc0 sc0 ls0 ws0">Dyrektor <span class="_ _a"> </span>ds. <span class="_ _9"></span>Komu<span class="_ _1"></span>nikacji <span class="_ _a"> </span>Korporacyjnej. <span class="_ _9"> </span>Odp<span class="_ _1"></span>owiada <span class="_ _a"> </span>on <span class="_ _9"></span>za <span class="_ _a"> </span>przygotow<span class="_ _1"></span>anie <span class="_ _9"> </span>ra<span class="_ _1"></span>portu <span class="_ _a"> </span>zrównoważonego </div><div class="t m0 x4 h6 yde ff1 fs3 fc0 sc0 ls0 ws0">rozwoju <span class="_ _b"></span>oraz <span class="_ _9"></span>realizację <span class="_ _b"></span>dzi<span class="_ _1"></span>ałań <span class="_ _b"></span>związanyc<span class="_ _1"></span>h <span class="_ _b"></span>ze <span class="_ _b"></span>zrówn<span class="_ _1"></span>oważonym <span class="_ _b"></span>rozw<span class="_ _1"></span>ojem. <span class="_ _b"></span>W <span class="_ _9"></span>2<span class="_ _1"></span><span class="ff2 ls1">02<span class="ls0">5 <span class="_ _9"></span>roku <span class="_ _b"></span>kluczowymi<span class="_ _1"></span> </span></span></div><div class="t m0 x4 h6 ydf ff1 fs3 fc0 sc0 ls0 ws0">działaniami <span class="_ _0"></span>w <span class="_ _0"></span>tym ob<span class="_ _0"></span>szarze była <span class="_ _0"></span>aktualizacja badania <span class="_ _0"></span>istotności <span class="_ _0"></span>i <span class="_ _2"></span>dz<span class="_ _1"></span>iałania <span class="_ _0"></span>związane <span class="ff2">realizacj<span class="_ _1"></span></span>ą<span class="ff2"> <span class="_ _0"></span>Strategii </span></div><div class="t m0 x4 h6 ye0 ff1 fs3 fc0 sc0 ls0 ws0">Zrównoważonego R<span class="_ _1"></span>ozwoju Grupy Ka<span class="_ _1"></span>pitałowej MIRBUD. <span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x4 h6 ye1 ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h6 ye2 ff1 fs3 fc0 sc0 ls0 ws0">Członkowie <span class="_ _12"> </span>Rady <span class="_ _14"> </span>Nadzor<span class="_ _1"></span>czej <span class="_ _12"> </span>poszerz<span class="_ _1"></span>ali <span class="_ _1a"> </span>swoj<span class="_ _1"></span>e <span class="_ _12"> </span>umiejętności <span class="_ _14"> </span>i <span class="_ _12"> </span>wiedzę <span class="_ _14"> </span>fachową <span class="_ _14"> </span>w <span class="_ _12"> </span>obszarz<span class="_ _1"></span>e </div><div class="t m0 x4 h6 ye3 ff1 fs3 fc0 sc0 ls0 ws0">zrównoważonego <span class="_ _8"></span>r<span class="_ _1"></span>ozwoju <span class="_ _8"></span>poprzez <span class="_ _b"></span>uczestnictwo <span class="_ _8"></span>w <span class="_ _8"></span>te<span class="_ _1"></span>matycznych <span class="_ _8"></span>konferencj<span class="_ _1"></span>ach <span class="_ _8"></span>i <span class="_ _8"></span>szk<span class="_ _1"></span>oleniach, <span class="_ _8"></span>m.in. <span class="_ _8"></span>z<span class="_ _1"></span> </div><div class="t m0 x4 h6 ye4 ff1 fs3 fc0 sc0 ls0 ws0">obszaru <span class="_ _f"> </span>nowych <span class="_ _f"> </span>obow<span class="_ _1"></span>iązków  n<span class="_ _1"></span>akładanych <span class="_ _f"> </span>na <span class="_ _f"> </span>spółk<span class="_ _1"></span>i  przez<span class="_ _1"></span>  Dyr<span class="_ _1"></span>ektywę <span class="_ _16"> </span>CS<span class="_ _1"></span>RD <span class="_ _f"> </span>oraz <span class="_ _f"> </span>obowiązk<span class="_ _1"></span>owy </div><div class="t m0 x4 h6 ye5 ff2 fs3 fc0 sc0 ls0 ws0">standard raportowan<span class="_ _1"></span>ia ESRS.<span class="_ _1"></span> </div><div class="t m0 x4 h6 ye6 ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h6 ye7 ff1 fs3 fc0 sc0 ls0 ws0">W <span class="_ _1"></span>prz<span class="_ _1"></span>ypadku <span class="_ _1"></span>Z<span class="_ _1"></span>arządu <span class="_ _8"></span>umiej<span class="_ _1"></span>ętności <span class="_ _1"></span>i<span class="_ _1"></span> <span class="_ _1"></span>wiedza<span class="_ _1"></span> <span class="_ _1"></span>fach<span class="_ _1"></span>owa <span class="_ _8"></span>rozwijana <span class="_ _8"></span>była <span class="_ _8"></span>również<span class="_ _1"></span> <span class="_ _1"></span>po<span class="_ _1"></span>przez <span class="_ _1"></span>uc<span class="_ _1"></span>zestnictwo <span class="_ _8"></span>w<span class="_ _1"></span> </div><div class="t m0 x4 h6 ye8 ff1 fs3 fc0 sc0 ls0 ws0">tematycznych konferenc<span class="_ _1"></span>jach i szkoleniach, a także prz<span class="_ _1"></span>ez udział w wars<span class="_ _1"></span>ztatach z doradcam<span class="_ _1"></span>i w zakresie </div><div class="t m0 x4 h6 ye9 ff1 fs3 fc0 sc0 ls0 ws0">zrównoważonego <span class="_ _8"></span>rozwoju. <span class="_ _8"></span>Wiedza <span class="_ _8"></span>eksperc<span class="_ _1"></span>ka <span class="_ _1"></span>jes<span class="_ _1"></span>t <span class="_ _1"></span>również <span class="_ _8"></span>dostar<span class="_ _8"></span>czana <span class="_ _8"></span>poprzez <span class="_ _8"></span>dostęp <span class="_ _8"></span>do <span class="_ _8"></span>ekspertów<span class="_ _1"></span> </div><div class="t m0 x4 h6 yea ff1 fs3 fc0 sc0 ls0 ws0">z firmy doradczej oraz za p<span class="_ _1"></span>ośrednictwem Dyrektora <span class="_ _1"></span>ds. Komunikacji Korporac<span class="_ _1"></span>yjnej, który<span class="_ _1"></span> rozwija swoją </div><div class="t m0 x4 h6 yeb ff1 fs3 fc0 sc0 ls0 ws0">wiedzę <span class="_ _1a"> </span>i <span class="_ _1a"> </span>kompetencje <span class="_ _1a"> </span>m.in. <span class="_ _1a"> </span>poprz<span class="_ _1"></span>ez <span class="_ _1a"> </span>uczestnictwo <span class="_ _1a"> </span>w <span class="_ _1a"> </span>sz<span class="_ _1"></span>koleniach <span class="_ _1a"> </span>Stowarzys<span class="_ _1"></span>zenia <span class="_ _11"> </span>E<span class="_ _1"></span>mitentów<span class="_ _1"></span> </div><div class="t m0 x4 h6 yec ff1 fs3 fc0 sc0 ls0 ws0">Giełdowych. <span class="ff2"> </span></div><div class="t m0 x4 h6 yed ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h12 yee ff6 fsb fc0 sc0 lsa ws0">GOV<span class="ls0">-2 Informacje p<span class="_ _1"></span>rzekazywane orga<span class="_ _1"></span>nom administru<span class="_ _1"></span>jącym, </span></div><div class="t m0 x4 h12 yef ff6 fsb fc0 sc0 ls0 ws0">zarządzającym i n<span class="_ _1"></span>adzorczym jed<span class="_ _1"></span>nostki oraz podejmo<span class="_ _1"></span>wane przez nie </div><div class="t m0 x4 h12 yf0 ff6 fsb fc0 sc0 ls0 ws0">kwestie związane z<span class="_ _1"></span>e zrównoważonym <span class="_ _1"></span>rozwojem <span class="_ _1"></span><span class="ff3"> </span></div><div class="t m0 x4 h6 yf1 ff1 fs3 fc0 sc0 ls0 ws0">Zarząd MIRBUD <span class="_ _1"></span>S.A. otrzymuje b<span class="_ _1"></span>ieżące informacje do<span class="_ _1"></span>tyczące istotnych zagadn<span class="_ _1"></span>ień zrównoważonego </div><div class="t m0 x4 h6 yf2 ff1 fs3 fc0 sc0 ls0 ws0">rozwoju, w tym postęp<span class="_ _1"></span>ów w realizacji strateg<span class="_ _1"></span>ii, za pośrednictwem<span class="_ _1"></span> członka zarządu odpow<span class="_ _1"></span>iedzialnego </div><div class="t m0 x4 h12 yf3 ff1 fs3 fc0 sc0 ls0 ws0">za kwestie związanie ze<span class="_ _1"></span> sprawozdawcz<span class="_ _1"></span>ością ESG, pana Pawł<span class="_ _1"></span>a Korzeniowskiego.<span class="_ _8"></span><span class="ff3 fsb"> </span></div><div class="t m0 x4 h6 yf4 ff1 fs3 fc0 sc0 ls0 ws0">Rada <span class="_ _9"></span>Nadzorcza <span class="_ _9"></span>była <span class="_ _9"></span>informowana<span class="_ _1"></span> <span class="_ _b"></span>o<span class="_ _1"></span> <span class="_ _b"></span>me<span class="_ _1"></span>todyce <span class="_ _9"></span>i <span class="_ _b"></span>wy<span class="_ _1"></span>nikach <span class="_ _9"></span>badania <span class="_ _a"> </span>podwójnej <span class="_ _9"></span>istotności <span class="_ _9"></span>w <span class="_ _9"></span>zakresie </div><div class="t m0 x4 h6 yf5 ff1 fs3 fc0 sc0 ls0 ws0">zrównoważonego <span class="_ _b"></span>rozwoju<span class="_ _1"></span>, <span class="_ _8"></span>podcz<span class="_ _1"></span>as <span class="_ _8"></span>posiedzeń <span class="_ _b"></span>w <span class="_ _b"></span>marcu <span class="_ _b"></span>i <span class="_ _8"></span>kwietn<span class="_ _1"></span>iu <span class="_ _8"></span>2025<span class="_ _1"></span> <span class="_ _8"></span>r<span class="_ _1"></span>oku<span class="lsd">. <span class="_ _b"></span></span> <span class="_ _8"></span>O <span class="_ _b"></span>aktualizacj<span class="_ _1"></span>i <span class="_ _8"></span>badania </div><div class="t m0 x4 h6 yf6 ff1 fs3 fc0 sc0 ls0 ws0">istotności Rada Nadzorc<span class="_ _1"></span>za została poinformowa<span class="_ _1"></span>na podczas<span class="_ _1"></span> posiedzenia w grudniu 2025.<span class="_ _8"></span><span class="ff2"> </span></div><div class="t m0 x4 h12 yf7 ff6 fsb fc0 sc0 lsa ws0">GOV<span class="ls0">-3 Uwzględnia<span class="_ _1"></span>nie wyników związa<span class="_ _1"></span>nych ze zrównoważ<span class="_ _1"></span>onym </span></div><div class="t m0 x4 h12 yf8 ff6 fsb fc0 sc0 ls0 ws0">rozwojem w syste<span class="_ _1"></span>mach zachęt.<span class="_ _1"></span><span class="ff3"> </span></div><div class="t m0 x4 h6 yf9 ff1 fs3 fc0 sc0 ls0 ws0">Wynagrodzenia Rady <span class="_ _2"></span>Nadzorc<span class="_ _1"></span>zej <span class="_ _0"></span>MIRBUD <span class="_ _2"></span>S.A. określa <span class="_ _2"></span>„Polity<span class="_ _1"></span>ka <span class="_ _2"></span>Wyn<span class="_ _1"></span>agrodzeń <span class="_ _0"></span>MIRBUD <span class="_ _2"></span>S.<span class="_ _1"></span>A.” <span class="_ _2"></span>prz<span class="_ _1"></span>yjęta </div><div class="t m0 x4 h6 yfa ff2 fs3 fc0 sc0 ls0 ws0">w  2020 <span class="_ _15"> </span>roku.  <span class="ff1">Polityka  wynagrodzeń  obecnie  nie  odnosi <span class="_ _15"> </span>się  do  celów <span class="_ _15"> </span>i  wyników  członków  Rady </span></div><div class="t m0 x4 h6 yfb ff1 fs3 fc0 sc0 ls0 ws0">Nadzorczej <span class="_ _9"></span>oraz <span class="_ _b"></span>Zarządu <span class="_ _9"></span>w <span class="_ _b"></span>zakres<span class="_ _1"></span>ie <span class="_ _b"></span>zarządzan<span class="_ _1"></span>ia <span class="_ _b"></span>wp<span class="_ _1"></span>ływami, <span class="_ _b"></span>ryzy<span class="_ _1"></span>kami <span class="_ _b"></span>i <span class="_ _9"></span>szansami <span class="_ _b"></span>spółk<span class="_ _1"></span>i <span class="_ _b"></span>w <span class="_ _9"></span>obszarze </div><div class="t m0 x4 h6 yfc ff1 fs3 fc0 sc0 ls0 ws0">zrównoważonego roz<span class="_ _1"></span>woju. Dotyczy<span class="_ _1"></span> to również kwestii związanym<span class="_ _1"></span>i ze zmianami klimatu.<span class="_ _8"></span><span class="ff2"> </span></div></div></div><div class="pi" ></div></div><div id="pf8" class="pf w5 hc" ><div class="pc pc8 w5 hc"><img class="bi x0 y0 w6 h1" alt="" src="data:image/png;base64,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class="c x0 y0 w7 hc"><div class="t m0 x4 h2 ye ff1 fs0 fc0 sc0 ls0 ws0">Sprawozdanie nt. informacji niefinansowych GK MIRBUD za 2025<span class="_ _1"></span> rok<span class="ff2"> </span></div><div class="t m0 x4 h2 yf ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hd y10 ff4 fs3 fc0 sc0 ls0 ws0">8<span class="ff5 fs8"> </span></div><div class="t m0 x4 h12 yfd ff6 fsb fc0 sc0 lsa ws0">GOV<span class="ls0">-4 Oświadczen<span class="_ _1"></span>ie dotyczące należ<span class="_ _1"></span>ytej starannoś<span class="_ _1"></span>ci <span class="ff3"> </span></span></div></div><div class="c x4 yfe w8 h14"><div class="t m0 x9 h15 yff ff2 fs1 fc5 sc0 ls0 ws0"> </div><div class="t m0 xa h15 y100 ff1 fs1 fc5 sc0 ls0 ws0">Podstawowe elemen<span class="_ _0"></span>ty procesu<span class="_ _0"></span> należytej s<span class="_ _0"></span>taranności<span class="ff2"> </span></div></div><div class="c xb yfe w9 h14"><div class="t m0 xc h15 yff ff2 fs1 fc5 sc0 ls0 ws0"> </div><div class="t m0 xd h15 y100 ff1 fs1 fc5 sc0 ls0 ws0">Punkty w oświad<span class="_ _0"></span>czeniu dotyc<span class="_ _0"></span>zącym </div><div class="t m0 xe h15 y101 ff1 fs1 fc5 sc0 ls0 ws0">zrównoważone<span class="_ _0"></span>go rozwoju<span class="ff2"> </span></div><div class="t m0 xf h15 y102 ff2 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x4 y103 w8 h16"><div class="t m0 x10 h15 y104 ff2 fs1 fc0 sc0 lsf ws0">a)<span class="ls0"> <span class="_ _1b"> </span><span class="ff1">Uwzględnienie należ<span class="_ _0"></span>ytej staranno<span class="_ _0"></span>ści w zarząd<span class="_ _0"></span>zaniu, strategii<span class="_ _0"></span> i </span></span></div><div class="t m0 x11 h15 y105 ff2 fs1 fc0 sc0 ls0 ws0">modelu biznesow<span class="_ _0"></span>ym </div></div><div class="c xb y103 w9 h16"><div class="t m0 xf h17 y106 ffa fs0 fc0 sc0 ls10 ws0">S1<span class="ls0">-1, S2-1, S3-1,<span class="ffb"> <span class="ls11">G1</span>-1, <span class="ff2 fsa"> </span></span></span></div></div><div class="c x4 y107 w8 h18"><div class="t m0 x10 h15 y108 ff2 fs1 fc0 sc0 lsf ws0">b)<span class="ls0"> <span class="_ _1b"> </span><span class="ff1">Współpraca z zain<span class="_ _0"></span>teresowany<span class="_ _0"></span>mi stronami, na<span class="_ _0"></span> które jedno<span class="_ _0"></span>stka </span></span></div><div class="t m0 x11 h15 y109 ff1 fs1 fc0 sc0 ls0 ws0">wywiera wpływ<span class="_ _0"></span>, na wszystki<span class="_ _0"></span>ch kluczowych<span class="_ _0"></span> etapach proce<span class="_ _0"></span>su </div><div class="t m0 x11 h15 y10a ff1 fs1 fc0 sc0 ls0 ws0">należytej staranno<span class="_ _0"></span>ści<span class="ff2"> </span></div></div><div class="c xb y107 w9 h18"><div class="t m0 xf h17 y10b ffa fs0 fc0 sc0 ls10 ws0">S1<span class="ls0">-2, S2-2, S3-2, <span class="ff2 fsa"> </span></span></div></div><div class="c x4 y10c w8 h19"><div class="t m0 x10 h15 y10d ff2 fs1 fc0 sc0 ls3 ws0">c)<span class="ls0"> <span class="_ _1c"> </span><span class="ff1">Identyfikacja i<span class="_ _0"></span> ocena niekorzy<span class="_ _0"></span>stnego wpływu<span class="ff2"> </span></span></span></div></div><div class="c xb y10c w9 h19"><div class="t m0 xf h17 y10e ffa fs0 fc0 sc0 ls10 ws0">SBM<span class="ls0">-3, IRO 1<span class="ff2 fsa"> </span></span></div></div><div class="c x4 y10f w8 h16"><div class="t m0 x10 h15 y104 ff2 fs1 fc0 sc0 lsf ws0">d)<span class="ls0"> <span class="_ _1b"> </span><span class="ff1">Podejmowanie d<span class="_ _0"></span>ziałań w celu<span class="_ _0"></span> ograniczenia zide<span class="_ _0"></span>ntyfikowaneg<span class="_ _0"></span>o </span></span></div><div class="t m0 x11 h15 y105 ff1 fs1 fc0 sc0 ls0 ws0">niekorzystnego wp<span class="_ _0"></span>ływu<span class="ff2"> </span></div></div><div class="c xb y10f w9 h16"><div class="t m0 xf h17 y106 ffa fs0 fc0 sc0 ls10 ws0">S1<span class="ls0">-3, S2-3, S3-3, <span class="ff2 fsa"> </span></span></div></div><div class="c x4 y110 w8 h1a"><div class="t m0 x10 h15 y111 ff2 fs1 fc0 sc0 lsf ws0">e)<span class="ls0"> <span class="_ _1b"> </span><span class="ff1">Monitorowanie <span class="_ _0"></span>skuteczności<span class="_ _0"></span> tych starań i<span class="_ _0"></span> przekazywanie </span></span></div><div class="t m0 x11 h15 y10a ff2 fs1 fc0 sc0 ls0 ws0">stosownych in<span class="_ _0"></span>formacji w tym<span class="_ _0"></span> zakresie </div></div><div class="c xb y110 w9 h1a"><div class="t m0 xf h17 y112 ffa fs0 fc0 sc0 ls10 ws0">E1<span class="ls0">-5, </span>E1<span class="ls0">-6<span class="ls12">, </span></span>E2<span class="ls0">-4, E3-4, E5-4, E5-5<span class="ff2 fsa"> </span></span></div></div><div class="c x0 y0 w7 hc"><div class="t m0 x4 h12 y113 ff3 fsb fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h12 y114 ff6 fsb fc0 sc0 lsa ws0">GOV<span class="ls0">-5 Zarządzanie<span class="_ _1"></span> ryzykiem i k<span class="_ _1"></span>ontrole wewnętr<span class="_ _1"></span>zne nad </span></div><div class="t m0 x4 h12 y115 ff6 fsb fc0 sc0 ls0 ws0">sprawozdawczości<span class="_ _1"></span>ą w zakresie zrównoważone<span class="_ _1"></span>go rozwoj<span class="_ _1"></span>u <span class="ff3"> </span></div><div class="t m0 x4 h6 y116 ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h6 y117 ff1 fs3 fc0 sc0 ls0 ws0">W <span class="_ _0"></span>GK <span class="_ _0"></span>MIRBUD <span class="_ _0"></span>funkcjonuje<span class="_ _1"></span> <span class="_ _0"></span>system <span class="_ _0"></span>kontroli <span class="_ _0"></span>wewnętrznej przyjęty <span class="_ _0"></span>Uchwałą <span class="_ _0"></span>Zarządu <span class="_ _0"></span>Nr <span class="_ _0"></span>9/2022 <span class="_ _0"></span>z dnia <span class="_ _2"></span>30<span class="_ _1"></span> </div><div class="t m0 x4 h6 y118 ff1 fs3 fc0 sc0 ls0 ws0">grudnia <span class="_ _e"> </span>2022 <span class="_ _e"> </span>rok<span class="_ _1"></span>u. <span class="_ _e"> </span>System <span class="_ _18"> </span>wspiera <span class="_ _e"> </span>w <span class="_ _e"> </span>wy<span class="_ _1"></span>konywaniu <span class="_ _e"> </span>nadzoru <span class="_ _18"> </span>Radę <span class="_ _e"> </span>N<span class="_ _1"></span>adzorczą <span class="_ _18"> </span>oraz <span class="_ _e"> </span>Zarząd <span class="_ _18"> </span>i </div><div class="t m0 x4 h6 y119 ff1 fs3 fc0 sc0 ls0 ws0">pracowników <span class="_ _f"> </span>w <span class="_ _f"> </span>skutecznym <span class="_ _f"> </span>i <span class="_ _f"> </span>efektywnym <span class="_ _f"> </span>działani<span class="_ _1"></span>u <span class="_ _f"> </span>procesów <span class="_ _f"> </span>biznesowych <span class="_ _f"> </span>oraz<span class="_ _1"></span> <span class="_ _16"> </span>określa <span class="_ _f"> </span>zasady<span class="_ _1"></span> </div><div class="t m0 x4 h6 y11a ff1 fs3 fc0 sc0 ls0 ws0">zapewniania <span class="_ _e"> </span>celów <span class="_ _e"> </span>syste<span class="_ _1"></span>mu <span class="_ _d"> </span>kontro<span class="_ _1"></span>li <span class="_ _d"> </span>w<span class="_ _1"></span>ewnętrznej. <span class="_ _e"> </span>Zadaniem <span class="_ _e"> </span>systemu <span class="_ _e"> </span>kont<span class="_ _1"></span>roli <span class="_ _d"> </span>w<span class="_ _1"></span>ewnętrznej <span class="_ _e"> </span>jest </div><div class="t m0 x4 h6 y11b ff1 fs3 fc0 sc0 ls0 ws0">zapewnienie osiągan<span class="_ _1"></span>ia celów w co najmni<span class="_ _1"></span>ej trzech kategoriach:<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x6 h6 y11c ff9 fs3 fc0 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _c"> </span><span class="ff1">skuteczności i efektywnoś<span class="_ _1"></span>ci działania operacy<span class="_ _1"></span>jnego,<span class="_ _1"></span></span> </span></div><div class="t m0 x6 h6 y11d ff9 fs3 fc0 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _c"> </span><span class="ff1">wiarygodności spra<span class="_ _1"></span>wozdawczośc<span class="_ _1"></span>i finansowej,<span class="_ _1"></span></span> </span></div><div class="t m0 x6 h6 y11e ff9 fs3 fc0 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _c"> </span><span class="ff1">przestrzegania przepisów <span class="_ _0"></span>prawa, <span class="_ _0"></span>regulacji <span class="_ _0"></span>wewnętrz<span class="_ _1"></span>nych <span class="_ _0"></span>oraz <span class="_ _0"></span>przyjętych no<span class="_ _0"></span>rm postępowania. <span class="_ _8"></span><span class="ff2"> </span></span></span></div><div class="t m0 x4 h6 y11f ff1 fs3 fc0 sc0 ls0 ws0">Sprawozdawczość<span class="_ _1"></span> <span class="_ _15"> </span>związana  ze <span class="_ _10"> </span>z<span class="_ _1"></span>równoważonym  rozwojem<span class="_ _1"></span><span class="ff2">,  w <span class="_ _10"> </span>tym  proces <span class="_ _15"> </span>zbierania  danych <span class="_ _15"> </span>oraz </span></div><div class="t m0 x4 h6 y120 ff2 fs3 fc0 sc0 ls0 ws0">kontrola <span class="ff1">ich jakości,</span> <span class="ff1">z<span class="_ _1"></span>ostała zintegrowa<span class="_ _1"></span>na z systemem <span class="_ _1"></span>kontroli wewnętrznej z<span class="_ _1"></span> dniem 01.01.2024 r.<span class="_ _8"></span></span> </div><div class="t m0 x4 h12 y121 ff6 fsb fc0 sc0 ls13 ws0">SBM<span class="ls0">-1 Strategia, m<span class="_ _1"></span>odel biznesowy i ła<span class="_ _1"></span>ńcuch wartości <span class="_ _1"></span><span class="ff3"> </span></span></div><div class="t m0 x4 h6 y122 ff1 fs3 fc0 sc0 ls0 ws0">Grupa <span class="_ _8"></span>Kap<span class="_ _1"></span>itałowa <span class="_ _8"></span>MIR<span class="_ _1"></span>BUD <span class="_ _8"></span>dz<span class="_ _1"></span>iała <span class="_ _8"></span>główn<span class="_ _1"></span>ie <span class="_ _8"></span>w <span class="_ _b"></span>sektorze <span class="_ _b"></span>usług <span class="_ _8"></span>b<span class="_ _1"></span>udowlano <span class="_ _9"></span>–<span class="ff2"> <span class="_ _8"></span></span>mo<span class="_ _1"></span>ntażowych. <span class="_ _b"></span>Zajmuje <span class="_ _8"></span>s<span class="_ _1"></span>ię </div><div class="t m0 x4 h6 y123 ff1 fs3 fc0 sc0 ls0 ws0">przede <span class="_ _d"> </span>ws<span class="_ _1"></span>zystkim <span class="_ _e"> </span>bud<span class="_ _1"></span>ownictwem <span class="_ _e"> </span>kubaturo<span class="_ _1"></span>wym <span class="_ _e"> </span>i <span class="_ _e"> </span>infras<span class="_ _1"></span>trukturalnym, <span class="_ _e"> </span>ale <span class="_ _e"> </span>działa<span class="_ _1"></span> <span class="_ _d"> </span>takż<span class="_ _1"></span>e <span class="_ _d"> </span>w<span class="_ _1"></span> <span class="_ _d"> </span>bra<span class="_ _1"></span>nży </div><div class="t m0 x4 h6 y124 ff1 fs3 fc0 sc0 ls0 ws0">deweloperskiej i oferuj<span class="_ _1"></span>e usługi najmu<span class="_ _1"></span> powierzchni kom<span class="_ _1"></span>ercyjnyc<span class="_ _1"></span>h.<span class="ff2"> </span></div><div class="t m0 x4 h6 y125 ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h6 y126 ff1 fs3 fc0 sc0 ls0 ws0">Jednostka <span class="_ _e"> </span>dominuj<span class="_ _1"></span>ąca <span class="_ _e"> </span>–<span class="ff2"> <span class="_ _18"> </span></span>MIRBUD <span class="_ _e"> </span>S.<span class="_ _1"></span>A. <span class="_ _e"> </span>jest <span class="_ _e"> </span>spółk<span class="_ _1"></span>ą <span class="_ _e"> </span>publiczną <span class="_ _e"> </span>n<span class="_ _1"></span>otowaną <span class="_ _e"> </span>na<span class="_ _1"></span> <span class="_ _e"> </span>Giełdzie <span class="_ _e"> </span>Papierów<span class="_ _1"></span> </div><div class="t m0 x4 h6 y127 ff1 fs3 fc0 sc0 ls0 ws0">Wartościowych, działającą <span class="_ _0"></span>głównie <span class="_ _0"></span>na <span class="_ _0"></span>obszarze <span class="_ _0"></span>Polski. <span class="_ _0"></span>Siedziba <span class="_ _0"></span>główna <span class="_ _0"></span>spółki <span class="_ _0"></span>znajduje się <span class="_ _2"></span>przy ul. <span class="_ _2"></span>Un<span class="_ _1"></span>ii </div><div class="t m0 x4 h6 y128 ff1 fs3 fc0 sc0 ls0 ws0">Europejskiej  18 <span class="_ _15"> </span>w  S<span class="_ _0"></span>kierniewicach.  MIRBUD  S.A. <span class="_ _15"> </span>świadczy  usługi <span class="_ _15"> </span>bud<span class="_ _1"></span>owlane,  w <span class="_ _15"> </span>szczególności  w </div><div class="t m0 x4 h6 y129 ff2 fs3 fc0 sc0 ls0 ws0">zakresie budownictwa:<span class="_ _1"></span> </div><div class="t m0 x6 h13 y12a ff9 fs3 fc0 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _c"> </span><span class="ff6">przemysłowego</span> (b<span class="_ _1"></span>udynki produkc<span class="_ _1"></span>yjne i magazynowe<span class="_ _1"></span>); </span></div><div class="t m0 x6 h13 y12b ff9 fs3 fc0 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _c"> </span><span class="ff6">użyteczności <span class="_ _8"></span>publicznej<span class="_ _1"></span></span> <span class="_ _1"></span><span class="ff1">(<span class="_ _1"></span>hale <span class="_ _8"></span>sportowe, <span class="_ _8"></span>stadiony,<span class="_ _1"></span> <span class="_ _1"></span>sz<span class="_ _1"></span>pitale, <span class="_ _1"></span>urz<span class="_ _1"></span>ędy <span class="_ _1"></span>ad<span class="_ _1"></span>ministracji <span class="_ _8"></span>publicznej,<span class="_ _1"></span> </span></span></div><div class="t m0 x12 h6 y12c ff2 fs3 fc0 sc0 ls0 ws0">galerie handlowe oraz<span class="_ _1"></span> obiekty biurow<span class="_ _1"></span>e i hotelowe);<span class="_ _1"></span> </div><div class="t m0 x6 h13 y12d ff9 fs3 fc0 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _c"> </span><span class="ff6">inżynierii d<span class="_ _1"></span>rogowej</span> <span class="_ _1"></span><span class="ff1">(aut<span class="_ _1"></span>ostrady, <span class="_ _1"></span>drogi <span class="_ _1"></span>krajowe, <span class="_ _1"></span>wojew<span class="_ _1"></span>ódzkie, <span class="_ _1"></span>powiatowe, <span class="_ _1"></span>eleme<span class="_ _1"></span>nty <span class="_ _1"></span>miejskiej </span></span></div><div class="t m0 x12 h6 y12e ff2 fs3 fc0 sc0 ls0 ws0">infrastruktury komunikacy<span class="_ _1"></span>jnej, mosty i <span class="_ _1"></span>bocznice kolejowe);<span class="_ _1"></span> </div><div class="t m0 x6 h13 y35 ff9 fs3 fc0 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _c"> </span><span class="ff6">inżynieria kolejow<span class="_ _1"></span><span class="ff3 ls1">a </span></span>(stacje i li<span class="_ _1"></span>nie kolejowe);<span class="_ _1"></span> </span></div></div></div><div class="pi" ></div></div><div id="pf9" class="pf w5 hc" ><div class="pc pc9 w5 hc"><img class="bi x0 y0 w6 h1" alt="" src="data:image/png;base64,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class="c x0 y0 w7 hc"><div class="t m0 x4 h2 ye ff1 fs0 fc0 sc0 ls0 ws0">Sprawozdanie nt. informacji niefinansowych GK MIRBUD za 2025<span class="_ _1"></span> rok<span class="ff2"> </span></div><div class="t m0 x4 h2 yf ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hd y10 ff4 fs3 fc0 sc0 ls0 ws0">9<span class="ff5 fs8"> </span></div><div class="t m0 x6 h13 y36 ff9 fs3 fc0 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _c"> </span><span class="ff3">mieszkaniowego</span> (<span class="_ _1"></span>budynki mieszkalne jed<span class="_ _1"></span>norodzinne, sz<span class="_ _1"></span>eregowe oraz wielorodz<span class="_ _1"></span>inne).<span class="_ _1"></span> </span></div><div class="t m0 x4 h6 y12f ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h6 y130 ff1 fs3 fc0 sc0 ls0 ws0">KOBYLARNIA S.A. zajmuje<span class="_ _1"></span> się robotami drogowymi i mostowymi,<span class="_ _1"></span> a także produkuje masę bitumiczną. </div><div class="t m0 x4 h6 y131 ff1 fs3 fc0 sc0 ls0 ws0">W <span class="_ _b"></span>2025 <span class="_ _b"></span>roku <span class="_ _9"></span>spółka <span class="_ _b"></span>dokon<span class="_ _1"></span>ała <span class="_ _b"></span>zmiany <span class="_ _b"></span>m<span class="_ _1"></span>odelu <span class="_ _b"></span>bizn<span class="_ _1"></span>esowego. <span class="_ _b"></span>Po <span class="_ _9"></span>zakończeniu <span class="_ _b"></span>obecnie <span class="_ _b"></span>r<span class="_ _1"></span>ealizowanych<span class="_ _1"></span> </div><div class="t m0 x4 h6 y132 ff1 fs3 fc0 sc0 ls0 ws0">inwestycji <span class="_ _9"></span>jej <span class="_ _9"></span>działalność <span class="_ _9"> </span>b<span class="_ _1"></span>ędzie <span class="_ _b"></span>s<span class="_ _1"></span>koncentrowana <span class="_ _a"> </span>głównie<span class="ff2"> <span class="_ _9"> </span>na <span class="_ _9"> </span>produkc<span class="_ _1"></span>ji <span class="_ _9"></span>masy <span class="_ _9"></span>bitumicznej.<span class="_ _1"></span> <span class="_ _9"></span>Zadania <span class="_ _9"></span>w<span class="_ _1"></span> </span></div><div class="t m0 x4 h6 y133 ff1 fs3 fc0 sc0 ls0 ws0">zakresie <span class="_ _8"></span>dz<span class="_ _1"></span>iałalności <span class="_ _b"></span>dewelopersk<span class="_ _1"></span>iej <span class="_ _8"></span>real<span class="_ _1"></span>izuje <span class="_ _8"></span>JHM<span class="_ _1"></span> <span class="_ _b"></span><span class="ff2">D<span class="_ _1"></span>EVELOPMENT<span class="_ _1"></span> <span class="_ _8"></span></span>S.<span class="_ _1"></span>A. <span class="_ _8"></span>Częś<span class="_ _1"></span>cią <span class="_ _8"></span>Gr<span class="_ _1"></span>upy <span class="_ _8"></span>K<span class="_ _1"></span>apitałowej </div><div class="t m0 x4 h6 y134 ff1 fs3 fc0 sc0 ls0 ws0">MIRBUD <span class="_ _8"></span>jest <span class="_ _8"></span>takż<span class="_ _1"></span>e <span class="_ _1"></span>Mary<span class="_ _1"></span>wilska <span class="_ _8"></span>44 <span class="_ _8"></span>sp. <span class="_ _8"></span>z <span class="_ _8"></span>o.<span class="_ _1"></span>o., <span class="_ _1"></span>b<span class="_ _1"></span>ędąca <span class="_ _8"></span>właściciele<span class="_ _1"></span>m <span class="_ _8"></span>i <span class="_ _1"></span>z<span class="_ _1"></span>arządcą <span class="_ _8"></span>centrum <span class="_ _8"></span>h<span class="_ _1"></span>andlowego <span class="_ _b"></span>w </div><div class="t m0 x4 h6 y135 ff1 fs3 fc0 sc0 ls0 ws0">Warszawie <span class="_ _10"> </span>oraz <span class="_ _10"> </span>innych <span class="_ _10"> </span>nieruchomoś<span class="_ _1"></span>ci <span class="_ _10"> </span>w<span class="ff2"> <span class="_ _10"> </span></span>Ostródzie. <span class="_ _10"> </span>Sp<span class="_ _1"></span>ółka <span class="_ _10"> </span>ta <span class="_ _10"> </span>jest <span class="_ _10"> </span>bezpośrednio <span class="_ _10"> </span>zależna <span class="_ _10"> </span>od <span class="_ _10"> </span>JHM<span class="_ _1"></span> </div><div class="t m0 x4 h6 y136 ff2 fs3 fc0 sc0 ls0 ws0">DEVELOPMENT <span class="_ _0"></span>S.A. <span class="_ _2"></span>Zakupiony<span class="_ _1"></span> <span class="_ _2"></span><span class="lse">w <span class="_ _2"></span><span class="ls0">2024 <span class="_ _2"></span>roku <span class="_ _0"></span><span class="ff1">Transkol <span class="_ _2"></span>Sp. <span class="_ _2"></span>z <span class="_ _2"></span>o.o. <span class="_ _0"></span>specjalizuje <span class="_ _2"></span>się <span class="_ _2"></span>w <span class="_ _0"></span>budowie, <span class="_ _2"></span>remontach<span class="_ _1"></span> </span></span></span></div><div class="t m0 x4 h6 y137 ff1 fs3 fc0 sc0 ls0 ws0">i <span class="_ _b"></span>modern<span class="_ _1"></span>izacji <span class="_ _9"></span>stacji, <span class="_ _b"></span>sz<span class="_ _1"></span>laków <span class="_ _b"></span>i <span class="_ _9"></span>bocznic <span class="_ _9"></span>kolejowych.<span class="_ _1"></span><span class="ff2"> <span class="_ _9"></span></span>Spółka <span class="_ _9"></span>MRB <span class="_ _b"></span>Ind<span class="_ _1"></span>ustrial <span class="_ _b"></span>j<span class="_ _1"></span>est <span class="_ _b"></span>s<span class="_ _1"></span>półką <span class="_ _9"></span>celową, <span class="_ _9"></span>której </div><div class="t m0 x4 h6 y3e ff2 fs3 fc0 sc0 ls0 ws0">zadaniem <span class="_ _a"> </span>jest <span class="_ _9"> </span>a<span class="_ _1"></span>dministracja <span class="_ _a"> </span>i <span class="_ _9"> </span>k<span class="_ _1"></span>omercjalizacja <span class="_ _a"> </span>obiektu <span class="_ _a"> </span>produkcyjno <span class="_ _10"> </span><span class="ff1">–</span> <span class="_ _9"> </span>mag<span class="_ _1"></span>azynowego<span class="_ _1"></span> <span class="_ _9"> </span><span class="ff1">w <span class="_ _a"> </span>Bolesławcu<span class="_ _1"></span></span><span class="lsd">, </span></div><div class="t m0 x4 h6 y138 ff1 fs3 fc0 sc0 ls0 ws0">natomiast <span class="_ _1a"> </span>spółka <span class="_ _1a"> </span>MRB<span class="_ _1"></span>1 <span class="_ _1a"> </span>Sp. <span class="_ _1a"> </span>z <span class="_ _1a"> </span>o.o. <span class="_ _12"> </span>zosta<span class="_ _1"></span>ła <span class="_ _1a"> </span>powołana <span class="_ _1a"> </span>w <span class="_ _1a"> </span>ce<span class="_ _1"></span>lu <span class="_ _1a"> </span>realizacji <span class="_ _1a"> </span>projektu<span class="_ _1"></span> <span class="_ _1a"> </span>o <span class="_ _1a"> </span>nazwie </div><div class="t m0 x4 h6 y139 ff1 fs3 fc0 sc0 ls0 ws0">„Zaprojektowanie, <span class="_ _10"> </span>wybudowanie <span class="_ _10"> </span>i <span class="_ _a"> </span>eksp<span class="_ _1"></span>loatacja <span class="_ _10"> </span>Ośrodka <span class="_ _a"> </span>Sp<span class="_ _1"></span>ortowo <span class="_ _15"> </span>–<span class="ff2"> <span class="_ _a"> </span>Rekreac<span class="_ _1"></span>yjnego <span class="_ _10"> </span>na <span class="_ _a"> </span>Olechow<span class="_ _1"></span>ie-</span></div><div class="t m0 x4 h6 y13a ff1 fs3 fc0 sc0 ls0 ws0">Janowie”<span class="ff2"> </span>w Łodzi w form<span class="_ _1"></span>ule partnerstwa p<span class="_ _1"></span>ubliczno<span class="_ _1"></span>–<span class="ff2"> prywatnego.<span class="_ _1"></span> </span></div><div class="t m0 x4 h6 y13b ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h6 y13c ff1 fs3 fc0 sc0 ls0 ws0">Grupa K<span class="_ _0"></span>apitałowa MIRBUD <span class="_ _0"></span>jest <span class="_ _0"></span>jednym <span class="_ _0"></span>z li<span class="_ _0"></span>derów branży <span class="_ _0"></span>budowlanej w <span class="_ _2"></span>Polsce.<span class="_ _1"></span> <span class="_ _0"></span>Potwierdza to <span class="_ _2"></span>rea<span class="_ _1"></span>lizacja </div><div class="t m0 x4 h6 y13d ff1 fs3 fc0 sc0 ls0 ws0">szeregu <span class="_ _f"> </span>kluczowy<span class="_ _1"></span>ch <span class="_ _f"> </span>inwesty<span class="_ _1"></span>cji <span class="_ _f"> </span>budowlanych. <span class="_ _f"> </span>Gr<span class="_ _1"></span>upa <span class="_ _f"> </span>stawia <span class="_ _f"> </span>na<span class="_ _1"></span> <span class="_ _f"> </span>ciągły <span class="_ _f"> </span>rozwó<span class="_ _1"></span>j, <span class="_ _f"> </span>inwestując <span class="_ _f"> </span>w <span class="_ _16"> </span>park<span class="_ _1"></span> </div><div class="t m0 x4 h6 y13e ff1 fs3 fc0 sc0 ls0 ws0">maszynowy. <span class="_ _a"> </span>Grupa <span class="_ _9"> </span>z<span class="_ _1"></span>atrudnia <span class="_ _a"> </span>ponad <span class="_ _9"> </span>10<span class="_ _1"></span>00 <span class="_ _9"> </span>prac<span class="_ _1"></span>owników, <span class="_ _a"> </span>współpracując <span class="_ _10"> </span><span class="ff2">z <span class="_ _9"></span>najlepszymi <span class="_ _a"> </span>specjalistami,<span class="_ _1"></span> </span></div><div class="t m0 x4 h6 y13f ff1 fs3 fc0 sc0 ls0 ws0">wśród który<span class="_ _1"></span>ch znajduje <span class="_ _1"></span>się wysoko <span class="_ _1"></span>wykwalifikowana k<span class="_ _1"></span>adra inżyniersk<span class="_ _1"></span>a o różnoro<span class="_ _1"></span>dnych specjalizacjac<span class="_ _1"></span>h </div><div class="t m0 x4 h6 y140 ff1 fs3 fc0 sc0 ls0 ws0">w <span class="_ _a"> </span>branży <span class="_ _a"> </span>budow<span class="_ _1"></span>lanej. <span class="_ _a"> </span>Te <span class="_ _a"> </span>działan<span class="_ _1"></span>ia <span class="_ _a"> </span>owocują <span class="_ _a"> </span>skutecz<span class="_ _1"></span>ną <span class="_ _a"> </span>realizacją <span class="_ _10"> </span>i<span class="_ _0"></span>nwestycj<span class="_ _1"></span>i, <span class="_ _a"> </span>zgodnie <span class="_ _a"> </span>z <span class="_ _a"> </span>założeni<span class="_ _1"></span>ami </div><div class="t m0 x4 h6 y141 ff1 fs3 fc0 sc0 ls0 ws0">najambitniejszyc<span class="_ _1"></span>h <span class="_ _b"></span>certyfikat<span class="_ _1"></span>ów,<span class="ff2"> <span class="_ _b"></span></span>t<span class="_ _1"></span>akich <span class="_ _b"></span>jak <span class="_ _9"></span>BREEAM, <span class="_ _9"></span>czy <span class="_ _b"></span>też <span class="_ _b"></span>wdr<span class="_ _1"></span>ażaniem <span class="_ _b"></span>n<span class="_ _1"></span>owych <span class="_ _b"></span>tec<span class="_ _1"></span>hnologii, <span class="_ _b"></span>jak <span class="_ _9"></span>np. </div><div class="t m0 x4 h6 y142 ff2 fs3 fc0 sc0 ls0 ws0">BIM <span class="ff1">–</span> Building Informat<span class="_ _1"></span>ion Model<span class="_ _1"></span>ing.  </div><div class="t m0 x4 h6 y143 ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h6 y144 ff1 fs3 fc0 sc0 ls0 ws0">Misją Grupy<span class="_ _1"></span> Kapitałowej<span class="_ _1"></span> MI<span class="_ _1"></span>RBUD jes<span class="_ _1"></span>t realizacja<span class="_ _1"></span> inwes<span class="_ _1"></span>tycji w <span class="_ _1"></span>sposób g<span class="_ _1"></span>odny l<span class="_ _1"></span>idera <span class="_ _1"></span>rynku budow<span class="_ _1"></span>nictwa, </div><div class="t m0 x4 h6 y145 ff1 fs3 fc0 sc0 ls0 ws0">z <span class="_ _1"></span>posz<span class="_ _1"></span>anowaniem <span class="_ _1"></span>śr<span class="_ _1"></span>odowiska <span class="_ _8"></span>naturalnego <span class="_ _8"></span>oraz <span class="_ _8"></span>zgodnie <span class="_ _1"></span>z <span class="_ _8"></span>zasada<span class="_ _1"></span>mi <span class="_ _1"></span>etyk<span class="_ _1"></span>i. <span class="_ _1"></span>Cele <span class="_ _8"></span>te <span class="_ _8"></span>osiągane <span class="_ _8"></span>są <span class="_ _1"></span>dzięk<span class="_ _1"></span>i </div><div class="t m0 x4 h6 y146 ff1 fs3 fc0 sc0 ls0 ws0">profesjonalizmowi <span class="_ _9"> </span>bę<span class="_ _1"></span>dącemu <span class="_ _9"></span>odzwiercied<span class="_ _1"></span>leniem <span class="_ _9"></span>pasji <span class="_ _9"></span>budowani<span class="_ _1"></span>a<span class="_ _1"></span>, <span class="_ _9"></span>którą <span class="_ _9"></span>opiera <span class="_ _9"></span>się <span class="_ _9"></span>na <span class="_ _9"></span>funda<span class="_ _1"></span>mentach </div><div class="t m0 x4 h6 y147 ff1 fs3 fc0 sc0 ls0 ws0">szerokiego <span class="_ _8"></span>doświadczenia,<span class="_ _1"></span> <span class="_ _1"></span>wys<span class="_ _1"></span>okiej <span class="_ _1"></span>efektywnoś<span class="_ _1"></span>ci <span class="_ _1"></span>dz<span class="_ _1"></span>iałania <span class="_ _1"></span>oraz<span class="_ _1"></span> <span class="_ _1"></span>partners<span class="_ _1"></span>kim <span class="_ _1"></span>re<span class="_ _1"></span>lacjom <span class="_ _8"></span>z <span class="_ _1"></span>dostawc<span class="_ _1"></span>ami <span class="_ _8"></span>i </div><div class="t m0 x4 h6 y148 ff2 fs3 fc0 sc0 ls0 ws0">podwykonawcami. <span class="_ _1"></span> </div><div class="t m0 x4 h6 y149 ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h6 y14a ff1 fs3 fc0 sc0 ls0 ws0">Misja Grupy Kapita<span class="_ _1"></span>łowej MIRBUD real<span class="_ _1"></span>izowana jest popr<span class="_ _1"></span>zez:<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x6 h6 y14b ff9 fs3 fc0 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _c"> </span><span class="ff1">oferowanie najwy<span class="_ _1"></span>ższej jakości usług budowa<span class="_ _1"></span>lnych,<span class="_ _1"></span></span> </span></div><div class="t m0 x6 h6 y14c ff9 fs3 fc0 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _c"> </span>inwestycje w nowocz<span class="_ _1"></span>esne zaplecze techn<span class="_ _1"></span>iczne, <span class="_ _1"></span> </span></div><div class="t m0 x6 h6 y14d ff9 fs3 fc0 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _c"> </span>podnoszenie kwalifikac<span class="_ _1"></span>ji kadry,<span class="_ _1"></span> </span></div><div class="t m0 x6 h6 y14e ff9 fs3 fc0 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _c"> </span><span class="ff1">przestrzeganie <span class="_ _1d"> </span>przepisów<span class="_ _1"></span> <span class="_ _13"> </span>prawa, <span class="_ _13"> </span>w <span class="_ _1d"> </span>tym <span class="_ _1d"> </span>w <span class="_ _13"> </span>szc<span class="_ _1"></span>zególności <span class="_ _13"> </span>bu<span class="_ _1"></span>dowlanego, <span class="_ _1d"> </span>przepisów </span></span></div><div class="t m0 x12 h6 y14f ff1 fs3 fc0 sc0 ls0 ws0">dotyczących ochrony<span class="_ _1"></span> środowiska natural<span class="_ _1"></span>nego i BHP,<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x6 h6 y150 ff9 fs3 fc0 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _c"> </span><span class="ff1">ciągłe <span class="_ _d"> </span>dosko<span class="_ _1"></span>nalenie <span class="_ _d"> </span>skute<span class="_ _1"></span>czności <span class="_ _d"> </span>wdrożone<span class="_ _1"></span>go <span class="_ _d"> </span>Systemu <span class="_ _e"> </span>Zarządzani<span class="_ _1"></span>a <span class="_ _d"> </span>Jakości<span class="_ _1"></span>ą <span class="_ _d"> </span>EN <span class="_ _d"> </span>ISO<span class="_ _1"></span> </span></span></div><div class="t m0 x12 h6 y151 ffc fs3 fc0 sc0 ls0 ws0">9001:2015<span class="ff1">, <span class="_ _b"></span>w <span class="_ _b"></span>tym <span class="_ _9"></span>prace <span class="_ _8"></span>n<span class="_ _1"></span>ad <span class="_ _8"></span>c<span class="_ _1"></span>ertyfikacją <span class="_ _b"></span>ISO <span class="_ _b"></span>19443<span class="_ _1"></span>: <span class="_ _b"></span>2023 <span class="_ _b"></span>systemy <span class="_ _b"></span>zarz<span class="_ _1"></span>ądzania <span class="_ _b"></span>jakością <span class="_ _b"></span>w<span class="_ _1"></span> </span></div><div class="t m0 x12 h6 y152 ff1 fs3 fc0 sc0 ls0 ws0">łańcuchu <span class="_ _b"></span>dos<span class="_ _1"></span>taw <span class="_ _b"></span>sektora<span class="_ _1"></span> <span class="_ _b"></span>energii <span class="_ _9"></span>jądrowej, <span class="_ _b"></span>k<span class="_ _1"></span>tóry <span class="_ _b"></span>praw<span class="_ _1"></span>dopodobnie <span class="_ _b"></span>z<span class="_ _1"></span>ostanie <span class="_ _b"></span>o<span class="_ _1"></span>trzymany <span class="_ _9"></span>przed </div><div class="t m0 x12 h6 y153 ff1 fs3 fc0 sc0 ls0 ws0">publikacją niniejsz<span class="_ _1"></span>ego raportu.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x4 h13 y154 ff3 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h11 y155 ff6 fsa fc0 sc0 ls0 ws0">Strategia zrówno<span class="_ _0"></span>ważonego roz<span class="_ _0"></span>woju<span class="ff3"> </span></div><div class="t m0 x4 h13 y156 ff3 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h6 y157 ff1 fs3 fc0 sc0 ls0 ws0">W <span class="_ _a"> </span>2<span class="_ _1"></span>024 <span class="_ _10"> </span>roku <span class="_ _a"> </span>G<span class="_ _1"></span>K <span class="_ _10"> </span>MIRBUD <span class="_ _10"> </span>przyjęła <span class="_ _10"> </span>Strategię <span class="_ _a"> </span>Zrów<span class="_ _1"></span>noważonego <span class="_ _10"> </span>Rozwoju. <span class="_ _10"> </span>Strategię <span class="_ _10"> </span>opracowano <span class="_ _10"> </span>w </div><div class="t m0 x4 h6 y158 ff1 fs3 fc0 sc0 ls0 ws0">oparciu <span class="_ _1"></span>o <span class="_ _1"></span>ana<span class="_ _1"></span>lizę <span class="_ _1"></span>konkuren<span class="_ _1"></span>cji, <span class="_ _1"></span>trendów <span class="_ _1"></span>rynk<span class="_ _1"></span>owych, <span class="_ _1"></span>danych <span class="_ _1"></span>ź<span class="_ _1"></span>ródłowych <span class="_ _1"></span>oraz <span class="_ _8"></span>wyniki <span class="_ _1"></span>przeprowa<span class="_ _1"></span>dzonych<span class="_ _1"></span> </div><div class="t m0 x4 h6 y159 ff1 fs3 fc0 sc0 ls0 ws0">warsztatów <span class="_ _11"> </span>obsz<span class="_ _1"></span>arowych <span class="_ _11"> </span>z <span class="_ _11"> </span>k<span class="_ _1"></span>ierownictwem <span class="_ _11"> </span>i <span class="_ _1a"> </span>pracownikami, <span class="_ _11"> </span>kt<span class="_ _1"></span>óre <span class="_ _11"> </span>były <span class="_ _1a"> </span>istot<span class="_ _1"></span><span class="ff2">ne <span class="_ _11"> </span>z <span class="_ _11"> </span>pers<span class="_ _1"></span>pektywy </span></div><div class="t m0 x4 h6 y15a ff1 fs3 fc0 sc0 ls0 ws0">zrównoważonego roz<span class="_ _1"></span>woju obszarów. <span class="_ _1"></span><span class="ff2">Strategia ta <span class="_ _1"></span>w niezmienion<span class="_ _1"></span>ej formie </span>funkc<span class="_ _1"></span>jonowała w 20<span class="_ _1"></span>25 roku<span class="ff2 ls8">. <span class="ls0"> </span></span></div><div class="t m0 x4 h6 y15b ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h6 y15c ff1 fs3 fc0 sc0 ls0 ws0">W <span class="_ _1"></span>r<span class="_ _1"></span>amach <span class="_ _8"></span>Strategii <span class="_ _b"></span>przyjęto <span class="_ _8"></span>następuj<span class="_ _1"></span>ące <span class="_ _8"></span>cele <span class="_ _8"></span>strategi<span class="_ _1"></span>czne <span class="_ _8"></span>związane <span class="_ _8"></span>ze <span class="_ _8"></span>ś<span class="_ _1"></span>rodowiskiem <span class="_ _8"></span>na<span class="_ _1"></span>turalnym, <span class="_ _8"></span>ze </div><div class="t m0 x4 h6 y15d ff1 fs3 fc0 sc0 ls0 ws0">społeczeństwem i praco<span class="_ _1"></span>wnikami oraz z ład<span class="_ _1"></span>em korporac<span class="_ _1"></span>yjnym.<span class="ff2"> </span></div></div></div><div class="pi" ></div></div><div id="pfa" class="pf w5 hc" ><div class="pc pca w5 hc"><img class="bi x0 y0 w6 h1" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w7 hc"><div class="t m0 x4 h2 ye ff1 fs0 fc0 sc0 ls0 ws0">Sprawozdanie nt. informacji niefinansowych GK MIRBUD za 2025<span class="_ _1"></span> rok<span class="ff2"> </span></div><div class="t m0 x4 h2 yf ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hd y10 ff4 fs3 fc0 sc0 ls14 ws0">10<span class="ff5 fs8 ls0"> </span></div><div class="t m0 x4 h6 y51 ff1 fs3 fc0 sc0 ls0 ws0">FILAR I: Działamy na rzec<span class="_ _1"></span>z ochrony śr<span class="_ _1"></span>odowiska i klimatu<span class="_ _8"></span><span class="ff2"> </span></div><div class="t m0 x4 h6 y15e ff2 fs3 fc0 sc0 ls0 ws0">Cele strategiczne: <span class="_ _1"></span> </div><div class="t m0 x6 h6 y15f ff9 fs3 fc0 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _c"> </span><span class="ff1">Wdrożymy system zarz<span class="_ _1"></span>ądzania ryz<span class="_ _1"></span>ykami klimatycznymi<span class="_ _1"></span></span> </span></div><div class="t m0 x6 h6 y160 ff9 fs3 fc0 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _c"> </span>Ograniczymy emisj<span class="_ _1"></span>e w zakresie 2<span class="_ _1"></span> </span></div><div class="t m0 x6 h6 y161 ff9 fs3 fc0 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _c"> </span>Ograniczymy emisj<span class="_ _1"></span>e w zakresie 3<span class="_ _1"></span> </span></div><div class="t m0 x6 h6 y162 ff9 fs3 fc0 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _c"> </span><span class="ff1">Obniżymy zużycie energi<span class="_ _1"></span>i</span> </span></div><div class="t m0 x6 h6 y163 ff9 fs3 fc0 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _c"> </span><span class="ff1">Obniżymy zużycie wo<span class="_ _1"></span>dy</span> </span></div><div class="t m0 x6 h6 y164 ff9 fs3 fc0 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _c"> </span><span class="ff1">Zwiększymy odsetek wy<span class="_ _1"></span>korzy<span class="_ _1"></span>stywania materiałów i pro<span class="_ _1"></span>duktów z recyklingu<span class="_ _8"></span></span> </span></div><div class="t m0 x6 h6 y165 ff9 fs3 fc0 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _c"> </span><span class="ff1">Zmniejszymy ilości odpadó<span class="_ _1"></span>w trafiających na wysy<span class="_ _1"></span>piska<span class="_ _1"></span></span> </span></div><div class="t m0 x4 h6 y166 ff2 fs3 fc0 sc0 ls0 ws0">FILAR II: Tworzymy bezp<span class="_ _1"></span>ieczne i przyjaz<span class="_ _1"></span>ne miejsce pracy<span class="_ _1"></span> </div><div class="t m0 x4 h6 ye0 ff2 fs3 fc0 sc0 ls0 ws0">Cele strategiczne:<span class="_ _1"></span> </div><div class="t m0 x6 h6 y167 ff9 fs3 fc0 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _c"> </span><span class="ff1">Zwiększymy standardy b<span class="_ _1"></span>ezpieczeństwa<span class="_ _1"></span></span> </span></div><div class="t m0 x6 h6 y168 ff9 fs3 fc0 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _c"> </span><span class="ff1">Będziemy kontynuow<span class="_ _1"></span>ać działania na rzecz równ<span class="_ _1"></span>ego traktowania i rów<span class="_ _1"></span>ności szans<span class="_ _8"></span></span> </span></div><div class="t m0 x6 h6 y169 ff9 fs3 fc0 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _c"> </span><span class="ff1">Podnosimy standardy<span class="_ _1"></span> bezpieczeństwa prac<span class="_ _1"></span>owników w łańcuchu wart<span class="_ _1"></span>ości<span class="_ _1"></span></span> </span></div><div class="t m0 x6 h6 y16a ff9 fs3 fc0 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _c"> </span><span class="ff1">Działamy na rzecz dobrego<span class="_ _1"></span> sąsiedztwa<span class="_ _1"></span></span> </span></div><div class="t m0 x4 h6 y16b ff2 fs3 fc0 sc0 ls0 ws0">FILAR III: <span class="ff1">Jesteśmy <span class="_ _1"></span>partnerem godnym zaufa<span class="_ _1"></span>nia<span class="_ _1"></span></span> </div><div class="t m0 x4 h6 y16c ff2 fs3 fc0 sc0 ls0 ws0">Cele strategiczne:<span class="_ _1"></span> </div><div class="t m0 x6 h6 y16d ff9 fs3 fc0 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _c"> </span><span class="ff1">Rozwijamy kulturę korp<span class="_ _1"></span>oracyj<span class="_ _1"></span>ną opartą o nasze warto<span class="_ _1"></span>ści</span> </span></div><div class="t m0 x6 h6 y16e ff9 fs3 fc0 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _c"> </span>Dbamy o dobre re<span class="_ _1"></span>lacja z partnerami biznes<span class="_ _1"></span>owymi<span class="_ _1"></span> </span></div><div class="t m0 x6 h6 y16f ff9 fs3 fc0 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _c"> </span><span class="ff1">Przeciwdziałamy korupcji<span class="_ _1"></span></span> </span></div><div class="t m0 x4 h6 yc7 ff1 fs3 fc0 sc0 ls0 ws0">W ra<span class="_ _1"></span>mach <span class="_ _1"></span>każdego <span class="_ _1"></span>celu <span class="_ _1"></span>str<span class="_ _1"></span>ategicznego <span class="_ _1"></span>określono <span class="_ _1"></span>ope<span class="_ _1"></span>racyjne <span class="_ _1"></span>cele <span class="_ _1"></span>krótko<span class="_ _8"></span><span class="ff2">-</span>, <span class="_ _1"></span>średnio<span class="_ _1"></span><span class="ff2">- <span class="_ _1"></span></span>i <span class="_ _1"></span>długoterminowe,<span class="_ _1"></span> </div><div class="t m0 x4 h6 yc8 ff1 fs3 fc0 sc0 ls0 ws0">odpowiednio z horyzontem realizacji do <span class="_ _0"></span>końca 2025 <span class="_ _0"></span>roku, 2030 <span class="_ _0"></span>roku oraz 2035 <span class="_ _0"></span>roku. Szczegółowy opis </div><div class="t m0 x4 h6 yc9 ff1 fs3 fc0 sc0 ls0 ws0">celów  operacyjnych  oraz  postępów  w  ich <span class="_ _15"> </span>realizacj<span class="_ _1"></span>i  przedstaw<span class="_ _1"></span>iono  w <span class="_ _15"> </span>poszc<span class="_ _1"></span>zególnych  rozdziałach </div><div class="t m0 x4 h6 y170 ff2 fs3 fc0 sc0 ls0 ws0">tematycznych niniej<span class="_ _1"></span>szego dokumentu.<span class="_ _1"></span> </div><div class="t m0 x4 h6 ycb ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h6 ycc ff1 fs3 fc0 sc0 ls0 ws0">Strategia wspiera rea<span class="_ _1"></span>lizację Celów Zrówn<span class="_ _1"></span>oważonego Rozwoj<span class="_ _1"></span>u, w szczególności:<span class="_ _8"></span><span class="ff2"> </span></div><div class="t m0 x4 h6 y171 ff2 fs3 fc0 sc0 ls0 ws0">SDG 7 <span class="ff1">–</span> <span class="ff1">Czysta i dostę<span class="_ _1"></span>pna energia<span class="_ _1"></span></span> </div><div class="t m0 x4 h6 y172 ff2 fs3 fc0 sc0 ls0 ws0">SDG 13 <span class="ff1">–</span> <span class="ff1">Działan<span class="_ _1"></span>ia w dziedzinie klimatu<span class="_ _1"></span></span> </div><div class="t m0 x4 h6 y14e ff2 fs3 fc0 sc0 ls0 ws0">SDG 8 <span class="ff1">–</span> Wzrost gospo<span class="_ _1"></span>darczy i godna prac<span class="_ _1"></span>a<span class="_ _1"></span> </div><div class="t m0 x4 h6 y14f ff2 fs3 fc0 sc0 ls0 ws0">SDG 10 <span class="ff1">–</span> <span class="ff1">Mniej ni<span class="_ _1"></span>erówności</span> </div><div class="t m0 x4 h6 y173 ff2 fs3 fc0 sc0 ls0 ws0">SDG 9 <span class="ff1">–</span> <span class="ff1">Innowacyj<span class="_ _1"></span>ność, przemys<span class="_ _1"></span>ł, infrastruktura<span class="_ _1"></span></span> </div><div class="t m0 x4 h6 y174 ff2 fs3 fc0 sc0 ls0 ws0">SDG 16 <span class="ff1">–</span> <span class="ff1">Pokój, spraw<span class="_ _1"></span>iedliwość i silne insty<span class="_ _1"></span>tucje<span class="_ _1"></span></span> </div><div class="t m0 x4 h6 y175 ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h6 yd3 ff2 fs3 fc0 sc0 ls0 ws0">Monitoring <span class="_ _d"> </span>realizacji <span class="_ _d"> </span>Strat<span class="_ _1"></span>egii <span class="_ _16"> </span>prowa<span class="_ _1"></span>dzony <span class="_ _e"> </span><span class="ff1">był</span> <span class="_ _d"> </span><span class="ff1">w <span class="_ _d"> </span>cyk<span class="_ _1"></span>lach <span class="_ _16"> </span>półrocznyc<span class="_ _1"></span>h, <span class="_ _16"> </span>nat<span class="_ _1"></span>omiast <span class="_ _d"> </span>podsumowa<span class="_ _1"></span>nia </span></div><div class="t m0 x4 h6 y176 ff1 fs3 fc0 sc0 ls0 ws0">realizacji <span class="_ _a"> </span>celów <span class="_ _9"> </span>by<span class="_ _1"></span>ło<span class="ff2"> <span class="_ _9"> </span></span>s<span class="_ _1"></span>porządzane <span class="_ _a"> </span>zgodnie <span class="_ _a"> </span>z <span class="_ _9"></span>przyj<span class="_ _1"></span>ętymi <span class="_ _a"> </span>horyzontami <span class="_ _9"> </span>c<span class="_ _1"></span>zasowymi: <span class="_ _a"> </span>krótkoterminowym, </div><div class="t m0 x4 h6 y177 ff1 fs3 fc0 sc0 ls0 ws0">średnioterminowy<span class="_ _1"></span>m <span class="_ _1"></span>i <span class="_ _1"></span>długoterminowy<span class="_ _1"></span>m.<span class="ff2"> <span class="_ _1"></span></span>Za <span class="_ _1"></span>n<span class="_ _1"></span>adzór <span class="_ _1"></span>nad <span class="_ _8"></span>realizacją <span class="_ _1"></span>Strategii <span class="_ _1"></span>oraz <span class="_ _8"></span>podejmow<span class="_ _1"></span>anie <span class="_ _1"></span>decyzji </div><div class="t m0 x4 h6 y178 ff1 fs3 fc0 sc0 ls0 ws0">dotyczących <span class="_ _10"> </span>ambicji <span class="_ _a"> </span>i <span class="_ _a"> </span>ce<span class="_ _1"></span>lów <span class="_ _a"> </span>strateg<span class="_ _1"></span>icznych <span class="_ _a"> </span>odp<span class="_ _1"></span>owiada <span class="_ _a"> </span>Zarz<span class="_ _1"></span>ąd <span class="_ _a"> </span>MIR<span class="_ _1"></span>BUD<span class="_ _1"></span><span class="ff2"> <span class="_ _10"> </span>S.A</span>. <span class="_ _a"> </span>Odpowiedzi<span class="_ _1"></span>alność <span class="_ _a"> </span>za<span class="_ _1"></span> </div><div class="t m0 x4 h6 y179 ff1 fs3 fc0 sc0 ls0 ws0">bieżący <span class="_ _f"> </span>mon<span class="_ _1"></span>itoring <span class="_ _f"> </span>wdraż<span class="_ _1"></span>ania <span class="_ _f"> </span>Strategi<span class="_ _1"></span>i  oraz<span class="_ _1"></span> <span class="_ _f"> </span>prz<span class="_ _1"></span>ekazywanie <span class="_ _f"> </span>inform<span class="_ _1"></span>acji <span class="_ _f"> </span>do <span class="_ _f"> </span>Z<span class="_ _1"></span>arządu <span class="_ _f"> </span>sp<span class="_ _1"></span>oczywa <span class="_ _f"> </span>na </div><div class="t m0 x4 h6 yd8 ff2 fs3 fc0 sc0 ls0 ws0">Dyrektorze <span class="_ _17"> </span>ds.<span class="_ _1"></span> <span class="_ _17"> </span>Komunikac<span class="_ _1"></span>ji <span class="_ _17"> </span>Korporacyjnej.<span class="_ _1"></span> <span class="_ _17"> </span><span class="ff1">Za <span class="_ _1e"> </span>realizację <span class="_ _17"> </span>celów <span class="_ _1e"> </span>operacyjny<span class="_ _1"></span>ch <span class="_ _17"> </span>odpowiadają </span></div><div class="t m0 x4 h6 y17a ff1 fs3 fc0 sc0 ls0 ws0">poszczególne <span class="_ _10"> </span>działy <span class="_ _a"> </span>w <span class="_ _10"> </span>spółkach <span class="_ _a"> </span>Gru<span class="_ _1"></span>py, <span class="_ _a"> </span>zgo<span class="_ _1"></span>dnie <span class="_ _a"> </span>z<span class="_ _1"></span> <span class="_ _a"> </span>prz<span class="_ _1"></span>ypisanym <span class="_ _a"> </span>zakr<span class="_ _1"></span>esem <span class="_ _a"> </span>ko<span class="_ _1"></span>mpetencji <span class="_ _10"> </span>i <span class="_ _a"> </span>obszarem </div><div class="t m0 x4 h6 y17b ff2 fs3 fc0 sc0 ls0 ws0">tematycznym. </div><div class="t m0 x4 h17 y17c ff2 fsa fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h11 y17d ff6 fsa fc0 sc0 ls15 ws0">Łańcuch wartości<span class="ff3 ls0"> </span></div><div class="t m0 x4 h6 y17e ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h6 y17f ff1 fs3 fc0 sc0 ls0 ws0">Analiza <span class="_ _9"></span>łańcucha <span class="_ _9"></span>wartości <span class="_ _9"></span>Grupy <span class="_ _b"></span>Kap<span class="_ _1"></span>itałowej <span class="_ _9"></span>MIRBUD <span class="_ _9"></span>dotyczy <span class="_ _9"></span>obszaru <span class="_ _b"></span>z<span class="_ _1"></span>arządzania <span class="_ _9"></span>strategicznego.<span class="_ _1"></span> </div><div class="t m0 x4 h6 y180 ff1 fs3 fc0 sc0 ls0 ws0">Łańcuch <span class="_ _a"> </span>obejm<span class="_ _1"></span>uje <span class="_ _a"> </span>ws<span class="_ _1"></span>zystkie <span class="_ _a"> </span>aktywn<span class="_ _1"></span>ości <span class="_ _a"> </span>w <span class="_ _10"> </span>różnych <span class="_ _a"> </span>obszarac<span class="_ _1"></span>h <span class="_ _a"> </span>działania <span class="_ _a"> </span>s<span class="_ _1"></span>półki, <span class="_ _10"> </span>które <span class="_ _a"> </span>prowadzą <span class="_ _10"> </span>do </div></div></div><div class="pi" ></div></div><div id="pfb" class="pf w5 hc" ><div class="pc pcb w5 hc"><img class="bi x0 y0 w6 h1" alt="" src="data:image/png;base64,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class="c x0 y0 w7 hc"><div class="t m0 x4 h2 ye ff1 fs0 fc0 sc0 ls0 ws0">Sprawozdanie nt. informacji niefinansowych GK MIRBUD za 2025<span class="_ _1"></span> rok<span class="ff2"> </span></div><div class="t m0 x4 h2 yf ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hd y10 ff4 fs3 fc0 sc0 ls14 ws0">11<span class="ff5 fs8 ls0"> </span></div><div class="t m0 x4 h6 y51 ff1 fs3 fc0 sc0 ls0 ws0">wytworzenia <span class="_ _17"> </span>wartośc<span class="_ _1"></span>i <span class="_ _19"> </span>dl<span class="_ _1"></span>a <span class="_ _19"> </span>nabywc<span class="_ _1"></span>y. <span class="_ _19"> </span>Ł<span class="_ _1"></span>ańcuch <span class="_ _17"> </span>wartośc<span class="_ _1"></span>i <span class="_ _19"> </span>Grupy<span class="_ _1"></span> <span class="_ _19"> </span>K<span class="_ _1"></span>apitałowej <span class="_ _17"> </span>MIRBUD<span class="_ _1"></span> <span class="_ _19"> </span>zosta<span class="_ _1"></span>ł </div><div class="t m0 x4 h6 y52 ff1 fs3 fc0 sc0 ls0 ws0">zidentyfikowany <span class="_ _10"> </span>podczas<span class="_ _1"></span> <span class="_ _10"> </span>badania <span class="_ _10"> </span>istotności <span class="_ _10"> </span>po <span class="_ _10"> </span>to, <span class="_ _10"> </span>aby <span class="_ _15"> </span>oszacować <span class="_ _10"> </span>szanse, <span class="_ _10"> </span>ryz<span class="_ _1"></span>yka <span class="_ _10"> </span>i <span class="_ _10"> </span>zagrożenia <span class="_ _10"> </span>w </div><div class="t m0 x4 h6 y80 ff1 fs3 fc0 sc0 ls0 ws0">kluczowych obszarac<span class="_ _1"></span>h działania firmy, a<span class="_ _1"></span> także określić kluczowy<span class="_ _1"></span>ch interesariusz<span class="_ _8"></span><span class="ff2 ls3">y.<span class="ls0"> </span></span></div><div class="t m0 x4 h6 y81 ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h11 y181 ff6 fsa fc0 sc0 ls0 ws0">Własne operacj<span class="_ _0"></span>e<span class="ff3"> </span></div><div class="t m0 x4 h6 y182 ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h6 y183 ff1 fs3 fc0 sc0 ls0 ws0">Grupa Kapitałowa MIR<span class="_ _1"></span>BUD działa w nastę<span class="_ _1"></span>pujących obsz<span class="_ _1"></span>arach działalności produ<span class="_ _1"></span>kcyjnej:<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x6 h13 y184 ff9 fs3 fc0 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _c"> </span><span class="ff3">produkcja <span class="_ _b"></span>budowlano<span class="_ _1"></span>-<span class="ff6">montaż<span class="_ _1"></span>owa<span class="ff1">, <span class="_ _b"></span>gdzie <span class="_ _b"></span>akty<span class="_ _1"></span>wność <span class="_ _b"></span>rozpoczyna <span class="_ _b"></span>s<span class="_ _1"></span>ię <span class="_ _b"></span>od <span class="_ _b"></span>złożenia <span class="_ _b"></span>oferty<span class="_ _1"></span> <span class="_ _b"></span>na<span class="_ _1"></span> </span></span></span></span></div><div class="t m0 x12 h6 y185 ff1 fs3 fc0 sc0 ls0 ws0">realizację  prac  budowalno<span class="_ _1"></span><span class="ff2">-</span>montażo<span class="_ _1"></span>wych.  W  przypadku  wyboru  oferty<span class="_ _1"></span>  Grupy  Kapitałowej<span class="_ _1"></span> </div><div class="t m0 x12 h6 y186 ff1 fs3 fc0 sc0 ls0 ws0">MIRBUD <span class="_ _b"></span>następuj<span class="_ _1"></span>e <span class="_ _8"></span>z<span class="_ _1"></span>awarcie <span class="_ _b"></span>umowy <span class="_ _9"></span>pomiędzy <span class="_ _b"></span>inwestorem <span class="_ _9"></span>a <span class="_ _8"></span>GK<span class="_ _1"></span> <span class="_ _b"></span>MIRBUD. <span class="_ _b"></span>Jeśli <span class="_ _b"></span>inwesty<span class="_ _1"></span>cja </div><div class="t m0 x12 h6 yb8 ff2 fs3 fc0 sc0 ls0 ws0">realizowana <span class="_ _a"> </span>jest <span class="_ _a"> </span>w <span class="_ _a"> </span>formule <span class="_ _a"> </span>zaprojektuj <span class="_ _a"> </span>i <span class="_ _a"> </span>wybuduj, <span class="_ _a"> </span>realizowany <span class="_ _a"> </span>jest <span class="_ _a"> </span>proces <span class="_ _a"> </span>projektowy <span class="_ _a"> </span>oraz </div><div class="t m0 x12 h6 yb9 ff1 fs3 fc0 sc0 ls0 ws0">uzyskiwane pozwolenie<span class="_ _1"></span> na budowę. Następnie ma miejsc<span class="_ _1"></span>e reali<span class="_ _0"></span>zacja prac budowlanyc<span class="_ _1"></span>h, a po </div><div class="t m0 x12 h6 yba ff1 fs3 fc0 sc0 ls0 ws0">ich <span class="_ _a"> </span>zakończeniu <span class="_ _10"> </span>uzyskanie <span class="_ _a"> </span>pozwolenia <span class="_ _a"> </span>na <span class="_ _10"> </span>użytkowanie <span class="_ _a"> </span>i <span class="_ _a"> </span>przekazanie <span class="_ _10"> </span>obiektu <span class="_ _a"> </span>inwestorowi. </div><div class="t m0 x12 h6 y187 ff1 fs3 fc0 sc0 ls0 ws0">Inwestycja jest takż<span class="_ _1"></span>e obsłu<span class="_ _1"></span><span class="ff2">giwana w okresie gwara<span class="_ _1"></span>ncyjnym do 15 lat. <span class="_ _1"></span> </span></div><div class="t m0 x6 h13 y188 ff9 fs3 fc0 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _c"> </span><span class="ff3">produkcja mas<span class="_ _1"></span> bitumiczn<span class="_ _1"></span>ych <span class="_ _1"></span><span class="ff1">zakłada<span class="_ _1"></span> następujące <span class="_ _1"></span>kroki: z<span class="_ _1"></span>akup bą<span class="_ _1"></span>dź pozy<span class="_ _1"></span>skanie materia<span class="_ _1"></span>łu, </span></span></span></div><div class="t m0 x12 h6 y1a ff1 fs3 fc0 sc0 ls0 ws0">produkcja  mas <span class="_ _10"> </span>b<span class="_ _1"></span>itumicznyc<span class="_ _1"></span>h, <span class="_ _15"> </span>a <span class="_ _15"> </span>następnie  wbudowanie  mas <span class="_ _15"> </span>na  realizowanych  przez <span class="_ _15"> </span>GK </div><div class="t m0 x12 h13 ybe ff2 fs3 fc0 sc0 ls0 ws0">MIRBUD kontraktac<span class="_ _1"></span>h infrastruktury<span class="_ _1"></span> drogowej. <span class="_ _1"></span><span class="ff3"> </span></div><div class="t m0 x6 h13 y189 ff9 fs3 fc0 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _c"> </span><span class="ff6">działalność <span class="_ _1"></span>d<span class="_ _1"></span>eweloperska <span class="_ _b"></span><span class="ff1">rozpoczyna <span class="_ _8"></span>się <span class="_ _1"></span>od <span class="_ _8"></span>zakup<span class="_ _1"></span>u <span class="_ _1"></span>gruntu <span class="_ _8"></span>i <span class="_ _8"></span>projektu <span class="_ _8"></span>inwesty<span class="_ _1"></span>cji. <span class="_ _1"></span>Kolej<span class="_ _1"></span>nym </span></span></span></div><div class="t m0 x12 h6 y18a ff1 fs3 fc0 sc0 ls0 ws0">etapem <span class="_ _1"></span>jes<span class="_ _1"></span>t <span class="_ _1"></span>uzys<span class="_ _1"></span>kanie <span class="_ _1"></span>poz<span class="_ _1"></span>wolenia <span class="_ _8"></span>na <span class="_ _1"></span>bud<span class="_ _1"></span>owę, <span class="_ _1"></span>rea<span class="_ _1"></span>lizacja <span class="_ _8"></span>budowy <span class="_ _1"></span>i <span class="_ _8"></span>uzy<span class="_ _1"></span>skanie <span class="_ _1"></span>po<span class="_ _1"></span>zwolenia <span class="_ _8"></span>na </div><div class="t m0 x12 h13 y18b ff1 fs3 fc0 sc0 ls0 ws0">użytkowanie. <span class="_ _10"> </span><span class="ff3"> <span class="_ _10"> </span></span>P<span class="_ _1"></span>o <span class="_ _10"> </span>zakończeni<span class="_ _1"></span>u <span class="_ _10"> </span>tego <span class="_ _10"> </span>procesu<span class="_ _1"></span><span class="ff3"> <span class="_ _10"> </span></span>ma <span class="_ _10"> </span>mi<span class="_ _1"></span>ejsce <span class="_ _10"> </span>sprzedaż <span class="_ _10"> </span>lokal<span class="_ _1"></span>i <span class="_ _10"> </span>oraz <span class="_ _10"> </span>obsługa <span class="_ _10"> </span>w<span class="_ _1"></span> </div><div class="t m0 x12 h13 y18c ff2 fs3 fc0 sc0 ls0 ws0">okresie gwarancyj<span class="_ _1"></span>nym.<span class="ff3"> </span></div><div class="t m0 x6 h13 y18d ff9 fs3 fc0 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _c"> </span><span class="ff6">wynajem <span class="_ _9"></span>nieruchomoś<span class="_ _1"></span>ci <span class="_ _9"></span>–<span class="ff3"> <span class="_ _9"></span><span class="ff1">rozpoczy<span class="_ _1"></span>na <span class="_ _9"></span>się <span class="_ _b"></span>o<span class="_ _1"></span>d <span class="_ _9"></span>nabycia <span class="_ _9"></span>gruntu, <span class="_ _9"></span>pote<span class="_ _1"></span>m <span class="_ _9"></span>następuje <span class="_ _9"></span>realizacja </span></span></span></span></div><div class="t m0 x12 h13 y18e ff1 fs3 fc0 sc0 ls0 ws0">inwestycji i pozysk<span class="_ _1"></span>anie najemcy oraz bieżąca<span class="_ _1"></span> administrac<span class="_ _1"></span>ja budynkami.<span class="_ _1"></span><span class="ff3"> </span></div><div class="t m0 x12 h13 y18f ff3 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h6 y190 ff1 fs3 fc0 sc0 ls0 ws0">W <span class="_ _1"></span>c<span class="_ _1"></span>elu <span class="_ _8"></span>wsparcia <span class="_ _8"></span>r<span class="_ _1"></span>ealizacji <span class="_ _8"></span>ww. <span class="_ _8"></span>funkcj<span class="_ _1"></span>i <span class="_ _1"></span>w <span class="_ _b"></span>Grupie <span class="_ _8"></span>Kapit<span class="_ _1"></span>ałowej <span class="_ _8"></span>MIRBUD <span class="_ _8"></span>funk<span class="_ _1"></span>cjonują <span class="_ _8"></span>działy <span class="_ _8"></span>pe<span class="_ _1"></span>łniące <span class="_ _8"></span>rolę </div><div class="t m0 x4 h6 y191 ff1 fs3 fc0 sc0 ls0 ws0">wsparcia <span class="_ _9"></span>i <span class="_ _9"></span>zarz<span class="_ _1"></span>ądzania <span class="_ _9"> </span>obs<span class="_ _1"></span>zarem <span class="_ _9"></span>korporacy<span class="_ _1"></span>jnym. <span class="_ _9"></span>Są <span class="_ _9"> </span>to <span class="_ _a"> </span>m.in. <span class="_ _9"></span>działy <span class="_ _9"></span>odpow<span class="_ _1"></span>iedzialne <span class="_ _9"> </span>za <span class="_ _a"> </span>zarządzanie </div><div class="t m0 x4 h6 y192 ff1 fs3 fc0 sc0 ls0 ws0">obszarami: <span class="_ _d"> </span>BH<span class="_ _1"></span>P, <span class="_ _16"> </span>tr<span class="_ _1"></span>ansportu, <span class="_ _e"> </span>ochrony <span class="_ _d"> </span>środow<span class="_ _1"></span>iska, <span class="_ _d"> </span>informa<span class="_ _1"></span>tyki,<span class="_ _1"></span><span class="ff2"> <span class="_ _d"> </span>produkcji, <span class="_ _e"> </span>prawny, <span class="_ _d"> </span>przy<span class="_ _1"></span>gotowania </span></div><div class="t m0 x4 h6 y193 ff1 fs3 fc0 sc0 ls0 ws0">inwestycji, <span class="_ _1"></span>obsługi <span class="_ _1"></span>gwaranc<span class="_ _1"></span>yjnej, <span class="_ _1"></span>obsługi <span class="_ _1"></span>geodezyj<span class="_ _1"></span>nej, <span class="_ _1"></span>techniczny, <span class="_ _1"></span>kadr <span class="_ _1"></span>i <span class="_ _1"></span>płac,<span class="_ _1"></span> eko<span class="_ _1"></span>nomiczno<span class="_ _8"></span><span class="ff2">-finansowy<span class="_ _1"></span> </span></div><div class="t m0 x4 h6 y194 ff1 fs3 fc0 sc0 ls0 ws0">i komunikacji korporac<span class="_ _1"></span>yjnej oraz dział g<span class="_ _1"></span>łównego mechanika. <span class="_ _8"></span><span class="ff2"> </span></div><div class="t m0 x4 h6 y195 ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h11 y196 ff3 fsa fc0 sc0 ls0 ws0">Upstream </div><div class="t m0 x4 h6 y197 ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h6 y198 ff1 fs3 fc0 sc0 ls0 ws0">Łańcuch wartości na wy<span class="_ _1"></span>ższym szc<span class="_ _1"></span>zeblu, czyli w upstream obej<span class="_ _1"></span>muje przede wszys<span class="_ _1"></span>tkim:<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x4 h13 y199 ff3 fs3 fc0 sc0 ls0 ws0">- <span class="ls16">w </span>tier 1 <span class="ff2">[ogniwo 1]:</span> </div><div class="t m0 x6 h6 y19a ff9 fs3 fc0 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _c"> </span><span class="ff1">dostawców –</span> <span class="ff1">surowc<span class="_ _1"></span>ów i materiałó<span class="_ _1"></span>w, a także kompon<span class="_ _1"></span>entów; <span class="_ _1"></span></span> </span></div><div class="t m0 x6 h6 y19b ff9 fs3 fc0 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _c"> </span><span class="ff1">wykonawców, <span class="_ _10"> </span>którzy<span class="_ _1"></span> <span class="_ _10"> </span>realizują <span class="_ _10"> </span>na <span class="_ _10"> </span>zlecenie <span class="_ _10"> </span>spółek <span class="_ _10"> </span>GK <span class="_ _10"> </span>MIRBUD: <span class="_ _10"> </span>roboty <span class="_ _10"> </span>makroniwelacy<span class="_ _1"></span>jne, </span></span></div><div class="t m0 x12 h6 y19c ff1 fs3 fc0 sc0 ls0 ws0">wykopy, <span class="_ _10"> </span>nas<span class="_ _1"></span>ypy, <span class="_ _10"> </span>podbudowy<span class="_ _1"></span>, <span class="_ _10"> </span>nawierzc<span class="_ _1"></span>hnie, <span class="_ _10"> </span>roboty <span class="_ _15"> </span>wykończeniowe, <span class="_ _15"> </span>elementy <span class="_ _15"> </span>ulic, <span class="_ _10"> </span>roboty<span class="_ _1"></span> </div><div class="t m0 x12 h6 y19d ff1 fs3 fc0 sc0 ls0 ws0">inżynierskie, sieci wodno<span class="ff2">-<span class="_ _1"></span>kanalizacyj<span class="_ _1"></span>ne, melioracyjne, cieplne, gazowe i elektro<span class="_ _1"></span>energet<span class="_ _1"></span>yczne,<span class="_ _1"></span> </span></div><div class="t m0 x12 h6 y19e ff1 fs3 fc0 sc0 ls0 ws0">sygnalizację świetlną,<span class="_ _1"></span> oświetlenie układu drog<span class="_ _1"></span>owego, roboty kolej<span class="_ _1"></span>owe i tunelowe;<span class="_ _1"></span> <span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x6 h6 y19f ff9 fs3 fc0 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _c"> </span><span class="ff1">kancelarie prawne i <span class="_ _1"></span>biura projektowe, które <span class="_ _1"></span>biorą udział w przy<span class="_ _1"></span>gotowaniu oferty;<span class="_ _8"></span></span> </span></div><div class="t m0 x6 h6 y1a0 ff9 fs3 fc0 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _c"> </span><span class="ff1">biura <span class="_ _8"></span>projektow<span class="_ _1"></span>e <span class="_ _8"></span>i <span class="_ _8"></span>gener<span class="_ _1"></span>alnych <span class="_ _8"></span>wykonawców <span class="_ _8"></span>(<span class="_ _1"></span>innych <span class="_ _8"></span>n<span class="_ _1"></span>iż <span class="_ _8"></span>MIRBUD <span class="_ _8"></span>S.<span class="_ _1"></span>A.), <span class="_ _8"></span>którzy <span class="_ _8"></span>o<span class="_ _1"></span>dpowiadają </span></span></div><div class="t m0 x12 h6 y1a1 ff1 fs3 fc0 sc0 ls0 ws0">za realizację inwesty<span class="_ _1"></span>cji, np. na rzecz spółki dew<span class="_ _1"></span>elopersk<span class="_ _1"></span>iej;<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x6 h6 y17a ff9 fs3 fc0 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _c"> </span><span class="ff1">pośrednicy obrotu n<span class="_ _1"></span>ieruchomościami;<span class="_ _1"></span></span> </span></div><div class="t m0 x6 h6 y1a2 ff9 fs3 fc0 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _c"> </span><span class="ff1">firmy <span class="_ _1f"> </span>odpowiadające<span class="_ _1"></span> <span class="_ _1f"> </span>za <span class="_ _1f"> </span>dodatk<span class="_ _1"></span>owe <span class="_ _1f"> </span>usługi <span class="_ _1f"> </span>wsp<span class="_ _1"></span>arcia: <span class="_ _1f"> </span>firmy <span class="_ _1f"> </span>s<span class="_ _1"></span>przątające, <span class="_ _1f"> </span>oc<span class="_ _1"></span>hroniarskie,<span class="_ _1"></span> </span></span></div><div class="t m0 x12 h6 y1a3 ff1 fs3 fc0 sc0 ls0 ws0">dostawcy mediów, f<span class="_ _1"></span>irmy odpowiedzialne za <span class="_ _1"></span>utrzymanie nierucho<span class="_ _1"></span>mości.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x4 h13 y1a4 ff3 fs3 fc0 sc0 ls0 ws0">- w tier 2 <span class="ff2">[ogniwo 2]:<span class="_ _1"></span></span> </div><div class="t m0 x6 h6 y1a5 ff9 fs3 fc0 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _c"> </span><span class="ff1">dostawcy komponentów<span class="_ _1"></span> takich jak ekr<span class="_ _1"></span>any energochłonne i konstr<span class="_ _1"></span>ukcje prefabryk<span class="_ _1"></span>owane,<span class="_ _8"></span></span> </span></div><div class="t m0 x6 h6 y1a6 ff9 fs3 fc0 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _c"> </span><span class="ff1">podwykonawcy realizuj<span class="_ _1"></span>ący prace na rzecz wy<span class="_ _1"></span>konawców,<span class="_ _1"></span></span> </span></div></div></div><div class="pi" ></div></div><div id="pfc" class="pf w5 hc" ><div class="pc pcc w5 hc"><img class="bi x0 y0 w6 h1" alt="" src="data:image/png;base64,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class="c x0 y0 w7 hc"><div class="t m0 x4 h2 ye ff1 fs0 fc0 sc0 ls0 ws0">Sprawozdanie nt. informacji niefinansowych GK MIRBUD za 2025<span class="_ _1"></span> rok<span class="ff2"> </span></div><div class="t m0 x4 h2 yf ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hd y10 ff4 fs3 fc0 sc0 ls14 ws0">12<span class="ff5 fs8 ls0"> </span></div><div class="t m0 x6 h6 y36 ff9 fs3 fc0 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _c"> </span>producenci energii elektry<span class="_ _1"></span>cznej i cieplnej.<span class="_ _1"></span> </span></div><div class="t m0 x4 h13 y12f ff3 fs3 fc0 sc0 ls0 ws0">- cradle do tier 3+<span class="_ _1"></span><span class="ff2"> <span class="ff1">[kołyska do ogn<span class="_ _1"></span>iwa 3+]</span> </span></div><div class="t m0 x6 h6 y1a7 ff9 fs3 fc0 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _c"> </span>surowce <span class="_ _14"> </span>bu<span class="_ _1"></span>dowlane <span class="_ _13"> </span><span class="ff1">–</span> <span class="_ _13"> </span><span class="ff1">do <span class="_ _14"> </span>n<span class="_ _1"></span>ajistotniejszyc<span class="_ _1"></span>h <span class="_ _14"> </span>należ<span class="_ _1"></span>ą: <span class="_ _14"> </span>asfalty, <span class="_ _13"> </span>cement, <span class="_ _13"> </span>beton, <span class="_ _13"> </span>spoiwa<span class="_ _1"></span> </span></span></div><div class="t m0 x12 h6 y1a8 ff1 fs3 fc0 sc0 ls0 ws0">hydrauliczne,  mączka  wapienna,<span class="_ _1"></span>  stal, <span class="_ _15"> </span>kruszy<span class="_ _1"></span>wa  budowlane,  takie  jak  piasek  i  żwir  oraz </div><div class="t m0 x12 h6 y1a9 ff2 fs3 fc0 sc0 ls0 ws0">kruszywa drogowe <span class="_ _1"></span><span class="ff1">–</span> piasek, gry<span class="_ _1"></span>s i inne. </div><div class="t m0 x6 h6 y1aa ff9 fs3 fc0 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _c"> </span>surowce do produkcj<span class="_ _1"></span>i mas bitumicznyc<span class="_ _1"></span>h: asfalty, kruszywa i doda<span class="_ _1"></span>tki.<span class="_ _1"></span> </span></div><div class="t m0 x6 h6 y1ab ff9 fs3 fc0 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _c"> </span><span class="ff1">surowce energetycz<span class="_ _1"></span>ne, m.in. gaz ziemny, ol<span class="_ _1"></span>ej napędowy, olej opa<span class="_ _1"></span>łowy, węgiel i inne. <span class="_ _8"></span></span> </span></div><div class="t m0 x4 h11 y1ac ff3 fsa fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h11 y1ad ff3 fsa fc0 sc0 ls0 ws0">Downstream<span class="_ _0"></span> </div><div class="t m0 x4 h6 y1ae ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h6 y1af ff1 fs3 fc0 sc0 ls0 ws0">W downstream zidentyf<span class="_ _1"></span>ikowane zostały n<span class="_ _1"></span>ajistotniejsze grupy kl<span class="_ _1"></span>ientów i innych uż<span class="_ _1"></span>ytkowników </div><div class="t m0 x4 h6 y1b0 ff1 fs3 fc0 sc0 ls0 ws0">produktów Grupy Kap<span class="_ _1"></span>itałowej MIRBUD. <span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x4 h6 y1b1 ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h6 y1b2 ff1 fs3 fc0 sc0 ls0 ws0">Klientów można po<span class="_ _1"></span>dzielić pod względem ro<span class="_ _1"></span>dzajów inwesty<span class="_ _1"></span>cji, które zlecają i któryc<span class="_ _1"></span>h są ostatecznie </div><div class="t m0 x4 h6 y1b3 ff1 fs3 fc0 sc0 ls0 ws0">odbiorcami. Są to:<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x6 h6 y1b4 ff9 fs3 fc0 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _c"> </span>w przypadku budownictw<span class="_ _1"></span>a kubaturoweg<span class="_ _1"></span>o:<span class="_ _1"></span> </span></div><div class="t m0 x13 h6 y1b5 ffd fs3 fc0 sc0 ls0 ws0">o<span class="ff2"> <span class="_ _20"> </span><span class="ff1">jednostki samorządu tery<span class="_ _1"></span>torialnego, <span class="_ _1"></span></span> </span></div><div class="t m0 x13 h6 y1b6 ffd fs3 fc0 sc0 ls0 ws0">o<span class="ff2"> <span class="_ _20"> </span>podmioty prawa ha<span class="_ _1"></span>ndlowego, <span class="_ _1"></span> </span></div><div class="t m0 x13 h6 y1b7 ffd fs3 fc0 sc0 ls0 ws0">o<span class="ff2"> <span class="_ _20"> </span>inne jednostki publicz<span class="_ _1"></span>ne. </span></div><div class="t m0 x6 h6 y1b8 ff9 fs3 fc0 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _c"> </span>w przypadku budownictw<span class="_ _1"></span>a drogowego<span class="_ _1"></span>: </span></div><div class="t m0 x13 h6 yea ffd fs3 fc0 sc0 ls0 ws0">o<span class="ff2"> <span class="_ _20"> </span><span class="ff1">jednostki samorządu tery<span class="_ _1"></span>torialnego,<span class="_ _1"></span></span> </span></div><div class="t m0 x13 h6 y1b9 ffd fs3 fc0 sc0 ls0 ws0">o<span class="ff2"> <span class="_ _20"> </span><span class="ff1">Skarb Państwa –</span> <span class="ff1">z<span class="_ _1"></span>arządy dróg na róż<span class="_ _1"></span>nym poziomie,<span class="_ _1"></span></span> </span></div><div class="t m0 x13 h6 y1ba ffd fs3 fc0 sc0 ls0 ws0">o<span class="ff2"> <span class="_ _20"> </span>inne podmioty prawa <span class="_ _1"></span>handlowego.<span class="_ _1"></span> </span></div><div class="t m0 x6 h6 y1bb ff9 fs3 fc0 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _c"> </span><span class="ff1">klienci nabywający<span class="_ _1"></span> mieszkania<span class="_ _1"></span></span> </span></div><div class="t m0 x6 h6 y1bc ff9 fs3 fc0 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _c"> </span>najemcy powierzchn<span class="_ _1"></span>i  </span></div><div class="t m0 x13 h6 y1bd ffd fs3 fc0 sc0 ls0 ws0">o<span class="ff2"> <span class="_ _20"> </span>handlowej <span class="ff1">–</span> <span class="ff1">wyn<span class="_ _1"></span>ajmujący powierz<span class="_ _1"></span>chnię w centrum ha<span class="_ _1"></span>ndlowym,<span class="_ _1"></span></span> </span></div><div class="t m0 x13 h6 y1be ffd fs3 fc0 sc0 ls0 ws0">o<span class="ff2"> <span class="_ _20"> </span>logistycznej <span class="_ _1"></span><span class="ff1">–</span> <span class="ff1">wynajmujący powierzc<span class="_ _1"></span>hnię magazynową<span class="_ _1"></span></span> </span></div><div class="t m0 x4 h6 y1bf ff1 fs3 fc0 sc0 ls0 ws0">Użytkownikami końcowy<span class="_ _1"></span>mi produktów i inw<span class="_ _1"></span>estycji Grupy Kapitałow<span class="_ _1"></span>ej MIRBUD są:<span class="_ _8"></span><span class="ff2"> </span></div><div class="t m0 x6 h6 y1c0 ff9 fs3 fc0 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _c"> </span><span class="ff1">lokalne społecznośc<span class="_ _1"></span>i funkcjonujące przy inwesty<span class="_ _1"></span>cjach realizowany<span class="_ _1"></span>ch przez GK MI<span class="_ _1"></span>RBUD,<span class="_ _1"></span></span> </span></div><div class="t m0 x6 h6 y1c1 ff9 fs3 fc0 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _c"> </span><span class="ff1">mieszkańcy i użytk<span class="_ _1"></span>ownicy budynków,<span class="_ _1"></span></span> </span></div><div class="t m0 x6 h6 y1c2 ff9 fs3 fc0 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _c"> </span><span class="ff1">kierowcy i inni użytkown<span class="_ _1"></span>icy dróg.<span class="_ _1"></span></span> </span></div><div class="t m0 x6 h6 y1c3 ff9 fs3 fc0 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _c"> </span><span class="ff1">spółki kolejowe i <span class="_ _1"></span>pasażerowie</span> <span class="_ _1"></span> </span></div><div class="t m0 x4 h6 y1c4 ff1 fs3 fc0 sc0 ls0 ws0">W przypadku odpad<span class="_ _1"></span>ów, zidentyfikowano<span class="_ _1"></span> ich następują<span class="_ _1"></span>ce grupy:<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x6 h6 y1c5 ff9 fs3 fc0 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _c"> </span><span class="ff1">odpady <span class="_ _a"> </span>z <span class="_ _10"> </span>procesów <span class="_ _a"> </span>budowlanych, <span class="_ _10"> </span>które <span class="_ _a"> </span>są <span class="_ _a"> </span>bezpoś<span class="_ _1"></span>rednio <span class="_ _a"> </span>zarządzane <span class="_ _10"> </span>przez <span class="_ _a"> </span>GK <span class="_ _a"> </span>MIR<span class="_ _1"></span>BUD. </span></span></div><div class="t m0 x12 h6 y1c6 ff1 fs3 fc0 sc0 ls0 ws0">Mogą <span class="_ _10"> </span>być <span class="_ _10"> </span>kierowane <span class="_ _10"> </span>na <span class="_ _10"> </span>składowisko, <span class="_ _10"> </span>do <span class="_ _10"> </span>utylizacji, <span class="_ _10"> </span>bądź, <span class="_ _10"> </span>jeśli <span class="_ _10"> </span>to <span class="_ _10"> </span>możliwe <span class="_ _10"> </span>do <span class="_ _10"> </span>ponowneg<span class="_ _1"></span>o </div><div class="t m0 x12 h6 y1c7 ff2 fs3 fc0 sc0 ls0 ws0">wykorzys<span class="_ _1"></span>tania i recyklingu,<span class="_ _1"></span> </div><div class="t m0 x6 h6 y1c8 ff9 fs3 fc0 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _c"> </span><span class="ff1">odpady po z<span class="_ _1"></span>akończeniu <span class="_ _1"></span>cyklu ży<span class="_ _1"></span>cia inwestycj<span class="_ _1"></span>i, które <span class="_ _1"></span>mogą być <span class="_ _1"></span>kierowane <span class="_ _1"></span>na składow<span class="_ _1"></span>isko, do </span></span></div><div class="t m0 x12 h6 y1c9 ff2 fs3 fc0 sc0 ls0 ws0">utylizacji lub recyk<span class="_ _1"></span>lingu, </div><div class="t m0 x6 h6 y1ca ff9 fs3 fc0 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _c"> </span><span class="ff1">odpady <span class="_ _1"></span>z <span class="_ _1"></span>działalności usług<span class="_ _1"></span>owej i <span class="_ _1"></span>odpady <span class="_ _1"></span>biurowe <span class="_ _8"></span>–</span> <span class="_ _1"></span><span class="ff1">kierowane <span class="_ _1"></span>na <span class="_ _1"></span>składowisko, <span class="_ _1"></span>do <span class="_ _1"></span>utylizacji <span class="_ _1"></span>i </span></span></div><div class="t m0 x12 h6 y30 ff2 fs3 fc0 sc0 ls0 ws0">recyklingu. <span class="_ _1"></span> </div><div class="t m0 x4 h6 y1cb ff1 fs3 fc0 sc0 ls0 ws0">Grupa Kapitałowa MIR<span class="_ _1"></span>BUD nie prowadzi <span class="_ _1"></span>działalności w sektorac<span class="_ _1"></span>h: paliw kopalnyc<span class="_ _1"></span>h, produkcji </div><div class="t m0 x4 h6 y1cc ff1 fs3 fc0 sc0 ls0 ws0">chemikaliów, produkcj<span class="_ _1"></span>i kontrowersyj<span class="_ _1"></span>nych rodzajów broni, uprawy <span class="_ _1"></span>i produkcji tyton<span class="_ _1"></span>iu. <span class="_ _8"></span><span class="ff2"> </span></div></div></div><div class="pi" ></div></div><div id="pfd" class="pf w5 hc" ><div class="pc pcd w5 hc"><img class="bi x0 y0 w6 h1" alt="" src="data:image/png;base64,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class="c x0 y0 w7 hc"><div class="t m0 x4 h2 ye ff1 fs0 fc0 sc0 ls0 ws0">Sprawozdanie nt. informacji niefinansowych GK MIRBUD za 2025<span class="_ _1"></span> rok<span class="ff2"> </span></div><div class="t m0 x4 h2 yf ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hd y10 ff4 fs3 fc0 sc0 ls14 ws0">13<span class="ff5 fs8 ls0"> </span></div><div class="t m0 x4 h12 yfd ff6 fsb fc0 sc0 ls13 ws0">SBM<span class="ls0">-2 Interesy i op<span class="_ _1"></span>inie zainteresowan<span class="_ _1"></span>ych stron<span class="_ _1"></span><span class="ff3"> </span></span></div><div class="t m0 x4 h6 y1cd ff1 fs3 fc0 sc0 ls0 ws0">Podczas  bada<span class="_ _1"></span>nia  istotnoś<span class="_ _1"></span>ci  identyfikowan<span class="_ _1"></span>i  byli <span class="_ _f"> </span>istotni  interesar<span class="_ _1"></span>iusze  Grupy <span class="_ _f"> </span>Kapitał<span class="_ _1"></span>owej  MIRBUD<span class="_ _1"></span>. </div><div class="t m0 x4 h6 y1ce ff1 fs3 fc0 sc0 ls0 ws0">Badana <span class="_ _2"></span>była <span class="_ _2"></span>s<span class="_ _1"></span>iła <span class="_ _2"></span>wpływ<span class="_ _1"></span>u <span class="_ _2"></span>interesariusz<span class="_ _1"></span>a <span class="_ _2"></span>na <span class="_ _2"></span>Grupę <span class="_ _0"></span>oraz <span class="_ _2"></span>siła <span class="_ _2"></span>w<span class="_ _1"></span>pływu <span class="_ _2"></span>Grupy <span class="_ _0"></span>na <span class="_ _6"></span>i<span class="_ _1"></span>nteresariusza. <span class="_ _2"></span>O<span class="_ _1"></span>statecznie </div><div class="t m0 x4 h6 y1cf ff1 fs3 fc0 sc0 ls0 ws0">zidentyfikowanych <span class="_ _e"> </span>zostało <span class="_ _e"> </span>9 <span class="_ _d"> </span>istotnych <span class="_ _d"> </span>grup <span class="_ _e"> </span>interes<span class="_ _1"></span>ariuszy:<span class="_ _1"></span><span class="ff2"> <span class="_ _d"> </span>konsumenc<span class="_ _1"></span>i, <span class="_ _d"> </span>prac<span class="_ _1"></span>ownicy, <span class="_ _d"> </span>dostawcy <span class="_ _e"> </span>i </span></div><div class="t m0 x4 h6 y1d0 ff1 fs3 fc0 sc0 ls0 ws0">podwykonawcy, <span class="_ _b"></span>praco<span class="_ _1"></span>wnicy <span class="_ _b"></span>dostawcó<span class="_ _1"></span>w, <span class="_ _b"></span>organy <span class="_ _b"></span>pra<span class="_ _1"></span>wodawcze <span class="_ _b"></span>i <span class="_ _b"></span>ad<span class="_ _1"></span>ministracja <span class="_ _b"></span>pu<span class="_ _1"></span>bliczna, <span class="_ _b"></span>inwestorz<span class="_ _1"></span>y <span class="_ _b"></span>i </div><div class="t m0 x4 h6 y1d1 ff1 fs3 fc0 sc0 ls0 ws0">potencjalni inwestorzy<span class="_ _1"></span>, instytucje finansowe, sp<span class="_ _1"></span>ołeczności lokalne, m<span class="_ _1"></span>edia. <span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x4 h6 y1d2 ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h6 y1d3 ff1 fs3 fc0 sc0 ls0 ws0">Z <span class="_ _2"></span>każdą <span class="_ _2"></span>z <span class="_ _2"></span>istotnyc<span class="_ _1"></span>h <span class="_ _2"></span>grup <span class="_ _2"></span>interes<span class="_ _1"></span>ariuszy <span class="_ _2"></span>prowadzon<span class="_ _1"></span>a <span class="_ _2"></span>jest <span class="_ _2"></span>współpraca.<span class="_ _1"></span> <span class="_ _2"></span>Jest <span class="_ _2"></span>ona <span class="_ _2"></span>dost<span class="_ _1"></span>osowana <span class="_ _2"></span>do<span class="_ _1"></span> <span class="_ _2"></span>specyfiki </div><div class="t m0 x4 h6 y1d4 ff1 fs3 fc0 sc0 ls0 ws0">danej <span class="_ _0"></span>grupy interesariuszy oraz do<span class="_ _0"></span> wpływu <span class="_ _0"></span>jaki da<span class="_ _0"></span>na grupa <span class="_ _0"></span>wywiera na <span class="_ _0"></span>GK MIRBUD, <span class="_ _0"></span>a <span class="_ _0"></span>także jaki <span class="_ _0"></span>wpływ </div><div class="t m0 x4 h6 y107 ff1 fs3 fc0 sc0 ls0 ws0">GK MIRBUD wywiera<span class="_ _1"></span> na grupę <span class="_ _1"></span>interesariuszy. <span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x4 h6 y1d5 ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h6 y1d6 ff1 fs3 fc0 sc0 ls0 ws0">W <span class="_ _10"> </span>po<span class="_ _1"></span>niższej <span class="_ _15"> </span>tabeli <span class="_ _15"> </span>opisano  każdą <span class="_ _10"> </span>z <span class="_ _15"> </span>grup <span class="_ _15"> </span>istotnych  i<span class="_ _0"></span>nteresariuszy<span class="_ _1"></span> <span class="_ _10"> </span>oraz<span class="_ _1"></span> <span class="_ _10"> </span>s<span class="_ _1"></span>posoby <span class="_ _15"> </span>zaangażowania  i </div><div class="t m0 x4 h6 y1d7 ff1 fs3 fc0 sc0 ls0 ws0">współpracy z interesar<span class="_ _1"></span>iuszami.<span class="ff2"> </span></div><div class="t m0 x4 h1b y1d8 ffa fs0 fc6 sc0 ls0 ws0"> </div></div><div class="c x4 y1d9 wa h1c"><div class="t m0 x14 h15 y1da ff2 fs1 fc5 sc0 ls0 ws0">L.p. </div></div><div class="c x15 y1d9 wb h1c"><div class="t m0 x16 h15 y1da ff2 fs1 fc5 sc0 ls0 ws0"> </div><div class="t m0 x10 h15 y1db ff2 fs1 fc5 sc0 ls0 ws0">Grupa </div><div class="t m0 x14 h15 y1dc ff2 fs1 fc5 sc0 ls0 ws0">interesariuszy<span class="_ _0"></span> </div><div class="t m0 x16 h15 y1dd ff2 fs1 fc5 sc0 ls0 ws0"> </div></div><div class="c x17 y1d9 wc h1c"><div class="t m0 x18 h15 y1da ff2 fs1 fc5 sc0 ls0 ws0"> </div><div class="t m0 x18 h15 y1db ff2 fs1 fc5 sc0 ls0 ws0"> </div><div class="t m0 x19 h15 y1dc ff2 fs1 fc5 sc0 ls0 ws0">Opis grupy </div></div><div class="c x1a y1d9 wd h1c"><div class="t m0 x1b h15 y1da ff2 fs1 fc5 sc0 ls0 ws0"> </div><div class="t m0 x0 h15 y1db ff2 fs1 fc5 sc0 ls0 ws0"> </div><div class="t m0 x1c h15 y1dc ff1 fs1 fc5 sc0 ls0 ws0">Sposoby zaang<span class="_ _0"></span>ażowania<span class="ff2"> </span></div></div><div class="c x4 y1de we h1d"><div class="t m0 x1d h15 y1df ff2 fs1 fc0 sc0 lsf ws0">1.<span class="ls0"> </span></div></div><div class="c x15 y1de wf h1d"><div class="t m0 x2 h15 y1df ff2 fs1 fc0 sc0 ls0 ws0">Konsumenci <span class="_ _0"></span> </div></div><div class="c x17 y1de w10 h1d"><div class="t m0 x2 h15 y1df ff1 fs1 fc0 sc0 ls0 ws0">Konsumentami <span class="_ _12"> </span>Grupy <span class="_ _12"> </span>MIRBUD <span class="_ _12"> </span>są </div><div class="t m0 x2 h15 y1e0 ff1 fs1 fc0 sc0 ls0 ws0">użytkownicy <span class="_ _21"> </span>obiektów<span class="ff2"> </span></div><div class="t m0 x2 h15 y1e1 ff2 fs1 fc0 sc0 ls0 ws0">infrastrukturaln<span class="_ _0"></span>ych <span class="_ _22"> </span>i <span class="_ _22"> </span>kubaturo<span class="_ _0"></span>wych, </div><div class="t m0 x2 h15 y1e2 ff1 fs1 fc0 sc0 ls0 ws0">które wybuduje Gr<span class="_ _0"></span>upa MIR<span class="_ _0"></span>BUD <span class="ff2"> </span></div></div><div class="c x1a y1de w11 h1d"><div class="t m0 x1e h15 y1df ff1 fs1 fc0 sc0 ls0 ws0">Zaangażowanie <span class="_ _1d"> </span>konsumentów<span class="_ _0"></span> <span class="_ _1d"> </span>jes<span class="_ _1"></span>t <span class="_ _19"> </span>po<span class="_ _0"></span>średnie. </div><div class="t m0 x1e h15 y1e0 ff1 fs1 fc0 sc0 ls0 ws0">Grupa <span class="_ _d"> </span>buduje <span class="_ _e"> </span>obiekty <span class="_ _d"> </span>na <span class="_ _d"> </span>zlecenie <span class="_ _e"> </span>inwestorów<span class="_ _0"></span>, </div><div class="t m0 x1e h15 y1e1 ff1 fs1 fc0 sc0 ls0 ws0">dlatego <span class="_ _23"> </span>końcowy <span class="_ _23"> </span>konsume<span class="_ _0"></span>nt <span class="_ _23"> </span>nie <span class="_ _24"> </span>ma </div><div class="t m0 x1e h15 y1e2 ff1 fs1 fc0 sc0 ls0 ws0">bezpośredniego <span class="_ _10"> </span>kon<span class="_ _0"></span>taktu  z  Grup<span class="_ _0"></span>ą.  W  pr<span class="_ _0"></span>zypadku </div><div class="t m0 x1e h15 y1e3 ff1 fs1 fc0 sc0 ls0 ws0">działalności <span class="_ _23"> </span>deweloperskiej <span class="_ _23"> </span>spółka <span class="_ _23"> </span>J<span class="_ _1"></span>HM </div><div class="t m0 x1e h15 y1e4 ff1 fs1 fc0 sc0 ls0 ws0">DEVELOPMENT<span class="_ _0"></span> <span class="_ _b"></span>występuje <span class="_ _b"></span>w <span class="_ _b"></span>roli <span class="_ _b"></span>inwestora, <span class="_ _8"></span>k<span class="_ _1"></span>tóry </div><div class="t m0 x1e h15 y1e5 ff2 fs1 fc0 sc0 ls0 ws0">ma <span class="_ _1"></span>bez<span class="ff1">pośredni wpływ <span class="_ _1"></span>na k<span class="_ _1"></span>onsumenta końcowego </span></div><div class="t m0 x1e h15 y1e6 ff1 fs1 fc0 sc0 ls0 ws0">oferując <span class="_ _1a"> </span>mu <span class="_ _1a"> </span>gotowe <span class="_ _1a"> </span>mieszkania. <span class="_ _1a"> </span>Konsumen<span class="_ _0"></span>ci </div><div class="t m0 x1e h15 y1e7 ff1 fs1 fc0 sc0 ls0 ws0">angażowani <span class="_ _a"> </span>są<span class="_ _0"></span> <span class="_ _a"> </span>bezpośrednio <span class="_ _a"> </span>po<span class="_ _0"></span>dczas <span class="_ _a"> </span>spotkań<span class="_ _0"></span> <span class="_ _a"> </span>w </div><div class="t m0 x1e h15 y1e8 ff1 fs1 fc0 sc0 ls0 ws0">procesie  sprzeda<span class="_ _0"></span>żowym  oraz  w  trakcie  realizac<span class="_ _0"></span>ji </div><div class="t m0 x1e h15 y1e9 ff1 fs1 fc0 sc0 ls0 ws0">inwestycji <span class="_ _1"></span>i <span class="_ _8"></span>odbiorów <span class="_ _1"></span>mieszkań. <span class="_ _1"></span>Spółka <span class="_ _1"></span>Marywilska </div><div class="t m0 x1e h15 y1ea ff1 fs1 fc0 sc0 ls0 ws0">44 <span class="_ _a"> </span>występuje <span class="_ _a"> </span>w <span class="_ _a"> </span>roli <span class="_ _a"> </span>w<span class="_ _0"></span>ynajmujące<span class="_ _0"></span>go <span class="_ _a"> </span>powierzchnię </div><div class="t m0 x1e h15 y1eb ff1 fs1 fc0 sc0 ls0 ws0">komercyjną,  który <span class="_ _25"> </span>ma <span class="_ _15"> </span>istotny <span class="_ _15"> </span>wpływ <span class="_ _15"> </span>na <span class="_ _25"> </span>warunki </div><div class="t m0 x1e h15 y1dd ff2 fs1 fc0 sc0 ls0 ws0">wynajmu.  </div></div><div class="c x4 y1ec we h1e"><div class="t m0 x1d h15 y1ed ff2 fs1 fc0 sc0 lsf ws0">2.<span class="ls0"> </span></div></div><div class="c x15 y1ec wf h1e"><div class="t m0 x2 h15 y1ed ff2 fs1 fc0 sc0 ls0 ws0">Pracownicy </div></div><div class="c x17 y1ec w10 h1e"><div class="t m0 x2 h15 y1ed ff1 fs1 fc0 sc0 ls0 ws0">Pracownikami<span class="_ _0"></span> <span class="_ _c"> </span>Gru<span class="_ _0"></span>py <span class="_ _c"> </span>są<span class="_ _0"></span> <span class="_ _c"> </span>o<span class="_ _0"></span>soby </div><div class="t m0 x2 h15 y1ee ff1 fs1 fc0 sc0 ls0 ws0">zatrudnione <span class="_ _f"> </span>na <span class="_ _16"> </span>umowę <span class="_ _16"> </span>o <span class="_ _16"> </span>pracę <span class="_ _16"> </span>jak </div><div class="t m0 x2 h15 y1ef ff1 fs1 fc0 sc0 ls0 ws0">również <span class="_ _0"></span>na <span class="_ _0"></span>umowy <span class="_ _0"></span>cywilno <span class="_ _0"></span>–<span class="ff2"> <span class="_ _0"></span>prawne <span class="_ _0"></span>(w </span></div><div class="t m0 x2 h15 y1f0 ff1 fs1 fc0 sc0 ls0 ws0">tym <span class="_ _a"> </span>kontrakty). <span class="_ _a"> </span>Ze <span class="_ _a"> </span>względ<span class="_ _0"></span>u <span class="_ _a"> </span>na <span class="_ _a"> </span>rodzaj </div><div class="t m0 x2 h15 y1f1 ff1 fs1 fc0 sc0 ls0 ws0">wykonywanej <span class="_ _9"> </span>pracy <span class="_ _a"> </span>pracow<span class="_ _0"></span>nicy <span class="_ _9"> </span>dzielą </div><div class="t m0 x2 h15 y1f2 ff1 fs1 fc0 sc0 ls0 ws0">się <span class="_ _f"> </span>na <span class="_ _25"> </span>pracowników <span class="_ _25"> </span>produkcyjnych <span class="_ _25"> </span>i </div><div class="t m0 x2 h15 y1f3 ff2 fs1 fc0 sc0 ls0 ws0">nieprodukcyjnych.<span class="_ _0"></span>  </div></div><div class="c x1a y1ec w11 h1e"><div class="t m0 x1e h15 y1ed ff1 fs1 fc0 sc0 ls0 ws0">Pracownicy <span class="_ _26"> </span>są <span class="_ _26"> </span>z<span class="_ _1"></span>aang<span class="_ _0"></span>ażowani <span class="_ _26"> </span>w </div><div class="t m0 x1e h15 y1ee ff1 fs1 fc0 sc0 ls0 ws0">realizację<span class="ff2"> </span>założon<span class="_ _0"></span>ych <span class="_ _9"> </span>celów <span class="_ _9"> </span>GK <span class="_ _9"> </span>MIRBUD. <span class="_ _9"> </span>Zasady<span class="_ _0"></span> </div><div class="t m0 x1e h15 y1ef ff1 fs1 fc0 sc0 ls0 ws0">współpracy z pra<span class="_ _0"></span>cownikami ora<span class="_ _0"></span>z przes<span class="_ _0"></span>trzegania ich </div><div class="t m0 x1e h15 y1f0 ff1 fs1 fc0 sc0 ls0 ws0">praw <span class="_ _1a"> </span>opisane <span class="_ _12"> </span>s<span class="_ _1"></span>ą <span class="_ _12"> </span>w <span class="_ _12"> </span>Kodeksie <span class="_ _1a"> </span>pracownika <span class="_ _12"> </span>i </div><div class="t m0 x1e h15 y1f1 ff1 fs1 fc0 sc0 ls0 ws0">współpracownika GK <span class="_ _8"></span>MIRBUD, <span class="_ _1"></span>który <span class="_ _1"></span>jest <span class="_ _8"></span>dostępny </div><div class="t m0 x1e h15 y1f2 ff1 fs1 fc0 sc0 ls0 ws0">dla <span class="_ _0"></span>wszystki<span class="_ _0"></span>ch <span class="_ _0"></span>pracowników<span class="_ _0"></span>. <span class="_ _0"></span>W <span class="_ _0"></span>celu <span class="_ _2"></span>poznania <span class="ff2">opinii<span class="_ _0"></span> </span></div><div class="t m0 x1e h15 y1f3 ff1 fs1 fc0 sc0 ls0 ws0">pracowników <span class="_ _22"> </span>i <span class="_ _22"> </span>przekazania <span class="_ _22"> </span>im <span class="_ _27"> </span>kluczowych<span class="_ _0"></span> </div><div class="t m0 x1e h15 y1da ff1 fs1 fc0 sc0 ls0 ws0">informacji <span class="_ _8"></span>odbywają <span class="_ _b"></span>się <span class="_ _8"></span>cyk<span class="_ _1"></span>liczne<span class="_ _0"></span> <span class="_ _b"></span>spotkania <span class="_ _8"></span>kadry. </div><div class="t m0 x1e h15 y1db ff1 fs1 fc0 sc0 ls0 ws0">Odbywa <span class="_ _17"> </span>się <span class="_ _1e"> </span>także <span class="_ _17"> </span>bieżąca <span class="_ _17"> </span>komunikacja <span class="_ _17"> </span>z </div><div class="t m0 x1e h15 y1dc ff1 fs1 fc0 sc0 ls0 ws0">przełożonymi <span class="_ _17"> </span>oraz <span class="_ _1e"> </span>ocena <span class="_ _17"> </span>pracy. <span class="_ _1e"> </span>Jest <span class="_ _17"> </span>ona </div><div class="t m0 x1e h15 y1dd ff1 fs1 fc0 sc0 ls0 ws0">realizowana w m<span class="_ _0"></span>iarę potrzeb.<span class="ff2"> </span></div></div><div class="c x4 y1f4 we h1f"><div class="t m0 x1d h15 y1f5 ff2 fs1 fc0 sc0 lsf ws0">3.<span class="ls0"> </span></div></div><div class="c x15 y1f4 wf h1f"><div class="t m0 x2 h15 y1f5 ff2 fs1 fc0 sc0 ls0 ws0">Dostawcy i </div><div class="t m0 x2 h15 y1f6 ff2 fs1 fc0 sc0 ls0 ws0">podwykonawcy<span class="_ _0"></span> </div></div><div class="c x17 y1f4 w10 h1f"><div class="t m0 x2 h15 y1f5 ff1 fs1 fc0 sc0 ls0 ws0">Podwykonawcami<span class="_ _0"></span>  Grupy  MIRBU<span class="_ _0"></span>D  są </div><div class="t m0 x2 h15 y1f6 ff2 fs1 fc0 sc0 ls0 ws0">m.in<span class="ff1">. <span class="_ _1a"> </span>firmy <span class="_ _1a"> </span>z<span class="_ _1"></span>ewnętrzne, <span class="_ _1a"> </span>realizujące<span class="_ _0"></span> </span></div><div class="t m0 x2 h15 y1f2 ff2 fs1 fc0 sc0 ls0 ws0">prace na budowa<span class="_ _0"></span>ch Grupy MIR<span class="_ _0"></span>BUD. </div><div class="t m0 x1f h15 y1f3 ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h15 y1da ff1 fs1 fc0 sc0 ls0 ws0">Dostawcami <span class="_ _a"> </span>Grupy <span class="_ _a"> </span>MIRBUD <span class="_ _10"> </span>są<span class="_ _0"></span> <span class="_ _a"> </span>m.in. </div><div class="t m0 x2 h15 y1ea ff1 fs1 fc0 sc0 ls0 ws0">producenci <span class="_ _17"> </span>dostarc<span class="_ _0"></span>zający <span class="_ _17"> </span>materiały </div><div class="t m0 x2 h15 y1eb ff2 fs1 fc0 sc0 ls0 ws0">budowlane<span class="_ _0"></span> na place budowy. </div></div><div class="c x1a y1f4 w11 h1f"><div class="t m0 x1e h15 y1f5 ff2 fs1 fc0 sc0 ls0 ws0">Z <span class="_ _f"> </span>podwykonawcami <span class="_ _f"> </span>i <span class="_ _f"> </span>dostawcami <span class="_ _f"> </span>GK <span class="_ _f"> </span>MIRBUD </div><div class="t m0 x1e h15 y1f6 ff1 fs1 fc0 sc0 ls0 ws0">nawiązywana  jest  bezpo<span class="_ _0"></span>średnia  współpra<span class="_ _0"></span>ca  przy </div><div class="t m0 x1e h15 y1f2 ff1 fs1 fc0 sc0 ls0 ws0">realizacji <span class="_ _25"> </span>zleconych <span class="_ _25"> </span>zadań. <span class="_ _25"> </span>Podczas <span class="_ _25"> </span>współpracy </div><div class="t m0 x1e h15 y1f3 ff2 fs1 fc0 sc0 ls0 ws0">prowadzony <span class="_ _12"> </span>jest <span class="_ _14"> </span>otwarty <span class="_ _14"> </span>dialog. <span class="_ _14"> </span>Istotne <span class="_ _14"> </span>jest </div><div class="t m0 x1e h15 y1da ff1 fs1 fc0 sc0 ls0 ws0">nawiązywanie<span class="_ _0"></span> i <span class="_ _1"></span>podtrzym<span class="_ _0"></span>ywanie długo<span class="_ _0"></span>letniej relacji. </div><div class="t m0 x1e h15 y1ea ff2 fs1 fc0 sc0 ls0 ws0">Dostawcy  i  podwykona<span class="_ _0"></span>wcy  po<span class="ff1">winni  kierować  się </span></div><div class="t m0 x1e h15 y1eb ff1 fs1 fc0 sc0 ls0 ws0">ogólnodostępny<span class="_ _0"></span>m <span class="_ _c"> </span>Kodeksem <span class="_ _c"> </span>pracownika <span class="_ _c"> </span>i </div><div class="t m0 x1e h15 y1dd ff1 fs1 fc0 sc0 ls0 ws0">współpracownika<span class="_ _0"></span> GK MIRBUD.<span class="ff2"> </span></div></div><div class="c x4 y1f7 we h20"><div class="t m0 x1d h15 y1f8 ff2 fs1 fc0 sc0 lsf ws0">4.<span class="ls0"> </span></div></div><div class="c x15 y1f7 wf h20"><div class="t m0 x2 h15 y1f8 ff2 fs1 fc0 sc0 ls0 ws0">Pracownicy </div><div class="t m0 x2 h15 y1f9 ff1 fs1 fc0 sc0 ls0 ws0">dostawców i </div><div class="t m0 x2 h15 y1fa ff1 fs1 fc0 sc0 ls0 ws0">podwykonawców<span class="_ _0"></span><span class="ff2"> </span></div></div><div class="c x17 y1f7 w10 h20"><div class="t m0 x2 h15 y1f8 ff1 fs1 fc0 sc0 ls0 ws0">Pracownikami <span class="_ _18"> </span>dostawców <span class="_ _18"> </span>są <span class="_ _1f"> </span>osoby </div><div class="t m0 x2 h15 y1f9 ff1 fs1 fc0 sc0 ls0 ws0">zatrudnione <span class="_ _28"> </span>przez <span class="_ _28"> </span>dostaw<span class="_ _0"></span>ców <span class="_ _28"> </span>i </div><div class="t m0 x2 h15 y1fa ff1 fs1 fc0 sc0 ls0 ws0">podwykonawców <span class="_ _0"></span>Grupy MIR<span class="_ _0"></span>BUD<span class="ff2"> </span></div></div><div class="c x1a y1f7 w11 h20"><div class="t m0 x1e h15 y1f8 ff1 fs1 fc0 sc0 ls0 ws0">Pracownicy podwykon<span class="_ _0"></span>awców pracu<span class="_ _0"></span>ją na <span class="_ _1"></span>budowach<span class="_ _0"></span> </div><div class="t m0 x1e h15 y1f9 ff1 fs1 fc0 sc0 ls0 ws0">realizowanych przez <span class="_ _1"></span>Grupę MIRBUD. <span class="_ _1"></span>Komuni<span class="_ _0"></span>kacja </div><div class="t m0 x1e h15 y1fa ff1 fs1 fc0 sc0 ls0 ws0">z <span class="_ _1"></span>nimi odbywa się <span class="_ _1"></span>bezpośredn<span class="_ _0"></span>io. Są <span class="_ _1"></span>oni objęci tymi </div><div class="t m0 x1e h15 y1fb ff2 fs1 fc0 sc0 ls0 ws0">samymi <span class="_ _25"> </span>zasadami <span class="_ _f"> </span>co <span class="_ _f"> </span>pracownicy <span class="_ _25"> </span>GK <span class="_ _f"> </span>MIRBUD, </div><div class="t m0 x1e h15 y1fc ff1 fs1 fc0 sc0 ls0 ws0">gdyż <span class="_ _a"> </span>podwykonawcy<span class="_ _0"></span> <span class="_ _a"> </span>mają <span class="_ _a"> </span>obowiązek <span class="_ _a"> </span>stosowania </div><div class="t m0 x1e h15 y1fd ff1 fs1 fc0 sc0 ls0 ws0">Kodeksu <span class="_ _19"> </span>pracowni<span class="_ _0"></span>ka <span class="_ _19"> </span>i <span class="_ _17"> </span>współ<span class="_ _0"></span>pra<span class="ff2">cownika <span class="_ _19"> </span>GK </span></div><div class="t m0 x1e h15 y1dd ff2 fs1 fc0 sc0 ls0 ws0">MIRBUD.  </div></div><span class="d m1" 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class="c x0 y0 w7 hc"><div class="t m0 x4 h2 ye ff1 fs0 fc0 sc0 ls0 ws0">Sprawozdanie nt. informacji niefinansowych GK MIRBUD za 2025<span class="_ _1"></span> rok<span class="ff2"> </span></div><div class="t m0 x4 h2 yf ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hd y10 ff4 fs3 fc0 sc0 ls14 ws0">14<span class="ff5 fs8 ls0"> </span></div></div><div class="c x1a y1fe w11 h21"><div class="t m0 x1e h15 y1ff ff1 fs1 fc0 sc0 ls0 ws0">Pracownicy <span class="_ _a"> </span>dostawców<span class="_ _0"></span> <span class="_ _a"> </span>dostarczających<span class="_ _0"></span> <span class="_ _a"> </span>materiały </div><div class="t m0 x1e h15 y1eb ff1 fs1 fc0 sc0 ls0 ws0">na <span class="_ _1f"> </span>budowy <span class="_ _1f"> </span>GK <span class="_ _1f"> </span>MIRBUD<span class="_ _0"></span> <span class="_ _1f"> </span>nie <span class="_ _1f"> </span>są <span class="_ _1f"> </span>angażowani<span class="_ _0"></span> </div><div class="t m0 x1e h15 y1dd ff1 fs1 fc0 sc0 ls0 ws0">bezpośrednio.<span class="_ _0"></span> <span class="ff2"> </span></div></div><div class="c x4 y200 we h20"><div class="t m0 x1d h15 y1f1 ff2 fs1 fc0 sc0 lsf ws0">5.<span class="ls0"> </span></div></div><div class="c x15 y200 wf h20"><div class="t m0 x2 h15 y1f1 ff2 fs1 fc0 sc0 ls0 ws0">Organy </div><div class="t m0 x2 h15 y1f2 ff2 fs1 fc0 sc0 ls0 ws0">prawodaw<span class="_ _0"></span>cze i </div><div class="t m0 x2 h15 y201 ff2 fs1 fc0 sc0 ls0 ws0">administracja </div><div class="t m0 x2 h15 y202 ff2 fs1 fc0 sc0 ls0 ws0">publiczna </div></div><div class="c x17 y200 w10 h20"><div class="t m0 x2 h15 y1f1 ff1 fs1 fc0 sc0 ls0 ws0">Administracja<span class="_ _0"></span> <span class="_ _23"> </span>publiczna <span class="_ _23"> </span>mająca<span class="_ _0"></span> </div><div class="t m0 x2 h15 y1f2 ff1 fs1 fc0 sc0 ls0 ws0">bezpośredni<span class="_ _0"></span> <span class="_ _1a"> </span>wpływ <span class="_ _11"> </span>na <span class="_ _1a"> </span>realizowan<span class="_ _0"></span>e </div><div class="t m0 x2 h15 y201 ff2 fs1 fc0 sc0 ls0 ws0">budowy <span class="_ _1"></span>poprzez <span class="_ _1"></span>wydawanie <span class="_ _1"></span>decyzji, t<span class="_ _1"></span>j. </div><div class="t m0 x2 h15 y202 ff1 fs1 fc0 sc0 ls0 ws0">m.in. <span class="_ _e"> </span>pozwoleń <span class="_ _d"> </span>na <span class="_ _e"> </span>budowę, <span class="_ _e"> </span>decyzji </div><div class="t m0 x2 h15 y1db ff1 fs1 fc0 sc0 ls0 ws0">środowiskowy<span class="_ _0"></span>ch <span class="_ _29"> </span>i <span class="_ _29"> </span>inne <span class="_ _28"> </span>decyzje </div><div class="t m0 x2 h15 y1dc ff1 fs1 fc0 sc0 ls0 ws0">administracyjne,<span class="_ _0"></span> <span class="_ _18"> </span>bez <span class="_ _d"> </span>k<span class="_ _1"></span>tórych <span class="_ _e"> </span>proces </div><div class="t m0 x2 h15 y1dd ff1 fs1 fc0 sc0 ls0 ws0">budowy nie mógłby<span class="_ _0"></span> się odbyć.<span class="_ _0"></span><span class="ff2"> </span></div></div><div class="c x1a y200 w11 h20"><div class="t m0 x1e h15 y1f1 ff1 fs1 fc0 sc0 ls0 ws0">Zaangażowanie <span class="_ _e"> </span>tych <span class="_ _18"> </span>intere<span class="_ _0"></span>sariuszy <span class="_ _e"> </span>realizowane </div><div class="t m0 x1e h15 y1f2 ff1 fs1 fc0 sc0 ls0 ws0">jest popr<span class="_ _0"></span>zez u<span class="_ _0"></span>zgodnienia <span class="_ _0"></span>i <span class="_ _0"></span>przygot<span class="_ _0"></span>owanie <span class="_ _0"></span>wniosków<span class="_ _0"></span> </div><div class="t m0 x1e h15 y201 ff2 fs1 fc0 sc0 ls0 ws0">o <span class="_ _10"> </span>w<span class="_ _0"></span>ydanie <span class="_ _a"> </span>decyzji <span class="_ _a"> </span>administracyjnych <span class="_ _a"> </span>koniecznych<span class="_ _0"></span> </div><div class="t m0 x1e h15 y202 ff1 fs1 fc0 sc0 ls0 ws0">do <span class="_ _2"></span>prowadzenia <span class="_ _2"></span>i o<span class="_ _0"></span>ddania <span class="_ _2"></span>do <span class="_ _0"></span>uży<span class="_ _0"></span>tkowania <span class="_ _2"></span>inwestycji </div><div class="t m0 x1e h15 y1db ff2 fs1 fc0 sc0 ls0 ws0">budowlane<span class="_ _0"></span>j. </div><div class="t m0 x0 h15 y1dc ff2 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x4 y1b1 we h20"><div class="t m0 x1d h15 y1da ff2 fs1 fc0 sc0 lsf ws0">6.<span class="ls0"> </span></div></div><div class="c x15 y1b1 wf h20"><div class="t m0 x2 h15 y1f3 ff2 fs1 fc0 sc0 ls0 ws0">Inwestorzy i </div><div class="t m0 x2 h15 y1da ff2 fs1 fc0 sc0 ls0 ws0">potencjalni </div><div class="t m0 x2 h15 y1ea ff2 fs1 fc0 sc0 ls0 ws0">inwestorzy </div></div><div class="c x17 y1b1 w10 h20"><div class="t m0 x2 h15 y1f1 ff1 fs1 fc0 sc0 ls0 ws0">Inwestorzy <span class="_ _2a"> </span>dzielą <span class="_ _2a"> </span>się <span class="_ _2a"> </span>na </div><div class="t m0 x2 h15 y1f2 ff2 fs1 fc0 sc0 ls0 ws0">instytucjonaln<span class="_ _0"></span>ych <span class="_ _2b"> </span>(fundusze<span class="_ _0"></span> </div><div class="t m0 x2 h15 y1f3 ff2 fs1 fc0 sc0 ls0 ws0">inwestycyjne)<span class="_ _0"></span> <span class="_ _1e"> </span>oraz <span class="_ _1e"> </span>indywidual<span class="_ _0"></span>nych. </div><div class="t m0 x2 h15 y1da ff1 fs1 fc0 sc0 ls0 ws0">Inwestorami <span class="_ _b"></span>są <span class="_ _9"> </span>osoby <span class="_ _9"> </span>zaintere<span class="_ _0"></span>sowane </div><div class="t m0 x2 h15 y1ea ff2 fs1 fc0 sc0 ls0 ws0">lub <span class="_ _2c"> </span>potencjalnie <span class="_ _2d"> </span>zainteresowan<span class="_ _0"></span>e </div><div class="t m0 x2 h15 y1dc ff2 fs1 fc0 sc0 ls0 ws0">zakupem akcji <span class="_ _0"></span>MIRBUD S.A<span class="_ _0"></span>. </div></div><div class="c x1a y1b1 w11 h20"><div class="t m0 x1e h15 y1f1 ff1 fs1 fc0 sc0 ls0 ws0">Z <span class="_ _c"> </span>inwestorami<span class="_ _0"></span> <span class="_ _c"> </span>prow<span class="_ _0"></span>adzona <span class="_ _2e"> </span>jest <span class="_ _2e"> </span>bieżąca </div><div class="t m0 x1e h15 y1f2 ff2 fs1 fc0 sc0 ls0 ws0">komunikacja <span class="_ _14"> </span>zgodnie <span class="_ _14"> </span>z <span class="_ _13"> </span>wymogami <span class="_ _13"> </span>prawnymi<span class="_ _0"></span> </div><div class="t m0 x1e h15 y1f3 ff1 fs1 fc0 sc0 ls0 ws0">(raporty <span class="_ _8"></span>giełdowe <span class="_ _8"></span>bieżące <span class="_ _8"></span>i <span class="_ _8"></span>okresowe)<span class="_ _0"></span>. <span class="_ _b"></span>Dodatkowo<span class="_ _0"></span> </div><div class="t m0 x1e h15 y1da ff1 fs1 fc0 sc0 ls0 ws0">prowadzona<span class="_ _0"></span> <span class="_ _1"></span>jes<span class="_ _1"></span>t <span class="_ _1"></span>stała <span class="_ _8"></span>komunikacj<span class="_ _0"></span>a. <span class="_ _1"></span>Organizowane </div><div class="t m0 x1e h15 y1ea ff1 fs1 fc0 sc0 ls0 ws0">są <span class="_ _27"> </span>s<span class="_ _1"></span>potkania <span class="_ _27"> </span>inwestorskie <span class="_ _27"> </span>bezpośrednio <span class="_ _27"> </span>z </div><div class="t m0 x1e h15 y1dc ff1 fs1 fc0 sc0 ls0 ws0">inwestorami <span class="_ _19"> </span>ora<span class="_ _0"></span>z <span class="_ _19"> </span>za <span class="_ _19"> </span>pośrednictwe<span class="_ _0"></span>m <span class="_ _19"> </span>domów<span class="_ _0"></span> </div><div class="t m0 x1e h15 y1dd ff2 fs1 fc0 sc0 ls0 ws0">maklerskich.  </div></div><div class="c x4 y8e we h22"><div class="t m0 x1d h15 y1f3 ff2 fs1 fc0 sc0 lsf ws0">7.<span class="ls0"> </span></div></div><div class="c x15 y8e wf h22"><div class="t m0 x2 h15 y1f3 ff2 fs1 fc0 sc0 ls0 ws0">Instytucje </div><div class="t m0 x2 h15 y202 ff2 fs1 fc0 sc0 ls0 ws0">finansowe </div></div><div class="c x17 y8e w10 h22"><div class="t m0 x2 h15 y1f3 ff2 fs1 fc0 sc0 ls0 ws0">Instytucje <span class="_ _2f"> </span>finansowe <span class="_ _2f"> </span>to <span class="_ _2f"> </span>podmioty </div><div class="t m0 x2 h15 y202 ff1 fs1 fc0 sc0 ls0 ws0">zewnętrzne <span class="_ _30"> </span>obsługujące <span class="_ _30"> </span>Grupę<span class="_ _0"></span> </div><div class="t m0 x2 h15 y1db ff2 fs1 fc0 sc0 ls0 ws0">MIRBUD <span class="_ _b"></span>poprze<span class="_ _0"></span>z <span class="_ _b"></span>udzielanie <span class="_ _b"></span>gwarancji<span class="_ _0"></span> </div><div class="t m0 x2 h15 y1dc ff1 fs1 fc0 sc0 ls0 ws0">oraz kredytów ban<span class="_ _0"></span>kowych<span class="ff2"> </span></div></div><div class="c x1a y8e w11 h22"><div class="t m0 x1e h15 y1f3 ff1 fs1 fc0 sc0 ls0 ws0">Interesariusze Ci zajmują się udzielaniem kredytów </div><div class="t m0 x1e h15 y202 ff1 fs1 fc0 sc0 ls0 ws0">na  finansowanie <span class="_ _10"> </span>bieżą<span class="_ _0"></span>cej  działal<span class="_ _0"></span>ności  lub  r<span class="_ _0"></span>ozwój </div><div class="t m0 x1e h15 y1db ff1 fs1 fc0 sc0 ls0 ws0">firmy  (inwestycje)  oraz  gwa<span class="_ _0"></span>rancji  niezbędnych  w<span class="_ _0"></span> </div><div class="t m0 x1e h15 y1dc ff1 fs1 fc0 sc0 ls0 ws0">procesie <span class="_ _29"> </span>realizacji <span class="_ _29"> </span>projektów <span class="_ _29"> </span>budowlanych. </div><div class="t m0 x1e h15 y1dd ff1 fs1 fc0 sc0 ls0 ws0">Komunikacja z nim<span class="_ _0"></span>i prowadzona <span class="_ _0"></span>jest bezpo<span class="_ _0"></span>średnio. <span class="ff2"> </span></div></div><div class="c x4 y203 we h23"><div class="t m0 x1d h15 y204 ff2 fs1 fc0 sc0 lsf ws0">8.<span class="ls0"> </span></div></div><div class="c x15 y203 wf h23"><div class="t m0 x2 h15 y204 ff1 fs1 fc0 sc0 ls0 ws0">Społeczność </div><div class="t m0 x2 h15 y205 ff2 fs1 fc0 sc0 ls0 ws0">lokalna </div></div><div class="c x17 y203 w10 h23"><div class="t m0 x2 h15 y204 ff1 fs1 fc0 sc0 ls0 ws0">Społeczność <span class="_ _31"> </span>lokalna <span class="_ _31"> </span>to <span class="_ _31"> </span>osoby </div><div class="t m0 x2 h15 y205 ff1 fs1 fc0 sc0 ls0 ws0">zamieszkujące <span class="_ _32"> </span>w <span class="_ _32"> </span>sąsiedztwie<span class="_ _0"></span> </div><div class="t m0 x2 h15 y1ef ff2 fs1 fc0 sc0 ls0 ws0">realizowanych inwe<span class="_ _0"></span>stycji </div></div><div class="c x1a y203 w11 h23"><div class="t m0 x1e h15 y204 ff1 fs1 fc0 sc0 ls0 ws0">Dla <span class="_ _14"> </span>społeczności <span class="_ _12"> </span>lok<span class="_ _1"></span>alnych <span class="_ _12"> </span>organizowane <span class="_ _14"> </span>są </div><div class="t m0 x1e h15 y205 ff1 fs1 fc0 sc0 ls0 ws0">spotkania <span class="_ _9"> </span>infor<span class="_ _0"></span>macyjne <span class="_ _b"></span>z<span class="_ _1"></span>wiązane<span class="_ _0"></span> <span class="_ _9"> </span>z <span class="_ _9"> </span>prowad<span class="_ _0"></span>zonymi </div><div class="t m0 x1e h15 y1ef ff1 fs1 fc0 sc0 ls0 ws0">robotami <span class="_ _20"> </span>budowlanymi <span class="_ _33"> </span>w <span class="_ _20"> </span>sąsiedztwie <span class="_ _33"> </span>ich </div><div class="t m0 x1e h15 y1f0 ff1 fs1 fc0 sc0 ls0 ws0">zamieszkania<span class="_ _0"></span>. <span class="_ _1b"> </span>Przekazywa<span class="_ _0"></span>ne <span class="_ _1b"> </span>są <span class="_ _1b"> </span>im <span class="_ _27"> </span>także </div><div class="t m0 x1e h15 y1f1 ff1 fs1 fc0 sc0 ls0 ws0">informacje <span class="_ _1"></span>o <span class="_ _1"></span>planowanych <span class="_ _1"></span>działaniach<span class="_ _0"></span> <span class="_ _1"></span>w <span class="_ _8"></span>związku z </div><div class="t m0 x1e h15 y206 ff1 fs1 fc0 sc0 ls0 ws0">realizacją <span class="_ _1"></span>inwestycji <span class="_ _8"></span>budowlanej <span class="_ _1"></span>za <span class="_ _8"></span>poś<span class="_ _1"></span><span class="ff2">rednictwe<span class="_ _0"></span>m </span></div><div class="t m0 x1e h15 y201 ff1 fs1 fc0 sc0 ls0 ws0">prasy. <span class="_ _29"> </span>W <span class="_ _2e"> </span>przypadku <span class="_ _29"> </span>orga<span class="_ _0"></span>nizacji <span class="_ _29"> </span>pożytku </div><div class="t m0 x1e h15 y202 ff1 fs1 fc0 sc0 ls0 ws0">publicznego <span class="_ _f"> </span>działających<span class="_ _0"></span> <span class="_ _16"> </span>na <span class="_ _16"> </span>rzecz <span class="_ _f"> </span>społeczności </div><div class="t m0 x1e h15 y1db ff1 fs1 fc0 sc0 ls0 ws0">lokalnych <span class="_ _31"> </span>zamieszkujących <span class="_ _31"> </span>w <span class="_ _34"> </span>sąsiedztwie </div><div class="t m0 x1e h15 y1dc ff2 fs1 fc0 sc0 ls0 ws0">prowadzonych<span class="_ _0"></span> <span class="_ _1b"> </span>inwestycji <span class="_ _1b"> </span>prze<span class="_ _0"></span>kazywane <span class="_ _1b"> </span>jest </div><div class="t m0 x1e h15 y1dd ff2 fs1 fc0 sc0 ls0 ws0">wsparcie finansowe<span class="_ _0"></span> i rzeczowe<span class="_ _0"></span>  </div></div><div class="c x4 y207 we h24"><div class="t m0 x1d h15 y208 ff2 fs1 fc0 sc0 lsf ws0">9.<span class="ls0"> </span></div></div><div class="c x15 y207 wf h24"><div class="t m0 x2 h15 y208 ff2 fs1 fc0 sc0 ls0 ws0">Media </div></div><div class="c x17 y207 w10 h24"><div class="t m0 x2 h15 y208 ff1 fs1 fc0 sc0 ls0 ws0">Media <span class="_ _2e"> </span>to <span class="_ _c"> </span>dziennikarze<span class="_ _0"></span> <span class="_ _2e"> </span>mediów </div><div class="t m0 x2 h15 y1ed ff1 fs1 fc0 sc0 ls0 ws0">lokalnych <span class="_ _35"> </span>i <span class="_ _35"> </span>ogólnopolskich </div><div class="t m0 x2 h15 y1ee ff1 fs1 fc0 sc0 ls0 ws0">zainteresowani<span class="_ _0"></span> <span class="_ _1"></span>publika<span class="_ _0"></span>cją informacji na </div><div class="t m0 x2 h15 y209 ff2 fs1 fc0 sc0 ls0 ws0">temat <span class="_ _30"> </span>prowadzonych <span class="_ _30"> </span>inwestycji </div><div class="t m0 x2 h15 y1f0 ff1 fs1 fc0 sc0 ls0 ws0">budowlanych<span class="_ _0"></span> <span class="_ _25"> </span>lub <span class="_ _15"> </span>ogólnie <span class="_ _25"> </span>działal<span class="_ _0"></span>ności </div><div class="t m0 x2 h15 y1f1 ff2 fs1 fc0 sc0 ls0 ws0">GK MIRBUD </div></div><div class="c x1a y207 w11 h24"><div class="t m0 x1e h15 y208 ff1 fs1 fc0 sc0 ls0 ws0">Dla <span class="_ _17"> </span>mediów <span class="_ _17"> </span>przygotowywane <span class="_ _17"> </span>są <span class="_ _17"> </span>informacje </div><div class="t m0 x1e h15 y1ed ff1 fs1 fc0 sc0 ls0 ws0">prasowe <span class="_ _11"> </span>poświę<span class="_ _0"></span>cone <span class="_ _11"> </span>realizacji<span class="_ _0"></span> <span class="_ _11"> </span>poszczególnych </div><div class="t m0 x1e h15 y1ee ff1 fs1 fc0 sc0 ls0 ws0">inwestycji, <span class="_ _18"> </span>które <span class="_ _18"> </span>są <span class="_ _1f"> </span>wysyłane <span class="_ _18"> </span>do <span class="_ _1f"> </span>dziennikarzy<span class="_ _0"></span> </div><div class="t m0 x1e h15 y209 ff1 fs1 fc0 sc0 ls0 ws0">mediów <span class="_ _f"> </span>lokalnych<span class="_ _0"></span> <span class="_ _f"> </span>działających <span class="_ _25"> </span>na <span class="_ _f"> </span>terenach, <span class="_ _f"> </span>na </div><div class="t m0 x1e h15 y1f0 ff1 fs1 fc0 sc0 ls0 ws0">których <span class="_ _25"> </span>z<span class="_ _1"></span>najduje<span class="_ _0"></span> <span class="_ _f"> </span>s<span class="_ _1"></span>ię <span class="_ _f"> </span>inwestycja<span class="_ _0"></span> <span class="_ _f"> </span>oraz <span class="_ _16"> </span>informacje </div><div class="t m0 x1e h15 y1f1 ff1 fs1 fc0 sc0 ls0 ws0">prasowe <span class="_ _16"> </span>poświęcone <span class="_ _16"> </span>ogólnej <span class="_ _16"> </span>działalności <span class="_ _16"> </span>firmy, </div><div class="t m0 x1e h15 y1f2 ff1 fs1 fc0 sc0 ls0 ws0">które <span class="_ _13"> </span>są <span class="_ _13"> </span>wysyłane <span class="_ _13"> </span>do <span class="_ _13"> </span>dziennikarzy <span class="_ _13"> </span>mediów </div><div class="t m0 x1e h15 y1f3 ff1 fs1 fc0 sc0 ls0 ws0">ogólnopolskich,<span class="_ _0"></span>  w  tym  branżowych.  Na  potrzeb<span class="_ _0"></span>y </div><div class="t m0 x1e h15 y1da ff1 fs1 fc0 sc0 ls0 ws0">kontaktu <span class="_ _9"> </span>z <span class="_ _9"> </span>mediami <span class="_ _a"> </span>org<span class="_ _0"></span>anizowan<span class="_ _0"></span>e <span class="_ _9"> </span>s<span class="_ _1"></span>ą <span class="_ _9"> </span>konferencje </div><div class="t m0 x1e h15 y1ea ff2 fs1 fc0 sc0 ls0 ws0">prasowe <span class="_ _e"> </span>oraz <span class="_ _18"> </span>wizyt<span class="_ _0"></span>y <span class="_ _e"> </span>s<span class="_ _1"></span>tudyjne <span class="_ _d"> </span>dziennikarzy <span class="_ _18"> </span>na </div><div class="t m0 x1e h15 y1dc ff1 fs1 fc0 sc0 ls0 ws0">poszczególny<span class="_ _0"></span>ch budowach. Realizow<span class="_ _0"></span>ana jest także </div><div class="t m0 x1e h15 y1dd ff1 fs1 fc0 sc0 ls0 ws0">bieżąca komun<span class="ff2">ika<span class="_ _0"></span>cja z mediami. </span></div></div><div class="c x0 y0 w7 hc"><div class="t m0 x4 h17 y20a ff2 fsa fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h6 y20b ff1 fs3 fc0 sc0 ls0 ws0">Istotną <span class="_ _9"></span>grupę <span class="_ _b"></span>Int<span class="_ _1"></span>eresariuszy<span class="_ _1"></span> <span class="_ _b"></span>stanowią <span class="_ _9"></span>również<span class="_ _1"></span> <span class="_ _b"></span>klienci,<span class="_ _1"></span> <span class="_ _b"></span>c<span class="_ _1"></span>zyli <span class="_ _b"></span>Zam<span class="_ _1"></span>awiający, <span class="_ _9"></span>na <span class="_ _b"></span>zl<span class="_ _1"></span>ecenie <span class="_ _b"></span>k<span class="_ _1"></span>tórych <span class="_ _9"></span>Grupa </div><div class="t m0 x4 h6 y20c ff1 fs3 fc0 sc0 ls0 ws0">Kapitałowa <span class="_ _1"></span>MIRBUD <span class="_ _1"></span>r<span class="_ _1"></span>ealizuje <span class="_ _1"></span>inwes<span class="_ _1"></span>tycje <span class="_ _1"></span>kubaturowe <span class="_ _8"></span>i <span class="_ _1"></span>drogowe. <span class="_ _1"></span>S<span class="_ _1"></span>ą <span class="_ _1"></span>to <span class="_ _1"></span>najczęśc<span class="_ _1"></span>iej <span class="_ _1"></span>podmioty <span class="_ _1"></span>publ<span class="_ _1"></span>iczne </div><div class="t m0 x4 h6 y20d ff1 fs3 fc0 sc0 ls0 ws0">zlecające <span class="_ _10"> </span>wy<span class="_ _1"></span>konanie <span class="_ _15"> </span>inwestyc<span class="_ _1"></span>ji <span class="_ _10"> </span>budowlanych.<span class="_ _1"></span> <span class="_ _10"> </span>Współ<span class="_ _1"></span>praca <span class="_ _10"> </span>z <span class="_ _15"> </span>t<span class="_ _1"></span>ym <span class="_ _15"> </span>interesariuszem  prowadzona <span class="_ _10"> </span>jest<span class="_ _1"></span> </div><div class="t m0 x4 h6 y20e ff1 fs3 fc0 sc0 ls0 ws0">podczas <span class="_ _e"> </span>całego <span class="_ _e"> </span>procesu <span class="_ _18"> </span>inwestycyjnego, <span class="_ _e"> </span>rozpocz<span class="_ _1"></span>ynając <span class="_ _e"> </span>od <span class="_ _e"> </span>analizy <span class="_ _e"> </span>warunk<span class="_ _1"></span>ów <span class="_ _e"> </span>przetargu, <span class="_ _e"> </span>prze<span class="_ _1"></span>z </div><div class="t m0 x4 h6 y20f ff1 fs3 fc0 sc0 ls0 ws0">współpracę <span class="_ _f"> </span>podczas<span class="_ _1"></span> <span class="_ _f"> </span>procesu <span class="_ _f"> </span>inwestycy<span class="_ _1"></span>jnego, <span class="_ _25"> </span>k<span class="_ _1"></span>tóra <span class="_ _f"> </span>to <span class="_ _f"> </span>współpraca <span class="_ _16"> </span>obejmuje <span class="_ _16"> </span>realizację <span class="_ _f"> </span>inwestycj<span class="_ _1"></span>i </div><div class="t m0 x4 h6 y210 ff1 fs3 fc0 sc0 ls0 ws0">zgodnie z<span class="_ _1"></span> har<span class="_ _1"></span>monogramem <span class="_ _1"></span>i <span class="_ _1"></span>projektem <span class="_ _1"></span>b<span class="_ _1"></span>udowlanym, <span class="_ _8"></span>współpracę <span class="_ _1"></span>z <span class="_ _1"></span>innymi <span class="_ _1"></span>interes<span class="_ _1"></span>ariuszami, <span class="_ _1"></span>takimi <span class="_ _1"></span>jak </div><div class="t m0 x4 h6 y211 ff1 fs3 fc0 sc0 ls0 ws0">społeczności <span class="_ _b"></span>lokalne, <span class="_ _9"></span>a <span class="_ _8"></span>ko<span class="_ _1"></span>ńcząc <span class="_ _b"></span>na <span class="_ _b"></span>odbiorac<span class="_ _1"></span>h, <span class="_ _b"></span>przekazaniu <span class="_ _9"></span>inwestycji <span class="_ _b"></span>do <span class="_ _b"></span>użytk<span class="_ _1"></span>owania <span class="_ _b"></span>oraz <span class="_ _b"></span>realizac<span class="_ _1"></span>ji </div><div class="t m0 x4 h6 y212 ff1 fs3 fc0 sc0 ls0 ws0">okresu gwarancy<span class="_ _1"></span>jnego. Klienci są kl<span class="_ _1"></span>uczową grup<span class="_ _1"></span>ą interesariuszy, po<span class="_ _1"></span>niważ mają b<span class="_ _1"></span>ezpośredni wpływ n<span class="_ _8"></span><span class="ls17">a </span></div><div class="t m0 x4 h6 y213 ff1 fs3 fc0 sc0 ls0 ws0">model biznesowy G<span class="_ _1"></span>rupy, jej rozwój i osiąga<span class="_ _1"></span>nie celów strategicznyc<span class="_ _1"></span>h. <span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x4 h6 y214 ff2 fs3 fc0 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pff" class="pf w5 hc" ><div class="pc pcf w5 hc"><img class="bi x0 y0 w6 h1" alt="" src="data:image/png;base64,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class="c x0 y0 w7 hc"><div class="t m0 x4 h2 ye ff1 fs0 fc0 sc0 ls0 ws0">Sprawozdanie nt. informacji niefinansowych GK MIRBUD za 2025<span class="_ _1"></span> rok<span class="ff2"> </span></div><div class="t m0 x4 h2 yf ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hd y10 ff4 fs3 fc0 sc0 ls14 ws0">15<span class="ff5 fs8 ls0"> </span></div><div class="t m0 x4 h12 yfd ff6 fsb fc0 sc0 ls13 ws0">SBM<span class="ls0">-3 Istotne wpły<span class="_ _1"></span>wy, ryzyka i szans<span class="_ _1"></span>e oraz ich wzaj<span class="_ _1"></span>emne związki ze </span></div><div class="t m0 x4 h12 y215 ff6 fsb fc0 sc0 ls0 ws0">strategią i z modele<span class="_ _1"></span>m biznesowym<span class="_ _1"></span><span class="ff3"> </span></div><div class="t m0 x4 h6 y216 ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h6 y217 ff1 fs3 fc0 sc0 ls0 ws0">W 2025 <span class="_ _1"></span>roku zakt<span class="_ _1"></span>ualizowano <span class="_ _1"></span>badanie <span class="_ _1"></span>istotności, <span class="_ _8"></span>która <span class="_ _1"></span>zidentyfikowała <span class="_ _1"></span>21 wp<span class="_ _1"></span>ływów (10 <span class="_ _1"></span>pozytywny <span class="_ _1"></span>i 1<span class="_ _1"></span>1 </div><div class="t m0 x4 h6 y218 ff1 fs3 fc0 sc0 ls0 ws0">negatywnych), 3 ryz<span class="_ _1"></span>yka i 1 szansę w obszarach związanych ze zrównoważonym <span class="_ _1"></span>rozwojem. <span class="_ _1"></span><span class="ff2"> Zgodnie z<span class="_ _1"></span> </span></div><div class="t m0 x4 h6 y219 ff2 fs3 fc0 sc0 ls0 ws0">wynikami  aktualizacji<span class="ff1">,<span class="_ _1"></span>  biorąc  pod  uwagę  podwójną  istotność  jako  istotne  zidentyfikowa<span class="_ _1"></span>ne  zostały </span></div><div class="t m0 x4 h6 y21a ff1 fs3 fc0 sc0 ls0 ws0">następujące <span class="ff2">tematy<span class="_ _1"></span>: </span></div><div class="t m0 x6 h6 y21b ff9 fs3 fc0 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _c"> </span>Zmiana klimatu [E<span class="_ _1"></span>SRS E1]<span class="_ _1"></span> </span></div><div class="t m0 x6 h6 y21c ff9 fs3 fc0 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _c"> </span>Zanieczyszcz<span class="_ _1"></span>enia [ESRS E2]<span class="_ _1"></span> </span></div><div class="t m0 x6 h6 y21d ff9 fs3 fc0 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _c"> </span>Zasoby wodne i mors<span class="_ _1"></span>kie [ESRS E3]<span class="_ _1"></span> </span></div><div class="t m0 x6 h6 y21e ff9 fs3 fc0 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _c"> </span><span class="ff1">Wykorzystanie zasob<span class="_ _1"></span>ów i gospodarka o o<span class="_ _1"></span>biegu zamkniętym [ESR<span class="_ _1"></span>S E5]<span class="_ _1"></span></span> </span></div><div class="t m0 x6 h6 y21f ff9 fs3 fc0 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _c"> </span><span class="ff1">Osoby świadczące pracę<span class="_ _1"></span> na rzecz prz<span class="_ _1"></span>edsiębiorstwa [ESRS S1<span class="_ _1"></span>]<span class="_ _1"></span></span> </span></div><div class="t m0 x6 h6 y220 ff9 fs3 fc0 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _c"> </span><span class="ff1">Pracownicy w łańcuchu <span class="_ _1"></span>wartości [ESRS S2<span class="_ _1"></span>]<span class="_ _1"></span></span> </span></div><div class="t m0 x6 h6 y221 ff9 fs3 fc0 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _c"> </span><span class="ff1">Społeczności dotkn<span class="_ _1"></span>ięte wpływem [<span class="_ _1"></span>ESRS S3]<span class="_ _1"></span></span> </span></div><div class="t m0 x6 h6 y222 ff9 fs3 fc0 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _c"> </span>Praktyki biznesowe [E<span class="_ _1"></span>SRS G1]<span class="_ _1"></span> </span></div><div class="t m0 x12 h6 y223 ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h6 y224 ff1 fs3 fc0 sc0 ls0 ws0">Poniżej <span class="_ _2"></span>opisan<span class="_ _1"></span>o <span class="_ _2"></span>istotne <span class="_ _0"></span>wpływy<span class="_ _1"></span><span class="ff2"> <span class="_ _2"></span><span class="ff1">jakie <span class="_ _2"></span>Gr<span class="_ _1"></span>upa <span class="_ _2"></span>MIRBUD<span class="_ _1"></span> <span class="_ _2"></span>wywiera <span class="_ _0"></span>na <span class="_ _2"></span>powyżs<span class="_ _1"></span>ze <span class="_ _2"></span>zagad<span class="_ _1"></span>nienia. <span class="_ _2"></span>Wpływ<span class="_ _1"></span> <span class="_ _2"></span>to <span class="_ _2"></span>efekt<span class="_ _1"></span> </span></span></div><div class="t m0 x4 h6 y225 ff1 fs3 fc0 sc0 ls0 ws0">oddziaływania <span class="_ _11"> </span>Grupy<span class="_ _1"></span> <span class="_ _11"> </span>na <span class="_ _11"> </span>jej <span class="_ _11"> </span>otoczenie: <span class="_ _11"> </span>na <span class="_ _11"> </span>środo<span class="_ _1"></span>wisko <span class="_ _11"> </span>naturalne, <span class="_ _11"> </span>osoby <span class="_ _1a"> </span>świadczące <span class="_ _11"> </span>pracę <span class="_ _1a"> </span>i </div><div class="t m0 x4 h6 y226 ff1 fs3 fc0 sc0 ls0 ws0">społeczeństwo. <span class="_ _1f"> </span>Wpływ <span class="_ _1f"> </span>może <span class="_ _18"> </span>być<span class="_ _1"></span> <span class="_ _18"> </span>pozy<span class="_ _1"></span>tywny, <span class="_ _18"> </span>neg<span class="_ _1"></span>atywny, <span class="_ _18"> </span>f<span class="_ _1"></span>aktyczny <span class="_ _1f"> </span>(występujący <span class="_ _1f"> </span>obecnie) <span class="_ _1f"> </span>lub </div><div class="t m0 x4 h6 y227 ff2 fs3 fc0 sc0 ls0 ws0">potencjalny (<span class="_ _1"></span><span class="ff1">jeszcze <span class="_ _1"></span>nie występujący, ale j<span class="_ _1"></span>est prawdop<span class="_ _1"></span>odobne, że tak <span class="_ _1"></span>się stanie w<span class="_ _1"></span> przy<span class="_ _1"></span>szłości). Wpływ<span class="_ _1"></span> </span></div><div class="t m0 x4 h6 y228 ff1 fs3 fc0 sc0 ls0 ws0">może być<span class="_ _1"></span> wywier<span class="_ _1"></span>any bezpo<span class="_ _1"></span>średnio przez <span class="_ _1"></span>działalność<span class="_ _1"></span> operacyj<span class="_ _1"></span>ną GK <span class="_ _1"></span>MIRBUD <span class="_ _1"></span>lub <span class="_ _1"></span>może by<span class="_ _1"></span>ć pośredni,<span class="_ _1"></span> </div><div class="t m0 x4 h6 y229 ff1 fs3 fc0 sc0 ls0 ws0">wywierany np. poprzez<span class="_ _1"></span> dostawców lub w c<span class="_ _1"></span>zasie uży<span class="_ _1"></span>tkowania oddany<span class="_ _1"></span>ch inwestycji.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x4 h6 y22a ff2 fs3 fc0 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf10" class="pf w12 h25" ><div class="pc pc10 w12 h25"><img class="bi x20 y0 w13 h26" alt="" 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"/><div class="c x0 y0 w14 h25"><div class="t m0 x4 h2 y22b ff1 fs0 fc0 sc0 ls0 ws0">Sprawozdanie nt. informacji niefinansowych GK MIRBUD za 2025<span class="_ _1"></span> rok<span class="ff2"> </span></div><div class="t m0 x4 h2 y22c ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hd y22d ff4 fs3 fc0 sc0 ls14 ws0">16<span class="ff5 fs8 ls0"> </span></div><div class="t m0 x4 h6 y22e ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x20 y22f w15 h27"><div class="t m0 xf h28 y230 ff3 fs0 fc0 sc0 ls0 ws0">Zagadnienie ESG </div></div><div class="c x21 y22f w16 h27"><div class="t m0 xd h28 y230 ff6 fs0 fc0 sc0 ls0 ws0">Nazwa wpływu<span class="ff3"> </span></div></div><div class="c x22 y22f w17 h27"><div class="t m0 x23 h28 y231 ff6 fs0 fc0 sc0 ls0 ws0">Wpływ </div><div class="t m0 x24 h28 y232 ff3 fs0 fc0 sc0 ls0 ws0">pozytywny </div><div class="t m0 x25 h28 y233 ff3 fs0 fc0 sc0 ls0 ws0">czy </div><div class="t m0 x24 h28 y234 ff3 fs0 fc0 sc0 ls0 ws0">negatywny </div></div><div class="c x26 y22f w18 h27"><div class="t m0 x23 h28 y231 ff6 fs0 fc0 sc0 ls0 ws0">Wpływ </div><div class="t m0 x27 h28 y232 ff3 fs0 fc0 sc0 ls0 ws0">potencjalny </div><div class="t m0 x25 h28 y233 ff3 fs0 fc0 sc0 ls0 ws0">czy </div><div class="t m0 x27 h28 y234 ff3 fs0 fc0 sc0 ls0 ws0">rzeczywisty </div></div><div class="c x28 y22f w19 h27"><div class="t m0 x2 h28 y232 ff3 fs0 fc0 sc0 ls0 ws0">Perspektywa </div><div class="t m0 x29 h28 y235 ff3 fs0 fc0 sc0 ls0 ws0">czasowa </div></div><div class="c x2a y22f w1a h27"><div class="t m0 x23 h28 y236 ff3 fs0 fc0 sc0 ls0 ws0">Element </div><div class="t m0 x2b h28 y230 ff6 fs0 fc0 sc0 ls0 ws0">łańcucha </div><div class="t m0 x23 h28 y237 ff6 fs0 fc0 sc0 ls0 ws0">wartości<span class="ff3"> </span></div></div><div class="c x7 y22f w1b h27"><div class="t m0 x1d h28 y238 ff3 fs0 fc0 sc0 ls0 ws0">Czy wynika  </div><div class="t m0 x2b h28 y236 ff3 fs0 fc0 sc0 ls0 ws0">z modelu </div><div class="t m0 x27 h28 y230 ff3 fs0 fc0 sc0 ls0 ws0">biznesowego </div><div class="t m0 x14 h28 y239 ff3 fs0 fc0 sc0 ls0 ws0">i/lub strategii </div><div class="t m0 x2c h28 y23a ff3 fs0 fc0 sc0 ls0 ws0">biznesowej </div></div><div class="c x2d y22f w1c h27"><div class="t m0 x2e h28 y230 ff6 fs0 fc0 sc0 ls0 ws0">Opis wpływu<span class="ff3"> </span></div></div><div class="c x20 y23b w1d h29"><div class="t m0 xf h15 y23c ff2 fs1 fc0 sc0 ls0 ws0">ESRS E1 - Zmiana <span class="_ _0"></span>klimatu </div></div><div class="c x20 y23d w15 h2a"><div class="t m0 xf h15 y23e ff1 fs1 fc0 sc0 ls0 ws0">Przystosowanie<span class="_ _0"></span> się </div><div class="t m0 xf h10 y101 ff2 fs1 fc0 sc0 ls0 ws0">do zmiany klima<span class="_ _0"></span>tu<span class="fs8"> </span></div></div><div class="c x21 y23d w16 h2a"><div class="t m0 xf h15 y23f ff1 fs1 fc0 sc0 ls0 ws0">Wpływ na odporno<span class="_ _0"></span>ść </div><div class="t m0 xf h15 y240 ff1 fs1 fc0 sc0 ls0 ws0">budynków na<span class="_ _0"></span> zmianę </div><div class="t m0 xf h15 y234 ff2 fs1 fc0 sc0 ls0 ws0">klimatu </div></div><div class="c x22 y23d w17 h2a"><div class="t m0 xf h15 y240 ff2 fs1 fc0 sc0 ls0 ws0">Pozytywny </div></div><div class="c x26 y23d w18 h2a"><div class="t m0 xf h15 y240 ff2 fs1 fc0 sc0 ls0 ws0">Potencjalny </div></div><div class="c x28 y23d w19 h2a"><div class="t m0 xf h15 y23e ff1 fs1 fc0 sc0 ls0 ws0">Krótka + średnia </div><div class="t m0 xf h15 y101 ff1 fs1 fc0 sc0 ls0 ws0">+ długa <span class="ff2"> </span></div></div><div class="c x2a y23d w1a h2a"><div class="t m0 xf h15 y240 ff2 fs1 fc0 sc0 ls0 ws0">Downstream </div></div><div class="c x7 y23d w1b h2a"><div class="t m0 xf h15 y23f ff2 fs1 fc0 sc0 ls0 ws0">Model biznesow<span class="_ _0"></span>y i </div><div class="t m0 xf h15 y240 ff2 fs1 fc0 sc0 ls0 ws0">strategia </div><div class="t m0 xf h15 y234 ff2 fs1 fc0 sc0 ls0 ws0">biznesowa </div></div><div class="c x2d y23d w1c h2a"><div class="t m0 xf h15 y241 ff1 fs1 fc0 sc0 ls0 ws0">Wpływ<span class="ff2"> </span>na przystosow<span class="_ _0"></span>ywanie <span class="_ _0"></span>się do zmian kli<span class="_ _0"></span>matu </div><div class="t m0 xf h15 y23f ff1 fs1 fc0 sc0 ls0 ws0">poprzez realiza<span class="_ _0"></span>cję inwestycji odp<span class="_ _0"></span>ornych na<span class="_ _0"></span> </div><div class="t m0 xf h15 y240 ff2 fs1 fc0 sc0 ls0 ws0">ekstremalne warun<span class="_ _0"></span>ki pogodowe<span class="_ _0"></span> oraz sto<span class="_ _0"></span>sowanie </div><div class="t m0 xf h15 y234 ff1 fs1 fc0 sc0 ls0 ws0">technologii zwię<span class="_ _0"></span>kszających efe<span class="_ _0"></span>ktywno<span class="_ _0"></span>ść energetyczną<span class="_ _0"></span> </div><div class="t m0 xf h15 y242 ff1 fs1 fc0 sc0 ls0 ws0">budynków.<span class="ff2"> </span></div></div><div class="c x20 y243 w15 h2b"><div class="t m0 xf h15 y244 ff1 fs1 fc0 sc0 ls0 ws0">Łagodzenie zmian<span class="_ _0"></span>y </div><div class="t m0 xf h15 y245 ff2 fs1 fc0 sc0 ls0 ws0">klimatu </div></div><div class="c x21 y243 w16 h2b"><div class="t m0 xf h15 y244 ff1 fs1 fc0 sc0 ls0 ws0">Wpływ na emi<span class="_ _0"></span>sje gazów </div><div class="t m0 xf h15 y245 ff2 fs1 fc0 sc0 ls0 ws0">cieplarnianych<span class="_ _0"></span> </div></div><div class="c x22 y243 w17 h2b"><div class="t m0 xf h15 y246 ff2 fs1 fc0 sc0 ls0 ws0">Negatywny </div></div><div class="c x26 y243 w18 h2b"><div class="t m0 xf h15 y246 ff2 fs1 fc0 sc0 ls0 ws0">Rzeczywisty </div></div><div class="c x28 y243 w19 h2b"><div class="t m0 xf h15 y244 ff1 fs1 fc0 sc0 ls0 ws0">Krótka + średnia </div><div class="t m0 xf h15 y245 ff1 fs1 fc0 sc0 ls0 ws0">+ długa<span class="ff2"> </span></div></div><div class="c x2a y243 w1a h2b"><div class="t m0 xf h15 y247 ff2 fs1 fc0 sc0 ls0 ws0">Upstream, </div><div class="t m0 xf h15 y246 ff1 fs1 fc0 sc0 ls0 ws0">Operacje wła<span class="_ _0"></span>sne,<span class="ff2"> </span></div><div class="t m0 xf h15 y248 ff2 fs1 fc0 sc0 ls0 ws0">Downstream </div></div><div class="c x7 y243 w1b h2b"><div class="t m0 xf h15 y246 ff2 fs1 fc0 sc0 ls0 ws0">Model biznesow<span class="_ _0"></span>y </div></div><div class="c x2d y243 w1c h2b"><div class="t m0 xf h15 y249 ff1 fs1 fc0 sc0 ls0 ws0">Wpływ związan<span class="_ _0"></span>y z emisjami ga<span class="_ _0"></span>zów cieplarnian<span class="_ _0"></span>ych </div><div class="t m0 xf h15 y24a ff1 fs1 fc0 sc0 ls0 ws0">wynikającego <span class="_ _0"></span>z charakteru dz<span class="_ _0"></span>iałalności G<span class="_ _0"></span>K MIRBUD. </div><div class="t m0 xf h15 y24b ff1 fs1 fc0 sc0 ls0 ws0">Wpływ obejmuje em<span class="_ _0"></span>isje powstając<span class="_ _0"></span>e m.in. z zużycia<span class="_ _0"></span> </div><div class="t m0 xf h15 y24c ff2 fs1 fc0 sc0 ls0 ws0">paliw w maszyna<span class="_ _0"></span>ch budowlany<span class="_ _0"></span>ch, transpor<span class="_ _0"></span>tu </div><div class="t m0 xf h15 y247 ff1 fs1 fc0 sc0 ls0 ws0">materiałów oraz <span class="_ _0"></span>z procesów pro<span class="_ _0"></span>dukcyjn<span class="_ _0"></span>ych. Emisje </div><div class="t m0 xf h15 y246 ff1 fs1 fc0 sc0 ls0 ws0">pochodzą równie<span class="_ _0"></span>ż z produkcji ma<span class="_ _0"></span>teriałów </div><div class="t m0 xf h15 y248 ff1 fs1 fc0 sc0 ls0 ws0">budowlanych, ta<span class="_ _0"></span>kich jak cemen<span class="_ _0"></span>t lub stal, któr<span class="_ _0"></span>e są </div><div class="t m0 xf h15 y24d ff1 fs1 fc0 sc0 ls0 ws0">niezbędne dla reali<span class="_ _0"></span>zowanych proje<span class="_ _0"></span>któw. Grupa<span class="_ _0"></span> </div><div class="t m0 xf h15 y109 ff1 fs1 fc0 sc0 ls0 ws0">redukuje ten wp<span class="_ _0"></span>ływ poprzez op<span class="_ _0"></span>tymalizację <span class="_ _0"></span>zużycia </div><div class="t m0 xf h15 y24e ff1 fs1 fc0 sc0 ls0 ws0">energii oraz wdra<span class="_ _0"></span>żanie bardziej<span class="_ _0"></span> efektywny<span class="_ _0"></span>ch </div><div class="t m0 xf h15 y102 ff2 fs1 fc0 sc0 ls0 ws0">technologii. </div></div><div class="c x20 y24f w15 h2c"><div class="t m0 xf h15 y250 ff2 fs1 fc0 sc0 ls0 ws0">Energia </div></div><div class="c x21 y24f w16 h2c"><div class="t m0 xf h15 y251 ff1 fs1 fc0 sc0 ls0 ws0">Wpływ na </div><div class="t m0 xf h15 y250 ff2 fs1 fc0 sc0 ls0 ws0">zapotrzebowanie na<span class="_ _0"></span> </div><div class="t m0 xf h15 y252 ff1 fs1 fc0 sc0 ls0 ws0">energię<span class="ff2"> </span></div></div><div class="c x22 y24f w17 h2c"><div class="t m0 xf h15 y250 ff2 fs1 fc0 sc0 ls0 ws0">Negatywny </div></div><div class="c x26 y24f w18 h2c"><div class="t m0 xf h15 y250 ff2 fs1 fc0 sc0 ls0 ws0">Rzeczywisty </div></div><div class="c x28 y24f w19 h2c"><div class="t m0 xf h15 y253 ff1 fs1 fc0 sc0 ls0 ws0">Krótka + średnia </div><div class="t m0 xf h15 y254 ff1 fs1 fc0 sc0 ls0 ws0">+ długa<span class="ff2"> </span></div></div><div class="c x2a y24f w1a h2c"><div class="t m0 xf h15 y255 ff1 fs1 fc0 sc0 ls0 ws0">Operacje wła<span class="_ _0"></span>sne<span class="ff2"> </span></div></div><div class="c x7 y24f w1b h2c"><div class="t m0 xf h15 y250 ff2 fs1 fc0 sc0 ls0 ws0">Model biznesow<span class="_ _0"></span>y </div></div><div class="c x2d y24f w1c h2c"><div class="t m0 xf h15 y256 ff1 fs1 fc0 sc0 ls0 ws0">Wpływ poprzez <span class="_ _0"></span>zużywanie<span class="_ _0"></span> przez GK MIRBUD<span class="_ _0"></span> energii </div><div class="t m0 xf h15 y257 ff1 fs1 fc0 sc0 ls0 ws0">w procesach budo<span class="_ _0"></span>wlanych, e<span class="_ _0"></span>ksploatacji spr<span class="_ _0"></span>zętu oraz </div><div class="t m0 xf h15 y258 ff1 fs1 fc0 sc0 ls0 ws0">funkcjonowaniu biur<span class="_ _0"></span> i zakładów pr<span class="_ _0"></span>odukcyjn<span class="_ _0"></span>ych. </div><div class="t m0 xf h15 y251 ff1 fs1 fc0 sc0 ls0 ws0">Przyczynia się to do<span class="_ _0"></span> zwięk<span class="_ _0"></span>szonego zapotr<span class="_ _0"></span>zebowania </div><div class="t m0 xf h15 y250 ff1 fs1 fc0 sc0 ls0 ws0">na energię z sie<span class="_ _0"></span>ci, co przekłada<span class="_ _0"></span> się na pośredn<span class="_ _0"></span>ie </div><div class="t m0 xf h15 y252 ff1 fs1 fc0 sc0 ls0 ws0">emisje gazó<span class="ff2">w cieplarnian<span class="_ _0"></span>ych <span class="_ _0"></span>zakres. Grupa<span class="_ _0"></span> </span></div><div class="t m0 xf h15 y259 ff1 fs1 fc0 sc0 ls0 ws0">minimalizuje ten wpł<span class="_ _0"></span>yw popr<span class="_ _0"></span>zez wdra<span class="_ _0"></span>żanie </div><div class="t m0 xf h15 y25a ff1 fs1 fc0 sc0 lsf ws0">energooszczędnych t<span class="_ _1"></span>echnologii oraz poprawę miksu </div><div class="t m0 xf h15 y25b ff1 fs1 fc0 sc0 ls0 ws0">użytkowanej en<span class="_ _0"></span>ergii elektr<span class="_ _0"></span>ycznej.<span class="ff2"> </span></div></div><div class="c x20 y25c w1d h2d"><div class="t m0 xf h15 y23c ff2 fs1 fc0 sc0 ls0 ws0">ESRS E2 - Zaniec<span class="_ _0"></span>zyszczenia </div></div><div class="c x20 y4e w15 h2e"><div class="t m0 xf h15 y25d ff2 fs1 fc0 sc0 ls0 ws0">Zanieczyszczenie </div><div class="t m0 xf h15 y25e ff2 fs1 fc0 sc0 ls0 ws0">powietrza </div></div><div class="c x21 y4e w16 h2e"><div class="t m0 xf h15 y25f ff1 fs1 fc0 sc0 ls0 ws0">Wpływ na emi<span class="_ _0"></span>sje </div><div class="t m0 xf h15 y260 ff1 fs1 fc0 sc0 ls0 ws0">zanieczyszczeń<span class="_ _0"></span> podczas </div><div class="t m0 xf h15 y261 ff1 fs1 fc0 sc0 ls0 ws0">procesów budow<span class="_ _0"></span>lanych<span class="ff2"> </span></div></div><div class="c x22 y4e w17 h2e"><div class="t m0 xf h15 y260 ff2 fs1 fc0 sc0 ls0 ws0">Negatywny </div></div><div class="c x26 y4e w18 h2e"><div class="t m0 xf h15 y260 ff2 fs1 fc0 sc0 ls0 ws0">Rzeczywisty </div></div><div class="c x28 y4e w19 h2e"><div class="t m0 xf h15 y25d ff1 fs1 fc0 sc0 ls0 ws0">Krótka + średnia </div><div class="t m0 xf h15 y25e ff1 fs1 fc0 sc0 ls0 ws0">+ długa<span class="ff2"> </span></div></div><div class="c x2a y4e w1a h2e"><div class="t m0 xf h15 y260 ff1 fs1 fc0 sc0 ls0 ws0">Operacje wła<span class="_ _0"></span>sne<span class="ff2"> </span></div></div><div class="c x7 y4e w1b h2e"><div class="t m0 xf h15 y260 ff2 fs1 fc0 sc0 ls0 ws0">Model biznesow<span class="_ _0"></span>y </div></div><div class="c x2d y4e w1c h2e"><div class="t m0 xf h15 y262 ff1 fs1 fc0 sc0 ls0 ws0">Wpływ związan<span class="_ _0"></span>y z zanieczys<span class="_ _0"></span>zczeniami powietr<span class="_ _0"></span>za </div><div class="t m0 xf h15 y263 ff1 fs1 fc0 sc0 ls0 ws0">poprzez emi<span class="_ _0"></span>sję pyłów i związ<span class="_ _0"></span>ków chemiczn<span class="_ _0"></span>ych </div><div class="t m0 xf h15 y25f ff1 fs1 fc0 sc0 ls0 ws0">pochodzących <span class="_ _0"></span>z procesów<span class="_ _0"></span> budowlanych, <span class="_ _0"></span>spalania </div><div class="t m0 xf h15 y260 ff1 fs1 fc0 sc0 ls0 ws0">paliw, awarii mas<span class="_ _0"></span>zyn oraz tran<span class="_ _0"></span>sportu materiałów<span class="_ _0"></span>. GK </div><div class="t m0 xf h15 y261 ff1 fs1 fc0 sc0 ls0 ws0">MIRBUD minimali<span class="_ _0"></span>zuje ten wpł<span class="_ _0"></span>yw m.in. poprze<span class="_ _0"></span>z </div><div class="t m0 xf h15 y264 ff2 fs1 fc0 sc0 ls0 ws0">utrzymywanie dob<span class="_ _0"></span>rego sta<span class="ff1">nu tech<span class="_ _0"></span>nicznego urządzeń<span class="_ _0"></span> i </span></div><div class="t m0 xf h15 y265 ff1 fs1 fc0 sc0 ls0 ws0">przestrzeganie pr<span class="_ _0"></span>zepisów środ<span class="_ _0"></span>owiskow<span class="_ _0"></span>ych.<span class="ff2"> </span></div></div><div class="c x20 y266 w1d h2f"><div class="t m0 xf h15 y267 ff2 fs1 fc0 sc0 ls0 ws0">ESRS <span class="ls18">E3</span> - Za<span class="_ _0"></span>soby wodne i mor<span class="_ _0"></span>skie </div></div></div><div class="pi" ></div></div><div id="pf11" class="pf w12 h25" ><div class="pc pc11 w12 h25"><img class="bi x20 y0 w1e h26" alt="" 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"/><div class="c x0 y0 w14 h25"><div class="t m0 x4 h2 y22b ff1 fs0 fc0 sc0 ls0 ws0">Sprawozdanie nt. informacji niefinansowych GK MIRBUD za 2025<span class="_ _1"></span> rok<span class="ff2"> </span></div><div class="t m0 x4 h2 y22c ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hd y22d ff4 fs3 fc0 sc0 ls14 ws0">17<span class="ff5 fs8 ls0"> </span></div></div><div class="c x20 y268 w15 h30"><div class="t m0 xf h15 y269 ff1 fs1 fc0 sc0 ls0 ws0">Zużycie wody<span class="ff2"> </span></div></div><div class="c x21 y268 w16 h30"><div class="t m0 xf h15 y26a ff1 fs1 fc0 sc0 ls0 ws0">Wpływ na wy<span class="_ _0"></span>sokie </div><div class="t m0 xf h15 y26b ff1 fs1 fc0 sc0 ls0 ws0">zużycie wod<span class="_ _0"></span>y związane </div><div class="t m0 xf h15 y26c ff2 fs1 fc0 sc0 ls0 ws0">z wykorzystan<span class="_ _0"></span>iem </div><div class="t m0 xf h15 y26d ff1 fs1 fc0 sc0 ls0 ws0">materiałów budow<span class="_ _0"></span>lanych<span class="ff2"> </span></div></div><div class="c x22 y268 w17 h30"><div class="t m0 xf h15 y269 ff2 fs1 fc0 sc0 ls0 ws0">Negatywny </div></div><div class="c x26 y268 w18 h30"><div class="t m0 xf h15 y269 ff2 fs1 fc0 sc0 ls0 ws0">Rzeczywisty </div></div><div class="c x28 y268 w19 h30"><div class="t m0 xf h15 y26b ff1 fs1 fc0 sc0 ls0 ws0">Krótka + średnia </div><div class="t m0 xf h15 y26c ff1 fs1 fc0 sc0 ls0 ws0">+ długa<span class="ff2"> </span></div></div><div class="c x2a y268 w1a h30"><div class="t m0 xf h15 y26e ff2 fs1 fc0 sc0 ls0 ws0">Upstream, </div><div class="t m0 xf h15 y269 ff1 fs1 fc0 sc0 ls0 ws0">Operacje wła<span class="_ _0"></span>sne,<span class="ff2"> </span></div><div class="t m0 xf h15 y26f ff2 fs1 fc0 sc0 ls0 ws0">Downstream </div></div><div class="c x7 y268 w1b h30"><div class="t m0 xf h15 y269 ff2 fs1 fc0 sc0 ls0 ws0">Model biznesow<span class="_ _0"></span>y </div></div><div class="c x2d y268 w1c h30"><div class="t m0 xf h15 y270 ff1 fs1 fc0 sc0 ls0 ws0">Wpływ poprzez <span class="_ _0"></span>zużywanie<span class="_ _0"></span> wody w procesa<span class="_ _0"></span>ch </div><div class="t m0 xf h15 y271 ff2 fs1 fc0 sc0 ls0 ws0">budowlanych, ta<span class="_ _0"></span>kich jak pr<span class="_ _0"></span>zygotowa<span class="_ _0"></span>nie betonu lub </div><div class="t m0 xf h15 y26a ff1 fs1 fc0 sc0 ls0 ws0">chłodzenie ma<span class="_ _0"></span>szyn. Oprócz<span class="_ _0"></span> tego woda zużywan<span class="_ _0"></span>a jest </div><div class="t m0 xf h15 y26b ff1 fs1 fc0 sc0 ls0 ws0">w działalności pro<span class="_ _0"></span>dukcyjnej spółe<span class="_ _0"></span>k oraz w<span class="_ _0"></span> trakcie </div><div class="t m0 xf h15 y26c ff1 fs1 fc0 sc0 ls0 ws0">eksploatacji nieru<span class="_ _0"></span>chomości. G<span class="_ _0"></span>K MIRBUD mini<span class="_ _0"></span>malizuje </div><div class="t m0 xf h15 y26d ff1 fs1 fc0 sc0 ls0 ws0">ten wpływ popr<span class="_ _0"></span>zez szkolenia dla p<span class="_ _0"></span>racowników i<span class="_ _0"></span> </div><div class="t m0 xf h15 y272 ff1 fs1 fc0 sc0 ls0 ws0">podwykonawców,<span class="_ _0"></span> przestrzega<span class="_ _0"></span>nie przepisów or<span class="_ _0"></span>az </div><div class="t m0 xf h15 y102 ff1 fs1 fc0 sc0 ls0 ws0">optymalizację<span class="_ _0"></span> zużycia wody<span class="_ _0"></span> na placach<span class="_ _0"></span> budowy.<span class="ff2"> </span></div></div><div class="c x20 y273 w15 h31"><div class="t m0 xf h15 y274 ff1 fs1 fc0 sc0 ls0 ws0">Pobór wody<span class="ff2"> </span></div></div><div class="c x21 y273 w16 h31"><div class="t m0 xf h15 y26e ff1 fs1 fc0 sc0 ls0 ws0">Wpływ na wy<span class="_ _0"></span>soki pobór </div><div class="t m0 xf h15 y274 ff2 fs1 fc0 sc0 ls0 ws0">wody w trakcie </div><div class="t m0 xf h15 y26f ff2 fs1 fc0 sc0 ls0 ws0">inwestycji </div></div><div class="c x22 y273 w17 h31"><div class="t m0 xf h15 y274 ff2 fs1 fc0 sc0 ls0 ws0">Negatywny </div></div><div class="c x26 y273 w18 h31"><div class="t m0 xf h15 y274 ff2 fs1 fc0 sc0 ls0 ws0">Rzeczywisty </div></div><div class="c x28 y273 w19 h31"><div class="t m0 xf h15 y275 ff1 fs1 fc0 sc0 ls0 ws0">Krótka + średnia </div><div class="t m0 xf h15 y26c ff1 fs1 fc0 sc0 ls0 ws0">+ długa<span class="ff2"> </span></div></div><div class="c x2a y273 w1a h31"><div class="t m0 xf h15 y274 ff1 fs1 fc0 sc0 ls0 ws0">Operacje wła<span class="_ _0"></span>sne<span class="ff2"> </span></div></div><div class="c x7 y273 w1b h31"><div class="t m0 xf h15 y274 ff2 fs1 fc0 sc0 ls0 ws0">Model biznesow<span class="_ _0"></span>y </div></div><div class="c x2d y273 w1c h31"><div class="t m0 xf h15 y276 ff1 fs1 fc0 sc0 ls0 ws0">Wpływ na zwię<span class="_ _0"></span>kszenie lokalnego<span class="_ _0"></span> pobo<span class="_ _0"></span>ru wody w </div><div class="t m0 xf h15 y277 ff1 fs1 fc0 sc0 ls0 ws0">trakcie procesów<span class="_ _0"></span> budowlanych<span class="_ _0"></span>. Wykorzys<span class="_ _0"></span>tanie dużej </div><div class="t m0 xf h15 y278 ff1 fs1 fc0 sc0 ls0 ws0">ilości wody pr<span class="_ _0"></span>zez Grupę w <span class="_ _0"></span>trakcie prow<span class="_ _0"></span>adzenia budów, </div><div class="t m0 xf h15 y275 ff1 fs1 fc0 sc0 ls0 ws0">może prowadzić<span class="_ _0"></span> do czasowego<span class="_ _0"></span>, lokalnego<span class="_ _0"></span> </div><div class="t m0 xf h15 y26c ff1 fs1 fc0 sc0 ls0 ws0">ograniczenia do<span class="_ _0"></span>stępności wody<span class="_ _0"></span> dla lokalnej<span class="_ _0"></span> </div><div class="t m0 xf h15 y109 ff1 fs1 fc0 sc0 ls0 ws0">społeczności i e<span class="_ _0"></span>kosystemów, w ty<span class="_ _0"></span>m niższego ci<span class="_ _0"></span>śnienia </div><div class="t m0 xf h15 y272 ff1 fs1 fc0 sc0 ls0 ws0">wody w gospod<span class="_ _0"></span>arstwach domow<span class="_ _0"></span>ych, i niż<span class="_ _0"></span>szego </div><div class="t m0 xf h15 y102 ff2 fs1 fc0 sc0 ls0 ws0">poziomu wody w<span class="_ _0"></span> lokalnych zbior<span class="_ _0"></span>nikach. </div></div><div class="c x20 y279 w1d h29"><div class="t m0 xf h15 y23c ff2 fs1 fc0 sc0 ls0 ws0">ESRS <span class="ls18">E5</span> - Go<span class="_ _0"></span>spodarka <span class="ff1">o obieg<span class="_ _0"></span>u zamkniętym<span class="ff2"> </span></span></div></div><div class="c x20 y27a w15 h31"><div class="t m0 xf h15 y27b ff2 fs1 fc0 sc0 ls0 ws0">Zasoby </div><div class="t m0 xf h15 y247 ff2 fs1 fc0 sc0 ls0 ws0">wprowad<span class="_ _0"></span>zane, </div><div class="t m0 xf h15 y246 ff2 fs1 fc0 sc0 ls0 ws0">w tym wykorz<span class="_ _0"></span>ystanie </div><div class="t m0 xf h15 y27c ff1 fs1 fc0 sc0 ls0 ws0">zasobów i zasob<span class="_ _0"></span>y </div><div class="t m0 xf h15 y24d ff2 fs1 fc0 sc0 ls0 ws0">odprowad<span class="_ _0"></span>zane </div><div class="t m0 xf h15 y109 ff1 fs1 fc0 sc0 ls0 ws0">związane <span class="ff2"> </span></div><div class="t m0 xf h15 y272 ff2 fs1 fc0 sc0 ls0 ws0">z produktami  </div><div class="t m0 xf h15 y102 ff1 fs1 fc0 sc0 ls0 ws0">i usługami<span class="ff2"> </span></div></div><div class="c x21 y27a w16 h31"><div class="t m0 xf h15 y245 ff1 fs1 fc0 sc0 ls0 ws0">Wpływ na zasob<span class="_ _0"></span>y </div><div class="t m0 xf h15 y27d ff2 fs1 fc0 sc0 ls0 ws0">wprowad<span class="_ _0"></span>zane  </div><div class="t m0 xf h15 y27e ff2 fs1 fc0 sc0 ls0 ws0">i odprowadzane </div></div><div class="c x22 y27a w17 h31"><div class="t m0 xf h15 y27d ff2 fs1 fc0 sc0 ls0 ws0">Negatywny </div></div><div class="c x26 y27a w18 h31"><div class="t m0 xf h15 y27d ff2 fs1 fc0 sc0 ls0 ws0">Rzeczywisty </div></div><div class="c x28 y27a w19 h31"><div class="t m0 xf h15 y27c ff1 fs1 fc0 sc0 ls0 ws0">Krótka + średnia </div><div class="t m0 xf h15 y24d ff1 fs1 fc0 sc0 ls0 ws0">+ długa<span class="ff2"> </span></div></div><div class="c x2a y27a w1a h31"><div class="t m0 xf h15 y245 ff2 fs1 fc0 sc0 ls0 ws0">Upstream, </div><div class="t m0 xf h15 y27d ff1 fs1 fc0 sc0 ls0 ws0">Operacje wła<span class="_ _0"></span>sne,<span class="ff2"> </span></div><div class="t m0 xf h15 y27e ff2 fs1 fc0 sc0 ls0 ws0">Downstream </div></div><div class="c x7 y27a w1b h31"><div class="t m0 xf h15 y27d ff2 fs1 fc0 sc0 ls0 ws0">Model biznesow<span class="_ _0"></span>y </div></div><div class="c x2d y27a w1c h31"><div class="t m0 xf h15 y27b ff1 fs1 fc0 sc0 ls0 ws0">Wpływ poprzez w<span class="_ _0"></span>ykorzystanie <span class="_ _0"></span>materiałów<span class="_ _0"></span> </div><div class="t m0 xf h15 y247 ff2 fs1 fc0 sc0 ls0 ws0">budowlanych, ta<span class="_ _0"></span>kich jak asfal<span class="_ _0"></span>t, cemen<span class="_ _0"></span>t, beton, spoiwa<span class="_ _0"></span> </div><div class="t m0 xf h15 y246 ff2 fs1 fc0 sc0 ls0 ws0">hydrauliczne, s<span class="_ _0"></span>tal, piasek, grys<span class="_ _0"></span> oraz prefabr<span class="_ _0"></span>ykowane </div><div class="t m0 xf h15 y27c ff2 fs1 fc0 sc0 ls0 ws0">elementy konstru<span class="_ _0"></span>kcyjne. GK MIR<span class="_ _0"></span>BUD minima<span class="_ _0"></span>lizuje ten </div><div class="t m0 xf h15 y24d ff1 fs1 fc0 sc0 ls0 ws0">wpływ m.in. popr<span class="_ _0"></span>zez wykor<span class="_ _0"></span>zystywanie materiałó<span class="_ _0"></span>w </div><div class="t m0 xf h15 y109 ff1 fs1 fc0 sc0 ls0 ws0">pochodzących<span class="ff2"> </span>z w<span class="_ _0"></span>yburzenia bud<span class="_ _0"></span>ynków oraz </div><div class="t m0 xf h15 y272 ff1 fs1 fc0 sc0 ls0 ws0">wykorzystywaniu pr<span class="_ _0"></span>zez spół<span class="_ _0"></span>kę KOBYLAR<span class="_ _0"></span>NIA S.A. </div><div class="t m0 xf h15 y102 ff2 fs1 fc0 sc0 ls0 ws0">destruktu asfal<span class="_ _0"></span>towego w produ<span class="_ _0"></span>kcji masy bi<span class="_ _0"></span>tumicznej. </div></div><div class="c x20 y27f w15 h32"><div class="t m0 xf h15 y280 ff2 fs1 fc0 sc0 ls0 ws0">Zasoby </div><div class="t m0 xf h15 y281 ff2 fs1 fc0 sc0 ls0 ws0">wprowad<span class="_ _0"></span>zane, </div><div class="t m0 xf h15 y260 ff2 fs1 fc0 sc0 ls0 ws0">w tym wykorz<span class="_ _0"></span>ystanie </div><div class="t m0 xf h15 y235 ff1 fs1 fc0 sc0 ls0 ws0">zasobów <span class="ff2"> </span></div><div class="t m0 xf h15 y264 ff2 fs1 fc0 sc0 ls0 ws0">i odpady </div></div><div class="c x21 y27f w16 h32"><div class="t m0 xf h15 y282 ff1 fs1 fc0 sc0 ls0 ws0">Wpływ na ograni<span class="_ _0"></span>czenie </div><div class="t m0 xf h15 y283 ff1 fs1 fc0 sc0 ls0 ws0">odpadów po<span class="_ _0"></span>przez </div><div class="t m0 xf h15 y25e ff2 fs1 fc0 sc0 ls0 ws0">wykorzystanie<span class="_ _0"></span> asfaltu z </div><div class="t m0 xf h15 y284 ff2 fs1 fc0 sc0 ls0 ws0">recyklingu  </div></div><div class="c x22 y27f w17 h32"><div class="t m0 xf h15 y260 ff2 fs1 fc0 sc0 ls0 ws0">Pozytywny </div></div><div class="c x26 y27f w18 h32"><div class="t m0 xf h15 y260 ff2 fs1 fc0 sc0 ls0 ws0">Potencjalny </div></div><div class="c x28 y27f w19 h32"><div class="t m0 xf h15 y283 ff1 fs1 fc0 sc0 ls0 ws0">Krótka + średnia </div><div class="t m0 xf h15 y25e ff1 fs1 fc0 sc0 ls0 ws0">+ długa<span class="ff2"> </span></div></div><div class="c x2a y27f w1a h32"><div class="t m0 xf h15 y283 ff1 fs1 fc0 sc0 ls0 ws0">Operacje wła<span class="_ _0"></span>sne,<span class="ff2"> </span></div><div class="t m0 xf h15 y25e ff2 fs1 fc0 sc0 ls0 ws0">Downstream </div></div><div class="c x7 y27f w1b h32"><div class="t m0 xf h15 y281 ff2 fs1 fc0 sc0 ls0 ws0">Model biznesow<span class="_ _0"></span>y i </div><div class="t m0 xf h15 y260 ff2 fs1 fc0 sc0 ls0 ws0">strategia </div><div class="t m0 xf h15 y235 ff2 fs1 fc0 sc0 ls0 ws0">biznesowa </div></div><div class="c x2d y27f w1c h32"><div class="t m0 xf h15 y280 ff1 fs1 fc0 sc0 ls0 ws0">W ramach działaln<span class="_ _0"></span>ości spółki<span class="_ _0"></span> Kobylarnia i w<span class="_ _0"></span>ytwarzania </div><div class="t m0 xf h15 y281 ff2 fs1 fc0 sc0 ls0 ws0">masy <span class="ff1">bitumicznej,<span class="_ _0"></span> możliwe<span class="ff2"> jest wp<span class="_ _0"></span>rowadzenie </span></span></div><div class="t m0 xf h15 y260 ff1 fs1 fc0 sc0 ls0 ws0">większej ilości as<span class="_ _0"></span>faltu z recy<span class="_ _0"></span>klingu, co bezpo<span class="_ _0"></span>średnio </div><div class="t m0 xf h15 y235 ff2 fs1 fc0 sc0 ls0 ws0">ogranicza odpad<span class="_ _0"></span>y  </div><div class="t m0 xf h15 y264 ff2 fs1 fc0 sc0 ls0 ws0">i wprowadza <span class="_ _0"></span>zasady cyrkularn<span class="_ _0"></span>ej.  </div></div><div class="c x20 y31 w15 h33"><div class="t m0 xf h15 y260 ff2 fs1 fc0 sc0 ls0 ws0">Odpady </div></div><div class="c x21 y31 w16 h33"><div class="t m0 xf h15 y283 ff1 fs1 fc0 sc0 ls0 ws0">Wpływ <span class="_ _d"> </span>na <span class="_ _d"> </span>generowane </div><div class="t m0 xf h15 y25e ff2 fs1 fc0 sc0 lsf ws0">odpady<span class="ls0"> </span></div></div><div class="c x22 y31 w17 h33"><div class="t m0 xf h15 y260 ff2 fs1 fc0 sc0 ls0 ws0">Negatywny </div></div><div class="c x26 y31 w18 h33"><div class="t m0 xf h15 y260 ff2 fs1 fc0 sc0 ls0 ws0">Rzeczywisty </div></div><div class="c x28 y31 w19 h33"><div class="t m0 xf h15 y283 ff1 fs1 fc0 sc0 ls0 ws0">Krótka + średnia </div><div class="t m0 xf h15 y25e ff1 fs1 fc0 sc0 ls0 ws0">+ długa<span class="ff2"> </span></div></div><div class="c x2a y31 w1a h33"><div class="t m0 xf h15 y283 ff1 fs1 fc0 sc0 ls0 ws0">Operacje wła<span class="_ _0"></span>sne,<span class="ff2"> </span></div><div class="t m0 xf h15 y25e ff2 fs1 fc0 sc0 ls0 ws0">Downstream </div></div><div class="c x7 y31 w1b h33"><div class="t m0 xf h15 y281 ff2 fs1 fc0 sc0 ls0 ws0">Model biznesow<span class="_ _0"></span>y i </div><div class="t m0 xf h15 y260 ff2 fs1 fc0 sc0 ls0 ws0">strategia </div><div class="t m0 xf h15 y235 ff2 fs1 fc0 sc0 ls0 ws0">biznesowa </div></div><div class="c x2d y31 w1c h33"><div class="t m0 xf h15 y285 ff1 fs1 fc0 sc0 ls0 ws0">Wpływ związan<span class="_ _0"></span>y z generow<span class="_ _0"></span>aniem odpa<span class="_ _0"></span>dów </div><div class="t m0 xf h15 y286 ff2 fs1 fc0 sc0 ls0 ws0">budowlanych, ta<span class="_ _0"></span>kich jak gru<span class="_ _0"></span>z, beton, me<span class="_ _0"></span>tal lub </div><div class="t m0 xf h15 y283 ff1 fs1 fc0 sc0 ls0 ws0">materiały izola<span class="_ _0"></span>cyjne. GK MIR<span class="_ _0"></span>BUD minimal<span class="_ _0"></span>izuje ten </div><div class="t m0 xf h15 y25e ff1 fs1 fc0 sc0 ls0 ws0">wpływ poprze<span class="_ _0"></span>z segregację<span class="_ _0"></span> odpadów, zwięk<span class="_ _0"></span>szanie </div><div class="t m0 xf h15 y284 ff1 fs1 fc0 sc0 ls0 ws0">poziomu recykling<span class="_ _0"></span>u oraz wdr<span class="_ _0"></span>ażanie rozwiązań<span class="_ _0"></span> </div><div class="t m0 xf h15 y287 ff1 fs1 fc0 sc0 ls0 ws0">ograniczających <span class="_ _0"></span>ilość odpad<span class="_ _0"></span>ów.<span class="ff2"> </span></div></div><div class="c x20 y288 w1d h29"><div class="t m0 xf h15 y23c ff2 fs1 fc0 sc0 ls0 ws0">ESRS S1 <span class="ff1">–</span> <span class="ff1">Własne <span class="_ _0"></span>zasoby pra<span class="_ _0"></span>cownicze<span class="ff2"> </span></span></div></div></div><div class="pi" ></div></div><div id="pf12" class="pf w12 h25" ><div class="pc pc12 w12 h25"><img class="bi x20 y0 w1e h26" alt="" 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"/><div class="c x0 y0 w14 h25"><div class="t m0 x4 h2 y22b ff1 fs0 fc0 sc0 ls0 ws0">Sprawozdanie nt. informacji niefinansowych GK MIRBUD za 2025<span class="_ _1"></span> rok<span class="ff2"> </span></div><div class="t m0 x4 h2 y22c ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hd y22d ff4 fs3 fc0 sc0 ls14 ws0">18<span class="ff5 fs8 ls0"> </span></div></div><div class="c x20 y289 w15 h32"><div class="t m0 xf h15 y260 ff2 fs1 fc0 sc0 ls0 ws0">Warunki pracy </div></div><div class="c x21 y289 w16 h32"><div class="t m0 xf h15 y282 ff1 fs1 fc0 sc0 ls0 ws0">Wpływ na </div><div class="t m0 xf h15 y25d ff1 fs1 fc0 sc0 ls0 ws0">bezpieczeństwo </div><div class="t m0 xf h15 y25e ff2 fs1 fc0 sc0 ls0 ws0">zatrudnienia  </div><div class="t m0 xf h15 y284 ff1 fs1 fc0 sc0 ls0 ws0">i adekwatna płaca<span class="_ _0"></span><span class="ff2"> </span></div></div><div class="c x22 y289 w17 h32"><div class="t m0 xf h15 y260 ff2 fs1 fc0 sc0 ls0 ws0">Pozytywny </div></div><div class="c x26 y289 w18 h32"><div class="t m0 xf h15 y260 ff2 fs1 fc0 sc0 ls0 ws0">Rzeczywisty </div></div><div class="c x28 y289 w19 h32"><div class="t m0 xf h15 y25d ff1 fs1 fc0 sc0 ls0 ws0">Krótka + średnia </div><div class="t m0 xf h15 y25e ff1 fs1 fc0 sc0 ls0 ws0">+ długa<span class="ff2"> </span></div></div><div class="c x2a y289 w1a h32"><div class="t m0 xf h15 y260 ff1 fs1 fc0 sc0 ls0 ws0">Operacje wła<span class="_ _0"></span>sne<span class="ff2"> </span></div></div><div class="c x7 y289 w1b h32"><div class="t m0 xf h15 y260 ff2 fs1 fc0 sc0 ls0 ws0">Model biznesow<span class="_ _0"></span>y  </div></div><div class="c x2d y289 w1c h32"><div class="t m0 xf h15 y28a ff1 fs1 fc0 sc0 ls0 ws0">Wpływ związan<span class="_ _0"></span>y z tworzenie<span class="_ _0"></span>m stabilnych miejs<span class="_ _0"></span>c </div><div class="t m0 xf h15 y282 ff1 fs1 fc0 sc0 ls0 ws0">pracy. Realizacja<span class="_ _0"></span> długotermino<span class="_ _0"></span>wych projektów<span class="_ _0"></span> </div><div class="t m0 xf h15 y25d ff1 fs1 fc0 sc0 ls0 ws0">infrastrukturaln<span class="_ _0"></span>ych wspiera<span class="_ _0"></span> stabilność za<span class="_ _0"></span>trudnienia i </div><div class="t m0 xf h15 y25e ff1 fs1 fc0 sc0 ls0 ws0">rozwój kompeten<span class="_ _0"></span>cji pracowników<span class="_ _0"></span>. Ponadto G<span class="_ _0"></span>K </div><div class="t m0 xf h15 y284 ff1 fs1 fc0 sc0 ls0 ws0">MIRBUD oferuje <span class="_ _0"></span>możliwości ro<span class="_ _0"></span>zwoju zawodowe<span class="_ _0"></span>go i </div><div class="t m0 xf h15 y28b ff2 fs1 fc0 sc0 ls0 ws0">awansu. </div></div><div class="c x20 y28c w15 h33"><div class="t m0 xf h15 y260 ff2 fs1 fc0 sc0 ls0 ws0">Warunki pracy </div></div><div class="c x21 y28c w16 h33"><div class="t m0 xf h15 y286 ff1 fs1 fc0 sc0 ls0 ws0">Wpływ na czas pr<span class="_ _0"></span>acy <span class="ff2"> </span></div><div class="t m0 xf h15 y28d ff1 fs1 fc0 sc0 ls0 ws0">i równowagę<span class="_ _0"></span> między </div><div class="t m0 xf h15 y25e ff1 fs1 fc0 sc0 ls0 ws0">życiem zawodo<span class="_ _0"></span>wym </div><div class="t m0 xf h15 y284 ff2 fs1 fc0 sc0 ls0 ws0">a prywatnym </div></div><div class="c x22 y28c w17 h33"><div class="t m0 xf h15 y260 ff2 fs1 fc0 sc0 ls0 ws0">Negatywny </div></div><div class="c x26 y28c w18 h33"><div class="t m0 xf h15 y260 ff2 fs1 fc0 sc0 ls0 ws0">Potencjalny </div></div><div class="c x28 y28c w19 h33"><div class="t m0 xf h15 y28d ff1 fs1 fc0 sc0 ls0 ws0">Krótka + średnia </div><div class="t m0 xf h15 y25e ff1 fs1 fc0 sc0 ls0 ws0">+ długa<span class="ff2"> </span></div></div><div class="c x2a y28c w1a h33"><div class="t m0 xf h15 y260 ff1 fs1 fc0 sc0 ls0 ws0">Operacje wła<span class="_ _0"></span>sne<span class="ff2"> </span></div></div><div class="c x7 y28c w1b h33"><div class="t m0 xf h15 y260 ff2 fs1 fc0 sc0 ls0 ws0">Model biznesow<span class="_ _0"></span>y  </div></div><div class="c x2d y28c w1c h33"><div class="t m0 xf h15 y28e ff1 fs1 fc0 sc0 ls0 ws0">Wpływ związan<span class="_ _0"></span>y z czasem pra<span class="_ _0"></span>cy, szczególnie<span class="_ _0"></span> wśród </div><div class="t m0 xf h15 y28f ff1 fs1 fc0 sc0 ls0 ws0">pracowników budo<span class="_ _0"></span>wlanych i <span class="_ _0"></span>kadry zarządzają<span class="_ _0"></span>cej </div><div class="t m0 xf h15 y290 ff1 fs1 fc0 sc0 ls0 ws0">projektami. Charak<span class="_ _0"></span>ter branży<span class="_ _0"></span> budowlanej ora<span class="_ _0"></span>z </div><div class="t m0 xf h15 y260 ff1 fs1 fc0 sc0 ls0 ws0">sezonowość pr<span class="_ _0"></span>ac mogą prowa<span class="_ _0"></span>dzić do długi<span class="_ _0"></span>ch godzin </div><div class="t m0 xf h15 y261 ff1 fs1 fc0 sc0 ls0 ws0">pracy. GK MIRBUD<span class="_ _0"></span> prze<span class="_ _0"></span>ciwdziała temu zjaw<span class="_ _0"></span>isku </div><div class="t m0 xf h15 y264 ff2 fs1 fc0 sc0 ls0 ws0">poprzez przes<span class="_ _0"></span>trzeganie <span class="ff1">przepisów<span class="_ _0"></span> dotyczących cza<span class="_ _0"></span>su </span></div><div class="t m0 xf h15 y265 ff1 fs1 fc0 sc0 ls0 ws0">pracy oraz wdra<span class="_ _0"></span>żanie standar<span class="_ _0"></span>dów BHP.<span class="ff2"> </span></div></div><div class="c x20 y291 w15 h32"><div class="t m0 xf h15 y260 ff2 fs1 fc0 sc0 ls0 ws0">Warunki pracy </div></div><div class="c x21 y291 w16 h32"><div class="t m0 xf h15 y283 ff1 fs1 fc0 sc0 ls0 ws0">Wpływ <span class="_ _22"> </span>na <span class="_ _27"> </span>standar<span class="_ _0"></span>dy </div><div class="t m0 xf h15 y25e ff2 fs1 fc0 sc0 ls0 ws0">BHP </div></div><div class="c x22 y291 w17 h32"><div class="t m0 xf h15 y260 ff2 fs1 fc0 sc0 ls0 ws0">Negatywny </div></div><div class="c x26 y291 w18 h32"><div class="t m0 xf h15 y260 ff2 fs1 fc0 sc0 ls0 ws0">Potencjalny </div></div><div class="c x28 y291 w19 h32"><div class="t m0 xf h15 y283 ff1 fs1 fc0 sc0 ls0 ws0">Krótka + średnia </div><div class="t m0 xf h15 y25e ff1 fs1 fc0 sc0 ls0 ws0">+ długa<span class="ff2"> </span></div></div><div class="c x2a y291 w1a h32"><div class="t m0 xf h15 y260 ff1 fs1 fc0 sc0 ls0 ws0">Operacje wła<span class="_ _0"></span>sne<span class="ff2"> </span></div></div><div class="c x7 y291 w1b h32"><div class="t m0 xf h15 y260 ff2 fs1 fc0 sc0 ls0 ws0">Model biznesow<span class="_ _0"></span>y </div></div><div class="c x2d y291 w1c h32"><div class="t m0 xf h15 y28a ff1 fs1 fc0 sc0 ls0 ws0">Wpływ związan<span class="_ _0"></span>y z wypadkami<span class="_ _0"></span> i urazami po<span class="_ _0"></span>dczas prac </div><div class="t m0 xf h15 y282 ff1 fs1 fc0 sc0 ls0 ws0">budowlanych. S<span class="_ _0"></span>zczególne zagro<span class="_ _0"></span>żenia dotyczą pra<span class="_ _0"></span>cy </div><div class="t m0 xf h15 y283 ff1 fs1 fc0 sc0 ls0 ws0">na wysokości i<span class="_ _0"></span> obsługi ciężkiego<span class="_ _0"></span> sprzętu.<span class="_ _0"></span> GK MIRBUD </div><div class="t m0 xf h15 y25e ff1 fs1 fc0 sc0 ls0 ws0">minimalizuje ten wpł<span class="_ _0"></span>yw m.in. popr<span class="_ _0"></span>zez szkolen<span class="_ _0"></span>ia BHP, </div><div class="t m0 xf h15 y284 ff1 fs1 fc0 sc0 ls0 ws0">zapewnienie odpo<span class="_ _0"></span>wiednich środ<span class="_ _0"></span>ków ochrony<span class="_ _0"></span> osobistej </div><div class="t m0 xf h15 y287 ff2 fs1 fc0 sc0 lsf ws0">or<span class="ff1 ls0">az kontrole warun<span class="_ _0"></span>ków pracy na<span class="_ _0"></span> budowa<span class="_ _0"></span>ch.<span class="ff2"> </span></span></div></div><div class="c x20 y152 w15 h33"><div class="t m0 xf h15 y281 ff1 fs1 fc0 sc0 ls0 ws0">Równe traktowanie </div><div class="t m0 xf h15 y260 ff2 fs1 fc0 sc0 ls0 ws0">i <span class="ff1">równość szan<span class="_ _0"></span>s dla </span></div><div class="t m0 xf h15 y235 ff2 fs1 fc0 sc0 ls0 ws0">wszystkich </div></div><div class="c x21 y152 w16 h33"><div class="t m0 xf h15 y283 ff1 fs1 fc0 sc0 ls0 ws0">Wpływ <span class="_ _b"></span>na <span class="_ _8"></span>wysokość <span class="_ _b"></span>luki </div><div class="t m0 xf h15 y25e ff1 fs1 fc0 sc0 ls0 ws0">płacowej<span class="ff2"> </span></div></div><div class="c x22 y152 w17 h33"><div class="t m0 xf h15 y260 ff2 fs1 fc0 sc0 ls0 ws0">Negatywny </div></div><div class="c x26 y152 w18 h33"><div class="t m0 xf h15 y260 ff2 fs1 fc0 sc0 ls0 ws0">Potencjalny </div></div><div class="c x28 y152 w19 h33"><div class="t m0 xf h15 y283 ff1 fs1 fc0 sc0 ls0 ws0">Krótka + średnia </div><div class="t m0 xf h15 y25e ff1 fs1 fc0 sc0 ls0 ws0">+ długa<span class="ff2"> </span></div></div><div class="c x2a y152 w1a h33"><div class="t m0 xf h15 y260 ff1 fs1 fc0 sc0 ls0 ws0">Operacje wła<span class="_ _0"></span>sne<span class="ff2"> </span></div></div><div class="c x7 y152 w1b h33"><div class="t m0 xf h15 y260 ff2 fs1 fc0 sc0 ls0 ws0">Model biznesow<span class="_ _0"></span>y </div></div><div class="c x2d y152 w1c h33"><div class="t m0 xf h15 y292 ff1 fs1 fc0 sc0 ls0 ws0">Wpływ związan<span class="_ _0"></span>y z luką płacową<span class="_ _0"></span> między kob<span class="_ _0"></span>ietami i </div><div class="t m0 xf h15 y280 ff1 fs1 fc0 sc0 ls0 ws0">mężczyznami. <span class="_ _0"></span>Branża budowlana<span class="_ _0"></span> charakteryzu<span class="_ _0"></span>je się </div><div class="t m0 xf h15 y281 ff1 fs1 fc0 sc0 ls0 ws0">tradycyjnie mniej<span class="_ _0"></span>szym udziałe<span class="_ _0"></span>m kobiet na </div><div class="t m0 xf h15 y260 ff1 fs1 fc0 sc0 ls0 ws0">stanowiskach <span class="_ _0"></span>technicznych i<span class="_ _0"></span> kierowniczych, co<span class="_ _0"></span> może </div><div class="t m0 xf h15 y235 ff1 fs1 fc0 sc0 ls0 ws0">prowadzić do nier<span class="_ _0"></span>ówności. GK<span class="_ _0"></span> MIRBUD<span class="_ _0"></span> aktywnie </div><div class="t m0 xf h15 y264 ff1 fs1 fc0 sc0 ls0 ws0">minimalizuje ten wpł<span class="_ _0"></span>y<span class="ff2">w poprzez us<span class="_ _0"></span>tanowienie celu </span></div><div class="t m0 xf h15 y265 ff1 fs1 fc0 sc0 ls0 ws0">operacyjnego dot<span class="_ _0"></span>yczącego redu<span class="_ _0"></span>kcji luki pła<span class="_ _0"></span>cowej.<span class="ff2"> </span></div></div><div class="c x20 y293 w1d h29"><div class="t m0 xf h15 y23c ff2 fs1 fc0 sc0 ls0 ws0">ESRS S<span class="ls19">2 </span><span class="ff1">–</span> <span class="_ _1"></span><span class="ff1">Osob<span class="_ _0"></span>y wykonujące pr<span class="_ _0"></span>acę w łań<span class="_ _0"></span>cuchu warto<span class="_ _0"></span>ści<span class="ff2"> </span></span></div></div><div class="c x20 y294 w15 h33"><div class="t m0 xf h15 y295 ff2 fs1 fc0 sc0 ls0 ws0">Warunki pracy </div></div><div class="c x21 y294 w16 h33"><div class="t m0 xf h15 y286 ff1 fs1 fc0 sc0 ls0 ws0">Wpływ na </div><div class="t m0 xf h15 y296 ff1 fs1 fc0 sc0 ls0 ws0">bezpieczeństwo </div><div class="t m0 xf h15 y297 ff2 fs1 fc0 sc0 ls0 ws0">zatrudnienia  </div><div class="t m0 xf h15 y284 ff1 fs1 fc0 sc0 ls0 ws0">i adekwatna płaca<span class="_ _0"></span><span class="ff2"> </span></div></div><div class="c x22 y294 w17 h33"><div class="t m0 xf h15 y295 ff2 fs1 fc0 sc0 ls0 ws0">Pozytywny </div></div><div class="c x26 y294 w18 h33"><div class="t m0 xf h15 y295 ff2 fs1 fc0 sc0 ls0 ws0">Rzeczywisty </div></div><div class="c x28 y294 w19 h33"><div class="t m0 xf h15 y296 ff1 fs1 fc0 sc0 ls0 ws0">Krótka + średnia </div><div class="t m0 xf h15 y297 ff1 fs1 fc0 sc0 ls0 ws0">+ długa<span class="ff2"> </span></div></div><div class="c x2a y294 w1a h33"><div class="t m0 xf h15 y295 ff2 fs1 fc0 sc0 ls0 ws0">Upstream </div></div><div class="c x7 y294 w1b h33"><div class="t m0 xf h15 y295 ff2 fs1 fc0 sc0 ls0 ws0">Model biznesow<span class="_ _0"></span>y </div></div><div class="c x2d y294 w1c h33"><div class="t m0 xf h15 y298 ff1 fs1 fc0 sc0 ls0 ws0">Wpływ na bezpie<span class="_ _0"></span>czeństwo<span class="_ _0"></span> zatrudnienia i ade<span class="_ _0"></span>kwatność </div><div class="t m0 xf h15 y290 ff1 fs1 fc0 sc0 ls0 ws0">wynagrodzeń w łań<span class="_ _0"></span>cuchu war<span class="_ _0"></span>tości poprzez re<span class="_ _0"></span>alizację </div><div class="t m0 xf h15 y295 ff1 fs1 fc0 sc0 ls0 ws0">długoterminowy<span class="_ _0"></span>ch projektów budo<span class="_ _0"></span>wlanych<span class="_ _0"></span> i </div><div class="t m0 xf h15 y235 ff1 fs1 fc0 sc0 ls0 ws0">infrastrukturaln<span class="_ _0"></span>ych, które<span class="_ _0"></span> generują stałe </div><div class="t m0 xf h15 y264 ff1 fs1 fc0 sc0 ls0 ws0">zapotrzebowanie na<span class="_ _0"></span> pracowni<span class="_ _0"></span>ków.<span class="ff2"> </span></div></div><div class="c x20 y299 w15 h34"><div class="t m0 xf h15 y29a ff2 fs1 fc0 sc0 ls0 ws0">Warunki pracy </div></div><div class="c x21 y299 w16 h34"><div class="t m0 xf h15 y29b ff1 fs1 fc0 sc0 ls0 ws0">Wpływ na wy<span class="_ _0"></span>stąpienie </div><div class="t m0 xf h15 y29c ff1 fs1 fc0 sc0 ls0 ws0">wypadków w<span class="_ _0"></span>śród </div><div class="t m0 xf h15 y29d ff1 fs1 fc0 sc0 ls0 ws0">pracowników <span class="ff2"> </span></div><div class="t m0 xf h15 y29e ff1 fs1 fc0 sc0 ls0 ws0">w łańcuchu war<span class="_ _0"></span>tości<span class="ff2"> </span></div></div><div class="c x22 y299 w17 h34"><div class="t m0 xf h15 y29a ff2 fs1 fc0 sc0 ls0 ws0">Negatywny </div></div><div class="c x26 y299 w18 h34"><div class="t m0 xf h15 y29a ff2 fs1 fc0 sc0 ls0 ws0">Potencjalny </div></div><div class="c x28 y299 w19 h34"><div class="t m0 xf h15 y29c ff1 fs1 fc0 sc0 ls0 ws0">Krótka + średnia </div><div class="t m0 xf h15 y29d ff1 fs1 fc0 sc0 ls0 ws0">+ długa<span class="ff2"> </span></div></div><div class="c x2a y299 w1a h34"><div class="t m0 xf h15 y29a ff2 fs1 fc0 sc0 ls0 ws0">Upstream </div></div><div class="c x7 y299 w1b h34"><div class="t m0 xf h15 y29a ff2 fs1 fc0 sc0 ls0 ws0">Model biznesow<span class="_ _0"></span>y </div></div><div class="c x2d y299 w1c h34"><div class="t m0 xf h15 y29f ff1 fs1 fc0 sc0 ls0 ws0">Wpływ związan<span class="_ _0"></span>y z BHP w łań<span class="_ _0"></span>cuchu wartości, </div><div class="t m0 xf h15 y2a0 ff1 fs1 fc0 sc0 ls0 ws0">szczególnie w<span class="_ _0"></span>śród dostawców <span class="_ _0"></span>i podwykonaw<span class="_ _0"></span>ców <span class="ff2">- </span></div><div class="t m0 xf h15 y29b ff1 fs1 fc0 sc0 ls0 ws0">branża budow<span class="_ _0"></span>lana wiąże się <span class="_ _0"></span>ze stosunkowo w<span class="_ _0"></span>ysokim </div><div class="t m0 xf h15 y29c ff1 fs1 fc0 sc0 ls0 ws0">ryzykiem wypadków<span class="_ _0"></span> przy pra<span class="_ _0"></span>cy. GK MIRBUD<span class="_ _0"></span> </div><div class="t m0 xf h15 y29d ff1 fs1 fc0 sc0 ls0 ws0">minimalizuje ten wpł<span class="_ _0"></span>yw popr<span class="_ _0"></span>zez wymaganie od<span class="_ _0"></span> </div><div class="t m0 xf h15 y29e ff1 fs1 fc0 sc0 ls0 ws0">partnerów biznesow<span class="_ _0"></span>ych prze<span class="_ _0"></span>strzega<span class="_ _0"></span>nia przepisów </div><div class="t m0 xf h15 y24e ff1 fs1 fc0 sc0 ls0 ws0">BHP oraz kontrolę w<span class="_ _0"></span>arunków<span class="_ _0"></span> pracy na placa<span class="_ _0"></span>ch </div><div class="t m0 xf h15 y102 ff2 fs1 fc0 sc0 ls0 ws0">budowy. </div></div></div><div class="pi" ></div></div><div id="pf13" class="pf w12 h25" ><div class="pc pc13 w12 h25"><img class="bi x20 y0 w1e h26" alt="" 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class="c x0 y0 w14 h25"><div class="t m0 x4 h2 y22b ff1 fs0 fc0 sc0 ls0 ws0">Sprawozdanie nt. informacji niefinansowych GK MIRBUD za 2025<span class="_ _1"></span> rok<span class="ff2"> </span></div><div class="t m0 x4 h2 y22c ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hd y22d ff4 fs3 fc0 sc0 ls14 ws0">19<span class="ff5 fs8 ls0"> </span></div></div><div class="c x20 y2a1 w1d h2f"><div class="t m0 xf h15 y267 ff2 fs1 fc0 sc0 ls0 ws0">ESRS S<span class="ls19">3 </span><span class="ff1">–</span> <span class="_ _1"></span><span class="ff1">Dotknię<span class="_ _0"></span>te społeczno<span class="_ _0"></span>ści<span class="ff2"> </span></span></div></div><div class="c x20 y2a2 w15 h2e"><div class="t m0 xf h15 y25d ff2 fs1 fc0 sc0 ls0 ws0">Ujawnienie </div><div class="t m0 xf h15 y2a3 ff2 fs1 fc0 sc0 ls0 ws0">specyficzne </div></div><div class="c x21 y2a2 w16 h2e"><div class="t m0 xf h15 y25d ff1 fs1 fc0 sc0 ls0 ws0">Wpływ na rozwó<span class="_ _0"></span>j </div><div class="t m0 xf h15 y2a3 ff2 fs1 fc0 sc0 ls0 ws0">lokalnych gospoda<span class="_ _0"></span>rek </div></div><div class="c x22 y2a2 w17 h2e"><div class="t m0 xf h15 y260 ff2 fs1 fc0 sc0 ls0 ws0">Pozytywny </div></div><div class="c x26 y2a2 w18 h2e"><div class="t m0 xf h15 y260 ff2 fs1 fc0 sc0 ls0 ws0">Rzeczywisty </div></div><div class="c x28 y2a2 w19 h2e"><div class="t m0 xf h15 y25d ff1 fs1 fc0 sc0 ls0 ws0">Krótka + średnia </div><div class="t m0 xf h15 y2a3 ff1 fs1 fc0 sc0 ls0 ws0">+ długa<span class="ff2"> </span></div></div><div class="c x2a y2a2 w1a h2e"><div class="t m0 xf h15 y260 ff2 fs1 fc0 sc0 ls0 ws0">Downstream </div></div><div class="c x7 y2a2 w1b h2e"><div class="t m0 xf h15 y260 ff2 fs1 fc0 sc0 ls0 ws0">Model biznesow<span class="_ _0"></span>y </div></div><div class="c x2d y2a2 w1c h2e"><div class="t m0 xf h15 y262 ff1 fs1 fc0 sc0 ls0 ws0">Wpływ poprzez <span class="_ _0"></span>tworzenie miej<span class="_ _0"></span>sc pracy or<span class="_ _0"></span>az realizację </div><div class="t m0 xf h15 y263 ff1 fs1 fc0 sc0 ls0 ws0">inwestycji budowlan<span class="_ _0"></span>ych, które pop<span class="_ _0"></span>rawiają<span class="_ _0"></span> jakość życia, </div><div class="t m0 xf h15 y25f ff2 fs1 fc0 sc0 ls0 ws0">takie jak osiedla <span class="_ _0"></span>mieszkaniowe, ob<span class="_ _0"></span>iekty komer<span class="_ _0"></span>cyjne i </div><div class="t m0 xf h15 y260 ff1 fs1 fc0 sc0 ls0 ws0">publiczne, a ta<span class="_ _0"></span>kże infrastru<span class="_ _0"></span>ktura drog<span class="_ _0"></span>owa. Działalnoś<span class="_ _0"></span>ć </div><div class="t m0 xf h15 y261 ff1 fs1 fc0 sc0 ls0 ws0">GK MIRBUD pr<span class="_ _0"></span>zyczynia się do<span class="_ _0"></span> rozwoju loka<span class="ff2">lnych </span></div><div class="t m0 xf h15 y2a4 ff1 fs1 fc0 sc0 ls0 ws0">gospodarek, po<span class="_ _0"></span>przez angażowa<span class="_ _0"></span>nie lokalny<span class="_ _0"></span>ch </div><div class="t m0 xf h15 y265 ff1 fs1 fc0 sc0 ls0 ws0">wykonawców i do<span class="_ _0"></span>stawców.<span class="ff2"> </span></div></div><div class="c x20 y2a5 w15 h31"><div class="t m0 xf h15 y2a6 ff2 fs1 fc0 sc0 ls0 ws0">Prawa gospodar<span class="_ _0"></span>cze, </div><div class="t m0 xf h15 y26b ff1 fs1 fc0 sc0 ls0 ws0">społeczne </div><div class="t m0 xf h15 y26c ff2 fs1 fc0 sc0 ls0 ws0">i kulturalne </div><div class="t m0 xf h15 y109 ff1 fs1 fc0 sc0 ls0 ws0">społeczności<span class="ff2"> </span></div></div><div class="c x21 y2a5 w16 h31"><div class="t m0 xf h15 y26e ff1 fs1 fc0 sc0 ls0 ws0">Wpływ na potencja<span class="_ _0"></span>lne </div><div class="t m0 xf h15 y274 ff2 fs1 fc0 sc0 ls0 ws0">utrudnienia dla </div><div class="t m0 xf h15 y26f ff1 fs1 fc0 sc0 ls0 ws0">społeczności lo<span class="_ _0"></span>kalnych<span class="ff2"> </span></div></div><div class="c x22 y2a5 w17 h31"><div class="t m0 xf h15 y274 ff2 fs1 fc0 sc0 ls0 ws0">Negatywny </div></div><div class="c x26 y2a5 w18 h31"><div class="t m0 xf h15 y274 ff2 fs1 fc0 sc0 ls0 ws0">Potencjalny </div></div><div class="c x28 y2a5 w19 h31"><div class="t m0 xf h15 y26b ff1 fs1 fc0 sc0 ls0 ws0">Krótka + średnia </div><div class="t m0 xf h15 y26c ff1 fs1 fc0 sc0 ls0 ws0">+ długa<span class="ff2"> </span></div></div><div class="c x2a y2a5 w1a h31"><div class="t m0 xf h15 y26b ff1 fs1 fc0 sc0 ls0 ws0">Operacje wła<span class="_ _0"></span>sne,<span class="ff2"> </span></div><div class="t m0 xf h15 y26c ff2 fs1 fc0 sc0 ls0 ws0">Downstream </div></div><div class="c x7 y2a5 w1b h31"><div class="t m0 xf h15 y274 ff2 fs1 fc0 sc0 ls0 ws0">Model biznesow<span class="_ _0"></span>y </div></div><div class="c x2d y2a5 w1c h31"><div class="t m0 xf h15 y2a7 ff1 fs1 fc0 sc0 ls0 ws0">Wpływ poprzez d<span class="_ _0"></span>ziałalność <span class="_ _0"></span>zakładów prod<span class="_ _0"></span>ukcyjnych i </div><div class="t m0 xf h15 y271 ff1 fs1 fc0 sc0 ls0 ws0">prace budowlan<span class="_ _0"></span>e generujące hała<span class="_ _0"></span>s, zaniec<span class="_ _0"></span>zyszczenia </div><div class="t m0 xf h15 y2a6 ff1 fs1 fc0 sc0 ls0 ws0">oraz czasowe utru<span class="_ _0"></span>dnienia dla m<span class="_ _0"></span>ieszkańców.<span class="_ _0"></span> W </div><div class="t m0 xf h15 y26b ff1 fs1 fc0 sc0 ls0 ws0">przypadku prac<span class="_ _0"></span> budowlany<span class="_ _0"></span>ch wpływ ten <span class="_ _0"></span>ma charakter<span class="_ _0"></span> </div><div class="t m0 xf h15 y26c ff2 fs1 fc0 sc0 ls0 ws0">tymczasowy. <span class="_ _0"></span>Jest on minimali<span class="_ _0"></span>zowany przez GK<span class="_ _0"></span> </div><div class="t m0 xf h15 y109 ff2 fs1 fc0 sc0 ls0 ws0">MIRBUD popr<span class="_ _0"></span>zez a<span class="ff1">ktywną komuni<span class="_ _0"></span>kację ze </span></div><div class="t m0 xf h15 y272 ff1 fs1 fc0 sc0 ls0 ws0">społecznościami <span class="_ _0"></span>lokalnymi oraz<span class="_ _0"></span> przestrzeganie </div><div class="t m0 xf h15 y102 ff1 fs1 fc0 sc0 ls0 ws0">przepisów ora<span class="_ _0"></span>z Kodeksu Et<span class="_ _0"></span>yki.<span class="ff2"> </span></div></div><div class="c x20 y2a8 w15 h33"><div class="t m0 xf h15 y2a9 ff2 fs1 fc0 sc0 ls0 ws0">Prawa gospodar<span class="_ _0"></span>cze, </div><div class="t m0 xf h15 y2aa ff1 fs1 fc0 sc0 ls0 ws0">społeczne </div><div class="t m0 xf h15 y2ab ff2 fs1 fc0 sc0 ls0 ws0">i kulturalne </div><div class="t m0 xf h15 y2ac ff1 fs1 fc0 sc0 ls0 ws0">społeczności<span class="ff2"> </span></div></div><div class="c x21 y2a8 w16 h33"><div class="t m0 xf h15 y2aa ff1 fs1 fc0 sc0 ls0 ws0">Wpływ <span class="_ _2e"> </span>na <span class="_ _29"> </span>poprawę </div><div class="t m0 xf h15 y2ab ff1 fs1 fc0 sc0 ls0 ws0">jakości infrastru<span class="_ _0"></span>ktury <span class="ff2"> </span></div></div><div class="c x22 y2a8 w17 h33"><div class="t m0 xf h15 y2ad ff2 fs1 fc0 sc0 ls0 ws0">Pozytywny </div></div><div class="c x26 y2a8 w18 h33"><div class="t m0 xf h15 y2ad ff2 fs1 fc0 sc0 ls0 ws0">Potencjalny </div></div><div class="c x28 y2a8 w19 h33"><div class="t m0 xf h15 y2aa ff1 fs1 fc0 sc0 ls0 ws0">Krótka + średnia </div><div class="t m0 xf h15 y2ab ff1 fs1 fc0 sc0 ls0 ws0">+ długa<span class="ff2"> </span></div></div><div class="c x2a y2a8 w1a h33"><div class="t m0 xf h15 y2ad ff2 fs1 fc0 sc0 ls0 ws0">Downstream </div></div><div class="c x7 y2a8 w1b h33"><div class="t m0 xf h15 y2ae ff2 fs1 fc0 sc0 ls0 ws0">Model biznesow<span class="_ _0"></span>y i </div><div class="t m0 xf h15 y2ad ff2 fs1 fc0 sc0 ls0 ws0">strategia </div><div class="t m0 xf h15 y2af ff2 fs1 fc0 sc0 ls0 ws0">biznesowa </div></div><div class="c x2d y2a8 w1c h33"><div class="t m0 xf h15 y2b0 ff1 fs1 fc0 sc0 ls0 ws0">W ramach działaln<span class="_ _0"></span>ości GK M<span class="_ _0"></span>IRBUD ma wpł<span class="_ _0"></span>yw na </div><div class="t m0 xf h15 y2a9 ff1 fs1 fc0 sc0 ls0 ws0">poprawę pa<span class="_ _0"></span>rametrów istniejącej<span class="_ _0"></span> <span class="ff2">infrastruktury </span>co może<span class="_ _0"></span> </div><div class="t m0 xf h15 y2aa ff1 fs1 fc0 sc0 ls0 ws0">prowadzić do m<span class="_ _0"></span>.in. ogranic<span class="_ _0"></span>zenia emisji hała<span class="_ _0"></span>su, </div><div class="t m0 xf h15 y2ab ff1 fs1 fc0 sc0 ls0 ws0">zwiększenia be<span class="_ _0"></span>zpieczeństwa lub<span class="_ _0"></span> zmniejszenia wibra<span class="_ _0"></span>cji </div><div class="t m0 xf h15 y2ac ff1 fs1 fc0 sc0 ls0 ws0">(w przypadku in<span class="_ _0"></span>frastruktur<span class="_ _0"></span>y kolejowe<span class="_ _0"></span>j). Zmiany te mają </div><div class="t m0 xf h15 y287 ff1 fs1 fc0 sc0 ls0 ws0">pozytywny wpł<span class="_ _0"></span>yw na społe<span class="_ _0"></span>czność lokalną.<span class="ff2"> </span></div></div><div class="c x20 y2b1 w1d h29"><div class="t m0 xf h15 y23c ff2 fs1 fc0 sc0 ls0 ws0">ESRS G1 <span class="ff1">–</span> <span class="ff1">Postępow<span class="_ _0"></span>anie w bi<span class="_ _0"></span>znesie<span class="ff2"> </span></span></div></div><div class="c x20 y2b2 w15 h32"><div class="t m0 xf h15 y260 ff2 fs1 fc0 sc0 ls0 ws0">Kultura korpor<span class="_ _0"></span>acyjna </div></div><div class="c x21 y2b2 w16 h32"><div class="t m0 xf h15 y281 ff1 fs1 fc0 sc0 ls0 ws0">Wpływ na ku<span class="ff2">l</span>turę<span class="_ _0"></span> </div><div class="t m0 xf h15 y260 ff1 fs1 fc0 sc0 ls0 ws0">korporacyjną<span class="ff2"> </span></div><div class="t m0 xf h15 y261 ff2 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x22 y2b2 w17 h32"><div class="t m0 xf h15 y260 ff2 fs1 fc0 sc0 ls0 ws0">Pozytywny </div></div><div class="c x26 y2b2 w18 h32"><div class="t m0 xf h15 y260 ff2 fs1 fc0 sc0 ls0 ws0">Rzeczywisty </div></div><div class="c x28 y2b2 w19 h32"><div class="t m0 xf h15 y25d ff1 fs1 fc0 sc0 ls0 ws0">Krótka + średnia </div><div class="t m0 xf h15 y25e ff1 fs1 fc0 sc0 ls0 ws0">+ długa<span class="ff2"> </span></div></div><div class="c x2a y2b2 w1a h32"><div class="t m0 xf h15 y25d ff1 fs1 fc0 sc0 ls0 ws0">Operacje wła<span class="_ _0"></span>sne,<span class="ff2"> </span></div><div class="t m0 xf h15 y25e ff2 fs1 fc0 sc0 ls0 ws0">Downstream </div></div><div class="c x7 y2b2 w1b h32"><div class="t m0 xf h15 y260 ff2 fs1 fc0 sc0 ls0 ws0">Model biznesow<span class="_ _0"></span>y </div></div><div class="c x2d y2b2 w1c h32"><div class="t m0 xf h15 y262 ff1 fs1 fc0 sc0 ls0 ws0">Wpływ poprzez pro<span class="_ _0"></span>mowanie w<span class="_ _0"></span>artości taki<span class="_ _0"></span>ch jak </div><div class="t m0 xf h15 y263 ff1 fs1 fc0 sc0 ls0 ws0">odpowiedzialnoś<span class="_ _0"></span>ć, bezpieczeń<span class="_ _0"></span>stwo i innowacyjno<span class="_ _0"></span>ść </div><div class="t m0 xf h15 y281 ff1 fs1 fc0 sc0 ls0 ws0">wśród pracowników<span class="_ _0"></span>, współpr<span class="_ _0"></span>acowników i<span class="_ _0"></span> partnerów </div><div class="t m0 xf h15 y260 ff1 fs1 fc0 sc0 ls0 ws0">GK MIRBUD. Nor<span class="_ _0"></span>my grupowe<span class="_ _0"></span>, takie jak wspó<span class="_ _0"></span>łpraca, </div><div class="t m0 xf h15 y261 ff1 fs1 fc0 sc0 ls0 ws0">przejrzystość i <span class="_ _0"></span>szacunek kszta<span class="_ _0"></span>łtują środowis<span class="_ _0"></span>ko </div><div class="t m0 xf h15 y264 ff1 fs1 fc0 sc0 ls0 ws0">sprzyjające efe<span class="_ _0"></span>ktywnej współprac<span class="_ _0"></span>y i osiąganiu </div><div class="t m0 xf h15 y265 ff1 fs1 fc0 sc0 ls0 ws0">wspólnych celów.<span class="ff2"> </span></div></div><div class="c x20 y1e0 w15 h33"><div class="t m0 xf h15 y260 ff2 fs1 fc0 sc0 ls0 ws0">Kultura korpor<span class="_ _0"></span>acyjna </div></div><div class="c x21 y1e0 w16 h33"><div class="t m0 xf h15 y283 ff1 fs1 fc0 sc0 ls0 ws0">Wpływ <span class="_ _18"> </span>na <span class="_ _e"> </span>z<span class="_ _1"></span>arządzan<span class="_ _0"></span>ie </div><div class="t m0 xf h15 y25e ff2 fs1 fc0 sc0 ls0 ws0">ryzykami ESG<span class="_ _0"></span> </div></div><div class="c x22 y1e0 w17 h33"><div class="t m0 xf h15 y260 ff2 fs1 fc0 sc0 ls0 ws0">Pozytywny </div></div><div class="c x26 y1e0 w18 h33"><div class="t m0 xf h15 y260 ff2 fs1 fc0 sc0 ls0 ws0">Potencjalny </div></div><div class="c x28 y1e0 w19 h33"><div class="t m0 xf h15 y283 ff1 fs1 fc0 sc0 ls0 ws0">Krótka + średnia </div><div class="t m0 xf h15 y25e ff1 fs1 fc0 sc0 ls0 ws0">+ długa<span class="ff2"> </span></div></div><div class="c x2a y1e0 w1a h33"><div class="t m0 xf h15 y281 ff2 fs1 fc0 sc0 ls0 ws0">Upstream, </div><div class="t m0 xf h15 y260 ff1 fs1 fc0 sc0 ls0 ws0">Operacje wła<span class="_ _0"></span>sne,<span class="ff2"> </span></div><div class="t m0 xf h15 y235 ff2 fs1 fc0 sc0 ls0 ws0">Downstream </div></div><div class="c x7 y1e0 w1b h33"><div class="t m0 xf h15 y260 ff2 fs1 fc0 sc0 ls0 ws0">Model biznesow<span class="_ _0"></span>y </div></div><div class="c x2d y1e0 w1c h33"><div class="t m0 xf h15 y280 ff1 fs1 fc0 sc0 ls0 ws0">Grupa MIRBUD<span class="_ _0"></span> ma wpływ na<span class="_ _0"></span> to czy posiada<span class="_ _0"></span> wdrożony </div><div class="t m0 xf h15 y281 ff1 fs1 fc0 sc0 ls0 ws0">system zarząd<span class="_ _0"></span>zania ryzykami<span class="_ _0"></span> i szansami<span class="_ _0"></span> związanych </div><div class="t m0 xf h15 y260 ff1 fs1 fc0 sc0 ls0 ws0">ze zrównowa<span class="_ _0"></span>żonym rozwoje<span class="_ _0"></span>m oraz w jaki <span class="_ _0"></span>sposób </div><div class="t m0 xf h15 y235 ff1 fs1 fc0 sc0 ls0 ws0">zarządza i moni<span class="_ _0"></span>toruje te ryzy<span class="_ _0"></span>ka i szansa<span class="_ _0"></span>, w tym ryzyk </div><div class="t m0 xf h15 y264 ff1 fs1 fc0 sc0 ls0 ws0">związanych <span class="_ _0"></span>z korupcją i łapown<span class="_ _0"></span>ictwem.<span class="ff2"> </span></div></div></div><div class="pi" ></div></div><div id="pf14" class="pf w12 h25" ><div class="pc pc14 w12 h25"><img class="bi x4 y0 w1f h26" alt="" 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class="c x0 y0 w14 h25"><div class="t m0 x4 h2 y22b ff1 fs0 fc0 sc0 ls0 ws0">Sprawozdanie nt. informacji niefinansowych GK MIRBUD za 2025<span class="_ _1"></span> rok<span class="ff2"> </span></div><div class="t m0 x4 h2 y22c ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hd y22d ff4 fs3 fc0 sc0 ls1a ws0">20<span class="ff5 fs8 ls0"> </span></div></div><div class="c x20 y289 w15 h32"><div class="t m0 xf h15 y282 ff1 fs1 fc0 sc0 ls0 ws0">Zarządzanie </div><div class="t m0 xf h15 y25d ff2 fs1 fc0 sc0 ls0 ws0">relacjami </div><div class="t m0 xf h15 y25e ff2 fs1 fc0 sc0 ls0 ws0">z dostawcami<span class="_ _0"></span>, w tym </div><div class="t m0 xf h15 y284 ff1 fs1 fc0 sc0 ls0 ws0">praktyki płatnic<span class="_ _0"></span>ze<span class="ff2"> </span></div></div><div class="c x21 y289 w16 h32"><div class="t m0 xf h15 y25d ff1 fs1 fc0 sc0 ls0 ws0">Wpływ na stosun<span class="_ _0"></span>ki z </div><div class="t m0 xf h15 y25e ff2 fs1 fc0 sc0 ls0 ws0">dostawcami </div></div><div class="c x22 y289 w17 h32"><div class="t m0 xf h15 y260 ff2 fs1 fc0 sc0 ls0 ws0">Pozytywny </div></div><div class="c x26 y289 w18 h32"><div class="t m0 xf h15 y260 ff2 fs1 fc0 sc0 ls0 ws0">Rzeczywisty </div></div><div class="c x28 y289 w19 h32"><div class="t m0 xf h15 y25d ff1 fs1 fc0 sc0 ls0 ws0">Krótka + średnia </div><div class="t m0 xf h15 y25e ff1 fs1 fc0 sc0 ls0 ws0">+ długa<span class="ff2"> </span></div></div><div class="c x2a y289 w1a h32"><div class="t m0 xf h15 y25d ff1 fs1 fc0 sc0 ls0 ws0">Operacje wła<span class="_ _0"></span>sne,<span class="ff2"> </span></div><div class="t m0 xf h15 y25e ff2 fs1 fc0 sc0 ls0 ws0">Downstream </div></div><div class="c x7 y289 w1b h32"><div class="t m0 xf h15 y260 ff2 fs1 fc0 sc0 ls0 ws0">Model biznesow<span class="_ _0"></span>y </div></div><div class="c x2d y289 w1c h32"><div class="t m0 xf h15 y28a ff1 fs1 fc0 sc0 ls0 ws0">Wpływ poprzez u<span class="_ _0"></span>trzymywanie dług<span class="_ _0"></span>oterminow<span class="_ _0"></span>ych i </div><div class="t m0 xf h15 y282 ff1 fs1 fc0 sc0 ls0 ws0">transparentnych rela<span class="_ _0"></span>cji z dostaw<span class="_ _0"></span>cami, kierują<span class="_ _0"></span>c się </div><div class="t m0 xf h15 y25d ff1 fs1 fc0 sc0 ls0 ws0">zasadami etyki<span class="_ _0"></span> i uczciwości.<span class="_ _0"></span> GK MIRBUD <span class="_ _0"></span>zapewnia </div><div class="t m0 xf h15 y25e ff1 fs1 fc0 sc0 ls0 ws0">stabilność łań<span class="_ _0"></span>cucha dostaw po<span class="_ _0"></span>przez dywer<span class="_ _0"></span>syfikację </div><div class="t m0 xf h15 y284 ff1 fs1 fc0 sc0 ls0 ws0">dostawców, odpo<span class="_ _0"></span>wiedzialne pra<span class="_ _0"></span>ktyki płatnic<span class="_ _0"></span>ze oraz </div><div class="t m0 xf h15 y28b ff1 fs1 fc0 sc0 ls0 ws0">dzięki ścisłej wspó<span class="_ _0"></span>łpracy z podwy<span class="_ _0"></span>konawcami.<span class="ff2"> </span></div></div><div class="c x0 y0 w14 h25"><div class="t m0 x4 h35 y2b3 ffe fsa fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h6 y2b4 ff1 fs3 fc0 sc0 ls0 ws0">Poniżej <span class="_ _9"></span>opisano <span class="_ _9"></span>istotne <span class="_ _9"></span>ryzy<span class="_ _1"></span>ka <span class="_ _9"></span>i <span class="_ _9"></span>szanse <span class="_ _9"> </span><span class="ff2">zidentyf<span class="_ _1"></span>ikowane <span class="_ _9"></span>w <span class="_ _9"></span>ramach <span class="_ _9"></span>badania <span class="_ _9"> </span></span>ist<span class="_ _1"></span>otności. <span class="_ _9"></span>Zestaw<span class="_ _1"></span>ienie <span class="_ _9"></span>nie <span class="_ _9"></span>uwzględnia <span class="_ _9"> </span>ryz<span class="_ _1"></span>yk <span class="_ _9"></span>i <span class="_ _9"></span>szans <span class="_ _9"></span>związanych <span class="_ _9"></span>ze <span class="_ _9"></span>zmianami </div><div class="t m0 x4 h6 yc7 ff1 fs3 fc0 sc0 ls0 ws0">klimatu, <span class="_ _b"></span>k<span class="_ _1"></span>tóre <span class="_ _9"></span>zostały <span class="_ _9"></span>opisane <span class="_ _b"></span>w <span class="_ _9"></span>ujawnieniu<span class="_ _1"></span> <span class="_ _b"></span>E<span class="_ _1"></span>SRS <span class="_ _b"></span>E<span class="_ _1"></span>1 <span class="_ _b"></span>SBM<span class="_ _1"></span><span class="ff2">-3.<span class="_ _1"></span> <span class="_ _b"></span>W <span class="_ _9"> </span>2025 <span class="_ _9"></span></span>roku <span class="_ _9"></span>nie <span class="_ _9"></span>wystąpiły <span class="_ _9"></span>bieżące<span class="_ _1"></span><span class="ff2"> <span class="_ _b"></span></span>ef<span class="_ _1"></span>ekty <span class="_ _b"></span>fi<span class="_ _1"></span>nansowe <span class="_ _9"></span>związane <span class="_ _b"></span>z<span class="_ _1"></span> <span class="_ _9"></span>niżej <span class="_ _9"></span>opisanymi <span class="_ _b"></span>ryz<span class="_ _1"></span>ykami <span class="_ _9"></span>i </div><div class="t m0 x4 h6 y2b5 ff2 fs3 fc0 sc0 ls0 ws0">szansami. </div><div class="t m0 x4 h35 y2b6 ffe fsa fc0 sc0 ls0 ws0"> </div></div><div class="c x4 y2b7 w20 h36"><div class="t m0 x2f h28 y2b8 ff3 fs0 fc0 sc0 ls0 ws0">Zagadnienie ESG </div></div><div class="c x30 y2b7 w21 h36"><div class="t m0 x1e h28 y2b8 ff3 fs0 fc0 sc0 ls0 ws0">Nazwa ryzyka / szansy  </div></div><div class="c x31 y2b7 w22 h36"><div class="t m0 x32 h28 y2b8 ff3 fs0 fc0 sc0 ls0 ws0">Opis ryzyka / szansy </div></div><div class="c x4 y2b9 w23 h29"><div class="t m0 xf h15 y23c ff2 fs1 fc0 sc0 ls0 ws0">ESRS E5 <span class="ff1">–</span> <span class="ff1">Gospod<span class="_ _0"></span>arka o obiegu<span class="_ _0"></span> zamkniętym<span class="ff2"> </span></span></div></div><div class="c x4 y2ba w20 h37"><div class="t m0 xf h15 y27e ff2 fs1 fc0 sc0 ls0 ws0">Zasoby wprowa<span class="_ _0"></span>dzane,  </div><div class="t m0 xf h15 y2bb ff2 fs1 fc0 sc0 ls0 ws0">w <span class="ff1">tym wykorzystan<span class="_ _0"></span>ie zasobów<span class="ff2"> </span></span></div></div><div class="c x30 y2ba w21 h37"><div class="t m0 xf h15 y24d ff1 fs1 fc0 sc0 ls0 ws0">Ryzyko związane <span class="_ _0"></span>z </div><div class="t m0 xf h15 y109 ff1 fs1 fc0 sc0 ls0 ws0">dostępnością i <span class="_ _0"></span>cenami </div><div class="t m0 xf h15 y272 ff1 fs1 fc0 sc0 ls0 ws0">surowców naturaln<span class="_ _0"></span>ych<span class="ff2"> </span></div></div><div class="c x31 y2ba w22 h37"><div class="t m0 xf h15 y27c ff1 fs1 fc0 sc0 ls0 ws0">Wzrost cen lub<span class="_ _0"></span> ograniczona do<span class="_ _0"></span>stępno<span class="_ _0"></span>ść surowców, taki<span class="_ _0"></span>ch jak piasek<span class="_ _0"></span>, kruszywa, <span class="_ _0"></span>cement, żelazo i<span class="_ _0"></span> węgiel, w<span class="_ _0"></span>ykorzystywany<span class="_ _0"></span>ch do pro<span class="_ _1"></span><span class="ff2">dukcji </span></div><div class="t m0 xf h15 y24d ff1 fs1 fc0 sc0 ls0 ws0">betonu, stali <span class="_ _0"></span>czy bitumu, mogą<span class="_ _0"></span> wynikać z degra<span class="_ _0"></span>dacji środowi<span class="_ _0"></span>ska, rosn<span class="_ _0"></span>ącego zapotrzebo<span class="_ _0"></span>wania i trudno<span class="_ _0"></span>ści w dostępie do<span class="_ _0"></span> złóż. Po<span class="_ _1"></span><span class="ff2">nadto, </span></div><div class="t m0 xf h15 y109 ff1 fs1 fc0 sc0 ls0 ws0">przejście na gospo<span class="_ _0"></span>darkę o obieg<span class="_ _0"></span>u zamkniętym<span class="_ _0"></span>, które wymag<span class="_ _0"></span>a recyklin<span class="_ _0"></span>gu surowców, mo<span class="_ _0"></span>że wiązać <span class="_ _0"></span>się z wyzwaniami <span class="_ _0"></span>związanymi <span class="_ _0"></span>z </div><div class="t m0 xf h15 y272 ff1 fs1 fc0 sc0 ls0 ws0">technologią i in<span class="_ _0"></span>frastrukturą do<span class="_ _0"></span> odzyskiwania mater<span class="_ _0"></span>iałów. Ogran<span class="_ _0"></span>iczona dostępno<span class="_ _0"></span>ść suro<span class="_ _0"></span>wców oraz rosn<span class="_ _0"></span>ące ich ceny mogą<span class="_ _0"></span> prowa<span class="_ _0"></span>dzić<span class="_ _1"></span><span class="ff2"> <span class="lsf">do</span> </span></div><div class="t m0 xf h15 y102 ff1 fs1 fc0 sc0 ls0 ws0">opóźnień w reali<span class="_ _0"></span>zacji projektów,<span class="_ _0"></span> a także koniec<span class="_ _0"></span>zności poszu<span class="_ _0"></span>kiwania altern<span class="_ _0"></span>atywnych ma<span class="_ _0"></span>teriałów.<span class="ff2"> </span></div></div><div class="c x4 y2bc w23 h29"><div class="t m0 xf h15 y23c ff2 fs1 fc0 sc0 ls0 ws0">ESRS S1 <span class="ff1">–</span> <span class="ff1">Własne <span class="_ _0"></span>zasoby pra<span class="_ _0"></span>cownicze<span class="ff2"> </span></span></div></div><div class="c x4 y2bd w20 h38"><div class="t m0 xf h15 y2bb ff2 fs1 fc0 sc0 ls0 ws0">Warunki pracy </div></div><div class="c x30 y2bd w21 h38"><div class="t m0 xf h15 y26c ff1 fs1 fc0 sc0 ls0 ws0">Ryzyko wystąpien<span class="_ _0"></span>ia </div><div class="t m0 xf h15 y109 ff1 fs1 fc0 sc0 ls0 ws0">wypadków pr<span class="_ _0"></span>zy pracy i </div><div class="t m0 xf h15 y272 ff1 fs1 fc0 sc0 ls0 ws0">naruszenia BHP<span class="_ _0"></span> związane z </div><div class="t m0 xf h15 y102 ff1 fs1 fc0 sc0 ls0 ws0">działalnością Gru<span class="_ _0"></span>py<span class="ff2"> </span></div></div><div class="c x31 y2bd w22 h38"><div class="t m0 xf h15 y109 ff1 fs1 fc0 sc0 ls0 ws0">Wystąpienie w<span class="_ _0"></span>ypadków prz<span class="_ _0"></span>y pracy lub narus<span class="_ _0"></span>zeń przepisów<span class="_ _0"></span> BHP moż<span class="_ _0"></span>e prowadzić do <span class="_ _0"></span>zwiększenia kos<span class="_ _0"></span>ztów związany<span class="_ _0"></span>ch z leczeniem<span class="_ _0"></span> </div><div class="t m0 xf h15 y272 ff1 fs1 fc0 sc0 ls0 ws0">poszkodowany<span class="_ _0"></span>ch pracowników<span class="_ _0"></span>, wypłatami od<span class="_ _0"></span>szkodowań, a<span class="_ _0"></span> także do kar <span class="_ _0"></span>finansowy<span class="_ _0"></span>ch wynikających<span class="_ _0"></span> z nieprzes<span class="_ _0"></span>trzegania pr<span class="_ _0"></span>zepisów.<span class="_ _1"></span><span class="ff2"> </span></div></div><div class="c x4 y2be w23 h39"><div class="t m0 xf h15 y2bf ff2 fs1 fc0 sc0 ls0 ws0">ESRS G1 <span class="ff1">–</span> <span class="ff1">Postępow<span class="_ _0"></span>anie w bi<span class="_ _0"></span>znesie<span class="ff2"> </span></span></div></div><div class="c x4 y2c0 w20 h3a"><div class="t m0 xf h15 y109 ff2 fs1 fc0 sc0 ls0 ws0">Ujawnienie spe<span class="_ _0"></span>cyficzne </div></div><div class="c x30 y2c0 w21 h3a"><div class="t m0 xf h15 y275 ff1 fs1 fc0 sc0 ls0 ws0">Ryzyko związane <span class="_ _0"></span>ze </div><div class="t m0 xf h15 y26c ff1 fs1 fc0 sc0 ls0 ws0">wzrostem kosz<span class="_ _0"></span>tów </div><div class="t m0 xf h15 y109 ff1 fs1 fc0 sc0 ls0 ws0">operacyjnych<span class="_ _0"></span> związanych z<span class="_ _0"></span> </div><div class="t m0 xf h15 y24e ff1 fs1 fc0 sc0 ls0 ws0">przystosowaniem <span class="_ _0"></span>się do </div><div class="t m0 xf h15 y102 ff1 fs1 fc0 sc0 ls0 ws0">wysokich standa<span class="_ _0"></span>rdów ESG<span class="ff2"> </span></div></div><div class="c x31 y2c0 w22 h3a"><div class="t m0 xf h15 y26c ff1 fs1 fc0 sc0 ls0 ws0">Spełnienie nowych<span class="_ _0"></span> wymagań<span class="_ _0"></span> prawnych zwią<span class="_ _0"></span>zanych ze zrów<span class="_ _0"></span>noważon<span class="_ _0"></span>ym rozwojem pr<span class="_ _0"></span>owadzi potrzeb<span class="_ _0"></span>y zwiększenia <span class="_ _0"></span>zasobów ludz<span class="_ _0"></span>kich, </div><div class="t m0 xf h15 y109 ff1 fs1 fc0 sc0 ls0 ws0">czasowych i <span class="_ _0"></span>co za tym idzie<span class="_ _0"></span> generuje doda<span class="_ _0"></span>tkowe wydatki<span class="_ _0"></span>. Potencjaln<span class="_ _0"></span>e niespełnienie<span class="_ _0"></span> tych standard<span class="_ _0"></span>ów, może skut<span class="_ _0"></span>kować nałożenie<span class="_ _0"></span>m <span class="_ _1"></span><span class="ff2 lsf">na </span></div><div class="t m0 xf h15 y24e ff1 fs1 fc0 sc0 ls0 ws0">Grupę kar lub ew<span class="_ _0"></span>entualną utra<span class="_ _0"></span>tą przetargów<span class="_ _0"></span>. <span class="ff2"> </span></div></div><div class="c x4 y2c1 w20 h3b"><div class="t m0 xf h15 y2c2 ff1 fs1 fc0 sc0 ls0 ws0">Zarządzanie re<span class="_ _0"></span>lacjami </div><div class="t m0 xf h15 y2c3 ff2 fs1 fc0 sc0 ls0 ws0">z dostawcami<span class="_ _0"></span>, w tym praktyki </div><div class="t m0 xf h15 y2c4 ff1 fs1 fc0 sc0 ls0 ws0">płatnicze<span class="ff2"> </span></div></div><div class="c x30 y2c1 w21 h3b"><div class="t m0 xf h15 y2c2 ff1 fs1 fc0 sc0 ls0 ws0">Szansa związana<span class="_ _0"></span> z </div><div class="t m0 xf h15 y2c3 ff2 fs1 fc0 sc0 ls0 ws0">zaufaniem i silny<span class="_ _0"></span>mi relacjami </div><div class="t m0 xf h15 y2c4 ff2 fs1 fc0 sc0 ls0 ws0">z partnerami bi<span class="_ _0"></span>znesowymi </div></div><div class="c x31 y2c1 w22 h3b"><div class="t m0 xf h15 y29d ff1 fs1 fc0 sc0 ls0 ws0">Budowanie i u<span class="_ _0"></span>trzymywanie siln<span class="_ _0"></span>ych, długoterm<span class="_ _0"></span>inowych rela<span class="_ _0"></span>cji z partne<span class="_ _0"></span>rami biznesowymi<span class="_ _0"></span>, w tym dostaw<span class="_ _0"></span>cami i podw<span class="_ _0"></span>ykonawcami<span class="_ _0"></span>, może </div><div class="t m0 xf h15 y29e ff1 fs1 fc0 sc0 ls0 ws0">prowadzić do lep<span class="_ _0"></span>szych waru<span class="_ _0"></span>nków współpra<span class="_ _0"></span>cy, terminowo<span class="_ _0"></span>ści dostaw o<span class="_ _0"></span>raz optymaliza<span class="_ _0"></span>cji kosztów. Wza<span class="_ _0"></span>jemne zaufanie i<span class="_ _0"></span> transparen<span class="_ _0"></span>tnoś<span class="_ _1"></span><span class="ls3">ć </span></div><div class="t m0 xf h15 y2c5 ff2 fs1 fc0 sc0 ls0 ws0">sprz<span class="ff1">yjają skute<span class="_ _0"></span>cznej realizacj<span class="_ _0"></span>i projektów ora<span class="_ _0"></span>z wspólnemu ro<span class="_ _0"></span>związyw<span class="_ _0"></span>aniu problemów<span class="_ _0"></span>, co może poz<span class="_ _0"></span>ytywnie wpłyną<span class="_ _0"></span>ć na wyni<span class="_ _0"></span>ki finansowe </span></div><div class="t m0 xf h15 y2c6 ff2 fs1 fc0 sc0 ls0 ws0">firmy. </div></div><div class="c x0 y0 w14 h25"><div class="t m0 x4 h35 y4f ffe fsa fc0 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf15" class="pf w5 hc" ><div class="pc pc15 w5 hc"><img class="bi x0 y0 w6 h1" alt="" src="data:image/png;base64,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class="c x0 y0 w7 hc"><div class="t m0 x4 h2 ye ff1 fs0 fc0 sc0 ls0 ws0">Sprawozdanie nt. informacji niefinansowych GK MIRBUD za 2025<span class="_ _1"></span> rok<span class="ff2"> </span></div><div class="t m0 x4 h2 yf ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hd y10 ff4 fs3 fc0 sc0 ls1a ws0">21<span class="ff5 fs8 ls0"> </span></div><div class="t m0 x4 h12 y2c7 ff6 fsb fc0 sc0 lsa ws0">IRO<span class="ls0">-1 Opis procesó<span class="_ _1"></span>w służących do ide<span class="_ _1"></span>ntyfikacji i oceny is<span class="_ _1"></span>totnych </span></div><div class="t m0 x4 h12 y2c8 ff6 fsb fc0 sc0 ls0 ws0">wpływów, istotnych<span class="_ _1"></span> ryzyk i istotnych s<span class="_ _1"></span>zans<span class="ff3"> </span></div><div class="t m0 x4 h3c y2c9 ff3 fs8 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h3c y2ca ff6 fs8 fc0 sc0 ls0 ws0">Badanie istotności <span class="ff3 fsa fc4"> </span></div><div class="t m0 x4 h6 y2cb ff1 fs3 fc0 sc0 ls0 ws0">Grupa <span class="_ _8"></span>Kapitał<span class="_ _1"></span>owa <span class="_ _8"></span>MIRB<span class="_ _1"></span>UD <span class="_ _8"></span>w <span class="_ _b"></span>roku <span class="_ _b"></span>2023 <span class="_ _8"></span>przeprowa<span class="_ _1"></span>dziła <span class="_ _8"></span>kom<span class="_ _1"></span>pleksowe <span class="_ _b"></span>badanie <span class="_ _b"></span>istotności<span class="_ _1"></span><span class="ff2">, <span class="_ _b"></span>opisane <span class="_ _8"></span>w<span class="_ _1"></span> </span></div><div class="t m0 x4 h6 y2cc ff2 fs3 fc0 sc0 ls0 ws0">Sprawozdaniu <span class="_ _8"></span>Grupy <span class="_ _8"></span>MIRBUD<span class="_ _1"></span> <span class="_ _1"></span>na <span class="_ _8"></span>Temat <span class="_ _8"></span>Informacj<span class="_ _1"></span>i <span class="_ _1"></span>Niefinansowyc<span class="_ _1"></span>h <span class="_ _1"></span>za <span class="_ _b"></span>rok <span class="_ _1"></span>20<span class="_ _1"></span>24. <span class="_ _8"></span>W <span class="_ _1"></span>20<span class="_ _1"></span>25 <span class="_ _1"></span>roku <span class="_ _8"></span>Grupa<span class="_ _1"></span> </div><div class="t m0 x4 h6 y2cd ff2 fs3 fc0 sc0 ls0 ws0">MIRBUD <span class="_ _19"> </span><span class="ff1">przeprowadziła <span class="_ _19"> </span>aktualizację <span class="_ _19"> </span>badania <span class="_ _1d"> </span>z<span class="_ _1"></span> <span class="_ _19"> </span>wykorzystaniem <span class="_ _19"> </span>MAX <span class="_ _19"> </span>5 <span class="_ _19"> </span>–</span> <span class="_ _19"> </span>MATERIALITY<span class="_ _1"></span> </div><div class="t m0 x4 h6 y2ce ff1 fs3 fc0 sc0 ls0 ws0">ASSESSMENT <span class="_ _b"></span>MATRIX. <span class="_ _b"></span>Metodyka <span class="_ _8"></span>zosta<span class="_ _1"></span>ła <span class="_ _8"></span>dostosowana<span class="_ _1"></span> <span class="_ _1"></span>do<span class="_ _1"></span> <span class="_ _8"></span>wymogów <span class="_ _b"></span>oceny <span class="_ _8"></span>is<span class="_ _1"></span>totności <span class="_ _1"></span>z<span class="_ _1"></span>awartych <span class="_ _b"></span>w </div><div class="t m0 x4 h6 y2cf ff1 fs3 fc0 sc0 ls0 ws0">standardach <span class="_ _8"></span>ESRS, <span class="_ _1"></span>wpro<span class="_ _1"></span>wadzonych <span class="_ _1"></span>R<span class="_ _1"></span>ozporządzenie<span class="_ _1"></span>m <span class="_ _1"></span>Delegow<span class="_ _1"></span>anym <span class="_ _1"></span>Komisji<span class="_ _1"></span> <span class="_ _1"></span>(UE) <span class="_ _1"></span>2023/27<span class="_ _1"></span>72 <span class="_ _1"></span>z <span class="_ _1"></span>dn<span class="_ _1"></span>ia </div><div class="t m0 x4 h6 y2d0 ff2 fs3 fc0 sc0 ls0 ws0">31 <span class="_ _a"> </span>l<span class="ff1">ipca <span class="_ _9"> </span>2<span class="_ _1"></span>023 <span class="_ _a"> </span>r. <span class="_ _a"> </span>W <span class="_ _9"></span>szc<span class="_ _1"></span>zególności <span class="_ _a"> </span>metodyka <span class="_ _a"> </span>uwzględniła <span class="_ _a"> </span>wymogi <span class="_ _a"> </span>określon<span class="_ _1"></span></span>e <span class="_ _a"> </span>w <span class="_ _a"> </span>rozdziale <span class="_ _a"> </span>3 <span class="_ _a"> </span>ESRS <span class="_ _a"> </span>1. </div><div class="t m0 x4 h6 y2d1 ff1 fs3 fc0 sc0 ls0 ws0">Ponadto <span class="_ _a"> </span>w <span class="_ _9"> </span>m<span class="_ _1"></span>etodyce <span class="_ _a"> </span>wzięto <span class="_ _9"> </span>p<span class="_ _1"></span>od <span class="_ _a"> </span>uwagę <span class="_ _9"> </span>ws<span class="_ _1"></span>kazówki <span class="_ _a"> </span>zawarte <span class="_ _a"> </span>w <span class="_ _9"> </span>wy<span class="_ _1"></span>tycznych <span class="_ _a"> </span>wdrożeniowych <span class="_ _a"> </span>EFRAG </div><div class="t m0 x4 h6 y2d2 ff2 fs3 fc0 sc0 ls0 ws0">(Implementation Gui<span class="_ _1"></span>dance EFRAG IG<span class="_ _1"></span>1 Materiality Ass<span class="_ _1"></span>essment) wydanyc<span class="_ _1"></span>h w maju 2024 r.<span class="_ _8"></span> </div><div class="t m0 x4 h6 y2d3 ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h6 y2d4 ff1 fs3 fc0 sc0 ls0 ws0">Metodyka <span class="_ _1"></span>badania <span class="_ _1"></span>op<span class="_ _1"></span>iera <span class="_ _1"></span>się <span class="_ _1"></span>na <span class="_ _1"></span>analizie <span class="_ _1"></span>matry<span class="_ _1"></span>cowej <span class="_ _1"></span>wyników <span class="_ _1"></span>oceny <span class="_ _8"></span>poszczegól<span class="_ _1"></span>nych <span class="_ _1"></span>wpływów <span class="_ _1"></span>ryzy<span class="_ _1"></span>k <span class="_ _1"></span>i </div><div class="t m0 x4 h6 y2d5 ff1 fs3 fc0 sc0 ls0 ws0">szans <span class="_ _a"> </span>z<span class="_ _1"></span> <span class="_ _a"> </span>perspektywy<span class="_ _1"></span> <span class="_ _a"> </span>istot<span class="_ _1"></span>ności <span class="_ _a"> </span>w<span class="_ _1"></span>pływu <span class="_ _a"> </span>i <span class="_ _10"> </span>istotności <span class="_ _a"> </span>f<span class="_ _1"></span>inansowej. <span class="_ _10"> </span>Przedmiotem <span class="_ _a"> </span>b<span class="_ _1"></span>adania <span class="_ _a"> </span>były<span class="_ _1"></span> <span class="_ _a"> </span>wp<span class="_ _1"></span>ływy, </div><div class="t m0 x4 h6 y2d6 ff1 fs3 fc0 sc0 ls0 ws0">ryzyka i szanse związane z wszystkimi 90 zagadnienia<span class="_ _1"></span>mi zrównoważ<span class="_ _1"></span>onego<span class="_ _1"></span> rozwoju uwzględnionymi w </div><div class="t m0 x4 h6 y2d7 ff2 fs3 fc0 sc0 ls0 ws0">tabeli zawartej w AR1<span class="_ _1"></span>6 ESRS 1.<span class="_ _1"></span> </div><div class="t m0 x4 h6 y2d8 ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h6 y2d9 ff1 fs3 fc0 sc0 ls0 ws0">W badaniu wykorz<span class="_ _1"></span>ystano następujące źród<span class="_ _1"></span>ła informacji: <span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x6 h6 y2da ff9 fs3 fc0 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _c"> </span>analiza informacji na te<span class="_ _1"></span>mat modelu biznesowe<span class="_ _1"></span>go i strategii Grupy,<span class="_ _8"></span> </span></div><div class="t m0 x6 h6 y2db ff9 fs3 fc0 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _c"> </span><span class="ff1">analiza modelu łańcucha<span class="_ _1"></span> wartości Grupy<span class="_ _1"></span>,<span class="_ _1"></span></span> </span></div><div class="t m0 x6 h6 y2dc ff9 fs3 fc0 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _c"> </span><span class="ff1">analiza porównawcza 10 podmiotów <span class="_ _0"></span>z Polski i <span class="_ _0"></span>ze <span class="_ _0"></span>świata pod kątem <span class="_ _0"></span>tego, jakie istotne <span class="_ _0"></span>wpływy, </span></span></div><div class="t m0 x12 h6 y2dd ff1 fs3 fc0 sc0 ls0 ws0">ryzyka i szanse identy<span class="_ _1"></span>fikują te podmioty w sw<span class="_ _1"></span>oich raportach zr<span class="_ _1"></span>ównoważonego roz<span class="_ _1"></span>woju,<span class="_ _8"></span><span class="ff2"> </span></div><div class="t m0 x6 h6 y11a ff9 fs3 fc0 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _c"> </span>ocena <span class="_ _15"> </span><span class="ls1">27</span> <span class="_ _10"> </span><span class="ff1">wpływó<span class="_ _1"></span>w,</span> <span class="_ _10"> </span>2<span class="_ _1"></span>1 <span class="_ _10"> </span>ryzy<span class="_ _1"></span>k <span class="_ _10"> </span>i <span class="_ _15"> </span><span class="ls1">10</span> <span class="_ _10"> </span><span class="ff1">sz<span class="_ _1"></span>ans <span class="_ _10"> </span>za <span class="_ _15"> </span>pomocą <span class="_ _15"> </span>parametrów <span class="_ _10"> </span>dz<span class="_ _1"></span>iałania <span class="_ _10"> </span>pr<span class="_ _1"></span>zez <span class="_ _15"> </span>zespół </span></span></div><div class="t m0 x12 h6 y11b ff2 fs3 fc0 sc0 ls0 ws0">ekspercki Grupy <span class="_ _1"></span>MIRBUD<span class="lsd">. </span> </div><div class="t m0 x6 h6 y11c ff9 fs3 fc0 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _c"> </span>Sense-<span class="ff1">check  d<span class="_ _1"></span>la  istotnośc<span class="_ _1"></span>i  wpływu  i <span class="_ _f"> </span>istotności <span class="_ _25"> </span>fin<span class="_ _1"></span>ansowej  wy<span class="_ _1"></span>nikającej  z <span class="_ _f"> </span>ocen  zespołów<span class="_ _1"></span> </span></span></div><div class="t m0 x12 h6 y2de ff1 fs3 fc0 sc0 ls0 ws0">roboczych <span class="_ _19"> </span>bazujący <span class="_ _19"> </span>na <span class="_ _1d"> </span>wni<span class="_ _1"></span>oskach <span class="_ _19"> </span>z <span class="_ _1d"> </span>p<span class="_ _1"></span>eer<span class="_ _1"></span><span class="ff2">-group <span class="_ _19"> </span>- <span class="_ _1d"> </span></span>z<span class="_ _1"></span>realizowany <span class="_ _19"> </span>przez <span class="_ _19"> </span>ekspertów<span class="_ _1"></span> </div><div class="t m0 x12 h6 y2df ff2 fs3 fc0 sc0 ls0 ws0">MATERIALITY </div><div class="t m0 x6 h6 y2e0 ff9 fs3 fc0 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _c"> </span><span class="ff1">Analiza wyników ba<span class="_ _1"></span>dania i priorytetyzacj<span class="_ _1"></span>a zagadnień zrównow<span class="_ _1"></span>ażonego rozwoju<span class="_ _8"></span></span> </span></div><div class="t m0 x6 h6 y2e1 ff9 fs3 fc0 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _c"> </span><span class="ff1">Sporządzenie <span class="_ _b"></span>listy <span class="_ _8"></span>istotnyc<span class="_ _1"></span>h <span class="_ _8"></span>wpływów, <span class="_ _b"></span>ryzyk <span class="_ _b"></span>i <span class="_ _b"></span></span>szans, <span class="_ _b"></span><span class="ff1">i <span class="_ _8"></span>zatwierdzen<span class="_ _1"></span>ie <span class="_ _8"></span>jej <span class="_ _b"></span>przez <span class="_ _b"></span>Zarząd <span class="_ _8"></span>Grupy </span></span></div><div class="t m0 x12 h6 y2e2 ff2 fs3 fc0 sc0 ls0 ws0">MIRBUD </div><div class="t m0 x4 h6 y2e3 ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h6 y2e4 ff1 fs3 fc0 sc0 ls0 ws0">Metodyka <span class="_ _16"> </span>MAX <span class="_ _16"> </span>5 <span class="_ _16"> </span>oparta<span class="_ _1"></span> <span class="_ _16"> </span>jest <span class="_ _16"> </span>na <span class="_ _16"> </span>równolegle <span class="_ _16"> </span>doko<span class="_ _1"></span>nywanej <span class="_ _16"> </span>ocenie <span class="_ _16"> </span>ist<span class="_ _1"></span>otności <span class="_ _16"> </span>wpływu <span class="_ _16"> </span>i <span class="_ _16"> </span>istotnoś<span class="_ _1"></span>ci </div><div class="t m0 x4 h6 y2e5 ff2 fs3 fc0 sc0 ls0 ws0">finansowej. </div><div class="t m0 x4 h2 y2e6 ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h3c y2e7 ff6 fs8 fc0 sc0 ls0 ws0">Perspektywa istotności wpływu <span class="ff3"> </span></div><div class="t m0 x4 h6 y2b ff1 fs3 fc0 sc0 ls0 ws0">Uwzględnienie <span class="_ _2"></span>perspekty<span class="_ _1"></span>wy <span class="_ _2"></span>istotnośc<span class="_ _1"></span>i <span class="_ _6"></span>w<span class="_ _1"></span>pływu <span class="_ _2"></span>odbyło <span class="_ _2"></span>si<span class="_ _1"></span>ę <span class="_ _2"></span>poprzez <span class="_ _2"></span>identyfikacj<span class="_ _1"></span>ę, <span class="_ _2"></span>z <span class="_ _2"></span>którymi <span class="_ _2"></span>zagad<span class="_ _1"></span>nieniami </div><div class="t m0 x4 h6 y2e8 ff1 fs3 fc0 sc0 ls0 ws0">zrównoważonego roz<span class="_ _1"></span>woju wiążą się istotne<span class="_ _1"></span> wpływy.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x4 h6 y2e9 ff1 fs3 fc0 sc0 ls0 ws0">Identyfikacja <span class="_ _10"> </span>i <span class="_ _10"> </span>oc<span class="_ _1"></span>ena <span class="_ _10"> </span>wpły<span class="_ _1"></span>wów <span class="_ _10"> </span>były <span class="_ _10"> </span>śc<span class="_ _1"></span>iśle <span class="_ _10"> </span>związane <span class="_ _10"> </span>z<span class="_ _1"></span>e <span class="_ _10"> </span>zidentyfikowa<span class="_ _1"></span>nymi <span class="_ _10"> </span>rodzajami <span class="_ _15"> </span>działalności <span class="_ _15"> </span>i </div><div class="t m0 x4 h6 y2ea ff2 fs3 fc0 sc0 ls0 ws0">relacjami  biznesowym<span class="_ _1"></span>i  Grupy  MIRBUD <span class="_ _f"> </span><span class="ff1">w  ramach  c<span class="_ _1"></span>ałego  łańcucha  wartości  (<span class="_ _1"></span>opisany  w  SBM<span class="_ _1"></span></span>-1).<span class="_ _1"></span> </div><div class="t m0 x4 h6 y2eb ff1 fs3 fc0 sc0 ls0 ws0">Oceniano wpływy pozy<span class="_ _1"></span>tywne i negatywne,<span class="_ _1"></span> potencjalne i rzecz<span class="_ _1"></span>ywiste.  <span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x4 h6 y2ec ff1 fs3 fc0 sc0 ls0 ws0">Działalności, <span class="_ _9"></span>relacje <span class="_ _a"> </span>biznesowe, <span class="_ _9"></span>obszary <span class="_ _9"></span>geogr<span class="_ _1"></span>aficzne <span class="_ _9"></span>i <span class="_ _9"></span>inne <span class="_ _9"></span>czy<span class="_ _1"></span>nniki, <span class="_ _9"></span>które <span class="_ _9"></span>powodują <span class="_ _a"> </span>podwyższone </div><div class="t m0 x4 h6 y2ed ff1 fs3 fc0 sc0 ls0 ws0">prawdopodobieństw<span class="_ _1"></span>o <span class="_ _0"></span>wystąpienia wpływów, zostały ustalone w <span class="_ _0"></span>oparciu o <span class="_ _0"></span>strukturę zarządzania Grupą, </div><div class="t m0 x4 h6 y2ee ff1 fs3 fc0 sc0 ls0 ws0">która <span class="_ _11"> </span>jest <span class="_ _1a"> </span>odzwierciedlon<span class="_ _1"></span>a <span class="_ _11"> </span>przez <span class="_ _1a"> </span>główne <span class="_ _11"> </span>se<span class="_ _1"></span>gmenty <span class="_ _11"> </span>dz<span class="_ _1"></span>iałalnośc<span class="_ _1"></span>i <span class="_ _1a"> </span>Grupy: <span class="_ _11"> </span>pr<span class="_ _1"></span>odukcja <span class="_ _11"> </span>materi<span class="_ _1"></span>ałów </div><div class="t m0 x4 h6 y2ef ff1 fs3 fc0 sc0 ls0 ws0">budowlanych, sprzedaż, <span class="_ _1"></span>oraz działalność związa<span class="_ _1"></span>na z odnawialnym<span class="_ _1"></span>i źródłami energii. <span class="_ _8"></span><span class="ff2"> </span></div><div class="t m0 x4 h6 y2f0 ff1 fs3 fc0 sc0 ls0 ws0">Ocenie podleg<span class="_ _1"></span>ały cztery <span class="_ _1"></span>parametry <span class="_ _1"></span>istotności w<span class="_ _1"></span>pływu, tj<span class="_ _1"></span>. skala wp<span class="_ _1"></span>ływu, zakres <span class="_ _1"></span>wpływu <span class="_ _1"></span>i nieodwraca<span class="_ _1"></span>lny </div><div class="t m0 x4 h6 y2f1 ff1 fs3 fc0 sc0 ls0 ws0">charakter <span class="_ _a"> </span>wpływu <span class="_ _9"></span>(łąc<span class="_ _1"></span>znie <span class="_ _a"> </span>stanowiące <span class="_ _a"> </span>o <span class="_ _9"></span>dotkliwośc<span class="_ _1"></span>i <span class="_ _a"> </span>wpływu) <span class="_ _9"></span>oraz <span class="_ _a"> </span>prawdopodobieńs<span class="_ _1"></span>two <span class="_ _9"></span>wys<span class="_ _1"></span>tąpienia </div></div></div><div class="pi" ></div></div><div id="pf16" class="pf w5 hc" ><div class="pc pc16 w5 hc"><img class="bi x0 y0 w6 h1" alt="" src="data:image/png;base64,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class="c x0 y0 w7 hc"><div class="t m0 x4 h2 ye ff1 fs0 fc0 sc0 ls0 ws0">Sprawozdanie nt. informacji niefinansowych GK MIRBUD za 2025<span class="_ _1"></span> rok<span class="ff2"> </span></div><div class="t m0 x4 h2 yf ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hd y10 ff4 fs3 fc0 sc0 ls1a ws0">22<span class="ff5 fs8 ls0"> </span></div><div class="t m0 x4 h6 y51 ff1 fs3 fc0 sc0 ls0 ws0">wpływu. <span class="_ _9"> </span>Poszc<span class="_ _1"></span>zególne <span class="_ _9"></span>parametry <span class="_ _a"> </span>były <span class="_ _b"></span>oce<span class="_ _1"></span>niane <span class="_ _9"></span>w <span class="_ _9"> </span>sk<span class="_ _1"></span>alach <span class="_ _9"></span>1<span class="_ _1"></span><span class="ff2">-</span>5. <span class="_ _9"></span>Ocena <span class="_ _a"> </span>poszczególnych <span class="_ _9"></span>parametrów<span class="_ _1"></span> </div><div class="t m0 x4 h6 yaf ff1 fs3 fc0 sc0 ls0 ws0">wpływu była realizowa<span class="_ _1"></span>na przez ekspertów z wew<span class="_ _1"></span>nętrznego zesp<span class="_ _1"></span>ołu eksperckiego G<span class="_ _1"></span>rupy. <span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x4 h6 y2f2 ff1 fs3 fc0 sc0 ls0 ws0">W <span class="_ _b"></span>przypadku <span class="_ _b"></span>ana<span class="_ _1"></span>lizy <span class="_ _b"></span>porównawczej<span class="_ _1"></span> <span class="_ _8"></span>p<span class="_ _1"></span>od <span class="_ _b"></span>uwagę <span class="_ _b"></span>wzię<span class="_ _1"></span>ty <span class="_ _b"></span>został <span class="_ _b"></span>odsetek <span class="_ _b"></span>porówny<span class="_ _1"></span>walnych <span class="_ _b"></span>spó<span class="_ _1"></span>łek, <span class="_ _b"></span>które </div><div class="t m0 x4 h6 y2f3 ff1 fs3 fc0 sc0 ls0 ws0">ujawniły <span class="_ _16"> </span>w <span class="_ _16"> </span>pub<span class="_ _1"></span>licznie <span class="_ _16"> </span>dostępnych <span class="_ _16"> </span>m<span class="_ _1"></span>ateriałach, <span class="_ _16"> </span>że <span class="_ _d"> </span>identyfikują <span class="_ _16"> </span>istot<span class="_ _1"></span>ny <span class="_ _16"> </span>wpływ <span class="_ _d"> </span>związany <span class="_ _16"> </span>z <span class="_ _16"> </span>danym<span class="_ _1"></span> </div><div class="t m0 x4 h6 y2f4 ff2 fs3 fc0 sc0 ls0 ws0">zagadnieniem.<span class="_ _1"></span> </div><div class="t m0 x4 h6 y2f5 ff1 fs3 fc0 sc0 ls0 ws0">W kolejnym kr<span class="_ _1"></span>oku określan<span class="_ _1"></span>o, czy <span class="_ _1"></span>rekomenduje się <span class="_ _1"></span>wpływ <span class="_ _1"></span>i powiązane <span class="_ _1"></span>z nim <span class="_ _1"></span>zagadnienie j<span class="_ _1"></span>ako istotne z<span class="_ _1"></span> </div><div class="t m0 x4 h6 y2f6 ff1 fs3 fc0 sc0 ls0 ws0">perspektywy <span class="_ _10"> </span>istotności <span class="_ _a"> </span>wpł<span class="_ _1"></span>ywu, <span class="_ _a"> </span>gdy<span class="_ _1"></span> <span class="_ _a"> </span>z <span class="_ _10"> </span>zagadnieniem <span class="_ _10"> </span>związany <span class="_ _a"> </span>by<span class="_ _1"></span>ł <span class="_ _a"> </span>wpływ,<span class="_ _1"></span> <span class="_ _a"> </span>które<span class="_ _1"></span>go <span class="_ _a"> </span>ocena <span class="_ _10"> </span>istotności </div><div class="t m0 x4 h6 y2f7 ff1 fs3 fc0 sc0 ls0 ws0">przekraczała próg <span class="_ _0"></span>2,5 lub <span class="_ _0"></span>dla którego <span class="_ _0"></span>zaistnieją prz<span class="_ _1"></span>esłanki do <span class="_ _0"></span>rekomendow<span class="_ _1"></span>ania istotności <span class="_ _0"></span>na podstawie </div><div class="t m0 x4 h6 y2f8 ff1 fs3 fc0 sc0 ls0 ws0">wniosków uzysk<span class="_ _1"></span>anych w etapie sense<span class="_ _1"></span><span class="ff2">-check. <span class="_ _1"></span> </span></div><div class="t m0 x4 h6 y2f9 ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h3c y165 ff6 fs8 fc0 sc0 ls0 ws0">Perspektywa istotności finansowej<span class="ff3"> </span></div><div class="t m0 x4 h6 y2fa ff1 fs3 fc0 sc0 ls0 ws0">Istotność finansową ustalono <span class="_ _0"></span>poprzez identyfikację i <span class="_ _0"></span>ocenę <span class="_ _0"></span>ryzyk<span class="_ _1"></span> <span class="_ _0"></span>i <span class="_ _0"></span>szans związanych z <span class="_ _0"></span>poszczególnymi<span class="_ _1"></span> </div><div class="t m0 x4 h6 y2fb ff1 fs3 fc0 sc0 ls0 ws0">zagadnieniami zrównow<span class="_ _1"></span>ażonego rozwoju z wyk<span class="_ _1"></span>orzystaniem nas<span class="_ _1"></span>tępujących para<span class="_ _1"></span>metrów:<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x4 h6 y1d8 ff2 fs3 fc0 sc0 ls1 ws0">1)<span class="ls0"> <span class="_ _1d"> </span><span class="ff1">Skalę <span class="_ _a"> </span>skutków <span class="_ _a"> </span>danego <span class="_ _a"> </span>ryzyka <span class="_ _a"> </span>lub <span class="_ _9"> </span>sz<span class="_ _1"></span>ansy, <span class="_ _a"> </span>która <span class="_ _a"> </span>określa <span class="_ _9"> </span>j<span class="_ _1"></span>ak <span class="_ _a"> </span>dotkliwe <span class="_ _9"> </span>dla <span class="_ _a"> </span>Grupy <span class="_ _a"> </span>MIRBUD <span class="_ _a"> </span>skutki </span></span></div><div class="t m0 x8 h6 y2fc ff1 fs3 fc0 sc0 ls0 ws0">występują, <span class="_ _9"></span>jeśli <span class="_ _9"></span>dane <span class="_ _9"></span>ryzyko <span class="_ _9"> </span>wys<span class="_ _1"></span>tąpi <span class="_ _b"></span>(w <span class="_ _9"> </span>prz<span class="_ _1"></span>ypadku <span class="_ _9"></span>ryzy<span class="_ _1"></span>k) <span class="_ _9"></span>lub <span class="_ _9"></span>jak <span class="_ _9"></span>znaczące <span class="_ _9"></span>mogą <span class="_ _9"></span>być <span class="_ _9"></span>korzystne </div><div class="t m0 x8 h6 y2fd ff1 fs3 fc0 sc0 ls0 ws0">skutki, jeśli dana sz<span class="_ _1"></span>ansa wystąpi i zostan<span class="_ _1"></span>ie wykorzystana (w <span class="_ _1"></span>przypadku s<span class="_ _1"></span><span class="ff2">zans).  <span class="_ _1"></span> </span></div><div class="t m0 x4 h6 y2fe ff2 fs3 fc0 sc0 ls1 ws0">2)<span class="ls0"> <span class="_ _1d"> </span><span class="ff1">Prawdopodobie<span class="_ _1"></span>ństwo wystąpienia d<span class="_ _1"></span>anego ryzyka lub sz<span class="_ _1"></span>ansy.<span class="_ _1"></span></span> </span></div><div class="t m0 x4 h6 y2ff ff1 fs3 fc0 sc0 ls0 ws0">Do <span class="_ _b"></span>oceny <span class="_ _9"></span>parametrów <span class="_ _b"></span>wy<span class="_ _1"></span>korzystano <span class="_ _9"></span>informacje <span class="_ _b"></span>pozy<span class="_ _1"></span>skane <span class="_ _b"></span>z <span class="_ _b"></span>ana<span class="_ _1"></span>lizy <span class="_ _b"></span>porówn<span class="_ _1"></span>awczej, <span class="_ _9"></span>kwestionariuszy </div><div class="t m0 x4 h6 y300 ff1 fs3 fc0 sc0 ls0 ws0">wśród <span class="_ _a"> </span>przedstawici<span class="_ _1"></span>eli <span class="_ _a"> </span>Grupy <span class="_ _a"> </span>MIR<span class="_ _1"></span>BUD <span class="_ _a"> </span>oraz <span class="_ _a"> </span>oce<span class="_ _1"></span>ny <span class="_ _a"> </span>dokonanej <span class="_ _a"> </span>prz<span class="_ _1"></span>ez <span class="_ _a"> </span>ekspertów<span class="_ _1"></span> <span class="_ _a"> </span>zewnętrznych. <span class="_ _10"> </span>Dane </div><div class="t m0 x4 h6 y301 ff1 fs3 fc0 sc0 ls0 ws0">wynikające <span class="_ _1"></span>z <span class="_ _1"></span>oceny param<span class="_ _1"></span>etrów z<span class="_ _1"></span> k<span class="_ _1"></span>ażdego z <span class="_ _1"></span>tych <span class="_ _1"></span>źródeł <span class="_ _1"></span>informacj<span class="_ _1"></span>i został<span class="_ _8"></span>y <span class="_ _1"></span>sprowadzone <span class="_ _1"></span>następnie <span class="_ _1"></span>do </div><div class="t m0 x4 h6 y302 ff1 fs3 fc0 sc0 ls0 ws0">pięciostopniowej  sk<span class="_ _1"></span>ali  istotności  (w  przypadku  ryzyk<span class="_ _1"></span>:  minimalne  lub  lekkie,  mniejsze  niż  średnie, </div><div class="t m0 x4 h6 y303 ff1 fs3 fc0 sc0 ls0 ws0">większe <span class="_ _10"> </span>niż <span class="_ _a"> </span>średni<span class="_ _1"></span>e, <span class="_ _a"> </span>p<span class="_ _1"></span>oważne, <span class="_ _10"> </span>krytyczne <span class="_ _10"> </span>lub <span class="_ _a"> </span>bardzo <span class="_ _10"> </span>poważne; <span class="_ _10"> </span>w <span class="_ _a"> </span>prz<span class="_ _1"></span>ypadku <span class="_ _10"> </span>szans: <span class="_ _10"> </span>minimalne <span class="_ _a"> </span>lu<span class="_ _1"></span>b </div><div class="t m0 x4 h6 y304 ff1 fs3 fc0 sc0 ls0 ws0">drobne, <span class="_ _0"></span>mniejsze <span class="_ _2"></span>niż <span class="_ _0"></span>średnie, <span class="_ _2"></span>większ<span class="_ _1"></span>e <span class="_ _0"></span>niż <span class="_ _2"></span>średnie, <span class="_ _0"></span>istotne, <span class="_ _0"></span>bardzo <span class="_ _2"></span>istotne)<span class="_ _1"></span><span class="ff2">. <span class="_ _0"></span><span class="ff1">Każde <span class="_ _2"></span>zagad<span class="_ _1"></span>nienie, <span class="_ _2"></span>z którym </span></span></div><div class="t m0 x4 h6 y305 ff1 fs3 fc0 sc0 ls0 ws0">związane <span class="_ _0"></span>były <span class="_ _2"></span>ryzy<span class="_ _1"></span>ka <span class="_ _2"></span>lu<span class="_ _1"></span>b <span class="_ _2"></span>szans<span class="_ _1"></span>e, <span class="_ _2"></span>który<span class="_ _1"></span>ch <span class="_ _0"></span>ocena <span class="_ _2"></span>isto<span class="_ _1"></span>tności <span class="_ _0"></span>przekracza <span class="_ _0"></span>próg <span class="_ _2"></span>2,5 <span class="_ _0"></span>lub <span class="_ _0"></span>dla <span class="_ _2"></span>który<span class="_ _1"></span>ch <span class="_ _2"></span>z<span class="_ _1"></span>aistnieją </div><div class="t m0 x4 h6 y306 ff1 fs3 fc0 sc0 ls0 ws0">przesłanki <span class="_ _8"></span>do <span class="_ _8"></span>r<span class="_ _1"></span>ekomendowani<span class="_ _1"></span>a <span class="_ _8"></span>istotności <span class="_ _8"></span>n<span class="_ _1"></span>a <span class="_ _8"></span>podstawie <span class="_ _8"></span>wn<span class="_ _1"></span>iosków <span class="_ _8"></span>uzy<span class="_ _1"></span>skanych <span class="_ _8"></span>w <span class="_ _b"></span>etapie <span class="_ _8"></span>sense<span class="_ _8"></span><span class="ff2">-c<span class="_ _1"></span>heck, </span></div><div class="t m0 x4 h6 y307 ff1 fs3 fc0 sc0 ls0 ws0">zostało uznane za istotn<span class="_ _1"></span>e.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x4 h6 y308 ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h3c y309 ff6 fs8 fc0 sc0 ls0 ws0">Zasada podwójnej istotności<span class="ff3"> </span></div><div class="t m0 x4 h6 y30a ff1 fs3 fc0 sc0 ls0 ws0">Każde <span class="_ _1"></span>zagadnienie <span class="_ _1"></span>zrówno<span class="_ _1"></span>ważonego r<span class="_ _1"></span>ozwoju, <span class="_ _1"></span>z <span class="_ _1"></span>którym <span class="_ _1"></span>związany <span class="_ _1"></span>był<span class="_ _1"></span> istotny<span class="_ _1"></span> wp<span class="_ _1"></span>ływ, <span class="_ _1"></span>istotne <span class="_ _1"></span>ryzyko <span class="_ _1"></span>lub<span class="_ _1"></span> </div><div class="t m0 x4 h6 y30b ff1 fs3 fc0 sc0 ls0 ws0">istotna <span class="_ _9"></span>szansa, <span class="_ _a"> </span>było <span class="_ _9"></span>uznawane <span class="_ _9"></span>za <span class="_ _9"> </span>isto<span class="_ _1"></span>tne <span class="_ _9"></span>z <span class="_ _9"> </span>perspek<span class="_ _1"></span>tywy <span class="_ _a"> </span>podwójnej <span class="_ _9"></span>istotności, <span class="_ _9"> </span>a <span class="_ _a"> </span>zatem <span class="_ _9"></span>podlegające </div><div class="t m0 x4 h6 y30c ff1 fs3 fc0 sc0 ls0 ws0">raportowaniu z wykorz<span class="_ _1"></span>ystaniem odpow<span class="_ _1"></span>iednich standar<span class="_ _1"></span>dów i wymog<span class="_ _1"></span>ów ujawn<span class="_ _1"></span>ieniowych.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x4 h6 y30d ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h3c y30e ff6 fs8 fc0 sc0 ls0 ws0">Zmiany procesu badania istotności<span class="ff3"> </span></div><div class="t m0 x4 h6 y30f ff1 fs3 fc0 sc0 ls0 ws0">W <span class="_ _0"></span>odniesieniu do <span class="_ _2"></span>r<span class="_ _1"></span>aportu za <span class="_ _2"></span>r<span class="_ _1"></span>ok <span class="_ _0"></span>2024 <span class="_ _0"></span>Grupa <span class="_ _0"></span>przeprow<span class="_ _1"></span>adziła <span class="_ _0"></span>po <span class="_ _0"></span>raz pi<span class="_ _0"></span>erwszy proces ba<span class="_ _0"></span>dania i<span class="_ _0"></span>stotnośc<span class="_ _8"></span><span class="ff2">i,<span class="_ _1"></span> </span></div><div class="t m0 x4 h6 y310 ff2 fs3 fc0 sc0 ls0 ws0">a w 2<span class="_ _1"></span>025 aktua<span class="_ _1"></span>lizacje bad<span class="_ _1"></span>ania<span class="ff1">. <span class="_ _1"></span>Proces <span class="_ _1"></span>badania <span class="_ _1"></span>istotności <span class="_ _1"></span>uległ</span> <span class="_ _1"></span><span class="ff1">aktualizacji <span class="_ _1"></span>pod ką<span class="_ _1"></span>tem </span>oc<span class="_ _1"></span>eny <span class="ff1">–</span> w<span class="_ _1"></span> 2024<span class="_ _1"></span> </div><div class="t m0 x4 h6 y311 ff2 fs3 fc0 sc0 ls0 ws0">roku  eksperci  <span class="ff1">wewnętrzni  </span>oceniali  wszystkie  kwestie,  tematy  i  podtematy,  a  w  2025  roku <span class="_ _15"> </span>ocena<span class="_ _1"></span> </div><div class="t m0 x4 h6 y312 ff1 fs3 fc0 sc0 ls0 ws0">ograniczyła  się  do  wpływ<span class="_ _1"></span>ów,<span class="ff2">  ryzy<span class="_ _1"></span>k  i  szans  </span>zidentyfikowa<span class="_ _1"></span>nych  jako  dotyczące  działa<span class="_ _1"></span>lności  <span class="ff2">G<span class="_ _1"></span>rupy </span></div><div class="t m0 x4 h6 y1ec ff2 fs3 fc0 sc0 ls0 ws0">MIRBUD <span class="_ _9"></span>na <span class="_ _9"></span>podstawie <span class="_ _9"></span>wery<span class="_ _1"></span><span class="ff1">fikacji <span class="_ _9"></span>ekspertów <span class="_ _9"></span>zewnętrz<span class="_ _1"></span>nych.</span> <span class="_ _9"></span>Zmiana <span class="_ _9"></span>metodyki<span class="lsd">, <span class="_ _a"> </span></span><span class="ff1">większa <span class="_ _9"></span>świadomość </span></div><div class="t m0 x4 h6 y313 ff2 fs3 fc0 sc0 ls0 ws0">Grupy <span class="_ _b"></span>MIRBUD <span class="_ _9"></span>na <span class="_ _b"></span>temat <span class="_ _9"></span><span class="ff1">własnego <span class="_ _9"></span>wpłwyu <span class="_ _b"></span>na <span class="_ _9"></span>zagadnienia <span class="_ _b"></span>z<span class="_ _1"></span>wiązane <span class="_ _b"></span>ze <span class="_ _b"></span>z<span class="_ _1"></span>równoważonym <span class="_ _b"></span>rozw<span class="_ _1"></span>ojem </span></div><div class="t m0 x4 h6 y314 ff1 fs3 fc0 sc0 ls0 ws0">oraz <span class="_ _8"></span>szers<span class="_ _1"></span>za <span class="_ _8"></span>dostępność <span class="_ _8"></span>raportów<span class="_ _1"></span> <span class="_ _8"></span>na <span class="_ _8"></span>ESR<span class="_ _1"></span>S, <span class="_ _1"></span>s<span class="_ _1"></span>powodowały,<span class="_ _1"></span> <span class="_ _8"></span>że <span class="_ _8"></span>dwa <span class="_ _8"></span>t<span class="_ _1"></span>ematy <span class="_ _8"></span>ESR<span class="_ _1"></span>S <span class="_ _1"></span>zi<span class="_ _1"></span>dentyfikowano <span class="_ _b"></span>w </div><div class="t m0 x4 h6 y315 ff2 fs3 fc0 sc0 ls0 ws0">tym  roku <span class="_ _10"> </span>jak<span class="_ _1"></span>o <span class="_ _15"> </span>nieistotne:  E<span class="_ _0"></span>SRS  E4 <span class="_ _15"> </span><span class="ff1">Bioróżnorodnoś<span class="_ _1"></span>ć  i <span class="_ _10"> </span>ekosys<span class="_ _1"></span>temy</span>  oraz <span class="_ _15"> </span>ESRS <span class="_ _15"> </span>S4 <span class="_ _15"> </span>Konsumenci  i </div><div class="t m0 x4 h6 y316 ff1 fs3 fc0 sc0 ls0 ws0">użytkownicy końcowi<span class="_ _1"></span><span class="ff2">. </span></div><div class="t m0 x4 h6 y317 ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h6 y318 ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h6 y319 ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h6 y31a ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h6 y31b ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h6 y31c ff2 fs3 fc0 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf17" class="pf w5 hc" ><div class="pc pc17 w5 hc"><img class="bi x0 y0 w6 h1" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w7 hc"><div class="t m0 x4 h2 ye ff1 fs0 fc0 sc0 ls0 ws0">Sprawozdanie nt. informacji niefinansowych GK MIRBUD za 2025<span class="_ _1"></span> rok<span class="ff2"> </span></div><div class="t m0 x4 h2 yf ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hd y10 ff4 fs3 fc0 sc0 ls1a ws0">23<span class="ff5 fs8 ls0"> </span></div><div class="t m0 x4 h12 yfd ff6 fsb fc0 sc0 lsa ws0">IRO<span class="ls0">-2 Wymogi doty<span class="_ _1"></span>czące ujawniania i<span class="_ _1"></span>nformacji w ra<span class="_ _1"></span>mach ESRS objęte </span></div><div class="t m0 x4 h12 y215 ff6 fsb fc0 sc0 ls0 ws0">oświadczeniem jed<span class="_ _1"></span>nostki dotyczącym <span class="_ _1"></span>zrównoważonego r<span class="_ _1"></span>ozwoju<span class="_ _1"></span><span class="ff3"> </span></div><div class="t m0 x4 h3d y31d ffa fs1 fc6 sc0 ls0 ws0"> </div></div><div class="c x4 y31e w24 h19"><div class="t m0 xf h15 y31f ff2 fs1 fc5 sc0 ls1b ws0">Nr </div><div class="t m0 xf h15 y320 ff2 fs1 fc5 sc0 ls0 ws0">ujawnienia </div></div><div class="c x33 y31e w25 h19"><div class="t m0 xf h15 y321 ff2 fs1 fc5 sc0 ls0 ws0">Nazwa ujawnienia<span class="_ _0"></span> </div></div><div class="c x34 y31e w26 h19"><div class="t m0 xf h15 y321 ff1 fs1 fc5 sc0 ls0 ws0">Strona w oświadc<span class="_ _0"></span>zeniu<span class="ff2"> </span></div></div><div class="c x4 y322 w27 h3e"><div class="t m0 xf h28 y105 ff6 fs0 fc0 sc0 ls0 ws0">ESRS 2 Ogólne ujawnienie informacji<span class="ff3"> </span></div></div><div class="c x4 y323 w24 h3f"><div class="t m0 xf h15 y324 ff2 fs1 fc0 sc0 ls18 ws0">BP<span class="ls0">-1 </span></div></div><div class="c x33 y323 w25 h3f"><div class="t m0 xf h15 y1dc ff1 fs1 fc0 sc0 ls0 ws0">Ogólna podstawa<span class="_ _0"></span> sporządzenia o<span class="_ _0"></span>świadczeń<span class="_ _0"></span> dotyczących <span class="_ _0"></span>zrównoważ<span class="_ _0"></span>onego </div><div class="t m0 xf h15 y1dd ff2 fs1 fc0 sc0 ls0 ws0">rozwoju </div></div><div class="c x34 y323 w26 h3f"><div class="t m0 x35 h15 y324 ff2 fs1 fc0 sc0 ls0 ws0">2 </div></div><div class="c x4 y16 w24 h40"><div class="t m0 xf h15 y1dd ff2 fs1 fc0 sc0 ls18 ws0">BP<span class="ls0">-2 </span></div></div><div class="c x33 y16 w25 h40"><div class="t m0 xf h15 y1dd ff1 fs1 fc0 sc0 ls0 ws0">Ujawnianie informa<span class="_ _0"></span>cji w odniesien<span class="_ _0"></span>iu do szczególn<span class="_ _0"></span>ych o<span class="_ _0"></span>koliczności<span class="ff2"> </span></div></div><div class="c x34 y16 w26 h40"><div class="t m0 x35 h15 y1dd ff2 fs1 fc0 sc0 ls0 ws0">4 </div></div><div class="c x4 y325 w24 h41"><div class="t m0 xf h15 y326 ff2 fs1 fc0 sc0 ls1c ws0">GOV<span class="ls0">-1 </span></div></div><div class="c x33 y325 w25 h41"><div class="t m0 xf h15 y326 ff1 fs1 fc0 sc0 ls0 ws0">Rola organó<span class="_ _0"></span>w administrujący<span class="_ _0"></span>ch, zarządzają<span class="_ _0"></span>cych i nadzorcz<span class="_ _0"></span>ych<span class="ff2"> </span></div></div><div class="c x34 y325 w26 h41"><div class="t m0 x35 h15 y326 ff2 fs1 fc0 sc0 ls0 ws0">4 </div></div><div class="c x4 y327 w24 h42"><div class="t m0 xf h15 y1dc ff2 fs1 fc0 sc0 ls1c ws0">GOV<span class="ls0">-2 <span class="_ _22"> </span> </span></div></div><div class="c x33 y327 w25 h42"><div class="t m0 xf h15 y1db ff1 fs1 fc0 sc0 ls0 ws0">Informacje pr<span class="_ _0"></span>zekazywane<span class="_ _0"></span> organom admin<span class="_ _0"></span>istrującym, zarząd<span class="_ _0"></span>zającym i<span class="_ _0"></span> nadzorczym </div><div class="t m0 xf h15 y1dc ff1 fs1 fc0 sc0 ls0 ws0">jednostki ora<span class="_ _0"></span>z podejmowane pr<span class="_ _0"></span>zez nie kwe<span class="_ _0"></span>stie związane<span class="_ _0"></span> ze zrównow<span class="_ _0"></span>ażonym </div><div class="t m0 xf h15 y1dd ff2 fs1 fc0 sc0 ls0 ws0">rozwojem  </div></div><div class="c x34 y327 w26 h42"><div class="t m0 x35 h15 y1dc ff2 fs1 fc0 sc0 ls0 ws0">7 </div></div><div class="c x4 y13b w24 h43"><div class="t m0 xf h15 y328 ff2 fs1 fc0 sc0 ls1c ws0">GOV<span class="ls0">-3 </span></div></div><div class="c x33 y13b w25 h43"><div class="t m0 xf h15 y329 ff1 fs1 fc0 sc0 ls0 ws0">Uwzględnianie wyni<span class="_ _0"></span>ków zwią<span class="_ _0"></span>zanych ze zrów<span class="_ _0"></span>noważonym rozwo<span class="_ _0"></span>jem w systema<span class="_ _0"></span>ch </div><div class="t m0 xf h15 y1dd ff1 fs1 fc0 sc0 ls0 ws0">zachęt<span class="ff2"> </span></div></div><div class="c x34 y13b w26 h43"><div class="t m0 x35 h15 y328 ff2 fs1 fc0 sc0 ls0 ws0">7 </div></div><div class="c x4 y32a w24 h41"><div class="t m0 xf h15 y326 ff2 fs1 fc0 sc0 ls1c ws0">GOV<span class="ls0">-4 </span></div></div><div class="c x33 y32a w25 h41"><div class="t m0 xf h15 y326 ff1 fs1 fc0 sc0 ls0 ws0">Oświadczenie do<span class="_ _0"></span>tyczące należ<span class="_ _0"></span>ytej staran<span class="_ _0"></span>ności<span class="ff2"> </span></div></div><div class="c x34 y32a w26 h41"><div class="t m0 x35 h15 y326 ff2 fs1 fc0 sc0 ls0 ws0">8 </div></div><div class="c x4 y32b w24 h3f"><div class="t m0 xf h15 y324 ff2 fs1 fc0 sc0 ls1c ws0">GOV<span class="ls0">-5 </span></div></div><div class="c x33 y32b w25 h3f"><div class="t m0 xf h15 y1dc ff1 fs1 fc0 sc0 ls0 ws0">Zarządzanie ry<span class="_ _0"></span>zykiem i kontro<span class="_ _0"></span>le wewn<span class="_ _0"></span>ętrzne nad spraw<span class="_ _0"></span>ozdawczością<span class="_ _0"></span> w zakresie </div><div class="t m0 xf h15 y1dd ff1 fs1 fc0 sc0 ls0 ws0">zrównoważone<span class="_ _0"></span>go rozwoju<span class="ff2"> </span></div></div><div class="c x34 y32b w26 h3f"><div class="t m0 x35 h15 y324 ff2 fs1 fc0 sc0 ls0 ws0">8 </div></div><div class="c x4 y32c w24 h40"><div class="t m0 xf h15 y1dd ff2 fs1 fc0 sc0 ls0 ws0">SBM-1 </div></div><div class="c x33 y32c w25 h40"><div class="t m0 xf h15 y1dd ff1 fs1 fc0 sc0 ls0 ws0">Strategia, mode<span class="_ _0"></span>l biznesowy i<span class="_ _0"></span> łańcuch war<span class="_ _0"></span>tości<span class="ff2"> </span></div></div><div class="c x34 y32c w26 h40"><div class="t m0 x35 h15 y1dd ff2 fs1 fc0 sc0 ls0 ws0">8 </div></div><div class="c x4 y13f w24 h40"><div class="t m0 xf h15 y1dd ff2 fs1 fc0 sc0 ls0 ws0">SBM-2 </div></div><div class="c x33 y13f w25 h40"><div class="t m0 xf h15 y1dd ff2 fs1 fc0 sc0 ls0 ws0">Interesy i opinie<span class="_ _0"></span> zainteresowany<span class="_ _0"></span>ch stron </div></div><div class="c x34 y13f w26 h40"><div class="t m0 x36 h15 y1dd ff2 fs1 fc0 sc0 lsf ws0">13<span class="ls0">, 60, 68, 72 </span></div></div><div class="c x4 yc1 w24 h3f"><div class="t m0 xf h15 y324 ff2 fs1 fc0 sc0 ls0 ws0">SBM-3 </div></div><div class="c x33 yc1 w25 h3f"><div class="t m0 xf h15 y1dc ff1 fs1 fc0 sc0 ls0 ws0">Istotne wpływy, r<span class="_ _0"></span>yzyka i szan<span class="_ _0"></span>se oraz ich w<span class="_ _0"></span>zajemne zwią<span class="_ _0"></span>zki ze stra<span class="_ _0"></span>tegią i z </div><div class="t m0 xf h15 y1dd ff2 fs1 fc0 sc0 ls0 ws0">modelem bizne<span class="_ _0"></span>sowym </div></div><div class="c x34 yc1 w26 h3f"><div class="t m0 x37 h15 y324 ff2 fs1 fc0 sc0 lsf ws0">14<span class="ls0">, 27, 60, 69, 72 </span></div></div><div class="c x4 y32d w24 h44"><div class="t m0 xf h15 y324 ff2 fs1 fc0 sc0 ls0 ws0">IRO-1 </div></div><div class="c x33 y32d w25 h44"><div class="t m0 xf h15 y1eb ff1 fs1 fc0 sc0 ls0 ws0">Opis procesów<span class="_ _0"></span> służących do<span class="_ _0"></span> identyfika<span class="_ _0"></span>cji i oceny istotn<span class="_ _0"></span>ych wpływów<span class="_ _0"></span>, istotnych<span class="_ _0"></span> </div><div class="t m0 xf h15 y1dd ff2 fs1 fc0 sc0 ls0 ws0">ryzyk i istotny<span class="_ _0"></span>ch szans </div></div><div class="c x34 y32d w26 h44"><div class="t m0 x38 h15 y324 ff2 fs1 fc0 sc0 lsf ws0">21<span class="ls0">, 28 </span></div></div><div class="c x4 y32e w24 h3f"><div class="t m0 xf h15 y324 ff2 fs1 fc0 sc0 ls0 ws0">IRO-2 </div></div><div class="c x33 y32e w25 h3f"><div class="t m0 xf h15 y1dc ff1 fs1 fc0 sc0 ls0 ws0">Wymogi dotyczą<span class="_ _0"></span>ce ujawniania <span class="_ _0"></span>informacji w rama<span class="_ _0"></span>ch ESRS obję<span class="_ _0"></span>te oświad<span class="_ _0"></span>czeniem </div><div class="t m0 xf h15 y1dd ff1 fs1 fc0 sc0 ls0 ws0">jednostki dotyc<span class="_ _0"></span>zącym zrównow<span class="_ _0"></span>ażonego ro<span class="_ _0"></span>zwoju<span class="ff2"> </span></div></div><div class="c x34 y32e w26 h3f"><div class="t m0 x5 h15 y324 ff2 fs1 fc0 sc0 lsf ws0">22<span class="ls0"> </span></div></div><div class="c x4 y32f w27 h45"><div class="t m0 xf h28 y1dc ff3 fs0 fc0 sc0 ls0 ws0">ESRS E1 Zmiana klimatu </div></div><div class="c x4 y330 w24 h40"><div class="t m0 xf h15 y1dd ff2 fs1 fc0 sc0 ls18 ws0">E1<span class="ls0">-1 </span></div></div><div class="c x33 y330 w25 h40"><div class="t m0 xf h15 y1dd ff1 fs1 fc0 sc0 ls0 ws0">Plan transforma<span class="_ _0"></span>cji na potrzeb<span class="_ _0"></span>y łagodzenia <span class="_ _0"></span>zmiany klimatu<span class="ff2"> </span></div></div><div class="c x34 y330 w26 h40"><div class="t m0 x5 h15 y1dd ff2 fs1 fc0 sc0 lsf ws0">27<span class="ls0"> </span></div></div><div class="c x4 y331 w24 h40"><div class="t m0 xf h15 y1dd ff2 fs1 fc0 sc0 ls18 ws0">E1<span class="ls0">-2 </span></div></div><div class="c x33 y331 w25 h40"><div class="t m0 xf h15 y1dd ff1 fs1 fc0 sc0 ls0 ws0">Polityki związan<span class="_ _0"></span>e z łagodzeniem <span class="_ _0"></span>zmiany klima<span class="_ _0"></span>tu i przystosowan<span class="_ _0"></span>iem sią do<span class="_ _0"></span> niej<span class="ff2"> </span></div></div><div class="c x34 y331 w26 h40"><div class="t m0 x5 h15 y1dd ff2 fs1 fc0 sc0 lsf ws0">29<span class="ls0"> </span></div></div><div class="c x4 y332 w24 h46"><div class="t m0 xf h15 y1dd ff2 fs1 fc0 sc0 ls18 ws0">E1<span class="ls0">-3 </span></div></div><div class="c x33 y332 w25 h46"><div class="t m0 xf h15 y1dd ff1 fs1 fc0 sc0 ls0 ws0">Działania i zasob<span class="_ _0"></span>y w odniesieniu<span class="_ _0"></span> do polit<span class="_ _0"></span>yki klimatycznej<span class="ff2"> </span></div></div><div class="c x34 y332 w26 h46"><div class="t m0 x5 h15 y1dd ff2 fs1 fc0 sc0 lsf ws0">30<span class="ls0"> </span></div></div><div class="c x4 y333 w24 h40"><div class="t m0 xf h15 y1dd ff2 fs1 fc0 sc0 ls18 ws0">E1<span class="ls0">-4 </span></div></div><div class="c x33 y333 w25 h40"><div class="t m0 xf h15 y1dd ff1 fs1 fc0 sc0 ls0 ws0">Cele związane <span class="_ _0"></span>z łagodzeniem <span class="_ _0"></span>zmiany klima<span class="_ _0"></span>tu i przysto<span class="_ _0"></span>sowaniem się do<span class="_ _0"></span> niej <span class="ff2"> </span></div></div><div class="c x34 y333 w26 h40"><div class="t m0 x5 h15 y1dd ff2 fs1 fc0 sc0 lsf ws0">31<span class="ls0"> </span></div></div><div class="c x4 y334 w24 h40"><div class="t m0 xf h15 y1dd ff2 fs1 fc0 sc0 ls18 ws0">E1<span class="ls0">-5 </span></div></div><div class="c x33 y334 w25 h40"><div class="t m0 xf h15 y1dd ff1 fs1 fc0 sc0 ls0 ws0">Zużycie energii i<span class="_ _0"></span> koszyk energe<span class="_ _0"></span>tyczny<span class="ff2"> </span></div></div><div class="c x34 y334 w26 h40"><div class="t m0 x5 h15 y1dd ff2 fs1 fc0 sc0 lsf ws0">32<span class="ls0"> </span></div></div><div class="c x4 y335 w24 h44"><div class="t m0 xf h15 y23c ff2 fs1 fc0 sc0 ls18 ws0">E1<span class="ls0">-6 </span></div></div><div class="c x33 y335 w25 h44"><div class="t m0 xf h15 y1eb ff1 fs1 fc0 sc0 ls0 ws0">Emisje gazów <span class="_ _0"></span>cieplarnianych za<span class="_ _0"></span>kresów 1, 2 i 3 br<span class="_ _0"></span>utto oraz <span class="_ _0"></span>całkowite emisje<span class="_ _0"></span> gazów </div><div class="t m0 xf h15 y326 ff2 fs1 fc0 sc0 ls0 ws0">cieplarnianych </div></div><div class="c x34 y335 w26 h44"><div class="t m0 x5 h15 y23c ff2 fs1 fc0 sc0 lsf ws0">34<span class="ls0"> </span></div></div><div class="c x4 y336 w24 h3f"><div class="t m0 xf h15 y324 ff2 fs1 fc0 sc0 ls18 ws0">E1<span class="ls0">-7 </span></div></div><div class="c x33 y336 w25 h3f"><div class="t m0 xf h15 y1dc ff1 fs1 fc0 sc0 ls0 ws0">Projekty usuwania ga<span class="_ _0"></span>zów cieplar<span class="_ _0"></span>nianych i ogr<span class="_ _0"></span>aniczania<span class="_ _0"></span> emisji gazów<span class="_ _0"></span> </div><div class="t m0 xf h15 y1dd ff1 fs1 fc0 sc0 ls0 ws0">cieplarnianych fina<span class="_ _0"></span>nsowane za po<span class="_ _0"></span>mocą jednoste<span class="_ _0"></span>k emisji dwu<span class="_ _0"></span>tlenku wę<span class="_ _0"></span>gla <span class="ff2"> </span></div></div><div class="c x34 y336 w26 h3f"><div class="t m0 x5 h15 y324 ff2 fs1 fc0 sc0 ls0 ws0">40 </div></div><div class="c x4 y337 w24 h40"><div class="t m0 xf h15 y1dd ff2 fs1 fc0 sc0 ls18 ws0">E1<span class="ls0">-8 </span></div></div><div class="c x33 y337 w25 h40"><div class="t m0 xf h15 y1dd ff1 fs1 fc0 sc0 ls0 ws0">Wewnętrzne u<span class="_ _0"></span>stalanie opłat za e<span class="_ _0"></span>misję gazów<span class="_ _0"></span> cieplarniany<span class="_ _0"></span>ch<span class="ff2"> </span></div></div><div class="c x34 y337 w26 h40"><div class="t m0 x5 h15 y1dd ff2 fs1 fc0 sc0 ls0 ws0">40 </div></div><div class="c x4 y338 w27 h3e"><div class="t m0 xf h28 y105 ff3 fs0 fc0 sc0 ls0 ws0">ESRS E2 Zanieczyszczenia </div></div><div class="c x4 y339 w24 h40"><div class="t m0 xf h15 y1dd ff2 fs1 fc0 sc0 ls18 ws0">E2<span class="ls0">-1  </span></div></div><div class="c x33 y339 w25 h40"><div class="t m0 xf h15 y1dd ff1 fs1 fc0 sc0 ls0 ws0">Polityki związan<span class="_ _0"></span>e z zaniecz<span class="_ _0"></span>yszczeniem<span class="ff2">  </span></div></div><div class="c x34 y339 w26 h40"><div class="t m0 x5 h15 y1dd ff2 fs1 fc0 sc0 lsf ws0">40<span class="ls0"> </span></div></div><div class="c x4 y311 w24 h41"><div class="t m0 xf h15 y326 ff2 fs1 fc0 sc0 ls18 ws0">E2<span class="ls0">-2  </span></div></div><div class="c x33 y311 w25 h41"><div class="t m0 xf h15 y326 ff1 fs1 fc0 sc0 ls0 ws0">Działania i zasob<span class="_ _0"></span>y związane<span class="_ _0"></span> z zanieczyszczen<span class="_ _0"></span>iem<span class="ff2">  </span></div></div><div class="c x34 y311 w26 h41"><div class="t m0 x5 h15 y326 ff2 fs1 fc0 sc0 lsf ws0">40<span class="ls0"> </span></div></div><div class="c x4 y33a w24 h40"><div class="t m0 xf h15 y1dd ff2 fs1 fc0 sc0 ls18 ws0">E2<span class="ls0">-3  </span></div></div><div class="c x33 y33a w25 h40"><div class="t m0 xf h15 y1dd ff1 fs1 fc0 sc0 ls0 ws0">Cele związane <span class="_ _0"></span>z zanieczysz<span class="_ _0"></span>czeniem<span class="ff2"> </span></div></div><div class="c x34 y33a w26 h40"><div class="t m0 x5 h15 y1dd ff2 fs1 fc0 sc0 lsf ws0">40<span class="ls0"> </span></div></div><div class="c x4 y33b w24 h40"><div class="t m0 xf h15 y1dd ff2 fs1 fc0 sc0 ls18 ws0">E2<span class="ls0">-4  </span></div></div><div class="c x33 y33b w25 h40"><div class="t m0 xf h15 y1dd ff2 fs1 fc0 sc0 ls0 ws0">Zanieczyszczenie po<span class="_ _0"></span>wietrza, wo<span class="_ _0"></span>dy i gleby </div></div><div class="c x34 y33b w26 h40"><div class="t m0 x5 h15 y1dd ff2 fs1 fc0 sc0 lsf ws0">40<span class="ls0"> </span></div></div><div class="c x4 y33c w27 h3e"><div class="t m0 xf h28 y105 ff3 fs0 fc0 sc0 ls0 ws0">ESRS E3 Woda i zasoby morskie </div></div><div class="c x4 y33d w24 h40"><div class="t m0 xf h15 y1dd ff2 fs1 fc0 sc0 ls18 ws0">E3<span class="ls0">-1  </span></div></div><div class="c x33 y33d w25 h40"><div class="t m0 xf h15 y1dd ff1 fs1 fc0 sc0 ls0 ws0">Polityki związan<span class="_ _0"></span>e z wodą i za<span class="_ _0"></span>sobami mor<span class="_ _0"></span>skimi<span class="ff2 ls1d">  <span class="ls0"> </span></span></div></div><div class="c x34 y33d w26 h40"><div class="t m0 x5 h15 y1dd ff2 fs1 fc0 sc0 lsf ws0">41<span class="ls0"> </span></div></div><div class="c x4 y2b w24 h46"><div class="t m0 xf h15 y1dd ff2 fs1 fc0 sc0 ls18 ws0">E3<span class="ls0">-2  </span></div></div><div class="c x33 y2b w25 h46"><div class="t m0 xf h15 y1dd ff1 fs1 fc0 sc0 ls0 ws0">Działania i zasob<span class="_ _0"></span>y związane<span class="_ _0"></span> z wodą i zasoba<span class="_ _0"></span>mi mors<span class="_ _0"></span>kimi<span class="ff2">  </span></div></div><div class="c x34 y2b w26 h46"><div class="t m0 x5 h15 y1dd ff2 fs1 fc0 sc0 lsf ws0">41<span class="ls0"> </span></div></div><div class="c x4 y33e w24 h41"><div class="t m0 xf h15 y326 ff2 fs1 fc0 sc0 ls18 ws0">E3<span class="ls0">-3  </span></div></div><div class="c x33 y33e w25 h41"><div class="t m0 xf h15 y326 ff1 fs1 fc0 sc0 ls0 ws0">Cele związane <span class="_ _0"></span>z wodą i zasoba<span class="_ _0"></span>mi mors<span class="_ _0"></span>kimi<span class="ff2">  </span></div></div><div class="c x34 y33e w26 h41"><div class="t m0 x5 h15 y326 ff2 fs1 fc0 sc0 lsf ws0">41<span class="ls0"> </span></div></div><div class="c x4 y33f w24 h40"><div class="t m0 xf h15 y1dd ff2 fs1 fc0 sc0 ls18 ws0">E3<span class="ls0">-4  </span></div></div><div class="c x33 y33f w25 h40"><div class="t m0 xf h15 y1dd ff1 fs1 fc0 sc0 ls0 ws0">Zużycie wody<span class="ff2"> <span class="_ _0"></span> </span></div></div><div class="c x34 y33f w26 h40"><div class="t m0 x5 h15 y1dd ff2 fs1 fc0 sc0 lsf ws0">43<span class="ls0"> </span></div></div><div class="c x4 y2ea w27 h47"><div class="t m0 xf h13 y340 ff3 fs3 fc0 sc0 ls0 ws0">ESRS E5 <span class="ff6 fs0">Wykorzysta<span class="_ _1"></span>nie zasobów oraz gospodarka o o<span class="_ _0"></span>biegu zamkniętym<span class="ff3 fs3"> </span></span></div></div><div class="c x4 y341 w24 h3f"><div class="t m0 xf h15 y324 ff2 fs1 fc0 sc0 ls18 ws0">E5<span class="ls0">-1 </span></div></div><div class="c x33 y341 w25 h3f"><div class="t m0 xf h15 y1dc ff1 fs1 fc0 sc0 ls0 ws0">Polityki związan<span class="_ _0"></span>e z wykorzy<span class="_ _0"></span>staniem zasobów or<span class="_ _0"></span>az gospod<span class="_ _0"></span>arką o obi<span class="_ _0"></span>egu </div><div class="t m0 xf h15 y1dd ff1 fs1 fc0 sc0 ls0 ws0">zamkniętym<span class="ff2"> </span></div></div><div class="c x34 y341 w26 h3f"><div class="t m0 x5 h15 y324 ff2 fs1 fc0 sc0 lsf ws0">43<span class="ls0"> </span></div></div><div class="c x4 y342 w24 h44"><div class="t m0 xf h15 y23c ff2 fs1 fc0 sc0 ls18 ws0">E5<span class="ls0">-2 </span></div></div><div class="c x33 y342 w25 h44"><div class="t m0 xf h15 y1eb ff1 fs1 fc0 sc0 ls0 ws0">Działania i zasob<span class="_ _0"></span>y związane<span class="_ _0"></span> z wykorzystanie<span class="_ _0"></span>m zasobów ora<span class="_ _0"></span>z gospo<span class="_ _0"></span>darką o obiegu </div><div class="t m0 xf h15 y326 ff1 fs1 fc0 sc0 ls0 ws0">zamkniętym<span class="ff2"> </span></div></div><div class="c x34 y342 w26 h44"><div class="t m0 x5 h15 y23c ff2 fs1 fc0 sc0 lsf ws0">43<span class="ls0"> </span></div></div><div class="c x4 y343 w24 h40"><div class="t m0 xf h15 y1dd ff2 fs1 fc0 sc0 ls18 ws0">E5<span class="ls0">-3 </span></div></div><div class="c x33 y343 w25 h40"><div class="t m0 xf h15 y1dd ff1 fs1 fc0 sc0 ls0 ws0">Cele związane <span class="_ _0"></span>z wykorzystanie<span class="_ _0"></span>m zasobów ora<span class="_ _0"></span>z gospoda<span class="_ _0"></span>rką o obiegu zam<span class="_ _0"></span>kniętym<span class="ff2"> </span></div></div><div class="c x34 y343 w26 h40"><div class="t m0 x5 h15 y1dd ff2 fs1 fc0 sc0 lsf ws0">44<span class="ls0"> </span></div></div><div class="c x4 y344 w24 h40"><div class="t m0 xf h15 y1dd ff2 fs1 fc0 sc0 ls18 ws0">E5<span class="ls0">-4 </span></div></div><div class="c x33 y344 w25 h40"><div class="t m0 xf h15 y1dd ff2 fs1 fc0 sc0 ls0 ws0">Zasoby wprowa<span class="_ _0"></span>dzane do organi<span class="_ _0"></span>zacji </div></div><div class="c x34 y344 w26 h40"><div class="t m0 x5 h15 y1dd ff2 fs1 fc0 sc0 lsf ws0">45<span class="ls0"> </span></div></div><div class="c x4 y345 w24 h40"><div class="t m0 xf h15 y1dd ff2 fs1 fc0 sc0 ls18 ws0">E5<span class="ls0">-5 </span></div></div><div class="c x33 y345 w25 h40"><div class="t m0 xf h15 y1dd ff2 fs1 fc0 sc0 ls0 ws0">Zasoby odprow<span class="_ _0"></span>adzane z organ<span class="_ _0"></span>izacji </div></div><div class="c x34 y345 w26 h40"><div class="t m0 x5 h15 y1dd ff2 fs1 fc0 sc0 lsf ws0">45<span class="ls0"> </span></div></div><div class="c x4 y346 w27 h3e"><div class="t m0 xf h28 y105 ff6 fs0 fc0 sc0 ls0 ws0">ESRS S1 Osoby świadczące pracę na rzecz przedsiębiorstwa<span class="ff3"> </span></div></div><div class="c x4 y347 w24 h40"><div class="t m0 xf h15 y1dd ff2 fs1 fc0 sc0 ls18 ws0">S1<span class="ls0">-1 </span></div></div><div class="c x33 y347 w25 h40"><div class="t m0 xf h15 y1dd ff1 fs1 fc0 sc0 ls0 ws0">Polityki związan<span class="_ _0"></span>e z własną <span class="_ _0"></span>siłą roboczą<span class="ff2"> </span></div></div><div class="c x34 y347 w26 h40"><div class="t m0 x5 h15 y1dd ff2 fs1 fc0 sc0 lsf ws0">60<span class="ls0"> </span></div></div></div><div class="pi" ></div></div><div id="pf18" class="pf w5 hc" ><div class="pc pc18 w5 hc"><img class="bi x0 y0 w6 h1" alt="" 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"/><div class="c x0 y0 w7 hc"><div class="t m0 x4 h2 ye ff1 fs0 fc0 sc0 ls0 ws0">Sprawozdanie nt. informacji niefinansowych GK MIRBUD za 2025<span class="_ _1"></span> rok<span class="ff2"> </span></div><div class="t m0 x4 h2 yf ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hd y10 ff4 fs3 fc0 sc0 ls1a ws0">24<span class="ff5 fs8 ls0"> </span></div></div><div class="c x4 y348 w24 h48"><div class="t m0 xf h15 y23c ff2 fs1 fc0 sc0 ls18 ws0">S1<span class="ls0">-2 </span></div></div><div class="c x33 y348 w25 h48"><div class="t m0 xf h15 y349 ff1 fs1 fc0 sc0 ls0 ws0">Procedury współpr<span class="_ _0"></span>acy z własn<span class="_ _0"></span>ymi pracown<span class="_ _0"></span>ikami i przedstawi<span class="_ _0"></span>cielami pr<span class="_ _0"></span>acowników </div><div class="t m0 xf h15 y1dd ff1 fs1 fc0 sc0 ls0 ws0">w zakresie wp<span class="_ _0"></span>ływów<span class="ff2"> </span></div></div><div class="c x34 y348 w26 h48"><div class="t m0 x5 h15 y23c ff2 fs1 fc0 sc0 lsf ws0">62<span class="ls0"> </span></div></div><div class="c x4 y34a w24 h3f"><div class="t m0 xf h15 y324 ff2 fs1 fc0 sc0 ls18 ws0">S1<span class="ls0">-3 </span></div></div><div class="c x33 y34a w25 h3f"><div class="t m0 xf h15 y1dc ff1 fs1 fc0 sc0 ls0 ws0">Procesy niwelowa<span class="_ _0"></span>nia negatywny<span class="_ _0"></span>ch wpływów i<span class="_ _0"></span> kanały zgła<span class="_ _0"></span>szania pro<span class="_ _0"></span>blemów przez </div><div class="t m0 xf h15 y1dd ff1 fs1 fc0 sc0 ls0 ws0">pracowników jedno<span class="_ _0"></span>stki<span class="ff2"> </span></div></div><div class="c x34 y34a w26 h3f"><div class="t m0 x5 h15 y324 ff2 fs1 fc0 sc0 lsf ws0">62<span class="ls0"> </span></div></div><div class="c x4 y34b w24 h1c"><div class="t m0 xf h15 y34c ff2 fs1 fc0 sc0 ls18 ws0">S1<span class="ls0">-4 </span></div></div><div class="c x33 y34b w25 h1c"><div class="t m0 xf h15 y1da ff1 fs1 fc0 sc0 ls0 ws0">Podejmowanie d<span class="_ _0"></span>ziałań dotyc<span class="_ _0"></span>zących istotn<span class="_ _0"></span>ych wpływów na<span class="_ _0"></span> własnych <span class="_ _0"></span>pracowników </div><div class="t m0 xf h15 y1ea ff1 fs1 fc0 sc0 ls0 ws0">oraz stosowan<span class="_ _0"></span>ie podejść słu<span class="_ _0"></span>żących ogra<span class="_ _0"></span>niczeniu istotne<span class="_ _0"></span>go ryzyka i </div><div class="t m0 xf h15 y1eb ff1 fs1 fc0 sc0 ls0 ws0">wykorzystywaniu i<span class="_ _0"></span>stotnych<span class="_ _0"></span> szans związan<span class="_ _0"></span>ych z wła<span class="_ _0"></span>sną siłą roboczą<span class="_ _0"></span> oraz </div><div class="t m0 xf h15 y1dd ff1 fs1 fc0 sc0 ls0 ws0">skuteczność t<span class="_ _0"></span>ych działań<span class="ff2"> </span></div></div><div class="c x34 y34b w26 h1c"><div class="t m0 x5 h15 y34c ff2 fs1 fc0 sc0 lsf ws0">63<span class="ls0"> </span></div></div><div class="c x4 y34d w24 h3f"><div class="t m0 xf h15 y324 ff2 fs1 fc0 sc0 ls18 ws0">S1<span class="ls0">-5 </span></div></div><div class="c x33 y34d w25 h3f"><div class="t m0 xf h15 y1dc ff1 fs1 fc0 sc0 ls0 ws0">Cele dotyczące<span class="_ _0"></span> zarządzania<span class="_ _0"></span> istotnymi negat<span class="_ _0"></span>ywnymi wpływa<span class="_ _0"></span>mi, zwiększania<span class="_ _0"></span> </div><div class="t m0 xf h15 y1dd ff1 fs1 fc0 sc0 ls0 ws0">pozytywnych wp<span class="_ _0"></span>ływów i zarząd<span class="_ _0"></span>zania is<span class="_ _0"></span>totnymi ryzyka<span class="_ _0"></span>mi i istotnymi<span class="_ _0"></span> szansami<span class="ff2"> </span></div></div><div class="c x34 y34d w26 h3f"><div class="t m0 x5 h15 y324 ff2 fs1 fc0 sc0 lsf ws0">64<span class="ls0"> </span></div></div><div class="c x4 y34e w24 h40"><div class="t m0 xf h15 y1dd ff2 fs1 fc0 sc0 ls18 ws0">S1<span class="ls0">-6 </span></div></div><div class="c x33 y34e w25 h40"><div class="t m0 xf h15 y1dd ff1 fs1 fc0 sc0 ls0 ws0">Charakterystyka<span class="_ _0"></span> pracowni<span class="_ _0"></span>ków jednostki<span class="ff2"> </span></div></div><div class="c x34 y34e w26 h40"><div class="t m0 x5 h15 y1dd ff2 fs1 fc0 sc0 lsf ws0">65<span class="ls0"> </span></div></div><div class="c x4 y34f w24 h3f"><div class="t m0 xf h15 y324 ff2 fs1 fc0 sc0 ls18 ws0">S1<span class="ls0">-7 </span></div></div><div class="c x33 y34f w25 h3f"><div class="t m0 xf h15 y1dc ff1 fs1 fc0 sc0 ls0 ws0">Charakterystyka<span class="_ _0"></span> osób niebęd<span class="_ _0"></span>ących pracownika<span class="_ _0"></span>mi stanowią<span class="_ _0"></span>cych własnych </div><div class="t m0 xf h15 y1dd ff1 fs1 fc0 sc0 ls0 ws0">pracowników jedno<span class="_ _0"></span>stki<span class="ff2"> </span></div></div><div class="c x34 y34f w26 h3f"><div class="t m0 x5 h15 y324 ff2 fs1 fc0 sc0 lsf ws0">65<span class="ls0"> </span></div></div><div class="c x4 y350 w24 h41"><div class="t m0 xf h15 y326 ff2 fs1 fc0 sc0 ls18 ws0">S1<span class="ls0">-9 </span></div></div><div class="c x33 y350 w25 h41"><div class="t m0 xf h15 y326 ff1 fs1 fc0 sc0 ls0 ws0">Wskaźniki ró<span class="_ _0"></span>żnorodności<span class="ff2"> </span></div></div><div class="c x34 y350 w26 h41"><div class="t m0 x6 h15 y326 ff2 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x4 y351 w24 h40"><div class="t m0 xf h15 y1dd ff2 fs1 fc0 sc0 ls18 ws0">S1<span class="ls0">-<span class="lsf">10</span> </span></div></div><div class="c x33 y351 w25 h40"><div class="t m0 xf h15 y1dd ff1 fs1 fc0 sc0 ls0 ws0">Odpowiednie płace<span class="_ _0"></span><span class="ff2"> </span></div></div><div class="c x34 y351 w26 h40"><div class="t m0 x5 h15 y1dd ff2 fs1 fc0 sc0 lsf ws0">66<span class="ls0"> </span></div></div><div class="c x4 y352 w24 h40"><div class="t m0 xf h15 y1dd ff2 fs1 fc0 sc0 ls18 ws0">S1<span class="ls0">-<span class="lsf">11</span> </span></div></div><div class="c x33 y352 w25 h40"><div class="t m0 xf h15 y1dd ff2 fs1 fc0 sc0 ls0 ws0">Ochrona socjalna </div></div><div class="c x34 y352 w26 h40"><div class="t m0 x5 h15 y1dd ff2 fs1 fc0 sc0 lsf ws0">66<span class="ls0"> </span></div></div><div class="c x4 y353 w24 h40"><div class="t m0 xf h15 y1dd ff2 fs1 fc0 sc0 ls18 ws0">S1<span class="ls0">-<span class="lsf">13</span> </span></div></div><div class="c x33 y353 w25 h40"><div class="t m0 xf h15 y1dd ff1 fs1 fc0 sc0 ls0 ws0">Wskaźniki do<span class="_ _0"></span>tyczące szkoleń<span class="_ _0"></span> i rozwoju umiejętno<span class="_ _0"></span>ści<span class="ff2"> </span></div></div><div class="c x34 y353 w26 h40"><div class="t m0 x5 h15 y1dd ff2 fs1 fc0 sc0 lsf ws0">66<span class="ls0"> </span></div></div><div class="c x4 y354 w24 h46"><div class="t m0 xf h15 y355 ff2 fs1 fc0 sc0 ls18 ws0">S1<span class="ls0">-<span class="lsf">14</span> </span></div></div><div class="c x33 y354 w25 h46"><div class="t m0 xf h15 y355 ff1 fs1 fc0 sc0 ls0 ws0">Wskaźniki be<span class="_ _0"></span>zpieczeństwa<span class="_ _0"></span> i higieny pracy<span class="ff2"> </span></div></div><div class="c x34 y354 w26 h46"><div class="t m0 x5 h15 y355 ff2 fs1 fc0 sc0 ls0 ws0">67 </div></div><div class="c x4 y356 w24 h40"><div class="t m0 xf h15 y1dd ff2 fs1 fc0 sc0 ls18 ws0">S1<span class="ls0">-<span class="lsf">15</span> </span></div></div><div class="c x33 y356 w25 h40"><div class="t m0 xf h15 y1dd ff1 fs1 fc0 sc0 ls0 ws0">Wskaźniki równo<span class="_ _0"></span>wagi między <span class="_ _0"></span>życiem <span class="_ _0"></span>zawodowym a prywa<span class="_ _0"></span>tnym<span class="ff2"> </span></div></div><div class="c x34 y356 w26 h40"><div class="t m0 x5 h15 y1dd ff2 fs1 fc0 sc0 lsf ws0">67<span class="ls0"> </span></div></div><div class="c x4 y357 w24 h41"><div class="t m0 xf h15 y326 ff2 fs1 fc0 sc0 ls18 ws0">S1<span class="ls0">-<span class="lsf">16</span> </span></div></div><div class="c x33 y357 w25 h41"><div class="t m0 xf h15 y326 ff1 fs1 fc0 sc0 ls0 ws0">Wskaźniki wyna<span class="_ _0"></span>grodzeń (lu<span class="_ _0"></span>ka płacow<span class="_ _0"></span>a i całkowite w<span class="_ _0"></span>ynagrodzenie) <span class="ff2"> </span></div></div><div class="c x34 y357 w26 h41"><div class="t m0 x5 h15 y326 ff2 fs1 fc0 sc0 lsf ws0">68<span class="ls0"> </span></div></div><div class="c x4 y358 w24 h49"><div class="t m0 xf h15 y359 ff2 fs1 fc0 sc0 ls18 ws0">S1<span class="ls0">-<span class="lsf">17</span> </span></div></div><div class="c x33 y358 w25 h49"><div class="t m0 xf h15 y359 ff1 fs1 fc0 sc0 ls0 ws0">Incydenty, skarg<span class="_ _0"></span>i i poważne wpł<span class="_ _0"></span>ywy na pr<span class="_ _0"></span>zestrzeganie<span class="_ _0"></span> praw człowie<span class="_ _0"></span>ka<span class="ff2"> </span></div></div><div class="c x34 y358 w26 h49"><div class="t m0 x5 h15 y359 ff2 fs1 fc0 sc0 lsf ws0">68<span class="ls0"> </span></div></div><div class="c x4 y35a w27 h3e"><div class="t m0 xf h28 y105 ff6 fs0 fc0 sc0 ls0 ws0">ESRS S2 Pracownicy w łańcuchu wartości<span class="ff3"> </span></div></div><div class="c x4 y35b w24 h40"><div class="t m0 xf h15 y1dd ff2 fs1 fc0 sc0 ls18 ws0">S2<span class="ls0">-1 </span></div></div><div class="c x33 y35b w25 h40"><div class="t m0 xf h15 y1dd ff1 fs1 fc0 sc0 ls0 ws0">Polityki związan<span class="_ _0"></span>e z pracowni<span class="_ _0"></span>kami w łańcu<span class="_ _0"></span>chu wartości<span class="ff2"> </span></div></div><div class="c x34 y35b w26 h40"><div class="t m0 x5 h15 y1dd ff2 fs1 fc0 sc0 lsf ws0">69<span class="ls0"> </span></div></div><div class="c x4 y35c w24 h3f"><div class="t m0 xf h15 y324 ff2 fs1 fc0 sc0 ls18 ws0">S2<span class="ls0">-2 </span></div></div><div class="c x33 y35c w25 h3f"><div class="t m0 xf h15 y1dc ff1 fs1 fc0 sc0 ls0 ws0">Procesy w<span class="_ _0"></span>spółprac<span class="_ _0"></span>y <span class="_ _0"></span>z o<span class="_ _0"></span>sobami w<span class="_ _0"></span>ykonując<span class="_ _0"></span>ym <span class="_ _0"></span>pracę <span class="_ _0"></span>w łań<span class="_ _0"></span>cuchu <span class="_ _0"></span>war<span class="_ _0"></span>tości <span class="_ _0"></span>w <span class="_ _0"></span>zakresie </div><div class="t m0 xf h15 y1dd ff1 fs1 fc0 sc0 ls0 ws0">wpływów<span class="ff2"> </span></div></div><div class="c x34 y35c w26 h3f"><div class="t m0 x5 h15 y324 ff2 fs1 fc0 sc0 lsf ws0">70<span class="ls0"> </span></div></div><div class="c x4 y35d w24 h44"><div class="t m0 xf h15 y23c ff2 fs1 fc0 sc0 ls18 ws0">S2<span class="ls0">-3 </span></div></div><div class="c x33 y35d w25 h44"><div class="t m0 xf h15 y1eb ff1 fs1 fc0 sc0 ls0 ws0">Procesy <span class="_ _1"></span>niwelowania <span class="_ _1"></span>negatywn<span class="_ _0"></span>ych <span class="_ _1"></span>wpływów <span class="_ _1"></span>i <span class="_ _1"></span>k<span class="_ _1"></span>anały z<span class="_ _1"></span>głaszania<span class="_ _0"></span> <span class="_ _1"></span>problemów <span class="_ _1"></span>przez </div><div class="t m0 xf h15 y1dd ff1 fs1 fc0 sc0 ls0 ws0">pracowników w <span class="_ _0"></span>łańcuchu warto<span class="_ _0"></span>ści <span class="ff2"> </span></div></div><div class="c x34 y35d w26 h44"><div class="t m0 x5 h15 y23c ff2 fs1 fc0 sc0 lsf ws0">70<span class="ls0"> </span></div></div><div class="c x4 yec w24 h4a"><div class="t m0 xf h15 y10e ff2 fs1 fc0 sc0 ls18 ws0">S2<span class="ls0">-4 </span></div></div><div class="c x33 yec w25 h4a"><div class="t m0 xf h15 y202 ff1 fs1 fc0 sc0 ls0 ws0">Podejmowanie <span class="_ _0"></span>działań<span class="_ _0"></span> doty<span class="_ _0"></span>czących i<span class="_ _0"></span>stotnych w<span class="_ _0"></span>pływów <span class="_ _0"></span>na <span class="_ _0"></span>osoby <span class="_ _0"></span>wykonu<span class="_ _0"></span>jące pra<span class="_ _0"></span>cę </div><div class="t m0 xf h15 y1db ff1 fs1 fc0 sc0 ls0 ws0">w  łań<span class="_ _0"></span>cuchu <span class="_ _10"> </span>war<span class="_ _0"></span>tości <span class="_ _a"> </span>oraz  stoso<span class="_ _0"></span>wanie <span class="_ _10"> </span>pod<span class="_ _0"></span>ejść <span class="_ _10"> </span>słu<span class="_ _0"></span>żących <span class="_ _a"> </span>z<span class="_ _1"></span>arządzan<span class="_ _0"></span>iu <span class="_ _10"> </span>istotn<span class="_ _0"></span>ymi </div><div class="t m0 xf h15 y1dc ff1 fs1 fc0 sc0 ls0 ws0">ryzykami <span class="_ _8"></span>i <span class="_ _1"></span>wykorzystywaniu <span class="_ _1"></span>istotnych <span class="_ _8"></span>szans <span class="_ _8"></span>związanych <span class="_ _1"></span>z <span class="_ _8"></span>osobami <span class="_ _8"></span>wykonując<span class="_ _0"></span>ymi </div><div class="t m0 xf h15 y1dd ff1 fs1 fc0 sc0 ls0 ws0">pracę w łańcuchu<span class="_ _0"></span> wartości<span class="_ _0"></span> oraz skuteczność tych d<span class="_ _0"></span>ziałań<span class="ff2"> </span></div></div><div class="c x34 yec w26 h4a"><div class="t m0 x5 h15 y10e ff2 fs1 fc0 sc0 lsf ws0">70<span class="ls0"> </span></div></div><div class="c x4 y35e w24 h44"><div class="t m0 xf h15 y23c ff2 fs1 fc0 sc0 ls18 ws0">S2<span class="ls0">-5 </span></div></div><div class="c x33 y35e w25 h44"><div class="t m0 xf h15 y1eb ff1 fs1 fc0 sc0 ls0 ws0">Cele <span class="_ _18"> </span>dotyczące <span class="_ _1f"> </span>zarząd<span class="_ _0"></span>zania <span class="_ _1f"> </span>istotny<span class="_ _0"></span>mi <span class="_ _1f"> </span>nega<span class="_ _0"></span>tywnymi <span class="_ _18"> </span>wpływami, <span class="_ _18"> </span>z<span class="_ _1"></span>większania<span class="_ _0"></span> </div><div class="t m0 xf h15 y326 ff1 fs1 fc0 sc0 ls0 ws0">pozytywnych wp<span class="_ _0"></span>ływów i zarząd<span class="_ _0"></span>zania is<span class="_ _0"></span>totnymi ryzyka<span class="_ _0"></span>mi i istotnymi<span class="_ _0"></span> szansami<span class="ff2"> </span></div></div><div class="c x34 y35e w26 h44"><div class="t m0 x5 h15 y23c ff2 fs1 fc0 sc0 lsf ws0">71<span class="ls0"> </span></div></div><div class="c x4 y35f w27 h4b"><div class="t m0 xf h28 y105 ff6 fs0 fc0 sc0 ls0 ws0">ESRS S3 Społeczności dotknięte wpływem<span class="ff3"> </span></div></div><div class="c x4 y360 w24 h40"><div class="t m0 xf h15 y1dd ff2 fs1 fc0 sc0 ls18 ws0">S3<span class="ls0">-1 </span></div></div><div class="c x33 y360 w25 h40"><div class="t m0 xf h15 y1dd ff1 fs1 fc0 sc0 ls0 ws0">Polityki związan<span class="_ _0"></span>e ze społeczno<span class="_ _0"></span>ściami dotknię<span class="_ _0"></span>tymi wpływem<span class="ff2"> </span></div></div><div class="c x34 y360 w26 h40"><div class="t m0 x5 h15 y1dd ff2 fs1 fc0 sc0 lsf ws0">72<span class="ls0"> </span></div></div><div class="c x4 y361 w24 h40"><div class="t m0 xf h15 y1dd ff2 fs1 fc0 sc0 ls18 ws0">S3<span class="ls0">-2 </span></div></div><div class="c x33 y361 w25 h40"><div class="t m0 xf h15 y1dd ff2 fs1 fc0 sc0 ls0 ws0">Procesy wsp<span class="ff1">ółpracy<span class="_ _0"></span> w zakresie w<span class="_ _0"></span>pływów z dot<span class="_ _0"></span>kniętymi społe<span class="_ _0"></span>cznościami <span class="ff2"> </span></span></div></div><div class="c x34 y361 w26 h40"><div class="t m0 x5 h15 y1dd ff2 fs1 fc0 sc0 lsf ws0">73<span class="ls0"> </span></div></div><div class="c x4 y362 w24 h3f"><div class="t m0 xf h15 y324 ff2 fs1 fc0 sc0 ls18 ws0">S3<span class="ls0">-3 </span></div></div><div class="c x33 y362 w25 h3f"><div class="t m0 xf h15 y1dc ff1 fs1 fc0 sc0 ls0 ws0">Procesy <span class="_ _9"> </span>remediacji <span class="_ _9"> </span>negatywn<span class="_ _0"></span>ych <span class="_ _9"> </span>wpływów <span class="_ _9"> </span>i <span class="_ _9"> </span>kanały <span class="_ _9"> </span>zgłaszania <span class="_ _9"> </span>problemów <span class="_ _9"></span>przez<span class="_ _0"></span> </div><div class="t m0 xf h15 y1dd ff1 fs1 fc0 sc0 ls0 ws0">dotknięte społec<span class="_ _0"></span>zności<span class="ff2"> </span></div></div><div class="c x34 y362 w26 h3f"><div class="t m0 x5 h15 y324 ff2 fs1 fc0 sc0 lsf ws0">73<span class="ls0"> </span></div></div><div class="c x4 y363 w24 h1c"><div class="t m0 xf h15 y10e ff2 fs1 fc0 sc0 ls18 ws0">S3<span class="ls0">-4 </span></div></div><div class="c x33 y363 w25 h1c"><div class="t m0 xf h15 y1da ff1 fs1 fc0 sc0 ls0 ws0">Podejmowanie <span class="_ _8"></span>działań <span class="_ _b"></span>dotyc<span class="_ _0"></span>zących <span class="_ _8"></span>istotnych <span class="_ _8"></span>wpływów <span class="_ _b"></span>na <span class="_ _8"></span>dotknięte <span class="_ _b"></span>spolecznoś<span class="_ _0"></span>ci </div><div class="t m0 xf h15 y1db ff1 fs1 fc0 sc0 ls0 ws0">oraz <span class="_ _1e"> </span>stosowania<span class="_ _0"></span> <span class="_ _1e"> </span>podejść <span class="_ _17"> </span>s<span class="_ _1"></span>łużących <span class="_ _17"> </span>zarządzaniu <span class="_ _1e"> </span>istotnymi<span class="_ _0"></span> <span class="_ _1e"> </span>ryzykami <span class="_ _1e"> </span>i </div><div class="t m0 xf h15 y1dc ff1 fs1 fc0 sc0 ls0 ws0">wykorzystywaniu<span class="_ _0"></span> <span class="_ _1f"> </span>istotny<span class="_ _0"></span>ch <span class="_ _1f"> </span>szans <span class="_ _1f"> </span>związan<span class="_ _0"></span>ych <span class="_ _1f"> </span>z <span class="_ _1f"> </span>tymi <span class="_ _18"> </span>społecznościami <span class="_ _18"> </span>oraz </div><div class="t m0 xf h15 y1dd ff1 fs1 fc0 sc0 ls0 ws0">skuteczności t<span class="_ _0"></span>ych działań<span class="ff2"> </span></div></div><div class="c x34 y363 w26 h1c"><div class="t m0 x5 h15 y10e ff2 fs1 fc0 sc0 lsf ws0">73<span class="ls0"> </span></div></div><div class="c x4 y364 w24 h3f"><div class="t m0 xf h15 y324 ff2 fs1 fc0 sc0 ls18 ws0">S3<span class="ls0">-5 </span></div></div><div class="c x33 y364 w25 h3f"><div class="t m0 xf h15 y1dc ff1 fs1 fc0 sc0 ls0 ws0">Cele <span class="_ _18"> </span>dotyczące <span class="_ _1f"> </span>zarząd<span class="_ _0"></span>zania <span class="_ _1f"> </span>istotny<span class="_ _0"></span>mi <span class="_ _1f"> </span>nega<span class="_ _0"></span>tywnymi <span class="_ _18"> </span>wpływami, <span class="_ _18"> </span>z<span class="_ _1"></span>większania<span class="_ _0"></span> </div><div class="t m0 xf h15 y1dd ff1 fs1 fc0 sc0 ls0 ws0">pozytywnych pł<span class="_ _0"></span>ywów i zarząd<span class="_ _0"></span>zania istotn<span class="_ _0"></span>ymi ryzykami <span class="_ _0"></span>i istotnymi s<span class="_ _0"></span>zansami<span class="ff2"> </span></div></div><div class="c x34 y364 w26 h3f"><div class="t m0 x5 h15 y324 ff2 fs1 fc0 sc0 lsf ws0">75<span class="ls0"> </span></div></div><div class="c x4 y365 w27 h4c"><div class="t m0 xf h28 y366 ff3 fs0 fc0 sc0 ls0 ws0">ESRS G1 Praktyki biznesowe </div></div><div class="c x4 y367 w24 h40"><div class="t m0 xf h15 y1dd ff2 fs1 fc0 sc0 ls1c ws0">G1<span class="ls0">-1 </span></div></div><div class="c x33 y367 w25 h40"><div class="t m0 xf h15 y1dd ff1 fs1 fc0 sc0 ls0 ws0">Kultura korpor<span class="_ _0"></span>acyjna i Polit<span class="_ _0"></span>yki prowa<span class="_ _0"></span>dzenia działalności<span class="_ _0"></span> gospodarcz<span class="_ _0"></span>ej<span class="ff2"> </span></div></div><div class="c x34 y367 w26 h40"><div class="t m0 x5 h15 y1dd ff2 fs1 fc0 sc0 lsf ws0">76<span class="ls0"> </span></div></div><div class="c x4 y368 w24 h40"><div class="t m0 xf h15 y1dd ff2 fs1 fc0 sc0 ls1c ws0">G1<span class="ls0">-2 </span></div></div><div class="c x33 y368 w25 h40"><div class="t m0 xf h15 y1dd ff1 fs1 fc0 sc0 ls0 ws0">Zarządzanie stosun<span class="_ _0"></span>kami z do<span class="_ _0"></span>stawcami <span class="ff2"> </span></div></div><div class="c x34 y368 w26 h40"><div class="t m0 x5 h15 y1dd ff2 fs1 fc0 sc0 lsf ws0">81<span class="ls0"> </span></div></div><div class="c x4 y369 w24 h40"><div class="t m0 xf h15 y1dd ff2 fs1 fc0 sc0 ls1c ws0">G1<span class="ls0">-6 </span></div></div><div class="c x33 y369 w25 h40"><div class="t m0 xf h15 y1dd ff1 fs1 fc0 sc0 ls0 ws0">Praktyki płatni<span class="_ _0"></span>cze<span class="ff2"> </span></div></div><div class="c x34 y369 w26 h40"><div class="t m0 x5 h15 y1dd ff2 fs1 fc0 sc0 lsf ws0">81<span class="ls0"> </span></div></div><div class="c x0 y0 w7 hc"><div class="t m0 x4 h3d y36a ffa fs1 fc6 sc0 ls0 ws0"> </div></div><div class="c x19 y36b w28 h4d"><div class="t m0 x10 h4e y36c ff1 fsc fc5 sc0 ls0 ws0">Wymóg do<span class="_ _0"></span>tyczący uja<span class="_ _0"></span>wniania in<span class="_ _0"></span>formacji i<span class="_ _0"></span> powiązany<span class="_ _0"></span> z nim pun<span class="_ _0"></span>kt danych<span class="ff2"> </span></div></div><div class="c x28 y36b w29 h4d"><div class="t m0 xc h4e y36d ff2 fsc fc5 sc0 ls0 ws0"> </div><div class="t m0 x39 h4e y36e ff1 fsc fc5 sc0 ls0 ws0">Odniesienie<span class="_ _0"></span> do rozpor<span class="_ _0"></span>ządzenia <span class="_ _0"></span>w sprawie </div><div class="t m0 x23 h4e y36f ff1 fsc fc5 sc0 ls0 ws0">ujawniania i<span class="_ _0"></span>nforma<span class="_ _0"></span>cji związanych<span class="_ _0"></span> ze </div><div class="t m0 x2 h4e y370 ff1 fsc fc5 sc0 ls0 ws0">zrównoważ<span class="_ _0"></span>onym rozwo<span class="_ _0"></span>jem w <span class="_ _0"></span>sektorze<span class="_ _0"></span> usług </div><div class="t m0 x3a h4e y371 ff2 fsc fc5 sc0 ls0 ws0">finansowy<span class="_ _0"></span>ch (nr. str<span class="_ _0"></span>.) </div><div class="t m0 xf h15 y102 ff2 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x19 y372 w28 h3f"><div class="t m0 x2 h15 y1dc ff2 fs1 fc0 sc0 ls0 ws0">ESRS 2 GOV-1<span class="_ _0"></span> </div><div class="t m0 x2 h15 y1dd ff1 fs1 fc0 sc0 ls0 ws0">Zróżnicowanie<span class="_ _0"></span> członków zar<span class="_ _0"></span>ządu ze względu<span class="_ _0"></span> na płeć pkt 21<span class="_ _0"></span> lit. d)<span class="ff2"> </span></div></div><div class="c x28 y372 w29 h3f"><div class="t m0 x3b h15 y324 ff2 fs1 fc0 sc0 ls0 ws0">6 </div></div><div class="c x19 y373 w28 h3f"><div class="t m0 x2 h15 y1dc ff2 fs1 fc0 sc0 ls0 ws0">ESRS 2 GOV-1<span class="_ _0"></span> </div><div class="t m0 x2 h15 y1dd ff1 fs1 fc0 sc0 ls0 ws0">Odsetek członków<span class="_ _0"></span> zarządu, <span class="_ _0"></span>którzy są niezale<span class="_ _0"></span>żni pkt 21 lit<span class="_ _0"></span>. e)<span class="ff2"> </span></div></div><div class="c x28 y373 w29 h3f"><div class="t m0 x3b h15 y324 ff2 fs1 fc0 sc0 ls0 ws0">6 </div></div><div class="c x19 y374 w28 h44"><div class="t m0 x2 h15 y1eb ff2 fs1 fc0 sc0 ls0 ws0">ESRS 2 GOV-4<span class="_ _0"></span> </div><div class="t m0 x2 h15 y1dd ff1 fs1 fc0 sc0 ls0 ws0">Oświadczenie w<span class="_ _0"></span> sprawie należ<span class="_ _0"></span>ytej starannośc<span class="_ _0"></span>i pkt 30<span class="ff2"> </span></div></div><div class="c x28 y374 w29 h44"><div class="t m0 x3b h15 y23c ff2 fs1 fc0 sc0 ls0 ws0">8 </div></div><div class="c x19 y375 w28 h40"><div class="t m0 x2 h15 y1dd ff2 fs1 fc0 sc0 ls0 ws0">ESRS 2 SBM-1<span class="_ _0"></span> </div></div><div class="c x28 y375 w29 h40"><div class="t m0 x3b h15 y1dd ff2 fs1 fc0 sc0 ls0 ws0">8 </div></div></div><div class="pi" ></div></div><div id="pf19" class="pf w5 hc" ><div class="pc pc19 w5 hc"><img class="bi x0 y0 w6 h1" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w7 hc"><div class="t m0 x4 h2 ye ff1 fs0 fc0 sc0 ls0 ws0">Sprawozdanie nt. informacji niefinansowych GK MIRBUD za 2025<span class="_ _1"></span> rok<span class="ff2"> </span></div><div class="t m0 x4 h2 yf ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hd y10 ff4 fs3 fc0 sc0 ls1a ws0">25<span class="ff5 fs8 ls0"> </span></div></div><div class="c x19 y348 w28 h48"><div class="t m0 x2 h15 y349 ff1 fs1 fc0 sc0 ls0 ws0">Udział w działania<span class="_ _0"></span>ch związany<span class="_ _0"></span>ch z działania<span class="_ _0"></span>mi dotyczącym<span class="_ _0"></span>i paliw kop<span class="_ _0"></span>alnych pkt 40 lit. </div><div class="t m0 x2 h15 y1dd ff2 fs1 fc0 sc0 ls0 ws0">d) ppkt (i) </div></div><div class="c x19 y34a w28 h3f"><div class="t m0 x2 h15 y1dc ff2 fs1 fc0 sc0 ls0 ws0">ESRS 2 SBM-1<span class="_ _0"></span> </div><div class="t m0 x2 h15 y1dd ff1 fs1 fc0 sc0 ls0 ws0">Udział w działania<span class="_ _0"></span>ch związany<span class="_ _0"></span>ch z produ<span class="_ _0"></span>kcją chemikaliów p<span class="_ _0"></span>kt 40 lit. <span class="_ _0"></span>d) ppkt (ii)<span class="ff2"> </span></div></div><div class="c x28 y34a w29 h3f"><div class="t m0 x3b h15 y324 ff2 fs1 fc0 sc0 ls0 ws0">8 </div></div><div class="c x19 y376 w28 h3f"><div class="t m0 x2 h15 y1dc ff2 fs1 fc0 sc0 ls0 ws0">ESRS 2 SBM-1<span class="_ _0"></span> </div><div class="t m0 x2 h15 y1dd ff1 fs1 fc0 sc0 ls0 ws0">Udział w działa<span class="_ _0"></span>lności związane<span class="_ _0"></span>j z kontrower<span class="_ _0"></span>syjną bronią p<span class="_ _0"></span>kt 40 lit. d)<span class="_ _0"></span> ppkt (iii)<span class="ff2"> </span></div></div><div class="c x28 y376 w29 h3f"><div class="t m0 x3b h15 y324 ff2 fs1 fc0 sc0 ls0 ws0">8 </div></div><div class="c x19 y34b w28 h44"><div class="t m0 x2 h15 y1eb ff2 fs1 fc0 sc0 ls0 ws0">ESRS 2 SBM-1<span class="_ _0"></span> </div><div class="t m0 x2 h15 y1dd ff1 fs1 fc0 sc0 ls0 ws0">Udział w działania<span class="_ _0"></span>ch związany<span class="_ _0"></span>ch z upraw<span class="_ _0"></span>ą I produkcją t<span class="_ _0"></span>ytoniu pkt 40 <span class="_ _0"></span>lit. d) ppkt (iv)<span class="ff2"> </span></div></div><div class="c x28 y34b w29 h44"><div class="t m0 x3b h15 y23c ff2 fs1 fc0 sc0 ls0 ws0">8 </div></div><div class="c x19 y34d w28 h3f"><div class="t m0 x2 h15 y1dc ff2 fs1 fc0 sc0 ls0 ws0">ESRS E1-1 </div><div class="t m0 x2 h15 y1dd ff1 fs1 fc0 sc0 ls0 ws0">Plan transforma<span class="_ _0"></span>cji służący o<span class="_ _0"></span>siągnięciu neutralno<span class="_ _0"></span>ści klimat<span class="_ _0"></span>ycznej do <span class="_ _0"></span>2050 r. pkt 14<span class="ff2"> </span></div></div><div class="c x28 y34d w29 h3f"><div class="t m0 x3c h15 y324 ff2 fs1 fc0 sc0 lsf ws0">27<span class="ls0"> </span></div></div><div class="c x19 y34f w28 h42"><div class="t m0 x2 h15 y1db ff2 fs1 fc0 sc0 ls0 ws0">ESRS E1-1 </div><div class="t m0 x2 h15 y1dc ff1 fs1 fc0 sc0 ls0 ws0">Jednostki wyklu<span class="_ _0"></span>czone z zakre<span class="_ _0"></span>su obo<span class="_ _0"></span>wiązywania ws<span class="_ _0"></span>kaźników referen<span class="_ _0"></span>cyjnych </div><div class="t m0 x2 h15 y1dd ff2 fs1 fc0 sc0 ls0 ws0">dostosowany<span class="_ _0"></span>ch do porozumienia <span class="_ _0"></span>paryskiego p<span class="_ _0"></span>kt 16 lit. g) </div></div><div class="c x28 y34f w29 h42"><div class="t m0 x3d h15 y1dc ff2 fs1 fc0 sc0 ls0 ws0">N<span class="ffa">ie dotyczy</span> </div></div><div class="c x19 y351 w28 h44"><div class="t m0 x2 h15 y1eb ff2 fs1 fc0 sc0 ls0 ws0">ESRS E1-4 </div><div class="t m0 x2 h15 y1dd ff1 fs1 fc0 sc0 ls0 ws0">Cele redukcji em<span class="_ _0"></span>isji gazów <span class="_ _0"></span>cieplarnian<span class="_ _0"></span>ych pkt 34<span class="ff2"> </span></div></div><div class="c x28 y351 w29 h44"><div class="t m0 x3c h15 y324 ff2 fs1 fc0 sc0 lsf ws0">31<span class="ls0"> </span></div></div><div class="c x19 y354 w28 h4f"><div class="t m0 x2 h15 y377 ff2 fs1 fc0 sc0 ls0 ws0">ESRS E1-5 </div><div class="t m0 x2 h15 y329 ff1 fs1 fc0 sc0 ls0 ws0">Zużycie energii <span class="_ _0"></span>z kopalnych źród<span class="_ _0"></span>eł zdezag<span class="_ _0"></span>regowane<span class="_ _0"></span> w podziale na ź<span class="_ _0"></span>ródła (dotyczy </div><div class="t m0 x2 h15 y355 ff1 fs1 fc0 sc0 ls0 ws0">wyłącznie sektoró<span class="_ _0"></span>w o znaczn<span class="_ _0"></span>ym odd<span class="_ _0"></span>ziaływaniu na kli<span class="_ _0"></span>mat) pkt 38<span class="ff2"> </span></div></div><div class="c x28 y354 w29 h4f"><div class="t m0 x3e h15 y329 ff2 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x19 y357 w28 h44"><div class="t m0 x2 h15 y1eb ff2 fs1 fc0 sc0 ls0 ws0">ESRS E1-5 </div><div class="t m0 x2 h15 y326 ff1 fs1 fc0 sc0 ls0 ws0">Zużycie energii i<span class="_ _0"></span> koszyk energe<span class="_ _0"></span>tyczny pk<span class="_ _0"></span>t 37<span class="ff2"> </span></div></div><div class="c x28 y357 w29 h44"><div class="t m0 x3c h15 y23c ff2 fs1 fc0 sc0 lsf ws0">32<span class="ls0"> </span></div></div><div class="c x19 y378 w28 h42"><div class="t m0 x2 h15 y1db ff2 fs1 fc0 sc0 ls0 ws0">ESRS E1-5 </div><div class="t m0 x2 h15 y1dc ff1 fs1 fc0 sc0 ls0 ws0">Energochłonnoś<span class="_ _0"></span>ć powiązana <span class="_ _0"></span>z działaniami pod<span class="_ _0"></span>ejmowanymi<span class="_ _0"></span> w sektor<span class="_ _0"></span>ach o znaczn<span class="_ _0"></span>ym </div><div class="t m0 x2 h15 y1dd ff1 fs1 fc0 sc0 ls0 ws0">oddziaływaniu na<span class="_ _0"></span> klimat pkt 40–<span class="ff2 lsf">43<span class="ls0"> </span></span></div></div><div class="c x28 y378 w29 h42"><div class="t m0 x3c h15 y1dc ff2 fs1 fc0 sc0 lsf ws0">34<span class="ls0"> </span></div></div><div class="c x19 y379 w28 h50"><div class="t m0 x2 h15 y1ea ff2 fs1 fc0 sc0 ls0 ws0">ESRS E1-6 </div><div class="t m0 x2 h15 y1eb ff1 fs1 fc0 sc0 ls0 ws0">Emisje gazów <span class="_ _0"></span>cieplarnianych za<span class="_ _0"></span>kresu 1, 2, 3 bru<span class="_ _0"></span>tto i całkowi<span class="_ _0"></span>te emisje gazów </div><div class="t m0 x2 h15 y326 ff2 fs1 fc0 sc0 ls0 ws0">cieplarnianychpk<span class="_ _0"></span>t 44 </div></div><div class="c x28 y379 w29 h50"><div class="t m0 x3c h15 y1eb ff2 fs1 fc0 sc0 lsf ws0">35<span class="ls0"> </span></div></div><div class="c x19 y37a w28 h3f"><div class="t m0 x2 h15 y1dc ff2 fs1 fc0 sc0 ls0 ws0">ESRS E1-6 </div><div class="t m0 x2 h15 y1dd ff1 fs1 fc0 sc0 ls0 ws0">Intensywność emi<span class="_ _0"></span>sji gazów cieplar<span class="_ _0"></span>nianych br<span class="_ _0"></span>utto pkt 53–<span class="ff2 lsf">55<span class="ls0"> </span></span></div></div><div class="c x28 y37a w29 h3f"><div class="t m0 x3c h15 y324 ff2 fs1 fc0 sc0 lsf ws0">40<span class="ls0"> </span></div></div><div class="c x19 y37b w28 h3f"><div class="t m0 x2 h15 y1dc ff2 fs1 fc0 sc0 ls0 ws0">ESRS E1-7 </div><div class="t m0 x2 h15 y1dd ff1 fs1 fc0 sc0 ls0 ws0">Usuwanie gazów <span class="_ _0"></span>cieplarnian<span class="_ _0"></span>ych i jedn<span class="_ _0"></span>ostki emisji dwutlen<span class="_ _0"></span>ku węgla p<span class="_ _0"></span>kt 56<span class="ff2"> </span></div></div><div class="c x28 y37b w29 h3f"><div class="t m0 x3c h15 y324 ff2 fs1 fc0 sc0 lsf ws0">40<span class="ls0"> </span></div></div><div class="c x19 y37c w28 h44"><div class="t m0 x2 h15 y1eb ff2 fs1 fc0 sc0 ls0 ws0">ESRS E1-9 </div><div class="t m0 x2 h15 y326 ff1 fs1 fc0 sc0 ls0 ws0">Ekspozycja port<span class="_ _0"></span>fela odniesienia<span class="_ _0"></span> na ryzyko fi<span class="_ _0"></span>zyczne związane <span class="_ _0"></span>z klimatem p<span class="_ _0"></span>kt 66<span class="ff2"> </span></div></div><div class="c x28 y37c w29 h44"><div class="t m0 x3d h15 y23c ff2 fs1 fc0 sc0 ls0 ws0">N<span class="ffa">ie dotyczy</span> </div></div><div class="c x19 y37d w28 h51"><div class="t m0 x2 h15 y37e ff2 fs1 fc0 sc0 ls0 ws0">ESRS E1-9 </div><div class="t m0 x2 h15 y37f ff1 fs1 fc0 sc0 ls0 ws0">Dezagregacja <span class="_ _0"></span>kwot pieniężn<span class="_ _0"></span>ych według<span class="_ _0"></span> ostrego i stałego<span class="_ _0"></span> ryzyka fizycznego<span class="_ _0"></span> pkt 66 lit<span class="_ _0"></span>. a)<span class="ff2"> </span></div><div class="t m0 x2 h15 y380 ff2 fs1 fc0 sc0 ls0 ws0">ESRS E1-9 </div><div class="t m0 x2 h15 y1dc ff1 fs1 fc0 sc0 ls0 ws0">Lokalizacja zna<span class="_ _0"></span>czących składn<span class="_ _0"></span>ików akt<span class="_ _0"></span>ywów obarczon<span class="_ _0"></span>ych istotnym<span class="_ _0"></span> ryzykiem<span class="_ _0"></span> fizycznym </div><div class="t m0 x2 h15 y1dd ff2 fs1 fc0 sc0 ls0 ws0">pkt 66 lit. c) </div></div><div class="c x28 y37d w29 h51"><div class="t m0 x3d h15 y37f ff2 fs1 fc0 sc0 ls0 ws0">N<span class="ffa">ie dotyczy </span></div><div class="t m0 x3e h15 y380 ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x3d h3d y1dc ffa fs1 fc0 sc0 ls0 ws0">Nie dotyczy </div></div><div class="c x19 y381 w28 h50"><div class="t m0 x2 h15 y1ea ff2 fs1 fc0 sc0 ls0 ws0">ESRS E1-9 </div><div class="t m0 x2 h15 y1eb ff1 fs1 fc0 sc0 ls0 ws0">Podział wartości<span class="_ _0"></span> księgowej nier<span class="_ _0"></span>uchomości wed<span class="_ _0"></span>ług klas e<span class="_ _0"></span>fektywności<span class="_ _0"></span> energetycznej<span class="_ _0"></span> pkt </div><div class="t m0 x2 h15 y1dd ff2 fs1 fc0 sc0 ls0 ws0">67 lit. c) </div></div><div class="c x28 y381 w29 h50"><div class="t m0 x3d h15 y1eb ff2 fs1 fc0 sc0 ls0 ws0">N<span class="ffa">ie dotyczy</span> </div></div><div class="c x19 y382 w28 h3f"><div class="t m0 x2 h15 y1dc ff2 fs1 fc0 sc0 ls0 ws0">ESRS E1-9 </div><div class="t m0 x2 h15 y1dd ff1 fs1 fc0 sc0 ls0 ws0">Stopień ekspoz<span class="_ _0"></span>ycji portfela na<span class="_ _0"></span> szanse związane<span class="_ _0"></span> z klima<span class="_ _0"></span>tem pkt 69<span class="ff2"> </span></div></div><div class="c x28 y382 w29 h3f"><div class="t m0 x3d h15 y324 ff2 fs1 fc0 sc0 ls0 ws0">N<span class="ffa">ie dotyczy</span> </div></div><div class="c x19 y383 w28 h1c"><div class="t m0 x2 h15 y1da ff2 fs1 fc0 sc0 ls0 ws0">ESRS E2-4 </div><div class="t m0 x2 h15 y1ea ff1 fs1 fc0 sc0 ls0 ws0">Ilość każdego c<span class="_ _0"></span>zynnika zaniec<span class="_ _0"></span>zyszczającego<span class="_ _0"></span> wymienionego w<span class="_ _0"></span> załączniku<span class="_ _0"></span> II do </div><div class="t m0 x2 h15 y1eb ff1 fs1 fc0 sc0 ls0 ws0">rozporządzenia<span class="_ _0"></span> w sprawie E<span class="ff2">-PRT<span class="_ _0"></span>R (Europe<span class="_ _0"></span>jski Rejestr Uw<span class="_ _0"></span>alniania i Trans<span class="_ _0"></span>feru </span></div><div class="t m0 x2 h15 y1dd ff1 fs1 fc0 sc0 ls0 ws0">Zanieczyszczeń)<span class="_ _0"></span> emitowanego<span class="_ _0"></span> do powietrza,<span class="_ _0"></span> wody i gleby,<span class="_ _0"></span> pkt 28<span class="ff2"> </span></div></div><div class="c x28 y383 w29 h1c"><div class="t m0 x3c h15 y34c ff2 fs1 fc0 sc0 lsf ws0">40<span class="ls0"> </span></div></div><div class="c x19 y384 w28 h3f"><div class="t m0 x2 h15 y1dc ff2 fs1 fc0 sc0 ls0 ws0">ESRS E3-1 </div><div class="t m0 x2 h15 y1dd ff2 fs1 fc0 sc0 ls0 ws0">Woda i zasob<span class="_ _0"></span>y morskie pkt 9<span class="_ _0"></span> </div></div><div class="c x28 y384 w29 h3f"><div class="t m0 x3c h15 y324 ff2 fs1 fc0 sc0 lsf ws0">44<span class="ls0"> </span></div></div><div class="c x19 y385 w28 h3f"><div class="t m0 x2 h15 y1dc ff2 fs1 fc0 sc0 ls0 ws0">ESRS E3-1 </div><div class="t m0 x2 h15 y1dd ff2 fs1 fc0 sc0 ls0 ws0">Specjalna polity<span class="_ _0"></span>ka pkt 13 </div></div><div class="c x28 y385 w29 h3f"><div class="t m0 x3c h15 y324 ff2 fs1 fc0 sc0 lsf ws0">44<span class="ls0"> </span></div></div><div class="c x19 y154 w28 h48"><div class="t m0 x2 h15 y386 ff2 fs1 fc0 sc0 ls0 ws0">ESRS E3-1 </div><div class="t m0 x2 h15 y1dd ff1 fs1 fc0 sc0 ls0 ws0">Zrównowa<span class="_ _0"></span>żone praktyki w dzied<span class="_ _0"></span>zinie mórz<span class="_ _0"></span> i oceanów p<span class="_ _0"></span>kt 14<span class="ff2"> </span></div></div><div class="c x28 y154 w29 h48"><div class="t m0 x3d h15 y387 ff2 fs1 fc0 sc0 ls0 ws0">N<span class="ffa">ie dotyczy</span> </div></div><div class="c x19 y388 w28 h3f"><div class="t m0 x2 h15 y1dc ff2 fs1 fc0 sc0 ls0 ws0">ESRS E3-4 </div><div class="t m0 x2 h15 y1dd ff1 fs1 fc0 sc0 ls0 ws0">Całkowita ilość<span class="_ _0"></span> wody poddanej re<span class="_ _0"></span>cyklingow<span class="_ _0"></span>i i ponownemu uż<span class="_ _0"></span>yciu pkt <span class="_ _0"></span>28 lit. c)<span class="ff2"> </span></div></div><div class="c x28 y388 w29 h3f"><div class="t m0 x3c h15 y324 ffa fs1 fc0 sc0 lsf ws0">43<span class="ff2 ls0"> </span></div></div><div class="c x19 y389 w28 h3f"><div class="t m0 x2 h15 y1dc ff2 fs1 fc0 sc0 ls0 ws0">ESRS E3-4 </div><div class="t m0 x2 h15 y1dd ff1 fs1 fc0 sc0 ls0 ws0">Całkowite zu<span class="_ _0"></span>życie wody w m3<span class="_ _0"></span> na przychód<span class="_ _0"></span> netto z własny<span class="_ _0"></span>ch operacj<span class="_ _0"></span>i pkt 29<span class="ff2"> </span></div></div><div class="c x28 y389 w29 h3f"><div class="t m0 x3c h15 y324 ff2 fs1 fc0 sc0 lsf ws0">43<span class="ls0"> </span></div></div><div class="c x19 y38a w28 h40"><div class="t m0 x2 h15 y1dd ff2 fs1 fc0 sc0 ls0 ws0">ESRS 2 IRO1-E4 p<span class="_ _0"></span>kt 16 lit. a) p<span class="_ _0"></span>kt (i) </div></div><div class="c x28 y38a w29 h40"><div class="t m0 x3d h15 y1dd ff2 fs1 fc0 sc0 ls0 ws0">N<span class="ffa">ie dotyczy</span> </div></div><div class="c x19 y38b w28 h41"><div class="t m0 x2 h15 y326 ff2 fs1 fc0 sc0 ls0 ws0">ESRS 2 IRO1-E4 p<span class="_ _0"></span>kt 16 lit. b)<span class="_ _0"></span> </div></div><div class="c x28 y38b w29 h41"><div class="t m0 x3d h15 y326 ff2 fs1 fc0 sc0 ls0 ws0">N<span class="ffa">ie dotyczy</span> </div></div><div class="c x19 y38c w28 h40"><div class="t m0 x2 h15 y1dd ff2 fs1 fc0 sc0 ls0 ws0">ESRS 2 IRO1-E4 p<span class="_ _0"></span>kt 16 lit. c)<span class="_ _0"></span> </div></div><div class="c x28 y38c w29 h40"><div class="t m0 x3d h15 y1dd ff2 fs1 fc0 sc0 ls0 ws0">N<span class="ffa">ie dotyczy</span> </div></div><div class="c x19 y1cc w28 h3f"><div class="t m0 x2 h15 y1dc ff2 fs1 fc0 sc0 ls0 ws0">ESRS E4-2 </div><div class="t m0 x2 h15 y1dd ff1 fs1 fc0 sc0 ls0 ws0">Zrównowa<span class="_ _0"></span>żone praktyki lub po<span class="_ _0"></span>lityki w zakre<span class="_ _0"></span>sie gruntów/roln<span class="_ _0"></span>ictwa pkt 2<span class="_ _0"></span>4 lit. b)<span class="ff2"> </span></div></div><div class="c x28 y1cc w29 h3f"><div class="t m0 x3d h15 y324 ff2 fs1 fc0 sc0 ls0 ws0">N<span class="ffa">ie dotyczy</span> </div></div><div class="c x19 y38d w28 h3f"><div class="t m0 x2 h15 y1dc ff2 fs1 fc0 sc0 ls0 ws0">ESRS E4-2 </div><div class="t m0 x2 h15 y1dd ff1 fs1 fc0 sc0 ls0 ws0">Zrównowa<span class="_ _0"></span>żone praktyki lub po<span class="_ _0"></span>lityki w zakre<span class="_ _0"></span>sie oceanów<span class="_ _0"></span>/mórz pkt 24<span class="_ _0"></span> lit. c)<span class="ff2"> </span></div></div><div class="c x28 y38d w29 h3f"><div class="t m0 x3d h15 y324 ff2 fs1 fc0 sc0 ls0 ws0">N<span class="ffa">ie dotyczy</span> </div></div><div class="c x19 y38e w28 h44"><div class="t m0 x2 h15 y1eb ff2 fs1 fc0 sc0 ls0 ws0">ESRS E4-2 </div><div class="t m0 x2 h15 y1dd ff1 fs1 fc0 sc0 ls0 ws0">Polityki na rze<span class="_ _0"></span>cz przeciwdziała<span class="_ _0"></span>nia wylesianiu p<span class="_ _0"></span>kt 24 lit. d)<span class="ff2"> </span></div></div><div class="c x28 y38e w29 h44"><div class="t m0 x3d h15 y324 ff2 fs1 fc0 sc0 ls0 ws0">N<span class="ffa">ie dotyczy</span> </div></div><div class="c x19 y38f w28 h40"><div class="t m0 x2 h15 y1dd ff2 fs1 fc0 sc0 ls0 ws0">ESRS E5-5 </div></div><div class="c x28 y38f w29 h40"><div class="t m0 x3c h15 y1dd ff2 fs1 fc0 sc0 lsf ws0">46<span class="ls0"> </span></div></div></div><div class="pi" ></div></div><div id="pf1a" class="pf w5 hc" ><div class="pc pc1a w5 hc"><img class="bi x0 y0 w6 h1" alt="" 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"/><div class="c x0 y0 w7 hc"><div class="t m0 x4 h2 ye ff1 fs0 fc0 sc0 ls0 ws0">Sprawozdanie nt. informacji niefinansowych GK MIRBUD za 2025<span class="_ _1"></span> rok<span class="ff2"> </span></div><div class="t m0 x4 h2 yf ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hd y10 ff4 fs3 fc0 sc0 ls1a ws0">26<span class="ff5 fs8 ls0"> </span></div></div><div class="c x19 y390 w28 h41"><div class="t m0 x2 h15 y326 ff2 fs1 fc0 sc0 ls0 ws0">Odpady niepodda<span class="_ _0"></span>wane recykling<span class="_ _0"></span>owi pkt 37 <span class="_ _0"></span>lit. d) </div></div><div class="c x19 y391 w28 h43"><div class="t m0 x2 h15 y1dc ff2 fs1 fc0 sc0 ls0 ws0">ESRS E5-5 </div><div class="t m0 x2 h15 y1dd ff1 fs1 fc0 sc0 ls0 ws0">Odpady niebezp<span class="_ _0"></span>ieczne i odpad<span class="_ _0"></span>y promieniotwórc<span class="_ _0"></span>ze pkt 39<span class="ff2"> </span></div></div><div class="c x28 y391 w29 h43"><div class="t m0 x3c h15 y324 ff2 fs1 fc0 sc0 lsf ws0">46<span class="ls0"> </span></div></div><div class="c x19 y392 w28 h3f"><div class="t m0 x2 h15 y1dc ff2 fs1 fc0 sc0 ls0 ws0">ESRS 2 SBM-3-<span class="ls18">S1<span class="_ _0"></span><span class="ls0"> </span></span></div><div class="t m0 x2 h15 y1dd ff1 fs1 fc0 sc0 ls0 ws0">Ryzyko wystąpien<span class="_ _0"></span>ia przypadków<span class="_ _0"></span> pracy pr<span class="_ _0"></span>zymusowej p<span class="_ _0"></span>kt 14 lit. f)<span class="ff2"> </span></div></div><div class="c x28 y392 w29 h3f"><div class="t m0 x3c h15 y324 ff2 fs1 fc0 sc0 lsf ws0">60<span class="ls0"> </span></div></div><div class="c x19 y393 w28 h44"><div class="t m0 x2 h15 y1eb ff2 fs1 fc0 sc0 ls0 ws0">ESRS 2 SBM-3-<span class="ls18">S1<span class="_ _0"></span><span class="ls0"> </span></span></div><div class="t m0 x2 h15 y326 ff1 fs1 fc0 sc0 ls0 ws0">Ryzyko wystąpien<span class="_ _0"></span>ia przypadków<span class="_ _0"></span> pracy dzie<span class="_ _0"></span>ci pkt 14 lit. g)<span class="ff2"> </span></div></div><div class="c x28 y393 w29 h44"><div class="t m0 x3c h15 y23c ff2 fs1 fc0 sc0 lsf ws0">60<span class="ls0"> </span></div></div><div class="c x19 y394 w28 h3f"><div class="t m0 x2 h15 y1dc ff2 fs1 fc0 sc0 ls0 ws0">ESRS S1-1 </div><div class="t m0 x2 h15 y1dd ff1 fs1 fc0 sc0 ls0 ws0">Zobowiązania w <span class="_ _0"></span>zakresie polit<span class="_ _0"></span>yki dotyczącej<span class="_ _0"></span> poszanowan<span class="_ _0"></span>ia praw człow<span class="_ _0"></span>ieka pkt 20<span class="ff2"> </span></div></div><div class="c x28 y394 w29 h3f"><div class="t m0 x3c h15 y324 ff2 fs1 fc0 sc0 lsf ws0">60<span class="ls0"> </span></div></div><div class="c x19 y395 w28 h42"><div class="t m0 x2 h15 y1db ff2 fs1 fc0 sc0 ls0 ws0">ESRS S1-1 </div><div class="t m0 x2 h15 y1dc ff1 fs1 fc0 sc0 ls0 ws0">Strategie w zakre<span class="_ _0"></span>sie należytej<span class="_ _0"></span> staranności w od<span class="_ _0"></span>niesieniu do <span class="_ _0"></span>kwestii o<span class="_ _0"></span>bjętych </div><div class="t m0 x2 h15 y1dd ff1 fs1 fc0 sc0 ls0 ws0">podstawowymi <span class="_ _0"></span>konwencjami Międ<span class="_ _0"></span>zynarodow<span class="_ _0"></span>ej Organizacj<span class="_ _0"></span>i Pracy nr 1–<span class="ff2">8, pkt 21 </span></div></div><div class="c x28 y395 w29 h42"><div class="t m0 x3c h15 y1dc ff2 fs1 fc0 sc0 lsf ws0">60<span class="ls0"> </span></div></div><div class="c x19 y350 w28 h44"><div class="t m0 x2 h15 y1eb ff2 fs1 fc0 sc0 ls0 ws0">ESRS S1-1 </div><div class="t m0 x2 h15 y326 ff1 fs1 fc0 sc0 ls0 ws0">Procedury i środ<span class="_ _0"></span>ki na rzecz zap<span class="_ _0"></span>obiega<span class="_ _0"></span>nia handlowi ludźmi p<span class="_ _0"></span>kt 22<span class="ff2"> </span></div></div><div class="c x28 y350 w29 h44"><div class="t m0 x3c h15 y23c ff2 fs1 fc0 sc0 lsf ws0">60<span class="ls0"> </span></div></div><div class="c x19 y352 w28 h3f"><div class="t m0 x2 h15 y1dc ff2 fs1 fc0 sc0 ls0 ws0">ESRS S1-1 </div><div class="t m0 x2 h15 y1dd ff1 fs1 fc0 sc0 ls0 ws0">Polityka lub sy<span class="_ _0"></span>stem zarządzania<span class="_ _0"></span> służące<span class="_ _0"></span> zapobieganiu w<span class="_ _0"></span>ypadkom pr<span class="_ _0"></span>zy pracy pkt<span class="_ _0"></span> 23<span class="ff2"> </span></div></div><div class="c x28 y352 w29 h3f"><div class="t m0 x3c h15 y324 ff2 fs1 fc0 sc0 lsf ws0">60<span class="ls0"> </span></div></div><div class="c x19 y354 w28 h43"><div class="t m0 x2 h15 y329 ff2 fs1 fc0 sc0 ls0 ws0">ESRS S1-3 </div><div class="t m0 x2 h15 y355 ff2 fs1 fc0 sc0 ls0 ws0">Mechanizmy ro<span class="_ _0"></span>zpatrywania s<span class="_ _0"></span>karg pkt 32 lit.<span class="_ _0"></span> c) </div></div><div class="c x28 y354 w29 h43"><div class="t m0 x3c h15 y328 ff2 fs1 fc0 sc0 lsf ws0">62<span class="ls0"> </span></div></div><div class="c x19 y396 w28 h50"><div class="t m0 x2 h15 y1ea ff2 fs1 fc0 sc0 ls0 ws0">ESRS S1-<span class="lsf">14</span> </div><div class="t m0 x2 h15 y1eb ff1 fs1 fc0 sc0 ls0 ws0">Liczba zgonów <span class="_ _0"></span>związanych <span class="_ _0"></span>z pracą ora<span class="_ _0"></span>z liczba i wska<span class="_ _0"></span>źnik wypadkó<span class="_ _0"></span>w związany<span class="_ _0"></span>ch z </div><div class="t m0 x2 h15 y1dd ff1 fs1 fc0 sc0 ls0 ws0">pracą pkt 88 lit. b)<span class="_ _0"></span> i c)<span class="ff2"> </span></div></div><div class="c x28 y396 w29 h50"><div class="t m0 x3c h15 y1eb ff2 fs1 fc0 sc0 lsf ws0">67<span class="ls0"> </span></div></div><div class="c x19 y397 w28 h42"><div class="t m0 x2 h15 y1db ff2 fs1 fc0 sc0 ls0 ws0">ESRS S1-<span class="lsf">14</span> </div><div class="t m0 x2 h15 y1dc ff1 fs1 fc0 sc0 ls0 ws0">Liczba dni stra<span class="_ _0"></span>conych z powodu<span class="_ _0"></span> urazów, w<span class="_ _0"></span>ypadków, ofiar<span class="_ _0"></span> śmiertelny<span class="_ _0"></span>ch lub chorób p<span class="_ _0"></span>kt </div><div class="t m0 x2 h15 y1dd ff2 fs1 fc0 sc0 ls0 ws0">88 lit. e) </div></div><div class="c x28 y397 w29 h42"><div class="t m0 x3c h15 y1dc ff2 fs1 fc0 sc0 lsf ws0">67<span class="ls0"> </span></div></div><div class="c x19 y379 w28 h44"><div class="t m0 x2 h15 y1eb ff2 fs1 fc0 sc0 ls0 ws0">ESRS S1-<span class="lsf">16</span> </div><div class="t m0 x2 h15 y326 ff1 fs1 fc0 sc0 ls0 ws0">Nieskorygowan<span class="_ _0"></span>a luka płacowa<span class="_ _0"></span> między kobie<span class="_ _0"></span>tami a mężczyzna<span class="_ _0"></span>mi pkt 97 lit. a)<span class="ff2"> </span></div></div><div class="c x28 y379 w29 h44"><div class="t m0 x3c h15 y23c ff2 fs1 fc0 sc0 lsf ws0">68<span class="ls0"> </span></div></div><div class="c x19 y37a w28 h3f"><div class="t m0 x2 h15 y1dc ff2 fs1 fc0 sc0 ls0 ws0">ESRS S1-<span class="lsf">16</span> </div><div class="t m0 x2 h15 y1dd ff2 fs1 fc0 sc0 ls0 ws0">Nadmierny po<span class="_ _0"></span>ziom wynagrodzenia<span class="_ _0"></span> dyrektora ge<span class="_ _0"></span>neralnego pk<span class="_ _0"></span>t 97 lit. b) </div></div><div class="c x28 y37a w29 h3f"><div class="t m0 x3c h15 y324 ff2 fs1 fc0 sc0 lsf ws0">68<span class="ls0"> </span></div></div><div class="c x19 y37b w28 h3f"><div class="t m0 x2 h15 y1dc ff2 fs1 fc0 sc0 ls0 ws0">ESRS S1-<span class="lsf">17</span> </div><div class="t m0 x2 h15 y1dd ff2 fs1 fc0 sc0 ls0 ws0">Przypadki dys<span class="_ _0"></span>kryminacji pkt<span class="_ _0"></span> 103 lit. a) </div></div><div class="c x28 y37b w29 h3f"><div class="t m0 x3c h15 y324 ff2 fs1 fc0 sc0 lsf ws0">68<span class="ls0"> </span></div></div><div class="c x19 y398 w28 h50"><div class="t m0 x2 h15 y1ea ff2 fs1 fc0 sc0 ls0 ws0">ESRS S1-<span class="lsf">17</span> </div><div class="t m0 x2 h15 y1eb ff1 fs1 fc0 sc0 ls0 ws0">Nieprzestrzegan<span class="_ _0"></span>ie Wytyczn<span class="_ _0"></span>ych ONZ dot<span class="_ _0"></span>yczących biznesu<span class="_ _0"></span> i praw czł<span class="_ _0"></span>owieka oraz </div><div class="t m0 x2 h15 y1dd ff2 fs1 fc0 sc0 ls0 ws0">wytycznych OECD<span class="_ _0"></span> pkt 104 lit<span class="_ _0"></span>. a) </div></div><div class="c x28 y398 w29 h50"><div class="t m0 x3c h15 y1eb ff2 fs1 fc0 sc0 lsf ws0">68<span class="ls0"> </span></div></div><div class="c x19 y399 w28 h4f"><div class="t m0 x2 h15 y380 ff2 fs1 fc0 sc0 ls0 ws0">ESRS 2 SBM-3-<span class="ls18">S2<span class="_ _0"></span><span class="ls0"> </span></span></div><div class="t m0 x2 h15 y39a ff1 fs1 fc0 sc0 ls0 ws0">Znaczące ry<span class="_ _0"></span>zyko wystąpienia pr<span class="_ _0"></span>zypadków pr<span class="_ _0"></span>acy dzieci lub<span class="_ _0"></span> pracy przymusow<span class="_ _0"></span>ej w </div><div class="t m0 x2 h15 y1dd ff1 fs1 fc0 sc0 ls0 ws0">łańcuchu wartoś<span class="_ _0"></span>ci pkt 11 lit. b)<span class="_ _0"></span><span class="ff2"> </span></div></div><div class="c x28 y399 w29 h4f"><div class="t m0 x3c h15 y39a ff2 fs1 fc0 sc0 lsf ws0">69<span class="ls0"> </span></div></div><div class="c x19 y39b w28 h3f"><div class="t m0 x2 h15 y1dc ff2 fs1 fc0 sc0 ls0 ws0">ESRS S2-1 </div><div class="t m0 x2 h15 y1dd ff1 fs1 fc0 sc0 ls0 ws0">Zobowiązania w <span class="_ _0"></span>zakresie polit<span class="_ _0"></span>yki dotyczącej<span class="_ _0"></span> poszanowan<span class="_ _0"></span>ia praw człow<span class="_ _0"></span>ieka pkt 17<span class="ff2"> </span></div></div><div class="c x28 y39b w29 h3f"><div class="t m0 x3c h15 y324 ff2 fs1 fc0 sc0 lsf ws0">69<span class="ls0"> </span></div></div><div class="c x19 y381 w28 h44"><div class="t m0 x2 h15 y1eb ff2 fs1 fc0 sc0 ls0 ws0">ESRS S2-1 </div><div class="t m0 x2 h15 y1dd ff1 fs1 fc0 sc0 ls0 ws0">Polityki związan<span class="_ _0"></span>e z pracowni<span class="_ _0"></span>kami w łańcu<span class="_ _0"></span>chu wartości pk<span class="_ _0"></span>t 18<span class="ff2"> </span></div></div><div class="c x28 y381 w29 h44"><div class="t m0 x3c h15 y324 ff2 fs1 fc0 sc0 lsf ws0">69<span class="ls0"> </span></div></div><div class="c x19 y39c w28 h42"><div class="t m0 x2 h15 y1db ff2 fs1 fc0 sc0 ls0 ws0">ESRS S2-1 </div><div class="t m0 x2 h15 y1dc ff1 fs1 fc0 sc0 ls0 ws0">Nieprzestrzegan<span class="_ _0"></span>ie Wytyczn<span class="_ _0"></span>ych ONZ dot<span class="_ _0"></span>yczących biznesu<span class="_ _0"></span> i praw czł<span class="_ _0"></span>owieka oraz </div><div class="t m0 x2 h15 y1dd ff2 fs1 fc0 sc0 ls0 ws0">wytycznych OECD<span class="_ _0"></span> pkt 19 </div></div><div class="c x28 y39c w29 h42"><div class="t m0 x3c h15 y1dc ff2 fs1 fc0 sc0 lsf ws0">69<span class="ls0"> </span></div></div><div class="c x19 y383 w28 h50"><div class="t m0 x2 h15 y1ea ff2 fs1 fc0 sc0 ls0 ws0">ESRS S2-1 </div><div class="t m0 x2 h15 y1eb ff1 fs1 fc0 sc0 ls0 ws0">Strategie w zakre<span class="_ _0"></span>sie należytej<span class="_ _0"></span> staranności w od<span class="_ _0"></span>niesieniu do <span class="_ _0"></span>kwestii o<span class="_ _0"></span>bjętych </div><div class="t m0 x2 h15 y1dd ff1 fs1 fc0 sc0 ls0 ws0">podstawowymi <span class="_ _0"></span>konwencjami Międ<span class="_ _0"></span>zynarodow<span class="_ _0"></span>ej Organizacj<span class="_ _0"></span>i Pracy nr 1–<span class="ff2">8, pkt 19 </span></div></div><div class="c x28 y383 w29 h50"><div class="t m0 x3c h15 y1eb ff2 fs1 fc0 sc0 lsf ws0">69<span class="ls0"> </span></div></div><div class="c x19 y39d w28 h42"><div class="t m0 x2 h15 y1db ff2 fs1 fc0 sc0 ls0 ws0">ESRS S2-4 </div><div class="t m0 x2 h15 y1dc ff1 fs1 fc0 sc0 ls0 ws0">Kwestie i incydent<span class="_ _0"></span>y dotyczące<span class="_ _0"></span> poszanowania pr<span class="_ _0"></span>aw człowieka <span class="_ _0"></span>związane z łańcu<span class="_ _0"></span>chem </div><div class="t m0 x2 h15 y1dd ff1 fs1 fc0 sc0 ls0 ws0">wartości na w<span class="_ _0"></span>yższym i niższ<span class="_ _0"></span>ym szczeblu pk<span class="_ _0"></span>t 36<span class="ff2"> </span></div></div><div class="c x28 y39d w29 h42"><div class="t m0 x3c h15 y1dc ff2 fs1 fc0 sc0 lsf ws0">70<span class="ls0"> </span></div></div><div class="c x19 y39e w28 h44"><div class="t m0 x2 h15 y1eb ff2 fs1 fc0 sc0 ls0 ws0">ESRS S3-1 </div><div class="t m0 x2 h15 y326 ff1 fs1 fc0 sc0 ls0 ws0">Zobowiązania w <span class="_ _0"></span>zakresie polit<span class="_ _0"></span>yki dotyczącej<span class="_ _0"></span> poszanowan<span class="_ _0"></span>ia praw człow<span class="_ _0"></span>ieka, pkt 16<span class="ff2"> </span></div></div><div class="c x28 y39e w29 h44"><div class="t m0 x3c h15 y23c ff2 fs1 fc0 sc0 lsf ws0">72<span class="ls0"> </span></div></div><div class="c x19 y388 w28 h4f"><div class="t m0 x2 h15 y1db ff2 fs1 fc0 sc0 ls0 ws0">ESRS S3-1 </div><div class="t m0 x2 h15 y1dc ff1 fs1 fc0 sc0 ls0 ws0">Nieprzestrzegan<span class="_ _0"></span>ie Wytyczn<span class="_ _0"></span>ych ONZ dot<span class="_ _0"></span>yczących biznesu<span class="_ _0"></span> i praw czł<span class="_ _0"></span>owieka, zasad M<span class="_ _0"></span>OP </div><div class="t m0 x2 h15 y1dd ff2 fs1 fc0 sc0 ls0 ws0">lub wytycznych O<span class="_ _0"></span>ECD pkt<span class="_ _0"></span> 17 </div></div><div class="c x28 y388 w29 h4f"><div class="t m0 x3c h15 y1dc ff2 fs1 fc0 sc0 lsf ws0">72<span class="ls0"> </span></div></div><div class="c x19 y389 w28 h3f"><div class="t m0 x2 h15 y1dc ff2 fs1 fc0 sc0 ls0 ws0">ESRS S3-4 </div><div class="t m0 x2 h15 y1dd ff1 fs1 fc0 sc0 ls0 ws0">Kwestie i incydent<span class="_ _0"></span>y dotyczące<span class="_ _0"></span> poszanowania pr<span class="_ _0"></span>aw człowieka p<span class="_ _0"></span>kt 36<span class="ff2"> </span></div></div><div class="c x28 y389 w29 h3f"><div class="t m0 x3c h15 y324 ff2 fs1 fc0 sc0 lsf ws0">73<span class="ls0"> </span></div></div><div class="c x19 y38a w28 h40"><div class="t m0 x2 h15 y1dd ff2 fs1 fc0 sc0 ls0 ws0">ESRS S4-<span class="ff1">1 Polit<span class="_ _0"></span>yka odnosząca<span class="_ _0"></span> się do konsumen<span class="_ _0"></span>tów i użyt<span class="_ _0"></span>kowników koń<span class="_ _0"></span>cowych pkt 16<span class="ff2"> </span></span></div></div><div class="c x28 y38a w29 h40"><div class="t m0 x3d h15 y1dd ff2 fs1 fc0 sc0 ls0 ws0">N<span class="ffa">ie dotyczy</span> </div></div><div class="c x19 y39f w28 h50"><div class="t m0 x2 h15 y1ea ff2 fs1 fc0 sc0 ls0 ws0">ESRS S4-1 </div><div class="t m0 x2 h15 y1dc ff1 fs1 fc0 sc0 ls0 ws0">Nieprzestrzegan<span class="_ _0"></span>ie Wytyczn<span class="_ _0"></span>ych ONZ dot<span class="_ _0"></span>yczących biznesu<span class="_ _0"></span> i praw czł<span class="_ _0"></span>owieka oraz </div><div class="t m0 x2 h15 y1dd ff2 fs1 fc0 sc0 ls0 ws0">wytycznych OECD<span class="_ _0"></span> pkt 17 </div></div><div class="c x28 y39f w29 h50"><div class="t m0 x3d h15 y1dc ff2 fs1 fc0 sc0 ls0 ws0">N<span class="ffa">ie dotyczy</span> </div></div><div class="c x19 y1a4 w28 h3f"><div class="t m0 x2 h15 y1dc ff2 fs1 fc0 sc0 ls0 ws0">ESRS S4-4 </div><div class="t m0 x2 h15 y1dd ff1 fs1 fc0 sc0 ls0 ws0">Kwestie i incydent<span class="_ _0"></span>y dotyczące<span class="_ _0"></span> poszanowania pr<span class="_ _0"></span>aw człowieka p<span class="_ _0"></span>kt 35<span class="ff2"> </span></div></div><div class="c x28 y1a4 w29 h3f"><div class="t m0 x3d h15 y324 ff2 fs1 fc0 sc0 ls0 ws0">N<span class="ffa">ie dotyczy</span> </div></div><div class="c x19 y3a0 w28 h44"><div class="t m0 x2 h15 y3a1 ff2 fs1 fc0 sc0 ls0 ws0">ESRS G1-1 </div><div class="t m0 x2 h15 y326 ff1 fs1 fc0 sc0 ls0 ws0">Konwencja Narod<span class="_ _0"></span>ów Zjednoczon<span class="_ _0"></span>ych przeciw<span class="_ _0"></span>ko korupcji pk<span class="_ _0"></span>t 10 lit. b)<span class="ff2"> </span></div></div><div class="c x28 y3a0 w29 h44"><div class="t m0 x3e h15 y3a2 ff2 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x19 y38f w28 h3f"><div class="t m0 x2 h15 y1dc ff2 fs1 fc0 sc0 ls0 ws0">SRS G1-1 </div><div class="t m0 x2 h15 y1dd ff1 fs1 fc0 sc0 ls0 ws0">Ochrona sygnali<span class="_ _0"></span>stów pkt 10 lit<span class="_ _0"></span>. d)<span class="ff2"> </span></div></div><div class="c x28 y38f w29 h3f"><div class="t m0 x3c h15 y324 ff2 fs1 fc0 sc0 lsf ws0">77<span class="ls0"> </span></div></div></div><div class="pi" ></div></div><div id="pf1b" class="pf w5 hc" ><div class="pc pc1b w5 hc"><img class="bi x0 y0 w6 h1" alt="" 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"/><div class="c x0 y0 w7 hc"><div class="t m0 x4 h2 ye ff1 fs0 fc0 sc0 ls0 ws0">Sprawozdanie nt. informacji niefinansowych GK MIRBUD za 2025<span class="_ _1"></span> rok<span class="ff2"> </span></div><div class="t m0 x4 h2 yf ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hd y10 ff4 fs3 fc0 sc0 ls1a ws0">27<span class="ff5 fs8 ls0"> </span></div></div><div class="c x19 y391 w28 h21"><div class="t m0 x2 h15 y1ff ff2 fs1 fc0 sc0 ls0 ws0">ESRS G1-4 </div><div class="t m0 x2 h15 y1dc ff1 fs1 fc0 sc0 ls0 ws0">Grzywny za naru<span class="_ _0"></span>szenie przepi<span class="_ _0"></span>sów antykorupc<span class="_ _0"></span>yjnych i pr<span class="_ _0"></span>zepisów w s<span class="_ _0"></span>prawie zwalczania </div><div class="t m0 x2 h15 y1dd ff2 fs1 fc0 sc0 ls0 ws0">przekupstw pkt<span class="_ _0"></span> 24 lit. a) </div></div><div class="c x28 y391 w29 h21"><div class="t m0 x3d h15 y1dc ff2 fs1 fc0 sc0 ls0 ws0">N<span class="ffa">ie dotyczy</span> </div></div><div class="c x19 y392 w28 h3f"><div class="t m0 x2 h15 y1dc ff2 fs1 fc0 sc0 ls0 ws0">ESRS G1-4 </div><div class="t m0 x2 h15 y1dd ff1 fs1 fc0 sc0 ls0 ws0">Normy w zakre<span class="_ _0"></span>sie przeciwdzia<span class="_ _0"></span>łania korup<span class="_ _0"></span>cji i przekup<span class="_ _0"></span>stwu pkt 24 li<span class="_ _0"></span>t. b)<span class="ff2"> </span></div></div><div class="c x28 y392 w29 h3f"><div class="t m0 x3d h15 y324 ff2 fs1 fc0 sc0 ls0 ws0">N<span class="ffa">ie dotyczy</span> </div></div><div class="c x0 y0 w7 hc"><div class="t m0 x4 h10 y3a3 ff2 fs8 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 he y34d ff6 fs9 fc2 sc0 ls0 ws0">Informacje<span class="_ _0"></span> o środowisku<span class="ff3"> </span></div><div class="t m0 x4 h11 y3a4 ff6 fsa fc0 sc0 ls0 ws0">E1 Zmiana k<span class="_ _0"></span>limatu<span class="ff3"> </span></div><div class="t m0 x4 h12 y3a5 ff6 fsb fc0 sc0 ls13 ws0">E1<span class="ls0">-1 Plan transfor<span class="_ _1"></span>macji na potrzeby ł<span class="_ _1"></span>agodzenia zmiany <span class="_ _1"></span>klimatu<span class="_ _1"></span><span class="ff3"> </span></span></div><div class="t m0 x4 h6 y3a6 ff1 fs3 fc0 sc0 ls0 ws0">Grupa <span class="_ _0"></span>Kapitałowa <span class="_ _0"></span>MIRBUD <span class="_ _0"></span>nie <span class="_ _2"></span>posia<span class="_ _1"></span>da <span class="_ _2"></span>p<span class="_ _1"></span>lanu <span class="_ _2"></span>tr<span class="_ _1"></span>ansformacj<span class="_ _1"></span>i <span class="_ _2"></span>na potrzeby <span class="_ _2"></span>ła<span class="_ _1"></span>godzenia <span class="_ _0"></span>zmiany <span class="_ _2"></span>k<span class="_ _1"></span>limatu. <span class="_ _0"></span>Nie </div><div class="t m0 x4 h6 y3a7 ff1 fs3 fc0 sc0 ls0 ws0">określono czy, a jeś<span class="_ _1"></span>li tak<span class="ff2">, <span class="lsd">to</span> k<span class="_ _1"></span>iedy plan transformacj<span class="_ _1"></span>i powstanie. <span class="_ _1"></span> </span></div><div class="t m0 x4 h12 y3a8 ff6 fsb fc0 sc0 ls13 ws0">SBM<span class="ls0">-3 Istotne wpły<span class="_ _1"></span>wy, ryzyka i szans<span class="_ _1"></span>e oraz ich wzaj<span class="_ _1"></span>emne związki ze </span></div><div class="t m0 x4 h12 y3a9 ff6 fsb fc0 sc0 ls0 ws0">strategią i z modele<span class="_ _1"></span>m biznesowym<span class="_ _1"></span><span class="ff3"> </span></div><div class="t m0 x4 h6 y3aa ff2 fs3 fc0 sc0 ls0 ws0">W <span class="_ _10"> </span>202<span class="ls17">4 <span class="_ _10"> </span></span>rok<span class="_ _1"></span>u <span class="_ _10"> </span>Gru<span class="_ _1"></span>pa <span class="_ _15"> </span><span class="ff1">MIRBUD <span class="_ _15"> </span>przeprowadziła <span class="_ _15"> </span>analizę <span class="_ _10"> </span>s<span class="_ _1"></span>cenariuszy <span class="_ _10"> </span>k<span class="_ _1"></span>limatyczny<span class="_ _1"></span>ch, <span class="_ _10"> </span>w <span class="_ _15"> </span>wyniku <span class="_ _10"> </span>k<span class="_ _1"></span>tórej </span></div><div class="t m0 x4 h6 y3ab ff1 fs3 fc0 sc0 ls0 ws0">zidentyfikowano <span class="_ _a"> </span>istotne <span class="_ _9"> </span>r<span class="_ _1"></span>yzyka <span class="_ _a"> </span>fizyczne, <span class="_ _9"> </span>ry<span class="_ _1"></span>zyka <span class="_ _a"> </span>przejścia <span class="_ _9"></span>oraz <span class="_ _a"> </span>szanse <span class="_ _a"> </span>związane <span class="_ _a"> </span>ze <span class="_ _9"></span>zmianą <span class="_ _a"> </span>klimatu. </div><div class="t m0 x4 h6 y3ac ff1 fs3 fc0 sc0 ls0 ws0">Wszystkie one dotyczą własnych operacji Grupy.<span class="ff2"> Ryzyka i szanse zidentyfikowane w ramach analizy <span class="_ _0"></span>w </span></div><div class="t m0 x4 h6 y3ad ff1 fs3 fc0 sc0 ls0 ws0">2024 obowiązywały <span class="_ _1"></span><span class="ff2">dalej rok<span class="_ _1"></span>u 2025. </span></div><div class="t m0 x4 h3d y3ae ffa fs1 fc6 sc0 ls0 ws0"> </div></div><div class="c x4 y3af w2a h52"><div class="t m0 xf h53 y3b0 ff3 fs1 fc0 sc0 ls1e ws0">Lp.<span class="ls0"> </span></div></div><div class="c x6 y3af w2b h52"><div class="t m0 xf h53 y3b0 ff3 fs1 fc0 sc0 ls0 ws0">Ryzyko / szansa<span class="_ _0"></span> </div></div><div class="c x3f y3af w2c h52"><div class="t m0 xf h53 y3b0 ff3 fs1 fc0 sc0 ls0 ws0">Opis ryzyka/s<span class="_ _0"></span>zansy<span class="ff2"> </span></div></div><div class="c x40 y3af w2d h52"><div class="t m0 xf h53 y3b0 ff3 fs1 fc0 sc0 ls0 ws0">Przewidywany<span class="_ _0"></span> efekt finansowy<span class="_ _0"></span> </div></div><div class="c x4 y3b1 w2a h54"><div class="t m0 x41 h15 y1db ff2 fs1 fc0 sc0 ls0 ws0">1 </div></div><div class="c x6 y3b1 w2b h54"><div class="t m0 xf h15 y3b2 ff2 fs1 fc0 sc0 ls0 ws0">Ryzyko regulac<span class="_ _0"></span>yjno-</div><div class="t m0 xf h15 y10e ff1 fs1 fc0 sc0 ls0 ws0">prawne (pr<span class="_ _0"></span>zejścia)<span class="ff2"> </span></div></div><div class="c x3f y3b1 w2c h54"><div class="t m0 xf h15 y1e8 ff1 fs1 fc0 sc0 ls0 ws0">Potencjalny wzro<span class="_ _0"></span>st kosztów w<span class="_ _0"></span>ynikający z </div><div class="t m0 xf h15 y202 ff1 fs1 fc0 sc0 ls0 ws0">zaostrzających<span class="_ _0"></span> się regulacji <span class="_ _0"></span>klimatyczn<span class="_ _0"></span>ych, w tym </div><div class="t m0 xf h15 y1db ff1 fs1 fc0 sc0 ls0 ws0">opłat węglowych,<span class="_ _0"></span> obowiązków rap<span class="_ _0"></span>ortowych<span class="_ _0"></span> oraz </div><div class="t m0 xf h15 y1dc ff1 fs1 fc0 sc0 ls0 ws0">konieczności dos<span class="_ _0"></span>tosowania działa<span class="_ _0"></span>lności do<span class="_ _0"></span> nowych </div><div class="t m0 xf h15 y1dd ff1 fs1 fc0 sc0 ls0 ws0">standardów środow<span class="_ _0"></span>iskowych<span class="_ _0"></span>.<span class="ff2"> </span></div></div><div class="c x40 y3b1 w2d h54"><div class="t m0 xf h15 y3b3 ff1 fs1 fc0 sc0 ls0 ws0">Wzrost kosztów<span class="_ _0"></span> operacyjnych <span class="_ _0"></span>i </div><div class="t m0 xf h15 y3b2 ff1 fs1 fc0 sc0 ls0 ws0">inwestycyjnych<span class="_ _0"></span>; spadek mar<span class="_ _0"></span>żowości; </div><div class="t m0 xf h15 y10e ff1 fs1 fc0 sc0 ls0 ws0">zwiększenie kos<span class="_ _0"></span>ztu zgodno<span class="_ _0"></span>ści </div><div class="t m0 xf h15 y324 ff2 fs1 fc0 sc0 ls0 ws0">regulacyjnej. </div></div><div class="c x4 y120 w2a h1c"><div class="t m0 x41 h15 y10e ff2 fs1 fc0 sc0 ls0 ws0">2 </div></div><div class="c x6 y120 w2b h1c"><div class="t m0 xf h15 y3b4 ff2 fs1 fc0 sc0 ls0 ws0">Ryzyko </div><div class="t m0 xf h15 y10e ff2 fs1 fc0 sc0 ls0 ws0">technologiczne<span class="_ _0"></span> </div><div class="t m0 xf h15 y324 ff1 fs1 fc0 sc0 ls0 ws0">(przejścia)<span class="ff2"> </span></div></div><div class="c x3f y120 w2c h1c"><div class="t m0 xf h15 y1da ff1 fs1 fc0 sc0 ls0 ws0">Brak dostępu<span class="_ _0"></span> do niskoemi<span class="_ _0"></span>syjnych technologii<span class="_ _0"></span> oraz </div><div class="t m0 xf h15 y1db ff1 fs1 fc0 sc0 ls0 ws0">uzależnienie od w<span class="_ _0"></span>ysokoemis<span class="_ _0"></span>yjnych źródeł ener<span class="_ _0"></span>gii </div><div class="t m0 xf h15 y1dc ff1 fs1 fc0 sc0 ls0 ws0">prowadzący do op<span class="_ _0"></span>óźnień we wdr<span class="_ _0"></span>ażaniu innow<span class="_ _0"></span>acji i </div><div class="t m0 xf h15 y1dd ff1 fs1 fc0 sc0 ls0 ws0">ograniczaniu moż<span class="_ _0"></span>liwości opt<span class="_ _0"></span>ymalizacji procesów<span class="_ _0"></span>.<span class="ff2"> </span></div></div><div class="c x40 y120 w2d h1c"><div class="t m0 xf h15 y1db ff1 fs1 fc0 sc0 ls0 ws0">Utrata konkurenc<span class="_ _0"></span>yjności; spade<span class="_ _0"></span>k </div><div class="t m0 xf h15 y1dc ff1 fs1 fc0 sc0 ls0 ws0">marży; wzrost <span class="_ _0"></span>kosztów opera<span class="_ _0"></span>cyjnych.<span class="ff2"> </span></div></div><div class="c x4 y3b5 w2a h55"><div class="t m0 x41 h15 y3b2 ff2 fs1 fc0 sc0 ls0 ws0">3 </div></div><div class="c x6 y3b5 w2b h55"><div class="t m0 xf h15 y202 ff2 fs1 fc0 sc0 ls0 ws0">Ryzyko rynkowe<span class="_ _0"></span> </div><div class="t m0 xf h15 y1db ff1 fs1 fc0 sc0 ls0 ws0">(przejścia)<span class="ff2"> </span></div></div><div class="c x3f y3b5 w2c h55"><div class="t m0 xf h15 y1f2 ff1 fs1 fc0 sc0 ls0 ws0">Zmieniające się o<span class="_ _0"></span>czekiwania<span class="_ _0"></span> klientów, inwes<span class="_ _0"></span>torów i </div><div class="t m0 xf h15 y1f3 ff1 fs1 fc0 sc0 ls0 ws0">partnerów biznesow<span class="_ _0"></span>ych, a ta<span class="_ _0"></span>kże pr<span class="_ _0"></span>esja cenowa i </div><div class="t m0 xf h15 y202 ff1 fs1 fc0 sc0 ls0 ws0">kosztowa zwią<span class="_ _0"></span>zana z transfor<span class="_ _0"></span>macją klimaty<span class="_ _0"></span>czną </div><div class="t m0 xf h15 y1db ff1 fs1 fc0 sc0 ls0 ws0">prowadząca do <span class="_ _0"></span>spadku popy<span class="_ _0"></span>tu, ograniczenia<span class="_ _0"></span> </div><div class="t m0 xf h15 y1dc ff1 fs1 fc0 sc0 ls0 ws0">dostępu do kapi<span class="_ _0"></span>tału oraz trudno<span class="_ _0"></span>ści w utrzyman<span class="_ _0"></span>iu </div><div class="t m0 xf h15 y1dd ff2 fs1 fc0 sc0 ls0 ws0">pozycji rynkowe<span class="_ _0"></span>j. </div></div><div class="c x40 y3b5 w2d h55"><div class="t m0 xf h15 y250 ff1 fs1 fc0 sc0 ls0 ws0">Utrata konkurenc<span class="_ _0"></span>yjności; spade<span class="_ _0"></span>k </div><div class="t m0 xf h15 y3b2 ff1 fs1 fc0 sc0 ls0 ws0">przychodów; w<span class="_ _0"></span>zrost kosztów<span class="_ _0"></span> </div><div class="t m0 xf h15 y10e ff2 fs1 fc0 sc0 ls0 ws0">finansowania i ope<span class="_ _0"></span>racyjnych<span class="_ _0"></span>. </div></div><div class="c x4 y3b6 w2a h54"><div class="t m0 x41 h15 y377 ff2 fs1 fc0 sc0 ls0 ws0">4 </div></div><div class="c x6 y3b6 w2b h54"><div class="t m0 xf h15 y3b7 ff2 fs1 fc0 sc0 ls0 ws0">Ryzyko reputa<span class="_ _0"></span>cyjne </div><div class="t m0 xf h15 y10e ff1 fs1 fc0 sc0 ls0 ws0">(przejścia)<span class="ff2"> </span></div></div><div class="c x3f y3b6 w2c h54"><div class="t m0 xf h15 y3b8 ff1 fs1 fc0 sc0 ls0 ws0">Negatywne postrzeg<span class="_ _0"></span>anie org<span class="_ _0"></span>anizacji w <span class="_ _0"></span>kontekście </div><div class="t m0 xf h15 y3b9 ff1 fs1 fc0 sc0 ls0 ws0">zmian klimatu or<span class="_ _0"></span>az nieodpow<span class="_ _0"></span>iednie działania </div><div class="t m0 xf h15 y377 ff1 fs1 fc0 sc0 ls0 ws0">komunikacyjne mog<span class="_ _0"></span>ące prow<span class="_ _0"></span>adzić do utrat<span class="_ _0"></span>y </div><div class="t m0 xf h15 y1dc ff2 fs1 fc0 sc0 ls0 ws0">zaufania interesariu<span class="_ _0"></span>szy i pogors<span class="_ _0"></span>zenia relacji<span class="_ _0"></span> z </div><div class="t m0 xf h15 y1dd ff2 fs1 fc0 sc0 ls0 ws0">rynkiem. </div></div><div class="c x40 y3b6 w2d h54"><div class="t m0 xf h15 y3b9 ff1 fs1 fc0 sc0 ls0 ws0">Utrata konkurenc<span class="_ _0"></span>yjności; spade<span class="_ _0"></span>k </div><div class="t m0 xf h15 y377 ff1 fs1 fc0 sc0 ls0 ws0">wartości firm<span class="_ _0"></span>y; ograniczenie do<span class="_ _0"></span>stępu </div><div class="t m0 xf h15 y1dc ff2 fs1 fc0 sc0 ls0 ws0">do finansowania<span class="_ _0"></span>. </div></div><div class="c x4 y3ba w2a h1c"><div class="t m0 x41 h15 y10e ff2 fs1 fc0 sc0 ls0 ws0">5 </div></div><div class="c x6 y3ba w2b h1c"><div class="t m0 xf h15 y1ea ff1 fs1 fc0 sc0 ls0 ws0">Ryzyko nagłe </div><div class="t m0 xf h15 y1dc ff2 fs1 fc0 sc0 ls0 ws0">(fizyczne) </div></div><div class="c x3f y3ba w2c h1c"><div class="t m0 xf h15 y1da ff1 fs1 fc0 sc0 ls0 ws0">Nagłe i ekstremalne<span class="_ _0"></span> zjawiska<span class="_ _0"></span> pogodo<span class="_ _0"></span>we mogą </div><div class="t m0 xf h15 y1ea ff1 fs1 fc0 sc0 ls0 ws0">prowadzić do pr<span class="_ _0"></span>zerw w działalno<span class="_ _0"></span>ści operac<span class="_ _0"></span>yjnej, </div><div class="t m0 xf h15 y1dc ff1 fs1 fc0 sc0 ls0 ws0">uszkodzeń infra<span class="_ _0"></span>struktury ora<span class="_ _0"></span>z zakłóceń w łań<span class="_ _0"></span>cuchu </div><div class="t m0 xf h15 y1dd ff1 fs1 fc0 sc0 ls0 ws0">dostaw i dostępn<span class="_ _0"></span>ości pracown<span class="_ _0"></span>ików.<span class="ff2"> </span></div></div><div class="c x40 y3ba w2d h1c"><div class="t m0 xf h15 y1ea ff1 fs1 fc0 sc0 ls0 ws0">Przestoje; w<span class="_ _0"></span>zrost kosztów<span class="_ _0"></span> </div><div class="t m0 xf h15 y1dc ff1 fs1 fc0 sc0 ls0 ws0">operacyjnych<span class="_ _0"></span>; spadek przychodó<span class="_ _0"></span>w.<span class="ff2"> </span></div></div><div class="c x4 y3bb w2a h22"><div class="t m0 x41 h15 y1ea ff2 fs1 fc0 sc0 ls0 ws0">6 </div></div><div class="c x6 y3bb w2b h22"><div class="t m0 xf h15 y3b4 ff2 fs1 fc0 sc0 ls0 ws0">Ryzyko chron<span class="_ _0"></span>iczne </div><div class="t m0 xf h15 y34c ff2 fs1 fc0 sc0 ls0 ws0">(fizyczne) </div></div><div class="c x3f y3bb w2c h22"><div class="t m0 xf h15 y1f3 ff1 fs1 fc0 sc0 ls0 ws0">Postępujące zmian<span class="_ _0"></span>y klimatu, ta<span class="_ _0"></span>kie jak zmienno<span class="_ _0"></span>ść </div><div class="t m0 xf h15 y1da ff1 fs1 fc0 sc0 ls0 ws0">opadów, wzros<span class="_ _0"></span>t temperatur c<span class="_ _0"></span>zy ryzyko zalania<span class="_ _0"></span> </div><div class="t m0 xf h15 y1ea ff1 fs1 fc0 sc0 ls0 ws0">terenów nisko poło<span class="_ _0"></span>żonych, mogą <span class="_ _0"></span>długofalowo </div><div class="t m0 xf h15 y1dc ff1 fs1 fc0 sc0 ls0 ws0">wpływać na dos<span class="_ _0"></span>tępność surow<span class="_ _0"></span>ców, efektywn<span class="_ _0"></span>ość </div><div class="t m0 xf h15 y1dd ff1 fs1 fc0 sc0 ls0 ws0">pracy i stabilno<span class="_ _0"></span>ść operacyjną.<span class="ff2"> </span></div></div><div class="c x40 y3bb w2d h22"><div class="t m0 xf h15 y1da ff1 fs1 fc0 sc0 ls0 ws0">Wzrost kosztów<span class="_ _0"></span> operacyjnych;<span class="_ _0"></span> spadek </div><div class="t m0 xf h15 y1ea ff1 fs1 fc0 sc0 ls0 ws0">wydajności; ryz<span class="_ _0"></span>yko przestojów<span class="_ _0"></span> i strat </div><div class="t m0 xf h15 y1dc ff1 fs1 fc0 sc0 ls0 ws0">majątkowych.<span class="ff2"> </span></div></div><div class="c x4 y3bc w2a h52"><div class="t m0 x41 h15 y3b0 ff2 fs1 fc0 sc0 ls0 ws0">7 </div></div><div class="c x6 y3bc w2b h52"><div class="t m0 xf h15 y3bd ff2 fs1 fc0 sc0 ls0 ws0">Szanse </div><div class="t m0 xf h15 y3be ff1 fs1 fc0 sc0 ls0 ws0">efektywnościowe<span class="_ _0"></span><span class="ff2"> </span></div></div><div class="c x3f y3bc w2c h52"><div class="t m0 xf h15 y3bf ff1 fs1 fc0 sc0 ls0 ws0">Działania ukierun<span class="_ _0"></span>kowane na<span class="_ _0"></span> poprawę efektywno<span class="_ _0"></span>ści </div><div class="t m0 xf h15 y3b0 ff1 fs1 fc0 sc0 ls0 ws0">energetycznej, re<span class="_ _0"></span>dukcję zu<span class="_ _0"></span>życia surowców<span class="_ _0"></span> oraz </div><div class="t m0 xf h15 y3c0 ff1 fs1 fc0 sc0 ls0 ws0">wdrażanie rozwią<span class="_ _0"></span>zań cyrkular<span class="_ _0"></span>nych.<span class="ff2"> </span></div></div><div class="c x40 y3bc w2d h52"><div class="t m0 xf h15 y3bf ff1 fs1 fc0 sc0 ls0 ws0">Obniżenie ko<span class="_ _0"></span>sztów operacyjny<span class="_ _0"></span>ch; </div><div class="t m0 xf h15 y3b0 ff1 fs1 fc0 sc0 ls0 ws0">poprawa mar<span class="_ _0"></span>żowości; zwięk<span class="_ _0"></span>szenie </div><div class="t m0 xf h15 y3c0 ff1 fs1 fc0 sc0 ls0 ws0">dostępności środ<span class="_ _0"></span>ków inwest<span class="_ _0"></span>ycyjnych.<span class="ff2"> </span></div></div></div><div class="pi" ></div></div><div id="pf1c" class="pf w5 hc" ><div class="pc pc1c w5 hc"><img class="bi x0 y0 w6 h1" alt="" 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class="c x0 y0 w7 hc"><div class="t m0 x4 h2 ye ff1 fs0 fc0 sc0 ls0 ws0">Sprawozdanie nt. informacji niefinansowych GK MIRBUD za 2025<span class="_ _1"></span> rok<span class="ff2"> </span></div><div class="t m0 x4 h2 yf ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hd y10 ff4 fs3 fc0 sc0 ls1a ws0">28<span class="ff5 fs8 ls0"> </span></div></div><div class="c x4 y1ce w2a h56"><div class="t m0 x41 h15 y10e ff2 fs1 fc0 sc0 ls0 ws0">8 </div></div><div class="c x6 y1ce w2b h56"><div class="t m0 xf h15 y1db ff2 fs1 fc0 sc0 ls0 ws0">Szanse </div><div class="t m0 xf h15 y1dc ff2 fs1 fc0 sc0 ls0 ws0">energetyczne<span class="_ _0"></span> </div></div><div class="c x3f y1ce w2c h56"><div class="t m0 xf h15 y37f ff1 fs1 fc0 sc0 ls0 ws0">Inwestycje w od<span class="_ _0"></span>nawialne źródła<span class="_ _0"></span> ener<span class="_ _0"></span>gii i magazyny </div><div class="t m0 xf h15 y1db ff1 fs1 fc0 sc0 ls0 ws0">energii umożliwiają<span class="_ _0"></span>ce redukcję <span class="_ _0"></span>kosztów zakupu<span class="_ _0"></span> </div><div class="t m0 xf h15 y1dc ff1 fs1 fc0 sc0 ls0 ws0">energii oraz zwięk<span class="_ _0"></span>szające stabilno<span class="_ _0"></span>ść energe<span class="_ _0"></span>tyczną </div><div class="t m0 xf h15 y1dd ff2 fs1 fc0 sc0 ls0 ws0">GK MIRBUD.<span class="_ _0"></span> </div></div><div class="c x40 y1ce w2d h56"><div class="t m0 xf h15 y3b2 ff1 fs1 fc0 sc0 ls0 ws0">Obniżenie ko<span class="_ _0"></span>sztów energii; pop<span class="_ _0"></span>rawa </div><div class="t m0 xf h15 y10e ff1 fs1 fc0 sc0 ls0 ws0">ciągłości opera<span class="_ _0"></span>cyjnej; zwiększenie<span class="_ _0"></span> </div><div class="t m0 xf h15 y324 ff1 fs1 fc0 sc0 lsf ws0">odporności <span class="_ _1"></span>na wahania cen energii.<span class="ff2 ls0"> </span></div></div><div class="c x4 y133 w2a h57"><div class="t m0 x41 h15 y3c1 ff2 fs1 fc0 sc0 ls0 ws0">9 </div></div><div class="c x6 y133 w2b h57"><div class="t m0 xf h15 y3c1 ff2 fs1 fc0 sc0 ls0 ws0">Szanse produk<span class="_ _0"></span>towe </div></div><div class="c x3f y133 w2c h57"><div class="t m0 xf h15 y3c2 ff1 fs1 fc0 sc0 ls0 ws0">Dywersyfikacja <span class="_ _0"></span>surowców i zwię<span class="_ _0"></span>kszenie odp<span class="_ _0"></span>orności </div><div class="t m0 xf h15 y3c1 ff1 fs1 fc0 sc0 ls0 ws0">w łańcuchu dos<span class="_ _0"></span>taw poprzez wpr<span class="_ _0"></span>owadzen<span class="_ _0"></span>ie </div><div class="t m0 xf h15 y3c0 ff1 fs1 fc0 sc0 ls0 ws0">alternatywnych<span class="_ _0"></span> niskoemisyjn<span class="_ _0"></span>ych pro<span class="_ _0"></span>duktów.<span class="ff2"> </span></div></div><div class="c x40 y133 w2d h57"><div class="t m0 xf h15 y3c3 ff1 fs1 fc0 sc0 ls0 ws0">Poprawa ciągło<span class="_ _0"></span>ści operacyjnej<span class="_ _0"></span>; </div><div class="t m0 xf h15 y3be ff1 fs1 fc0 sc0 ls0 ws0">ograniczenie ko<span class="_ _0"></span>sztów.<span class="ff2"> </span></div></div><div class="c x4 y3c4 w2a h55"><div class="t m0 x42 h15 y3b4 ff2 fs1 fc0 sc0 lsf ws0">10<span class="ls0"> </span></div></div><div class="c x6 y3c4 w2b h55"><div class="t m0 xf h15 y3b4 ff2 fs1 fc0 sc0 ls0 ws0">Szanse rynkowe<span class="_ _0"></span> </div></div><div class="c x3f y3c4 w2c h55"><div class="t m0 xf h15 y1f2 ff1 fs1 fc0 sc0 ls0 ws0">Wzmacnianie po<span class="_ _0"></span>zycji rynkowe<span class="_ _0"></span>j dzięki spełnian<span class="_ _0"></span>iu </div><div class="t m0 xf h15 y1f3 ff1 fs1 fc0 sc0 ls0 ws0">kryteriów klima<span class="_ _0"></span>tycznych ora<span class="_ _0"></span>z aktywne </div><div class="t m0 xf h15 y1da ff1 fs1 fc0 sc0 ls0 ws0">zaangażowanie w <span class="_ _0"></span>inicjatywy pr<span class="_ _0"></span>oklimatyczne </div><div class="t m0 xf h15 y1ea ff1 fs1 fc0 sc0 ls0 ws0">zwiększające atrak<span class="_ _0"></span>cyjność fir<span class="_ _0"></span>my w oczach<span class="_ _0"></span> </div><div class="t m0 xf h15 y1dc ff1 fs1 fc0 sc0 ls0 ws0">inwestorów, ins<span class="_ _0"></span>tytucji finansow<span class="_ _0"></span>ych, klientów<span class="_ _0"></span> i </div><div class="t m0 xf h15 y1dd ff1 fs1 fc0 sc0 ls0 ws0">pracowników.<span class="ff2"> </span></div></div><div class="c x40 y3c4 w2d h55"><div class="t m0 xf h15 y250 ff1 fs1 fc0 sc0 ls0 ws0">Poprawa war<span class="_ _0"></span>unków finansowa<span class="_ _0"></span>nia; </div><div class="t m0 xf h15 y3b4 ff1 fs1 fc0 sc0 ls0 ws0">wzrost przycho<span class="_ _0"></span>dów; obniżenie <span class="_ _0"></span>kosztów </div><div class="t m0 xf h15 y34c ff1 fs1 fc0 sc0 ls0 ws0">zatrudnienia i ube<span class="_ _0"></span>zpieczeń.<span class="ff2"> </span></div></div><div class="c x4 y3c5 w2a h58"><div class="t m0 x42 h15 y3b9 ff2 fs1 fc0 sc0 lsf ws0">11<span class="ls0"> </span></div></div><div class="c x6 y3c5 w2b h58"><div class="t m0 xf h15 y3c6 ff2 fs1 fc0 sc0 ls0 ws0">Szanse </div><div class="t m0 xf h15 y3b7 ff1 fs1 fc0 sc0 lsf ws0">odpornościowe<span class="ff2 ls0"> </span></div></div><div class="c x3f y3c5 w2c h58"><div class="t m0 xf h15 y1f6 ff1 fs1 fc0 sc0 ls0 ws0">Działania zwię<span class="_ _0"></span>kszające zdolno<span class="_ _0"></span>ść adaptacyjną<span class="_ _0"></span> do </div><div class="t m0 xf h15 y3c7 ff1 fs1 fc0 sc0 ls0 ws0">zmian klimatu, <span class="_ _0"></span>takie jak ro<span class="_ _0"></span>zwój nowych<span class="_ _0"></span> rozwiązań, </div><div class="t m0 xf h15 y3b8 ff1 fs1 fc0 sc0 ls0 ws0">wzmocnienie łań<span class="_ _0"></span>cucha wartoś<span class="_ _0"></span>ci oraz integra<span class="_ _0"></span>cja </div><div class="t m0 xf h15 y3b9 ff1 fs1 fc0 sc0 ls0 ws0">kwestii klimaty<span class="_ _0"></span>cznych z zarząd<span class="_ _0"></span>zaniem </div><div class="t m0 xf h15 y1db ff1 fs1 fc0 sc0 ls0 ws0">strategicznym,<span class="_ _0"></span> przyczyniają się<span class="_ _0"></span> do budowan<span class="_ _0"></span>ia </div><div class="t m0 xf h15 y1dc ff1 fs1 fc0 sc0 ls0 ws0">długoterminowe<span class="_ _0"></span>j stabilności i p<span class="ff2">rze<span class="_ _0"></span>wagi </span></div><div class="t m0 xf h15 y1dd ff2 fs1 fc0 sc0 ls0 ws0">konkurencyjnej<span class="_ _0"></span>. </div></div><div class="c x40 y3c5 w2d h58"><div class="t m0 xf h15 y3c8 ff1 fs1 fc0 sc0 ls0 ws0">Zwiększona stab<span class="_ _0"></span>ilność sytua<span class="_ _0"></span>cji </div><div class="t m0 xf h15 y3c6 ff1 fs1 fc0 sc0 ls0 ws0">finansowej; zwięk<span class="_ _0"></span>szenie </div><div class="t m0 xf h15 y3b7 ff1 fs1 fc0 sc0 ls0 ws0">konkurencyjno<span class="_ _0"></span>ści; lepszy do<span class="_ _0"></span>stęp do </div><div class="t m0 xf h15 y10e ff1 fs1 fc0 sc0 ls0 ws0">kapitału.<span class="ff2"> </span></div></div><div class="c x0 y0 w7 hc"><div class="t m0 x4 h10 y3c9 ff2 fs8 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h6 y3ca ff2 fs3 fc0 sc0 ls0 ws0">W 2025 <span class="ff1">roku w GK MIR<span class="_ _1"></span>BUD nie wystąp<span class="_ _1"></span>iły bieżące skutki finansow<span class="_ _1"></span>e ryzyk i sz<span class="_ _1"></span>ans związanych ze </span></div><div class="t m0 x4 h6 y3cb ff1 fs3 fc0 sc0 ls0 ws0">zmianą klimatu.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x4 h6 y3cc ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h6 y3cd ff2 fs3 fc0 sc0 ls0 ws0">Grupa MIRBUD n<span class="_ _1"></span><span class="ff1">ie przeprowadzono a<span class="_ _1"></span>nalizy odporno<span class="_ _1"></span>ści strategii i modelu biznes<span class="_ _1"></span>owego w odn<span class="_ _1"></span>iesieniu </span></div><div class="t m0 x4 h6 y37a ff2 fs3 fc0 sc0 ls0 ws0">do zmian klimatu.<span class="_ _1"></span> </div><div class="t m0 x4 h12 y3ce ff6 fsb fc0 sc0 lsa ws0">IRO<span class="ls0">-<span class="ls1f">1 </span>– Opis proce<span class="_ _1"></span>sów identyfikacji i o<span class="_ _1"></span>ceny związanych z<span class="_ _1"></span> klimatem </span></div><div class="t m0 x4 h12 y3cf ff6 fsb fc0 sc0 lsa ws0">istotnych wpływów,<span class="_ _1"></span> ryzyk i szan<span class="_ _1"></span>s<span class="ff3 ls0"> </span></div><div class="t m0 x4 h6 y3d0 ff1 fs3 fc0 sc0 ls0 ws0">Kryteria <span class="_ _f"> </span>stosowan<span class="_ _1"></span>e <span class="_ _f"> </span>podczas <span class="_ _16"> </span>procesu <span class="_ _f"> </span>identyf<span class="_ _1"></span>ikacji <span class="_ _f"> </span>istotnych <span class="_ _16"> </span>wpływów, <span class="_ _f"> </span>ryz<span class="_ _1"></span>yk <span class="_ _f"> </span>i <span class="_ _f"> </span>s<span class="_ _1"></span>zans <span class="_ _f"> </span>w <span class="_ _f"> </span>obszarz<span class="_ _1"></span>e </div><div class="t m0 x4 h6 y3d1 ff1 fs3 fc0 sc0 ls0 ws0">prowadzenia <span class="_ _2"></span>z<span class="_ _1"></span>mian <span class="_ _2"></span>klimat<span class="_ _1"></span>u <span class="_ _2"></span>są <span class="_ _0"></span>zgodne <span class="_ _2"></span>z <span class="_ _2"></span>kry<span class="_ _1"></span>teriami <span class="_ _2"></span>używany<span class="_ _1"></span>mi <span class="_ _2"></span>w <span class="_ _0"></span>procesie <span class="_ _2"></span>identyfik<span class="_ _1"></span>acji <span class="_ _2"></span>i <span class="_ _0"></span>oceny <span class="_ _2"></span>wpływów,<span class="_ _1"></span> </div><div class="t m0 x4 h6 y3d2 ff1 fs3 fc0 sc0 ls0 ws0">ryzyk i szans związanych z<span class="_ _1"></span> innymi zagadnieniami zrów<span class="_ _1"></span>noważonego<span class="_ _1"></span><span class="ff2"> </span>rozwoj<span class="_ _1"></span>u. Zostały one szc<span class="_ _1"></span>zegółowo </div><div class="t m0 x4 h6 y11d ff2 fs3 fc0 sc0 ls0 ws0">opisane w ramach uj<span class="_ _1"></span>awnienia ESRS 2 IRO<span class="_ _1"></span>-<span class="ls1">1.<span class="_ _1"></span></span> </div><div class="t m0 x4 h6 y3d3 ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h6 y3d4 ff1 fs3 fc0 sc0 ls0 ws0">W <span class="_ _e"> </span>celu <span class="_ _18"> </span>pogłębionej<span class="_ _1"></span> <span class="_ _e"> </span>ident<span class="_ _1"></span>yfikacji <span class="_ _18"> </span>i <span class="_ _e"> </span>oceny <span class="_ _18"> </span>ryzyk<span class="_ _1"></span> <span class="_ _e"> </span>i <span class="_ _e"> </span>s<span class="_ _1"></span>zans <span class="_ _e"> </span>z<span class="_ _1"></span>wiązanych <span class="_ _e"> </span>z<span class="_ _1"></span> <span class="_ _e"> </span>klimatem, <span class="_ _18"> </span>GK <span class="_ _18"> </span>MIRBUD<span class="_ _1"></span> </div><div class="t m0 x4 h6 y3d5 ff1 fs3 fc0 sc0 ls0 ws0">przeprowadziła <span class="_ _b"></span>a<span class="_ _1"></span>nalizę <span class="_ _8"></span>s<span class="_ _1"></span>cenariuszy <span class="_ _b"></span>w <span class="_ _b"></span>peł<span class="_ _1"></span>nej <span class="_ _8"></span>z<span class="_ _1"></span>godności <span class="_ _b"></span>z <span class="_ _b"></span>wyma<span class="_ _1"></span>ganiami <span class="_ _b"></span>ESRS <span class="_ _b"></span>o<span class="_ _1"></span>raz <span class="_ _b"></span>rekomendacjami<span class="_ _1"></span> </div><div class="t m0 x4 h6 y3d6 ff2 fs3 fc0 sc0 ls0 ws0">TCFD (Task Forc<span class="_ _1"></span>e on Climate-<span class="_ _1"></span>related Financial D<span class="_ _1"></span>isclosures). <span class="_ _1"></span> </div><div class="t m0 x4 h6 y3d7 ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h3c y3d8 ff3 fs8 fc0 sc0 ls0 ws0">Scenariusze klimatyczne </div><div class="t m0 x4 h6 y3d9 ff1 fs3 fc0 sc0 ls0 ws0">Do <span class="_ _1"></span>analizy <span class="_ _1"></span>r<span class="_ _1"></span>yzyk <span class="_ _1"></span>i <span class="_ _1"></span>s<span class="_ _1"></span>zans <span class="_ _1"></span>klimatycznych <span class="_ _1"></span>wy<span class="_ _1"></span>korzystano <span class="_ _1"></span>dwa <span class="_ _1"></span>s<span class="_ _1"></span>cenariusze, <span class="_ _1"></span>o<span class="_ _1"></span>dnoszące <span class="_ _1"></span>się <span class="_ _1"></span>do <span class="_ _8"></span>globalnych,<span class="_ _1"></span> </div><div class="t m0 x4 h6 y3da ff1 fs3 fc0 sc0 ls0 ws0">zmieniających <span class="_ _8"></span>się<span class="_ _1"></span> <span class="_ _8"></span>uwarunk<span class="_ _1"></span>owań <span class="_ _8"></span>klimatycznyc<span class="_ _1"></span>h <span class="_ _8"></span>i <span class="_ _8"></span>regulac<span class="_ _1"></span>yjnych. <span class="_ _8"></span>Pierwszym <span class="_ _8"></span>z<span class="_ _1"></span> <span class="_ _8"></span>nich <span class="_ _8"></span>j<span class="_ _1"></span>est <span class="_ _8"></span>scenariusz<span class="_ _1"></span> <span class="_ _8"></span>S1: </div><div class="t m0 x4 h6 y3db ff2 fs3 fc0 sc0 ls0 ws0">Paris-<span class="ff1">aligned zakła<span class="_ _1"></span>dający wypełnie<span class="_ _1"></span>nie celów Porozu<span class="_ _1"></span>mienia Par<span class="_ _1"></span></span>ysk<span class="_ _1"></span>iego, koniecznych w tym<span class="_ _1"></span> celu zmian<span class="_ _1"></span> </div><div class="t m0 x4 h6 y3dc ff2 fs3 fc0 sc0 ls0 ws0">otoczenia <span class="_ _9"></span>regulacyjnego <span class="_ _9"></span>i <span class="_ _9"></span>gospodarczego <span class="_ _9"></span>i <span class="_ _b"></span>z<span class="_ _1"></span>atrzymanie <span class="_ _9"></span>globalnego <span class="_ _9"></span>wzrostu <span class="_ _9"></span>temperatur <span class="_ _9"></span>na <span class="_ _9"></span>poziomie </div><div class="t m0 x4 h6 y3dd ff1 fs3 fc0 sc0 ls0 ws0">+1.5 <span class="_ _1"></span>°C<span class="_ _1"></span> <span class="_ _1"></span>lub <span class="_ _8"></span>z <span class="_ _8"></span>nieznacz<span class="_ _1"></span>nym <span class="_ _1"></span>j<span class="_ _1"></span>ego <span class="_ _1"></span>prz<span class="_ _1"></span>ebiciem <span class="_ _8"></span>i <span class="_ _8"></span>powrotem <span class="_ _8"></span>do <span class="_ _8"></span>temperatur <span class="_ _b"></span>poniżej <span class="_ _1"></span>te<span class="_ _1"></span>go <span class="_ _1"></span>pozio<span class="_ _1"></span>mu. <span class="_ _1"></span>P<span class="_ _1"></span>owstał </div><div class="t m0 x4 h6 y3de ff2 fs3 fc0 sc0 ls0 ws0">on na bazie danych <span class="_ _1"></span>i wnio<span class="ff1">s<span class="_ _1"></span>ków przedstawionych w<span class="_ _1"></span> publikacjach:<span class="_ _1"></span></span> </div><div class="t m0 x8 h6 y3df ff9 fs3 fc0 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _c"> </span><span class="ff1">IPCC - w szc<span class="_ _1"></span>zególności raportu WGII AR<span class="_ _1"></span>6, korzystając z<span class="_ _1"></span>e scenariusza SSP1<span class="_ _1"></span>-1<span class="_ _1"></span>.9;</span> </span></div><div class="t m0 x8 h6 y3e0 ff9 fs3 fc0 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _c"> </span><span class="ff1">IEA – raportu World <span class="_ _1"></span>Energy Outlook 20<span class="_ _1"></span>23, korzystając ze sc<span class="_ _1"></span>enariusza NZE;<span class="_ _8"></span></span> </span></div><div class="t m0 x8 h6 y3e1 ff9 fs3 fc0 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _c"> </span><span class="ff1">NGFS <span class="_ _e"> </span>- <span class="_ _18"> </span>NGFS <span class="_ _e"> </span>long-ter<span class="_ _1"></span>m <span class="_ _e"> </span>s<span class="_ _1"></span>cenarios <span class="_ _e"> </span>for <span class="_ _e"> </span>centra<span class="_ _1"></span>l <span class="_ _e"> </span>banks<span class="_ _1"></span> <span class="_ _e"> </span>and <span class="_ _e"> </span>supervisors<span class="_ _1"></span>, <span class="_ _e"> </span>korz<span class="_ _1"></span>ystając <span class="_ _e"> </span>ze </span></span></div><div class="t m0 x43 h6 y3e2 ff1 fs3 fc0 sc0 ls0 ws0">scenariusza Net Zero <span class="_ _1"></span>2050.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x4 h6 y3e3 ff2 fs3 fc0 sc0 ls0 ws0">Drugim <span class="_ _10"> </span>wypracowanym<span class="_ _1"></span> <span class="_ _10"> </span>scenariuszem <span class="_ _10"> </span>jest <span class="_ _10"> </span>scenariusz<span class="_ _1"></span> <span class="_ _10"> </span>S2: <span class="_ _10"> </span>Paris-<span class="_ _1"></span><span class="ff1">missed <span class="_ _10"> </span>zakładając<span class="_ _1"></span>y <span class="_ _10"> </span>brak <span class="_ _10"> </span>dalszych </span></div><div class="t m0 x4 h6 y3e4 ff1 fs3 fc0 sc0 ls0 ws0">decyzji <span class="_ _1"></span>prowadzący<span class="_ _1"></span>ch <span class="_ _1"></span>w <span class="_ _1"></span>kierunku <span class="_ _1"></span>zie<span class="_ _1"></span>lonej, <span class="_ _1"></span>czys<span class="_ _1"></span>tej <span class="_ _1"></span>transformacji <span class="_ _1"></span>gospodarki, <span class="_ _1"></span>or<span class="_ _1"></span>az <span class="_ _1"></span>zakładającej<span class="_ _1"></span> <span class="_ _1"></span>wariant </div><div class="t m0 x4 h6 y3e5 ff1 fs3 fc0 sc0 ls0 ws0">wysokich <span class="_ _12"> </span>emisji <span class="_ _12"> </span>i <span class="_ _12"> </span>przyspieszaj<span class="_ _1"></span>ącego <span class="_ _12"> </span>wzrostu <span class="_ _12"> </span>temperatur. <span class="_ _12"> </span>Do <span class="_ _12"> </span>opr<span class="_ _8"></span><span class="ff2">acowania <span class="_ _12"> </span>tego <span class="_ _12"> </span>scenarius<span class="_ _1"></span>za </span></div><div class="t m0 x4 h6 y3e6 ff1 fs3 fc0 sc0 ls0 ws0">wykorzys<span class="_ _1"></span>tano następujące publikacj<span class="_ _1"></span>e źródłowe:<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x8 h6 y3e7 ff9 fs3 fc0 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _c"> </span><span class="ff1">IPCC - w szc<span class="_ _1"></span>zególności raportu WGII AR<span class="_ _1"></span>6, korzystając z<span class="_ _1"></span>e scenariusza SSP5<span class="_ _1"></span>-8<span class="_ _1"></span>.5</span> </span></div></div></div><div class="pi" ></div></div><div id="pf1d" class="pf w5 hc" ><div class="pc pc1d w5 hc"><img class="bi x0 y0 w6 h1" alt="" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAABDIAAAaUCAIAAACNEautAAAACXBIWXMAABP+AAAWJQFjk+e7AAAgAElEQVR42uzdd5hlR3Uu/HetqtrhhA6TRxM0o4ACIAkkkRFRJhgwMsnGGGNjgq7B/rg2n7DBFxPMB8732mCbYINJBpPtCxiMEBiBMEkIJKFRQJqoSd3T3SftvavW+v443UIa3TujYUZiBOunefTMdJ99wg7n1HuqVhWpKowxxhhjjDHmJ4dtFxhjjDHGGGMslhhjjDHGGGMslhhjjDHGGGOMxRJjjDHGGGOMxRJjjDHGGGOMsVhijDHGGGOMsVhijDHGGGOMMRZLjDHGGGOMMRZLjDHGGGOMMcZiiTHGGGOMMcZiiTHGGGOMMcZYLDHGGGOMMcZYLDHGGGOMMcYYiyXGGGOMMcYYiyXGGGOMMcYYY7HEGGOMMcYYY7HEGGOMMcYYYyyWGGOMMcYYYyyWGGOMMcYYY4zFEmOMMcYYY4zFEmOMMcYYY4yxWGKMMcYYY4yxWGKMMcYYY4wxFkuMMcYYY4wxFkuMMcYYY4wxxmKJMcYYY4wxxmKJMcYYY4wxxlgsMcYYY4wxxlgsMcYYY4wxxhiLJcYYY4wxxhiLJcYYY4wxxhhjscQYY4wxxhhjscQYY4wxxhhjjo63XWCMMcYYY45/NUAAAbz0F+jtfkuJADf+OSCAggBiEI9vRrYLLZYYY4wxxhhzdAKEbhvpc7ukoYs5RJfiyuLvBKpw41uRWiw53pGq2l4wxhhjjDHHu0YWo8hSp4mC5UddJsIAQyAAQQkJLCCAvNUtWCwxxhhjjDHmGMWS+KNMMv6jpFgcraXkCOPBW7qYXhiJaCm3aGbdJcc3G8RljDHGGGPuBTSwLBaNAAADDkIKJEBAGRbTiC4N7VoawhUhS0nFWCwxxhhjjDHmaGKJMjAenbWUTIg8LRa2gyCAEojAAClIAIaDKElaDDLGYokxxhhjjDFHQkSYf5QlOAIERIQCERAgAgAJg6AlMEoRzidCndKkcx4Y15k4d1sdvLFYYowxxhhjzJFg5pSSqqoqEXn2qnAOiKBRk2chV8ABIpBmMD9Xrlw+F0dD5txlcdzMVYBAqmwDuCyWGGOMMcYY82MQESJiZiISkRlOBaTVMAbitu+pd+yd375rfu/+MmRrTzyxde5G9EYdr1lZVEBcGtC1WGpiLJYYY4wxxhjzY1BV51yMcRxLSvRL9XrD9q2f+uLOS6/of/+m9kLVVW6AKgsLF97//i/9DX/GZs/MuY8qQuwIIFIigTrbocc3myDYGGOMMcYcj1JKRKSqzFzXdf7V/9r2b5+75bL/opt2rhphUtTVkTwNKQ4he4u2O23jAy95uX/CIyqn3Oo4gAUgREoNpESwXWqxxBhjjDHGmCMzHsRFRLOzs1dfffXqX/49zPWna2pXI48UwCOMesBsnvpdv7q3bHvJvQee8rC3vCY/54wqaZZlpFBCg9RA2hZLjm82iMsYY4wxxtwjmsXVRhoIIbmllUQaoAE8MEp17fIJ+GwOiNAu78+GK+dmp//iw+e98W/3ewCogMrTUiO2BaCV0DqAG8ptp48mi8uuzf/zGpy0tjc9lQFdAQHeucMuWjIDeMADGeAVSLetKK8gnQH1iaaA7tL8X3CAAxSIQAIKm33YYokxxhhjjLlXYIxn6iUQgxZXaAccFss/Oq5Ew5IwamNEKFKa/Mp1W9/5vj3/fulkN7SGzSHue6ps6wHppV685pppvtCBbh8UDlv2PpUAgAgEgCCOF1ePBwHoKFpKmSpk8VUkRgKI1B/0SMZiiTHGGGOMOa65xdVDHIiUlxZsZ2ZkhAhQlahOXLp9PtVA66Zbtl/8Jv3+d5dPtLa29JThoe6bhokaKrm7d+st03nuQLefINgfLpdwAxDgAF5csVFAtNi7gxBBEWAad5JEWlw4hUCJQUBuB/dYhFZjjDHGGGPudhEi4wihgDCUoUttUYVXkHMIaLSaRNwYB99/+3ub627c5Jc18wurXHnoO/eNsFLIs2FdQ2kcJxZjyV3oLUEGBMAtPiMG/PgHOh7GtdRwdogEAAHIAQdEoLJDeyxYb4kxxhhjjLknKJSQaNwfsdTQl6XQIFHFocmllZL/0lV73/aB4gtfjbqwzWeTkmU75weH7PKYoIKZ+jFqniGJA5zeLo6IHvrb+BmGG4cNhVM4AQhgRCASKIACEiEBHigEaACF80h+sdjEWCwxxhhjjDH3AoudI6IQAkEdaiABDDAQA420mk5KX/r2tle8ecX3buiguaXLB7jpRt8WHuBQ88fKsBHksZ11162BqsdSFwfdpVgyrmD34z6WxT4d1IQRUAGBkAE1oLeNNRIgAUDmILZgo8USY4wxxhhzL4olpBiXlAijAipAICWINKGppxtZ+MBndv3pO5ffvDNh2DA6I+pokJSGcMyiquNlTGRxONiPBDjlsDdVy04/FcEDPE4xQiAROtyKGJNJRIUdxdgQETsHqI9SJslj4l4daimnSi1CRBoqhSxnJRLlRCVbYYTFEmOMMcYYcy9x+04FITRABEqgiCOKCDP9/e/+yPVv+8C6nbNRq70FAzpdIVcMCHNBvWrVVM45R268zOIdM0+omEfdfOUZpyB3Mi4rYUTgRz0nh9DURJo8p8CDZsH1mwlq02zFl397yyc/M3f91m5Rts48aeOzn5w95H7zbjTISBFycDuBI5DZ4bVYYowxxhhj7k0YhEQQIIdmUlGdsFDXn/7S1n/6aDlzYGL55K7924ldUCRQAqBwqlGiZ++dTynFFL27Qzs2EQ8hqV0Wa1YosYCApbm+ABxuAXEtnAAValaZDjlq6n/0M7f8y2fkuz+c2Nvz1TB6t+N7V9/w7W+c/d9+dflzn3QA8QAkIS/AFksslhhjjDHGmHuNBnAgZgAgQKUpiPz8CLfOzX3k09ve+f5Ve+b6qdq6f2Gy7Lo6smjFGBFYNYiS8+MekiY23h/ciE2EIWPy5A1YPT0apxGCEOJ41t/D9ZZISpSk1RumHbt3ffVb+y77mlzxvXLn/pV16kKjo7mmt3xQ7rvypmte+z/X37L9xJc+169Z1kAUgN6lub6MxRJjjDHGGHNcxBIQMS0uVNhi70ZDGsSdb/3HLf/00ZPYNaPZVlasaE9WvYUpTAwRe0GiU9LkVDlRTHFyYjKEUFUHz8pbA9QqTj33HO2WDYiXcoLctefmeood+wafvuzb7/4wX33zRqaOjByhKbCLm6GLy9udYmZ4QlNt2Flc+efvnV534tRznywtRCiCVZZYLDHGGGOMMcePBGUkUkDduKJDAUIkigCBNZESkkagpqrh79+0/X+9e8/nvrIhkmuGwbdqRa8ZdJyX1PcgUmHiTOEVFU/vXYkTH//o3qVfmTtQjZjaNZURI6fRpbLiXd08e8yDNMtDzUyIXgekDsyJEDkCvgYiwKhy6RMSmimRMB9x1fUz7/3ULd+8Mm7ZemrCJHhAMZZehqNasDskCpk/0IQG6or95WBF7euPfQlPe0JTJJd8P6Bth95iiTHGGGOMOV4wCPAYxxEdL2Q4LvNwQKhcA/QR4WPWn89+uPvm1/3F/Gcu35C3K2lYPQvYCTTVVIuTmgV5IaO6RMEx7jxp/X1f9lQ67dTtH/8UnPYCdytuCdUugXSFhluWT+DsUyjPy4rBGJFGoABYGIpG1YNQJ7ScEidUE4jhmuvjx7987Xs+MbFjZkpTUcdJFUFayHlmMH86utNNq1f3pCjbFUMH877e2apWCPiGbWhiA+Ts5shiicUSY4wxxhhz3OgR2gJqACV4ig4V4IBiPCVWAyoxz6lLmt06v+Mv373nq9+ZYt+QDpvKlYWL1K1RAEPiXo6hY9fEjPyCKkK29rlPbP3K03DFN/b359Z0u60GhaAA2lGDSAY6YfkqFHnFlAcAIHCAOGAclUikx8pTXjUVmlaOBDfuuOVt/3L1ez++epgyFyqSYdCUlJjqlE7srCp6dV8PLOfOgvB4OBgr2hV54QOcVgz7TruwyYEtlhhjjDHGmOMrlkALwEeCAITkUIEyAONl0VMi0AQBt+75/h/+T/3Yl04hNyRUaZS3siYlUmaIAg1zzZwJl+L3q/A5J5/yS0/Fb/5S1U4zt9zY7UxkI3EsRYIDMhVOUiNNnHoqiqwHwCOPCAoHcoQmoAkgaYYOithpmvSD7bMfuXT3Bz/Z2r73QZJFjFRrVk2sg0DE7GqM4mghL+oGJeecaiUkJSivHECUFzatRKdVsBdobvXuFkuMMcYYY8zxIx8P3AoMARgeaI07EwjwQJFc1M5Mf8tb/rH/v//zPhSoGZaOCGiqui0cRBcCRgFO3OSQO4r9gD/vzM1vfEn2hPO2olgj/f4tu9qRu0KVSAMMgBFpYp1jv/L+pyAjgbIACSzKDHGYIxwATnIxT8INz3zkc9e+9QPFf117f2o7kX2614ViLki7Qrfhhpw6F4X7y7uXL+zZtHnD+e0TDmy5AfVQCARa1rgZDjj7NLRLqiTmKOHs0FssMcYYY4wxx4tJEWGuAghwCidwCiVERgya6UivunHPW95Ln/3KxhpzPBDfTLgQGnGqLeaGZBC4YTdd8zL1I7j2kx+54TW/Pjp303a4MlG2NzXfvmm6VlaJHkMPUiiLkv5wfWftmRtHxAEcagAAK0iUCGCAqDcYffXqPe/6eP+y75w0t9AlP0xzDYsWrQGlgU8TFU3AJXWDGOZzd+t91530C88486xz5971uYUt13QJDoA6Dz/wftnDzpHAzF4IFCO8NaotlhhjjDHGmOMDJygjAgnICCTKSiSJEJWUv3/j1/7Hn0599qpTxc270ULQJiPX1G3lQl0CBipZzRNwPlIvdJsHn7Hybb8/XN9qXDEByoWwt6ZrtpXqImnKuAdpZXnqVcFh7pQ12ckb9wyG3bKNgAQdujoHQqQVyiu8633sC9993VtP3No/OdY5sjn0FzzFFkdNqWrysmykUhQLodi3vDv9qPNPfeNLcMrk/Deu+vYVX17LUEgNdd43VA5PWL7+AffjsoURQHrYtRqNxRJjjDHGGHNP5hI4pZwQAQC9WE3kWTMcBrhs3749f/V++dZ1pSQlZiCIJNaaOTj4CCEOPrTEB+QHcv+DaX7Ey54Z10/3XOqA81qiCm7ckQ2bRlPjIASA0EhHvFPlFcswObWs1REgOSxAalCoh+gDc7H/7atuftsHurtmllFJSD0coKxcqOfqvi6fmIa4foWUd3aG8sa2e8ALnjr1K8/Cmi5E9lx9Q96vfFPXKQXPKpiNzbpHnE+THcVti8dbbYnFEmOMMcYYc9xoHILAN/CM6BEzP4qjQgVbtn/rr99xyvs+vz420g07U9MZpqlKe4JBoKEnn8hF9QDIXx/q9Piz7//7LxqdfxbYTUoI6uBU6uHosv/U0XAuJPagyC24rJZlklVID37UY+CyXq+ftycToa+NoxE3Fb598973fGrLl684aduuSHEvLyBX4hDjqFN2UyN1LwJ+1utg/eplT3zUQ5/3C3rOfUZExWCE/Ro/9dU1s4NlLt/TzIWsPRw1w3Wrznr582J3AorkiCCQaI1qiyXGGGOMMeZ4EUHhdq3MTJpMFdfd8u1Xvk6+eW2nbhz7HTKqqWl7nzeSIhomgWscFRo4ZNdynT/tgrP++HfmT9rYg1/ReGpIM/ScZCluv/LKoDL04onaIyHnScBwoy6vfeQjwa5TtiCgiDVIDtJ84ovXvf7vcf2t67JsSkZzwc9ksfGUhtVybmMY89bUnlg13bI+dcNDXvv/4vz79jr+QF40Wm32LXzh6+HyH4R6NgvLE5Acj0QmHn8eHrCZ2FOCBBAASXboLZYYY4wxxpjjRQApE2UAAEUWCf1009vfu/C1K89Eq0KqIUWUnF2dkgMpKI+ciAQ0B9k5OtB+3Pn3e/nz04nrhqgnURAIgCZ4Ai/MVXtnOqIVkRMtlESpAS2QNieswHQ7UayRh0q9EIba/7fPXPWnf3vCTfuminzHcK4BNanxQBB24l1sgmvPQna33EkPe+B5b3412hkmWs4xAx3KIdXMv/67mx8EZJU0glSlWLRakw++/4GQiqguUfTIVEE2iMtiiTHGGGOMOX5alhGVRx8gYJqkt2XbDX/+t4NPX3ZGyieq/jUr8u5Cs7LhoHrA02yOLFLZkIJGjvdPhDWPeejalz8fZ98HtazjQkka7xJrDipHvLBrJ83MFdIMRHyjXYR5RQWdDSjOvU9a3urBCVAoxatuufY97x188Yvrbtq7KtYHZIBlea+vDJmKnDXSRhmZZsFu8/pzfvWiVU98VHXa6kQUohYDnMCoMvRvuPmbl19xGumCF4SUp7yBnnjKyeGC829GOEEBQQNkCniLJRZLjDHGGGPMPWUBGM+26xb/KEFx+6rvAY9KpBC79QwODA68+o+m/+2rZ6pXSEV86j5WZPNe9rdSq8HkcFiWK78bek1RrpzDpmc/O3vNC9P6lf2mbnPoxWGdZd1GigGjwHyb5Ds37h3NrvPZ5KhfZ9kNun8ZFQVod7vN55zaZwk6aI2cfOTSXa//u7U3bi1A8w57Q9aNcvoMvreybvepSDlRsS2lnWWre+HDz/6jV+C+6/cHlISWoueiaylVI6bh8J8/du6Ne7dPNkVWLptDq5y4Yjmd/icX68nr14B9IACTI4AZlCPGg3cWAwQljNdQUbAHnIwXi7/DbX609yyWGGOMMcYYc1jtCGVERgOMq7xz0GI7mwDCsA0X687CIF3zwy/9jzd3v3X9SpXGuZFSj9LylOa99jPtVpol6mfthTjaRJ1he3rFCy6cfOEvY+XKAdQ5B0GZ5REgIhBUIcDCth1oUlLKkFVAURRcuYxzqZoTNm4WjNJ3btr1jn+d/9il5d4Dw8LPUARpEbUmzAMTPerUPqVmvsib+5101vMvmnjWk+PKZewwJagZI0IJR5qGueTzce5L33JByxqdOvXh92iz6aGPoDPPiCFv4AA4D2YIQRiAA0A63g0gQDEObVBgXHoy/gmNf0dQUmFEQIDSconFEmOMMcYYcxfxCAhAjhpIgMNSuxsAIxH2OdkwN8SsfvNFr9+wdffECL7ozKS6yqgijyZGQhAUCQJOyi3fHsGt++Wnl697Qe3KLMaklLFHFFa4oMQMBjkEoH/dD8tEpBo4jzpMilFqBNJ1nc6qDfjQ5d/6m/fmX7l2kysGkFlEcVrW8IJehmHA5oVCQutmrdqPfsBpr325nHufPcHVaFbAFQ3gUI0HgKkOA5ffulG+fX0vpBUNVkS3N2S3ZuFBFz4BE8uSEoMJIIIyGkINEIgBJvilLpBxRBm7bRF4IcCJLu41xVK/ExDs7LJYYowxxhhj7hoaB5DFxnQYdwToYiZpgAwjzA2uftGrOtdvO4nLhTouoFng6H3bE8360eQI7RqVY4DXu6mbY2/9cy8qf/NpsQhV3XjKmBwAEBNzpgIovILYA7xnfwvEUDAJALBnJsFUXuKqa2594z8u6/WyTmvH8AB7TIacBgMviMyJEYkLTFyLyj/u3M2vejEeeMogIAEF8hqggGYcDwSJJUPsf/XKFZG3BWGH0HDtM79uXXnW2aDAkXMHrxg/CXJg/OiPA0jwo7Q23m3j7pIAYRkBAiVoDs2hSApRBIslFkuMMcYYY8xdEwsQwSlKAelSmQSPV3bXBKzetufKS95SfPPadVGrOBMdjzJ2vgiNhiqlVgIQ2XkhlrC71E0vfXH+28+YX7eiVp1ynj0BqDV6ZSQORJHUBYEK5ntp654iKglGGhEoqYI8A9Lrf+et/3DmvlunKLspDpvJ0E2qc/MFfOWoYepWvHKE65d3Vl38aytf+OS5tROccaZ+dc1Kqcn8HCSBVzYANSMf86u27Pn451cQVkoW0Sw4f2BZ9/TnPwub1iHL1AECBiAAqYNEiAMzwLfrIRkXlmA8YiuCEsAgIiUIyANOgQjUQCLrLLFYYowxxhhj7qpZhxbQFlANKOCADInAkDxJLrrrr/6p+tzlK3q1EvqQOYkjcJE4DJrlyMtetZCj8jw98nvzbMOrfiO/+Jnzk2WBXGMSAhwxiMnDAYPI7MVLdPCDUdyxm/bMhFgJXI1I7IvgU1UX8FzVbveMA83rwiqfVwsVVFyRz0IbZp9cGbmlHH7veStf/rz5vFZfNFJ1k0diEOuoKoswBHyF1EqEpvjS1dVV1+3V0Ql+2bbUbG/Rwpnrl//OrwinYU71uA2tcAyQCNK46l+AcaGNEMaJIwHjEvciR2ux5U0TCqgDlkJdEMskFkuMMcYYY8wRUEQHh0TjTNLLZEAoNbb7ldy055p3faD9Dx9ZXVWkaaCqTJkPQcBRc4QaKTpMxSJGzC7rnvBH/y28+KK5PMuRhwaBnLAAwuPZqggcPASNRhB50NZLLy9HdU5BVEEeKqluHHNK6sHtKl7dGXUqnaqGbeaRc4MkUC5dNhscP/Ks5c+9aMNzn5I8tbgFJUdtuHF1CDzyboOCAU1Qle/f8K2/etdGxd6Sdw1mOMtmCjrposf13QhZHtGwSClMKUEASYEaR8KSwAQGiBJDVdSRMCmQQHPkFuALoK3wCWhUAfEkHiNwIkzZuWWxxBhjjDHG3EUrlUgAVQ00CDgAjqjaWvNcvectf9/70Gc3yGiIFB2IOAOjrgsqG9IeSxPYVdzOihmP9oueHl7ytFGWTaQsMjUeWQ0XFTmYEMexZHHGKk5osDCYu+J7k0mJNAKJQUo8Hh7FUEiRaKGkRjFynmrhGh3ynls7PU8983Eb33Dx3PoVk3VQBQABEgEExxjnBgjCEJLDJdn3/s9NzQ1HMq/t1n6KaxqcsP7E9Y94KEaKhQU0EVVEpZjro9fHoIfUMAMVI3jkGdqlKzN0Ct/KisLDAcFJ0UrBEUgIA6/KSsxxqfzEloi3WGKMMcYYY44AVYszTNWehgBBfFxo12Hf3//Dvi985SxfVNVAHSmBiEKCg4dWSbkOXJXuxGp6O6fZB5/6kBf8wiArM3hSum3CXABQEKmAIsETkCAixAm94WjLzQwVAghCYCXouE4DpHCqTX/Y6k4KPOpeB56p2MLVsmc+eePrfru/fmovdHIIKlF5NAABGUC6OBRNPaiHpkN5n/H1a7GwkLmAJsbARZOtXb8ZA+AbN8qNN+zZcv2eH24d3rqv2TuL4bAZjSIJmFEJMXEWQqtAmWWTnckTVq3evHHqpI20eROvW8erV6KVoSB13GPU0AKuBDIFN0BmJ5fFEmOMMcYYcxcJ1GkTqCIESLeq833Y965/uu7vPrBpoRlUs4I8ESuzKEUwEUVVhExcM6qHu8opPOeR5//Jy+vJblExght5yhNIIB6i8KJEi2PECgJERVMOwp6ZbOt+IRmXbZDyuLhcgUhKpE4xUU6kQR1FCs0qLqqzNm789ae1nvvEXcsmy8ib6xwOoMX5ssaLQi6tH4IG8G0kSYP/+Kq/6uairqnts9Gwk3d6UtEPdxx48e83u2dHowEnyVNq1bEkxwpVSQQhtNinlJKOlHrKVJGIv34nfeUWRtYueWIiP+lE2XxCfsrG1eecvmzTBp2akrKFqAQP55HZuiUWS4wxxhhjzF0UKHr0iQFMjxr8cA5//6Gtf/+O05wfNAtxoqQFEJiYa6WaoU1iYs+Cqlnd7Vz+jAc8+02vBKKKr5kyoiICCnXos7gkXkEKJUSMJ9wlZRDQ7Ng9uVALSWIWgk/jHhJEgrAC4CTrtXtgNLNsYuWNWT979Dn3ef3v4H4nzbBbyR1fAX3cuhLLFaFCEMAjevQZDJSKrMGOHMtH2H7p14veYA38DbHXTrx6Xre2sn237MgGvS67CRECoEk1ERERJSYBmDCqFxzYs/PsiKgUkQYJKgyNdZyZcdt28pfDMKZrnU+rV6x++HknPPPJeNg5mABoBHTt5LJYYowxxhhj7pLoqSIMIe3U4Ob9c29+55ZPfqoVuO73S84PVI0PZSsmRNSIYMTCS615zGfKLH/B037+T18lDTMFdikFgdYQlzQlpx7JAxAmJgalxRXRlYmQYnNgUFSpLT6pNuAKEgNHSCNSFgXVIkkOSK/fam9drqe/8MXTv3ZRvWqSfDEtnqoUOcmkKAoABy2nftu/GkgYDVNdzfhUNFDnhl520bzTdqs3yNj1KLIDAUgqIoG8gkgpY+/I9QMn5ggdqkpKTMxCjtkLaUwB7OuUIa2Ac5Dqlpl9O//9G//++eGGZesedvaGBz8wu+ARWLsCgQGHSEqcvE+CXIAIOESPIYGBtgLVUive3TYh8U9DZ4vFEmOMMcYYcxeRg7YQ27dsHf35+xY+/G9FqPpeVsC3ImrNRs5TpkVKKk1FyIajSW1vbYUVL3vWCb/9PKU2csAlptSGiDICO2KHBEhMEZTHpobLcvKIAEhFMxcWasm0YFQq4jICmkrrstXKE43m+wV8i9vfiLPLHnjaQ1/7SjzonCrzPuu4cUV5FkESkdZiqaZkqRHsb2vSZ5iGOGie+SYv25HDIDbTockEs/NTyOoUQgL5ICFUAUOmkXfUbqHMURYuZKs2bXCZJ+/Fk6rGutE6pv6wNzM/nJunuuaqpkHtq1gk4dj4Op7c83Lt9sGVW/a+65PfffAZ5/3cY1c98dG43ynIgtQis8O821WHvkNH4YEOkIBEcAGogRrIUHkFKP+pOLcslhhjjDHGmLvEVfAsZUoHrt123ae/sKoaFERZ0kIAQEjKWM+3uEqNOETQSi0TaPTIM064+JloTy/dzeIqjAon6lKUpqlbrcyzAwUXCFCFwhEECZrAMVC/4BkZBYZLqUU8kSjOzk6GqQkUCSnJyJ+y+YxnPRMPPAetgnMv41XbAahnIrf0r/8bBkBh7cSKG3tDroctUG92bgQuWsv2DUbkfcbt/U01DJRtXJtvXtfavDbfvG7y1BPL00/Gskk0iuDhGJ6hCnZIilGNAwuYm6+375q57sb5bTvnb9q++4Zt+fygNaj9YNR1LucOqrT+Wztu+c778N1bVl3y/Br354AAACAASURBVPSAU2LI8k6OhH5sFooQCHkE1fAOVY55h24O3wCgCAVgscQYY4wxxvwMIQfEhP3D6pOXT956oPS+TlUZJQBDosbTZO3nU72vaFakbO2ABt7PPe68M970Mmxch/k73BPgGD5GInJF2a2jkianVIuG4FmBOgkrcejJqHPSum92uVPVk5T5hboduUshcHcmDQahmCvDmged++hLXs5nnAKPmqSBV0mB3DgBEZznw8SSPjQLmj/+gs4nLp37/g/a5NW1Z7M4N122z71P98RNfOLmzaedmq1fi9XLMd1FO5OCo+d5JgHlUBn3ZkAFUCQPyiZLv3rSCXDu6dPpUWsiMDfE7v3Vtt2DW26trr5eb7x539Yds7fufuAC1dC9H/3ythtvmXjKw5c/7dH0gDNrbVocitGQilIZFABFlpAYswzKUQCFMus4VFksMcYYY4wxPyO8JIhLUn/tO6sR5rVPnILIkDCXIzpETaW6gfO+30Tks499wKb3/KGbXoUeNxPBC8ZrdSgIcL1+arUYhNEIWUH9gbTbGQExoU0AnGgN0EKqpu6zcfqx5xYfu6mrzXKUQWto2o5ef2L5jZNcPPzs+/7xJVh9Jihqyw/RJDQlh8VlQcYzCMth2u4RoWlpfv4p5cVP/847PlDt3NNeOXXSYx56v1+4kM45bTjRHWX5ALIACXA5HAMeCAlZAxAiQcaTGtPidMc8Lv1IIIAYMeiQmmxV7lZN5vdZn1NAI6iatdt21tt3XvWud+266vr1+9M539oz+tYH9773y9klz2k984JmWTvPQx95w2BGW+AqbhGqAjMAgM549ZOfivmFLZYYY4wxxpi7pE4VBXauIZGMAKeARNZ+hiogJKq0IfDaA0rw+05dv+q3niWrV9U1tYuQBB64XYk2h9wB+PrXd3z4wx++7obr1pyw7ClPf9IFj3pIuxVkqM6T95mgLkMXk/GcX3zSni9+aW7X7pLzHEXDFLuTt3Rp+ucect4lF/dOXNbqR237+aaKDjkHRlpMB7Q4C/Chq8IdmgjWlq587hPPO20dZuaX3fd+WLsKXpDRfIZZxBayAAhQpVSqI8AnQACG/9Gsw1CCRJCAFRCAwITMUSQfmRrSOk/OaVY6l4inNrlTTzj7UetP+8b1u9/56YWPfWeqKemmbTte/tdrdu7rvuKZ+yZjH50CmBzvbxIwuuB8HEbop6SrBACpql1jxhhjjDHmsDTV+7leMbdw3RNetvIbP6hdpZRSigdaFMDLByou84nb4veffbK84YWrnvSowJ0RuGLu1mAHRSKXRFSRg/Dm/+8DH/vYZ3bs3JmXWdQhsnjRsy569SsuXlMWzJyczPgmA0/UQiMa/t17bvjs52e27XSCZWtPyO532opHPXjqkec1q7v7g1+peQQiQSGEGJJk5KAkikSkzBkdKpjEXuSC+zrUkCmkEM0SSB2cE6YEiJICRIvLngBL69AroOClfhJdzCmg25ZrXPqROq1JRxCBCghQrwjwDkQyn9W1zI3S926avfSb/rKr6u9u6bmUHn7aiS/9xbknXzjJoUiElKTwkSlrGBXBAQUi/ZT0M1gsMcYYY4wxd81AZspRGMztesEbyo98foULozSsA823eLKmVUO3zaeVMf/edHHGB/44v/DBjlusIREJgQUOUAhxqmMjaH3237/+h6/+swNzTUzivK9ij1vgQl/0nGe8/ndfioRYSJ8kB+cKSoT+AuYX0B8hJpQt5AVabRChVaTxKCZaHLflAKRETIAqaQQEyA/det8H5EALA4cK4kEdJRoPkbpzdwTdbkre8V9E7vBP4LYhZIuLNjoVaIQmSIJm8KwclFEvlqQgl36uC6gpzi+brXDF1d/8i3fHy777gO4J+oaXdn/+seiQrJ6YrfrTRZcTQwm4LQBZLDHGGGOMMT87ZjCajILB8J3/tv0Vb9pcQRFHXgep6SSdRnbAt2dPXbPiLS8rLnxInnc5eWHiCoAeKNEaxSz3iqaW1OvhBb/+37/+9S0hm6obCVmW0iiGNNSFNTl97V8/unrj8mEQAIUQgWpGaka0NBzLkWP1mgSRnaP9e+e/dtX3SEA6HjNFIGGvdRqccsamTZvXK1KLOod6aX3AAQHikBanCQMAIQiBIUyK27eaD2pBH6ZFrYCCVBcrT7ga6RVf+WbVF4dAzD0vg2bUKXxH04PPP5umy5qrzv65+tKrRx/+j+3/+YPyCedvfMUv8X03zKeq8AX5rAFnQJFuy2H3elZbYowxxhhj7poaXANla/ljH4RnPPnmf/m0NNGBVrhWo2l78PMuTL35JdNPfQxSNiRHDsUQEEU7AsrsFJog3vmZA/u3XH+DDxm7kJoaKoHzUTUI3U7V9LdsuWH1puUJyBXUEBgNIw+FAAIIJAGDOGxlpTgUDj/YevNLXvbfkYhTRuoJPmpsMGh16JWvfOmLf+OXgztMBcaoDQLcOJsoACSHCIx7WjKhXJb6JUgVmghLT2acC5juFERu+4uP4hNARKREDHLbtu549Rv/7Jrrd3DoRCFp+/LAYCKlqdXtN7/9zx7+sLO64qmk8hcv8Bc96P6f2fGDf37/xy9548+/4XenH3TmLFAAEwoAlQNsgmBjjDHGGPOzpQUBang9ceXyX3v6/u1bt113bTGKk7Wfz3jnFK97yINWXvBgREajUi6NLcqkT6lEYg6qAhCIUpL+cNCkNrx672OKSMjy1iD1UpQmxVhLKkHjZc49ADSj2mWBED1TI7EkDkClURDE1U0omJ1SwZITMvYUMKqbAyqZJ0epOXSXwgAIQLlUEKKEiMWq+QC4cdX84oAuBem4YCRBZbGj5ODYo0v/V4CYPMb9Gjzu2gitiV5Dkk/47nIS1+4NWi5LrtlbZm7DhkGDsmFQe66/f6YdNj9i0+knvrj+4Eeu+Nj/fvymtcVUu/AlIsBIP0VteYslxhhjjDHmLqm7UPU9aApuwyPOXP8HFxffvar+5jXZzXMTm1a6x50x/fjHFjwBCUNPZQUiDEo0pCVS0AgmBRy7RqXd7a5du3bnztFwNMqKMo0kUAZyokTs1qxdE8d14Ypx+5sBygMRQTQDMjCgSDEAFFNLMaTAFDwK1hahaOoY8hCcOJSc+LAroQcgA/w4BY37TQgOGlQ4IRJVnhc7S0AO5BVefzR2a1zoQXrHWLJU69IQ9b1zgAdYIYK8nGDXialqhlQ3olTMFw0xrxrwmr1uchmQoZeSn1ixXOt97fnsvpNn/cFv7v/mlps/8Z+bLrgAG0opkQiF/l+qXyyW3CuoJiICMBg1e2b2+1AIWIgVrCAAtBhn/8+Y+QgfTu+4x+/GoiS64xQTR1o4dNBLu/PmdMgpLA79W9V0NK/lcHv54N16ZJsf3ZM53GPpHd6l7nx75UNuLHcavnosX+kRbX7QjemOu/1IT5hDXymHPXsPuvM7n71HdP7fk7tx/MSI6FidpUdzP0e67VE+50MfFKdH9lhHuNvj4W7iDnnn6dD3fpiL5Zi+Ix20Gw//FoSjuhaO5kI+ynv7yfoJPtWf7F5qNFbDYZm3nHNNHWNTl60WSAAVTZlmTSMrNDkfUPjWhQ/aeOFDUkSKzOR84AQkhURlUc5IVVvj5jllAEMBcaTICKs72XOe9uy//Ot/XLl8xa379+btYn72wMpi2SqRkzatvc/9Tx7Mj6ZdAQLaAGkpsRn6UALkgaRJlfJxRGgUfQwnqumIJnET3QEBB/YaG0blWcEJ3GAEZGGpQJxjTCIUvKcEEFq+IgRlFlqcdDfXBgTAwbFTcAIoxlR5nxP58YWlTKAGqDk1kKBSkuekcB5ARYgAicBFCs45JhFJIuyKqu5zqjvepxqZevj5rJGMXZbrkPvcmgDFThh3yWTJTQNILUxdcN7UBecJETPzbWHkp6Le/Wc0loBo/D7dxGY0HLlGopISyeJnIrm7M5awxZJ7Qyw5msb6sY0ld978+GmSEg5+akfTFLtza+Z4OojHPpbcttXRtz/uRbHkMJvfnbFkafj3Id4A7xBLROQQmx/pB8FB93Yvapof24R/pPd2lJ+/5sc96AmkIIlRvHchlCKNQomUiJKoCxDB+D9VJRIFXHBEFJOAI7MjpwAlkfEZISkqxDFIQU4lNcQUsvCiFz3zyu9dc+mXr3CcHFOrRNPM3e++G9/6N38kiBPLCsSlNwcSQNmTCpKMfMYJQhAmjglw4DtWdjA0pUgpsWdVVRApCRMlUVIwgQQEZqhGEBPxqOnnvgMJxCBQEmG3ND4LDKBuRnnBGbsm1sE7GTc9FEACCTQjl4FYdfFkJyLAxSiAZ2YiTZKYiB0nSUACRVAD9khH9k3cveg9xGLJ4d40MZ5lGiKSYiQXiAFlRyrgpRvcbZ/K92AsOdpG5zFtrxAf6Ws5khsrWH/8zY/20ekuHPZD7Kgj3PzYNkkP24Y49GMd/FKO6hQ6qmN22FB9DI/4UW6ud9zq6D9cjuYejnTbo3y2Iof6ekLuzlhCpIdriskhT6HD9ObRIa+dYzvp5U9ri8QcL80klrLMm7rKsxZATRMBCSFUzdB5JxgFDo7HleGQ8Xodi2/AiVkZjUgUIPhcwTFFSVLXddEuBXA8vlkCpKlTu1P88Rtf8bZ3fOAzn/vs/GCuPVX84lN+4QW/9pSTT1pLGseBQZV18ftkZQ9y4nTcbmNiToJhJWWby6IUuu1KVYCIOMty5iaJipJTYp/HlJImTeqDZ6cMQBVSQ7QIGSBg5XFrUCEqgCoIqkAqCqdoojTeZwoVIQBCOo5MGbcW3yQZkCQaCUzk2TmAVEWhMTUheAarcyBZjCXkwMkyOX5WB3EpEaBgZuccjU8eQInHk06TyiE3P6reEr1be9ruybbVkW5Ocrc29OTu/Ng+2kFch7n9YYPB3dhbcuh3usN+xUuHDDl3a2Q69FM9zptux6qf5N7X3Dn0pXSER/AId6DNhn9PXImHDmDHcOyiufuIJiYWogipq9TKcwBJxbucCeQ1QZtYe86ZSRQgJJEmjrLgmUi0YQ4KipJEhF1wDmXIBBjEpuMxGPVbhVON7OEYGzZMvv61Fz/t6T931fev3LB+80PPf2BZ4sD8zGSnZCX2OXQxkRB8U8uwN9dqZT74qKhHTR5CljMBCwuD/+NnnKiKgJnBoWngvCNyURSgOtWZIyaACRIBGdWjPMubhLpGnpF3AdBxlUlK49cKxzysh6Sa5y0FHEiRAZSaxVFdypE4eaYmRefKpBQbAJTlnIXWcNSHY+95sWlEERRB+tOzVLvFkh/3vRZExARVCClBFOQO90l3lO+ofPe+pmPcZj2ib/sOt9/4aB79cLc+vmtLjtdYcvjT9Y6h5dCx5Jjv50Ofcgf91jl30G+P20WZbntuP4Ph5CcYSw57OhzRCXNwR+Kd3gEP2zq/Fx21Y3spHc29WaS5Z3By8KE3P1BEH4rBcOicj0mCA5FwJmXWIgo7ds3u2T07PzecmChXrZletnwKhFGsSscxKVEAhfneaO/+3bv3ziSVstU6Ye3a1JFW2VY0gkiQwaCXZx0IHnDW5geec7IqmMCkE51WTFUe2vO9URNdApRBjCwmpSCcD5uUkrvl5l379s7s3rN/5YrpvGjd9olL40teJYoSoJwnoBml3jB+7+otc/MLWe5WrVx20qZ12UQpqSYVckFSXYR2v1+PRsn5rGoESBjPyKUuD2i3uKpTloXMZ/v297PMKRwgQhEUQ1UKRu2Od5xU66RO4QVUVbp/ZjgYLOzdu2dqsr1q9YrJybaoqmYKD6XbrQt/BBfOT+Xl8DNaWzLushARESGJKgRAlw7w4ZbD0aN5C76ne0uO3fCOw3+WHCaXHPVruac2v/P3eSpyFI+ldx4yfyRZVQ+3X3/8V3rYpvvBsQR3Y8n7Qbc//ACzO+5VuuPoIDrSET5HeeUd0W7HbZlkPPL4aNt8dA9ue5Q76tCXkh7xox3b8iH5sb8+ONJHv1tnDvjJZpIjGhdqseT45Fw5Mzv43Ve+tt+PddSqSp1OpxoNCOnii1944RMecuve+fe/7xMf/+jndu3clyKxk5Wrpp78lEc9/9eefeLGFYxAzo1qfP4Ll7/nvf/8g2tv3LV3f9HusPMbNm78f176K4997IO7EzlEpW4+/OFPPuyhjzn11A2irA6xgXdY6A3e/va//e2X/dYPt+7+/UveWDVZQ6RM7AnzB04/85RXXvLbU8s6/+ut//Shf/7UrTtnqtHwSU947Esv/iUlvu1SJYCJHTmCEmejBnv3LrzilX/5ta99NabaObTL/IEPuO8lv/fy8845hRhI6oJfWGje9/5PfvGy/xLlqhkRNwSFMql/+EPOvuSVv+l9C3C79+x95Stf1+9DNVNKyhUo5mlt0gO/+eJn/PyTHp4AhleXz87hI//y2fe+71+2bd0aYzU9NbFi5eRTn/qU5zznqaodlVyR2by4P9uxZOnN0Tu3bNmypmkA6F3uxjjq2pIj+e7wcGNsDvMF3tF1vt95AM/R1BAf6cRKxzqvHdUghKNrUujhbn64kvd7cPDJkR1i/UlO/nFsT5gjHbZ7T3bH3a377dhep4fd/KBOLRG5x174kfanHXRKHPqpEhH/BOfEO6YzcR20o8zPZAsJkxOtK79z7dx8U0dKYCbyzlWDhef/aj8pXvOaP7n0P75GKAldZoyGg337+u94+wd/cN31f/pnb17W0V5v/hOf+I8//8u/yYru7HwV/FRdMwhbtux81avf9PznPeMPfv8lKQWAL/vi5R/58Gcvuug5D3n4wyamOr3e6AfXXvfBD737u1d+/WW/9TtVRd+/+obZeW2EKBAYHYlbd+x+1Wte9c8fuuzt7/hgv5cct1tlK0Xv6LZTV0hFCbFpBNpth0FVX33tdb/x6y/eNzNB1A55F4jDur7i699/wa+//E3/P3v3HmVrehd0/vc8z/vuvavqXPr0PelcIIF0EkyUUWCWwVGCZlxeAJMhi1FgiYIyXlAEVC4KiqLMCow4QhjFBQ5EgfHCTRB0RFgYMBMCSMiFQC7S6XR3uvtc6rb3ft/neeaPqtN0n9MSmpOQcPL5rLPOOqdqV9Wuqn15v/t9Ln/7Kz7tU17SWkpRxiG/5/5H/8t/+bnjdS3LIdKcopZeclp85DOfET0iSotIafGff+L1c9uJvuqptbyJVMv0YMqXP/3Ky2r0XmPd68GVo7/217/2R3/8/5vmvp1Sjp39/fnixfe8+hu/7Q0//dYv/xtf2et4/twdDz18sUfOgyb/8MySHj31lNLu7u5qtdMfN77odAm7/gF8mSr/Jr6wdIPPi+/f9V7f13d6g7/S3+Qj4g/oxT+onuJKA+nmeVT4oP5OP2xeAu7v16UpbuRLv8+vft1VLR9Kj0Hvz8dPpyB4kttzi9ZXLcocuQy7tdaosVit7rtv+szP/puve93PTHUnxU70obfcS0wttdT+80+9+c98/l//+r/3pa/+5n/2fd/3Qz12rhzWVM70KP3qspKXLm6+87t++Pbbn/Z5f/pT1tuy2rn959/4829+6z/aPfOtu2d2j4+3R0dHR8ePLsaxx7jdLFrfbb3XSLnn6H29Obpj966ffsOv/P1XffPlg4i+l2KM3npfRCv9cYO4Uo9UynKxc7C/vxh3v/rvvvpo21sseosUpfextbIc0sUr66/+mv9zs+6f8kdfsigpRdpu83pdlru3radNKnPuLXpJfex92a9mfu+l9VVvOz1WLaK3MfIcfYyWy7g4PD46s7N3dGn7VV/1D37wh358TmMaciqrklbTvC15OU39x3/89b/yv/2Vi5fWR5t5KDu194itm96H5yCuiDhZXSFyTr33x9auTb+OZ5dyY4shXNM8tc7v4xW4p/LlbvD8xjWL5DzJRhBP5aXN615r/LVHWt/QU2N/39/aU1rg8torc82Hp6d48P6+Xsp8n+sLe6T64Ef7Uzuk/VAP69/4qw83OGXi2uWqnnjP6h/Im3pO1zygxbWPZ09cluOay7/PgZw5fcjeGNOvYwIbXH8/zS2GFsNcI9qQcqrz5rv+n+9/x/2/Mk9psdjZbOpiXNZeW8pTa4vVuVq3b/jZt/3VL/+6N7zh53Z37rh8cLS7e2692Z4sKXRyOyvD+fWmvOrrXv3JL33JHbefO9rmmndy2r182I+m7Ty1SKue9ua+bRHj8myPRY8aJ6NaeoyLs/uH9bU/9bOPXDqa06LEWNOQ+tSvW20v9UiRDg6Objl3/tu+4zv/26+8ZVz2zeZoXKx6S6kMw7C32a7Pn7v9/gcf/Xuv+sZ7PuJpn/jxz+09lqvdPCzSsJqnuUSJqBGlxdBTOdkb8equiaWnofWxReopInJPJaXSUx7H3fU6Xv2N3/Fv/vV/OHPuaVPUiwfvTT211Hrt01yHIfeefuGNb17tnd1spsXOsDncLHfd9D48V+KK1E9nvF99Hj29Kff/zlPnB/D5YxjK+3q2eEon328oma758H5d5NzI+nTlA/2knX7tRko38mvKN3Tln+KR2lN89wf3ueumGcT14Xv88UHdTvHa1z4+sAF2/cPCtW944pXpT+FBoMcH8dj+Bu8KT3FzRj48uiRFS1PNraWUh2XvUVvNJb3rV94VZScPNXKUMdK4rW09rsZa+8HR8TCMQ9l9/c+9ufbh0uF6XOzsHx4O4xAxR7R8ujvw7sHBUcTxa3/qp/7Yp/3hPC5bGg6nNtW26GWaW8mplEWUmFscbzctop/OO8+R2mbTb1mM/+b7vv9ouynDTq01p+hpiryJNLX0q1uunzyi9N6P19sH3/zuW+84e7y+vLPTTjZRrK22tCiL8aFHHjl3dvWWt7/zW/7Zv/nET/ji2vp6uz/HtFnv52GosY3oEbVH7mk6vcek1FPtadvTssfcU26pR/ScowxlM03DsHjd63/uu7/rB3rf22zSpfX+sDNG723ajqscPafeovVbb7/wyKXLq53duW2Xq/w+91aSJTdplpwuJtvLyTY4vaWn8nzy/l06+n2ef3hq46ZubI3Ua0625GuGYrf2lM45XHu2pOZf+2n1Rg93PsBHMB820d4/aD/0D/LDwvtzXu8H9Ev/ls65X3ukaE+/mV/6Q+hsyY2OYu03dEe1RyFPkiU5Ik2RWstpasc5SrR5WXpObeon0VIPN5d3h0UMbVOPS14Oy9J79JzXU10sVsthOc9zXuQeNZ3sNhg1UttZ3H5lf//OO279pbe/e+5xeHy8qXVcjos0thRtnnprx5vj1aqmIVa7q0hz5Cm109nsi53dd973jl5iZ29ns5177j3ViHWkdcr15GHk9KXm1CPS7u7uPNez589vtutnPvsj++bwvne/t4y7q+WZ7dy281yWQ8v91jtv/8H/8CNvesvL7n3+i+d6XIZ+uN5f7O31qKm33FOLiLSNNEe0iKHnGnnqfdvT0KP0NEWqvfcyDj3liPjhf/efHn3kaCh3brexu3vmqD9S5+mWvVsOD/afftdd9z7vo99z/wNvetOb986fbzFt1sfnzt9yvDaI68NzO8V08ppYOjnSTunxD8onef3U1mh7qnf2J/z3/fp8cIMHHNd0SFw/gf4Grm0u6QP9a+X98WSUPmCX/iCHxIfskdmH84vTv5nf+4f42ZL0wasauE6LyJFO93pvdV4sx2Gx6PNmmjarvdvuvvuOW28797ZfetOlyw+nlHq0ucZycWaeYpqmYRy3220p4/lbzj/y8CM9tRT9ZEfzFP3Riw+fO7/7yKWH9w8OhiHO33o+D8Nmu22pLZbLKHlIeVzs7qxaynFwcHB18dzTUS3TtN1utxfuOH95fTSU3V5bpNRyi1Sf5GxD74eHh7s7u63nP/4n/sRf/ILPXh889Je/8Kt++md+YW6556GUMS/Gg8P9cajjkH/4h3/wmc/6qO10vNwpY82nx4Sp9ZM1fNPJ1agROaJf/YqPXb3WeoucSs5Hx/Ud73jX7u6Zg8O2neu4jO12e/bszuHB/nI1ftlXfMnLP/V/eOMb3/v5n//F77rvvpbS7u7qyv6lcTSK68MyS/ITouApLznyYXQIkT6EP9tv3ufGES2/JR9ybvCh+6km+gf1vuABkvfzTarWyP1cTL3UMpRUt+uW2pjL7u6Fr/jCj/vUP/YZZdz7nu//T3/ra/7RwWHvedFTblPPUSNHm9rv+dhnfPkX/+lnP/vpP//GX/4bX/1N7354PlyPu8vlNB2d2Z3bJg/tfNR1jnk+msu8yvl4zoe53RG9tpgXm+UY+6ve95bbnvbm3Of06KqeK/Otx6mMi7Obo3pmXE7T/u7Yd5ZlPl6PaRF9N6dN9NojIobeh5LGXLdDv/L7fu+Lvuwv/tE779jkO879lT/7GX/5S75m/3jYRmmt9taWi0XuOU3x7/7ft336Z5bI56dNTTXGGhFDipyiRZ6j59TH1IeeUu9D68sei+hjjlRqTyl629bjmtL40KP95972wMV52xepLIY21zPlQjssZxfz537myz7tpc/dS9uPfcGtf/Mr/tJf+et//8qVOdW8m4cpTjqnRC/Rh+gRMcRja8i36+7NqcWv7iad002xG6OVkgEAeHLzPKfcy1C2m+3zn/u8P/V5n9fqsJnyH3jZJ73qG7718v7la048lqF89mf/ry95ycfP0/z0e57xvT/0unf9wE8Mw+Lo6GixTDc4gWLIU89TGabDw0c+7ne96DNe+Wn33HX78dH+IpfWr11DqPfIOefUf/fv/t133nlhvbm8t1p93Mf9zuc85zmv/9m3j7ur7fSEcVPveMc7HnjgkZzzb+wMZE6p9z7P6S1v+eVLly5d897W6u233fpn/uznnj07Hu1fWp297UUvetGFC7dcvPieXMbapij5ia+cn0RIi5Qfm2j/uPf2q5fK/SZ69UGWAADw5EoprU8ppeh9tVpN63UadkspOedSyjiM9YmXr/N8zz131RqRYp77drud56ks5sbc6wAAIABJREFUdhaLRc71BrOkx0Fr61S3v+O3P+fv/u0v+piPee6itBIx5Py6n3r99UG1u7sb6bDWOs3zarlqvZ07t3eyOc/1mxHt7+8/8sijJ+9dLBYp56c0pbafym9605vW63XE8vHvHcfh7qffdeedO71txkWptS+XwzStF8uhTtNyuTxuj41Dq5Hq6T+iRpSIfM3kt8d3yM10PtRENwAA/jtHijmnnFtrwzBst9taa0SMY95utqWUk/8+MWPyOK5KiTrP221POZbL5Xa7bn2+8TmBKY53dqKk9V/74j/323/bR+yNscy9pHneHl+/78fJJhAp0mq1KiXnlHvvwxB33XXX3t7eZrO5/ju9fGk/IuZ5Sik91Wvbe08ptRb33Xff9a3Qo9/z9LunKVJu43KMmOe6bX0ex6G1Oowp+tWzJelkKk5EtNM/KXq0x/48cY/Uk4+6SdpElgAA8OSmacoptdZyzimlaZqGYYiIlHLOeblcXnP52mrrPSKWq+U4nn5IRMzzPM/TjV6b1HPE3s7q43/X76zTdpqP5nldUhrHUkq5PjM2m01r7eTEyNzmk6t24cKFaZqur45Syma7zTmffGu/gRUaU0q9x+Hh4fXvnaftameV8kmhtH511aXj48OIPk2bq2mRru5k0a9myfWF81iU3GyH8bIEAIAndzIyKSJa7znnnZ2dea69x7gY1+v1SXI8MQZSa9seMc/zYhG9t9bm5XIxDOXxG1Kn9BtZRC7FuN1M58/ecv7MsLNY7QzLkkr0iCitpifthJRSay0i5ZRLKb3H7u7uNE17e3vXZ0xOvbV2Ujj9MY/bR26u9eSS13/jKeecc2vt8PDw+nW5cymLxTiO0XrvveZUxrGM4zBN03K5mOc5Ike/uvzXyaWiRaT1el1rP9ys596Pp22NtJmm0+0iH18qsgQAgJvYOI4nR+q9td57ay3nk5kmPef8JKOHei9lSClOzl7knHLOtc29n67zm06XUvyNjTtaRl+M417qUVKKXkoaow8pSsrjNRdtrY/j2HtfLBYRkVM+OUFx8t/1en3N5ed5HsZhu922Vk9GZD32HcXV5R/HcYiIucZqtbq+32qtvbd5fvLhaidvy7mkPLbeWota+2q1muf6xIkupxuvXLmyP819tTpbcl4sz869LMa97dTGcaddnREf/abaQ8yUdwAAPgBOxyVdPeZO/QaPoVsMEUPv6XSgU8TJzIqTHUauuXCt8+7O7jwdngTDkCMiSolLly4Nw1D7k5xdOX/u3OMmxD/htfucyzz1GKLnlFPfbrcRO9eXSUp5HMd+3fawKdL+lYPo0VrPJXqPkxFlw7DYTOvVcu/oiQuJbbfz+XO3bretzv3So5t3PXpf9LjrzttvveX8ejMvF8NNufS3LAEA4P2VIr9aDKcpcfp3u/HP3VLP6XTx3J4i5Ra998g9pXbdDj69n268W2stJUfUUsrc4q1vfWutNZVyTSTt7OzcetttpZRSylR7f+K6vPM8D2Oae5/nPk2bcRyvGcaVIsbFIqVy5syZ3vo1A5J6T+95z4MngdPneShD73OKcuXy/pCHObeIk7kxJ1cpl1IuXz7cWe285tu/9we+/9+//eF3nD179ml33fmZn/knXvbS//Fm3URVlgAA8H7Xfx1veYqfMfWeWk+1pejpVyeFtygtrp/CnltrOeUrV67klCNqa+34uB0dHeWc63Wf/Ny5c2f2zs7zfLLhSW3XdEWLiN77OORHHr14dHR0zb7sJzNYIvqFCxeuPyvUWrv46KX1OvZWZd72PKSDg6Ocx5TKYrHqfY4Uj18F+Pjo+Py5s6997c98+7f/iy/6wq/4n/7oix568PKP/djr/sk//tYXPv+Fz3j6uWtT8KY4e2JuCQAAvwW0VFuaWzpZP7dGzJHmnmpE7+naEkgpbzabWutb3vKWo+OpR08pvfWtb7106VKtNedrj4Ff8IIX3P20c4+t3JWeePrljW/8hTe/6Rd7a//tV+77p//0204mqDyxgkqtdRz7vffee/3Mk1KG97zngf/7n333Zj0Ny9U09R/7sR978MEHl8udnEv0a86tpJ2d3StX1v/iNd/99//eq/71v/y+z/qsL/nKr/r6hx58+HM+53O/7Mv+xv3vfvhXZ5WkZso7AAA3m9TrIkXqByWvI82t54i93hbRU0rrElOKKfUoUUuvpc+lT6VvcxyXOB7icJxTpDrHQc37EdPQ62IehjrWlDdD26adaTzow8Opx9jy2I/HuFR65LZqeVNiKtH7eHE7Hm0j1RZjPLqq28X2XPRShyvRd6IvU5SIyNEjpug1tZ4j5Zoj70/1ymKZW6vjWGps8m6axvQfX/dff/aX3305Fuu0853f+6Nve9d9Pc/RpuWQD65cWo5pmi73cvCX/txnLIe+WKz7sKlD3eY057GlMaLkmt7yjkt/5E/+rc/7q//XH3zlX/2XP/j6tjw3DXWb9+fhuC1yHRfbXg7W+z1tXvr7P3Zvmc4uL6yvrM6snrGd8+rcsKkPXl5ffNU/fs2/fe0vXYnFD/3E277m615d63Ycp832IEqvea55rmWehmkeNus0/fuf/JFnvvCZ5+8593Pv+NnP/7Nf8Akf/3te/U3fsrPKH/1Rz//J1/50RGynbe9T9Dmu2+H+tyiDuAAAuKrnHhFRItLpbn09InqkHFFa5NxTpIieI042ARz66T4bJzO9T177L6d/ejmdC3K6AO7VzxlP/Hcv0fPpYlUpX50xnq9O0XjsY3vE46euPOGERm9DybnOvbVea00pXbp06fz5vQcfePjr/49v/ZzP+ez7f/ltr/mO7zp37kLKq8uXD0uZ77nnmQf7F4dh+MhnP+uFL3x+Tn0Y8liGo7nmtHjsLERPMdd2cHD0r/7V91y4cG7ezHkYUiopRfTce+o9SirL5TLnfP782dvvuO1tb7p4663PPDi8kiLN2+1yubvI48MPX/rqr/76b/7m2x544KHNehtRhjIsFst5amksveeIntoQfYhI/+lHf+L3f/LLoufdvbPL5fjRH/WMhx9++K67PuK5H/Xe++7/b61HzjmluJmW4pIlAABcPQSP3Hv0vug9RR8ihogWPUUfeh97H3ssIqJF7n3sMfYYo0f01lPt0YZeUi8Ry+gnKbJIbUhpiGipRfQh+thOPk9PvY+9L1qMPeXUhx6p9+h9jN6v/mPRe4ueeowRkXvL0eJkXklK0UtEj8gnodKn5ZDLvJkWZdnmmlJcOHfLdrM5s7rlp37iZ1774z9d2rbOq8Wwe3CwOXvm1t7bww++95azu5vt+g/9gZftrpbbub7w3ntz/NuoNZfergZZj7Ra7O5fOd7Z2du/eJTz4tzeuePjdY2InlMdeuu9taHkiL63jN//SS951y99z3p9cZ7zYrfsXzlcLVdzHVeLW97x9vvf+Y77Sy7DsNtqynlR555zSS1H77lFahFtHNL46CMHQ14OZffyo8df96pXHexf/gt/4c/fc88t0V78vd/z1lrbUPLp4mbpJhn9ZBAXAABXs6SfTCQfeuSIlCJSTxGpR44oJ4Oa2umCvDlOLtZL9DH6IvoyRY6eU+Toq+gRfYzIKVKJVHqJyKnniNyjtIgWix4lYogouZeIHKlELz1ONkkcI4Yew9Xj1VSipqjp9LxJftwJmUgRQzoXdVGnvBjG4+P9lOaU5pzT7s7Z/UvbW88/fbG4UOviYH/a2zl/5dJ+n9uFs+fXhwcv+Ojnfu6ffHmbNouh/M+f/El33nq+9DlHS71FapGiRzo4PDqze257PJ/ZO7u7OvMHX/aHShpyz6nnXiNaKinVaS6p94g/9vKX7Z2JndW8t5vWRwf3PO2eMe9EW62PI8cq9WVr+eH3Xrxwy21XLh/kPOys9krPuZfcSupD6osccdftzzg8OLx08eiW87f/5S/48+OQeptWy/KGn379M5/5jFJynO7zGDfNYsGyBACAUy2djApqKU05tim2KW1SbNPJ/PL41QFbLdWWpogaUSPVFDX3lmKben/cviI1xSbHprRt6XM6mZoSNdLcU/TTCetzxBxpk05nsderqwnXiJpiOpnaHmmTY5v7nPrJMlrpZJRXv7qx4DINQ4/Spj4d5nbwZz7n5V/0BZ93921nNgdXbtk7c+mhR/evHC+WO0Mp2+16b2eMelz65mNf/Lxv/savvuu2VR6GXusdt555+af8kb1liXqcY869RdSe+mo51O3R7jIf7V/6rD/+yt/7iZ+Q2pT7lPtUopY+jyVS1CH16PXe533E137tl++dmcdhfWa3XHzk0eOj45zSclzklIchRa+f/r+8/CUv+fiIKWJ7dHQpx6b0bY45R829b4/rl3zhn//R//CT4xCLcdjZGT71U1/2gz/wPT/87/7jd37na178ot+W8+naX73fPF1iEBcAAKd6ip4j5XVK25RTSmNvPeWU2hTpKNLc0xxpiDxH3qR83GObWkmRIlpKkWKT0hxXdxfJaZ3zYc9TjjlH1DTntOnpMPJxpB55E3kdUXP0nHJOPaWS0lHKNeVIaZPSOuVtyi3lEqnlVnpM6TRaUo8SvUdKEZGj93o45Gm52A7DfNedq5d84os/+aWf8LznPfMrv+Jr73/3I6vlmZb7YmgH+xdvueX8djoc0nzrrRe+4eu/9N6PflruEfM2jctc409+1iv+80++/uff/PbtvOmpRG8pIvp8Zme53W4++4+/4ou/8NO/93t/rPSDiIhUUhp6iqg59anVeZH6Nk2f+kd+3+VLh1/5Va+aplgsdpZ7y83xfi69pJZT+8iPeubf+qov+uf//NufdvfexUcfPX/+/PHRQUstp5JjzGmzs1s22+G5z33Ga779277sy7/oY57/jBfe+4znPPvZ//pfffcrXvFpL37RvaenSVKurZXeb44wkSUAAJyaay9DWi77+Txup5imurOzU1LMcz97pqw3B4vlYr2Za93ccfvu8eYopTFaemyTw9znq5uC9PU6yjiPy+2Zc2cv76/Pnj97cFzHsQxluVy0Wje9H9562840pXE5rqfjiDIOq97n5XKu0ybn7ZkzucWiRkRqPfWYxsU4nju3+9ADl59xz/neeq11HPNmPac8nDs3pJJ67E7zpdvuOPvCFz4nRbz0kz72/Df8nW/5J6/5wR/4kWF3Z543Z87kw8MHz50/85JP+Pi/9sV/8QXPf2aK6LVFGSKi9Xr33Rde/U3/4Gv/93/4/T/0I4eHx+M4ROrLMd1997lXvOLln//5rzxe1zNn8tmzjw0hyxE59TLXvV6nkyk12+3mlZ/+h3d2zv2Df/iPf+mX37mz08exliFybi/95N/7p/70Zz37WTEMbW8vDWV3szm85fyY+jCm8ezeUKeDabO+cMvqla/8lC/90r/zHd/+LQ8/9Hvmef7u7/6ue5//vFe+4uWlREQMwxDRSyk3zdmS1G/WjSIBAHiKDjbr5XL1y29/59zyuFi0uaWUWu+pt52dnY94+rL1dGn/cO/M7W/5pXcuFqveU5w0ycl0k1Tvvvv2cRxK9DIM733o4sXL++O4nGuNlPKwmOZtztPOKt95x52XLh5dunSYUk4lt17LsDhez+NQ18ePfsy9z1+vN48+sr+ZTnOnRx9iJ0WLmJ/zEU+bp3kxDq3WUso01c1689B7N7XOU92sdtL+wSMvfOHzo6dIJaf8yHuPHnjPe9/w87/wyKOXUok77rj12c9++gtf8LwLZ1d1uxly5JOZGpFTWtQavcQDDx781zf+4v0PPDDPdbFYPu3uC8/7qGfdddftw5B7xHZqD9z/noi4uqRYSn3obXv33bfsrnKLuhiXc8ubOT/40MW3/uI7333f/dO0ufXWC8969tOe85xnnz27Gkp6zwPv3WzmWnspuaTYbuqYSu71Wc+6Ow9TLjHXODisP/Ozb377L/5i7+3ee5/723/Hi3d3dlLqQylXY+R0+xJZAgDAzaNGneo8lKG2Om3rcrmMnuZaF+OwneZF7NeeF4vducd6qmVcRqST6fCp9xSxqYeLMg5l2Xuf5qn3ulgsau0lDxGxnWOaN7s7ucWmt2h9HMuyn6wmlfpmasNYctQSU/Q5p+U8p0hDlGjRWsx1s1gsIqdoJ4t2xVxySZFb6xFRp5RLzHNNeU65tTYvF6uI2G5ra3m5WKznGMeIFMdTK0Pk3secSrSI3uYpD2We2zAsa03znFKOHlHGxx00R2y223EccortvC15iChX1zKO3nvqaRwjek+pz3VbynLuaTv3YUx1akPOuUTv0XvtvQ5lUVsrOa/X83I5TPNmOSzrHGOJOq3zos7zdhh3t7WUPJQeKUWtUWtbLPJNM8ddlgAA8OTmWrfbzWq1bHXKOafTA/LcWk+55GitznkYa+uplNp7ipSipYjUW0qtRa81pzSm6CmnSLXWacilt2gtDXnouU3zYc6t9TSWvd5Lr5FLpNxqbSkP07ReLqJOm1KWEYuI3FPU2Eaqqe+cLh0cPaLXebtaLGudhzK02lIe6jwPwzjP8zCU1mprtUcbSonUp3ka85nI0VPMrdbacoqUUuox5Jwi1u1oHBapp5RKr6m1XkpqPdU6R045pXwyTK23iBoRKZXHZ0ntBzktUh96jd77sMi1TZGjp2HuKdW+KNF7S6mnFPM8lzL0nuvch2GIHi1tog+p5157GaPWozKm7dRy3ptbz7UOwxAptVZzLq3XYTidiHHznCsxtwQAgMeknndXuxGRo/XWUil9bqmkqC2nFNucy/Jkdd42R0QfhqsL9kaPSNtpvVycO9n2sLWIHCXnlFLKQ+o95oicxjSk0iNKtNxrlJNj6pZTT7lH6jkilbyIGKLlSJEiSkopcuvzNE/LxXKOnqKXxSKipxK911xS9Hqyg8lQhpij1zwshog+b496TIvVGLVvjtdR8mK5LLmcfL8nK3n1Gi2lHqlGzbXNU10tl73NdbNp0YZxLGURMdQ6D0OOSK3XnPLjc6Cn45JK9CFajhJt28sy96ibdrzebHcWq6g5eo2UaptzHlKklHIuKXpsjmrZ6W1ui7Gc/DhKXrRpuxh35pqnqZ/dKUeHh7t7ezkPdZ5LKY9vkpuGBYIBADh1MiBqs56ijCmX6NFbj8inx/FjihRRI0WUEmO5eiTZT/9ejsvH3tJa5FRyyvNco/eUUpTorUeLOrc6t0jpZLJ8n3ufppOPK3mcj9cRqa3Xp7FT4+SkRM4xT5uIdrR/5eTCtc05cuuttxa95lJOt4rPUYbcp+i1D8vluFpFb9FjuVoul2Nr7Xh9XFtMU9QWrUakKGWc65xSKqVEar3VlNNid7XaXQ1jit5Tj6EMvUada05D9BRXF0uOflITtbUWOaJHHlOd5h7zIuczO7tjLqmUPIy991KGXIbt0VGfW0REi+VYci6L5RgtosfJxjEplXlurcXeTorWdvf2IiJ6L6WkdHOO4jKICwAA+CBztgQAAJAlAACALAEAAJAlAACALAEAAJAlAACALAEAAJAlAACALAEAAJAlAACALAEAAJAlAACALAEAAJAlAACALAEAAJAlAACALAEAAJAlAACALAEAAJAlAACALAEAAJAlAACALAEAAJAlAACALAEAAJAlAACALAEAAJAlAACALAEAAJAlAACALAEAAJAlAACALAEAAJAlAACALAEAAJAlAACALAEAAJAlAACALAEAAJAlAACALAEAAJAlAACALAEAAJAlAACALAEAAJAlAACALAEAAJAlAACALAEAAJAlAACALAEAAJAlAACALAEAAJAlAACALAEAAJAlAACALAEAAJAlAACALAEAAJAlAACALAEAAJAlAACALAEAAJAlAACALAEAAGSJHwEAACBLAAAAWQIAACBLAAAAWQIAACBLAAAAWQIAACBLAAAAWQIAACBLAAAAWQIAACBLAAAAWQIAACBLAAAAWQIAACBLAAAAWQIAACBLAAAAWQIAACBLAAAAWQIAACBLAAAAWQIAACBLAAAAWQIAACBLAAAAWQIAACBLAAAAWQIAACBLAAAAWQIAACBLAAAAWQIAACBLAAAAWQIAACBLAAAAWQIAACBLAAAAWQIAACBLAAAAWQIAACBLAAAAWQIAACBLAAAAWQIAACBLAAAAWQIAACBLAAAAWQIAACBLAAAAWQIAACBLAAAAWQIAACBLAAAAWQIAACBLAAAAWQIAACBLAAAAWQIAACBLAAAAWQIAACBLAAAAWQIAACBLAAAAWQIAAMgSAAAAWQIAAMgSAAAAWQIAAMgSAAAAWQIAAMgSAAAAWQIAAMgSAAAAWQIAAMgSAAAAWQIAAMgSAAAAWQIAAMgSAAAAWQIAAMgSAAAAWQIAAMgSAAAAWQIAAMgSAAAAWQIAAMgSAAAAWQIAAMgSAAAAWQIAAMgSAAAAWQIAAMgSAAAAWQIAAMgSAAAAWQIAAMgSAAAAWQIAAMgSAAAAWQIAAMgSAAAAWQIAAMgSAAAAWQIAAMgSAAAAWQIAAMgSAAAAWQIAAMgSAAAAWQIAAMgSAAAAWQIAAMgSAAAAWQIAAMgSAAAAWQIAAMgSAAAAWQIAAMgSAAAAWQIAAMgSAAAAWQIAAMgSAAAAWQIAAMgSAAAAWQIAAMgSAAAAWQIAAMgSAABAlgAAAMgSAABAlgAAAMgSAABAlgAAAMgSAABAlgAAAMgSAABAlgAAAMgSAABAlgAAAMgSAABAlgAAAMgSAABAlgAAAMgSAABAlgAAAMgSAABAlgAAAMgSAABAlgAAAMgSAABAlgAAAMgSAABAlgAAAMgSAABAlgAAAMgSAABAlgAAAMgSAABAlgAAAMgSAABAlgAAAMgSAABAlgAAAMgSAABAlgAAAMgSAABAlgAAAMgSAABAlgAAAMgSAABAlgAAAMgSAABAlgAAAMgSAABAlgAAAMgSAABAlgAAAMgSAABAlgAAAMgSAABAlgAAAMgSAABAlgAAAMgSAABAlgAAAMgSAABAlgAAAMgSAABAlgAAAMgSAABAlgAAAMgSAABAlgAAALIEAABAlgAAALIEAABAlgAAALIEAABAlgAAALIEAABAlgAAALIEAABAlgAAALIEAABAlgAAALIEAABAlgAAALIEAABAlgAAALIEAABAlgAAALIEAABAlgAAALIEAABAlgAAALIEAABAlgAAALIEAABAlgAAALIEAABAlgAAALIEAABAlgAAALIEAABAlgAAALIEAABAlgAAALIEAABAlgAAALIEAABAlgAAALIEAABAlgAAALIEAABAlgAAALIEAABAlgAAALIEAABAlgAAALIEAABAlgAAALIEAABAlgAAALIEAABAlgAAALIEAABAlgAAALIEAABAlgAAALIEAABAlgAAALIEAABAlgAAALIEAABAlgAAALIEAACQJX4EAACALAEAAGQJAACALAEAAGQJAACALAEAAGQJAACALAEAAGQJAACALAEAAGQJAACALAEAAGQJAACALAEAAGQJAACALAEAAGQJAACALAEAAGQJAACALAEAAGQJAACALAEAAGQJAACALAEAAGQJAACALAEAAGQJAACALAEAAGQJAACALAEAAGQJAACALAEAAGQJAACALAEAAGQJAACALAEAAGQJAACALAEAAGQJAACALAEAAGQJAACALAEAAGQJAACALAEAAGQJAACALAEAAGQJAACALAEAAGQJAACALAEAAGQJAACALAEAAGQJAACALAEAAGQJAACALAEAAGQJAACALAEAAGQJAACALAEAAGQJAACALAEAAGQJAACALAEAAGQJAAAgSwAAAGQJAAAgSwAAAGQJAAAgSwAAAGQJAAAgSwAAAGQJAAAgSwAAAGQJAAAgSwAAAGQJAAAgSwAAAGQJAAAgSwAAAGQJAAAgSwAAAGQJAAAgSwAAAGQJAAAgSwAAAGQJAAAgSwAAAGQJAAAgSwAAAGQJAAAgSwAAAGQJAAAgSwAAAGQJAAAgSwAAAGQJAAAgSwAAAGQJAAAgSwAAAGQJAAAgSwAAAGQJAAAgSwAAAGQJAAAgSwAAAGQJAAAgSwAAAGQJAAAgSwAAAGQJAAAgSwAAAGQJAAAgSwAAAGQJAAAgSwAAAGQJAAAgSwAAAGQJAAAgSwAAAGQJAAAgSwAAAGQJAAAgSwAAAGQJAAAgSwAAAGQJAAAgSwAAAGQJAAAgSwAAAFkCAAAgSwAAAFkCAAAgSwAAAFkCAAAgSwAAAFkCAAAgSwAAAFkCAAAgSwAAAFkCAAAgSwAAAFkCAAAgSwAAAFkCAAAgSwAAAFkCAAAgSwAAAFkCAAAgSwAAAFkCAAAgSwAAAFkCAAAgSwAAAFkCAAAgSwAAAFkCAAAgSwAAAFkCAAAgSwAAAFkCAAAgSwAAAFkCAAAgSwAAAFkCAAAgSwAAAFkCAAAgSwAAAFkCAAAgSwAAAFkCAAAgSwAAAFkCAAAgSwAAAFkCAAAgSwAAAFkCAAAgSwAAAFkCAAAgSwAAAFkCAAAgSwAAAFkCAAAgSwAAAFkCAAAgSwAAAFkCAAAgSwAAAFkCAAAgSwAAAFkCAAAgSwAAAFkCAAAgSwAAAFkCAADIEgAAAFkCAADIEgAAAFkCAADIEgAAAFkCAADIEgAAAFkCAADIEgAAAFkCAADIEgAAAFkCAADIEgAAAFkCAADIEgAAAFkCAADIEgAAAFkCAADIEgAAAFkCAADIEgAAAFkCAADIEgAAAFkCAADIEgAAAFkCAADIEgAAAFkCAADIEgAAAFkCAADIEgAAAFkCAADIEgAAAFkCAADIEgAAAFkCAADIEgAAAFkCAADIEgAAAFkCAADIEgAAAFkCAADIEgAAAFkCAADIEgAAAFkCAADIEgAAAFkCAADIEgAAAFkCAADIEgAAAFkCAADIEgAAAFkCAADIEgAAAFkCAADIEgAAAFkCAADIEgAAAFkCAADIEgAAAFkCAADIEgBjGB++AAAgAElEQVQAQJb4EfD/s3evW43siIJudYmwIdeu7vP+D3nGrqoE44iQ1D9kB8aQ3JLklnOO7rXzAsY2JkufFZIAAECWAAAAsgQAAECWAAAAsgQAAECWAAAAsgQAAECWAAAAsgQAAECWAAAAsgQAAECWAAAAsgQAAECWAAAAsgQAAECWAAAAsgQAAECWAAAAsgQAAECWAAAAsgQAAECWAAAAsgQAAECWAAAAsgQAAECWAAAAsgQAAECWAAAAsgQAAECWAAAAsgQAAECWAAAAsgQAAECWAAAAsgQAAECWAAAAsgQAAECWAAAAsgQAAECWAAAAsgQAAECWAAAAsgQAAECWAAAAsgQAAECWAAAAsgQAAECWAAAAsgQAAECWAAAAsgQAAECWAAAAsgQAAECWAAAAsgQAAECWAAAAsgQAAECWAAAAsgQAAECWAAAAsgQAAECWAAAAsgQAAECWAAAAsgQAAJAlAAAAsgQAAJAlAAAAsgQAAJAlAAAAsgQAAJAlAAAAsgQAAJAlAAAAsgQAAJAlAAAAsgQAAJAlAAAAsgQAAJAlAAAAsgQAAJAlAAAAsgQAAJAlAAAAsgQAAJAlAAAAsgQAAJAlAAAAsgQAAJAlAAAAsgQAAJAlAAAAsgQAAJAlAAAAsgQAAJAlAAAAsgQAAJAlAAAAsgQAAJAlAAAAsgQAAJAlAAAAsgQAAJAlAAAAsgQAAJAlAAAAsgQAAJAlAAAAsgQAAJAlAAAAsgQAAJAlAAAAsgQAAJAlAAAAsgQAAJAlAAAAsgQAAJAlAAAAsgQAAJAlAAAAsgQAAJAlAAAAsgQAAJAlAAAAsgQAAJAlAAAAsgQAAJAlAAAAsgQAAJAlAACALAEAAJAlAACALAEAAJAlAACALAEAAJAlAACALAEAAJAlAACALAEAAJAlAACALAEAAJAlAACALAEAAJAlAACALAEAAJAlAACALAEAAJAlAACALAEAAJAlAACALAEAAJAlAACALAEAAJAlAACALAEAAJAlAACALAEAAJAlAACALAEAAJAlAACALAEAAJAlAACALAEAAJAlAACALAEAAJAlAACALAEAAJAlAACALAEAAJAlAACALAEAAJAlAACALAEAAJAlAACALAEAAJAlAACALAEAAJAlAACALAEAAJAlAACALAEAAJAlAACALAEAAJAlAACALAEAAJAlAACALAEAAJAlAACALAEAAJAlAACALAEAAJAlAACALAEAAJAlAACALAEAAGQJAACALAEAAGQJAACALAEAAGQJAACALAEAAGQJAACALAEAAGQJAACALAEAAGQJAACALAEAAGQJAACALAEAAGQJAACALAEAAGQJAACALAEAAGQJAACALAEAAGQJAACALAEAAGQJAACALAEAAGQJAACALAEAAGQJAACALAEAAGQJAACALAEAAGQJAACALAEAAGQJAACALAEAAGQJAACALAEAAGQJAACALAEAAGQJAACALAEAAGQJAACALAEAAGQJAACALAEAAGQJAACALAEAAGQJAACALAEAAGQJAACALAEAAGQJAACALAEAAGQJAACALAEAAGQJAACALAEAAGQJAACALAEAAGQJAACALAEAAGQJAACALAEAAGQJAAAgSzwFAACALAEAAGQJAACALAEAAGQJAACALAEAAGQJAACALAEAAGQJAACALAEAAGQJAACALAEAAGQJAACALAEAAGQJAACALAEAAGQJAACALAEAAGQJAACALAEAAGQJAACALAEAAGQJAACALAEAAGQJAACALAEAAGQJAACALAEAAGQJAACALAEAAGQJAACALAEAAGQJAACALAEAAGQJAACALAEAAGQJAACALAEAAGQJAACALAEAAGQJAACALAEAAGQJAACALAEAAGQJAACALAEAAGQJAACALAEAAGQJAACALAEAAGQJAACALAEAAGQJAACALAEAAGQJAACALAEAAGQJAACALAEAAGQJAACALAEAAGQJAACALAEAAGQJAACALAEAAGQJAAAgSwAAAGQJAAAgSwAAAGQJAAAgSwAAAGQJAAAgSwAAAGQJAAAgSwAAAGQJAAAgSwAAAGQJAAAgSwAAAGQJAAAgSwAAAGQJAAAgSwAAAGQJAAAgSwAAAGQJAAAgSwAAAGQJAAAgSwAAAGQJAAAgSwAAAGQJAAAgSwAAAGQJAAAgSwAAAGQJAAAgSwAAAGQJAAAgSwAAAGQJAAAgSwAAAGQJAAAgSwAAAGQJAAAgSwAAAGQJAAAgSwAAAGQJAAAgSwAAAGQJAAAgSwAAAGQJAAAgSwAAAGQJAAAgSwAAAGQJAAAgSwAAAGQJAAAgSwAAAGQJAAAgSwAAAGQJAAAgSwAAAGQJAAAgSwAAAGQJAAAgSwAAAGQJAAAgSwAAAGQJAAAgSwAAAFkCAAAgSwAAAFkCAAAgSwAAAFkCAAAgSwAAAFkCAAAgSwAAAFkCAAAgSwAAAFkCAAAgSwAAAFkCAAAgSwAAAFkCAAAgSwAAAFkCAAAgSwAAAFkCAAAgSwAAAFkCAAAgSwAAAFkCAAAgSwAAAFkCAAAgSwAAAFkCAAAgSwAAAFkCAAAgSwAAAFkCAAAgSwAAAFkCAAAgSwAAAFkCAAAgSwAAAFkCAAAgSwAAAFkCAAAgSwAAAFkCAAAgSwAAAFkCAAAgSwAAAFkCAAAgSwAAAFkCAAAgSwAAAFkCAAAgSwAAAFkCAAAgSwAAAFkCAAAgSwAAAFkCAAAgSwAAAFkCAAAgSwAAAFkCAAAgSwAAAFkCAAAgSwAAAFkCAAAgSwAAAFkCAADIEgAAAFkCAADIEgAAAFkCAADIEgAAAFkCAADIEgAAAFkCAADIEgAAAFkCAADIEgAAAFkCAADIEgAAAFkCAADIEgAAAFkCAADIEgAAAFkCAADIEgAAAFkCAADIEgAAAFkCAADIEgAAAFkCAADIEgAAAFkCAADIEgAAAFkCAADIEgAAAFkCAADIEgAAAFkCAADIEgAAAFkCAADIEgAAAFkCAADIEgAAAFkCAADIEgAAAFkCAADIEgAAAFkCAADIEgAAAFkCAADIEgAAAFkCAADIEgAAAFkCAADIEgAAAFkCAADIEgAAAFkCAADIEgAAAFkCAADIEgAAAFkCAADIEgAAAFkCAADIEgAAAFkCAADIEgAAAFkCAADIEgAAQJZ4CgAAAFkCAADIEgAAAFkCAADIEgAAAFkCAADIEgAAAFkCAADIEgAAAFkCAADIEgAAAFkCAADIEgAAAFkCAADIEgAAAFkCAADIEgAAAFkCAADIEgAAAFkCAADIEgAAAFkCAADIEgAAAFkCAADIEgAAAFkCAADIEgAAAFkCAADIEgAAAFkCAADIEgAAAFkCAADIEgAAAFkCAADIEgAAAFkCAADIEgAAAFkCAADIEgAAAFkCAADIEgAAAFkCAADIEgAAAFkCAADIEgAAAFkCAADIEgAAAFkCAADIEgAAAFkCAADIEgAAAFkCAADIEgAAAFkCAADIEgAAAFkCAADIEgAAAFkCAADIEgAAAFkCAADIEgAAAFkCAADIEgAAAFkCAADIEgAAQJYAAADIEgAAQJYAAADIEgAAQJYAAADIEgAAQJYAAADIEgAAQJYAAADIEgAAQJYAAADIEgAAQJYAAADIEgAAQJYAAADIEgAAQJYAAADIEgAAQJYAAADIEgAAQJYAAADIEgAAQJYAAADIEgAAQJYAAADIEgAAQJYAAADIEgAAQJYAAADIEgAAQJYAAADIEgAAQJYAAADIEgAAQJYAAADIEgAAQJYAAADIEgAAQJYAAADIEgAAQJYAAADIEgAAQJYAAADIEgAAQJYAAADIEgAAQJYAAADIEgAAQJYAAADIEgAAQJYAAADIEgAAQJYAAADIEgAAQJYAAADIEgAAQJYAAADIEgAAQJYAAADIEgAAQJYAAADIEgAAQJYAAADIEgAAQJYAAACyBAAAQJYAAACyBAAAQJYAAACyBAAAQJYAAACyBAAAQJYAAACyBAAAQJYAAACyBAAAQJYAAACyBAAAQJYAAACyBAAAQJYAAACyBAAAQJYAAACyBAAAQJYAAACyBAAAQJYAAACyBAAAQJYAAACyBAAAQJYAAACyBAAAQJYAAACyBAAAQJYAAACyBAAAQJYAAACyBAAAQJYAAACyBAAAQJYAAACyBAAAQJYAAACyBAAAQJYAAABfzOApAIDPo7V29icxxgc/rH/kg3/7ame3dv/OPOe+AbyC2RIAAECWAAAAsgQAAECWAAAAfy9L3gHgz3py4fgzP/1Xa9/f8K6+dAn741/dgnjg+cyWAMBnr5q3bQ8AWQIAACBLAAAAWQIAACBLAACAT8ROXADwxl60Qv0Vy9lba7XW1tpztro6+5jHv9zZbT553x6/A/c/3d5cwK+YLQEAAD6Y2RIA+M5sLgx8CWZLAACAD2a2BAC+Las7gK/CbAkAAPDBzJYAwJ/15OZXT376OsVxf67jpUtHnnNnYoz9Fy+98Sc35lpv36QNcMZsCQAAIEsAAABZAgAAIEsAAABZAgAA8EHsxAUA5169A9W62dTzb6210MKj21K12lrLOfcNsvp/b/3eO4wx3blvLYZ+X1r/b79/r75x220Bz2a2BAAA+GBmSwDgE3ngXPYXfvxLv57nHJAlAMATpfH4lVCyBPgeXMQFAAB8MLMlAPDkqvTH/vZsYfeLl7w/cZXW4dPXG+m/qLUef51edM8fX4beWoshHla99xX1plMAWQIAXyJpTnfiek0C3U2F886p7fSv1iw5/PqFm13dy5KH73AMsYXW2+T5VQPwai7iAgAAPpjZEgD4SGdng7x0Cftvf7xrtABZAgDcDYU33yD4qaUvsgT4FFzEBQAAfDCzJQD8dZ6cYXjRxlzrMvQYY4yx75F1qraz+YqX3b3aQoyxttjfSmwhltpaSKXUEEJKT+ysdXZ/Urr7jmS789taQhoONxhDqrWe3dt4d/ImvXCy5XTq5qXzPMD3ZrYEAAD4YGZLAOAjnU0avO2S95ceogLwUcyWAAAAH8xsCQB8sN+ZwfjTGwoDvA+zJQAAwAczWwLA9/e2W2/1PzndfWvdjOv+zlfh3k5cL71vtdb19ruc0zTV1817PLi9VX8Ix1+EWkOMobXbh/nLO//oTly20gJkCQDwZtkGIEsA4Ds3wDsnwQOnyJvTAD4Ba0sAQCaZMAE+mNkSAPiADPjVb9/5q4fjKfVny1cA3pnZEgCQSQAfzGwJAN9wbH22XqL/9sl9pX51a2dbaa27cIUQUkz9Fyf/TS8a6J/d1ft38nQeo//f1kKtdd0K7Inbf/S3JccQQmwhhBZbaK2FFlL85Z05U9rhHh7vRnw8ePq0zOmnnF5CZpUL/M3MlgAAAB/MbAkA/FkvOhTlT5/abkYCkCUAIEveIC2e/7kxnJ93KEsAWQIAvG8RPeNPAGQJALx2wP3sK6MeXO/+wgurHv7b423GV9+38Ixl5XfvduizHf1B1Vof+cR159/T5+Hezd5bcH/6R609vnfwL25zTSBHN369nyPfI2QJALzxYOvVA6x7Y7Xzwffjt/y2W+6ebwtWWymllNJr4SzAYozpVE4pP7C9zfo5N9PUWmul1lpbrdvNJr4kmQBkCQD8jVKKtcbjr1OttafIGiQ553gQamiltgc34e2/2Gw2PUtCCK3WGOO6HqV/2pol3kQHZAkAfGGP77X16umI3gk/fvw4bYZSyn6/b62VUg6zIIc5j3aaJcduicNmTCkNKQ8555xbbQ/e+fWzfDe/+ssPZAkAGBe+zTBxGPLFxcUwDCG0fk3XsizTNC3LcjYl0mKox3MOj7MeIYTQQusLbvZXVymlFGLOOYbwr3/+p7XDJWspxZxzCIejG1Ny1tn3zBK1iSwBAF5vmqZ5nqe+OORonQbpg9HaWj35w3Wcul7W1cOj1bYsSwyhlDLkHGKMMcQYhpzfKqUAZAkAX95Lj/5YB+jrrx/fiau2s0XtZ7+t97/WmgEthPXSp9raUspLH1s47pp1/56HEKYaNuMQUoqh5dRCCPNc/vPzaim1Ha+uCn1NyOn+v8cIOcxxnDzcuP5lDH3WJMYWQoithRBSiq3VEGIpdZ7n7cVFrcN+v18/PaXUrxDLOT/4fTlJoN+Kmb7P2GlQEd79AM3fLFLfO57PhCwAfKgYT2cz1p1/+6A8pXR5ebnZbHL6gOHdNE03N/uU4sXFNoTQLxLrF3SllEyhAG/IbAkAvLEXjdd7bawnkKwLOYZhGIYhpTSHUGspIaUcWi3peGHVO1hKufnvf6dpury8GMcxxth7qWfJ46emAMgSAPhKDbNeYLbu8NubpDfAf692rZYfFxfj5fjOl8TEEFpr19fX0zT961//2m43pdS+tr5vQ2zCBJAlAPB5S+MVH98PHulBEo5b/c7zPM8lhhZiiCn95mqNl6q1xZh7IN3cTCGkYRhyHltbag3DkFtbfLsBWQIAX79hwmF5Sc65Xyi1HIOkryxPaYihpZRCa8syD+P4bvct5byUpV+1Nc/zPM///PPP5eUmpbgsxWpmQJYA8N0H6296ddDphVIP3v7ZV3vOAYj3b/NXSilni9pLKf109r6Z1TiOl5fb1sI0zdfX18tyOwVxu5lYiCHG2yY5bMIV33b+5HTZ/emOw+uj/vnz5zRt/vWv/9ls4s3NlNLtTln9Ed29NS/kN3h5rx98+ipaF/b85qV0ZzcejnvB9V/c/57+6jXzzEcqZZElAPBh1oMIT7cATin1geBmu01Dvt5P/RySWmv4XCO383tTa9vv52HI4zjWuqxBYsQJyBIA+LxOJx96k5RSQgibzeby8qK0urvZ7/f7ZVk++ci+bxFWa93tdhcXFz9+bJYl9yvNQgg5Z3tzfc7vmicBWQIAnCul5Jw3m01Kqda2n6b9ft/Xb9w/9vET6lsYL8tSyubs8HjfXECWAMAndXb5/jAM4zjmnKZp/s9//jPXEnNKObXWamsttPPLpj5wtN9iOD3wvrVaQowptDZP5Trsf/wz9gvSZMnnf/n9iqvv+CSc8g4Af1afXliz5MePi9ba//7vv//973+31nLO4e6Cky8wejheyhWOZ604wwT4TWZLAPgUXnfWx+O/XTeSqqG1GNpxcfb9r/WinbhCCKWUlNJ6wVXs2/yGWEsppdQW8jj2X6WUWmzDMOScU0ohtP//3z8PHxVTayHWEGJqbZ0USZ9nsiTE0NL59mWHexpDiOHnz93//b//1NpqbTGmEFqINcR43IQrejH//sevL+PTRUqnO3G9+Lt691POdmL4zcfy+NcCWQIA7zoq7aPGPibrK0liDPO87Ha725jpGwR/5cufSim73XxxMbYWWrPeHXg9F3EBwBvrp5H0a7dijOM4ttbmeZmmaVmW9c+/waa6tdabm5twsgkyXyKbT3lC+CTMlgDA2w/Wl1pTSpvNJueUYri52d/c3PQNdvvpimE9CO8rjwtrrbXWeV5yHiwv+SpNcvpbF1nxeXhvAwDefuQ3DMPFxUXOaZ6Xq6vr/X7fzyo5Pev9sB3wVx9JpHRzsw8hpGSAC7ye2RIAeOv/cR2GYbMZhri7Wa6urlotKaWcc4xxXXNyO7fQWviy71j3RdLLsvimA7IEgG/oyVmEJzfLujN6DjEcN+p98CMf34nr/uHl/U8O+3rV2lJckyPnPIxji+36erre3fQ/Ob3ZdT+ldWj/ihiIKYbSz4z/4G9TrbXWst/vt9tNSq3Uw6RQ+8q59dLX5+OXQr30xfyrv/3VV3nRz8L9zz17QZ7u97X+7fNv/PGPP/0RcP0YsgQA/oiU0jimmOpS6m6/n+c5xpRSarV814fcZ0tKWaZp2m7Hb7CIH5AlAPBVx+brL2ut0zTt53k/zSGElFMp5W9YczFNUymXOafgXfB390cXKNnGAFkCAF+kSo7XLMUY52XZ7XZLrSHEv2HP3P7A+6Hv8zwPw0U/ZdKuXB+YJW+bhXbu4t3YiQsA3lKtNYbY15O01taFJd91QFxrTSnFGJdl6UNWI1fgFcyWAPCnBqyPf8DZQttnrvr91Z/cX7OeUjzedAgxHA8IiaGFFp68tfbIPemTA+F4THs4GYSnw+KKePowf/Pw8xhja6c3Gd7tFLwWWggtxHh8fu990ZZaay2GGOOylNZCCCkensDfjZP3zJvXPZ+n68VPX89Pvlx/86vXFmoLIYQHn+oX3VgLIR7vc0wxhRDuLXN/5K6+dFpMsiJLAPjCAfO80VW8O25rMRzy4DBqazG0GGN8qErOB9y/ukvr3kR9GmQcxxhjaCGuy0cOO//e3kI/ruT3B+jxbJTf1kHeH+6TGGL89dfoT2mrIcRaa60thhxCDa3vftZ+81F/2hftI8Px+xtYvfQVfv/j7z4VsbVWa4sxhsPVg+nVP1Br4LYWUjuUzvN7oz3aMCBLAODt2+l0Ymez2Wy3m1rbPM/DkPtSb2qtOQ+1HmcMjFc/Qdg/+be6gk/CP6MA8JL/4UxpGIbtdhtC/Pnz5zRNyajuJEtSOox0DXaBFzFbAgBP628598Pa+2ZT8zxP07TZbILx990suX3GPDHv+OJcvfQARJAlAPDFhn0ppXEcSqm73W6e514prdbgIq5jloQ7J3kbEAOyBIAPGrs//+PXS31qrY+/xfvSnbge/HJ90Pycu7rup7Teq9badrvdbsf//vdqv9/3/bgOC05OPuawi9Gbvj/dWouHEX9utcZ3PA6lP7Lnf2dLqSGEYRhKKSmlz5wlv7kM/XSt0ekVa+3E82/tOS/+dafpvmPD+hK9vzhkfZ0/eOPPeR7Wn81Sym9ejOdaPp7PuzsA8IB+sVattQ/RLi4ucs5XV7t5nj05fNf3FFzwxQcyWwIA59Y5nBDCZrPp55NM03R9fe3dX/5cFfyJT3/+3OCvZk7u/2jAn2C2BAAeUEqpteachyH3JtntdnZTRRHBH2K2BAAeHq5tNpthGEqpy7Ls9/vjegn4XG3wmztxnZ5Mf3//NLMlvBv/vALAA3LO2+1mHPP19fXV1VVrbRzHlNKyLJ4cvmURmTnhY5ktAeANBjQv+vi+yc/je23d32jr7F3csy9+9vF9a68+uXH/7d0H9vVKsbU2DEOttZ9GcnGxLaX++z8/S6shDyWEUlsIMY2b1vf1irGEVkJ88ll4/O3lV44EY2i1tfBnD01pd+/e/btaUu33JYQQWwuhhtZqmXNKtS7puHnU53+5Prnz2/2PP91K7mTJeGut1Xbn2/7QrcVHfvvAi7+GlA+vtL7z8noHnrFJ3fkH3N+5q/+ktNZyjuv3urZYWzz/Qav3Hsndh5LT069oUy7IEgD45SgzxjhN07rp1rws+/1USmmtBecCPrOVDDcBWQIAv5MlIYSU0jAM2804L+Xq6npZFotJXpolZ7MHPP/l98hvX9R7z1xMArIEAD6p7XabUlxKubq66oe4p5RKKZ6ZZzqtODMnb5Ulv3lrL10BD7IEAD5MjLGfT7LfT33TrfXoktaaAfYrsgTgZf+AeAoAIIQwDrnWenNzs9/v+zxJa62fqMjz6y4c3483WwK8iNkSAJ7rRZd/PL5B0OkihAePlz6/rOXeovPnbOQVY4gxtNb/e2iMvnlRvwN9D6JxHFsKP6+up2la9+N6ZGDdWusXd+WcSykxfsR7fK3fvfjqrbxeXR1nf1ZrTSnWWnNOm81mWZb8Rhtw/ebFSC/6+Jeux+ivorOXdP9vrbW1J6rsRbl7ss3X4U/6WZ8xxv4ifPzWnvO1Th/L+lV+9bP5uFpb+PUqo3X3sPW//l1lZbYEgL/vf/xS6sO1nPMwDDHGaZqtIfnNVnEFF/A7zJYA8BW86ULd/h5wznkcx9bafr/fz5PrtV6hv2cfDkdeZE/Iycv1BccUWoYOsgSALzLMe9OhW4wx59yH0fM8T9NUmyZ5/ZPZWg0hDNmg4vblGtrrs8SlTfydzLcC8Pf9j19Kx2u3pr6epL1kEMnDfZIMpoHX88YGAA976ej8OR+/7tF0f7Xr2Wef31h74sv9atH84Y9b6Ctw27FJWgzTNO33+9JqTinWtF6M5L3ql9VIjLW2GGNOqbUW/ljUvXTN+kuXyN/bZSE88hJsLbTQQogttBhiCKG2FmOsrZVaH3o9v367iEf2hOgbOdz72/jobw87QKzP0vna/fOvfLpDdky/fiDHn6D+BU6+2J37Xf18IUsA+Cyd8+DQ/2yvrXtV8rLB7rF8DqPDGEOrNcY4DkNMqZSyX+Z5nmurLYYaw7qblkPKX/o8H8YTw5Bzbq3FL/7iXF9v7cnPOP63xRBDbK3GEFtotdWzzdl+s/BPEuLOH/7qtXr2B/d+1h6OnHXvrPXD4/Ej+89m/0lKof3qvYbbH+ReJiGGEGKIT754QJYA8HcNoIdhGIY8zctut5truRMwwQjplc9qH9GO4xjWCvzWUf3lhtSPHyPTWuuHh/aDevpu2iBLAOBP2WyGUtp+P+2nqe8f1ZVWv+57/J8kS0IIm83m9ModPu33q9batyjor//jVVrrIUJBoSNLAOBP6e90l1L2+/1yfG/Y0/KGg91hGMK33s3se8yW3F9AlVLqPw5rYYIsAYA/N24O19c3Nzc3YV3jW+vhevoUU0rNUYqvDZI+ls051MWg9gvI4zDmTYx9E4gYYljPpK+12qIVWQLA1/OKnZFOr546vXSk1trCY6uEf7UT0dnth5OjEs+2Lzq9WOX+x0fDsVeptdZa//lxGU8S5fGMWZdWv+3L71fLuM/+dt116vF9up5c8t4feL+dFFOI4e7XurNHw3Nevc9/aK0dvvrpVzz9UUppWH/caq3DMAzDsNkMKYVaQ2mttlpKKaUsy7I+G7XWcRzH4cf6LKWULi8vSylTqaWUUmuMqYa6TjY+f/O92xeAnxlkCQB/SSb1EVU9btJq/e47POe2VHpPh4mOu5djrc+ER7wAACAASURBVKP/vv/1sizLsuScLy4uttuhf3+WpS1L2c/7qcx9W+F2uwNwrLUutWwvL3JK4RiZpdR+hV7OudRaSm2lrN/04yp5s2TIEgC4O0Q+O43BaPkdpJRyzrV9sV24vvRg+rQD16hYZ2/mec45X1xs+pzhbrcvpfa5kVprDbWlw410tdY++7GuMDk2Sdnt9iGEOIzjOIxjHseh7Nv6gyZIkCUA8MtRZh9pjeN4em4JfzRLhiH3cxRl4HuWyekVcT0Oe1dcXGxCCMvSrq5219fXPTzWjwkhllbCyexiuD038fxkoWma5nkOuV8Gtt1ebC8utrW2Hjl9Z2FzZcgSAHigTHLOOedS+sDLipE//pzHGHOKpbbwpaannjwV/hPf83C7rCWlfiXV2iS11p8/b5Zlmaap/zj0VSi9OkopLYeQ022N9AceYwuxpdiPhlwXrvRbLiHM87ws5Wa//z8/LvoXyjnbvAtZAgAP66O0nNNut1sHbd7M/aOOGxjUEJx58X5NtZ7L3udAYozLsux2u5ubm5SGdVeJvsLktLhKLeWkJU7T4myZyNo5KeeUUq1tWZb//d//3W63P378GMcxhNDnTHxHkCUA/O7g5v4Q80Uf/8jfPrj70HrZ+pN7Ez15a/0CklJKSmmz2Vzt581ms9nkGMPV9U0pZchpyDHG0ForIZaYSkyH94DD7bHusT081A6/3rVpfX+6lLLZbFqrIeSwvuv8vu8fP94Bf/qujKn8n382KbQUlphia7WF2wXZ8YWV8qKn7slXSF8ycbpd1Z3rlO7v/HZn76z7X+78q8eYQgi1hJZCjKG/pmoJtYQY2+PP/eOPNI7bWmsthxH/EEOttSxzyDml1GrIedxstsMQpxJSCrvdfl6WeZ6XVsMw9ImQw4sjp+X8nqSh3XmJrKtTckq5xppaSLGGNtVSY2gpttZqKS2EkFMKw7LU6+ub7bZdXGw3m3Ga0rIsOQ8ppVprO14h1h/j2QFB91fF+HcYWQLA17buUlprned5u92OY5qXut/vW/X27ft9F2KMzfHub2q/3/dpvmEYQgixlpTSOI496VMKw5CXpcxz3U37EMJSSq21lBJyin94QVVv8lLKzc3NsizDMGy325zTfj+FEDabjckTZAkAf5c+PFqvcR83qZSw3+/3+32OMSfvwr6HvqTB295v/qyGEFo77OGbWi2ltHa4NKu2cHOz3+12rbW5lpRSfcddensa9QrqV4illC4uxnEc53nWJMgSAP46x5Pj0jAMKaV5rrvdTatlGIZaFosc3jNLlmUJtot909d2ay20w8t7THEYTteXH3bvXS+WOx4e2moItdb8J1/8fbV9OF6dVUq5urqq9fLychvjuN9Pw2CfCWQJAH/Z0C3nvK673U3LurlQ1CTvJaUUQ7+yKMmSNxz655y3m+3hMPVlLqXmlNfTeNbF7rXVcLJIo6+k+rP3LYYQQkyp9RCNcSrLcn3VUtxsNuPFti2z7yCv/PfEUwDAFzUMwzCk1to0TaWUdT8iz8y7OTtinLeKvc1m3Iwp59Ba2+12V1dX8zz3J7yWNk3Tstx2+HqWYniXbY5PN4TogbQsy83NTSllHLwjwG/8k+4pAPh7vGj4eDrifPATX7p3Vj8Moe+d1S87edGnh3B7XEOMcRiGnNM0LX3pbUzDsiwxtGEY4huNkteLZAy7z76J/cKtlNJ2u52X+fTAvme+3s5Gz694hp/zgjl7DZ/uxNXnGZ5/B361s9zpZl+nH/bktnWnr651iD8MQ855zLnVdr2b+mmGbZk3m826hV3KaRzHfizJ6TP5PutL2ulDi7HUGmMcxnE/TSGEFv4Zc6619tXw/UXipwZZAsD3sZ7DEI6Hk4zjcH2968cmyIYP+Y70ldm8wuHqrJPtp8dx7FckllL+85+ffW3JOgfymV8G6/Em0zy3q6v/73/+WR9df0QgSwD4Pvqb9OsJiSmleZ77G8aOmn7nOAzHI0E2m80XuvNnsyUfuynCejf6U9qfyWma+tVZc2khhHjcdjl+7mf19Ej4eZ53u92PHz82m82yLP114gcHWQLA99GHcTnnfvVXKeX6eheO2wSnlOxL+m5lEo7XIG02m/DVTix58HzMD8ns4SjGcHV1vSzLPM99emQYtyGEcNwg+HO9QXD3mWshhNBiCDGn/uTe3NxsNpuLi03fRFiWIEsA+G6j4b4iJYSwDuDWfVFTSsV8yfsO7o8XcS1f6D5/niH+OI7r3sqllN1ud7ZmvbX2JRaPn12N1idP9vv9ZrOxORuyBIA7Q7Hf/9xfjefurTm++7fh/LTp9Wqrs8uu+lDmbBi27nnarwPJw5BzCiFO87yfplpqTKmFWFsLIbbPcZ1La+1VB2zffZZCCP35aa0dLuBJtdb4QQdEtpOLiNaxcgphSGlIoS6hhf52+QOvgfiSV9r9MxmfWjX+1OstHZ7Zw0OIod0eR98eXML+/B+lJ/dEXn9q7i+LSimlYViWstvd9Ku2jjUS+72tpYSTi7j6r/r/u/11fGCiKv75Coj3v8XxsBD+8LhT3k3TsJ+2mzEdthZoMYS+rXE42cLLv8/IEgD+SNictcHtoDqcDq4evn7m/gf3Md86mMs5txinad7vp9ZCGoZ+eFxIKYTw0euC41l9vShO4kNlEg//P4QQSg0hhBRjePfBXB/+3o5EW4spxRBaiGMecgyHRRC3nxAfHyYfT96I95vkpS/FFuLpl77/Emp3X3mn97T9dsD3R/HI8LrXR4yxn33er9da5/f+e3W9LMshSPqEQzh/Ftcn7xAh8VBW8dgkLR4+Ld59IbZ3e633OmyndyDWFENrN9M0bMaUU1sOWXL4drXzNylAlgDwqfVF7a21PpgLMS5LmaZp3Vn1u45pTt9iD8eppM049mHqZ3iPuX8LrBl4bOx+smlvv9pts9kMQw4h3Nzs9/v9bj+tr/Nv9mLuj31ZlmUpF9vhMAtkegRZAsAX1bf3yTkPw9Bam/b7eSn9zMQQwjzP33t32j5OrbW21sZxe3l5kXL6JOvLW2s55WHIpXzz5/83X8B9wXff+bfWenOz73tt1VpzHtYaWXey+j5lEsKyLNM09SxpLWgSZAkAXzhLbptkmvbTXEPoq4S/90Elp9ffhxByzpeXl5vNcHy/uX343autpZSGYSilfuNXYLu3MuqlUf3jx49hyKXU/VEpZRzH7XZ7tZ/WCbHvap7nZSn9aszoei1kCQBf9X+fjhfi7/f7aZpaCCkd5klCCOM4fu8L01tr/cqfcRyHcWgt1FJCzq3W+NFXTx0v4grTVHL2LvhDr95xSMPQQthN083NzeFE9pxyTjWEm3lal059kg2L3zjnWss511qnabq4uPB6QJYA/HXefKTeFzb0X9+/Av7el3tiaNVvaj0Ycb2RPswtpfa5kVJKvxB/npf9fr8sS2stxsM+pKcbkn6eJ359isLL1wm01lKK/Si6fjBLXwn948ePi4tta6G2sCxLqyW0dDt+jaH1bcjecUAbY+yrty8vL8Nhc9jXrBQ//XU/IPzBja2eeCbv/vX9/eJO9y6LIa6vwHjc6OyRr/XkPl39Gq1hGO5+TNhux+12nJc6L8tut9vv9/2h3Q+P/iffdcKkP11XV1eXlxe1ttDa4WjFdrucxpVdyBIAPqN+hkMIYRiGGOM0zf2U6Nvh/jd94Gvv9RUIfUHCdrvdbDa1tnmeh3HzqTJs3en1rx4/DUMIoZRyOsLuz8qy1N3+ZlrmpSwhxZzyA53z11zTVGuLx03kXrpJHbIEAD5Gv3JpGIZa683NzTpXk1Jq33oYfDibJec+eL28vLy8vIgxTNM8z3MeNsuyjDm38PHns/TvUUqx1vYnbvz5f9vC+ek37/9U3J+imabl+vr6Zp5qaB91xz6VUsowpOOZJs38CLIEgC8wfNlut/3arWma+tvPt7vQfoYh+R8b3fYLmfrVaxcXF9vtth+V3VrbbDaHC9uGHFoL6eOfhTzknOOy1A9egt8+8jUxTdMwDP2w9tO5o3med7tdSzGPQ7g9KrT9tfspL8uy2Vz0aSWzJcgSAL6AzWaT0uFwkj6I6VnSR3XH89i+pz5iSyldXFyM41hKmed5WZa+81htbVmWsN18kjTLKcV4vDjnrQvt7Gl55G9Pjmz/iPHT8XjEs6Uyh/mTmOZ6GIjHIYfW1wHdSn/N4LyU0hf2HK528y8dsgSAT58lw83NdHNz01fELsvSR+qHVdHt216Nn1JqrY7j2PeT7YtqwnGNzTzPefhE24611vpS8r98yfKPHz/6mLvvWHD6VKSU0pDnVtftHP7mn+vTPTMONQmyBID7Q8zzEefRwx8f0t3fvnAvo5D6Z7XTN4tjykMaxnE3ldJCyMPSl7kPYwih/uJr3XdYc9x/3T/j84RHe+x8j1bbdrO5vLhMIS77OdSa+vFzLYTW/vlx8e+rfV/BkFIKrb7v3lstxNs7X0u9uNiOQ16WGkJNKdVHTy6pD34XWksxxRDa8ftUQ6uhtVbP3ks/u/Gzt9pba49/l1tN/UZSiq2FWsIy15zzceKiPvWCSmdbxvVN4cZx3GzGmuM01+ufPy+3w3bzoz+OGoaa8hTTUEIKJ9cf/sVijKc/vKf/tmg2ZAkAn0utrZQyz0uttdb6lzzq0w24ttttv1ytX7F2NoY7PCftU9znGGM4rjX/xou5W2utHXayXpe2j+M4jrm1OM/L1W4u81zmeTsmw2uQJQB86ZHf4X3/Usp+vy/tdiAeX376x5cLkr4MehzHzWbTz55bm6R/QEqpT0f0k16OM0HxY+95v7Ss36Vv/D1KKcWYSinrXnAXFxd9/7H9fr/b7fahxdb6/mmaBGQJAN+jT1qtNaYcTq7x+N5Z0ge7Oed1nqSUsj789bGvUyghhBj6+RgfP14PxzMxv/cswboyZBzHcRxiDNO03Nzc9N0I4jjEGFM4zBopE5AlAHz5wd9hpH5c2XJ6tPx3fch9H6dxHPt6975yOhyWv7d1IqIv/T/MloSTCaaPC6qccwit1joMQykl5/wtv0el1hBjHoY85JxSDfX65800T8u8hBjyOLQYQ2ul1j6j8l2fB5AlAHx/pwPslFI5bFzU+tTBNx7n9VUKP378iDHM87Luhrz+7Xol23q5V4whxI8/u6XvjRb+giMCU0rDZvP/2jt7HVm2Ja9HxPrIrO7e59y5M9IwM0gYYyGBhYPJM2Bh8gK8Ay7CwQEfezBwsEAajxdAAmmcMdBIM8xwOWfv7q7KXGtFYERWdnZ17/6s6qqu/f/p6N7eXdWVmWutzIr/iq+UhIhubja3t7etNRHhIC6hQ4ymaqYhBGgSACBLAADgR+e11uGzxbJ2Xt1pYr3z9udLb21/MxX5VaWp4UOg7dY/M7fWWmvEU3QQEb3Bztsey/wfD50Ks0l9FKt6Fh7MfHFxEWM0s3EsO7njPuB++SJCZOv1enpJ7V4lLq/WRYdtaOiRYyFEjyVbXayIqDX1ZJi5Lf0T07IzCJNTiMU/3I8xL7OHnUlevt4enolP904Hv2X2zs5vPGSOiFJKIYZGdH2zGYehtkZmEoJfz3SqqqY6p8MjiGt3y2GaU4sxbvOiSFUDC4YHQJYAAAD4eONkkiJz6eGcs6rW2kIIP5oh53rj4uKi61JrVkqZNuDv544vI7i29jqfwsn7qZ7T4lwqE4+XM7PLy8sYZT2U9TD6HG0VGnjFcpk2I4iX7e0h3gBkCQAAgNP4yomRyLa9An+suBfXJH3fhxC8uNasPb5nNLuoOwVZMue9LE3MM0NVRaTruhBkvR5uN5vSptpoT3TyAd9bMHMgoogYoYUigCwBAABwAuasGygiIsLjWIZhyDnvhNacNx6U5X6ScaylFB+WlNLD/P65wtVdeFs4mhgwsrkIQUrpnJIoluXOfI5cNv/yy6+llEakrgaFadGq5W6acHs/ObDbCtccQnCP06RVoFAAZAkAAIBjaRLZUmsdx3GZ4/GD4A0TYwytTXkIXlxrkdG+27/cI6Z2uisel20fFT2b9elLMYTgBdBKKev1ehgGEWERm+s1ExnZjhCBLHl6bG2rsUW4NcNwAcgSAACAffCKHPd3ftoywf3uayYGZjaj1uowDHP128Ma248bQbbIwLYX/s33tNb9X5KHqdj2KCzEnuAbgjdMFOFaa61tDoVyF8RDTTKLFiIrpYQQjpjcwEbBWIiMOEogVWu6kyz+igW2jea5V+jYyIxMp1Jjr1q9z71hOhoTG5GaEYsR2/agMYSQAhGX1sZhHMdRTYO7sNxhZd+d9KPf2Yv/HrzGjwiwOw1Mc2/OQz10vMEkM/ddR2psxMRepMGrXODJDCBLAAAAHNKEXTRonytKiQgR11rm/htzxdv9KpPp6Ftj+jFz7e2yZKfL4cM/NdoWlmIiNmFurQrzRZ9zzkxBVVvT+XPmdIWHn3zXyEXNc+KVvMm71636UJOOjcJkTUqS4Fpqx9590kLlByqBHxs+niXtY7rijZKbt4f3xRZCbFZLrSwhhLBarcystTaOwzAMkxRk0W22Nt+f/VPbcHi5LFFTMhIW9/kIHTaSSoiFmciCyKrrzWxZ3WK57KFPwIPFAwAAAOxJGHhUjGuPbcyP1Vq95dyZX7+Rkc1N2T0Zw5u4z0rjhXaYv+0kIrgWeQLu9frE61OmwReRlFIMZKabzWa9XpdSzrgTi8+dt+zceoAO+xzwrQfPLcGDEbwceEsAAADszRxR1VorM8cY3Ryvtbqf5Lwb8DGxkk7uAGZmvrq6yjm7ulB9xcbw7ILwerX+6cdFVXPO3qvkwCLogIvEI+JyTi5Qvl2vSymlFO9Yf1Y65EG/F0+RSTGmlMpYD30zqqoIp5TgDgGQJQAAAI7AXFRKRGL0sKXmfpI5peRc9dj8sxd0SildXlwa2TiOREQmPiz2sqyaEIJvb5/ItJpZjDEE8eLOHyZL9hvkk1KKKZjRZqibzaaMgx/Cy4udcUvEWmvXdSmlq8vLmNLXX7+VsRx2Enl6COCpCCBLAAAAHAFPhHBbpNbmsVvL+CU795LAzCwsMca+70stLkWWee0vGYTtm20evaN7S8zMWyl+ats9xTCMbbPZDGNRVdleyBkuy/sX9OXqatX3xBxDKKWWcTzokvJFEkIIQVpDPWAAWQIAAGdjYLxm//i1BtYjWcIPKtXef8+9Vz1LeK4rNeeTtKbjOLbWnk1stUXU02ecmrmaFhEJCxEZ22q1WgY7iYgXl90p6DSP7c4shBBCCOM41lqnMsGPayAyNTtwDjwzm2nXdTHGWvcQibe95Gn2Xep8z4m088tnQ8g8jPBu2LfDa2bE8vXr9e1mIyJqvqPPL7mnTkTu+t3UWgsSliUTHi6q+ZJTShcXF33fea0FVTWjVutH5AgZrVarIFKGcSdADmnuALIEAADA/pkFif/TUyncT3LeCe6zBvNd4UNYWie1he/lXk9/UraFlad/igRa9B45n+V3vykQM9dafR16chcRdV335cuXEELb9qr3tobb5H4+6GrxKsBwlADIEgAAAB9nrc7dAJk5Rqm1lVLuoo9+gBGgfW8ALyssT0Ffx1YEvuH9hlyX/fbJeYE1PHlLfEb8tF1Aqt75ZM5jw37pYvJqBJ4CdHFxcdF1rlKsqdbKzLWU/jKt15vhds0SDt3dMMUkImbkeTsAQJYAAAA4LG6nzn2yh6HMEU3nHaoxp4gsgrh472N7IrKEeSqptPRFnKylTtv6vyklIn3YEGahJz+rcubtCpzTltxtklLq+z7nFJlLaev1Zk7o91q9XoIihXjoK085xSitWdyG0gEAWQIAAOCwVqAnk7iRNI7jbCHZwRu5n4Q4maNo9vuxdDJBXH4Sb65V9c7KWq8aBLfRRSTGGGMUoXEoOeflQWfN/NkXJy8SY/x2u7i46PtehEupm2Gk+zGWMUZVmtO9Dn1uMQRhqmaCrHcAWQIAAOADcD+JB5CUUuYdXDp3b8lcBzmE0Pe97Ls18TKT/ugGtBu+qk1VTzkmx7vl5JyYZb1eD8PQ5dh13ZxRb3TfW/KZlYl7rrwatV91CNFMx1FLKeF+HCARpZSGYSilTJUADnx7ehdFM0N+O4AsAQCAT8yOGfpog/CX+yLeVpvre6Ji3sh3uznGOGfZllKYw9N6hNmeSMaQJ89Un4u52V7pVONpv/ZQFC2lEFFOiYjcvOtz13c9MamqiRAREzOx2m6wkz1jTxOxmZmaSUgcZT3UTW0hd5VIWR+XAjZnottBl+NqtWImr+ZE73OALAxlm//0tRps9nVUVaOp5ICZ5RxjiuNYh+HWC8H1XZr/hNl4uo1Yp9M4qoh6geowYTZiIiWKMTbVLiUiMjVWiyyXq4u+782slFLrODlGWOY0m2pqRCmlJnQzbkbS2CdrRrq3M5+PNa+ExNoFrsPQxbi+ve267vTrJQDIEgAAAJ9VMrmjwCuWem2fEMIZF9+aHQXeHXIK4k/ZyJimEsl7NFnnOmbHjzWajE47BdfNjgSKMRpNRai6LhPRej24T4C2IUyfFL9SVWUiNte7LCxMbGTCvFqtcs4xxrn01vfwVkJjrXUqDWxkxvvTCfOS8B9U9WKVl0fHYxNAlgAAADigzRRCEKFatbXm5k6M8byqsD4iS2Yf0eXlZQyRmdXUzITF3nHtRuZJzLzttuGy5M63cLxxFWa/cE/beChLPlKozDXK/J+1VGPu+z7G0JpuNhtv9jLXbv7Ut9g0+76wVF2iEBETK3lOF3vhO9fJDyfFF4+IBBGvj0dyKFnibUN93a5Wq/klVOICkCUAAAAOjhm5SeQboqp63qEac1uM1WqVYmrayCYV0bTtZVfY42FmWXIi9vHcqF6OXVVJt1V+aSot5entoqrr9Xqz2cz9xc+j4oJsm41OQX6md0LWzB2VTyf8TNNnNKk1PvgMerLZnNOC5okAsgQAAMDBTCURj91y6EFTxbPE1UKMMeecc16mQxAR71WPqU4DO/sojpic7XbtUn8+VGsfLA5n2zekaMSbzbher93s5i2fXZYEYl9eIhJDEA5dyjLlL03N7L2E9CwDHh0oZg5BNpuNZ0N54pOw7N3/NjsSu66jbY0+PC0BZAkAAIDDGqlEpqrjOM7b0v77M64E6hfY971Xdqqtuuug1ppz9oj/vRxlx6Q+jTJcfCK9aOZyzCGEnHNpdTMUz26fq1TPoURnYBYzcxCJMfYpdl0nQjyJVVr6r8Zx3AniureiiIdhcM2g7mjad1jgvDBCCF3Xzef2IxTlA5AlAABwPjxrd85f6i8xDZ/9tEfLfD20jOdXl4nOzBxjmMPZl3u0W3Eiz344fR6/yrzj21pLKfR9n1JyS2u+di+O7OnI01+Rva0tRmstxEhEpdR5rKZ4mMdXBpma0Z5rvYqImglPJ9B1uZTJEfFoavVuzbEnL3xRye3xlbnzwlJguAcppZRzIuL1er3eDHVh+M7BXZ/xOeCraK5qZaoxhNylnFKXklnT1qa8dyPZOi1pG8y2E/U3O45yzuM4uqtEVb38mZrJvuMt5x4+OYlV9VsAggRAlgAAANibheoOAQ8UIaJam4eO/AhyMcboNZ26rru6yB4D06wd6IinE300d0B3U1O3p/TxXQi94Jv7Q7zwVM7JjK6vr4dhUCLiM4kUcsXr7Q5FRDj0fb+6yIGoVtPWRIQ8U32y9Z+Rf2aWUmImX8MHXS1zBFfOGY9NAFkCAADggIQQPMGgtns5FectS9xGdGMrSCCa+vEdbg/Yd8qPm+++dMoxMx217eBcZiCllHNOKZZSb25uhmGYvATnshLneY8xppS+XF2okhad3EE+Ly+eCF9IIux1KQ4tS/zkY4wxBnR0B5AlAAAADmWhxhhDCLXWcRyNZOfVM6a11nXd5cVKhNV0md9/iKGeAniaH4hPYfa3MUXtWAE57qzrui7npGrX1zebzcbdd8zcVM/GW+IauOu6vu9zitbMy21NNYL51WFXIsIswzg+3dVkX9Pk2T4xSGuGksAAsgQAAMD+8TiuUopXOiLezXU522/HGFNKXZclsNlkEs7Vcvdro3vG/JxXoKrExzTt5mvbiSv7eGUSQnBVPI5ls9ms12sR8fRuVSU7n5LUXdellLquE2FVK5sxhJBSDCKtNiK+68QyL8fn7lwi22w23yuhtl/5mlLyeWlNA0pwAcgSAAA4Y763Xf3qHHfa+eeD95PZ1tzzdoG1NdVWW2ORz2sGsv/nV2bbn++hrgqYvaBQyjkzkzYjIhYOfvlGUyzNbBy+xjj+nn1vSiEFIi6lmi2y2O37iQR3TS1svyvNFstEF6lE38l72Ul5f+wsv7cgPQfbpmgtYlazGIJtF3zMiVmGUm5v16WMIUZmbmZuarPwEYO42LYXZ3fXyvNLj/7FNPtExEFIm04VfmO4WK1EWNhUzZrmHM2otTr/iRGZLwt+5vlgZmqUuziW2poyb9ctPX16L14hU9P57XowDRK6FKIQmbE1IugSAFkCAADnyH7zjO0pk3J6w52ZzVxra9qYmZhY2PRQJ/YRssStRpsssx1pIGyqTYhiiDmnLicXcYFni3Paq/aedPcsxOeUyXMlyNiMgkQ1a023Gmo5Q/bdtXGA9UbEZpNHqKnOJu+j52/PLKndym/3BTYzUXBlosbC4vW+mLuuizFuaitlGMexqXKIOn0ekwQlIjvyiloq3jvpO/33yIJYdvhppYQQUs7uJ5kcZU2JSJhcg5iZrzwjUjLZShovWrYza8s5MmaWMJTBjETuFXPbx4phI5K5D71qiDEFb69jUXhHdaMeF4AsAQAA8G4Ns+WuS91ZX6yqblOr08eLTyLSdipNAO9s3IOez8LTw8y2DRH0iCBVvb29netTfS4Z/HB1La1zH9iU0mq1ytlj0t51aR5sOY9PjFHVWmuHK58w+/28WppXykYXRQBZAgAAYM/26GR50FR36wcpKj0tVQAAIABJREFUveVmYkrp4zuXuzFXW9174sp7VsLHVF3T7TITFhHp+s5ztdebda3t0y6/e91mmMlMW1Ov7RZjuuiuYgwiwfWDF+B+z2TNo8TMKYXNZqy1zu1QDidLgoScs8sSr8f1IzwuAGQJAACAg1ui3zNittbh2cZjxBjnJu4frw182FttU+vu01CnBxcEnqRjxMwSQ4wx5ayqX6+/rTebGOPSCfCp2/PNt5X3Qe+6rk+iOvWIfP91LTWJH6qUcrgRm6LLiEQkpbj0LkKTAMgSAAAAe7cYbWme6tQ/4WyLf3rg0FE0yWw+HrdjyZ0Nff/kDn0kFpYYhCim1Fpbr9ebYbBtPjV9tiym702xiHRd5yGCMbKqtaZzhOT7P9/xkCozqrU+l9G0h0Xrzh+v+uUBXWjuDiBLAADgpC2S9xscBzqW2xB+CI++UNUgwR5kkXwyU+NhKr/R0v7zoCmPHfKGiTlHD1uive5eP2rbz9v/tAiG8cHfzsiLj7LveXEx4BnbvvKeW1SveHUnBWKaK+GUYm1aynhzuy6tMnOIsZmSfb6EaV9CgZntLgDSc5a86jQzkXptg3uLYTksb7iRXZN4GNXt7aa1ti/N8x0VzV5GLMawVNRLv83jtyZEC4AsAQCAM2Dv3+huxxCR96fb3a03Wqa8i4jpqQ/OogSqPS0Y/NJSSn3f55zI9OUbvbtv49ed5PIcthPBD6pUvUh6mdl+F4XdFYimQ1i0y3M2T7pQq003m00ppWijKS1jsn0/kTk7rUCeeoy4KhGRGONqtYoxTsXNmj68qO/pkBd6POZD+w/r9Xr+WJeCe79S1/kppRDiXBphdpjsnBVkCYAsAQAA8FJxEiSUWmqtH1+E6sOY3RHzb1JKl5eXMYrq8ZNmaq1qug1Y4jOegmWxJiNqqjc3N5th4CA2y63Xyb1T0SU0ZbebtsrWYghdl7uuCyF48W0zYzJVZYl7PfLkbev7brMZlsLgEJpEVXnbctT7P+IpCiBLAAAAvIvWWopJRMYyzsHoZ8m2QbbNZa+6ruv7PngTdz5mEwx3C9RayegQe9snJUs8+WFHcbTWmmkXUm3NNcnUF+ZTjYQvIlVTVY6SU+77PufMzHNq+8whLHlmFuFxHBfr6iBHmVNlUgqEHHewP1BeGgAAfmyYjGxfFYE+gz5hEfFYf9cky6Ca40pEOov07mcHP4TAfM+a9drA3rWTdmrrfsJrDCHkruv7PqXkOnOn0PaBouNEpDXzrBJ6cQDYm1Q0eXAaArLAfoG3BAAAflxyyrVV95Oc+z79nekWwtRpoTUVERFuTYMc9/Qma1LO2tBzWzbGyVsyX6v7r4YyfupmfGrGTDHGy8vLyz4FJjOrtfoF3tVcdn3C+yxq51lhKcXNZmitmd3ldey9stxcgCvFYEaGCC4AWQIAAOdrQNuOEfDCd37PXpk7ZJuZhDSXnxKhzWb0RGtPPt4mjBMT2wuimnbOzXYz4k/IXhEmJg1CfZ+7riMi5il4i5kk8BvG9g0zO0sjWuQDSAhFragZkfg+93boAnlQ08dpFWamewY02ZPOC2Z9OG7zemvEnurtFaK83NnN7Sal2OVoU8wGiwlziCE0VSISIz22OrPnnDahboKImhJRUxJhn9aLHCzJ7BrxXy6X0xTERU/eLPbkgmQzakaNiJTEiJS56/pK9utmaCyBaS6hxo+1wXl6dEUXp8BEwmxMRKJmTVlKFvn5shehWsu8ZuaEeyS1A8gSAAAAj1uZs43oW/IiEmNQtXFsP9RQhBBSSu9sp713/emRS9qUziKCa7bC3TZNMdVaRSTnFGMcx1JKqbV6VdlPbb0uRebRnTxBJAitN+VwrW9sIU9TSnuspg0AZAkAAPwQLDtF+KamCJuRqrq9+AN94cUYQvBSyEe3/pedy5lZ9axye+bhrbXmnFd9MqPb9XBzc7NspnHKFcf4uYT7EILX135YXuwYkluYab1eT4Jw38t7Wq5TDCR1XcfMHvx53tlQALIEAADAQWxEInI/SWv1RBqKf7BCOx3Tf5n9PFdqooP15P7I61r2ugkScopENIx1s9nMIYXbN39ij0lrzTOyTsFbwsKlWq2VDrO8p30NmrJKZpcjXCUAsgQAAMBLUVXf0F1UQJrScH80k+LRFuPHteCnokaLArJ7T1A+jpXM7I6pkHOt9dv1ZrPZeL77vd72n/zOijHmnN11cOR1ZXxzc3NQZbvNVGFvw+LhoGezYgFkCQAAgI8wnpYR8K29spX42bEMIjqdMzmbMBjXfq5AUoq3Q7m9vS2l+P66exgWnqLTFldPvnp5dXVxceExgW6jH/FUW2vr9TqldDjhbV7ei9k7sfgs+w+QJQCyBAAATtfwPdCb5z+5KzP60Jbamn2zGrnr4KY6jvXh0e+sCjuDkTciEmZtjVNU1Z1kkheajw+KjNl+z9NPzM10pbvAp/mXT/89bSNqtk383rtcRbi1FkVSSu5S80HgVy5LZk4pxRha069fv63HMmuVpRibl9vp5pYw87bw7nz7+PmnlPq+v+qTz6OHci0i0+5mc1/PkFkDPBzwkGJK+frmNsbYWhP3R+01RLO1Jhxzzq3Uq6uLeUzm5qTLaydEdgHIEgAAAN+zruaN6lLKGXfR9bTjIKKqTVuXc4zxZHP651KqzKx6wOZ3LzmTu6JSr+/e4jpqTrTwzt/DUK6vr0spFD6tmaHGRGGWZkZk1Fq7uLj48uVKhMj06EvIXaCqOo6jC6FJEe1d7TOVUvrchRCJKp6rALIEAADAy2yIheHrmkRVW2uqyudbesuvd7t7HVJKMchphkjtluHatpk/1nkyTy6XN1RPnj0DMcaUUgiy2Yzfvn0rpcQY9SxuqHleLi8vr64uQqDWTPj4Cz6EYEQuC2fP04FWUWstxShydDkGIEsAAAB8Hk2yE0ThfhIPtzjjQp4i0lpjshhj1+UQggif7DT5xvbsyJp/Q0eKgfFDp5jeYK16NQXn27frzWbjkU6q+nmz2tmbii6qil1dXXZdJrJaTyLJe6rhpjoMo6myhFmW77dAsK/MlFLOUdUQoQUgSwAAALzO6nXLyZ0kdNdX8cyvOojknHOOpHbip+r/62qKjtdLcetQIiIK8S1BXN5cr9a6Xq/X67WrFPr0efyT+R1j7Lou55yzqFKtNhUEPt7V3fVUZ661+JhLCK5vRWT/skTt8vIyxKTNwg/U6wh8NFhcAABwzsyWytl3TvTcEm+qwFvrf2l5n6Lly3QK5vs8Pvx670YIIcbIzKWUm5ublJLnXo/jGOM5bH2GEHJOOUtr1JrFKDHS6XT98Xrf/CAhfu/LI6XEZ1QyDpwm8JYAAMCpW9vP1rS9K73FIhLmLAvVnZiL3c/4VEaGGdujJ++Dk611KeYcRchMlxb/oWUJ0xQ2w8xC3FR3GoTvjPKisSOXUmqrRK9xlew1YWYeopSS508HCfOoKlm7n44/D2ZKMaVoRNebwVslhq4fVYmMJLCEYqQUiEhIlyPBZmImx26nqLMYs+ks2Evgen0t0RjF/SQiZKrCJO4EUhJeaLm31Zs22ZkGup/H8vA5oGquuM3INAQJtbTNpuTcq5pqJSIRNtP3Dqpwa01YEktQtVq/XF72gYiaUiUKtKjZ8ITKBQCyBAAAfjjmiKBlH4y5Y8k5f4fF6FFqIYSrqys3999fnvXDZs3NzaMXyjUz2eZP8+5JTm62OeTMF1Xf9yFwa/b127fzWGnCwkytNTYTkdUqr/o8t+ZwX9zpnG0IrGqllEO0TFn2JFHVlFLOOYRQSoHkAJAlAAAAXmTj3vOTbN0s53ONOy4INa2NzHJMfd+FEE6qifvTk9Va8xin1pqdQAMP95aoathdMKZ655Xy1uZdl4jo9nZ9e7vW7Ro7fqfz15vftHCVqFYzY6Occ9/3OYe4zaI4wetiplqb1wVW1QN1pvQHSNd1McYT1GYAsgQAAMDpyhIjsq0moXOPpnAr2XvbpRi0tWUHyRM3kafUZLLW2nFVyexqyznVUmi3Z99dX84YY0ohxTCWdnNzW0pJKdXW6HOmHCzL0jGRmolRzvny4rLvgpoua0Wc4K00jmOt1ePu9n568x3k95frZ7hKwMHvSgwBAACclTJZeAzO24zwik9d18UY2rYjoRwy93fvSuCkDPogj5wM8zSqntouEkq129v1MAzLiMEzWG9RQtd1fd/nFJY97k/TBadKtdap6vfBTs99aMuOmUh5B4e9DTEEAADwkTz7vf7CL/6lieCRFR63pXae1XKEeNsqUcystRZi7LquS9GMTJXl3pb2oU3k5SC/oBrBI9PHTLXqZO0ddUGaWYzRPNElBCPbxjWp6tQqMcbITJvNZhimTXoiGseRjtpu5XVXSuYXNWW2UxUvmW0WJPRdzjmnGIlJ1YjtVRdkzwWzPfjlU6J05/cPozFLqbXWJ/LO97K8Qwg55ydk52eZegBZAgAA4CDMm7izUeKW0DbKXM7VSpi7YXgjwpxzzsmMzEgk7Nj2zw4C70YrvVoaPGGTfc8TMv9eRER4yv85apvLuUe7GWlTSsT3r6nrupxDKe3mZl1KWV6yC6r5n6euh+3eRAiJa8Iu5z53KaUYAm3rcRkRkb1N6L7qBnybZT+7Sprq3tukLkv/hRCWKSVviGeDaAGQJQAA8KNIFM+f/hHqbnnbBG0thND3fUqRiVS3dbc+j/HjBqUqeSPFoy+hEIKI1KpGpqpeAda132rVK/F6Pdzerg9R9OmDF9DUv3JaMxoCdzlfXlzEEMmMSAkxSo+pJgAgSwAAALzIbphz3InPNmOQt60hvZWEe068SJSIbBP+P82Ued0wn7XjVuJyWeLlX6ch5DvtxMzX3268j7iXY/q8S0hYZr+imaXIl5eXq37lV0vMNNcc82n6UR8pKLcFjrb2MAQAAPDZNcmPs6MpIjnnlML26k2ERehzxYm4e2eWJacwqlNEmYct2SRXVHW93gzDMOcY6Om0N3+TtJ172nixhJwybYvX3WVQ4LEy312fpOI2OBvgLQEAgE/Mw/4k52pEqFlKyetuqdoc5c5MZtSaegPsTyRLPPRumrOjnru7m1pr27QKIyNmrrWWMnp/FU+w/tT76KZTc8CYct93FzmYWW2VicWXESQJAJAlAABwxjy93fjCwlyz6lAjZjLi2raBWyTEL1Ujp733eW8n3hsOunHMzKu+67rsFzGHbInMJYNel+C+d9hrOhGZ0cKjwG7p8jYsau4BQtusZWZ+Y5t3JlMzeq+nSK1cXvw8joVIc85+La1qCCwSjVjN4wNfVC5sd5wPudyMtiXDXnAyTEZaLrvYddkbcbAnvnOY371zyvyCK91WWnvvdb7cDWVGRqRM6ovL7p1qsOdH3f987iO5HQdm4kDzcLzoiYR0dgBZAgAA4Af4fto2lvafJYSzubST6lgSYyytqWrOOedsTc91RaWU5vz+zxubNPl1AIAsAQAAAD6GEMI4jp7j3nWdyPnsy86JJadgHPtOeciJmetYxZ1x8y74aVvAr2r4cnFx4Xn8n3HBwC8BIEsAAACA4+DdEjyfROSs2kt7LwgvLHZ0czOEEERaazc3t2Ucf7r6srWDXZWc7rC/duA8SWZOxwqfx//mWT3zSoFCAecKKnEBAAA4Rcws59z3rknonCJXXGWdjiwZSvnll19vb2/pLnNgmoJzKqHgXWLcT/W5nA9bbwnkCDhz4C0BAABwkt9PMeacRHiqu3WOQVyncDKbzYaIVLXrulbrJxvJVwrd2cT/XKFc8wl7exUAIEsAAAB8BCIyt0f0DF3/59aQ8mxp2qkLvDS8Poydw73z6GY2h9l4+jWRV7WawokOulnsUoEelD5786fRovSW25I+pyEEZhrHkbe/ZJEj+iTmlVZrXaZqTCcuTM3evCQ+YPnNeRdTWbOtJ0RE+r6f7xG/leamJYdYP/NZzd1RXjJQ36t/MH9ISklEbm5uVqveg7ls38MYQtDWYghfvlwyTyP5vVpbz/5mZ14AgCwBAIDPylJvfOqSQa/+QorR45pijK5PzoYdI9WM0KVuD0pgSnmftB8T+8iKSJe7lNOnv8AppYRrrdty0gfRfqpKRjFGEYFDBkCWAAAAuDNh/Ydt2MaP0mvZDXdvvx2CnNkVL3fHVW3eUYY+eYcsYeG7jh9GJiI5Jk9JSkm0tc+uSXxjYhzHUgodrE+IqsYQcs5THhcAkCUAAACI7kVQzGVk3X4976AIVY0xdl0OIaie1cUuQ4nu9XcHe8It+Bhj33cpxfMwr321lFJKKbN8PcRzgJlzyiklVRLUQgKQJQAAAGYTYfaTzK0tFpvrZ3vhKaWU4vn5SehB1I3HqtGcV4BF/8Y7hbzFigsSryUdI3vDwdbo81ZJmLch3FVSa/VoLo/j2rtgdxelCLemIQhWJDja/gKGAAAATs0iWabPEv0oeQjefpuIVO3so9sRu7V3JZ9SSGm6dc7JF7VMNjtQPCczh3BXlQGAY/EjekvM1sxja1ytCzG1ZiEIGwkpkxLRwFBrb6Errab4O+I/MOZKm0DpetxI+T+XbXU7XPHvYYje8m2hYuEblXWX/9CMtV8zK9lY9Hcy/Ine9PZljVF6AwNT31pSUelKCoOMvw1foxWy319rXsV3PmTsta+6NeAborTo+LYjVMzsc/cusMbMwsakvGiO0Xep79yiNDIK0zPYnrWlTk9mMDMx2/bkpx+8utqcwXxzc3Pvrw45q/z8mYfFaM9j7j8okz39Ce3+yw/qSb1o8IiUSImYSKczdnVB4aGBLiJens5aTWwhyGqV+r5nZtta1cJETCJhuVp2br3Xrp+DKsmdkxEjY44xfLu9XdeRhIxNmcQosJjSdsQeH2J+dtNZicg8cSUwXXQ5BW6tMLVW6Z2VygRxYACy5DWPltVmHVOX/tt//e//5t/+e7MYQ2QiJmNqYjYE3FFv4c//83/glDsyMaJKq5G+/rs/+92f/Zdvl/WPh/w3XcEQvYGRu5b+dn0V/+G/+tf9P/snN0wdXUrpx5T/09fyH//X+nf1G0bpDfxd3/88br6MmmsfVf/5P/rpX/zpH/y2FhnTSom+fLQ5u0w8+HFy3H9AXJ9gHN5utcQoIh4FJ0whhIuLi67r6DBJF8eitdavumEspRS/3r0+dO50mpmFGFJK8wBCVADIkg+FiXJMtdLXr+u/+Iu/jfmyNaYpZECZqKI23tseo6OmTH1kZbKsbb2++av//dv/+ZfJvolpH7Cp/xaCdJflb/62Y/mXv6POiDg2ouvwU3d5TcOf20j1C0bpLWwu/6ptSBtRuKrDP/7la6UrpV8lRqMLpnyER9P9HHdM0TmxqK7G41jP6dJ2Wq7srFx974ff+zjPrtBSTDWltMpdl0LO2asI0Ik50N77NGAehqGUsvcUGSPzPRB3LuWcQwhmuiy2AQBkyQexHkZt0q1i7CInGmpR7oiEiIkCkSL/8G0oCTVKQsR0EzRcyfXFeK1/d5OGlcVvUjFEb6BK+o1mtlp6FuE0O+e/0dXXQrfXcbjAKL2BXNcq4xhMAxdrnVgkknBLSTekK/rtxwsS7wRH98PHUUD2bGTJthENt89ctfbIEkjERXuMcbVaeeiRK/lz0iRElFIqYymlqKpI2O+lMTGL+JPGSwUwszY48QBkyTFYrYKRFaX1eDvqN5VLEiYSmuJrSQgG9FsYu9gxSTMSC8Eajclqn7P+fvzl168r/g2G6A3cyoWWNthmoJCUhNo3ofgbWg30G+aLy2AlY5TewKVJ4VCiULggzZtyrUTcfiIba7j6YE0yx27RIuX07MsB/8gSBYPwnqFLKfV933Wd54GeZU/xEGV9vfZ8pP0/CpiY2dS8v/ss9s5M2gHIks9Cu9n8krufQ2dpZa21qqNRIJ6sAYUseRObzF88cbFaFoscvg411zFbUCvxFiP0pi+nnMg69rLySiRhTTRI+5NV+fb/1uvrvzb5fYzSW559rIPEJolCLpwoKRMx/VzLWMOHKr2H+STLBgW08KU8/MOXmLk7r74869fM3HyZE/HfYFLvvn97RTvx6ydlDL3hZJaGo/+8k0DiU+z9WB4G6RnT0+NqRGpm7sk3m7UszR3O32PrL/9/uwhVdVuR9pWTvnNpZPP/0jb/Xk0fjvH2KHdVAIiIacpx9zAtZokxrFZ912VhIjNvTHmU9fPwzppv1TfMiTftcU+aiNRSx3FsrXGYouRERNWC3zj8rNC1p2fczNSUmVNKIqxqy2cRxAmALPlQS6/PPzft6oZ1jM1i00AkZNPXpKBu8pvoR6PgoXA8Mhfi1qcx5q/DraxLyhB7b6HEDbVBQhFpGklbWxH9rEGGcMlV0u+FW9QSeAvJiLTU1pQlWs08MF0p/2pyq/Qbog8NjXMrdg7sfjQl2o2zfZnRS2Po/kftntVsQ/sPpq841kNrSZjdElqW+nm55jm0tbT8/Ndalsu/Xe7cT+JBycy8JYuq7lQ6MuKnKyI3NVqKVU9A0knJhhjfM27qCdBkRMSL6MFZQMbXVKd8IESFiGRrR5s2VTVVf5d3yVC11lprjZlDjDQnehJxVTPzZoKe3e5BR8KT3OEHI//B6+fRz3zJL/mxGmkeVRVCKJuBiL1DpDHVWn3NiDCZd2VprmH8uRF314A8eddPyjbGmHMyO7mtAQBZ8gNRqwh3zNSn3koO3MV4QSbzPg4xPOxvIQ+VVlkjE3MjDSTrolY1DvIPrv7o78oNhugt33lGYl+5FCmDEbXAX4zoG9GGfv1GrQRB0s6bWMdEQkSNdBDbjG1j9PuNfklZVrTZryx51sBd+kkexqLMtYMf/at3GhMPPtaWZpNbpb5xPvlM7luoT/teHl44k4YQ5v4kn/72/I4j67Gh0K3nQVtrpZRXyZKY8nKHnEVESEQCkRCP4/geWWLE92XJyrbKSlVba2N9KhnmQcr7vX+P5LJkUr8xSAiBRUQ800aYvWlGcHN8HMelLLkIIQQmNWK6vOgvV53fHmpK5pWLT9SYfmTxPylL5hJtXrT35uZmLGMzY1OlZaHw6R71+9HvUBF5sAbkybs+hBiDhK7rQgi2kDeE8FEAWfLBBOZaiJjqULlxyrHVgkpc70dIKVARSkaXTUJLX4bVpf0kt18zyxW6wbyJEqVakyR9oai2ETIlVqIrutZI/aoockveNrAdNSJt3DiINA4DkfEXGiXZiro9WKsvNFA8Yfe1sd37KiK8qytk91U/t/md9mRx24fns/ObLke3Pj9drMijp2r3fQtPXLhLOzPzyrZej/XlsqSpBrlzv/jUN22qZsQ7n/ZaVeyzPssSn3Q/XGtNhJ/uYvG0LEkSl7LEtLXWAvN2vZvZXQRjay2E4Oa6j0cphZm7rlutVjlnYTEy9xNNZvrnaePzIOhrd4HN4Wq3t7fuUgsiJqw0eZP8jhcm24au+XPDpf7LZYkR1VpjCCkl5nvxXi/y88BGApAl+/x2EQqROBCz/fSTlvJrlwL6luxB72VpkTZknTGNQo3DT7/5Hz/lvwn9P6qrXy9/xhC9gW+Nx6Txj37vj1c/p8ZBQgsUrvQ6bfpfhn9a2l9e/yVG6Q3831X8edz8NGisfVL9e3/6R4FI6CeylN5dkObZb/GHwUKzk+RhYPqjjgXfYH6DLHn6T1gohDCbenNiyTaARLS9QoA9PNasST7fF8djV/pyb8nsbmLmnPOOt+RZUkoxSPDmgMxkxswpJlY1YtP2nkm/10jRLMboXTu31yhm9ckPf8WxfBzCNjXGjNxbklJy98i4HRn/lNVqxcyr1Sqn3LTZNpVmzq1ZypKTqiXw7CJ/KKi2K4TuCovxFLwx18va3qccY+z7nohqrSLyYEU9OQshEHHKKcZgNj1heHHLP+0FfXbbBYC33zg/4nqytdFGNZYWJXaqJhLYTMiYlMhG7Ou/ib7tdnmPv67HqH991S6G8hPaa7xttVqwdEvDdd/9IZPUbsNsautCvwvrv2+3fb0aMEpvYBBddnnfyPCT/NrbwPaHX0v+TbffSXzFY/Z72dJ3rxqLkBmp2kvM+6dtiAfG0zaQg4yMmNkNQWHx3dl3p1frE5kAR88tec1A3YXe7YiTuRP58s0ezO8/e0LFjgn5dCv12kyYAnMgNVMiYomlmTEZUXjWAn7ydZ2sZLcJyON4RKbCu95g7ykb90mVMt5/j/miNQvMfghfVKqmbEQ0H8vPKqrylE1hD10jz8qS/S6YF67P2fnzdNKL0e7iZ2ZVC4Fb0yhCUwUZI5kajATvWq9kTM3vVmKv1sWv6W2iak0tCAfhphT57t7ciePyNfB0gYpDDzuALAEAAAAAAACAjwNuAQAAAAAAAABkCQAAAAAAAACyBAAAAAAAAAAgSwAAAAAAAACQJQAAAAAAAAAAWQIAAAAAAACALAEAAAAAAAAAyBIAAAAAAAAAZAkAAAAAAAAAQJYAAAAAAAAAIEsAAAAAAAAAALIEAAAAAAAAAFkCAAAAAAAAAJAlAAAAAAAAAMgSAAAAAAAAAIAsAQAAAAAAAECWAAAAAAAAAABkCQAAAAAAAACyBAAAAAAAAAAgSwAAAAAAAACQJQAAAAAAAAAAWQIAAAAAAACALAEAAAAAAAAAyBIAAAAAAAAAZAkAAAAAAAAAQJYAAAAAAAAAIEsAAAAAAAAAALIEAAAAAAAAAFkCAAAAAAAAAJAlAAAAAAAAAMgSAAAAAAAAAIAsAQAAAAAAAECWAAAAAAAAAABkCQAAAAAAAACyBAAAAAAAAAAgSwAAAAAAAACQJQAAAAAAAAAAWQIAAAAAAACALAEAAAAAAAAAyBIAAAAAAAAAZAkAAAAAAAAAQJYAAAAAAAAAIEsAAAAAAAAAALIEAAAAAAAAAFkCAAAAAAAAAJAlAAAAAAAAAMgSAAAAAAAAAIAsAQAAAAAAAECWAAAAAAAAAABkCQAAAAAAAACyBAAAAAAAAAD04SXGAAAASElEQVQgSwAAAAAAAACQJQAAAAAAAAAAWQIAAAAAAACALAEAAAAAAAAAyBIAAAAAAAAAZAkAAAAAAAAAQJYAAAAAAAAATov/D2xbZOMbp+OQAAAAAElFTkSuQmCC"/><div class="c x0 y0 w7 hc"><div class="t m0 x4 h2 ye ff1 fs0 fc0 sc0 ls0 ws0">Sprawozdanie nt. informacji niefinansowych GK MIRBUD za 2025<span class="_ _1"></span> rok<span class="ff2"> </span></div><div class="t m0 x4 h2 yf ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hd y10 ff4 fs3 fc0 sc0 ls1a ws0">29<span class="ff5 fs8 ls0"> </span></div><div class="t m0 x8 h6 y36 ff9 fs3 fc0 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _c"> </span><span class="ff1">IEA – raportu World <span class="_ _1"></span>Energy Outlook 20<span class="_ _1"></span>23, korzystając ze sc<span class="_ _1"></span>enariusza STEPS;<span class="_ _1"></span></span> </span></div><div class="t m0 x8 h6 y3e8 ff9 fs3 fc0 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _c"> </span><span class="ff1">NGFS <span class="_ _e"> </span>- <span class="_ _18"> </span>NGFS <span class="_ _e"> </span>long-ter<span class="_ _1"></span>m <span class="_ _e"> </span>s<span class="_ _1"></span>cenarios <span class="_ _e"> </span>for <span class="_ _e"> </span>centra<span class="_ _1"></span>l <span class="_ _e"> </span>banks<span class="_ _1"></span> <span class="_ _e"> </span>and <span class="_ _e"> </span>supervisors<span class="_ _1"></span>, <span class="_ _e"> </span>korz<span class="_ _1"></span>ystając <span class="_ _e"> </span>ze </span></span></div><div class="t m0 x43 h6 y3e9 ff1 fs3 fc0 sc0 ls0 ws0">scenariusza Current P<span class="_ _1"></span>olicies.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x4 h6 y3ea ff1 fs3 fc0 sc0 ls0 ws0">Lata <span class="_ _1"></span>20<span class="_ _1"></span>30, <span class="_ _1"></span>204<span class="_ _1"></span>0, <span class="_ _1"></span>205<span class="_ _1"></span>0 <span class="_ _1"></span>zos<span class="_ _1"></span>tały <span class="_ _1"></span>wybra<span class="_ _1"></span>ne <span class="_ _1"></span>jak<span class="_ _1"></span>o <span class="_ _1"></span>hory<span class="_ _1"></span>zonty <span class="_ _8"></span>czasowe <span class="_ _8"></span>dla <span class="_ _1"></span>r<span class="_ _1"></span>yzyk <span class="_ _8"></span>i <span class="_ _1"></span>sz<span class="_ _1"></span>ans <span class="_ _8"></span>klimatycznyc<span class="_ _1"></span>h, <span class="_ _1"></span>aby </div><div class="t m0 x4 h6 yfe ff1 fs3 fc0 sc0 ls0 ws0">wyznaczenie <span class="_ _11"> </span>trendów<span class="_ _1"></span> <span class="_ _11"> </span>opierało <span class="_ _11"> </span>się <span class="_ _11"> </span>o <span class="_ _11"> </span>punkty <span class="_ _11"> </span>odn<span class="_ _1"></span>iesienia, <span class="_ _11"> </span>wydarze<span class="_ _1"></span>nia <span class="_ _11"> </span>i <span class="_ _11"> </span>tendencje <span class="_ _11"> </span>zawarte<span class="_ _1"></span> <span class="_ _11"> </span>w </div><div class="t m0 x4 h6 y3eb ff1 fs3 fc0 sc0 ls0 ws0">scenariuszach <span class="_ _1e"> </span>bazowych.<span class="_ _1"></span> <span class="_ _1e"> </span>Dzięki <span class="_ _1e"> </span>zastosowaniu <span class="_ _1e"> </span>t<span class="_ _1"></span>ych <span class="_ _1e"> </span>horyzontów <span class="_ _1e"> </span>czas<span class="_ _1"></span>owych <span class="_ _22"> </span>możliwe <span class="_ _1e"> </span>było </div><div class="t m0 x4 h6 y3ec ff1 fs3 fc0 sc0 ls0 ws0">wykorzys<span class="_ _1"></span>tanie 3 <span class="_ _1"></span>scenariusz<span class="_ _1"></span>y <span class="_ _1"></span>bazowych <span class="_ _1"></span>jako <span class="_ _1"></span>punków <span class="_ _1"></span>referencyj<span class="_ _1"></span>nych <span class="_ _1"></span>i ty<span class="_ _1"></span>m s<span class="_ _1"></span>amym <span class="_ _1"></span>zmaksymalizowan<span class="_ _1"></span>ie </div><div class="t m0 x4 h6 y3ed ff1 fs3 fc0 sc0 ls0 ws0">możliwości wykorzy<span class="_ _1"></span>stania dostępnych d<span class="_ _1"></span>anych z rekomendowanyc<span class="_ _1"></span>h przez ESRS <span class="_ _1"></span>i TCFD.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x4 h3c y3ee ff3 fs8 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h3c y3ef ff3 fs8 fc0 sc0 ls0 ws0">Identyfikacja i ocena ryzyk </div><div class="t m0 x4 h6 y3f0 ff1 fs3 fc0 sc0 ls0 ws0">Długa <span class="_ _8"></span>lista <span class="_ _b"></span>ryzyk <span class="_ _b"></span>i <span class="_ _8"></span>szans <span class="_ _b"></span>związanych <span class="_ _8"></span>ze <span class="_ _b"></span>zmianą <span class="_ _8"></span>k<span class="_ _1"></span>limatu <span class="_ _8"></span>zos<span class="_ _1"></span>tała <span class="_ _8"></span>wypracowa<span class="_ _1"></span>na <span class="_ _8"></span>na <span class="_ _b"></span>podstawie <span class="_ _8"></span>k<span class="_ _1"></span>ategorii </div><div class="t m0 x4 h6 y3f1 ff1 fs3 fc0 sc0 ls0 ws0">ryzyk <span class="_ _10"> </span>i <span class="_ _a"> </span>szans <span class="_ _10"> </span>uwzględnionych <span class="_ _10"> </span>w <span class="_ _a"> </span>rekomendacjach <span class="_ _10"> </span>TCFD <span class="_ _10"> </span>(Recommendations <span class="_ _10"> </span>of <span class="_ _10"> </span>the <span class="_ _a"> </span>Task <span class="_ _10"> </span>Force <span class="_ _a"> </span>on<span class="_ _1"></span> </div><div class="t m0 x4 h6 y3f2 ff2 fs3 fc0 sc0 ls0 ws0">Climate-related F<span class="_ _1"></span>inancial Disc<span class="_ _1"></span>losures <span class="ff1">–<span class="_ _1"></span></span> Final Report J<span class="_ _1"></span>une 2017), wym<span class="_ _1"></span>o<span class="ff1">gów zaw<span class="_ _1"></span>artych w E<span class="_ _1"></span>SRS E1 AR </span></div><div class="t m0 x4 h6 y3f3 ff2 fs3 fc0 sc0 ls0 ws0">9-<span class="ff1">12 oraz wspólnyc<span class="_ _1"></span>h prac i wiedzy eksperckiej z<span class="_ _1"></span>espołu MATERI<span class="_ _1"></span>ALITY.<span class="_ _1"></span></span> </div><div class="t m0 x4 h6 y3f4 ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h6 y3f5 ff1 fs3 fc0 sc0 ls0 ws0">Ryzyka <span class="_ _8"></span>i <span class="_ _8"></span>sz<span class="_ _1"></span>anse <span class="_ _8"></span>klimatyczne, <span class="_ _8"></span>w<span class="_ _1"></span> <span class="_ _8"></span>tym <span class="_ _8"></span>zakres, <span class="_ _8"></span>w<span class="_ _1"></span> <span class="_ _8"></span>jakim <span class="_ _b"></span>aktywa <span class="_ _8"></span>oraz <span class="_ _b"></span>działalność <span class="_ _8"></span>gos<span class="_ _1"></span>podarcza <span class="_ _8"></span>mogą <span class="_ _8"></span>być<span class="_ _1"></span> </div><div class="t m0 x4 h6 y3f6 ff1 fs3 fc0 sc0 ls0 ws0">narażone i <span class="_ _2"></span>wr<span class="_ _1"></span>ażliwe na <span class="_ _0"></span>zidentyfikowane zagrożenia klimatyczne, zostały <span class="_ _0"></span>ocenione przez wewnętrznych </div><div class="t m0 x4 h6 y3f7 ff1 fs3 fc0 sc0 ls0 ws0">ekspertów GK MIRBUD <span class="_ _1"></span>według następując<span class="_ _1"></span>ej metodyki oraz s<span class="_ _1"></span>kal:<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x4 h6 y3f8 ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h6 y3f9 ff1 fs3 fc0 sc0 ls0 ws0">Istotność ryzyk<span class="_ _1"></span> i szans obliczona została z<span class="_ _1"></span>a pomocą wz<span class="_ _1"></span>oru:<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x4 h6 y3fa ff1 fs3 fc0 sc0 ls0 ws0">Istotność = (prawdopo<span class="_ _1"></span>dobieństwo wystą<span class="_ _1"></span>pienia * waga s<span class="_ _1"></span>kutków) + waga skutków<span class="_ _8"></span><span class="ff2"> </span></div><div class="t m0 x4 h6 y3fb ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h6 y3fc ff1 fs3 fc0 sc0 ls0 ws0">Przyjęto następując<span class="_ _1"></span>e skale ocen:<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x4 h6 y3fd ff2 fs3 fc0 sc0 ls0 ws0">- <span class="ff1">Skala prawdopodo<span class="_ _1"></span>bieństwa: od 1 (m<span class="_ _1"></span>inimalne) do 5 (<span class="_ _1"></span>pewne)<span class="_ _1"></span></span> </div><div class="t m0 x4 h6 y3fe ff2 fs3 fc0 sc0 ls0 ws0">- <span class="ff1">Skala wagi skutków ry<span class="_ _1"></span>zyk: od 1 (minimal<span class="_ _1"></span>ne) do 5 (krytycz<span class="_ _1"></span>ne)</span> </div><div class="t m0 x4 h6 y3ff ff2 fs3 fc0 sc0 ls0 ws0">- <span class="ff1">Skala wagi skutków sz<span class="_ _1"></span>ans: od 1 (minima<span class="_ _1"></span>lne) do 5 (dec<span class="_ _1"></span>ydujące)<span class="_ _1"></span></span> </div><div class="t m0 x4 h6 y400 ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h6 y401 ff1 fs3 fc0 sc0 ls0 ws0">Ocena <span class="_ _b"></span>ryzyk <span class="_ _b"></span>i <span class="_ _b"></span>szans <span class="_ _b"></span>zos<span class="_ _1"></span>tała <span class="_ _8"></span>przeprow<span class="_ _1"></span>adzona <span class="_ _b"></span>na <span class="_ _b"></span>poziomie <span class="_ _b"></span>całej<span class="_ _1"></span> <span class="_ _8"></span>G<span class="_ _1"></span>rupy, <span class="_ _b"></span>bez <span class="_ _8"></span>a<span class="_ _1"></span>nalizy <span class="_ _b"></span>sz<span class="_ _1"></span>czegółowej <span class="_ _b"></span>na </div><div class="t m0 x4 h6 y402 ff1 fs3 fc0 sc0 ls0 ws0">poziomie <span class="_ _a"> </span>poszc<span class="_ _1"></span>zególnych <span class="_ _a"> </span>jednost<span class="_ _1"></span>ek <span class="_ _a"> </span>lub <span class="_ _a"> </span>aktywów. <span class="_ _10"> </span>Analiza <span class="_ _a"> </span>obejmowała <span class="_ _a"> </span>zarówn<span class="_ _1"></span>o <span class="_ _a"> </span>własną <span class="_ _a"> </span>dz<span class="_ _1"></span>iałalność </div><div class="t m0 x4 h6 y22 ff1 fs3 fc0 sc0 ls0 ws0">Grupy, jak i <span class="_ _0"></span>jej łańcuch wartości w <span class="_ _0"></span>obszarach upstream oraz downstr<span class="_ _1"></span><span class="ff2">eam, w perspektywie kolejnych 12 </span></div><div class="t m0 x4 h6 y403 ff1 fs3 fc0 sc0 ls0 ws0">miesięcy. Wyniki oceny dla <span class="_ _1"></span>tego okresu zostały następ<span class="_ _1"></span>nie ekstrapolowane na poz<span class="_ _1"></span>ostałe ramy czas<span class="_ _1"></span>owe </div><div class="t m0 x4 h6 y404 ff1 fs3 fc0 sc0 ls0 ws0">w <span class="_ _11"> </span>odniesieniu <span class="_ _11"> </span>d<span class="_ _1"></span>o <span class="_ _11"> </span>dwóch <span class="_ _1a"> </span>przyjętych <span class="_ _1a"> </span>scenariuszy <span class="_ _11"> </span>klimatyc<span class="_ _1"></span>znych, <span class="_ _11"> </span>zgodnie <span class="_ _11"> </span>z<span class="_ _1"></span> <span class="_ _11"> </span>parametram<span class="_ _1"></span>i <span class="_ _11"> </span>tych </div><div class="t m0 x4 h6 y405 ff2 fs3 fc0 sc0 ls0 ws0">scenariuszy. W efekc<span class="_ _1"></span>ie uzyskano ostat<span class="_ _1"></span>eczne wynik<span class="_ _1"></span>i analizy scenar<span class="_ _1"></span>iuszy. </div><div class="t m0 x4 h6 y406 ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h6 y407 ff1 fs3 fc0 sc0 ls0 ws0">Za <span class="_ _16"> </span>istotne <span class="_ _16"> </span>uznan<span class="_ _1"></span>o <span class="_ _16"> </span>ryzyka <span class="_ _16"> </span>i <span class="_ _16"> </span>szanse, <span class="_ _16"> </span>który<span class="_ _1"></span>ch <span class="_ _16"> </span>poziom <span class="_ _16"> </span>istot<span class="_ _1"></span>ności <span class="_ _d"> </span>–<span class="_ _1"></span><span class="ff2"> <span class="_ _16"> </span>obliczony <span class="_ _16"> </span>z<span class="_ _1"></span>godnie <span class="_ _f"> </span>z<span class="_ _1"></span>e <span class="_ _16"> </span>wzore<span class="_ _1"></span>m </span></div><div class="t m0 x4 h6 y408 ff1 fs3 fc0 sc0 ls0 ws0">przedstawionym <span class="_ _8"></span>powy<span class="_ _1"></span>żej <span class="_ _8"></span>–<span class="ff2"> <span class="_ _8"></span></span>wyniós<span class="_ _1"></span>ł <span class="_ _1"></span>12<span class="_ _1"></span> <span class="_ _1"></span>lub <span class="_ _8"></span>więcej<span class="_ _1"></span> <span class="_ _1"></span>w<span class="_ _1"></span> <span class="_ _1"></span>co<span class="_ _1"></span> <span class="_ _1"></span>najm<span class="_ _1"></span>niej <span class="_ _1"></span>j<span class="_ _1"></span>ednej <span class="_ _1"></span>pers<span class="_ _1"></span>pektywie <span class="_ _8"></span>czasowej <span class="_ _b"></span>lub <span class="_ _1"></span>dla<span class="_ _1"></span> </div><div class="t m0 x4 h6 y33a ff1 fs3 fc0 sc0 ls0 ws0">któregokolwiek <span class="_ _15"> </span>analizowan<span class="_ _1"></span>ego <span class="_ _10"> </span>sc<span class="_ _1"></span>enariusza. <span class="_ _10"> </span>Ze<span class="_ _1"></span> <span class="_ _10"> </span>względu<span class="_ _1"></span> <span class="_ _10"> </span>na <span class="_ _15"> </span>konieczność<span class="_ _8"></span><span class="ff2"> <span class="_ _15"> </span>priorytetyzacji, <span class="_ _15"> </span>za <span class="_ _10"> </span>istotne<span class="_ _1"></span> </span></div><div class="t m0 x4 h6 y367 ff1 fs3 fc0 sc0 ls0 ws0">uznano <span class="_ _b"></span>wyłącznie <span class="_ _b"></span>te <span class="_ _b"></span>ryz<span class="_ _1"></span>yka <span class="_ _8"></span>i <span class="_ _b"></span>szanse, <span class="_ _b"></span>kt<span class="_ _1"></span>óre <span class="_ _b"></span>odnoszą <span class="_ _b"></span>s<span class="_ _1"></span>ię <span class="_ _8"></span>bezp<span class="_ _1"></span>ośrednio <span class="_ _b"></span>do <span class="_ _b"></span>działa<span class="_ _1"></span>lności <span class="_ _8"></span>w<span class="_ _1"></span>łasnej <span class="_ _b"></span>Grupy </div><div class="t m0 x4 h6 y409 ff1 fs3 fc0 sc0 ls0 ws0">Kapitałowej.<span class="ff2"> </span></div><div class="t m0 x4 h6 y40a ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h3c y40b ff3 fs8 fc0 sc0 ls0 ws0">Rezultat </div><div class="t m0 x4 h6 y40c ff2 fs3 fc0 sc0 ls0 ws0">W <span class="_ _2"></span>wyn<span class="_ _1"></span>iku <span class="_ _0"></span>analizy <span class="_ _2"></span>sc<span class="_ _1"></span>enariuszy<span class="_ _1"></span> <span class="_ _2"></span>za <span class="_ _0"></span>istotne <span class="_ _2"></span>uzn<span class="_ _1"></span>ano <span class="_ _0"></span>25 <span class="_ _2"></span>ryz<span class="_ _1"></span>yk <span class="_ _0"></span>(17 <span class="_ _2"></span>transformacy<span class="_ _1"></span>jnych <span class="_ _0"></span>oraz <span class="_ _2"></span>8 <span class="_ _0"></span>fizycznyc<span class="_ _1"></span>h) <span class="_ _2"></span>oraz </div><div class="t m0 x4 h6 y40d ff1 fs3 fc0 sc0 ls0 ws0">20 szans. <span class="_ _1"></span>Zostały on<span class="_ _1"></span>e pogrupowane <span class="_ _1"></span>według <span class="_ _1"></span>kategorii <span class="_ _1"></span>zgodnych z <span class="_ _1"></span>taksonomią<span class="_ _8"></span><span class="ff2"> TC<span class="_ _1"></span>FD. Istotne <span class="_ _1"></span>kategorie<span class="_ _1"></span> </span></div><div class="t m0 x4 h6 y40e ff2 fs3 fc0 sc0 ls0 ws0">ryzyk i szans opisano w<span class="_ _1"></span> ujawnieniu ESR<span class="_ _1"></span>S E1 IRO-<span class="_ _1"></span><span class="ls1">1.</span> </div><div class="t m0 x4 h12 y40f ff6 fsb fc0 sc0 ls13 ws0">E1<span class="ls0">-2 Polityki związ<span class="_ _1"></span>ane z łagodzeni<span class="_ _1"></span>em zmiany klimat<span class="_ _1"></span>u i przystosowaniem </span></div><div class="t m0 x4 h12 y410 ff6 fsb fc0 sc0 ls1f ws0">sią do niej <span class="_ _1"></span><span class="ff3 ls0"> </span></div><div class="t m0 x4 h6 y411 ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h6 y2f0 ff1 fs3 fc0 sc0 ls0 ws0">Grupa <span class="_ _1a"> </span>Kapita<span class="_ _1"></span>łowa <span class="_ _1a"> </span>MIRB<span class="_ _1"></span>UD <span class="_ _1a"> </span>nie <span class="_ _12"> </span>posiada <span class="_ _1a"> </span>de<span class="_ _1"></span>dykowanej <span class="_ _1a"> </span>pol<span class="_ _1"></span>ityki <span class="_ _1a"> </span>mającej<span class="_ _1"></span> <span class="_ _1a"> </span>na <span class="_ _1a"> </span>cel<span class="_ _1"></span>u <span class="_ _1a"> </span>zarządzan<span class="_ _1"></span>ie </div><div class="t m0 x4 h6 y412 ff1 fs3 fc0 sc0 ls0 ws0">zagadnieniami <span class="_ _1"></span>z<span class="_ _1"></span>wiązanymi <span class="_ _8"></span>z <span class="_ _1"></span>przeciwdziała<span class="_ _1"></span>niem <span class="_ _1"></span>zmiani<span class="_ _1"></span>e <span class="_ _1"></span>klimatu <span class="_ _8"></span>i <span class="_ _1"></span>przystosowan<span class="_ _1"></span>iem <span class="_ _1"></span>się <span class="_ _1"></span>do <span class="_ _8"></span>niej. <span class="_ _1"></span>Grup<span class="_ _1"></span>a </div><div class="t m0 x4 h6 y413 ff1 fs3 fc0 sc0 ls0 ws0">MIRBUD w <span class="_ _0"></span>swojej Strategii Zrównoważonego Rozwoju jako <span class="_ _0"></span>jedną ze <span class="_ _0"></span>swoich amb<span class="_ _1"></span>icji przyjęła <span class="_ _0"></span>„Działanie<span class="_ _1"></span> </div></div></div><div class="pi" ></div></div><div id="pf1e" class="pf w5 hc" ><div class="pc pc1e w5 hc"><img class="bi x0 y0 w6 h1" alt="" src="data:image/png;base64,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class="c x0 y0 w7 hc"><div class="t m0 x4 h2 ye ff1 fs0 fc0 sc0 ls0 ws0">Sprawozdanie nt. informacji niefinansowych GK MIRBUD za 2025<span class="_ _1"></span> rok<span class="ff2"> </span></div><div class="t m0 x4 h2 yf ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hd y10 ff4 fs3 fc0 sc0 ls20 ws0">30<span class="ff5 fs8 ls0"> </span></div><div class="t m0 x4 h6 y51 ff1 fs3 fc0 sc0 ls0 ws0">na rzecz <span class="_ _1"></span>ochrony <span class="_ _1"></span>środowiska <span class="_ _1"></span>i klimatu”<span class="_ _1"></span> i <span class="_ _1"></span>przyjęła ce<span class="_ _1"></span>le <span class="_ _1"></span>strategiczne z<span class="_ _1"></span>wiązane z<span class="_ _1"></span> zarz<span class="_ _1"></span>adzaniem ryzy<span class="_ _1"></span>kami </div><div class="t m0 x4 h6 y52 ff1 fs3 fc0 sc0 ls0 ws0">klimatycznymi oraz red<span class="_ _1"></span>ukcją wpływu dzi<span class="_ _1"></span>ałalności na klimat. <span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x4 h6 y80 ff1 fs3 fc0 sc0 ls0 ws0">Potrzeba <span class="_ _0"></span>stworzenia <span class="_ _2"></span>de<span class="_ _1"></span>dykowanej <span class="_ _0"></span>polityki <span class="_ _2"></span>klimatyc<span class="_ _1"></span>znej <span class="_ _0"></span>lub <span class="_ _2"></span>polityki <span class="_ _0"></span>środowiskowej <span class="_ _0"></span>zawierającej <span class="_ _2"></span>w <span class="_ _0"></span>swoim </div><div class="t m0 x4 h6 y81 ff1 fs3 fc0 sc0 ls0 ws0">zakresie <span class="_ _1f"> </span>kwestie <span class="_ _1f"> </span>zwi<span class="_ _1"></span>ązane <span class="_ _1f"> </span>z <span class="_ _1f"> </span>kl<span class="_ _1"></span>imatem <span class="_ _1f"> </span>zostanie <span class="_ _11"> </span>przeanalizowana <span class="_ _11"> </span><span class="ff2 ls17">po<span class="ls0"> <span class="_ _18"> </span></span></span>p<span class="_ _1"></span>oliczeniu <span class="_ _1f"> </span>emisj<span class="_ _1"></span>i <span class="_ _1f"> </span>gazów </div><div class="t m0 x4 h6 y82 ff1 fs3 fc0 sc0 ls0 ws0">cieplarnianych we ws<span class="_ _1"></span>zystkich trzech z<span class="_ _1"></span>akresach (emisje w zakresie <span class="_ _1"></span>1 i 2 są liczone od 2022 r.)<span class="_ _1"></span>.<span class="_ _8"></span><span class="ff2"> </span></div><div class="t m0 x4 h12 y2f6 ff6 fsb fc0 sc0 ls13 ws0">E1<span class="ls0">-3 Działania i za<span class="_ _1"></span>soby w odniesi<span class="_ _1"></span>eniu do polityki kli<span class="_ _1"></span>matycznej <span class="_ _1"></span><span class="ff3"> </span></span></div><div class="t m0 x4 h6 y57 ff2 fs3 fc0 sc0 ls0 ws0">W <span class="_ _1"></span>20<span class="_ _1"></span>25 <span class="_ _8"></span><span class="ff1">r. <span class="_ _8"></span>Grupa <span class="_ _8"></span>MIR<span class="_ _1"></span>BUD <span class="_ _8"></span>zrealizował<span class="_ _1"></span>a <span class="_ _1"></span>nas<span class="_ _1"></span>tępujące <span class="_ _8"></span>działania <span class="_ _b"></span>związane <span class="_ _8"></span>z <span class="_ _8"></span>przec<span class="_ _1"></span>iwdziałaniem <span class="_ _8"></span>zmi<span class="_ _1"></span>anie </span></div><div class="t m0 x4 h6 y58 ff2 fs3 fc0 sc0 ls0 ws0">klimatu: </div><div class="t m0 x6 h6 y414 ff9 fs3 fc0 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _c"> </span><span class="ff1">Kontynuacja <span class="_ _10"> </span>współprac<span class="_ _1"></span>y <span class="_ _10"> </span>z <span class="_ _10"> </span>dostawcami <span class="_ _15"> </span></span>energii <span class="_ _10"> </span>elektry<span class="_ _1"></span>cznej <span class="_ _10"> </span>produkowanej <span class="_ _10"> </span>z <span class="_ _10"> </span>od<span class="_ _1"></span>nawialnych </span></div><div class="t m0 x12 h6 y415 ff1 fs3 fc0 sc0 ls0 ws0">źródeł <span class="_ _8"></span>energ<span class="_ _1"></span>ii. <span class="_ _8"></span>Zielona <span class="_ _b"></span>ener<span class="_ _1"></span>gia <span class="_ _8"></span>jest <span class="_ _8"></span>dos<span class="_ _1"></span>tarczana <span class="_ _b"></span>od <span class="_ _8"></span>2<span class="_ _1"></span>024 <span class="_ _8"></span>roku. <span class="_ _b"></span>Umowa <span class="_ _b"></span>została <span class="_ _b"></span>podpisana <span class="_ _b"></span>w </div><div class="t m0 x12 h6 y416 ff1 fs3 fc0 sc0 ls0 ws0">2023 roku i obowiązuj<span class="_ _1"></span>e do roku 2026.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x6 h6 y417 ff9 fs3 fc0 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _c"> </span><span class="ff1">Montaż <span class="_ _a"> </span>paneli <span class="_ _a"> </span>fotowoltaicz<span class="_ _1"></span>nych <span class="_ _a"> </span>na <span class="_ _a"> </span>terenie <span class="_ _a"> </span>siedziby <span class="_ _a"> </span>MIRBUD <span class="_ _a"> </span>S.A. <span class="_ _10"> </span>na <span class="_ _9"> </span>p<span class="_ _1"></span>oczątku <span class="_ _a"> </span>2025 <span class="_ _a"> </span>roku. </span></span></div><div class="t m0 x12 h6 y418 ff1 fs3 fc0 sc0 ls0 ws0">Realizacja <span class="_ _2"></span>tej <span class="_ _0"></span>inwestycji <span class="_ _2"></span>pozwoli <span class="_ _2"></span>na <span class="_ _0"></span>zmianę <span class="_ _2"></span>miksu <span class="_ _2"></span>e<span class="_ _1"></span>nergetycznego <span class="_ _2"></span>d<span class="_ _1"></span>la <span class="_ _2"></span>zasilania <span class="_ _2"></span>sied<span class="_ _1"></span>ziby <span class="_ _2"></span>Spółki </div><div class="t m0 x12 h6 y419 ff1 fs3 fc0 sc0 ls0 ws0">w <span class="_ _9"> </span>energ<span class="_ _1"></span>ię <span class="_ _9"></span>elektry<span class="_ _1"></span>czną. <span class="_ _9"> </span>Inw<span class="_ _1"></span>estycja <span class="_ _a"> </span>będzie <span class="_ _9"></span>miała <span class="_ _9"> </span>k<span class="_ _1"></span>orzystny <span class="_ _a"> </span>wpływ <span class="_ _9"></span>na <span class="_ _a"> </span>redukcję <span class="_ _9"> </span>e<span class="_ _1"></span>misji <span class="_ _9"> </span>gazów<span class="_ _1"></span> </div><div class="t m0 x12 h6 y41a ff2 fs3 fc0 sc0 ls0 ws0">cieplarnianych w zakres<span class="_ _1"></span>ie 2. </div><div class="t m0 x6 h6 y41b ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h6 y41c ff2 fs3 fc0 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf1f" class="pf w2e h25" ><div class="pc pc1f w2e h25"><img class="bi x4 y0 w2f h26" alt="" 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"/><div class="c x0 y0 w30 h25"><div class="t m0 x4 h2 y22b ff1 fs0 fc0 sc0 ls0 ws0">Sprawozdanie nt. informacji niefinansowych GK MIRBUD za 2025<span class="_ _1"></span> rok<span class="ff2"> </span></div><div class="t m0 x4 h2 y22c ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hd y22d ff4 fs3 fc0 sc0 ls20 ws0">31<span class="ff5 fs8 ls0"> </span></div><div class="t m0 x4 h12 y41d ff6 fsb fc0 sc0 ls13 ws0">E1<span class="ls0">-4 Cele związan<span class="_ _1"></span>e z łagodzeniem<span class="_ _1"></span> zmiany klimatu i pr<span class="_ _1"></span>zystosowaniem si<span class="_ _1"></span>ę do niej <span class="_ _1"></span><span class="ff3"> </span></span></div><div class="t m0 x4 h6 y41e ff1 fs3 fc0 sc0 ls0 ws0">Grupa <span class="_ _a"> </span>MIRBUD <span class="_ _a"> </span>w <span class="_ _10"> </span>Strategii <span class="_ _a"> </span>Zrównoważonego <span class="_ _a"> </span>Rozwo<span class="_ _1"></span>ju <span class="_ _a"> </span>jako <span class="_ _a"> </span>ambicj<span class="_ _1"></span>ę <span class="_ _a"> </span>przyjęła <span class="_ _a"> </span>„Działanie <span class="_ _a"> </span>n<span class="_ _1"></span>a <span class="_ _a"> </span>rzecz <span class="_ _a"> </span>ochron<span class="_ _1"></span>y <span class="_ _a"> </span>środowiska <span class="_ _a"> </span>i <span class="_ _a"> </span>klimatu<span class="_ _1"></span>. <span class="_ _a"> </span>W <span class="_ _a"> </span>ram<span class="_ _b"></span><span class="ff2">ach <span class="_ _a"> </span>tej <span class="_ _a"> </span>ambicj<span class="_ _1"></span>i </span></div><div class="t m0 x4 h6 y41f ff1 fs3 fc0 sc0 ls0 ws0">wyznaczyła cele strateg<span class="_ _1"></span>iczne związane z ada<span class="_ _1"></span>ptacją do zmiany kli<span class="_ _1"></span>matu oraz jej pr<span class="_ _1"></span>zeciwdziałaniem.<span class="_ _8"></span><span class="ff2"> </span></div></div><div class="c x38 y420 w31 h59"><div class="t m0 xf h5a y421 ff3 fsd fc0 sc0 ls0 ws0">CEL STRATEGIC<span class="_ _1"></span>ZNY<span class="ff2"> </span></div></div><div class="c x44 y420 w32 h59"><div class="t m0 xf h5a y421 ff3 fsd fc0 sc0 ls0 ws0">ZAKRES CELU<span class="_ _1"></span> </div></div><div class="c x45 y420 w33 h59"><div class="t m0 xf h5a y421 ff3 fsd fc0 sc0 ls0 ws0">ROK BAZOWY<span class="_ _1"></span> </div><div class="t m0 xf h5a y422 ff3 fsd fc0 sc0 ls0 ws0">2023 </div></div><div class="c x46 y420 w34 h59"><div class="t m0 xf h5a y421 ff6 fsd fc0 sc0 ls0 ws0">CEL KRÓTKOTE<span class="_ _1"></span>RMINOWY<span class="_ _1"></span><span class="ff3"> </span></div><div class="t m0 xf h5a y422 ff3 fsd fc0 sc0 ls0 ws0">2025 </div></div><div class="c x47 y420 w35 h59"><div class="t m0 xf h5a y421 ff6 fsd fc0 sc0 ls0 ws0">CEL ŚREDNIOTE<span class="_ _1"></span>RMINOWY<span class="_ _1"></span><span class="ff3"> </span></div><div class="t m0 xf h5a y422 ff3 fsd fc0 sc0 ls0 ws0">2028 </div></div><div class="c x48 y420 w36 h59"><div class="t m0 xf h5a y421 ff3 fsd fc0 sc0 ls0 ws0">WYNIK W 2025<span class="_ _1"></span> </div></div><div class="c x49 y420 w37 h59"><div class="t m0 xf h5b y423 ff2 fsd fc0 sc0 ls0 ws0"> </div><div class="t m0 xf h5a y424 ff3 fsd fc0 sc0 ls0 ws0">OSOBA </div><div class="t m0 xf h5a y425 ff3 fsd fc0 sc0 ls0 ws0">ODPOWIEDZIALNA<span class="_ _1"></span> </div></div><div class="c x38 y426 w38 h5c"><div class="t m0 xf h53 y427 ff6 fs1 fc0 sc0 ls0 ws0">WDROŻYMY SY<span class="_ _0"></span>STEM </div><div class="t m0 xf h53 y428 ff6 fs1 fc0 sc0 ls0 ws0">ZARZĄDZAN<span class="_ _0"></span>IA </div><div class="t m0 xf h53 y429 ff3 fs1 fc0 sc0 ls0 ws0">RYZYKAMI </div><div class="t m0 xf h53 y42a ff3 fs1 fc0 sc0 ls0 ws0">KLIMATYCZNY<span class="_ _0"></span>MI<span class="ff2"> </span></div></div><div class="c x44 y426 w32 h5c"><div class="t m0 xf h15 y427 ff1 fs1 fc0 sc0 ls0 ws0">Operacje wła<span class="_ _0"></span>sne<span class="ff2"> </span></div></div><div class="c x45 y426 w33 h5c"><div class="t m0 xf h15 y427 ff2 fs1 fc0 sc0 ls0 ws0">Nie przeprowa<span class="_ _0"></span>dzono </div><div class="t m0 xf h15 y428 ff2 fs1 fc0 sc0 ls0 ws0">analizy ryzyk </div><div class="t m0 xf h15 y429 ff2 fs1 fc0 sc0 ls0 ws0">klimatycznych<span class="_ _0"></span>. </div></div><div class="c x46 y426 w34 h5c"><div class="t m0 xf h15 y427 ff2 fs1 fc0 sc0 ls0 ws0">Przeprowadzenie an<span class="_ _0"></span>alizy </div><div class="t m0 xf h15 y428 ff2 fs1 fc0 sc0 ls0 ws0">ryzyk klimatyc<span class="_ _0"></span>znych i </div><div class="t m0 xf h15 y429 ff1 fs1 fc0 sc0 ls0 ws0">potencjalnego wpł<span class="_ _0"></span>ywu </div><div class="t m0 xf h15 y42a ff2 fs1 fc0 sc0 ls0 ws0">zmian na GK <span class="_ _0"></span>MIRBUD <span class="ff1">–</span> </div><div class="t m0 xf h15 y42b ffa fs1 fc0 sc0 ls0 ws0">cel zrealizowan<span class="_ _0"></span>y<span class="ff2"> </span></div></div><div class="c x47 y426 w35 h5c"><div class="t m0 xf h15 y427 ff2 fs1 fc0 sc0 ls0 ws0">Do ustalenia po re<span class="_ _0"></span>alizacji celu </div><div class="t m0 xf h15 y428 ff1 fs1 fc0 sc0 ls0 ws0">krótkoterminoweg<span class="_ _0"></span>o<span class="ff2"> </span></div></div><div class="c x48 y426 w36 h5c"><div class="t m0 xf h15 y427 ff2 fs1 fc0 sc0 ls0 ws0">Cel zrealizowan<span class="_ _0"></span>y. </div><div class="t m0 xf h15 y428 ff1 fs1 fc0 sc0 ls0 ws0">Przeprowadzono<span class="_ _0"></span> ocenę </div><div class="t m0 xf h15 y429 ff2 fs1 fc0 sc0 ls0 ws0">ryzyk klimatyc<span class="_ _0"></span>znych w 2024 </div></div><div class="c x49 y426 w37 h5c"><div class="t m0 xf h15 y427 ff1 fs1 fc0 sc0 ls0 ws0">Kierownik Działu<span class="_ _0"></span> </div><div class="t m0 xf h15 y428 ff2 fs1 fc0 sc0 ls0 ws0">Ochrony </div><div class="t m0 xf h15 y429 ff1 fs1 fc0 sc0 ls0 ws0">Środowiska/ </div><div class="t m0 xf h15 y42a ff2 fs1 fc0 sc0 ls0 ws0">Dyrektor Komun<span class="_ _0"></span>ikacji </div><div class="t m0 xf h15 y42b ff2 fs1 fc0 sc0 ls0 ws0">Korporacyjnej </div></div><div class="c x38 y42c w38 h22"><div class="t m0 xf h53 y1f3 ff3 fs1 fc0 sc0 ls0 ws0">OGRANICZYMY <span class="_ _0"></span>EMISJE </div><div class="t m0 xf h53 y1da ff3 fs1 fc0 sc0 ls0 ws0">W ZAKRESIE 2<span class="_ _0"></span><span class="ff2"> </span></div></div><div class="c x44 y42c w32 h22"><div class="t m0 xf h15 y1f3 ff1 fs1 fc0 sc0 ls0 ws0">Operacje wła<span class="_ _0"></span>sne<span class="ff2"> </span></div></div><div class="c x45 y42c w33 h22"><div class="t m0 xf h15 y1f3 ff2 fs1 fc0 sc0 ls0 ws0">8 642,87 MgCO</div><div class="t m0 x4a h5d y42d ff2 fse fc0 sc0 ls0 ws0">2</div><div class="t m0 x4b h15 y1f3 ff2 fs1 fc0 sc0 ls0 ws0">e </div></div><div class="c x46 y42c w34 h22"><div class="t m0 xf h15 y1f3 ff2 fs1 fc0 sc0 ls0 ws0">Redukcja emi<span class="_ _0"></span>sji w </div><div class="t m0 xf h15 y1da ff2 fs1 fc0 sc0 ls0 ws0">zakresie 2 o 10<span class="_ _0"></span>% </div><div class="t m0 xf h15 y1ea ff1 fs1 fc0 sc0 ls0 ws0">względem roku ba<span class="_ _0"></span>zowego<span class="ff2"> </span></div></div><div class="c x47 y42c w35 h22"><div class="t m0 xf h15 y1f3 ff2 fs1 fc0 sc0 ls0 ws0">Redukcja emi<span class="_ _0"></span>sji w zakresie 2<span class="_ _0"></span> </div><div class="t m0 xf h15 y1da ff2 fs1 fc0 sc0 ls0 ws0">o 30% </div></div><div class="c x48 y42c w36 h22"><div class="t m0 xf h15 y1f3 ff2 fs1 fc0 sc0 ls0 ws0">Cel zrealizowan<span class="_ _0"></span>y.  </div><div class="t m0 xf h15 y1da ff2 fs1 fc0 sc0 ls0 ws0">4 <span class="lsf">308</span>,28 MgCO</div><div class="t m0 x4a h5d y274 ff2 fse fc0 sc0 ls0 ws0">2</div><div class="t m0 x4b h15 y1da ff2 fs1 fc0 sc0 ls19 ws0">e <span class="ff1 ls0">–<span class="ff2"> </span></span></div><div class="t m0 xf h15 y1ea ff2 fs1 fc0 sc0 ls0 ws0">zmniejszenie em<span class="_ _0"></span>isji o <span class="lsf">ponad </span></div><div class="t m0 xf h15 y1eb ff2 fs1 fc0 sc0 lsf ws0">50<span class="ff1 ls0">% względem ro<span class="_ _0"></span>ku </span></div><div class="t m0 xf h15 y326 ff2 fs1 fc0 sc0 ls0 ws0">bazowego.  </div></div><div class="c x49 y42c w37 h22"><div class="t m0 xf h15 y1f3 ff2 fs1 fc0 sc0 ls0 ws0">Kierownik<span class="fff"> <span class="ff1">Działu<span class="_ _0"></span> </span></span></div><div class="t m0 xf h15 y1da ff1 fs1 fc0 sc0 ls0 ws0">Ochrony Środow<span class="_ _0"></span>iska<span class="ff2"> </span></div></div><div class="c x38 y20b w38 h54"><div class="t m0 xf h53 y1f3 ff3 fs1 fc0 sc0 ls0 ws0">OGRANICZYMY <span class="_ _0"></span>EMISJE </div><div class="t m0 xf h53 y1da ff3 fs1 fc0 sc0 ls0 ws0">W ZAKRESIE 3<span class="_ _0"></span><span class="ff2"> </span></div></div><div class="c x44 y20b w32 h54"><div class="t m0 xf h15 y1f3 ff2 fs1 fc0 sc0 ls0 ws0">Downstream, <span class="_ _0"></span> </div><div class="t m0 xf h15 y1da ff2 fs1 fc0 sc0 ls0 ws0">upstream </div></div><div class="c x45 y20b w33 h54"><div class="t m0 xf h15 y1f3 ff2 fs1 fc0 sc0 ls0 ws0">Nie wykonano </div><div class="t m0 xf h15 y1da ff2 fs1 fc0 sc0 ls0 ws0">obliczenia emisj<span class="_ _0"></span>i w </div><div class="t m0 xf h15 y1ea ff2 fs1 fc0 sc0 ls0 ws0">zakresie 3 i nie<span class="_ _0"></span> </div><div class="t m0 xf h15 y1eb ff2 fs1 fc0 sc0 ls0 ws0">opracowano<span class="_ _0"></span> celu </div><div class="t m0 xf h15 y326 ff2 fs1 fc0 sc0 ls0 ws0">redukcyjnego </div></div><div class="c x46 y20b w34 h54"><div class="t m0 xf h15 y1f3 ff2 fs1 fc0 sc0 ls0 ws0">Obliczenie emisji w<span class="_ _0"></span> </div><div class="t m0 xf h15 y1da ff2 fs1 fc0 sc0 ls0 ws0">zakresie 3 i opra<span class="_ _0"></span>cowanie </div><div class="t m0 xf h15 y1ea ff2 fs1 fc0 sc0 ls0 ws0">celu redukcyjnego<span class="_ _0"></span> </div></div><div class="c x47 y20b w35 h54"><div class="t m0 xf h15 y1f3 ff1 fs1 fc0 sc0 ls0 ws0">Zwiększenie ko<span class="_ _0"></span>mpetencji </div><div class="t m0 xf h15 y1da ff1 fs1 fc0 sc0 ls0 ws0">pracowników w ob<span class="_ _0"></span>szarze </div><div class="t m0 xf h15 y1ea ff2 fs1 fc0 sc0 ls0 ws0">budownictwa ni<span class="_ _0"></span>sko- i zero </div><div class="t m0 xf h15 y1eb ff2 fs1 fc0 sc0 ls0 ws0">emisyjnego </div></div><div class="c x48 y20b w36 h54"><div class="t m0 xf h15 y1f3 ff2 fs1 fc0 sc0 ls0 ws0">Obliczono emisje<span class="_ _0"></span> w zakresie </div><div class="t m0 xf h15 y1da ff2 fs1 fc0 sc0 ls0 ws0">3. Cel redukcyjn<span class="_ _0"></span>y w tym </div><div class="t m0 xf h15 y1ea ff1 fs1 fc0 sc0 ls0 ws0">zakresie zostanie o<span class="_ _0"></span>kreślony </div><div class="t m0 xf h15 y1eb ff2 fs1 fc0 sc0 ls0 ws0">w 2026 roku. <span class="_ _0"></span> </div></div><div class="c x49 y20b w37 h54"><div class="t m0 xf h15 y1f3 ff1 fs1 fc0 sc0 ls0 ws0">Kierownik Działu<span class="_ _0"></span> </div><div class="t m0 xf h15 y1da ff1 fs1 fc0 sc0 ls0 ws0">Ochrony Środow<span class="_ _0"></span>iska </div><div class="t m0 xf h15 y1ea ff1 fs1 fc0 sc0 ls0 ws0">/ Dyrektor Działu<span class="_ _0"></span> </div><div class="t m0 xf h15 y1eb ff2 fs1 fc0 sc0 ls0 ws0">Kadr  </div></div><div class="c x38 y42e w38 h5e"><div class="t m0 xf h53 y42f ff6 fs1 fc0 sc0 ls0 ws0">OBNIŻYMY ZUŻ<span class="_ _0"></span>YCIE </div><div class="t m0 xf h53 y430 ff3 fs1 fc0 sc0 ls0 ws0">ENERGII<span class="ff2"> </span></div></div><div class="c x44 y431 w32 h55"><div class="t m0 xf h15 y1f2 ff1 fs1 fc0 sc0 ls0 ws0">Operacje wła<span class="_ _0"></span>sne<span class="ff2"> </span></div></div><div class="c x45 y431 w33 h55"><div class="t m0 xf h15 y1f2 ff2 fs1 fc0 sc0 ls0 ws0">Nie opracowan<span class="_ _0"></span>o </div><div class="t m0 xf h15 y1f3 ff2 fs1 fc0 sc0 ls0 ws0">planu i nie </div><div class="t m0 xf h15 y1da ff1 fs1 fc0 sc0 ls0 ws0">rozpoczęto </div><div class="t m0 xf h15 y1ea ff2 fs1 fc0 sc0 ls0 ws0">wytwarzania en<span class="_ _0"></span>ergii. </div></div><div class="c x46 y431 w34 h55"><div class="t m0 xf h15 y1f2 ff2 fs1 fc0 sc0 ls0 ws0">Zweryfikowanie </div><div class="t m0 xf h15 y1f3 ff1 fs1 fc0 sc0 ls0 ws0">możliwości w<span class="_ _0"></span>ytwarzania </div><div class="t m0 xf h15 y1da ff2 fs1 fc0 sc0 ls0 ws0">energii zielonej<span class="_ _0"></span> na placach </div><div class="t m0 xf h15 y1ea ff1 fs1 fc0 sc0 ls0 ws0">budów i postawien<span class="_ _0"></span>ie celów </div><div class="t m0 xf h15 y1eb ff1 fs1 fc0 sc0 ls0 ws0">(%) w horyzon<span class="_ _0"></span>cie średnio<span class="ff2">- </span></div><div class="t m0 xf h15 y1dd ff1 fs1 fc0 sc0 ls0 ws0">i długoterminow<span class="_ _0"></span>ym.<span class="ff2"> </span></div></div><div class="c x47 y431 w35 h55"><div class="t m0 xf h15 y1f2 ff1 fs1 fc0 sc0 ls0 ws0">Rozpoczęcie wy<span class="_ _0"></span>twarzania </div><div class="t m0 xf h15 y1f3 ff2 fs1 fc0 sc0 ls0 ws0">energii zielonej<span class="_ _0"></span> na placach </div><div class="t m0 xf h15 y1da ff1 fs1 fc0 sc0 ls0 ws0">budów i w biurach<span class="_ _0"></span> na placach<span class="_ _0"></span> </div><div class="t m0 xf h15 y1ea ff1 fs1 fc0 sc0 ls0 ws0">budów.<span class="ff2"> </span></div></div><div class="c x48 y431 w36 h55"><div class="t m0 xf h15 y1f2 ff1 fs1 fc0 sc0 ls0 ws0">Przeprowadzono<span class="_ _0"></span> analizę </div><div class="t m0 xf h15 y1f3 ff1 fs1 fc0 sc0 ls0 ws0">rynkową, która wy<span class="_ _0"></span>kazała,<span class="ff2"> </span>iż </div><div class="t m0 xf h15 y1da ff1 fs1 fc0 sc0 ls0 ws0">rozwiązania są </div><div class="t m0 xf h15 y1ea ff2 fs1 fc0 sc0 ls0 ws0">nieuzasadnione </div><div class="t m0 xf h15 y1eb ff2 fs1 fc0 sc0 ls0 ws0">ekonomicznie.<span class="_ _0"></span> </div></div><div class="c x49 y431 w37 h55"><div class="t m0 xf h15 y1f2 ff1 fs1 fc0 sc0 ls0 ws0">Dyrektor Działu<span class="_ _0"></span> </div><div class="t m0 xf h15 y1f3 ff2 fs1 fc0 sc0 ls0 ws0">Technicznego </div></div><div class="c x44 y42e w32 h5f"><div class="t m0 xf h15 y1f2 ff1 fs1 fc0 sc0 ls0 ws0">Operacje wła<span class="_ _0"></span>sne<span class="ff2"> </span></div></div><div class="c x45 y42e w33 h5f"><div class="t m0 xf h15 y1f2 ff2 fs1 fc0 sc0 ls0 ws0">Nie opracowan<span class="_ _0"></span>o </div><div class="t m0 xf h15 y1f3 ff2 fs1 fc0 sc0 ls0 ws0">planu i nie </div><div class="t m0 xf h15 y1da ff1 fs1 fc0 sc0 ls0 ws0">ustanowiono celów<span class="_ _0"></span>.<span class="ff2"> </span></div></div><div class="c x46 y42e w34 h5f"><div class="t m0 xf h15 y1f2 ff2 fs1 fc0 sc0 ls0 ws0">Zweryfikowanie </div><div class="t m0 xf h15 y1f3 ff1 fs1 fc0 sc0 ls0 ws0">możliwości wdrażan<span class="_ _0"></span>ia </div><div class="t m0 xf h15 y1da ff1 fs1 fc0 sc0 ls0 ws0">samochodów </div><div class="t m0 xf h15 y1ea ff2 fs1 fc0 sc0 ls0 ws0">elektrycznych<span class="_ _0"></span>/wodorowych<span class="_ _0"></span> </div><div class="t m0 xf h15 y1dc ff2 fs1 fc0 sc0 ls0 ws0">w ramach floty </div><div class="t m0 xf h15 y1dd ff1 fs1 fc0 sc0 ls0 ws0">samochodów osobo<span class="_ _0"></span>wych.<span class="ff2"> </span></div></div><div class="c x47 y42e w35 h5f"><div class="t m0 xf h15 y1f2 ff1 fs1 fc0 sc0 ls0 ws0">Ustanowienie celów<span class="_ _0"></span> </div><div class="t m0 xf h15 y1f3 ff1 fs1 fc0 sc0 ls0 ws0">związanych <span class="_ _0"></span>z wprowadzaniem<span class="_ _0"></span> </div><div class="t m0 xf h15 y1da ff1 fs1 fc0 sc0 ls0 ws0">floty samochodó<span class="_ _0"></span>w </div><div class="t m0 xf h15 y1ea ff2 fs1 fc0 sc0 ls0 ws0">elektrycznych<span class="_ _0"></span>/wodorowych<span class="_ _0"></span>. </div></div><div class="c x48 y42e w36 h5f"><div class="t m0 xf h15 y1f2 ff2 fs1 fc0 sc0 ls0 ws0">Przeprowadzono<span class="_ _0"></span> </div><div class="t m0 xf h15 y1f3 ff1 fs1 fc0 sc0 ls0 ws0">weryfikację mo<span class="_ _0"></span>żliwości </div><div class="t m0 xf h15 y1da ff1 fs1 fc0 sc0 ls0 ws0">wdrażania samocho<span class="_ _0"></span>dó<span class="ff2 ls1b">w </span></div><div class="t m0 xf h15 y1ea ff2 fs1 fc0 sc0 ls0 ws0">elektrycznych<span class="_ _0"></span>/ wodorowych. </div></div><div class="c x49 y42e w37 h5f"><div class="t m0 xf h15 y1f2 ff1 fs1 fc0 sc0 ls0 ws0">Dyrektor Działu<span class="_ _0"></span> </div><div class="t m0 xf h15 y1f3 ff2 fs1 fc0 sc0 ls0 ws0">Produkcji </div><div class="t m0 xf h15 y1da ff2 fs1 fc0 sc0 ls0 ws0">Pomocniczej </div></div></div><div class="pi" ></div></div><div id="pf20" class="pf w12 h25" ><div class="pc pc20 w12 h25"><img class="bi x4 y0 w39 h26" alt="" 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"/><div class="c x0 y0 w14 h25"><div class="t m0 x4 h2 y22b ff1 fs0 fc0 sc0 ls0 ws0">Sprawozdanie nt. informacji niefinansowych GK MIRBUD za 2025<span class="_ _1"></span> rok<span class="ff2"> </span></div><div class="t m0 x4 h2 y22c ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hd y22d ff4 fs3 fc0 sc0 ls20 ws0">32<span class="ff5 fs8 ls0"> </span></div><div class="t m0 x4 h12 y432 ff6 fsb fc0 sc0 ls13 ws0">E1<span class="ls0">-5 Zużycie energ<span class="_ _1"></span>ii i koszyk en<span class="_ _1"></span>ergetyczny <span class="_ _1"></span><span class="ff3"> </span></span></div><div class="t m0 x4 h6 y433 ff1 fs3 fc0 sc0 ls0 ws0">Poniższe zestawienia prz<span class="_ _1"></span>edstawiają sz<span class="_ _1"></span>czegółowe dane dot. z<span class="_ _1"></span>użycia energii w G<span class="_ _1"></span>K MIRBUD.<span class="_ _8"></span><span class="ff2"> </span></div><div class="t m0 x4 h6 y434 ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h6 y435 ff1 fs3 fc0 sc0 ls0 ws0">Grupa raportuj<span class="_ _1"></span>e korektę da<span class="_ _1"></span>nych za <span class="_ _1"></span>rok 2024<span class="_ _1"></span><span class="ff2"> </span>w <span class="_ _1"></span>kontekśc<span class="_ _1"></span>ie zużycia <span class="_ _1"></span>węgla brunatn<span class="_ _1"></span>ego<span class="ff2"> </span>oraz <span class="_ _1"></span>oleju opał<span class="_ _1"></span>owego<span class="ff2">, <span class="_ _1"></span></span>wynikającej<span class="ff2"> <span class="_ _1"></span></span>z omyłki <span class="_ _1"></span>pisarskiej<span class="_ _1"></span><span class="ff2 lsd">. <span class="ls0">Dane w <span class="_ _1"></span>tabelce </span></span></div><div class="t m0 x4 h6 y2b3 ff1 fs3 fc0 sc0 ls0 ws0">poniżej uwzględn<span class="_ _1"></span>iają korektę.  <span class="ff2"> <span class="_ _1"></span> </span></div><div class="t m0 x4 h6 y436 ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x38 y437 w3a h60"><div class="t m0 x4c h53 y438 ff6 fs1 fc0 sc0 ls0 ws0">Zużycie energii<span class="_ _0"></span> i miks energet<span class="_ _0"></span>yczny<span class="ff3"> </span></div></div><div class="c x4d y437 w3b h60"><div class="t m0 xf h53 y438 ff3 fs1 fc0 sc0 ls0 ws0">Jednostka </div></div><div class="c x4e y437 w21 h60"><div class="t m0 x4f h53 y438 ff3 fs1 fc0 sc0 lsf ws0">202<span class="ls0">5 </span></div></div><div class="c x50 y437 w3c h60"><div class="t m0 x51 h53 y438 ff3 fs1 fc0 sc0 lsf ws0">2024<span class="ls0"> </span></div></div><div class="c x52 y437 w3d h60"><div class="t m0 x53 h53 y438 ff3 fs1 fc0 sc0 ls0 ws0">Zmiana r/r </div></div><div class="c x54 y437 w3e h60"><div class="t m0 x55 h53 y439 ff3 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x38 y43a w3f h61"><div class="t m0 x4c h15 y438 ff1 fs1 fc0 sc0 ls0 ws0">Zużycie paliwa <span class="_ _0"></span>z węgla i produk<span class="_ _0"></span>tów węg<span class="_ _0"></span>lowych<span class="ff2"> </span></div></div><div class="c x4d y43a w3b h61"><div class="t m0 x4c h15 y438 ff2 fs1 fc0 sc0 ls0 ws0">MWh </div></div><div class="c x4e y43a w40 h61"><div class="t m0 x56 h15 y438 ff2 fs1 fc0 sc0 ls1d ws0">  <span class="ls0">22 328,55 </span></div></div><div class="c x50 y43a w3c h61"><div class="t m0 x57 h15 y438 ff2 fs1 fc0 sc0 ls0 ws0"> 16 832,95   </div></div><div class="c x52 y43a w3d h61"><div class="t m0 x58 h15 y438 ff2 fs1 fc0 sc0 ls0 ws0">32,65% </div></div><div class="c x54 y43a w3e h61"><div class="t m0 x59 h15 y439 ff2 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x38 y43b w3f h61"><div class="t m0 x4c h15 y438 ff1 fs1 fc0 sc0 ls0 ws0">Zużycie paliwa <span class="_ _0"></span>z ropy naftowe<span class="_ _0"></span>j i prod<span class="_ _0"></span>uktów naftowych<span class="ff2"> </span></div></div><div class="c x4d y43b w3b h61"><div class="t m0 x4c h15 y438 ff2 fs1 fc0 sc0 ls0 ws0">MWh </div></div><div class="c x4e y43b w40 h61"><div class="t m0 x56 h15 y438 ff2 fs1 fc0 sc0 ls1d ws0">  <span class="ls0">52 904,68 </span></div></div><div class="c x50 y43b w3c h61"><div class="t m0 x57 h15 y438 ff2 fs1 fc0 sc0 ls0 ws0"> 31 797,60   </div></div><div class="c x52 y43b w3d h61"><div class="t m0 x58 h15 y438 ff2 fs1 fc0 sc0 ls0 ws0">66,38% </div></div><div class="c x54 y43b w3e h61"><div class="t m0 x59 h15 y439 ff2 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x38 y426 w3f h61"><div class="t m0 x4c h15 y438 ff1 fs1 fc0 sc0 ls0 ws0">Zużycie paliwa <span class="_ _0"></span>z gazu ziemne<span class="_ _0"></span>go<span class="ff2"> </span></div></div><div class="c x4d y426 w3b h61"><div class="t m0 x4c h15 y438 ff2 fs1 fc0 sc0 ls0 ws0">MWh </div></div><div class="c x4e y426 w40 h61"><div class="t m0 x5a h15 y438 ff2 fs1 fc0 sc0 ls1d ws0">  <span class="ls0">1 253,85 </span></div></div><div class="c x50 y426 w3c h61"><div class="t m0 x4a h15 y438 ff2 fs1 fc0 sc0 ls0 ws0"> 2 722,30   </div></div><div class="c x52 y426 w3d h61"><div class="t m0 x4b h15 y438 ff2 fs1 fc0 sc0 ls0 ws0">-53,94% </div></div><div class="c x54 y426 w3e h61"><div class="t m0 x59 h15 y439 ff2 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x38 y43c w3f h61"><div class="t m0 x4c h15 y438 ff1 fs1 fc0 sc0 ls0 ws0">Zużycie paliwa <span class="_ _0"></span>z innych źróde<span class="_ _0"></span>ł kopalnych<span class="ff2"> </span></div></div><div class="c x4d y43c w3b h61"><div class="t m0 x4c h15 y438 ff2 fs1 fc0 sc0 ls0 ws0">MWh </div></div><div class="c x4e y43c w40 h61"><div class="t m0 x43 h15 y438 ff2 fs1 fc0 sc0 ls0 ws0">- </div></div><div class="c x50 y43c w3c h61"><div class="t m0 x5b h15 y438 ff2 fs1 fc0 sc0 ls0 ws0"> -  </div></div><div class="c x52 y43c w3d h61"><div class="t m0 x5c h15 y438 ff2 fs1 fc0 sc0 ls0 ws0">- </div></div><div class="c x54 y43c w3e h61"><div class="t m0 x59 h15 y439 ff2 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x38 y43d w3f h3f"><div class="t m0 x4c h15 y1dc ff1 fs1 fc0 sc0 ls0 ws0">Zużycie zakupion<span class="_ _0"></span>ych lub po<span class="_ _0"></span>zyskanych<span class="_ _0"></span> energii elektr<span class="_ _0"></span>ycznej, ciepła,<span class="_ _0"></span> pary wodne<span class="_ _0"></span>j i </div><div class="t m0 x4c h15 y1dd ff1 fs1 fc0 sc0 ls0 ws0">chłodzenia ze źród<span class="_ _0"></span>eł kopaln<span class="_ _0"></span>ych<span class="ff2"> </span></div></div><div class="c x4d y43d w3b h3f"><div class="t m0 x4c h15 y324 ff2 fs1 fc0 sc0 ls0 ws0">MWh </div></div><div class="c x4e y43d w40 h3f"><div class="t m0 x5a h15 y324 ff2 fs1 fc0 sc0 ls1d ws0">  <span class="ls0">8 199,21 </span></div></div><div class="c x50 y43d w3c h3f"><div class="t m0 x4a h15 y324 ff2 fs1 fc0 sc0 ls0 ws0"> 8 422,36   </div></div><div class="c x52 y43d w3d h3f"><div class="t m0 x5d h15 y324 ff2 fs1 fc0 sc0 ls0 ws0">-2,65% </div></div><div class="c x54 y43d w3e h3f"><div class="t m0 x59 h15 y1dc ff2 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x38 y43e w3f h60"><div class="t m0 x4c h53 y43f ff6 fs1 fc0 sc0 ls0 ws0">Całkowite zużyc<span class="_ _0"></span>ie energii ze<span class="_ _0"></span> źródeł kopalnych<span class="ff3"> </span></div></div><div class="c x4d y43e w3b h60"><div class="t m0 x4c h53 y43f ff3 fs1 fc0 sc0 ls0 ws0">MWh </div></div><div class="c x4e y43e w40 h60"><div class="t m0 x56 h15 y43f ff2 fs1 fc0 sc0 ls1d ws0">  <span class="ls0">84 686,28 </span></div></div><div class="c x50 y43e w3c h60"><div class="t m0 x57 h15 y43f ff2 fs1 fc0 sc0 ls0 ws0"> 59 775,20   </div></div><div class="c x52 y43e w3d h60"><div class="t m0 x58 h15 y43f ff2 fs1 fc0 sc0 ls0 ws0">41,67% </div></div><div class="c x54 y43e w3e h60"><div class="t m0 x59 h53 y440 ff3 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x38 y441 w3f h61"><div class="t m0 x4c h53 y438 ff6 fs1 fc0 sc0 ls0 ws0">Udział źródeł ko<span class="_ _0"></span>palnych w<span class="_ _0"></span> całkowitym zu<span class="_ _0"></span>życiu energi<span class="_ _0"></span>i<span class="ff3"> </span></div></div><div class="c x4d y441 w3b h61"><div class="t m0 x4c h53 y438 ff3 fs1 fc0 sc0 ls0 ws0">% </div></div><div class="c x4e y441 w40 h61"><div class="t m0 x5e h15 y438 ff2 fs1 fc0 sc0 ls0 ws0">99,30% </div></div><div class="c x50 y441 w3c h61"><div class="t m0 x5f h15 y438 ff2 fs1 fc0 sc0 ls0 ws0"> <span class="lsf">100</span>%<span class="ls21">  </span> </div></div><div class="c x52 y441 w3d h61"><div class="t m0 x60 h15 y438 ff2 fs1 fc0 sc0 ls0 ws0">-0,70 p.p. </div></div><div class="c x54 y441 w3e h61"><div class="t m0 x59 h53 y439 ff3 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x38 y442 w3f h61"><div class="t m0 x4c h53 y438 ff6 fs1 fc0 sc0 ls0 ws0">Zużycie energii<span class="_ _0"></span> ze źródeł ją<span class="_ _0"></span>drowych<span class="ff3"> </span></div></div><div class="c x4d y442 w3b h61"><div class="t m0 x4c h53 y438 ff3 fs1 fc0 sc0 ls0 ws0">MWh </div></div><div class="c x4e y442 w40 h61"><div class="t m0 x61 h15 y438 ff2 fs1 fc0 sc0 ls1d ws0">   <span class="ls0">0,00<span class="_ _0"></span> </span></div></div><div class="c x50 y442 w3c h61"><div class="t m0 x5b h15 y438 ff2 fs1 fc0 sc0 ls0 ws0"> -     </div></div><div class="c x52 y442 w3d h61"><div class="t m0 x5c h15 y438 ff2 fs1 fc0 sc0 ls0 ws0">- </div></div><div class="c x54 y442 w3e h61"><div class="t m0 x59 h53 y439 ff3 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x38 y443 w3f h62"><div class="t m0 x4c h53 y438 ff6 fs1 fc0 sc0 ls0 ws0">Udział energi<span class="_ _0"></span>i ze źródeł jądrowy<span class="_ _0"></span>ch w całkowity<span class="_ _0"></span>m zużyci<span class="_ _0"></span>u energii<span class="ff3"> </span></div></div><div class="c x4d y443 w3b h62"><div class="t m0 x4c h53 y438 ff3 fs1 fc0 sc0 ls0 ws0">% </div></div><div class="c x4e y443 w40 h62"><div class="t m0 x1b h15 y438 ff2 fs1 fc0 sc0 lsf ws0">0%<span class="ls0"> </span></div></div><div class="c x50 y443 w3c h62"><div class="t m0 x5b h15 y438 ff2 fs1 fc0 sc0 ls0 ws0"> -     </div></div><div class="c x52 y443 w3d h62"><div class="t m0 x5c h15 y438 ff2 fs1 fc0 sc0 ls0 ws0">- </div></div><div class="c x54 y443 w3e h62"><div class="t m0 x59 h53 y10a ff3 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x38 y444 w3f h42"><div class="t m0 x4c h15 y1db ff1 fs1 fc0 sc0 ls0 ws0">Zużycie paliwa w<span class="_ _0"></span> przypadku źró<span class="_ _0"></span>deł odna<span class="_ _0"></span>wialnych, w ty<span class="_ _0"></span>m z biomasy (<span class="_ _0"></span>obejmujące </div><div class="t m0 x4c h15 y1dc ff1 fs1 fc0 sc0 ls0 ws0">również odpady pr<span class="_ _0"></span>zemysłowe i<span class="_ _0"></span> komunalne pocho<span class="_ _0"></span>dzenia biologi<span class="_ _0"></span>cznego, biogaz<span class="_ _0"></span>, wodór </div><div class="t m0 x4c h15 y1dd ff2 fs1 fc0 sc0 ls0 ws0">odnawialny itd.)  </div></div><div class="c x4d y444 w3b h42"><div class="t m0 x4c h15 y1dc ff2 fs1 fc0 sc0 ls0 ws0">MWh </div></div><div class="c x4e y444 w40 h42"><div class="t m0 x61 h15 y1dc ff2 fs1 fc0 sc0 ls1d ws0">   <span class="ls0">0,00<span class="_ _0"></span> </span></div></div><div class="c x50 y444 w3c h42"><div class="t m0 x5b h15 y1dc ff2 fs1 fc0 sc0 ls0 ws0"> -     </div></div><div class="c x52 y444 w3d h42"><div class="t m0 x5c h15 y1dc ff2 fs1 fc0 sc0 ls0 ws0">- </div></div><div class="c x54 y444 w3e h42"><div class="t m0 x59 h15 y1db ff2 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x38 y445 w3f h44"><div class="t m0 x4c h15 y1eb ff1 fs1 fc0 sc0 ls0 ws0">Zużycie zakupion<span class="_ _0"></span>ych lub po<span class="_ _0"></span>zyskanych<span class="_ _0"></span> energii elektr<span class="_ _0"></span>ycznej, ciepła,<span class="_ _0"></span> pary wodne<span class="_ _0"></span>j i chłodu </div><div class="t m0 x4c h15 y326 ff1 fs1 fc0 sc0 ls0 ws0">ze źródeł odnaw<span class="_ _0"></span>ialnych<span class="ff2"> </span></div></div><div class="c x4d y445 w3b h44"><div class="t m0 x4c h15 y23c ff2 fs1 fc0 sc0 ls0 ws0">MWh </div></div><div class="c x4e y445 w40 h44"><div class="t m0 x62 h15 y23c ff2 fs1 fc0 sc0 ls1d ws0">   <span class="ls0">545,00<span class="_ _0"></span> </span></div></div><div class="c x50 y445 w3c h44"><div class="t m0 x5b h15 y23c ff2 fs1 fc0 sc0 ls0 ws0"> -     </div></div><div class="c x52 y445 w3d h44"><div class="t m0 x5c h15 y23c ff2 fs1 fc0 sc0 ls0 ws0">- </div></div><div class="c x54 y445 w3e h44"><div class="t m0 x59 h15 y1eb ff2 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x38 y446 w3f h63"><div class="t m0 x4c h15 y447 ff1 fs1 fc0 sc0 ls0 ws0">Zużycie energii odn<span class="_ _0"></span>awialnej produ<span class="_ _0"></span>kowanej be<span class="_ _0"></span>z użycia paliw<span class="_ _0"></span>a<span class="ff2"> </span></div></div><div class="c x4d y446 w3b h63"><div class="t m0 x4c h15 y447 ff2 fs1 fc0 sc0 ls0 ws0">MWh </div></div><div class="c x4e y446 w40 h63"><div class="t m0 x5e h15 y447 ff2 fs1 fc0 sc0 ls1d ws0">   <span class="ls0">50,00<span class="_ _0"></span> </span></div></div><div class="c x50 y446 w3c h63"><div class="t m0 x5b h15 y447 ff2 fs1 fc0 sc0 ls0 ws0"> -     </div></div><div class="c x52 y446 w3d h63"><div class="t m0 x5c h15 y447 ff2 fs1 fc0 sc0 ls0 ws0">- </div></div><div class="c x54 y446 w3e h63"><div class="t m0 x59 h15 y448 ff2 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x38 y449 w3f h62"><div class="t m0 x4c h53 y438 ff6 fs1 fc0 sc0 ls0 ws0">Całkowite zużyc<span class="_ _0"></span>ie energii ze<span class="_ _0"></span> źródeł odnaw<span class="_ _0"></span>ialnych<span class="ff3"> </span></div></div><div class="c x4d y449 w3b h62"><div class="t m0 x4c h53 y438 ff3 fs1 fc0 sc0 ls0 ws0">MWh </div></div><div class="c x4e y449 w40 h62"><div class="t m0 x62 h15 y438 ff2 fs1 fc0 sc0 ls1d ws0">   <span class="ls0">595,00<span class="_ _0"></span> </span></div></div><div class="c x50 y449 w3c h62"><div class="t m0 x5b h15 y438 ff2 fs1 fc0 sc0 ls0 ws0"> -     </div></div><div class="c x52 y449 w3d h62"><div class="t m0 x5c h15 y438 ff2 fs1 fc0 sc0 ls0 ws0">- </div></div><div class="c x54 y449 w3e h62"><div class="t m0 x59 h53 y10a ff3 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x38 y44a w3f h61"><div class="t m0 x4c h53 y438 ff6 fs1 fc0 sc0 ls0 ws0">Udział źródeł <span class="_ _0"></span>odnawialnych<span class="_ _0"></span> w całkowity<span class="_ _0"></span>m zużyciu energ<span class="_ _0"></span>ii<span class="ff3"> </span></div></div><div class="c x4d y44a w3b h61"><div class="t m0 x4c h53 y438 ff3 fs1 fc0 sc0 ls0 ws0">% </div></div><div class="c x4e y44a w40 h61"><div class="t m0 x61 h15 y438 ff2 fs1 fc0 sc0 ls0 ws0">0,70% </div></div><div class="c x50 y44a w3c h61"><div class="t m0 x5b h15 y438 ff2 fs1 fc0 sc0 ls0 ws0"> -     </div></div><div class="c x52 y44a w3d h61"><div class="t m0 x5c h15 y438 ff2 fs1 fc0 sc0 ls0 ws0">- </div></div><div class="c x54 y44a w3e h61"><div class="t m0 x59 h53 y439 ff3 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x38 y44b w3f h61"><div class="t m0 x4c h53 y438 ff6 fs1 fc0 sc0 ls0 ws0">Całkowite zużyc<span class="_ _0"></span>ie energii<span class="ff3"> </span></div></div><div class="c x4d y44b w3b h61"><div class="t m0 x4c h53 y438 ff3 fs1 fc0 sc0 ls0 ws0">MWh </div></div><div class="c x4e y44b w40 h61"><div class="t m0 x56 h15 y438 ff2 fs1 fc0 sc0 ls1d ws0">  <span class="ls0">85 281,28 </span></div></div><div class="c x50 y44b w3c h61"><div class="t m0 x57 h15 y438 ff2 fs1 fc0 sc0 ls0 ws0"> 59 775,20   </div></div><div class="c x52 y44b w3d h61"><div class="t m0 x58 h15 y438 ff2 fs1 fc0 sc0 ls0 ws0">42,67% </div></div><div class="c x54 y44b w3e h61"><div class="t m0 x59 h53 y439 ff3 fs1 fc0 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf21" class="pf w12 h25" ><div class="pc pc21 w12 h25"><img class="bi x4 y0 w41 h26" alt="" 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"/><div class="c x0 y0 w14 h25"><div class="t m0 x4 h2 y22b ff1 fs0 fc0 sc0 ls0 ws0">Sprawozdanie nt. informacji niefinansowych GK MIRBUD za 2025<span class="_ _1"></span> rok<span class="ff2"> </span></div><div class="t m0 x4 h2 y22c ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hd y22d ff4 fs3 fc0 sc0 ls20 ws0">33<span class="ff5 fs8 ls0"> </span></div></div><div class="c x38 y44c w42 h64"><div class="t m0 x4c h53 y44d ff3 fs1 fc0 sc0 ls0 ws0">Energia wytwar<span class="_ _0"></span>zana i sprzedaw<span class="_ _0"></span>ana </div></div><div class="c x46 y44c w43 h64"><div class="t m0 x59 h53 y44d ff3 fs1 fc0 sc0 ls0 ws0">Jednostka </div></div><div class="c x63 y44c w21 h64"><div class="t m0 x4f h53 y44d ff3 fs1 fc0 sc0 lsf ws0">202<span class="ls0">5 </span></div></div><div class="c x64 y44c w21 h64"><div class="t m0 x4f h53 y44d ff3 fs1 fc0 sc0 lsf ws0">2024<span class="ls0"> </span></div></div><div class="c x65 y44c w44 h64"><div class="t m0 x66 h53 y44d ff3 fs1 fc0 sc0 ls0 ws0">Zmiana r/r (%) </div></div><div class="c x38 y44e w45 h64"><div class="t m0 x4c h53 y44d ff3 fs1 fc0 sc0 ls0 ws0">Energia cieplna<span class="_ _0"></span> wytworzona </div></div><div class="c x46 y44e w46 h64"><div class="t m0 x4c h53 y44d ff3 fs1 fc0 sc0 ls0 ws0">MWh </div></div><div class="c x63 y44e w21 h64"><div class="t m0 x67 h53 y44d ff3 fs1 fc0 sc0 ls0 ws0">0,00 </div></div><div class="c x64 y44e w21 h64"><div class="t m0 x67 h53 y44d ff3 fs1 fc0 sc0 ls0 ws0">0,00 </div></div><div class="c x65 y44e w44 h64"><div class="t m0 x68 h53 y44d ff2 fs1 fc0 sc0 ls0 ws0">-<span class="ff3"> </span></div></div><div class="c x38 y44f w45 h64"><div class="t m0 x4c h15 y44d ff1 fs1 fc0 sc0 ls0 ws0">Energia cieplna wy<span class="_ _0"></span>tworzona ze <span class="_ _0"></span>źródeł odn<span class="_ _0"></span>awialnych<span class="ff2"> </span></div></div><div class="c x46 y44f w46 h64"><div class="t m0 x4c h15 y44d ff2 fs1 fc0 sc0 ls0 ws0">MWh </div></div><div class="c x63 y44f w21 h64"><div class="t m0 x67 h15 y44d ff2 fs1 fc0 sc0 ls0 ws0">0,00 </div></div><div class="c x64 y44f w21 h64"><div class="t m0 x67 h15 y44d ff2 fs1 fc0 sc0 ls0 ws0">0,00 </div></div><div class="c x65 y44f w44 h64"><div class="t m0 x68 h15 y44d ff2 fs1 fc0 sc0 ls0 ws0">- </div></div><div class="c x38 y450 w45 h65"><div class="t m0 x4c h15 y44d ff1 fs1 fc0 sc0 ls0 ws0">Energia cieplna wy<span class="_ _0"></span>tworzona ze <span class="_ _0"></span>źródeł nieod<span class="_ _0"></span>nawialnych<span class="ff2"> </span></div></div><div class="c x46 y450 w46 h65"><div class="t m0 x4c h15 y44d ff2 fs1 fc0 sc0 ls0 ws0">MWh </div></div><div class="c x63 y450 w21 h65"><div class="t m0 x67 h15 y44d ff2 fs1 fc0 sc0 ls0 ws0">0,00 </div></div><div class="c x64 y450 w21 h65"><div class="t m0 x67 h15 y44d ff2 fs1 fc0 sc0 ls0 ws0">0,00 </div></div><div class="c x65 y450 w44 h65"><div class="t m0 x68 h15 y44d ff2 fs1 fc0 sc0 ls0 ws0">- </div></div><div class="c x38 y451 w45 h64"><div class="t m0 x4c h53 y44d ff3 fs1 fc0 sc0 ls0 ws0">Energia elektryc<span class="_ _0"></span>zna wytworzo<span class="_ _0"></span>na brutto </div></div><div class="c x46 y451 w46 h64"><div class="t m0 x4c h53 y44d ff3 fs1 fc0 sc0 ls0 ws0">MWh </div></div><div class="c x63 y451 w21 h64"><div class="t m0 x67 h53 y44d ff3 fs1 fc0 sc0 ls0 ws0">0,00 </div></div><div class="c x64 y451 w21 h64"><div class="t m0 x67 h53 y44d ff3 fs1 fc0 sc0 ls0 ws0">0,00 </div></div><div class="c x65 y451 w44 h64"><div class="t m0 x68 h53 y44d ff2 fs1 fc0 sc0 ls0 ws0">-<span class="ff3"> </span></div></div><div class="c x38 y452 w45 h64"><div class="t m0 x4c h15 y44d ff2 fs1 fc0 sc0 ls0 ws0">Fotowoltaika </div></div><div class="c x46 y452 w46 h64"><div class="t m0 x4c h15 y44d ff2 fs1 fc0 sc0 ls0 ws0">MWh </div></div><div class="c x63 y452 w21 h64"><div class="t m0 x67 h15 y44d ff2 fs1 fc0 sc0 ls0 ws0">0,00 </div></div><div class="c x64 y452 w21 h64"><div class="t m0 x67 h15 y44d ff2 fs1 fc0 sc0 ls0 ws0">0,00 </div></div><div class="c x65 y452 w44 h64"><div class="t m0 x68 h15 y44d ff2 fs1 fc0 sc0 ls0 ws0">- </div></div><div class="c x38 y420 w45 h66"><div class="t m0 x4c h15 y453 ff2 fs1 fc0 sc0 ls0 ws0">Turbiny wiatrow<span class="_ _0"></span>e </div></div><div class="c x46 y420 w46 h66"><div class="t m0 x4c h15 y453 ff2 fs1 fc0 sc0 ls0 ws0">MWh </div></div><div class="c x63 y420 w21 h66"><div class="t m0 x67 h15 y453 ff2 fs1 fc0 sc0 ls0 ws0">0,00 </div></div><div class="c x64 y420 w21 h66"><div class="t m0 x67 h15 y453 ff2 fs1 fc0 sc0 ls0 ws0">0,00 </div></div><div class="c x65 y420 w44 h66"><div class="t m0 x68 h15 y453 ff2 fs1 fc0 sc0 ls0 ws0">- </div></div><div class="c x38 y308 w45 h64"><div class="t m0 x4c h15 y44d ff2 fs1 fc0 sc0 ls0 ws0">Elektrownie wodn<span class="_ _0"></span>e  </div></div><div class="c x46 y308 w46 h64"><div class="t m0 x4c h15 y44d ff2 fs1 fc0 sc0 ls0 ws0">MWh </div></div><div class="c x63 y308 w21 h64"><div class="t m0 x67 h15 y44d ff2 fs1 fc0 sc0 ls0 ws0">0,00 </div></div><div class="c x64 y308 w21 h64"><div class="t m0 x67 h15 y44d ff2 fs1 fc0 sc0 ls0 ws0">0,00 </div></div><div class="c x65 y308 w44 h64"><div class="t m0 x68 h15 y44d ff2 fs1 fc0 sc0 ls0 ws0">- </div></div><div class="c x38 y454 w45 h64"><div class="t m0 x4c h15 y44d ff1 fs1 fc0 sc0 ls0 ws0">Energia elektryc<span class="_ _0"></span>zna wytworzona <span class="_ _0"></span>ze źródeł nieodn<span class="_ _0"></span>awialnych<span class="ff2"> </span></div></div><div class="c x46 y454 w46 h64"><div class="t m0 x4c h15 y44d ff2 fs1 fc0 sc0 ls0 ws0">MWh </div></div><div class="c x63 y454 w21 h64"><div class="t m0 x67 h15 y44d ff2 fs1 fc0 sc0 ls0 ws0">0,00 </div></div><div class="c x64 y454 w21 h64"><div class="t m0 x67 h15 y44d ff2 fs1 fc0 sc0 ls0 ws0">0,00 </div></div><div class="c x65 y454 w44 h64"><div class="t m0 x68 h15 y44d ff2 fs1 fc0 sc0 ls0 ws0">- </div></div><div class="c x38 y455 w45 h64"><div class="t m0 x4c h53 y44d ff3 fs1 fc0 sc0 ls0 ws0">Energia elektryc<span class="_ _0"></span>zna wprowad<span class="_ _0"></span>zona do sieci<span class="_ _0"></span> netto </div></div><div class="c x46 y455 w46 h64"><div class="t m0 x4c h53 y44d ff3 fs1 fc0 sc0 ls0 ws0">MWh </div></div><div class="c x63 y455 w21 h64"><div class="t m0 x67 h53 y44d ff3 fs1 fc0 sc0 ls0 ws0">0,00 </div></div><div class="c x64 y455 w21 h64"><div class="t m0 x67 h53 y44d ff3 fs1 fc0 sc0 ls0 ws0">0,00 </div></div><div class="c x65 y455 w44 h64"><div class="t m0 x68 h53 y44d ff2 fs1 fc0 sc0 ls0 ws0">-<span class="ff3"> </span></div></div><div class="c x38 y456 w45 h64"><div class="t m0 x4c h15 y44d ff2 fs1 fc0 sc0 ls0 ws0">Fotowoltaika </div></div><div class="c x46 y456 w46 h64"><div class="t m0 x4c h15 y44d ff2 fs1 fc0 sc0 ls0 ws0">MWh </div></div><div class="c x63 y456 w21 h64"><div class="t m0 x67 h15 y44d ff2 fs1 fc0 sc0 ls0 ws0">0,00 </div></div><div class="c x64 y456 w21 h64"><div class="t m0 x67 h15 y44d ff2 fs1 fc0 sc0 ls0 ws0">0,00 </div></div><div class="c x65 y456 w44 h64"><div class="t m0 x68 h15 y44d ff2 fs1 fc0 sc0 ls0 ws0">- </div></div><div class="c x38 y457 w45 h64"><div class="t m0 x4c h15 y44d ff2 fs1 fc0 sc0 ls0 ws0">Turbiny wiatrow<span class="_ _0"></span>e </div></div><div class="c x46 y457 w46 h64"><div class="t m0 x4c h15 y44d ff2 fs1 fc0 sc0 ls0 ws0">MWh </div></div><div class="c x63 y457 w21 h64"><div class="t m0 x67 h15 y44d ff2 fs1 fc0 sc0 ls0 ws0">0,00 </div></div><div class="c x64 y457 w21 h64"><div class="t m0 x67 h15 y44d ff2 fs1 fc0 sc0 ls0 ws0">0,00 </div></div><div class="c x65 y457 w44 h64"><div class="t m0 x68 h15 y44d ff2 fs1 fc0 sc0 ls0 ws0">- </div></div><div class="c x38 y458 w45 h64"><div class="t m0 x4c h15 y44d ff2 fs1 fc0 sc0 ls0 ws0">Elektrownie wodn<span class="_ _0"></span>e  </div></div><div class="c x46 y458 w46 h64"><div class="t m0 x4c h15 y44d ff2 fs1 fc0 sc0 ls0 ws0">MWh </div></div><div class="c x63 y458 w21 h64"><div class="t m0 x67 h15 y44d ff2 fs1 fc0 sc0 ls0 ws0">0,00 </div></div><div class="c x64 y458 w21 h64"><div class="t m0 x67 h15 y44d ff2 fs1 fc0 sc0 ls0 ws0">0,00 </div></div><div class="c x65 y458 w44 h64"><div class="t m0 x68 h15 y44d ff2 fs1 fc0 sc0 ls0 ws0">- </div></div><div class="c x38 y459 w45 h44"><div class="t m0 x4c h15 y1eb ff2 fs1 fc0 sc0 ls0 ws0">Energia elektryc<span class="_ _0"></span>zna kupiona i<span class="_ _0"></span> sprzeda<span class="_ _0"></span>na - <span class="ff1">pochodząca ze źród<span class="_ _0"></span>eł </span></div><div class="t m0 x4c h15 y1dd ff2 fs1 fc0 sc0 ls0 ws0">nieodnawialn<span class="_ _0"></span>ych </div></div><div class="c x46 y459 w46 h44"><div class="t m0 x4c h15 y23c ff2 fs1 fc0 sc0 ls0 ws0">MWh </div></div><div class="c x63 y459 w21 h44"><div class="t m0 x67 h15 y23c ff2 fs1 fc0 sc0 ls0 ws0">0,00 </div></div><div class="c x64 y459 w21 h44"><div class="t m0 x67 h15 y23c ff2 fs1 fc0 sc0 ls0 ws0">0,00 </div></div><div class="c x65 y459 w44 h44"><div class="t m0 x68 h15 y23c ff2 fs1 fc0 sc0 ls0 ws0">- </div></div><div class="c x38 y45a w45 h43"><div class="t m0 x4c h53 y39a ff6 fs1 fc0 sc0 ls0 ws0">Energia elektryc<span class="_ _0"></span>zna zakupiona<span class="_ _0"></span> w celu<span class="_ _0"></span> odsprzedaży <span class="_ _0"></span>do klientów<span class="_ _0"></span> i </div><div class="t m0 x4c h53 y1dd ff6 fs1 fc0 sc0 ls0 ws0">konsumentów <span class="ff3"> </span></div></div><div class="c x46 y45a w46 h43"><div class="t m0 x4c h53 y324 ff3 fs1 fc0 sc0 ls0 ws0">MWh </div></div><div class="c x63 y45a w21 h43"><div class="t m0 xc h53 y324 ff3 fs1 fc0 sc0 ls0 ws0">1619,03 </div></div><div class="c x64 y45a w21 h43"><div class="t m0 xc h53 y324 ff3 fs1 fc0 sc0 ls0 ws0">1858,07 </div></div><div class="c x65 y45a w44 h43"><div class="t m0 x67 h53 y324 ff2 fs1 fc0 sc0 ls0 ws0">-12,86%<span class="ff3"> </span></div></div><div class="c x38 y41 w45 h64"><div class="t m0 x4c h15 y44d ff2 fs1 fc0 sc0 ls0 ws0">Fotowoltaika </div></div><div class="c x46 y41 w46 h64"><div class="t m0 x4c h15 y44d ff2 fs1 fc0 sc0 ls0 ws0">MWh </div></div><div class="c x63 y41 w21 h64"><div class="t m0 x67 h15 y44d ff2 fs1 fc0 sc0 ls0 ws0">0,00 </div></div><div class="c x64 y41 w21 h64"><div class="t m0 x67 h15 y44d ff2 fs1 fc0 sc0 ls0 ws0">0,00 </div></div><div class="c x65 y41 w44 h64"><div class="t m0 x68 h15 y44d ff2 fs1 fc0 sc0 ls0 ws0">- </div></div><div class="c x38 y45b w45 h64"><div class="t m0 x4c h15 y44d ff2 fs1 fc0 sc0 ls0 ws0">Turbiny wiatrow<span class="_ _0"></span>e </div></div><div class="c x46 y45b w46 h64"><div class="t m0 x4c h15 y44d ff2 fs1 fc0 sc0 ls0 ws0">MWh </div></div><div class="c x63 y45b w21 h64"><div class="t m0 x67 h15 y44d ff2 fs1 fc0 sc0 ls0 ws0">0,00 </div></div><div class="c x64 y45b w21 h64"><div class="t m0 x67 h15 y44d ff2 fs1 fc0 sc0 ls0 ws0">0,00 </div></div><div class="c x65 y45b w44 h64"><div class="t m0 x68 h15 y44d ff2 fs1 fc0 sc0 ls0 ws0">- </div></div><div class="c x38 y45c w45 h65"><div class="t m0 x4c h15 y44d ff2 fs1 fc0 sc0 ls0 ws0">Elektrownie wodn<span class="_ _0"></span>e  </div></div><div class="c x46 y45c w46 h65"><div class="t m0 x4c h15 y44d ff2 fs1 fc0 sc0 ls0 ws0">MWh </div></div><div class="c x63 y45c w21 h65"><div class="t m0 x67 h15 y44d ff2 fs1 fc0 sc0 ls0 ws0">0,00 </div></div><div class="c x64 y45c w21 h65"><div class="t m0 x67 h15 y44d ff2 fs1 fc0 sc0 ls0 ws0">0,00 </div></div><div class="c x65 y45c w44 h65"><div class="t m0 x68 h15 y44d ff2 fs1 fc0 sc0 ls0 ws0">- </div></div><div class="c x38 y45d w45 h3f"><div class="t m0 x4c h15 y1dc ff2 fs1 fc0 sc0 ls0 ws0">Energia elektryc<span class="_ _0"></span>zna kupiona i<span class="_ _0"></span> sprzeda<span class="_ _0"></span>na - <span class="ff1">pochodząca ze źród<span class="_ _0"></span>eł </span></div><div class="t m0 x4c h15 y1dd ff2 fs1 fc0 sc0 ls0 ws0">nieodnawialn<span class="_ _0"></span>ych </div></div><div class="c x46 y45d w46 h3f"><div class="t m0 x4c h15 y324 ff2 fs1 fc0 sc0 ls0 ws0">MWh </div></div><div class="c x63 y45d w21 h3f"><div class="t m0 xc h15 y324 ff2 fs1 fc0 sc0 ls0 ws0">1619,03 </div></div><div class="c x64 y45d w21 h3f"><div class="t m0 xc h15 y324 ff2 fs1 fc0 sc0 ls0 ws0">1858,07 </div></div><div class="c x65 y45d w44 h3f"><div class="t m0 x67 h15 y324 ff2 fs1 fc0 sc0 ls0 ws0">-12,86% </div></div><div class="c x38 y45e w45 h3f"><div class="t m0 x4c h53 y1dc ff6 fs1 fc0 sc0 ls0 ws0">Energia cieplna<span class="_ _0"></span> zakupiona w<span class="_ _0"></span> celu odsprzeda<span class="_ _0"></span>ży do klient<span class="_ _0"></span>ów i </div><div class="t m0 x4c h53 y1dd ff6 fs1 fc0 sc0 ls0 ws0">konsumentów <span class="ff3"> </span></div></div><div class="c x46 y45e w46 h3f"><div class="t m0 x4c h53 y324 ff3 fs1 fc0 sc0 ls0 ws0">MWh </div></div><div class="c x63 y45e w21 h3f"><div class="t m0 x67 h53 y324 ff3 fs1 fc0 sc0 ls0 ws0">0,00 </div></div><div class="c x64 y45e w21 h3f"><div class="t m0 x67 h53 y324 ff3 fs1 fc0 sc0 ls0 ws0">0,00 </div></div><div class="c x65 y45e w44 h3f"><div class="t m0 x68 h53 y324 ff2 fs1 fc0 sc0 ls0 ws0">-<span class="ff3"> </span></div></div><div class="c x38 y45f w45 h64"><div class="t m0 x4c h15 y460 ff2 fs1 fc0 sc0 ls0 ws0">Energia cieplna <span class="_ _0"></span>kupiona i spr<span class="_ _0"></span>zedana - <span class="ff1">pochodząca<span class="_ _0"></span> ze źródeł odnaw<span class="_ _0"></span>ialnych<span class="ff2"> </span></span></div></div><div class="c x46 y45f w46 h64"><div class="t m0 x4c h15 y460 ff2 fs1 fc0 sc0 ls0 ws0">MWh </div></div><div class="c x63 y45f w21 h64"><div class="t m0 x67 h15 y460 ff2 fs1 fc0 sc0 ls0 ws0">0,00 </div></div><div class="c x64 y45f w21 h64"><div class="t m0 x67 h15 y460 ff2 fs1 fc0 sc0 ls0 ws0">0,00 </div></div><div class="c x65 y45f w44 h64"><div class="t m0 x68 h15 y460 ff2 fs1 fc0 sc0 ls0 ws0">- </div></div><div class="c x38 y461 w45 h43"><div class="t m0 x4c h15 y1dc ff2 fs1 fc0 sc0 ls0 ws0">Energia cieplna <span class="_ _0"></span>kupiona i spr<span class="_ _0"></span>zedana - <span class="ff1">pochodząca<span class="_ _0"></span> ze źródeł </span></div><div class="t m0 x4c h15 y1dd ff2 fs1 fc0 sc0 ls0 ws0">nieodnawialn<span class="_ _0"></span>ych </div></div><div class="c x46 y461 w46 h43"><div class="t m0 x4c h15 y324 ff2 fs1 fc0 sc0 ls0 ws0">MWh </div></div><div class="c x63 y461 w21 h43"><div class="t m0 x67 h15 y324 ff2 fs1 fc0 sc0 ls0 ws0">0,00 </div></div><div class="c x64 y461 w21 h43"><div class="t m0 x67 h15 y324 ff2 fs1 fc0 sc0 ls0 ws0">0,00 </div></div><div class="c x65 y461 w44 h43"><div class="t m0 x68 h15 y324 ff2 fs1 fc0 sc0 ls0 ws0">- </div></div><div class="c x0 y0 w14 h25"><div class="t m0 x4 h15 y462 ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h6 y463 ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h6 y464 ff2 fs3 fc0 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf22" class="pf w12 h25" ><div class="pc pc22 w12 h25"><img class="bi x4 y0 w47 h26" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w14 h25"><div class="t m0 x4 h2 y22b ff1 fs0 fc0 sc0 ls0 ws0">Sprawozdanie nt. informacji niefinansowych GK MIRBUD za 2025<span class="_ _1"></span> rok<span class="ff2"> </span></div><div class="t m0 x4 h2 y22c ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hd y22d ff4 fs3 fc0 sc0 ls20 ws0">34<span class="ff5 fs8 ls0"> </span></div></div><div class="c x38 y44c w42 h64"><div class="t m0 x4c h53 y44d ff6 fs1 fc0 sc0 ls0 ws0">Energia wytwor<span class="_ _0"></span>zona i zużyta<span class="_ _0"></span> na własne pot<span class="_ _0"></span>rzeby operacy<span class="_ _0"></span>jne<span class="ff3"> </span></div></div><div class="c x46 y44c w43 h64"><div class="t m0 x59 h53 y44d ff3 fs1 fc0 sc0 ls0 ws0">Jednostka </div></div><div class="c x63 y44c w48 h64"><div class="t m0 x23 h53 y44d ff3 fs1 fc0 sc0 lsf ws0">202<span class="ls0">5 </span></div></div><div class="c x38 y44e w45 h64"><div class="t m0 x4c h15 y465 ff1 fs1 fc0 sc0 ls0 ws0">Energia elektryc<span class="_ _0"></span>zna wytworzona <span class="_ _0"></span>ze źródeł odnaw<span class="_ _0"></span>ialnych<span class="ff2"> </span></div></div><div class="c x46 y44e w46 h64"><div class="t m0 x4c h53 y44d ff3 fs1 fc0 sc0 ls0 ws0">MWh </div></div><div class="c x63 y44e w48 h64"><div class="t m0 xe h53 y44d ff3 fs1 fc0 sc0 ls0 ws0">50,00 </div></div><div class="c x38 y44f w45 h64"><div class="t m0 x4c h15 y465 ff2 fs1 fc0 sc0 ls0 ws0">Fotowoltaika </div></div><div class="c x46 y44f w46 h64"><div class="t m0 x4c h15 y44d ff2 fs1 fc0 sc0 ls0 ws0">MWh </div></div><div class="c x63 y44f w48 h64"><div class="t m0 x51 h15 y44d ff2 fs1 fc0 sc0 ls0 ws0">50,0 </div></div><div class="c x38 y450 w45 h65"><div class="t m0 x4c h15 y23a ff2 fs1 fc0 sc0 ls0 ws0">Turbiny wiatrow<span class="_ _0"></span>e </div></div><div class="c x46 y450 w46 h65"><div class="t m0 x4c h15 y44d ff2 fs1 fc0 sc0 ls0 ws0">MWh </div></div><div class="c x63 y450 w48 h65"><div class="t m0 x51 h15 y44d ff2 fs1 fc0 sc0 ls0 ws0">0,00 </div></div><div class="c x38 y451 w45 h64"><div class="t m0 x4c h15 y465 ff2 fs1 fc0 sc0 ls0 ws0">Elektrownie wodn<span class="_ _0"></span>e </div></div><div class="c x46 y451 w46 h64"><div class="t m0 x4c h53 y44d ff3 fs1 fc0 sc0 ls0 ws0">MWh </div></div><div class="c x63 y451 w48 h64"><div class="t m0 x51 h15 y44d ff2 fs1 fc0 sc0 ls0 ws0">0,00 </div></div><div class="c x38 y466 w45 h3f"><div class="t m0 x4c h15 y1dc ff1 fs1 fc0 sc0 ls0 ws0">Energia elektryc<span class="_ _0"></span>zna pobrana z w<span class="_ _0"></span>łasnej produ<span class="_ _0"></span>kcji <span class="ff2">- </span>pochodząca <span class="_ _0"></span>ze źróde<span class="_ _0"></span>ł </div><div class="t m0 x4c h15 y1dd ff2 fs1 fc0 sc0 ls0 ws0">nieodnawialn<span class="_ _0"></span>ych </div></div><div class="c x46 y466 w46 h3f"><div class="t m0 x4c h15 y324 ff2 fs1 fc0 sc0 ls0 ws0">MWh </div></div><div class="c x63 y466 w48 h3f"><div class="t m0 x51 h15 y324 ff2 fs1 fc0 sc0 ls0 ws0">0,00 </div></div><div class="c x0 y0 w14 h25"><div class="t m0 x4 h6 y467 ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h6 y468 ff1 fs3 fc0 sc0 ls0 ws0">Wszystkie <span class="_ _9"></span>spółki <span class="_ _9"></span>z <span class="_ _9"></span>wyjątkiem <span class="_ _9"></span>MARYWILS<span class="_ _1"></span>KIEJ<span class="ff2"> <span class="_ _9"></span></span>dział<span class="_ _1"></span>ają <span class="_ _9"></span>w <span class="_ _9"></span>sektorach <span class="_ _9"></span>o <span class="_ _9"></span>znacznym <span class="_ _9"></span>oddziaływaniu <span class="_ _9"></span>na <span class="_ _9"></span>klimat. <span class="_ _9"></span>Zapotrzebowan<span class="_ _1"></span>ie <span class="_ _9"></span>Grupy <span class="_ _9"></span>MIRBUD <span class="_ _9"></span>na <span class="_ _9"></span>paliwa <span class="_ _9"></span>i </div><div class="t m0 x4 h6 y469 ff1 fs3 fc0 sc0 ls0 ws0">energię wynika z:<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x6 h6 y46a ff9 fs3 fc0 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _c"> </span>realizacji inwestyc<span class="_ _1"></span>ji budowlanych <span class="ff1">–<span class="_ _1"></span></span> <span class="ff1">pracy maszy<span class="_ _1"></span>n budowlanych i transportu<span class="_ _1"></span> surowców, materi<span class="_ _1"></span>ałów oraz odpadów;<span class="_ _8"></span></span> </span></div><div class="t m0 x6 h6 y46b ff9 fs3 fc0 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _c"> </span>produkcji masy bitumicz<span class="_ _1"></span>nej; </span></div><div class="t m0 x6 h6 y46c ff9 fs3 fc0 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _c"> </span><span class="ff1">działalności operacyj<span class="_ _1"></span>nej –</span> <span class="ff1">wy<span class="_ _1"></span>korzystania pojazdów s<span class="_ _1"></span>łużbowych i dostarcz<span class="_ _1"></span>enia energii do budynk<span class="_ _1"></span>ów biurowy<span class="_ _1"></span>ch. <span class="_ _1"></span></span> </span></div></div><div class="c x38 y46d w49 h67"><div class="t m0 x4c h53 y46e ff6 fs1 fc0 sc0 ls0 ws0">Energochłonność <span class="_ _0"></span>na przycho<span class="_ _0"></span>dy netto<span class="ff3"> </span></div></div><div class="c x69 y46d w4a h67"><div class="t m0 x1d h53 y46e ff3 fs1 fc0 sc0 ls0 ws0">Jednostka </div></div><div class="c x6a y46d w4b h67"><div class="t m0 x6b h53 y46e ff3 fs1 fc0 sc0 lsf ws0">202<span class="ls0">5 </span></div></div><div class="c x6c y46d w4c h67"><div class="t m0 x6b h53 y46e ff3 fs1 fc0 sc0 lsf ws0">2024<span class="ls0"> </span></div></div><div class="c x6d y46d w4d h67"><div class="t m0 x6e h53 y46e ff3 fs1 fc0 sc0 ls0 ws0">Zmiana r/r (%) </div></div><div class="c x38 y46f w4e h68"><div class="t m0 x4c h15 y470 ff1 fs1 fc0 sc0 ls0 ws0">Całkowite zu<span class="_ _0"></span>życie energii w rama<span class="_ _0"></span>ch działalno<span class="_ _0"></span>ści w sektora<span class="_ _0"></span>ch o zna<span class="_ _0"></span>cznym </div><div class="t m0 x4c h15 y471 ff1 fs1 fc0 sc0 ls0 ws0">oddziaływaniu na<span class="_ _0"></span> klimat na pr<span class="_ _0"></span>zychody netto <span class="_ _0"></span>z działalności w <span class="_ _0"></span>sektora<span class="_ _0"></span>ch o </div><div class="t m0 x4c h15 y28b ff1 fs1 fc0 sc0 ls0 ws0">znacznym odd<span class="_ _0"></span>ziaływaniu na kli<span class="_ _0"></span>mat<span class="ff2"> </span></div></div><div class="c x69 y46f w4f h68"><div class="t m0 x4c h15 y471 ff2 fs1 fc0 sc0 ls0 ws0">MWh/1 mln PLN<span class="_ _0"></span> </div></div><div class="c x6a y46f w4b h68"><div class="t m0 x58 h15 y472 ff2 fs1 fc0 sc0 ls0 ws0">27,40 </div></div><div class="c x6c y46f w4c h68"><div class="t m0 x58 h15 y472 ff2 fs1 fc0 sc0 ls0 ws0">19,61 </div></div><div class="c x6d y46f w4d h68"><div class="t m0 x6f h15 y472 ff2 fs1 fc0 sc0 ls0 ws0">39,75% </div></div><div class="c x0 y0 w14 h25"><div class="t m0 x4 h6 y473 ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x38 y474 w42 h69"><div class="t m0 x4c h53 y1dd ff3 fs1 fc0 sc0 ls0 ws0">Przychody nett<span class="_ _0"></span>o </div></div><div class="c x46 y474 w50 h69"><div class="t m0 x70 h53 y1dd ff3 fs1 fc0 sc0 ls0 ws0">Jednostka </div></div><div class="c x71 y474 w51 h69"><div class="t m0 x6b h53 y326 ff3 fs1 fc0 sc0 lsf ws0">202<span class="ls0">5 </span></div></div><div class="c x38 y475 w45 h6a"><div class="t m0 x4c h15 y1dc ff1 fs1 fc0 sc0 ls0 ws0">Przychody ne<span class="_ _0"></span>tto z działalnoś<span class="_ _0"></span>ci w sektorach<span class="_ _0"></span> o znacznym<span class="_ _0"></span> oddziaływan<span class="_ _0"></span>iu na </div><div class="t m0 x4c h15 y1dd ff1 fs1 fc0 sc0 ls0 ws0">klimat wykorz<span class="_ _0"></span>ystane do oblic<span class="_ _0"></span>zenia energ<span class="_ _0"></span>ochłonności<span class="ff2"> </span></div></div><div class="c x46 y475 w52 h6a"><div class="t m0 x4c h15 y476 ff2 fs1 fc0 sc0 ls0 ws0">mln PLN </div></div><div class="c x71 y475 w51 h6a"><div class="t m0 x57 h15 y476 ff2 fs1 fc0 sc0 ls0 ws0">3112,34 </div></div><div class="c x38 y477 w45 h69"><div class="t m0 x4c h15 y1dd ff2 fs1 fc0 sc0 ls0 ws0">Przychody ne<span class="_ _0"></span>tto (inne) </div></div><div class="c x46 y477 w52 h69"><div class="t m0 x4c h15 y326 ff2 fs1 fc0 sc0 ls0 ws0">mln PLN </div></div><div class="c x71 y477 w51 h69"><div class="t m0 x72 h15 y326 ff2 fs1 fc0 sc0 ls0 ws0">16,03 </div></div><div class="c x38 y478 w45 h6b"><div class="t m0 x4c h15 y265 ff1 fs1 fc0 sc0 ls0 ws0">Całkowite prz<span class="_ _0"></span>ychody netto (<span class="_ _0"></span>Sprawozdania f<span class="_ _0"></span>inansowe) <span class="ff2"> </span></div></div><div class="c x46 y478 w52 h6b"><div class="t m0 x4c h15 y265 ff2 fs1 fc0 sc0 ls0 ws0">mln PLN </div></div><div class="c x71 y478 w51 h6b"><div class="t m0 x57 h15 y265 ff2 fs1 fc0 sc0 ls0 ws0">3128,37 </div></div><div class="c x0 y0 w14 h25"><div class="t m0 x4 h12 y479 ff6 fsb fc0 sc0 ls13 ws0">E1<span class="ls0">-6 Emisje gazów<span class="_ _1"></span> cieplarniany<span class="_ _1"></span>ch zakresów 1,<span class="_ _1"></span> 2 i 3 brutto oraz cał<span class="_ _1"></span>kowite emis<span class="_ _1"></span>je gazów cieplarnianych <span class="_ _8"></span><span class="ff3"> </span></span></div><div class="t m0 x4 h6 y47a ff1 fs3 fc0 sc0 ls0 ws0">GK <span class="_ _b"></span>MIR<span class="_ _1"></span>BUD <span class="_ _b"></span>ra<span class="_ _1"></span>portuje <span class="_ _b"></span>k<span class="_ _1"></span>orektę <span class="_ _9"></span>danych <span class="_ _9"></span>w <span class="_ _b"></span>zakr<span class="_ _1"></span>esie <span class="_ _b"></span>1 <span class="_ _9"></span>za <span class="_ _9"></span>rok <span class="_ _b"></span>2024. <span class="_ _9"></span>Korekta <span class="_ _9"></span>wynika <span class="_ _9"></span>z <span class="_ _9"></span>omyłki <span class="_ _b"></span>pisars<span class="_ _1"></span>kiej <span class="_ _b"></span>w <span class="_ _9"></span>kontekś<span class="_ _1"></span>cie <span class="_ _b"></span>zuży<span class="_ _1"></span>cia <span class="_ _b"></span>wę<span class="_ _1"></span>gla <span class="_ _b"></span>br<span class="_ _b"></span><span class="ff2">unatnego <span class="_ _9"></span>oraz <span class="_ _9"></span>oleju </span></div><div class="t m0 x4 h6 y39f ff1 fs3 fc0 sc0 ls0 ws0">opałowego. Dane w t<span class="_ _1"></span>abelce poniżej uwz<span class="_ _1"></span>ględniają kor<span class="_ _1"></span>ektę. <span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x4 h6 y47b ff2 fs3 fc0 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf23" class="pf w12 h25" ><div class="pc pc23 w12 h25"><img class="bi x4 y0 w53 h26" alt="" 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"/><div class="c x0 y0 w14 h25"><div class="t m0 x4 h2 y22b ff1 fs0 fc0 sc0 ls0 ws0">Sprawozdanie nt. informacji niefinansowych GK MIRBUD za 2025<span class="_ _1"></span> rok<span class="ff2"> </span></div><div class="t m0 x4 h2 y22c ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hd y22d ff4 fs3 fc0 sc0 ls20 ws0">35<span class="ff5 fs8 ls0"> </span></div><div class="t m0 x4 h6 y47c ff2 fs3 fc0 sc0 ls0 ws0">Emisje w zakresie 1,2 <span class="_ _1"></span>i 3 obliczono zgo<span class="_ _1"></span>dnie z The Gre<span class="_ _1"></span>enhouse Gas Protoco<span class="_ _1"></span>l Corporate Accountin<span class="_ _1"></span>g and Reporting St<span class="_ _1"></span>andard w wersj<span class="_ _b"></span>i revised.<span class="_ _1"></span> </div><div class="t m0 x4 h6c y47d ff5 fs8 fc0 sc0 ls0 ws0"> </div></div><div class="c x4 y47e w54 h6d"><div class="t m0 x21 h28 y47f ff3 fs0 fc5 sc0 ls0 ws0"> </div></div><div class="c x73 y47e w55 h6d"><div class="t m0 x23 h28 y47f ff3 fs0 fc5 sc0 ls0 ws0"> </div></div><div class="c x74 y47e w56 h6d"><div class="t m0 x4 h53 y480 ff3 fs1 fc0 sc0 ls0 ws0">Retrospekty<span class="_ _0"></span>wa </div></div><div class="c x75 y47e w57 h6d"><div class="t m0 x1d h53 y480 ff6 fs1 fc0 sc0 ls0 ws0">Cele pośrednie<span class="_ _0"></span> i lata, któryc<span class="_ _0"></span>h dotyczy cel<span class="ff3"> </span></div></div><div class="c x4 y481 w58 h6e"><div class="t m0 x21 h28 y34c ff3 fs0 fc5 sc0 ls0 ws0"> </div></div><div class="c x73 y481 w59 h6e"><div class="t m0 x14 h28 y31f ff3 fs1 fc0 sc0 ls0 ws0">Jedn.<span class="fs0"> </span></div></div><div class="c x74 y481 w5a h6e"><div class="t m0 x29 h53 y482 ff3 fs1 fc0 sc0 ls0 ws0">Rok </div><div class="t m0 x27 h53 y31f ff3 fs1 fc0 sc0 ls0 ws0">bazowy </div><div class="t m0 x76 h53 y320 ff3 fs1 fc0 sc0 ls22 ws0">(2022)<span class="ls0"> </span></div></div><div class="c x34 y481 w5b h6e"><div class="t m0 x77 h53 y31f ff3 fs1 fc0 sc0 lsf ws0">202<span class="ls0">4 </span></div></div><div class="c x78 y481 w5c h6e"><div class="t m0 x2b h53 y483 ff3 fs1 fc0 sc0 lsf ws0">202<span class="ls0">5<span class="ff2"> </span></span></div></div><div class="c x79 y481 w59 h6e"><div class="t m0 x42 h53 y484 ff3 fs1 fc0 sc0 ls0 ws0">Zmiana </div><div class="t m0 x7a h53 y42b ff3 fs1 fc0 sc0 ls0 ws0">r/r (%) </div></div><div class="c x75 y481 w5d h6e"><div class="t m0 x24 h53 y31f ff3 fs1 fc0 sc0 lsf ws0">2025<span class="ls0"> </span></div></div><div class="c x65 y481 w59 h6e"><div class="t m0 x24 h28 y31f ff3 fs1 fc0 sc0 lsf ws0">2030<span class="fs0 ls0"> </span></div><div class="t m0 x23 h15 y485 ff2 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x7b y481 w5e h6e"><div class="t m0 x1e h53 y31f ff3 fs1 fc0 sc0 lsf ws0">2050<span class="ls0"> </span></div></div><div class="c x7c y481 w5f h6e"><div class="t m0 x42 h53 y482 ff3 fs1 fc0 sc0 ls0 ws0">Roczny cel w </div><div class="t m0 x6e h53 y31f ff3 fs1 fc0 sc0 ls0 ws0">% / rok </div><div class="t m0 x29 h53 y320 ff3 fs1 fc0 sc0 ls0 ws0">bazowy </div></div><div class="c x4 y486 w60 h6f"><div class="t m0 xf h28 y487 ff3 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x7d y486 w61 h6f"><div class="t m0 xf h53 y488 ff6 fs1 fc0 sc0 ls0 ws0">Emisje gazów c<span class="_ _0"></span>ieplarnianych<span class="_ _0"></span> w zakresie 1<span class="ff3"> </span></div></div><div class="c x4 y489 w62 h29"><div class="t m0 xf h4e y48a ff1 fsc fc0 sc0 ls0 ws0">Emisje brut<span class="_ _0"></span>to gazów<span class="_ _0"></span> cieplarniany<span class="_ _0"></span>ch w zakr<span class="_ _0"></span>esie 1<span class="ff2"> </span></div></div><div class="c x73 y489 w59 h29"><div class="t m0 x42 h4e y48a ff2 fsc fc0 sc0 ls0 ws0">MgCO2e </div></div><div class="c x74 y489 w5a h29"><div class="t m0 x14 h4e y48a ff2 fsc fc0 sc0 ls0 ws0">12 980,84<span class="_ _0"></span> </div></div><div class="c x34 y489 w5b h29"><div class="t m0 x42 h4e y48a ff2 fsc fc0 sc0 ls23 ws0">  <span class="ls0">15 239<span class="_ _0"></span>,13 </span></div></div><div class="c x78 y489 w5c h29"><div class="t m0 xd h4e y48a ff2 fsc fc0 sc0 ls0 ws0">42 178,79<span class="_ _0"></span> </div></div><div class="c x79 y489 w59 h29"><div class="t m0 x2 h4e y48a ff2 fsc fc0 sc0 ls0 ws0">176,78% </div></div><div class="c x75 y489 w5d h29"><div class="t m0 x16 h4e y48a ff2 fsc fc0 sc0 ls0 ws0">- </div></div><div class="c x65 y489 w59 h29"><div class="t m0 x16 h4e y48a ff2 fsc fc0 sc0 ls0 ws0">- </div></div><div class="c x7b y489 w5e h29"><div class="t m0 x2f h4e y48a ff2 fsc fc0 sc0 ls0 ws0">- </div></div><div class="c x7c y489 w5f h29"><div class="t m0 x7e h4e y48a ff2 fsc fc0 sc0 ls0 ws0">- </div></div><div class="c x4 y48b w62 h29"><div class="t m0 xf h4e y48c ff1 fsc fc0 sc0 ls0 ws0">Udział emi<span class="_ _0"></span>sji gazów<span class="_ _0"></span> cieplarniany<span class="_ _0"></span>ch w zakr<span class="_ _0"></span>esie 1 z<span class="_ _0"></span> regulowane<span class="_ _0"></span>go syste<span class="_ _0"></span>mu </div><div class="t m0 xf h4e y48d ff2 fsc fc0 sc0 ls0 ws0">handlu emi<span class="_ _0"></span>sjami </div></div><div class="c x73 y48b w59 h29"><div class="t m0 x7f h4e y48a ff2 fsc fc0 sc0 ls0 ws0">% </div></div><div class="c x74 y48b w5a h29"><div class="t m0 x11 h4e y48a ff2 fsc fc0 sc0 ls0 ws0">- </div></div><div class="c x34 y48b w5b h29"><div class="t m0 x80 h4e y48a ff2 fsc fc0 sc0 ls0 ws0">0 </div></div><div class="c x78 y48b w5c h29"><div class="t m0 x81 h4e y48a ff2 fsc fc0 sc0 ls0 ws0">0 </div></div><div class="c x79 y48b w59 h29"><div class="t m0 x16 h4e y48a ff2 fsc fc0 sc0 ls0 ws0">- </div></div><div class="c x75 y48b w5d h29"><div class="t m0 x16 h4e y48a ff2 fsc fc0 sc0 ls0 ws0">- </div></div><div class="c x65 y48b w59 h29"><div class="t m0 x16 h4e y48a ff2 fsc fc0 sc0 ls0 ws0">- </div></div><div class="c x7b y48b w5e h29"><div class="t m0 x2f h4e y48a ff2 fsc fc0 sc0 ls0 ws0">- </div></div><div class="c x7c y48b w5f h29"><div class="t m0 x7e h4e y48a ff2 fsc fc0 sc0 ls0 ws0">- </div></div><div class="c x4 y48e w60 h6d"><div class="t m0 xf h70 y48f ff3 fsc fc0 sc0 ls0 ws0"> </div></div><div class="c x7d y48e w61 h6d"><div class="t m0 xf h53 y488 ff6 fs1 fc0 sc0 ls0 ws0">Emisje gazów c<span class="_ _0"></span>ieplarnianych<span class="_ _0"></span> w zakresie 2<span class="ff3"> </span></div></div><div class="c x4 y490 w62 h2d"><div class="t m0 xf h4e y491 ff1 fsc fc0 sc0 ls0 ws0">Emisje brut<span class="_ _0"></span>to gazów<span class="_ _0"></span> cieplarniany<span class="_ _0"></span>ch w zakr<span class="_ _0"></span>esie 2 wg<span class="_ _0"></span> metody<span class="_ _0"></span> location<span class="ff2">-based </span></div></div><div class="c x73 y490 w59 h2d"><div class="t m0 x42 h4e y491 ff2 fsc fc0 sc0 ls0 ws0">MgCO2e </div></div><div class="c x74 y490 w5a h2d"><div class="t m0 x14 h4e y491 ff2 fsc fc0 sc0 ls0 ws0">11 570,91<span class="_ _0"></span> </div></div><div class="c x34 y490 w5b h2d"><div class="t m0 x2c h4e y491 ff2 fsc fc0 sc0 ls0 ws0">4 989,31<span class="_ _0"></span> </div></div><div class="c x78 y490 w5c h2d"><div class="t m0 x82 h4e y491 ff2 fsc fc0 sc0 ls0 ws0">4 800,64<span class="_ _0"></span> </div></div><div class="c x79 y490 w59 h2d"><div class="t m0 x76 h4e y491 ff2 fsc fc0 sc0 ls0 ws0">-3,78% </div></div><div class="c x75 y490 w5d h2d"><div class="t m0 x16 h4e y491 ff2 fsc fc0 sc0 ls0 ws0">- </div></div><div class="c x65 y490 w59 h2d"><div class="t m0 x16 h4e y491 ff2 fsc fc0 sc0 ls0 ws0">- </div></div><div class="c x7b y490 w5e h2d"><div class="t m0 x2f h4e y491 ff2 fsc fc0 sc0 ls0 ws0">- </div></div><div class="c x7c y490 w5f h2d"><div class="t m0 x7e h4e y491 ff2 fsc fc0 sc0 ls0 ws0">- </div></div><div class="c x4 y492 w62 h29"><div class="t m0 xf h4e y48a ff1 fsc fc0 sc0 ls0 ws0">Emisje brut<span class="_ _0"></span>to gazów<span class="_ _0"></span> cieplarniany<span class="_ _0"></span>ch w zakr<span class="_ _0"></span>esie 2 wg<span class="_ _0"></span> metody<span class="_ _0"></span> market<span class="ff2">-based </span></div></div><div class="c x73 y492 w59 h29"><div class="t m0 x1e h4e y48a ff2 fsc fc0 sc0 ls0 ws0">MgCO</div><div class="t m0 x7f h5d y493 ff2 fse fc0 sc0 ls0 ws0">2</div><div class="t m0 x83 h4e y48a ff2 fsc fc0 sc0 ls0 ws0">e </div></div><div class="c x74 y492 w5a h29"><div class="t m0 x14 h4e y48a ff2 fsc fc0 sc0 ls0 ws0">10 538,74<span class="_ _0"></span> </div></div><div class="c x34 y492 w5b h29"><div class="t m0 x2c h4e y48a ff2 fsc fc0 sc0 ls0 ws0">4 548,53<span class="_ _0"></span> </div></div><div class="c x78 y492 w5c h29"><div class="t m0 x82 h4e y48a ff2 fsc fc0 sc0 ls0 ws0">4 374,45<span class="_ _0"></span> </div></div><div class="c x79 y492 w59 h29"><div class="t m0 x76 h4e y48a ff2 fsc fc0 sc0 ls0 ws0">-3,83% </div></div><div class="c x75 y492 w5d h29"><div class="t m0 x16 h4e y48a ff2 fsc fc0 sc0 ls0 ws0">- </div></div><div class="c x65 y492 w59 h29"><div class="t m0 x16 h4e y48a ff2 fsc fc0 sc0 ls0 ws0">- </div></div><div class="c x7b y492 w5e h29"><div class="t m0 x2f h4e y48a ff2 fsc fc0 sc0 ls0 ws0">- </div></div><div class="c x7c y492 w5f h29"><div class="t m0 x7e h4e y48a ff2 fsc fc0 sc0 ls0 ws0">- </div></div><div class="c x4 y494 w60 h6d"><div class="t m0 xf h70 y48f ff3 fsc fc0 sc0 ls0 ws0"> </div></div><div class="c x7d y494 w61 h6d"><div class="t m0 xf h53 y480 ff6 fs1 fc0 sc0 ls0 ws0">Znaczące emis<span class="_ _0"></span>je gazów cie<span class="_ _0"></span>plarnianych w <span class="_ _0"></span>zakresie 3<span class="ff3">  </span></div></div><div class="c x4 y495 w62 h29"><div class="t m0 xf h4e y48a ff1 fsc fc0 sc0 ls0 ws0">Całkowite<span class="_ _0"></span> pośrednie<span class="_ _0"></span> emisje bru<span class="_ _0"></span>tto gazó<span class="_ _0"></span>w cieplarnian<span class="_ _0"></span>ych w za<span class="_ _0"></span>kresie 3<span class="ff2"> </span></div></div><div class="c x73 y495 w59 h29"><div class="t m0 x1e h4e y48a ff2 fsc fc0 sc0 ls0 ws0">MgCO</div><div class="t m0 x7f h5d y493 ff2 fse fc0 sc0 ls0 ws0">2</div><div class="t m0 x83 h4e y48a ff2 fsc fc0 sc0 ls0 ws0">e </div></div><div class="c x74 y495 w5a h29"><div class="t m0 x11 h4e y48a ff2 fsc fc0 sc0 ls0 ws0">- </div></div><div class="c x34 y495 w5b h29"><div class="t m0 x11 h4e y48a ff2 fsc fc0 sc0 ls0 ws0">- </div></div><div class="c x78 y495 w5c h29"><div class="t m0 x1d h4e y48a ff2 fsc fc0 sc0 ls0 ws0">182 648,64<span class="_ _0"></span> </div></div><div class="c x79 y495 w59 h29"><div class="t m0 x16 h4e y48a ff2 fsc fc0 sc0 ls0 ws0">- </div></div><div class="c x75 y495 w5d h29"><div class="t m0 x16 h4e y48a ff2 fsc fc0 sc0 ls0 ws0">- </div></div><div class="c x65 y495 w59 h29"><div class="t m0 x16 h4e y48a ff2 fsc fc0 sc0 ls0 ws0">- </div></div><div class="c x7b y495 w5e h29"><div class="t m0 x2f h4e y48a ff2 fsc fc0 sc0 ls0 ws0">- </div></div><div class="c x7c y495 w5f h29"><div class="t m0 x7e h4e y48a ff2 fsc fc0 sc0 ls0 ws0">- </div></div><div class="c x4 y496 w62 h29"><div class="t m0 xf h4e y48a ff1 fsc fc0 sc0 ls0 ws0">1 Zakupione<span class="_ _0"></span> towar<span class="_ _0"></span>y i usługi<span class="ff2"> </span></div></div><div class="c x73 y496 w59 h29"><div class="t m0 x1e h4e y48a ff2 fsc fc0 sc0 ls0 ws0">MgCO</div><div class="t m0 x7f h5d y493 ff2 fse fc0 sc0 ls0 ws0">2</div><div class="t m0 x83 h4e y48a ff2 fsc fc0 sc0 ls0 ws0">e </div></div><div class="c x74 y496 w5a h29"><div class="t m0 x11 h4e y48a ff2 fsc fc0 sc0 ls0 ws0">- </div></div><div class="c x34 y496 w5b h29"><div class="t m0 x11 h4e y48a ff2 fsc fc0 sc0 ls0 ws0">- </div></div><div class="c x78 y496 w5c h29"><div class="t m0 x1d h4e y48a ff2 fsc fc0 sc0 ls0 ws0">136 949,97<span class="_ _0"></span> </div></div><div class="c x79 y496 w59 h29"><div class="t m0 x16 h4e y48a ff2 fsc fc0 sc0 ls0 ws0">- </div></div><div class="c x75 y496 w5d h29"><div class="t m0 x16 h4e y10a ff5 fsc fc0 sc0 ls0 ws0">-<span class="ff2"> </span></div></div><div class="c x65 y496 w59 h29"><div class="t m0 x16 h4e y10a ff5 fsc fc0 sc0 ls0 ws0">-<span class="ff2"> </span></div></div><div class="c x7b y496 w5e h29"><div class="t m0 x2f h4e y10a ff5 fsc fc0 sc0 ls0 ws0">-<span class="ff2"> </span></div></div><div class="c x7c y496 w5f h29"><div class="t m0 x7e h4e y10a ff5 fsc fc0 sc0 ls0 ws0">-<span class="ff2"> </span></div></div><div class="c x4 ya6 w62 h71"><div class="t m0 xf h4e y497 ff2 fsc fc0 sc0 ls0 ws0">2 Dobra inw<span class="_ _0"></span>estycyjne<span class="_ _0"></span> </div></div><div class="c x73 ya6 w59 h71"><div class="t m0 x1e h4e y497 ff2 fsc fc0 sc0 ls0 ws0">MgCO</div><div class="t m0 x7f h5d y498 ff2 fse fc0 sc0 ls0 ws0">2</div><div class="t m0 x83 h4e y497 ff2 fsc fc0 sc0 ls0 ws0">e </div></div><div class="c x74 ya6 w5a h71"><div class="t m0 x11 h4e y497 ff2 fsc fc0 sc0 ls0 ws0">- </div></div><div class="c x34 ya6 w5b h71"><div class="t m0 x11 h4e y497 ff2 fsc fc0 sc0 ls0 ws0">- </div></div><div class="c x78 ya6 w5c h71"><div class="t m0 x84 h4e y497 ff2 fsc fc0 sc0 ls0 ws0">- </div></div><div class="c x79 ya6 w59 h71"><div class="t m0 x16 h4e y497 ff2 fsc fc0 sc0 ls0 ws0">- </div></div><div class="c x75 ya6 w5d h71"><div class="t m0 x16 h4e y497 ff2 fsc fc0 sc0 ls0 ws0">- </div></div><div class="c x65 ya6 w59 h71"><div class="t m0 x16 h4e y497 ff2 fsc fc0 sc0 ls0 ws0">- </div></div><div class="c x7b ya6 w5e h71"><div class="t m0 x2f h4e y497 ff2 fsc fc0 sc0 ls0 ws0">- </div></div><div class="c x7c ya6 w5f h71"><div class="t m0 x7e h4e y497 ff2 fsc fc0 sc0 ls0 ws0">- </div></div><div class="c x4 y499 w62 h29"><div class="t m0 xf h4e y48a ff1 fsc fc0 sc0 ls0 ws0">3 Działalno<span class="_ _0"></span>ść związana<span class="_ _0"></span> z paliwa<span class="_ _0"></span>mi i energią<span class="_ _0"></span> (nieuję<span class="_ _0"></span>ta w zakr<span class="_ _0"></span>esie 1 lub <span class="_ _0"></span>2)<span class="ff2"> </span></div></div><div class="c x73 y499 w59 h29"><div class="t m0 x1e h4e y48a ff2 fsc fc0 sc0 ls0 ws0">MgCO</div><div class="t m0 x7f h5d y493 ff2 fse fc0 sc0 ls0 ws0">2</div><div class="t m0 x83 h4e y48a ff2 fsc fc0 sc0 ls0 ws0">e </div></div><div class="c x74 y499 w5a h29"><div class="t m0 x11 h4e y48a ff2 fsc fc0 sc0 ls0 ws0">- </div></div><div class="c x34 y499 w5b h29"><div class="t m0 x11 h4e y48a ff2 fsc fc0 sc0 ls0 ws0">- </div></div><div class="c x78 y499 w5c h29"><div class="t m0 x82 h4e y48a ff2 fsc fc0 sc0 ls0 ws0">7 984,73<span class="_ _0"></span> </div></div><div class="c x79 y499 w59 h29"><div class="t m0 x16 h4e y48a ff2 fsc fc0 sc0 ls0 ws0">- </div></div><div class="c x75 y499 w5d h29"><div class="t m0 x16 h4e y48a ff2 fsc fc0 sc0 ls0 ws0">- </div></div><div class="c x65 y499 w59 h29"><div class="t m0 x16 h4e y48a ff2 fsc fc0 sc0 ls0 ws0">- </div></div><div class="c x7b y499 w5e h29"><div class="t m0 x2f h4e y48a ff2 fsc fc0 sc0 ls0 ws0">- </div></div><div class="c x7c y499 w5f h29"><div class="t m0 x7e h4e y48a ff2 fsc fc0 sc0 ls0 ws0">- </div></div><div class="c x4 y49a w62 h29"><div class="t m0 xf h4e y48a ff2 fsc fc0 sc0 ls0 ws0">4 Transport<span class="_ _0"></span> i dystryb<span class="_ _0"></span>ucja w up<span class="_ _0"></span>stream </div></div><div class="c x73 y49a w59 h29"><div class="t m0 x1e h4e y48a ff2 fsc fc0 sc0 ls0 ws0">MgCO</div><div class="t m0 x7f h5d y493 ff2 fse fc0 sc0 ls0 ws0">2</div><div class="t m0 x83 h4e y48a ff2 fsc fc0 sc0 ls0 ws0">e </div></div><div class="c x74 y49a w5a h29"><div class="t m0 x11 h4e y48a ff2 fsc fc0 sc0 ls0 ws0">- </div></div><div class="c x34 y49a w5b h29"><div class="t m0 x11 h4e y48a ff2 fsc fc0 sc0 ls0 ws0">- </div></div><div class="c x78 y49a w5c h29"><div class="t m0 x84 h4e y48a ff2 fsc fc0 sc0 ls0 ws0">- </div></div><div class="c x79 y49a w59 h29"><div class="t m0 x16 h4e y48a ff2 fsc fc0 sc0 ls0 ws0">- </div></div><div class="c x75 y49a w5d h29"><div class="t m0 x16 h4e y48a ff2 fsc fc0 sc0 ls0 ws0">- </div></div><div class="c x65 y49a w59 h29"><div class="t m0 x16 h4e y48a ff2 fsc fc0 sc0 ls0 ws0">- </div></div><div class="c x7b y49a w5e h29"><div class="t m0 x2f h4e y48a ff2 fsc fc0 sc0 ls0 ws0">- </div></div><div class="c x7c y49a w5f h29"><div class="t m0 x7e h4e y48a ff2 fsc fc0 sc0 ls0 ws0">- </div></div></div><div class="pi" ></div></div><div id="pf24" class="pf w12 h25" ><div class="pc pc24 w12 h25"><img class="bi x4 y0 w53 h26" alt="" 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"/><div class="c x0 y0 w14 h25"><div class="t m0 x4 h2 y22b ff1 fs0 fc0 sc0 ls0 ws0">Sprawozdanie nt. informacji niefinansowych GK MIRBUD za 2025<span class="_ _1"></span> rok<span class="ff2"> </span></div><div class="t m0 x4 h2 y22c ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hd y22d ff4 fs3 fc0 sc0 ls20 ws0">36<span class="ff5 fs8 ls0"> </span></div></div><div class="c x4 y49b w62 h29"><div class="t m0 xf h4e y48a ff1 fsc fc0 sc0 ls0 ws0">5 Odpady<span class="_ _0"></span> powstałe<span class="_ _0"></span> w wyniku<span class="_ _0"></span> działalności<span class="_ _0"></span> <span class="ff2"> </span></div></div><div class="c x73 y49b w59 h29"><div class="t m0 x1e h4e y48a ff2 fsc fc0 sc0 ls0 ws0">MgCO</div><div class="t m0 x7f h5d y493 ff2 fse fc0 sc0 ls0 ws0">2</div><div class="t m0 x83 h4e y48a ff2 fsc fc0 sc0 ls0 ws0">e </div></div><div class="c x74 y49b w5a h29"><div class="t m0 x11 h4e y48a ff2 fsc fc0 sc0 ls0 ws0">- </div></div><div class="c x34 y49b w5b h29"><div class="t m0 x11 h4e y48a ff2 fsc fc0 sc0 ls0 ws0">- </div></div><div class="c x78 y49b w5c h29"><div class="t m0 x82 h4e y48a ff2 fsc fc0 sc0 ls0 ws0">7 032,34<span class="_ _0"></span> </div></div><div class="c x79 y49b w59 h29"><div class="t m0 x16 h4e y48a ff2 fsc fc0 sc0 ls0 ws0">- </div></div><div class="c x75 y49b w5d h29"><div class="t m0 x16 h4e y48a ff2 fsc fc0 sc0 ls0 ws0">- </div></div><div class="c x65 y49b w59 h29"><div class="t m0 x16 h4e y48a ff2 fsc fc0 sc0 ls0 ws0">- </div></div><div class="c x7b y49b w5e h29"><div class="t m0 x2f h4e y48a ff2 fsc fc0 sc0 ls0 ws0">- </div></div><div class="c x7c y49b w5f h29"><div class="t m0 x7e h4e y48a ff2 fsc fc0 sc0 ls0 ws0">- </div></div><div class="c x4 y49c w62 h29"><div class="t m0 xf h4e y49d ff1 fsc fc0 sc0 ls0 ws0">6 Podróże<span class="_ _0"></span> służbowe<span class="ff2"> </span></div></div><div class="c x73 y49c w59 h29"><div class="t m0 x1e h4e y49d ff2 fsc fc0 sc0 ls0 ws0">MgCO</div><div class="t m0 x7f h5d y476 ff2 fse fc0 sc0 ls0 ws0">2</div><div class="t m0 x83 h4e y49d ff2 fsc fc0 sc0 ls0 ws0">e </div></div><div class="c x74 y49c w5a h29"><div class="t m0 x11 h4e y49d ff2 fsc fc0 sc0 ls0 ws0">- </div></div><div class="c x34 y49c w5b h29"><div class="t m0 x11 h4e y49d ff2 fsc fc0 sc0 ls0 ws0">- </div></div><div class="c x78 y49c w5c h29"><div class="t m0 x84 h4e y49d ff2 fsc fc0 sc0 ls0 ws0">- </div></div><div class="c x79 y49c w59 h29"><div class="t m0 x16 h4e y49d ff2 fsc fc0 sc0 ls0 ws0">- </div></div><div class="c x75 y49c w5d h29"><div class="t m0 x16 h4e y49d ff2 fsc fc0 sc0 ls0 ws0">- </div></div><div class="c x65 y49c w59 h29"><div class="t m0 x16 h4e y49d ff2 fsc fc0 sc0 ls0 ws0">- </div></div><div class="c x7b y49c w5e h29"><div class="t m0 x2f h4e y49d ff2 fsc fc0 sc0 ls0 ws0">- </div></div><div class="c x7c y49c w5f h29"><div class="t m0 x7e h4e y49d ff2 fsc fc0 sc0 ls0 ws0">- </div></div><div class="c x4 y49e w62 h29"><div class="t m0 xf h4e y48a ff1 fsc fc0 sc0 ls0 ws0">7 Dojazdy<span class="_ _0"></span> pracownik<span class="_ _0"></span>ów<span class="ff2"> </span></div></div><div class="c x73 y49e w59 h29"><div class="t m0 x1e h4e y48a ff2 fsc fc0 sc0 ls0 ws0">MgCO</div><div class="t m0 x7f h5d y493 ff2 fse fc0 sc0 ls0 ws0">2</div><div class="t m0 x83 h4e y48a ff2 fsc fc0 sc0 ls0 ws0">e </div></div><div class="c x74 y49e w5a h29"><div class="t m0 x11 h4e y48a ff2 fsc fc0 sc0 ls0 ws0">- </div></div><div class="c x34 y49e w5b h29"><div class="t m0 x11 h4e y48a ff2 fsc fc0 sc0 ls0 ws0">- </div></div><div class="c x78 y49e w5c h29"><div class="t m0 x82 h4e y48a ff2 fsc fc0 sc0 ls0 ws0">2 123,86<span class="_ _0"></span> </div></div><div class="c x79 y49e w59 h29"><div class="t m0 x16 h4e y48a ff2 fsc fc0 sc0 ls0 ws0">- </div></div><div class="c x75 y49e w5d h29"><div class="t m0 x16 h4e y48a ff2 fsc fc0 sc0 ls0 ws0">- </div></div><div class="c x65 y49e w59 h29"><div class="t m0 x16 h4e y48a ff2 fsc fc0 sc0 ls0 ws0">- </div></div><div class="c x7b y49e w5e h29"><div class="t m0 x2f h4e y48a ff2 fsc fc0 sc0 ls0 ws0">- </div></div><div class="c x7c y49e w5f h29"><div class="t m0 x7e h4e y48a ff2 fsc fc0 sc0 ls0 ws0">- </div></div><div class="c x4 y49f w62 h29"><div class="t m0 xf h4e y48a ff1 fsc fc0 sc0 ls0 ws0">8 Wynajęte<span class="_ _0"></span> aktywa u<span class="_ _0"></span>pstream<span class="ff2"> </span></div></div><div class="c x73 y49f w59 h29"><div class="t m0 x1e h4e y48a ff2 fsc fc0 sc0 ls0 ws0">MgCO</div><div class="t m0 x7f h5d y493 ff2 fse fc0 sc0 ls0 ws0">2</div><div class="t m0 x83 h4e y48a ff2 fsc fc0 sc0 ls0 ws0">e </div></div><div class="c x74 y49f w5a h29"><div class="t m0 x11 h4e y48a ff2 fsc fc0 sc0 ls0 ws0">- </div></div><div class="c x34 y49f w5b h29"><div class="t m0 x11 h4e y48a ff2 fsc fc0 sc0 ls0 ws0">- </div></div><div class="c x78 y49f w5c h29"><div class="t m0 x84 h4e y48a ff2 fsc fc0 sc0 ls0 ws0">- </div></div><div class="c x79 y49f w59 h29"><div class="t m0 x16 h4e y48a ff2 fsc fc0 sc0 ls0 ws0">- </div></div><div class="c x75 y49f w5d h29"><div class="t m0 x16 h4e y48a ff2 fsc fc0 sc0 ls0 ws0">- </div></div><div class="c x65 y49f w59 h29"><div class="t m0 x16 h4e y48a ff2 fsc fc0 sc0 ls0 ws0">- </div></div><div class="c x7b y49f w5e h29"><div class="t m0 x2f h4e y48a ff2 fsc fc0 sc0 ls0 ws0">- </div></div><div class="c x7c y49f w5f h29"><div class="t m0 x7e h4e y48a ff2 fsc fc0 sc0 ls0 ws0">- </div></div><div class="c x4 y4a0 w62 h2d"><div class="t m0 xf h4e y49d ff2 fsc fc0 sc0 ls0 ws0">9 Transport<span class="_ _0"></span> i dystryb<span class="_ _0"></span>ucja w do<span class="_ _0"></span>wnstream </div></div><div class="c x73 y4a0 w59 h2d"><div class="t m0 x1e h4e y49d ff2 fsc fc0 sc0 ls0 ws0">MgCO</div><div class="t m0 x7f h5d y476 ff2 fse fc0 sc0 ls0 ws0">2</div><div class="t m0 x83 h4e y49d ff2 fsc fc0 sc0 ls0 ws0">e </div></div><div class="c x74 y4a0 w5a h2d"><div class="t m0 x11 h4e y49d ff2 fsc fc0 sc0 ls0 ws0">- </div></div><div class="c x34 y4a0 w5b h2d"><div class="t m0 x11 h4e y49d ff2 fsc fc0 sc0 ls0 ws0">- </div></div><div class="c x78 y4a0 w5c h2d"><div class="t m0 x84 h4e y49d ff2 fsc fc0 sc0 ls0 ws0">- </div></div><div class="c x79 y4a0 w59 h2d"><div class="t m0 x16 h4e y49d ff2 fsc fc0 sc0 ls0 ws0">- </div></div><div class="c x75 y4a0 w5d h2d"><div class="t m0 x16 h4e y49d ff2 fsc fc0 sc0 ls0 ws0">- </div></div><div class="c x65 y4a0 w59 h2d"><div class="t m0 x16 h4e y49d ff2 fsc fc0 sc0 ls0 ws0">- </div></div><div class="c x7b y4a0 w5e h2d"><div class="t m0 x2f h4e y49d ff2 fsc fc0 sc0 ls0 ws0">- </div></div><div class="c x7c y4a0 w5f h2d"><div class="t m0 x7e h4e y49d ff2 fsc fc0 sc0 ls0 ws0">- </div></div><div class="c x4 y4a1 w62 h29"><div class="t m0 xf h4e y48a ff1 fsc fc0 sc0 ls0 ws0">10 Przetwa<span class="_ _0"></span>rzanie spr<span class="_ _0"></span>zedanych pr<span class="_ _0"></span>oduktó<span class="_ _0"></span>w<span class="ff2"> </span></div></div><div class="c x73 y4a1 w59 h29"><div class="t m0 x1e h4e y48a ff2 fsc fc0 sc0 ls0 ws0">MgCO</div><div class="t m0 x7f h5d y493 ff2 fse fc0 sc0 ls0 ws0">2</div><div class="t m0 x83 h4e y48a ff2 fsc fc0 sc0 ls0 ws0">e </div></div><div class="c x74 y4a1 w5a h29"><div class="t m0 x11 h4e y48a ff2 fsc fc0 sc0 ls0 ws0">- </div></div><div class="c x34 y4a1 w5b h29"><div class="t m0 x11 h4e y48a ff2 fsc fc0 sc0 ls0 ws0">- </div></div><div class="c x78 y4a1 w5c h29"><div class="t m0 x84 h4e y48a ff2 fsc fc0 sc0 ls0 ws0">- </div></div><div class="c x79 y4a1 w59 h29"><div class="t m0 x16 h4e y48a ff2 fsc fc0 sc0 ls0 ws0">- </div></div><div class="c x75 y4a1 w5d h29"><div class="t m0 x16 h4e y48a ff2 fsc fc0 sc0 ls0 ws0">- </div></div><div class="c x65 y4a1 w59 h29"><div class="t m0 x16 h4e y48a ff2 fsc fc0 sc0 ls0 ws0">- </div></div><div class="c x7b y4a1 w5e h29"><div class="t m0 x2f h4e y48a ff2 fsc fc0 sc0 ls0 ws0">- </div></div><div class="c x7c y4a1 w5f h29"><div class="t m0 x7e h4e y48a ff2 fsc fc0 sc0 ls0 ws0">- </div></div><div class="c x4 y4a2 w62 h29"><div class="t m0 xf h4e y48a ff1 fsc fc0 sc0 ls0 ws0">11 Użytko<span class="_ _0"></span>wanie sprz<span class="_ _0"></span>edanych pro<span class="_ _0"></span>duktó<span class="_ _0"></span>w<span class="ff2"> </span></div></div><div class="c x73 y4a2 w59 h29"><div class="t m0 x1e h4e y48a ff2 fsc fc0 sc0 ls0 ws0">MgCO</div><div class="t m0 x7f h5d y493 ff2 fse fc0 sc0 ls0 ws0">2</div><div class="t m0 x83 h4e y48a ff2 fsc fc0 sc0 ls0 ws0">e </div></div><div class="c x74 y4a2 w5a h29"><div class="t m0 x11 h4e y48a ff2 fsc fc0 sc0 ls0 ws0">- </div></div><div class="c x34 y4a2 w5b h29"><div class="t m0 x11 h4e y48a ff2 fsc fc0 sc0 ls0 ws0">- </div></div><div class="c x78 y4a2 w5c h29"><div class="t m0 xd h4e y48a ff2 fsc fc0 sc0 ls0 ws0">28 557,74<span class="_ _0"></span> </div></div><div class="c x79 y4a2 w59 h29"><div class="t m0 x16 h4e y48a ff2 fsc fc0 sc0 ls0 ws0">- </div></div><div class="c x75 y4a2 w5d h29"><div class="t m0 x16 h4e y48a ff2 fsc fc0 sc0 ls0 ws0">- </div></div><div class="c x65 y4a2 w59 h29"><div class="t m0 x16 h4e y48a ff2 fsc fc0 sc0 ls0 ws0">- </div></div><div class="c x7b y4a2 w5e h29"><div class="t m0 x2f h4e y48a ff2 fsc fc0 sc0 ls0 ws0">- </div></div><div class="c x7c y4a2 w5f h29"><div class="t m0 x7e h4e y48a ff2 fsc fc0 sc0 ls0 ws0">- </div></div><div class="c x4 y4a3 w62 h29"><div class="t m0 xf h4e y48c ff1 fsc fc0 sc0 ls0 ws0">12 Postępo<span class="_ _0"></span>wanie ze<span class="_ _0"></span> sprzedanymi<span class="_ _0"></span> produktami<span class="_ _0"></span> po zakoń<span class="_ _0"></span>czeniu i<span class="_ _0"></span>ch </div><div class="t m0 xf h4e y48d ff1 fsc fc0 sc0 ls0 ws0">użytkowania<span class="_ _0"></span><span class="ff2"> </span></div></div><div class="c x73 y4a3 w59 h29"><div class="t m0 x1e h4e y49d ff2 fsc fc0 sc0 ls0 ws0">MgCO</div><div class="t m0 x7f h5d y476 ff2 fse fc0 sc0 ls0 ws0">2</div><div class="t m0 x83 h4e y49d ff2 fsc fc0 sc0 ls0 ws0">e </div></div><div class="c x74 y4a3 w5a h29"><div class="t m0 x11 h4e y49d ff2 fsc fc0 sc0 ls0 ws0">- </div></div><div class="c x34 y4a3 w5b h29"><div class="t m0 x11 h4e y49d ff2 fsc fc0 sc0 ls0 ws0">- </div></div><div class="c x78 y4a3 w5c h29"><div class="t m0 x84 h4e y49d ff2 fsc fc0 sc0 ls0 ws0">- </div></div><div class="c x79 y4a3 w59 h29"><div class="t m0 x16 h4e y49d ff2 fsc fc0 sc0 ls0 ws0">- </div></div><div class="c x75 y4a3 w5d h29"><div class="t m0 x16 h4e y49d ff2 fsc fc0 sc0 ls0 ws0">- </div></div><div class="c x65 y4a3 w59 h29"><div class="t m0 x16 h4e y49d ff2 fsc fc0 sc0 ls0 ws0">- </div></div><div class="c x7b y4a3 w5e h29"><div class="t m0 x2f h4e y49d ff2 fsc fc0 sc0 ls0 ws0">- </div></div><div class="c x7c y4a3 w5f h29"><div class="t m0 x7e h4e y49d ff2 fsc fc0 sc0 ls0 ws0">- </div></div><div class="c x4 y4a4 w62 h29"><div class="t m0 xf h4e y48a ff1 fsc fc0 sc0 ls0 ws0">13 Wynajęt<span class="_ _0"></span>e aktywa <span class="_ _0"></span>downstrea<span class="_ _0"></span>m<span class="ff2"> </span></div></div><div class="c x73 y4a4 w59 h29"><div class="t m0 x1e h4e y48a ff2 fsc fc0 sc0 ls0 ws0">MgCO</div><div class="t m0 x7f h5d y493 ff2 fse fc0 sc0 ls0 ws0">2</div><div class="t m0 x83 h4e y48a ff2 fsc fc0 sc0 ls0 ws0">e </div></div><div class="c x74 y4a4 w5a h29"><div class="t m0 x11 h4e y48a ff2 fsc fc0 sc0 ls0 ws0">- </div></div><div class="c x34 y4a4 w5b h29"><div class="t m0 x11 h4e y48a ff2 fsc fc0 sc0 ls0 ws0">- </div></div><div class="c x78 y4a4 w5c h29"><div class="t m0 x84 h4e y48a ff2 fsc fc0 sc0 ls0 ws0">- </div></div><div class="c x79 y4a4 w59 h29"><div class="t m0 x16 h4e y48a ff2 fsc fc0 sc0 ls0 ws0">- </div></div><div class="c x75 y4a4 w5d h29"><div class="t m0 x16 h4e y48a ff2 fsc fc0 sc0 ls0 ws0">- </div></div><div class="c x65 y4a4 w59 h29"><div class="t m0 x16 h4e y48a ff2 fsc fc0 sc0 ls0 ws0">- </div></div><div class="c x7b y4a4 w5e h29"><div class="t m0 x2f h4e y48a ff2 fsc fc0 sc0 ls0 ws0">- </div></div><div class="c x7c y4a4 w5f h29"><div class="t m0 x7e h4e y48a ff2 fsc fc0 sc0 ls0 ws0">- </div></div><div class="c x4 y4a5 w62 h2d"><div class="t m0 xf h4e y48a ff2 fsc fc0 sc0 ls0 ws0">14 Francz<span class="_ _0"></span>yza </div></div><div class="c x73 y4a5 w59 h2d"><div class="t m0 x1e h4e y48a ff2 fsc fc0 sc0 ls0 ws0">MgCO</div><div class="t m0 x7f h5d y493 ff2 fse fc0 sc0 ls0 ws0">2</div><div class="t m0 x83 h4e y48a ff2 fsc fc0 sc0 ls0 ws0">e </div></div><div class="c x74 y4a5 w5a h2d"><div class="t m0 x11 h4e y48a ff2 fsc fc0 sc0 ls0 ws0">- </div></div><div class="c x34 y4a5 w5b h2d"><div class="t m0 x11 h4e y48a ff2 fsc fc0 sc0 ls0 ws0">- </div></div><div class="c x78 y4a5 w5c h2d"><div class="t m0 x84 h4e y48a ff2 fsc fc0 sc0 ls0 ws0">- </div></div><div class="c x79 y4a5 w59 h2d"><div class="t m0 x16 h4e y48a ff2 fsc fc0 sc0 ls0 ws0">- </div></div><div class="c x75 y4a5 w5d h2d"><div class="t m0 x16 h4e y48a ff2 fsc fc0 sc0 ls0 ws0">- </div></div><div class="c x65 y4a5 w59 h2d"><div class="t m0 x16 h4e y48a ff2 fsc fc0 sc0 ls0 ws0">- </div></div><div class="c x7b y4a5 w5e h2d"><div class="t m0 x2f h4e y48a ff2 fsc fc0 sc0 ls0 ws0">- </div></div><div class="c x7c y4a5 w5f h2d"><div class="t m0 x7e h4e y48a ff2 fsc fc0 sc0 ls0 ws0">- </div></div><div class="c x4 y4a6 w62 h29"><div class="t m0 xf h4e y49d ff2 fsc fc0 sc0 ls0 ws0">15 Inwesty<span class="_ _0"></span>cje </div></div><div class="c x73 y4a6 w59 h29"><div class="t m0 x1e h4e y49d ff2 fsc fc0 sc0 ls0 ws0">MgCO</div><div class="t m0 x7f h5d y476 ff2 fse fc0 sc0 ls0 ws0">2</div><div class="t m0 x83 h4e y49d ff2 fsc fc0 sc0 ls0 ws0">e </div></div><div class="c x74 y4a6 w5a h29"><div class="t m0 x11 h4e y49d ff2 fsc fc0 sc0 ls0 ws0">- </div></div><div class="c x34 y4a6 w5b h29"><div class="t m0 x11 h4e y49d ff2 fsc fc0 sc0 ls0 ws0">- </div></div><div class="c x78 y4a6 w5c h29"><div class="t m0 x84 h4e y4a7 ff2 fsc fc0 sc0 ls0 ws0">- </div></div><div class="c x79 y4a6 w59 h29"><div class="t m0 x16 h4e y49d ff2 fsc fc0 sc0 ls0 ws0">- </div></div><div class="c x75 y4a6 w5d h29"><div class="t m0 x16 h4e y49d ff2 fsc fc0 sc0 ls0 ws0">- </div></div><div class="c x65 y4a6 w59 h29"><div class="t m0 x16 h4e y49d ff2 fsc fc0 sc0 ls0 ws0">- </div></div><div class="c x7b y4a6 w5e h29"><div class="t m0 x2f h4e y49d ff2 fsc fc0 sc0 ls0 ws0">- </div></div><div class="c x7c y4a6 w5f h29"><div class="t m0 x7e h4e y49d ff2 fsc fc0 sc0 ls0 ws0">- </div></div><div class="c x4 y4a8 w60 h72"><div class="t m0 xf h70 y4a9 ff3 fsc fc0 sc0 ls0 ws0"> </div></div><div class="c x7d y4a8 w61 h72"><div class="t m0 xf h70 y480 ff6 fsc fc0 sc0 ls0 ws0">Całkowite<span class="_ _0"></span> emisje <span class="_ _0"></span>gazów ciep<span class="_ _0"></span>larnianyc<span class="_ _0"></span>h<span class="ff3">  </span></div></div><div class="c x4 y4aa w62 h29"><div class="t m0 xf h4e y48a ff1 fsc fc0 sc0 ls0 ws0">Całkowite<span class="_ _0"></span> emisje ga<span class="_ _0"></span>zów ciepla<span class="_ _0"></span>rnianych z<span class="_ _0"></span>akres 1+2<span class="_ _0"></span> (location<span class="ff2">-based)<span class="_ _0"></span> </span></div></div><div class="c x73 y4aa w59 h29"><div class="t m0 x42 h4e y48a ff2 fsc fc0 sc0 ls0 ws0">MgCO2e </div></div><div class="c x74 y4aa w5a h29"><div class="t m0 x2c h4e y48a ff2 fsc fc0 sc0 ls0 ws0">24 551,8<span class="_ _0"></span> </div></div><div class="c x34 y4aa w5b h29"><div class="t m0 x42 h4e y48a ff2 fsc fc0 sc0 ls23 ws0">  <span class="ls0">20 228<span class="_ _0"></span>,45 </span></div></div><div class="c x78 y4aa w5c h29"><div class="t m0 x77 h4e y48c ff2 fsc fc0 sc0 ls0 ws0">             46 </div><div class="t m0 x25 h4e y4ab ff2 fsc fc0 sc0 ls0 ws0">979,43   </div></div><div class="c x79 y4aa w59 h29"><div class="t m0 x2 h4e y48a ff2 fsc fc0 sc0 ls0 ws0">132,24% </div></div><div class="c x75 y4aa w63 h29"><div class="t m0 x2f h4e y48a ff2 fsc fc0 sc0 ls0 ws0">- </div></div><div class="c x6d y4aa w64 h29"><div class="t m0 x2f h4e y48a ff2 fsc fc0 sc0 ls0 ws0">- </div></div><div class="c x52 y4aa w5a h29"><div class="t m0 x11 h4e y48a ff2 fsc fc0 sc0 ls0 ws0">- </div></div><div class="c x7c y4aa w5f h29"><div class="t m0 x7e h4e y48a ff2 fsc fc0 sc0 ls0 ws0">- </div></div><div class="c x4 y4ac w62 h29"><div class="t m0 xf h4e y48a ff1 fsc fc0 sc0 ls0 ws0">Całkowite<span class="_ _0"></span> emisje ga<span class="_ _0"></span>zów ciepla<span class="_ _0"></span>rnianych z<span class="_ _0"></span>akres 1+2<span class="_ _0"></span> (market<span class="ff2">-based)<span class="_ _0"></span> </span></div></div><div class="c x73 y4ac w59 h29"><div class="t m0 x42 h4e y48a ff2 fsc fc0 sc0 ls0 ws0">MgCO2e </div></div><div class="c x74 y4ac w5a h29"><div class="t m0 x2c h4e y48a ff2 fsc fc0 sc0 ls0 ws0">23 519,6<span class="_ _0"></span> </div></div><div class="c x34 y4ac w5b h29"><div class="t m0 x42 h4e y48a ff2 fsc fc0 sc0 ls23 ws0">  <span class="ls0">19 787<span class="_ _0"></span>,66 </span></div></div><div class="c x78 y4ac w5c h29"><div class="t m0 xd h4e y48a ff2 fsc fc0 sc0 ls0 ws0">46 553,24<span class="_ _0"></span> </div></div><div class="c x79 y4ac w59 h29"><div class="t m0 x2 h4e y48a ff2 fsc fc0 sc0 ls0 ws0">135,26% </div></div><div class="c x75 y4ac w63 h29"><div class="t m0 x2f h4e y48a ff2 fsc fc0 sc0 ls0 ws0">- </div></div><div class="c x6d y4ac w64 h29"><div class="t m0 x2f h4e y48a ff2 fsc fc0 sc0 ls0 ws0">- </div></div><div class="c x52 y4ac w5a h29"><div class="t m0 x11 h4e y48a ff2 fsc fc0 sc0 ls0 ws0">- </div></div><div class="c x7c y4ac w5f h29"><div class="t m0 x7e h4e y48a ff2 fsc fc0 sc0 ls0 ws0">- </div></div><div class="c x4 y4ad w62 h2d"><div class="t m0 xf h4e y49d ff1 fsc fc0 sc0 ls0 ws0">Całkowite<span class="_ _0"></span> emisje ga<span class="_ _0"></span>zów ciepla<span class="_ _0"></span>rnianych w<span class="_ _0"></span> zakresach<span class="_ _0"></span> 1+2 (lo<span class="_ _0"></span>cation<span class="ff2">-based) +3 </span></div></div><div class="c x73 y4ad w59 h2d"><div class="t m0 x42 h4e y49d ff2 fsc fc0 sc0 ls0 ws0">MgCO2e </div></div><div class="c x74 y4ad w5a h2d"><div class="t m0 x11 h4e y49d ff2 fsc fc0 sc0 ls0 ws0">- </div></div><div class="c x34 y4ad w5b h2d"><div class="t m0 x11 h4e y49d ff2 fsc fc0 sc0 ls0 ws0">- </div></div><div class="c x78 y4ad w5c h2d"><div class="t m0 x1d h4e y49d ff2 fsc fc0 sc0 ls0 ws0">229 628,07<span class="_ _0"></span> </div></div><div class="c x79 y4ad w59 h2d"><div class="t m0 x16 h4e y49d ff2 fsc fc0 sc0 ls0 ws0">- </div></div><div class="c x75 y4ad w63 h2d"><div class="t m0 x2f h4e y49d ff2 fsc fc0 sc0 ls0 ws0">- </div></div><div class="c x6d y4ad w64 h2d"><div class="t m0 x2f h4e y49d ff2 fsc fc0 sc0 ls0 ws0">- </div></div><div class="c x52 y4ad w5a h2d"><div class="t m0 x11 h4e y49d ff2 fsc fc0 sc0 ls0 ws0">- </div></div><div class="c x7c y4ad w5f h2d"><div class="t m0 x7e h4e y49d ff2 fsc fc0 sc0 ls0 ws0">- </div></div><div class="c x4 y4ae w62 h29"><div class="t m0 xf h4e y48a ff1 fsc fc0 sc0 ls0 ws0">Całkowite<span class="_ _0"></span> emisje ga<span class="_ _0"></span>zów ciepla<span class="_ _0"></span>rnianych w<span class="_ _0"></span> zakresach<span class="_ _0"></span> 1+2 (<span class="_ _0"></span>market<span class="ff2">-based) +3 </span></div></div><div class="c x73 y4ae w59 h29"><div class="t m0 x42 h4e y48a ff2 fsc fc0 sc0 ls0 ws0">MgCO2e </div></div><div class="c x74 y4ae w5a h29"><div class="t m0 x11 h4e y48a ff2 fsc fc0 sc0 ls0 ws0">- </div></div><div class="c x34 y4ae w5b h29"><div class="t m0 x11 h4e y48a ff2 fsc fc0 sc0 ls0 ws0">- </div></div><div class="c x78 y4ae w5c h29"><div class="t m0 x1d h4e y48a ff2 fsc fc0 sc0 ls0 ws0">229 201,88<span class="_ _0"></span> </div></div><div class="c x79 y4ae w59 h29"><div class="t m0 x16 h4e y48a ff2 fsc fc0 sc0 ls0 ws0">- </div></div><div class="c x75 y4ae w63 h29"><div class="t m0 x2f h4e y48a ff2 fsc fc0 sc0 ls0 ws0">- </div></div><div class="c x6d y4ae w64 h29"><div class="t m0 x2f h4e y48a ff2 fsc fc0 sc0 ls0 ws0">- </div></div><div class="c x52 y4ae w5a h29"><div class="t m0 x11 h4e y48a ff2 fsc fc0 sc0 ls0 ws0">- </div></div><div class="c x7c y4ae w5f h29"><div class="t m0 x7e h4e y48a ff2 fsc fc0 sc0 ls0 ws0">- </div></div><div class="c x0 y0 w14 h25"><div class="t m0 x4 h15 y4af ff1 fs1 fc0 sc0 ls0 ws0">*W latach ubiegł<span class="_ _0"></span>ych dane na tema<span class="_ _0"></span>t odnawialny<span class="_ _0"></span>ch źródeł energ<span class="_ _0"></span>ii były p<span class="_ _0"></span>ozyskiwane na pod<span class="_ _0"></span>stawie stru<span class="_ _0"></span>ktury paliwowej do<span class="_ _0"></span>stawców en<span class="_ _0"></span>e<span class="_ _1"></span><span class="ff2">rgii. Zgodnie ze standa<span class="_ _0"></span>rdem ESRS<span class="_ _0"></span> E1, rap<span class="_ _0"></span>ortowanie danych<span class="_ _0"></span> </span></div><div class="t m0 x4 h15 y4b0 ff1 fs1 fc0 sc0 ls0 ws0">dotyczących OZ<span class="_ _0"></span>E można do<span class="_ _0"></span>konać wyłącznie n<span class="_ _0"></span>a podstawie<span class="_ _0"></span> gwarancji<span class="_ _0"></span> pochodzenia, w związku z czy<span class="_ _0"></span>m zużycie energ<span class="_ _0"></span>ii OZE w<span class="_ _0"></span> Grupie MIR<span class="_ _0"></span>BUD w 2024 ro<span class="_ _0"></span>ku wyniosło 0 <span class="_ _0"></span>MWh.</div></div></div><div class="pi" ></div></div><div id="pf25" class="pf w5 hc" ><div class="pc pc25 w5 hc"><img class="bi x39 y0 w65 h1" alt="" src="data:image/png;base64,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class="c x0 y0 w7 hc"><div class="t m0 x85 h2 ye ff1 fs0 fc0 sc0 ls0 ws0">Sprawozdanie nt. informacji niefinansowych GK MIRBUD za 2025<span class="_ _1"></span> rok<span class="ff2"> </span></div><div class="t m0 x85 h2 yf ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x85 hd y10 ff4 fs3 fc0 sc0 ls20 ws0">37<span class="ff5 fs8 ls0"> </span></div><div class="t m0 x86 h13 y4b1 ff3 fs3 fc0 sc0 ls0 ws0">Metodyka kalkula<span class="_ _1"></span>cji zakresu 1 i 2 (Scop<span class="_ _1"></span>e 1 i 2)<span class="_ _1"></span> </div><div class="t m0 x86 h6 y52 ff2 fs3 fc0 sc0 ls0 ws0">W 2025 <span class="ff1">roku Grupa Kapitał<span class="_ _1"></span>owa MIRBUD po raz <span class="_ _1"></span></span>czwarty <span class="_ _1"></span><span class="ff1">obliczyła emisje gazów ci<span class="_ _1"></span>eplarnianych w Scope </span></div><div class="t m0 x86 h6 y80 ff1 fs3 fc0 sc0 ls0 ws0">1 <span class="_ _a"> </span>i <span class="_ _a"> </span>2 <span class="_ _a"> </span>wedłu<span class="_ _1"></span>g <span class="_ _a"> </span>standardów <span class="_ _10"> </span>i <span class="_ _a"> </span>metodologii <span class="_ _a"> </span>The <span class="_ _a"> </span>Gree<span class="_ _1"></span>nhouse <span class="_ _a"> </span>Gas <span class="_ _10"> </span>Protocol: <span class="_ _a"> </span>A <span class="_ _a"> </span>Corporate <span class="_ _10"> </span>Accounting <span class="_ _a"> </span>and </div><div class="t m0 x86 h6 y81 ff2 fs3 fc0 sc0 ls0 ws0">Reporting Standard Rev<span class="_ _1"></span>ised Edition oraz<span class="_ _1"></span> GHG Protoc<span class="_ _1"></span>ol Scope 2 Guidance. <span class="_ _8"></span> </div><div class="t m0 x86 h6 y4b2 ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x86 h6 y4b3 ff1 fs3 fc0 sc0 ls0 ws0">Obliczenia dotyczyły siedmiu gazów <span class="_ _0"></span>cieplarnianyc<span class="_ _1"></span>h (CO2, CH4, <span class="_ _0"></span>N2O, HFCs, PFCs, SF6, NF3) <span class="_ _0"></span>ujętych<span class="_ _8"></span><span class="ff2"> <span class="lse">w </span></span></div><div class="t m0 x86 h6 y84 ff1 fs3 fc0 sc0 ls0 ws0">GHG <span class="_ _16"> </span>Protocol. <span class="_ _f"> </span>Wart<span class="_ _1"></span>ości <span class="_ _f"> </span>emisji <span class="_ _16"> </span>są <span class="_ _16"> </span>podawane <span class="_ _16"> </span>w <span class="_ _f"> </span>t<span class="_ _1"></span>onach <span class="_ _16"> </span>(Mg) <span class="_ _f"> </span>stand<span class="_ _1"></span>ardowej <span class="_ _16"> </span>jednostki <span class="_ _16"> </span>ekwiwalentu </div><div class="t m0 x86 h6 y85 ff1 fs3 fc0 sc0 ls0 ws0">dwutlenku <span class="_ _16"> </span>w<span class="_ _1"></span>ęgla <span class="_ _16"> </span>(CO2e).<span class="_ _1"></span><span class="ff5 fs8"> <span class="_ _d"> </span></span>Współczynnik<span class="_ _1"></span>i <span class="_ _16"> </span>tworzen<span class="_ _1"></span>ia <span class="_ _16"> </span>efektu <span class="_ _d"> </span>cieplarnianego <span class="_ _d"> </span>(GWP, <span class="_ _16"> </span>G<span class="_ _1"></span>lobal <span class="_ _d"> </span>Warming </div><div class="t m0 x86 h6 y86 ff1 fs3 fc0 sc0 ls0 ws0">Potential) użyte w ka<span class="_ _1"></span>lkulacjach są zgo<span class="_ _1"></span>dne z Piątym Ra<span class="_ _1"></span>portem IPCC (AR5, T<span class="_ _1"></span>he Fifth Assess<span class="_ _1"></span>ment Report </div><div class="t m0 x86 h6 y4b4 ff1 fs3 fc0 sc0 ls0 ws0">of <span class="_ _9"> </span>t<span class="_ _1"></span>he <span class="_ _9"> </span>IPC<span class="_ _1"></span>C) <span class="_ _a"> </span>i <span class="_ _9"></span>odnoszą<span class="_ _1"></span> <span class="_ _9"> </span>s<span class="_ _1"></span>ię <span class="_ _9"> </span>d<span class="_ _1"></span>o <span class="_ _9"> </span>G<span class="_ _1"></span>WP100 <span class="_ _a"> </span>(Global <span class="_ _a"> </span>Warming <span class="_ _a"> </span>Potential, <span class="_ _9"> </span>ca<span class="_ _1"></span>lculated <span class="_ _a"> </span>over <span class="_ _a"> </span>a <span class="_ _9"></span>100<span class="_ _8"></span><span class="ff2">-year<span class="_ _1"></span> <span class="_ _9"> </span>time<span class="_ _1"></span> </span></div><div class="t m0 x86 h6 y4b5 ff2 fs3 fc0 sc0 ls0 ws0">frame.). </div><div class="t m0 x86 h6 yde ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x86 h6 ydf ff1 fs3 fc0 sc0 ls0 ws0">Granice organizacyjne obejmują wszystk<span class="_ _1"></span>ie spół<span class="_ _0"></span>ki wchodzące w skład GK MIRBUD. <span class="_ _1"></span><span class="ff2">Emisje w zakresie 1, </span></div><div class="t m0 x86 h6 ye0 ff1 fs3 fc0 sc0 ls0 ws0">obejmują emisje związane z bezpośrednim wykorzystaniem paliw w budynkach, pojazdach i<span class="_ _0"></span> instalacjach </div><div class="t m0 x86 h6 y4b6 ff1 fs3 fc0 sc0 ls0 ws0">będących <span class="_ _10"> </span>w <span class="_ _a"> </span>posiadaniu <span class="_ _10"> </span>bądź <span class="_ _10"> </span>kontrolowanych <span class="_ _10"> </span>przez <span class="_ _a"> </span>G<span class="_ _1"></span>rupę<span class="_ _1"></span><span class="ff2 lsd">. <span class="_ _10"> </span></span>Do <span class="_ _a"> </span>obliczeń <span class="_ _10"> </span><span class="ff2">tego <span class="_ _10"> </span>zakresu <span class="_ _10"> </span>wykorzystano </span></div><div class="t m0 x86 h6 y4b7 ff1 fs3 fc0 sc0 ls0 ws0">wskaźniki intensywn<span class="_ _1"></span>ości emisyjnej pocho<span class="_ _1"></span>dzące<span class="ff2"> <span class="ls3">z </span>baz<span class="_ _1"></span>y DEFRA (2025). <span class="_ _1"></span>  </span></div><div class="t m0 x86 h6 ye3 ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x86 h6 ye4 ff2 fs3 fc0 sc0 ls0 ws0">Emisje <span class="_ _a"> </span>w <span class="_ _a"> </span>zakresie <span class="_ _a"> </span>2, <span class="_ _9"> </span><span class="ff1">obej<span class="_ _1"></span>mują</span> <span class="_ _a"> </span><span class="ff1">emisje <span class="_ _a"> </span>pośrednie <span class="_ _a"> </span>związane <span class="_ _a"> </span>ze</span> <span class="_ _a"> </span><span class="ff1">zużyciem <span class="_ _a"> </span>przez <span class="_ _a"> </span>Grupę <span class="_ _a"> </span>nabytej <span class="_ _a"> </span>energii </span></div><div class="t m0 x86 h6 ye5 ff1 fs3 fc0 sc0 ls0 ws0">elektrycznej i energii cieplnej. Obliczenia dla zakresu 2 wykonano według <span class="_ _0"></span>dwóch metod: location<span class="_ _8"></span><span class="ff2">-based i </span></div><div class="t m0 x86 h6 y8f ff2 fs3 fc0 sc0 ls0 ws0">market-based.  W <span class="_ _10"> </span>prz<span class="_ _1"></span>ypadk<span class="_ _1"></span>u <span class="_ _15"> </span>metody  l<span class="_ _0"></span>ocation-<span class="_ _1"></span><span class="ff1">based,  zużycie <span class="_ _15"> </span>energii  elektrycznej <span class="_ _15"> </span>pomnożono  przez </span></div><div class="t m0 x86 h6 y90 ff1 fs3 fc0 sc0 ls0 ws0">średni <span class="_ _10"> </span>wskaźnik <span class="_ _10"> </span>emisj<span class="_ _1"></span><span class="ff2">i <span class="_ _10"> </span>dla <span class="_ _10"> </span>Polski <span class="_ _10"> </span>z <span class="_ _10"> </span></span>najnowszego <span class="_ _10"> </span>dostępnego <span class="_ _10"> </span>raportu <span class="_ _10"> </span>publikowanego <span class="_ _10"> </span>przez <span class="_ _15"> </span><span class="ff2">Krajowy </span></div><div class="t m0 x86 h6 ye8 ff1 fs3 fc0 sc0 ls0 ws0">Ośrod<span class="ff2">e</span>k <span class="_ _13"> </span>Bilansowania <span class="_ _13"> </span>i <span class="_ _13"> </span>Zarządzania <span class="_ _13"> </span>Em<span class="_ _1"></span>isjami<span class="ff2"> <span class="_ _13"> </span>(KOBIZE)</span>,<span class="_ _1"></span> <span class="_ _14"> </span>natom<span class="_ _1"></span>iast <span class="_ _14"> </span>zuż<span class="_ _1"></span>ycie <span class="_ _14"> </span>ener<span class="_ _1"></span>gii <span class="_ _14"> </span>cie<span class="_ _1"></span>plnej </div><div class="t m0 x86 h6 ye9 ff1 fs3 fc0 sc0 ls0 ws0">przemnożono prz<span class="_ _1"></span>ez wskaźnik emisj<span class="_ _1"></span>i dla Polski z <span class="_ _1"></span>najnows<span class="_ _1"></span>zego dostępnego raport<span class="_ _1"></span>u publikowanego prz<span class="_ _1"></span>ez </div><div class="t m0 x86 h6 yea ff2 fs3 fc0 sc0 ls0 ws0">Urz<span class="ff1">ą</span>d <span class="_ _a"> </span>Regulacji <span class="_ _a"> </span>Energety<span class="_ _1"></span>ki <span class="_ _a"> </span>(URE)<span class="lsd">. <span class="_ _10"> </span></span>W<span class="_ _0"></span> <span class="_ _a"> </span><span class="ff1">obliczeniac<span class="_ _1"></span>h <span class="_ _a"> </span>metodą <span class="_ _a"> </span>market</span>-<span class="ff1">b<span class="_ _1"></span>ased <span class="_ _a"> </span>zużyc<span class="_ _1"></span>ie <span class="_ _a"> </span>energii <span class="_ _a"> </span>przypisane </span></div><div class="t m0 x86 h6 y94 ff1 fs3 fc0 sc0 ls0 ws0">poszczególnym <span class="_ _1"></span>s<span class="_ _1"></span>przedawcom <span class="_ _8"></span>pomnożono <span class="_ _1"></span>prz<span class="_ _1"></span>ez <span class="_ _1"></span>wsk<span class="_ _1"></span>aźnik <span class="_ _1"></span>emisji <span class="_ _8"></span>publikowany <span class="_ _8"></span>przez <span class="_ _1"></span>tyc<span class="_ _1"></span>h <span class="_ _1"></span>sprzedawców </div><div class="t m0 x86 h6 y20 ff1 fs3 fc0 sc0 ls0 ws0">energii. <span class="_ _18"> </span>W <span class="_ _e"> </span>prz<span class="_ _1"></span>ypadkach, <span class="_ _18"> </span>w <span class="_ _18"> </span>któryc<span class="_ _1"></span>h <span class="_ _e"> </span>nie <span class="_ _18"> </span>podano <span class="_ _18"> </span>konkr<span class="_ _1"></span>etnego <span class="_ _e"> </span>sprz<span class="_ _1"></span>edawcy <span class="_ _18"> </span>energii<span class="_ _8"></span><span class="ff2"> <span class="_ _18"> </span></span>lub <span class="_ _18"> </span>określenie </div><div class="t m0 x86 h6 yed ff1 fs3 fc0 sc0 ls0 ws0">emisyjności  danego <span class="_ _10"> </span>d<span class="_ _1"></span>ostawcy  pozostało <span class="_ _10"> </span>ni<span class="_ _1"></span>emożliwe<span class="_ _1"></span>,  zużycie <span class="_ _10"> </span>e<span class="_ _1"></span>nergii <span class="_ _15"> </span>pomnożono  przez <span class="_ _15"> </span>średnią <span class="_ _15"> </span>dla </div><div class="t m0 x86 h6 y4b8 ff2 fs3 fc0 sc0 ls0 ws0">Polski.  </div><div class="t m0 x86 h6 y4b9 ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x86 h6 y4ba ff1 fs3 fc0 sc0 ls0 ws0">Przy <span class="_ _a"> </span>wyliczaniu <span class="_ _a"> </span>emisji <span class="_ _a"> </span>gazów <span class="_ _a"> </span>cieplarnianych <span class="_ _a"> </span>w <span class="_ _a"> </span>odniesieniu <span class="_ _a"> </span>do <span class="_ _a"> </span>energii <span class="_ _a"> </span>cieplnej <span class="_ _a"> </span>posłużono <span class="_ _a"> </span>się <span class="_ _a"> </span>metodą </div><div class="t m0 x86 h6 y4bb ff2 fs3 fc0 sc0 ls0 ws0">location-<span class="ff1">based i przy<span class="_ _1"></span>jęto uśredniony wsk<span class="_ _1"></span>aźnik emisyjn<span class="_ _1"></span>ości dla Polski.<span class="_ _1"></span></span> </div><div class="t m0 x86 h6 y4bc ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x86 h13 y4bd ff3 fs3 fc0 sc0 ls0 ws0">Metodyka kalkulacji zak<span class="_ _1"></span>resu 3 (Scope 3)<span class="_ _1"></span> </div><div class="t m0 x86 h6 y4be ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x86 h6 y4bf ff1 fs3 fc0 sc0 ls0 ws0">W <span class="_ _a"> </span>roku <span class="_ _10"> </span>2025 <span class="_ _a"> </span>próg <span class="_ _a"> </span>ist<span class="_ _1"></span>otności <span class="_ _a"> </span>k<span class="_ _1"></span>ategorii <span class="_ _a"> </span>w <span class="_ _a"> </span>zak<span class="_ _1"></span>resie <span class="_ _a"> </span>3<span class="_ _1"></span> <span class="_ _a"> </span>został <span class="_ _10"> </span>ustalony <span class="_ _a"> </span>na <span class="_ _a"> </span>poz<span class="_ _1"></span>iome <span class="_ _a"> </span>1%. <span class="_ _10"> </span>Zgodnie <span class="_ _a"> </span>z <span class="_ _10"> </span>nim </div><div class="t m0 x86 h6 y4c0 ff1 fs3 fc0 sc0 ls0 ws0">postanowiono, że <span class="_ _0"></span>kategorie <span class="_ _0"></span>1, <span class="_ _0"></span>3, <span class="_ _0"></span>5, <span class="_ _0"></span>7 <span class="_ _0"></span>i <span class="_ _0"></span>11 <span class="_ _0"></span>są <span class="_ _0"></span>istotne. <span class="_ _0"></span>Istotne kategorie <span class="_ _0"></span>stanowią na<span class="_ _0"></span>jwiększ<span class="_ _1"></span>y <span class="_ _0"></span>procent <span class="_ _0"></span>emisji </div><div class="t m0 x86 h6 y4c1 ff1 fs3 fc0 sc0 ls0 ws0">równy 98,77% <span class="_ _0"></span>całkowitych emisji <span class="_ _0"></span>w <span class="_ _0"></span>zakresie 3. <span class="_ _0"></span>Nieistot<span class="_ _1"></span>ne <span class="_ _0"></span>kategorie stanowią 1,23% cał<span class="_ _0"></span>kowitych emisji w </div><div class="t m0 x86 h6 y4c2 ff1 fs3 fc0 sc0 ls0 ws0">zakresie <span class="_ _a"> </span>3. <span class="_ _9"></span>Przy <span class="_ _a"> </span>określaniu <span class="_ _a"> </span>progu <span class="_ _9"> </span>ist<span class="_ _1"></span>otności <span class="_ _a"> </span>uwzględniono <span class="_ _9"> </span>rów<span class="_ _1"></span>nież <span class="_ _a"> </span>analizę <span class="_ _9"> </span>pee<span class="_ _1"></span>rs <span class="_ _a"> </span>group <span class="_ _9"></span>podmiotów <span class="_ _a"> </span>z </div><div class="t m0 x86 h6 y4c3 ff1 fs3 fc0 sc0 ls0 ws0">branży <span class="_ _a"> </span>budowlanej <span class="_ _9"> </span>(B<span class="_ _1"></span>udimex, <span class="_ _a"> </span>ERBUD, <span class="_ _9"> </span>Mos<span class="_ _1"></span>tostal <span class="_ _a"> </span>Warszawa, <span class="_ _9"> </span>PORR, <span class="_ _a"> </span>SKAN<span class="_ _1"></span>SKA, <span class="_ _9"> </span>STR<span class="_ _1"></span>ABAG, <span class="_ _a"> </span>Unibep, </div><div class="t m0 x86 h6 y3db ff2 fs3 fc0 sc0 ls0 ws0">Vinci). </div><div class="t m0 x86 h6 y3dc ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x86 h13 y4c4 ff3 fs3 fc0 sc0 ls0 ws0">Kategoria 1. <span class="ff6">Zakupion<span class="_ _1"></span>e produkty i usługi<span class="_ _1"></span><span class="ff2"> </span></span></div><div class="t m0 x86 h6 y77 ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x86 h6 y4c5 ff1 fs3 fc0 sc0 ls0 ws0">Kategoria <span class="_ _1"></span>1 <span class="_ _8"></span>ob<span class="_ _1"></span>ejmuje <span class="_ _1"></span>e<span class="_ _1"></span>misje <span class="_ _1"></span>z<span class="_ _1"></span> <span class="_ _1"></span>zakupiony<span class="_ _1"></span>ch <span class="_ _1"></span>pro<span class="_ _1"></span>duktów <span class="_ _1"></span>i <span class="_ _8"></span>usług. <span class="_ _8"></span>Emisj<span class="_ _1"></span>e <span class="_ _1"></span>w <span class="_ _8"></span>tej <span class="_ _8"></span>kategorii <span class="_ _8"></span>policzono <span class="_ _8"></span>metod<span class="_ _1"></span>ą </div><div class="t m0 x86 h6 y4c6 ff1 fs3 fc0 sc0 ls0 ws0">wydatkową <span class="_ _0"></span>(spend<span class="ff2">-bas<span class="_ _1"></span>ed <span class="_ _0"></span>method). <span class="_ _0"></span><span class="ff1">Zastosowano wskaźniki <span class="_ _2"></span>e<span class="_ _1"></span>misyjności pochodzące <span class="_ _0"></span>z <span class="_ _0"></span>bazy <span class="_ _2"></span>EP<span class="_ _1"></span>A <span class="_ _0"></span>(United </span></span></div><div class="t m0 x86 h6 y4c7 ff2 fs3 fc0 sc0 ls0 ws0">States <span class="_ _10"> </span>Environmental <span class="_ _10"> </span>Protection <span class="_ _10"> </span>Agency)<span class="_ _1"></span> <span class="_ _10"> </span>Supply <span class="_ _a"> </span>C<span class="_ _1"></span>hain <span class="_ _10"> </span>Greenhouse <span class="_ _10"> </span>Gas <span class="_ _10"> </span>Emi<span class="_ _1"></span>ssion <span class="_ _10"> </span>Factors <span class="_ _10"> </span>v1.3 <span class="_ _10"> </span>by </div><div class="t m0 x86 h6 y4c8 ff2 fs3 fc0 sc0 ls0 ws0">NAICS-6 (202<span class="_ _1"></span>4, 2022). <span class="_ _1"></span><span class="ff1">Wskaźniki dobra<span class="_ _1"></span>no do kategor<span class="_ _1"></span>ii wydatków<span class="_ _1"></span> poniesionych<span class="_ _1"></span> na zakupione<span class="_ _1"></span> produkty i </span></div><div class="t m0 x86 h6 y4c9 ff1 fs3 fc0 sc0 ls0 ws0">usługi, <span class="_ _b"></span>wc<span class="_ _1"></span>hodzące <span class="_ _b"></span>w<span class="_ _1"></span> <span class="_ _b"></span>definic<span class="_ _1"></span>ję <span class="_ _b"></span>kategorii <span class="_ _9"></span>1 <span class="_ _b"></span>i <span class="_ _9"></span>2 <span class="_ _b"></span>zgodnie <span class="_ _9"></span>GHG <span class="_ _b"></span>Prot<span class="_ _1"></span>ocol, <span class="_ _b"></span>w <span class="_ _9"></span>danym <span class="_ _b"></span>r<span class="_ _1"></span>oku <span class="_ _b"></span>obrotowy<span class="_ _1"></span>m. <span class="_ _b"></span>Dane<span class="_ _1"></span> </div><div class="t m0 x86 h6 y1cb ff1 fs3 fc0 sc0 ls0 ws0">zostały dostarczone przez Grupę MIRBUD <span class="_ _0"></span>z <span class="_ _0"></span>systemó<span class="_ _1"></span>w księgowych. Wskaźniki <span class="_ _0"></span>wydatkowe skorygowano </div><div class="t m0 x86 h6 y4ca ff1 fs3 fc0 sc0 ls0 ws0">o <span class="_ _10"> </span>inflacj<span class="_ _1"></span>ę <span class="_ _10"> </span>2023  i<span class="_ _0"></span> <span class="_ _10"> </span>202<span class="_ _1"></span>4 <span class="_ _10"> </span>r, <span class="_ _15"> </span>wykorzy<span class="_ _1"></span>stano <span class="_ _10"> </span>do <span class="_ _10"> </span>t<span class="_ _1"></span>ego <span class="_ _10"> </span>cel<span class="_ _1"></span>u <span class="_ _10"> </span>średniorocz<span class="_ _1"></span>ne <span class="_ _10"> </span>ws<span class="_ _1"></span>kaźniki <span class="_ _10"> </span>c<span class="_ _1"></span>en <span class="_ _10"> </span>towarów<span class="_ _1"></span> <span class="_ _10"> </span>i <span class="_ _15"> </span>usług </div><div class="t m0 x86 h6 y4cb ff1 fs3 fc0 sc0 ls0 ws0">konsumpcyjnych publikowane <span class="_ _0"></span>przez <span class="_ _0"></span>Główny <span class="_ _0"></span>Urząd <span class="_ _0"></span>Statystycz<span class="_ _1"></span>ny. <span class="_ _0"></span>Wartości <span class="_ _0"></span>podane <span class="_ _0"></span>w <span class="_ _2"></span>walutach krajo<span class="_ _1"></span><span class="ff2">wych </span></div><div class="t m0 x86 h6 y4cc ff1 fs3 fc0 sc0 ls0 ws0">przeliczano <span class="_ _1a"> </span>na <span class="_ _1a"> </span>w<span class="_ _1"></span>alutę <span class="_ _12"> </span>bazy <span class="_ _1a"> </span>(USD)<span class="_ _1"></span> <span class="_ _1a"> </span>korzys<span class="_ _1"></span>tając <span class="_ _1a"> </span>z <span class="_ _1a"> </span>kurs<span class="_ _1"></span>u <span class="_ _1a"> </span>wymiany <span class="_ _1a"> </span>na <span class="_ _12"> </span>dzień <span class="_ _1a"> </span>31.12.2025 <span class="_ _1a"> </span>r<span class="_ _1"></span>oku </div><div class="t m0 x86 h6 y4cd ff2 fs3 fc0 sc0 ls0 ws0">opublikowanego prz<span class="_ _1"></span>ez NBP. <span class="_ _1"></span> </div></div></div><div class="pi" ></div></div><div id="pf26" class="pf w5 hc" ><div class="pc pc26 w5 hc"><img class="bi x39 y0 w65 h1" alt="" 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class="c x0 y0 w7 hc"><div class="t m0 x85 h2 ye ff1 fs0 fc0 sc0 ls0 ws0">Sprawozdanie nt. informacji niefinansowych GK MIRBUD za 2025<span class="_ _1"></span> rok<span class="ff2"> </span></div><div class="t m0 x85 h2 yf ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x85 hd y10 ff4 fs3 fc0 sc0 ls20 ws0">38<span class="ff5 fs8 ls0"> </span></div><div class="t m0 x86 h6 y4b1 ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x86 h13 y4ce ff3 fs3 fc0 sc0 ls0 ws0">Kategoria 3. <span class="ff6">Dzi<span class="_ _1"></span>ałalność związana z<span class="_ _1"></span> paliwem i energią (nieuj<span class="_ _1"></span>ęte w zakresie <span class="_ _1"></span>1 lub 2<span class="_ _1"></span></span>) </div><div class="t m0 x86 h6 y4cf ff1 fs3 fc0 sc0 ls0 ws0">Emisje w <span class="_ _0"></span>kategorii 3 <span class="_ _2"></span>p<span class="_ _1"></span>oliczone są <span class="_ _2"></span>z<span class="_ _1"></span> <span class="_ _0"></span>wykorzy<span class="_ _1"></span>staniem danych <span class="_ _0"></span>dotyczących zużycia <span class="_ _0"></span>paliw <span class="_ _0"></span>i energii <span class="_ _0"></span>w <span class="_ _0"></span>Grupie </div><div class="t m0 x86 h6 y4d0 ff2 fs3 fc0 sc0 ls0 ws0">MIRBUD <span class="_ _16"> </span><span class="ff1">pochodzących <span class="_ _16"> </span>z <span class="_ _16"> </span>formatek <span class="_ _16"> </span>uzupełnio<span class="_ _1"></span>nych <span class="_ _f"> </span>prz<span class="_ _1"></span>ez <span class="_ _f"> </span>prac<span class="_ _1"></span>owników <span class="_ _f"> </span>Grupy<span class="_ _1"></span> <span class="_ _f"> </span>MIRBUD <span class="_ _16"> </span>w <span class="_ _f"> </span>r<span class="_ _1"></span>amach </span></div><div class="t m0 x86 h6 y4d1 ff1 fs3 fc0 sc0 ls0 ws0">systemu <span class="_ _0"></span>do <span class="_ _0"></span>zbierania <span class="_ _0"></span>danyc<span class="_ _1"></span>h <span class="_ _0"></span>współtworzonego <span class="_ _0"></span>razem z <span class="_ _2"></span>Conso<span class="_ _1"></span>lia <span class="_ _0"></span>ESG<span class="_ _1"></span><span class="ff2">. <span class="_ _0"></span>Do <span class="_ _0"></span>kalkulacji emisji <span class="_ _2"></span>z tej <span class="_ _2"></span>kate<span class="_ _1"></span>gorii </span></div><div class="t m0 x86 h6 y4d2 ff2 fs3 fc0 sc0 ls0 ws0">wykorzys<span class="_ _1"></span>tane <span class="_ _a"> </span><span class="ff1">zostaną <span class="_ _9"> </span>ws<span class="_ _1"></span>kaźniki <span class="_ _a"> </span>pochodzące <span class="_ _a"> </span>z <span class="_ _a"> </span>baz <span class="_ _a"> </span>DEFRA <span class="_ _a"> </span>(2025)<span class="_ _1"></span></span>, <span class="_ _a"> </span>IEA <span class="_ _9"> </span>(<span class="_ _1"></span>2023) <span class="_ _a"> </span>i <span class="_ _a"> </span>KOBIZE <span class="_ _a"> </span>(2025). <span class="_ _a"> </span>W </div><div class="t m0 x86 h6 y4d3 ff1 fs3 fc0 sc0 ls0 ws0">kalkulacji <span class="_ _16"> </span>wykorz<span class="_ _1"></span>ystano <span class="_ _16"> </span>metodę <span class="_ _16"> </span>d<span class="_ _1"></span>anych <span class="_ _16"> </span>uśr<span class="_ _1"></span>ednionych<span class="_ _1"></span><span class="ff2">. <span class="_ _16"> </span>U</span>wzg<span class="_ _1"></span>lędniono <span class="_ _16"> </span>emisj<span class="_ _1"></span>e <span class="_ _16"> </span>z <span class="_ _16"> </span>tytu<span class="_ _1"></span>łu <span class="_ _16"> </span>wydobycia <span class="_ _d"> </span>i </div><div class="t m0 x86 h6 y4d4 ff2 fs3 fc0 sc0 ls0 ws0">przetwarzania p<span class="_ _1"></span>aliw ko<span class="_ _1"></span>palnych (<span class="_ _1"></span>Well-<span class="ls24">To</span>-<span class="ff1">Tank, <span class="_ _1"></span>WTT) <span class="_ _1"></span>na potrze<span class="_ _1"></span>by bezpośrednieg<span class="_ _1"></span>o z<span class="_ _1"></span>użycia w op<span class="_ _1"></span>eracjach </span></div><div class="t m0 x86 h6 y3c ff1 fs3 fc0 sc0 ls0 ws0">Grupy <span class="_ _9"> </span>Kapitałowej <span class="_ _a"> </span>oraz <span class="_ _9"></span>na <span class="_ _9"></span>potrzeby <span class="_ _a"> </span>wytworzenia <span class="_ _9"></span>zużytej <span class="_ _a"> </span>energii,<span class="ff2"> <span class="_ _9"> </span>j<span class="_ _1"></span>ak <span class="_ _9"></span>i <span class="_ _9"></span>straty <span class="_ _a"> </span>na <span class="_ _9"></span>przesyle <span class="_ _9"> </span>i <span class="_ _9"> </span>dy<span class="_ _1"></span>strybucji </span></div><div class="t m0 x86 h6 y4d5 ff1 fs3 fc0 sc0 ls0 ws0">energii <span class="_ _8"></span>(bez<span class="_ _1"></span>pośrednie <span class="_ _b"></span>i <span class="_ _8"></span>WT<span class="_ _1"></span>T).<span class="ff2"> <span class="_ _b"></span></span>W <span class="_ _8"></span>prz<span class="_ _1"></span>ypadku <span class="_ _8"></span>wy<span class="_ _1"></span>korzystania <span class="_ _8"></span>ws<span class="_ _1"></span>kaźników <span class="_ _b"></span>pochodząc<span class="_ _1"></span>ych <span class="_ _8"></span>z <span class="_ _b"></span>bazy <span class="_ _b"></span>KOBIZE </div><div class="t m0 x86 h6 y4d6 ff1 fs3 fc0 sc0 ls0 ws0">odjęto str<span class="_ _1"></span>aty <span class="_ _1"></span>i r<span class="_ _1"></span>óżnice <span class="_ _1"></span>bilan<span class="_ _1"></span>sowe w <span class="_ _1"></span>c<span class="_ _1"></span>elu <span class="_ _1"></span>uniknięcia <span class="_ _1"></span>zjawiska <span class="_ _1"></span>double<span class="_ _8"></span><span class="ff2">-counti<span class="_ _1"></span>ngu na<span class="_ _1"></span> <span class="_ _1"></span>poziomie <span class="_ _1"></span>zakresu <span class="_ _1"></span>2 <span class="_ _1"></span>i <span class="_ _1"></span>3 </span></div><div class="t m0 x86 h6 y4d7 ff2 fs3 fc0 sc0 ls0 ws0">emisji. </div><div class="t m0 x86 h6 y4d8 ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x86 h13 y4d9 ff6 fs3 fc0 sc0 ls0 ws0">Kategoria 5. Odpady po<span class="_ _1"></span>wstałe w wyniku d<span class="_ _1"></span>ziałalności<span class="_ _1"></span><span class="ff3"> </span></div><div class="t m0 x86 h6 y167 ff1 fs3 fc0 sc0 ls0 ws0">Kategoria <span class="_ _1"></span>5 <span class="_ _1"></span>ob<span class="_ _1"></span>ejmuje <span class="_ _1"></span>em<span class="_ _1"></span>isje <span class="_ _1"></span>związane <span class="_ _1"></span>z<span class="_ _1"></span> <span class="_ _1"></span>utylizac<span class="_ _1"></span>ją <span class="_ _1"></span>i <span class="_ _1"></span>pr<span class="_ _1"></span>zetwarzaniem <span class="_ _1"></span>od<span class="_ _1"></span>padów <span class="_ _1"></span>wy<span class="_ _1"></span>tworzonych <span class="_ _1"></span>w <span class="_ _1"></span>ra<span class="_ _1"></span>mach </div><div class="t m0 x86 h6 y4da ff1 fs3 fc0 sc0 ls0 ws0">działalności operacyjnej. Odpady <span class="_ _0"></span>podzielono na <span class="_ _0"></span>odpady komunalne <span class="_ _0"></span>oraz odpady <span class="_ _0"></span>powstałe w <span class="_ _0"></span>działalności </div><div class="t m0 x86 h6 y4db ff2 fs3 fc0 sc0 ls0 ws0">operacyjnej <span class="_ _10"> </span>skierowane <span class="_ _10"> </span>do <span class="_ _10"> </span>odzysku <span class="_ _10"> </span>i <span class="_ _10"> </span>utylizacji. <span class="_ _10"> </span>W <span class="_ _a"> </span>przy<span class="_ _1"></span>padku<span class="_ _1"></span> <span class="_ _10"> </span><span class="ff1">odpadów <span class="_ _a"> </span>k<span class="_ _1"></span>omunalnych <span class="_ _10"> </span>zebrano <span class="_ _10"> </span>masę </span></div><div class="t m0 x86 h6 y4dc ff1 fs3 fc0 sc0 ls0 ws0">poszczególnych rodzajów odpadów <span class="_ _0"></span>wraz z <span class="_ _2"></span>c<span class="_ _1"></span>zęstotliwośc<span class="_ _1"></span>ią <span class="_ _0"></span>ich <span class="_ _0"></span>odbioru. Na <span class="_ _0"></span>potrzebę <span class="_ _0"></span>obliczeń przyjęto, <span class="_ _0"></span>że </div><div class="t m0 x86 h6 y4dd ff1 fs3 fc0 sc0 ls0 ws0">odpady <span class="_ _17"> </span>komuna<span class="_ _1"></span>lne <span class="_ _17"> </span>trafiają <span class="_ _17"> </span>na<span class="_ _1"></span> <span class="_ _17"> </span>składowisko. <span class="_ _1e"> </span>Natomiast <span class="_ _17"> </span>w <span class="_ _17"> </span>prz<span class="_ _1"></span>ypadku <span class="_ _17"> </span>poz<span class="_ _1"></span>ostałych <span class="_ _17"> </span>odpadów </div><div class="t m0 x86 h6 y4de ff1 fs3 fc0 sc0 ls0 ws0">przyporządkowano odpowiadające <span class="_ _0"></span>im <span class="_ _2"></span>k<span class="_ _1"></span>o<span class="ff2">dy BDO <span class="_ _2"></span>wraz ze <span class="_ _2"></span>sposobem odzysku <span class="_ _0"></span>i <span class="_ _2"></span>uty<span class="_ _1"></span>lizacji <span class="_ _0"></span>odpadu. <span class="_ _2"></span>Ze<span class="_ _1"></span>brano </span></div><div class="t m0 x86 h6 y224 ff1 fs3 fc0 sc0 ls0 ws0">także <span class="_ _9"></span>informacje <span class="_ _9"></span>dotycz<span class="_ _1"></span>ące <span class="_ _9"></span>zrzutu <span class="_ _9"></span>wody <span class="_ _9"></span>do <span class="_ _9"></span>ścieków.<span class="_ _1"></span> <span class="_ _9"></span>Do <span class="_ _9"></span>obliczeń <span class="_ _9"></span>posłużyły <span class="_ _9"></span>ws<span class="_ _1"></span>kaźniki <span class="_ _9"></span>z <span class="_ _9"></span>bazy <span class="_ _9"></span>DEFR<span class="_ _1"></span>A </div><div class="t m0 x86 h6 y4df ff1 fs3 fc0 sc0 ls0 ws0">2025 <span class="_ _8"></span>z <span class="_ _8"></span>ark<span class="_ _1"></span>usza <span class="_ _8"></span>„<span class="_ _1"></span>waste <span class="_ _8"></span>disposal” <span class="_ _b"></span>w <span class="_ _8"></span>prz<span class="_ _1"></span>ypadku <span class="_ _b"></span>odpadów <span class="_ _8"></span>oraz<span class="_ _1"></span> <span class="_ _8"></span>z <span class="_ _b"></span>arkusza <span class="_ _b"></span>„water <span class="_ _8"></span>treatment” <span class="_ _b"></span>w <span class="_ _8"></span>prz<span class="_ _1"></span>ypadku </div><div class="t m0 x86 h6 y4e0 ff1 fs3 fc0 sc0 ls3 ws0">śc<span class="ls0">ieków. <span class="ff2"> </span></span></div><div class="t m0 x86 h6 y4e1 ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x86 h13 y4e2 ff3 fs3 fc0 sc0 ls0 ws0">Kategoria 7. <span class="ff6">Dojaz<span class="_ _1"></span>d pracowników do pracy<span class="_ _1"></span></span> </div><div class="t m0 x86 h6 y4e3 ff1 fs3 fc0 sc0 ls0 ws0">Kategoria 7 obejmuj<span class="_ _1"></span>e emisje powstałe w ram<span class="_ _1"></span>ach dojazdu praco<span class="_ _1"></span>wników do miejsc<span class="_ _1"></span>a pracy. Dane o </div><div class="t m0 x86 h6 y4e4 ff1 fs3 fc0 sc0 ls0 ws0">dojazdach zostały zebran<span class="_ _1"></span>e za pośrednictwe<span class="_ _1"></span>m ankiety w narzędzi<span class="_ _1"></span>u Fillout. Ankieta uwz<span class="_ _1"></span>ględnia jak </div><div class="t m0 x86 h6 y331 ff1 fs3 fc0 sc0 ls0 ws0">często pracownicy<span class="_ _1"></span> korzystają z danych środków tra<span class="_ _1"></span>nsportu oraz t<span class="_ _1"></span>ego jak<span class="_ _1"></span>ie odległ<span class="_ _1"></span>ości pokonują podczas<span class="_ _1"></span> </div><div class="t m0 x86 h6 y4e5 ff1 fs3 fc0 sc0 ls0 ws0">dojazdów do pracy<span class="_ _1"></span>. Emisje zostały oszacowan<span class="_ _1"></span>e metodą dys<span class="_ _1"></span>tansową przy wyk<span class="_ _1"></span>orzystaniu wskaźników </div><div class="t m0 x86 h6 y4e6 ff1 fs3 fc0 sc0 ls0 ws0">pochodzących z bazy D<span class="_ _1"></span>EFRA 2025; ob<span class="_ _1"></span>ejmowały również korek<span class="_ _1"></span>tę o uśrednione d<span class="_ _1"></span>ane dotyczące url<span class="_ _1"></span>opów </div><div class="t m0 x86 h6 y4e7 ff1 fs3 fc0 sc0 ls0 ws0">i dni pracujący<span class="_ _1"></span>ch w roku 2025. W kalk<span class="_ _1"></span>ulacji emisji uwz<span class="_ _1"></span>ględniono również pracę<span class="_ _1"></span> zdalną. Na po<span class="_ _1"></span>dstawie </div><div class="t m0 x86 h6 y4e8 ff1 fs3 fc0 sc0 ls0 ws0">otrzymanych odpow<span class="_ _1"></span>iedzi wartości em<span class="_ _1"></span>isji ekstrapolowa<span class="_ _1"></span>no na wszystkich pracown<span class="_ _1"></span>ików Grupy. <span class="_ _8"></span><span class="ff2"> </span></div><div class="t m0 x86 h6 y4e9 ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x86 h13 y4ea ff3 fs3 fc0 sc0 ls0 ws0">Kategoria 11. W<span class="_ _1"></span>ykorzystanie<span class="_ _1"></span> <span class="ff6">sprzedanych p<span class="_ _1"></span>roduktów</span> </div><div class="t m0 x86 h6 y1c1 ff1 fs3 fc0 sc0 ls0 ws0">Ta <span class="_ _2"></span>kategori<span class="_ _1"></span>a <span class="_ _2"></span>obejmuj<span class="_ _1"></span>e <span class="_ _2"></span>emisj<span class="_ _1"></span>e <span class="_ _2"></span>powstałe <span class="_ _0"></span>z <span class="_ _2"></span>użytkowan<span class="_ _1"></span>ia <span class="_ _2"></span>sprzedanyc<span class="_ _1"></span>h <span class="_ _2"></span>prod<span class="_ _1"></span>uktów, <span class="_ _2"></span>jaki<span class="_ _1"></span>mi <span class="_ _2"></span>w <span class="_ _0"></span>przypadku <span class="_ _2"></span>Gru<span class="_ _1"></span>py </div><div class="t m0 x86 h6 y4eb ff1 fs3 fc0 sc0 ls0 ws0">MIRBUD, są <span class="_ _0"></span>wybudowane budynki <span class="_ _0"></span>oraz drogi. <span class="_ _0"></span>Na <span class="_ _0"></span>potrzeby kalkulacji <span class="_ _0"></span>przyjęto, że <span class="_ _0"></span>użytkowanie budynków </div><div class="t m0 x86 h6 y4ec ff1 fs3 fc0 sc0 ls0 ws0">obejmuje <span class="_ _2"></span>em<span class="_ _1"></span>isje <span class="_ _2"></span>powstałe<span class="_ _1"></span> <span class="_ _2"></span>ze <span class="_ _2"></span>zuży<span class="_ _1"></span>cia <span class="_ _2"></span>energii <span class="_ _0"></span>elektrycznej <span class="_ _0"></span>i <span class="_ _2"></span>cieplnej, <span class="_ _0"></span>natomiast <span class="_ _2"></span>w <span class="_ _0"></span>przypadku <span class="_ _2"></span>dró<span class="_ _1"></span>g <span class="_ _2"></span>obejmuje<span class="_ _1"></span> </div><div class="t m0 x86 h6 y27 ff1 fs3 fc0 sc0 ls0 ws0">emisje <span class="_ _e"> </span>powstałe <span class="_ _e"> </span>z<span class="_ _1"></span>e <span class="_ _e"> </span>zużycia <span class="_ _e"> </span>energ<span class="_ _1"></span>ii <span class="_ _e"> </span>przez <span class="_ _e"> </span>lampy<span class="_ _1"></span> <span class="_ _e"> </span>oświetlające <span class="_ _e"> </span>j<span class="_ _1"></span>ezdnie. <span class="_ _e"> </span>Zebrano <span class="_ _e"> </span>da<span class="_ _1"></span>ne <span class="_ _e"> </span>dotyczące<span class="_ _1"></span> </div><div class="t m0 x86 h6 y4ed ff1 fs3 fc0 sc0 ls0 ws0">powierzchni <span class="_ _1"></span>s<span class="_ _1"></span>przedanych <span class="_ _8"></span>budynków <span class="_ _8"></span>w <span class="_ _8"></span>m2 <span class="_ _8"></span>oraz <span class="_ _1"></span>dł<span class="_ _1"></span>ugości <span class="_ _1"></span>dróg <span class="_ _8"></span>w <span class="_ _8"></span>km <span class="_ _1"></span>w <span class="_ _8"></span>budow<span class="_ _1"></span>ach <span class="_ _8"></span>zakończonych <span class="_ _8"></span>w <span class="_ _8"></span>roku </div><div class="t m0 x86 h6 y4ee ff2 fs3 fc0 sc0 ls0 ws0">2025. <span class="_ _f"> </span>Na <span class="_ _16"> </span>potrzeby <span class="_ _f"> </span>kalku<span class="_ _1"></span><span class="ff1">lac<span class="_ _1"></span>ji <span class="_ _f"> </span>zużycia <span class="_ _f"> </span>en<span class="_ _1"></span>ergii <span class="_ _f"> </span>elektr<span class="_ _1"></span>ycznej <span class="_ _f"> </span>potrzebnej <span class="_ _16"> </span>na <span class="_ _f"> </span>ośw<span class="_ _1"></span>ietlenie <span class="_ _f"> </span>dróg<span class="_ _8"></span></span><span class="fc7"> <span class="_ _f"> </span></span><span class="ff1">przy<span class="_ _1"></span>jęto </span></div><div class="t m0 x86 h6 y4ef ff1 fs3 fc0 sc0 ls0 ws0">uśredniony <span class="_ _16"> </span>roz<span class="_ _1"></span>staw <span class="_ _16"> </span>słupó<span class="_ _1"></span>w <span class="_ _16"> </span>oświetle<span class="_ _1"></span>niowych <span class="_ _16"> </span>na <span class="_ _d"> </span>poz<span class="_ _1"></span>iomie <span class="_ _16"> </span>35 <span class="_ _d"> </span>m, <span class="_ _16"> </span>o<span class="_ _1"></span>dpowiadający<span class="_ _1"></span> <span class="_ _16"> </span>typowej <span class="_ _d"> </span>praktyce </div><div class="t m0 x86 h6 y4f0 ff1 fs3 fc0 sc0 ls0 ws0">projektowej d<span class="_ _1"></span>la dróg k<span class="_ _1"></span>rajowyc<span class="_ _1"></span>h w Polsc<span class="_ _1"></span>e, wynikającej <span class="_ _1"></span>z <span class="_ _1"></span>doboru opraw <span class="_ _1"></span>LED o <span class="_ _1"></span>mocy<span class="_ _1"></span> ok. 70 <span class="_ _1"></span>W, wysok<span class="_ _1"></span>ości </div><div class="t m0 x86 h6 y4f1 ff1 fs3 fc0 sc0 ls0 ws0">montażu 8–12 <span class="_ _0"></span>m oraz <span class="_ _0"></span>spełnienia<span class="_ _1"></span> <span class="_ _0"></span>wymagań normy PN<span class="ff2">-EN 13201 </span>w <span class="_ _0"></span>zakresie luminancji i <span class="_ _0"></span>równomiernośc<span class="_ _1"></span>i. </div><div class="t m0 x86 h6 y4f2 ff1 fs3 fc0 sc0 ls0 ws0">Za przykładową l<span class="_ _0"></span>ampę drogową przyjęto oświetlenie marki <span class="_ _0"></span>Phillips o mocy <span class="_ _0"></span>oświetleniowej 70 W. <span class="_ _0"></span>Przyjęto </div><div class="t m0 x86 h6 y4f3 ff1 fs3 fc0 sc0 ls0 ws0">także <span class="_ _a"> </span>śr<span class="_ _1"></span>edni <span class="_ _a"> </span>czas <span class="_ _a"> </span>ś<span class="_ _1"></span>wiecenia <span class="_ _a"> </span>lampy <span class="_ _10"> </span>na <span class="_ _a"> </span>poziomie <span class="_ _a"> </span>12<span class="_ _1"></span><span class="ff2"> <span class="_ _10"> </span>godzin <span class="_ _a"> </span>dziennie <span class="_ _10"> </span>przez <span class="_ _a"> </span>365 <span class="_ _10"> </span>dni<span class="_ _0"></span> <span class="_ _a"> </span>w <span class="_ _10"> </span>skali <span class="_ _a"> </span>roku. <span class="_ _10"> </span>Do </span></div><div class="t m0 x86 h6 y4f4 ff1 fs3 fc0 sc0 ls0 ws0">kalkulacji emisyjności energii <span class="_ _1"></span>elektrycznej i cieplnej wyk<span class="_ _1"></span>orzystano najnowsze dost<span class="_ _1"></span>ępne raporty KOBIZE i </div><div class="t m0 x86 h6 y4f5 ff1 fs3 fc0 sc0 ls0 ws0">URE dotyczące em<span class="_ _1"></span>isyjności energii e<span class="_ _1"></span>lektrycznej i cieplnej w P<span class="_ _1"></span>olsce.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x86 h6 y4f6 ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x86 h13 y4f7 ff3 fs3 fc0 sc0 ls0 ws0">Kategorie nieistotne<span class="_ _1"></span> </div><div class="t m0 x86 h6 y4f8 ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x86 h6 y4f9 ff2 fs3 fc0 sc0 ls0 ws0">Kategorie 2,6,8,9,1<span class="_ _1"></span>2,<span class="ls1">13</span> i 15<span class="_ _1"></span> <span class="ff1">zostały uznane za n<span class="_ _1"></span>ieistotne. Za<span class="_ _1"></span> próg istotności przy<span class="_ _1"></span>jęto wartość pon<span class="_ _1"></span>iżej </span></div><div class="t m0 x86 h6 y4fa ff1 fs3 fc0 sc0 ls0 ws0">1% udziału kategorii w ca<span class="_ _1"></span>łkowitych e<span class="_ _1"></span>misjach. <span class="_ _1"></span>Łączna suma em<span class="_ _1"></span>isji wszystk<span class="_ _1"></span>ich nieistotnych kategorii </div><div class="t m0 x86 h6 y4fb ff2 fs3 fc0 sc0 ls0 ws0">stanowi <span class="ff1">1,23% ca<span class="_ _1"></span>łkowitych emisji. <span class="_ _1"></span></span> </div></div></div><div class="pi" ></div></div><div id="pf27" class="pf w5 hc" ><div class="pc pc27 w5 hc"><img class="bi x39 y0 w65 h1" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w7 hc"><div class="t m0 x85 h2 ye ff1 fs0 fc0 sc0 ls0 ws0">Sprawozdanie nt. informacji niefinansowych GK MIRBUD za 2025<span class="_ _1"></span> rok<span class="ff2"> </span></div><div class="t m0 x85 h2 yf ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x85 hd y10 ff4 fs3 fc0 sc0 ls20 ws0">39<span class="ff5 fs8 ls0"> </span></div><div class="t m0 x86 h6 y4b1 ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x86 h13 yaf ff3 fs3 fc0 sc0 ls0 ws0">Kategoria 2. Dob<span class="_ _1"></span>ra inwestycyjne </div><div class="t m0 x86 h6 y4fc ff1 fs3 fc0 sc0 ls0 ws0">Kategoria <span class="_ _15"> </span>2 <span class="_ _15"> </span>obejmuje <span class="_ _15"> </span>emisj<span class="_ _1"></span>e <span class="_ _10"> </span>z<span class="_ _1"></span> <span class="_ _10"> </span>z<span class="_ _1"></span>akupionych <span class="_ _10"> </span>d<span class="_ _1"></span>óbr <span class="_ _15"> </span>kapitałowych.  Do <span class="_ _10"> </span>kalku<span class="_ _1"></span>lacji <span class="_ _15"> </span>emisji <span class="_ _15"> </span>w <span class="_ _15"> </span>tej <span class="_ _10"> </span>k<span class="_ _1"></span>ategorii </div><div class="t m0 x86 h6 y2f3 ff1 fs3 fc0 sc0 ls0 ws0">wykorzys<span class="_ _1"></span>tano metodę wydatkową (spend<span class="ff2">-based metho<span class="_ _1"></span>d). </span>Wskaźniki emisyjnośc<span class="_ _1"></span>i pochodzą <span class="_ _0"></span>z bazy<span class="_ _1"></span><span class="ff2">- EPA </span></div><div class="t m0 x86 h6 y2f4 ff2 fs3 fc0 sc0 ls0 ws0">(United States <span class="_ _1"></span>Environmental Prot<span class="_ _1"></span>ection Agency)<span class="_ _1"></span> Supply Chain <span class="_ _1"></span>Greenhouse Gas<span class="_ _1"></span> Emission Factors<span class="_ _1"></span> v1.3 </div><div class="t m0 x86 h6 y4fd ff2 fs3 fc0 sc0 ls0 ws0">by <span class="_ _12"> </span>NAICS-6 <span class="_ _12"> </span>(20<span class="_ _1"></span>24, <span class="_ _12"> </span>2022). <span class="_ _14"> </span><span class="ff1">Wskaźniki <span class="_ _12"> </span>do<span class="_ _1"></span>pasowywano <span class="_ _14"> </span>do <span class="_ _12"> </span>poszcz<span class="_ _1"></span>ególnych <span class="_ _12"> </span>kategorii <span class="_ _14"> </span>wydatków </span></div><div class="t m0 x86 h6 y4fe ff1 fs3 fc0 sc0 ls0 ws0">poniesionych <span class="_ _10"> </span>na <span class="_ _10"> </span>zakup<span class="_ _1"></span>ione <span class="_ _10"> </span>dobra <span class="_ _10"> </span>inw<span class="_ _1"></span>estycyjne. <span class="_ _10"> </span>Dane <span class="_ _10"> </span>zostały <span class="_ _10"> </span>d<span class="_ _1"></span>ostarczone <span class="_ _10"> </span>prz<span class="_ _1"></span>ez <span class="_ _10"> </span>Grupę <span class="_ _10"> </span>MIRBUD <span class="_ _10"> </span>z </div><div class="t m0 x86 h6 y4ff ff1 fs3 fc0 sc0 ls0 ws0">systemów <span class="_ _1"></span>księgowych. <span class="_ _1"></span> Ws<span class="_ _1"></span>kaźniki <span class="_ _1"></span>wydatkowe <span class="_ _1"></span>sk<span class="_ _1"></span>orygowano <span class="_ _1"></span>o <span class="_ _1"></span>inflację <span class="_ _1"></span>2023 <span class="_ _1"></span>i 2024<span class="_ _1"></span> r<span class="_ _1"></span>, natomiast <span class="_ _1"></span>wartości </div><div class="t m0 x86 h6 y500 ff1 fs3 fc0 sc0 ls0 ws0">podane <span class="_ _0"></span>w PLN <span class="_ _0"></span>przeliczano na <span class="_ _0"></span>walutę bazy <span class="_ _0"></span>(USD) korzystając z <span class="_ _0"></span>kursu wymian<span class="_ _0"></span>y na <span class="_ _0"></span>dzień <span class="_ _0"></span>31.12.2025 roku </div><div class="t m0 x86 h6 y136 ff2 fs3 fc0 sc0 ls0 ws0">opublikowanego prz<span class="_ _1"></span>ez NBP.<span class="_ _1"></span> </div><div class="t m0 x86 h13 y501 ff3 fs3 fc0 sc0 ls0 ws0">Kategoria 6. <span class="ff6">Podróż<span class="_ _1"></span>e służbowe<span class="_ _1"></span></span> </div><div class="t m0 x86 h6 y502 ff2 fs3 fc0 sc0 ls0 ws0">Emisje <span class="_ _8"></span>w <span class="_ _1"></span>tej <span class="_ _8"></span>kategorii <span class="_ _8"></span>oblic<span class="_ _1"></span>zono <span class="_ _1"></span>przy<span class="_ _1"></span> <span class="_ _1"></span>wykorz<span class="_ _1"></span>ystaniu <span class="_ _1"></span>m<span class="_ _1"></span>etody <span class="_ _1"></span>wyda<span class="_ _1"></span>tkowej <span class="_ _1"></span>(s<span class="_ _1"></span>pend<span class="_ _1"></span>-b<span class="_ _1"></span>ased <span class="_ _1"></span>metho<span class="_ _1"></span>d). <span class="_ _1"></span>Emisj<span class="_ _1"></span>e </div><div class="t m0 x86 h6 y503 ff1 fs3 fc0 sc0 ls0 ws0">oszacowano <span class="_ _10"> </span>na <span class="_ _a"> </span>pods<span class="_ _1"></span>tawie <span class="_ _10"> </span>wydatków <span class="_ _a"> </span>p<span class="_ _1"></span>oniesionych <span class="_ _10"> </span>na <span class="_ _a"> </span>podr<span class="_ _1"></span>óże <span class="_ _10"> </span>służbowe <span class="_ _a"> </span>w <span class="_ _10"> </span>2025 <span class="_ _10"> </span>roku. <span class="_ _a"> </span>Do <span class="_ _10"> </span>obliczeń </div><div class="t m0 x86 h6 y504 ff1 fs3 fc0 sc0 ls0 ws0">wykorzys<span class="_ _1"></span>tano  wskaźniki <span class="_ _15"> </span>emisyjnośc<span class="_ _1"></span>i  po<span class="_ _0"></span>chodzące  z  bazy  EPA  (2024,  20<span class="ff2">2<span class="_ _1"></span>2).  </span>Wskaźniki  wydatkowe </div><div class="t m0 x86 h6 y1b1 ff1 fs3 fc0 sc0 ls0 ws0">skorygowano <span class="_ _9"> </span>o <span class="_ _9"> </span>inf<span class="_ _1"></span>lację <span class="_ _9"></span>2023 <span class="_ _9"> </span>i <span class="_ _9"></span>2024 <span class="_ _9"> </span>r, <span class="_ _9"> </span>n<span class="_ _1"></span>atomiast <span class="_ _9"></span>wartośc<span class="_ _1"></span>i <span class="_ _9"></span>podane <span class="_ _9"></span>w <span class="_ _9"></span>PLN <span class="_ _9"> </span>prz<span class="_ _1"></span>eliczano <span class="_ _9"></span>na <span class="_ _9"></span>walutę <span class="_ _a"> </span>bazy </div><div class="t m0 x86 h6 y505 ff1 fs3 fc0 sc0 ls0 ws0">(USD) korzys<span class="_ _1"></span>tając z kursu wymiany na dzień 31.<span class="_ _1"></span>12.2025 roku opu<span class="_ _1"></span>blikowanego pr<span class="_ _1"></span>zez NBP.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x86 h13 y506 ff3 fs3 fc0 sc0 ls0 ws0">Kategoria 8. i Kategor<span class="_ _1"></span>ia 13. <span class="ff6">Aktywa<span class="_ _1"></span> wynajęte w Up<span class="_ _1"></span>stream i Downstr<span class="_ _1"></span>eam</span> </div><div class="t m0 x86 h6 y507 ff2 fs3 fc0 sc0 ls0 ws0">Emisje <span class="_ _8"></span>w <span class="_ _1"></span>tej <span class="_ _8"></span>kategorii <span class="_ _8"></span>oblic<span class="_ _1"></span>zono <span class="_ _1"></span>przy<span class="_ _1"></span> <span class="_ _1"></span>wykorz<span class="_ _1"></span>ystaniu <span class="_ _1"></span>m<span class="_ _1"></span>etody <span class="_ _1"></span>wyda<span class="_ _1"></span>tkowej <span class="_ _1"></span>(s<span class="_ _1"></span>pend<span class="_ _1"></span>-b<span class="_ _1"></span>ased <span class="_ _1"></span>metho<span class="_ _1"></span>d). <span class="_ _1"></span>Emisj<span class="_ _1"></span>e </div><div class="t m0 x86 h6 y508 ff1 fs3 fc0 sc0 ls0 ws0">oszacowano na po<span class="_ _0"></span>dstawie wydatków poniesionych na <span class="_ _0"></span>wynajem aktywów przez <span class="_ _0"></span>Grupę MIRBUD <span class="_ _0"></span>zarówno </div><div class="t m0 x86 h6 y509 ff1 fs3 fc0 sc0 ls0 ws0">w <span class="_ _8"></span>Upstream <span class="_ _8"></span>jak<span class="_ _1"></span> <span class="_ _1"></span>i<span class="_ _1"></span> <span class="_ _8"></span>Downstre<span class="_ _1"></span>am. <span class="_ _1"></span>D<span class="_ _1"></span>ane <span class="_ _8"></span>pozysk<span class="_ _1"></span>ano <span class="_ _1"></span>z<span class="_ _1"></span> <span class="_ _1"></span>s<span class="_ _1"></span>ystemów <span class="_ _8"></span>ks<span class="_ _1"></span>ięgowych<span class="_ _1"></span><span class="ff2"> <span class="_ _b"></span></span>Grupy <span class="_ _8"></span>MIRBUD. <span class="_ _b"></span>Do <span class="_ _8"></span>oblicz<span class="_ _1"></span>eń </div><div class="t m0 x86 h6 y50a ff1 fs3 fc0 sc0 ls0 ws0">wykorzys<span class="_ _1"></span>tano <span class="_ _a"> </span>wskaźniki <span class="_ _9"> </span>e<span class="_ _1"></span>misyjności <span class="_ _a"> </span>pochodzące <span class="_ _a"> </span>z <span class="_ _a"> </span>bazy <span class="_ _a"> </span>EPA. <span class="_ _10"> </span>Wskaźniki <span class="_ _a"> </span>wydatkowe <span class="_ _a"> </span>skorygowano <span class="_ _a"> </span>o </div><div class="t m0 x86 h6 y50b ff1 fs3 fc0 sc0 ls0 ws0">inflację <span class="_ _f"> </span>2023 <span class="_ _f"> </span>i <span class="_ _f"> </span>202<span class="_ _1"></span>4 <span class="_ _f"> </span>r, <span class="_ _f"> </span>wykorz<span class="_ _1"></span>ystano  do <span class="_ _16"> </span>tego <span class="_ _f"> </span>celu<span class="_ _1"></span> <span class="_ _f"> </span>średnioroczne <span class="_ _f"> </span>wskaźniki<span class="_ _1"></span> <span class="_ _f"> </span>cen <span class="_ _f"> </span>towarów <span class="_ _f"> </span>i <span class="_ _f"> </span>us<span class="_ _1"></span>ług </div><div class="t m0 x86 h6 y50c ff1 fs3 fc0 sc0 ls0 ws0">konsumpcyjnych publikowane <span class="_ _0"></span>przez <span class="_ _0"></span>Główny <span class="_ _0"></span>Urz<span class="_ _1"></span>ąd <span class="_ _0"></span>Statystyczny<span class="_ _1"></span>. <span class="_ _0"></span>Wartości <span class="_ _2"></span>podane<span class="_ _1"></span> <span class="_ _0"></span>w <span class="_ _2"></span>wal<span class="_ _1"></span>utach <span class="_ _0"></span>krajowych </div><div class="t m0 x86 h6 y143 ff1 fs3 fc0 sc0 ls0 ws0">przeliczano <span class="_ _1a"> </span>na <span class="_ _1a"> </span>w<span class="_ _1"></span>alutę <span class="_ _12"> </span>bazy <span class="_ _1a"> </span>(USD)<span class="_ _1"></span> <span class="_ _1a"> </span>korzys<span class="_ _1"></span>tając <span class="_ _1a"> </span>z <span class="_ _1a"> </span>kurs<span class="_ _1"></span>u <span class="_ _1a"> </span>wymiany <span class="_ _1a"> </span>na <span class="_ _12"> </span>dzień <span class="_ _1a"> </span>31.12.2025 <span class="_ _1a"> </span>r<span class="_ _1"></span>oku </div><div class="t m0 x86 h6 y50d ff2 fs3 fc0 sc0 ls0 ws0">opublikowanego prz<span class="_ _1"></span>ez NBP.<span class="_ _1"></span> </div><div class="t m0 x86 h13 y50e ff3 fs3 fc0 sc0 ls0 ws0">Kategoria 9. Transpo<span class="_ _1"></span>rt i Dystrybucja w Do<span class="_ _1"></span>wnstream<span class="_ _1"></span> </div><div class="t m0 x86 h6 y50f ff1 fs3 fc0 sc0 ls0 ws0">Emisje <span class="_ _f"> </span>w <span class="_ _f"> </span>tej <span class="_ _16"> </span>kategorii <span class="_ _f"> </span>o<span class="_ _1"></span>bliczono <span class="_ _f"> </span>meto<span class="_ _1"></span>dą <span class="_ _f"> </span>dystansow<span class="_ _1"></span>ą <span class="_ _f"> </span>(distance<span class="_ _1"></span><span class="ff2">-</span>base<span class="_ _1"></span>d <span class="_ _f"> </span>method<span class="_ _1"></span>). <span class="_ _f"> </span>Dane <span class="_ _f"> </span>ob<span class="_ _1"></span>ejmowały </div><div class="t m0 x86 h6 y510 ff1 fs3 fc0 sc0 ls0 ws0">transport s<span class="_ _1"></span>przedanej <span class="_ _1"></span>masy <span class="_ _1"></span>bitumicznej <span class="_ _1"></span>i z<span class="_ _1"></span>awierały <span class="_ _1"></span>wagę <span class="_ _1"></span>transportu <span class="_ _1"></span>oraz <span class="_ _1"></span>miejsce <span class="_ _1"></span>docelowe. <span class="_ _1"></span>Na <span class="_ _1"></span>potrzeby </div><div class="t m0 x86 h6 y511 ff1 fs3 fc0 sc0 ls0 ws0">obliczeń  założono, <span class="_ _25"> </span>ż<span class="_ _1"></span>e  transport <span class="_ _25"> </span>r<span class="_ _1"></span>ozpoczyna  się  z<span class="_ _1"></span>  siedziby  spó<span class="_ _1"></span>łk<span class="_ _1"></span><span class="ff2">i  K<span class="_ _1"></span>obylarnia,  na  podst<span class="_ _1"></span>awie  czego<span class="_ _1"></span> </span></div><div class="t m0 x86 h6 y512 ff1 fs3 fc0 sc0 ls0 ws0">obliczono <span class="_ _9"></span>długość <span class="_ _9"></span>pokonanej <span class="_ _9"></span>trasy <span class="_ _b"></span>w <span class="_ _9"></span>km, <span class="_ _9"></span>przy <span class="_ _9"></span>wykorzystaniu <span class="_ _9"></span>map <span class="_ _b"></span>G<span class="_ _1"></span>oogle. <span class="_ _9"></span>Do <span class="_ _b"></span>obliczeń <span class="_ _9"></span>wykorz<span class="_ _1"></span>ystano </div><div class="t m0 x86 h6 y1de ff1 fs3 fc0 sc0 ls0 ws0">wskaźniki z bazy D<span class="_ _1"></span>EFRA 2025 z arkusz<span class="_ _1"></span>a „freighting goods”. <span class="_ _8"></span><span class="ff2"> </span></div><div class="t m0 x86 h13 y513 ff6 fs3 fc0 sc0 ls0 ws0">Kategoria 12. Obsługa pr<span class="_ _1"></span>oduktów po z<span class="_ _1"></span>akończeniu ich życia<span class="_ _1"></span><span class="ff3"> </span></div><div class="t m0 x86 h6 y514 ff2 fs3 fc0 sc0 ls0 ws0">Kategoria <span class="_ _b"></span>obejmuje <span class="_ _b"></span>emisj<span class="_ _1"></span>e <span class="_ _b"></span>z <span class="_ _b"></span>utylizacji <span class="_ _b"></span>sprzedanej <span class="_ _b"></span>mas<span class="_ _1"></span>y <span class="_ _b"></span>bitum<span class="_ _1"></span>icznej. <span class="_ _b"></span><span class="ff1">Z <span class="_ _b"></span>uwagi <span class="_ _b"></span>na<span class="_ _1"></span> <span class="_ _b"></span>fakt <span class="_ _8"></span>brak<span class="_ _1"></span>u <span class="_ _b"></span>możliwości </span></div><div class="t m0 x86 h6 y515 ff1 fs3 fc0 sc0 ls0 ws0">jasnego s<span class="_ _1"></span>precyzowania <span class="_ _1"></span>sposobu <span class="_ _1"></span>utylizacj<span class="_ _1"></span>i budy<span class="_ _1"></span>nków i<span class="_ _1"></span> dróg <span class="_ _1"></span>w <span class="_ _1"></span>kategorii <span class="_ _1"></span>12 <span class="_ _1"></span>została <span class="_ _1"></span>uwzględniona <span class="_ _b"></span><span class="ff2">jedynie </span></div><div class="t m0 x86 h6 y516 ff1 fs3 fc0 sc0 ls0 ws0">utylizacja <span class="_ _0"></span>sprzedanej masy <span class="_ _0"></span>bitumicznej, <span class="_ _2"></span>j<span class="_ _1"></span>ako <span class="_ _0"></span>jednego <span class="_ _0"></span>z produktów <span class="_ _2"></span>s<span class="_ _1"></span>przedawanych w <span class="_ _2"></span>ramach<span class="_ _1"></span> <span class="_ _0"></span>działalności </div><div class="t m0 x86 h6 y517 ff2 fs3 fc0 sc0 ls0 ws0">grupy <span class="_ _9"></span>MIRBUD<span class="ff1">. <span class="_ _9"> </span>Masę <span class="_ _9"></span>sprz<span class="_ _1"></span>edanej <span class="_ _9"></span>masy <span class="_ _9"></span>bitumicznej <span class="_ _9"> </span>przemnożon<span class="_ _1"></span>o <span class="_ _9"></span>przez <span class="_ _9"></span>odpowiedni <span class="_ _9"></span>wskaźnik <span class="_ _9"></span>z <span class="_ _9"> </span>bazy<span class="_ _1"></span> </span></div><div class="t m0 x86 h6 y518 ff2 fs3 fc0 sc0 ls0 ws0">EcoInvent (wersj<span class="_ _1"></span>a 3.9.1. metod<span class="_ _1"></span>a Allocation, cut<span class="_ _1"></span>-off by classification)<span class="_ _1"></span>. </div><div class="t m0 x86 h13 y519 ff3 fs3 fc0 sc0 ls0 ws0">Kategoria 15. Inwesty<span class="_ _1"></span>cje </div><div class="t m0 x86 h6 y51a ff1 fs3 fc0 sc0 ls0 ws0">Kategoria obej<span class="_ _1"></span>muje emisje <span class="_ _1"></span>powstałe z<span class="_ _1"></span> udziałów <span class="_ _1"></span>mniejsz<span class="_ _1"></span>ościowych Gr<span class="_ _1"></span>upy MIRBUD <span class="_ _1"></span>w spółce <span class="_ _1"></span>Torpol <span class="_ _1"></span>S.A. </div><div class="t m0 x86 h6 y51b ff1 fs3 fc0 sc0 ls0 ws0">Kategoria <span class="_ _18"> </span>zos<span class="_ _1"></span>tała <span class="_ _18"> </span>policzo<span class="_ _1"></span>na <span class="_ _18"> </span>według <span class="_ _1f"> </span>metody <span class="_ _18"> </span>Inves<span class="_ _1"></span>tment<span class="ff2">-<span class="_ _1"></span></span>specific <span class="_ _18"> </span>m<span class="_ _1"></span>ethod. <span class="_ _18"> </span>Kalkulac<span class="_ _1"></span>je <span class="_ _18"> </span>polegały <span class="_ _1f"> </span>na </div><div class="t m0 x86 h6 y51c ff1 fs3 fc0 sc0 ls0 ws0">przemnożeniu udziałów <span class="_ _2"></span>w spółce <span class="_ _2"></span>Torp<span class="_ _1"></span>ol <span class="_ _0"></span>S.A. <span class="_ _0"></span>przez <span class="_ _0"></span>wartość <span class="_ _0"></span>emisji <span class="_ _2"></span>w <span class="ff2">zakresie 1 <span class="_ _2"></span>i 2 <span class="_ _2"></span>(location-<span class="_ _1"></span><span class="ff1">based) <span class="_ _0"></span>spółki </span></span></div><div class="t m0 x86 h6 y51d ff1 fs3 fc0 sc0 ls0 ws0">będącej inwestycją. Udz<span class="_ _1"></span>iały wyniosły 10%.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x86 h6 y51e ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x86 h13 y51f ff6 fs3 fc0 sc0 ls0 ws0">Kategorie pominięte<span class="_ _1"></span><span class="ff3"> </span></div><div class="t m0 x86 h6 y520 ff2 fs3 fc0 sc0 ls0 ws0">Kategorie 4,10 <span class="lsc">i <span class="_ _1"></span></span><span class="ff1">14 nie wys<span class="_ _1"></span>tępowały w Grupie MIR<span class="_ _1"></span>BUD, dlatego nie <span class="_ _1"></span>przeprowadz<span class="_ _1"></span>ono obliczeń emisji w </span></div><div class="t m0 x86 h6 y521 ff2 fs3 fc0 sc0 ls0 ws0">tych kategoriach. <span class="_ _1"></span> </div><div class="t m0 x85 h6 y522 ff2 fs3 fc0 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf28" class="pf w5 hc" ><div class="pc pc28 w5 hc"><img class="bi x39 y0 w65 h1" alt="" src="data:image/png;base64,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class="c x0 y0 w7 hc"><div class="t m0 x85 h2 ye ff1 fs0 fc0 sc0 ls0 ws0">Sprawozdanie nt. informacji niefinansowych GK MIRBUD za 2025<span class="_ _1"></span> rok<span class="ff2"> </span></div><div class="t m0 x85 h2 yf ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x85 hd y10 ff4 fs3 fc0 sc0 ls25 ws0">40<span class="ff5 fs8 ls0"> </span></div></div><div class="c x19 y523 w66 h43"><div class="t m0 x4c h53 y1dd ff6 fs1 fc0 sc0 ls0 ws0">Intensywność<span class="_ _0"></span> emisji gazów<span class="_ _0"></span> cieplarnianych na<span class="_ _0"></span> przychody<span class="_ _0"></span> netto<span class="ff3"> </span></div></div><div class="c x87 y523 w67 h43"><div class="t m0 x70 h53 y324 ff3 fs1 fc0 sc0 ls0 ws0">Jednostka </div></div><div class="c x34 y523 w68 h43"><div class="t m0 x39 h53 y324 ff3 fs1 fc0 sc0 lsf ws0">202<span class="ls0">5 </span></div></div><div class="c x88 y523 w68 h43"><div class="t m0 x39 h53 y324 ff3 fs1 fc0 sc0 lsf ws0">202<span class="ls0">4 </span></div></div><div class="c x89 y523 w69 h43"><div class="t m0 x8a h53 y39a ff3 fs1 fc0 sc0 ls0 ws0">Zmiana </div><div class="t m0 x1e h53 y1dd ff3 fs1 fc0 sc0 ls0 ws0">r/r (%) </div></div><div class="c x19 y524 w6a h44"><div class="t m0 x4c h15 y1eb ff1 fs1 fc0 sc0 ls0 ws0">Całkowite emi<span class="_ _0"></span>sje gazów cieplar<span class="_ _0"></span>nianych<span class="_ _0"></span> w zakresach<span class="_ _0"></span> 1+2 (location<span class="ff2">-based) na </span></div><div class="t m0 x4c h15 y326 ff2 fs1 fc0 sc0 ls0 ws0">przychody netto </div></div><div class="c x87 y524 w6b h44"><div class="t m0 x4c h15 y23c ff2 fs1 fc0 sc0 ls0 ws0">MgCO</div><div class="t m0 x2f h5d y105 ff2 fse fc0 sc0 ls0 ws0">2</div><div class="t m0 x53 h15 y23c ff2 fs1 fc0 sc0 ls0 ws0">e/1 mln PLN </div></div><div class="c x34 y524 w6c h44"><div class="t m0 x29 h15 y23c ff2 fs1 fc0 sc0 ls0 ws0">15,02 </div></div><div class="c x88 y524 w6d h44"><div class="t m0 x23 h15 y23c ff2 fs1 fc0 sc0 ls0 ws0">6,04 </div></div><div class="c x89 y524 w6e h44"><div class="t m0 xf h15 y23c ff2 fs1 fc0 sc0 ls0 ws0">148,69% </div></div><div class="c x19 y525 w6a h73"><div class="t m0 x4c h15 y1eb ff1 fs1 fc0 sc0 ls0 ws0">Całkowite emi<span class="_ _0"></span>sje gazów cieplar<span class="_ _0"></span>nianych<span class="_ _0"></span> w zakresach<span class="_ _0"></span> 1+2 (market<span class="ff2">-based) na </span></div><div class="t m0 x4c h15 y326 ff2 fs1 fc0 sc0 ls0 ws0">przychody netto </div></div><div class="c x87 y525 w6b h73"><div class="t m0 x4c h15 y23c ff2 fs1 fc0 sc0 ls0 ws0">MgCO</div><div class="t m0 x2f h5d y105 ff2 fse fc0 sc0 ls0 ws0">2</div><div class="t m0 x53 h15 y23c ff2 fs1 fc0 sc0 ls0 ws0">e/1 mln PLN </div></div><div class="c x34 y525 w6c h73"><div class="t m0 x29 h15 y23c ff2 fs1 fc0 sc0 ls0 ws0">14,88 </div></div><div class="c x88 y525 w6d h73"><div class="t m0 x23 h15 y23c ff2 fs1 fc0 sc0 ls0 ws0">5,91 </div></div><div class="c x89 y525 w6e h73"><div class="t m0 xf h15 y23c ff2 fs1 fc0 sc0 ls0 ws0">151,93% </div></div><div class="c x19 y526 w6a h44"><div class="t m0 x4c h15 y1dc ff1 fs1 fc0 sc0 ls0 ws0">Całkowite emi<span class="_ _0"></span>sje gazów cieplar<span class="_ _0"></span>nianych<span class="_ _0"></span> w zakresach<span class="_ _0"></span> 1+2 (location<span class="ff2">-based) +3 na </span></div><div class="t m0 x4c h15 y1dd ff2 fs1 fc0 sc0 ls0 ws0">przychody netto </div></div><div class="c x87 y526 w6b h44"><div class="t m0 x4c h15 y324 ff2 fs1 fc0 sc0 ls0 ws0">MgCO</div><div class="t m0 x2f h5d y527 ff2 fse fc0 sc0 ls0 ws0">2</div><div class="t m0 x53 h15 y324 ff2 fs1 fc0 sc0 ls0 ws0">e/1 mln PLN </div></div><div class="c x34 y526 w6c h44"><div class="t m0 x29 h15 y324 ff2 fs1 fc0 sc0 ls0 ws0">73,40 </div></div><div class="c x88 y526 w6d h44"><div class="t m0 x8b h15 y324 ff2 fs1 fc0 sc0 ls0 ws0">- </div></div><div class="c x89 y526 w6e h44"><div class="t m0 x8b h15 y324 ff2 fs1 fc0 sc0 ls0 ws0">- </div></div><div class="c x19 y528 w6a h44"><div class="t m0 x4c h15 y1eb ff1 fs1 fc0 sc0 ls0 ws0">Całkowite emi<span class="_ _0"></span>sje gazów cieplar<span class="_ _0"></span>nianych<span class="_ _0"></span> w zakresach<span class="_ _0"></span> 1+2 (market<span class="ff2">-based) +3 na<span class="_ _0"></span> </span></div><div class="t m0 x4c h15 y326 ff2 fs1 fc0 sc0 ls0 ws0">przychody netto </div></div><div class="c x87 y528 w6b h44"><div class="t m0 x4c h15 y23c ff2 fs1 fc0 sc0 ls0 ws0">MgCO</div><div class="t m0 x2f h5d y105 ff2 fse fc0 sc0 ls0 ws0">2</div><div class="t m0 x53 h15 y23c ff2 fs1 fc0 sc0 ls0 ws0">e/1 mln PLN </div></div><div class="c x34 y528 w6c h44"><div class="t m0 x29 h15 y23c ff2 fs1 fc0 sc0 ls0 ws0">73,27 </div></div><div class="c x88 y528 w6d h44"><div class="t m0 x8b h15 y23c ff2 fs1 fc0 sc0 ls0 ws0">- </div></div><div class="c x89 y528 w6e h44"><div class="t m0 x8b h15 y23c ff2 fs1 fc0 sc0 ls0 ws0">- </div></div><div class="c x0 y0 w7 hc"><div class="t m0 x4 h12 y59 ff6 fsb fc0 sc0 ls13 ws0">E1<span class="ls0">-7 Projekty usuw<span class="_ _1"></span>ania gazów cieplar<span class="_ _1"></span>nianych i ograniczania emi<span class="_ _1"></span>sji </span></div><div class="t m0 x4 h12 y529 ff6 fsb fc0 sc0 ls0 ws0">gazów cieplarniany<span class="_ _1"></span>ch finansowane za <span class="_ _1"></span>pomocą jednostek <span class="_ _1"></span>emisji </div><div class="t m0 x4 h12 y52a ff6 fsb fc0 sc0 ls26 ws0">dwutlenku węgla<span class="_ _1"></span><span class="ff3 ls0"> </span></div><div class="t m0 x4 h6 y52b ff2 fs3 fc0 sc0 ls0 ws0">GK MIRBUD w 20<span class="_ _1"></span>25 roku nie <span class="ff1">korz<span class="_ _1"></span>ystała z projek<span class="_ _1"></span>tów usuwania em<span class="_ _1"></span>isji gazów cieplar<span class="_ _1"></span>nianych. <span class="_ _1"></span></span> </div><div class="t m0 x4 h12 y52c ff6 fsb fc0 sc0 ls13 ws0">E1<span class="ls0">-<span class="ls1f">8 </span>– Ustalanie w<span class="_ _1"></span>ewnętrznych c<span class="_ _1"></span>en emisji dwutlenku <span class="_ _1"></span>węgla<span class="_ _1"></span><span class="ff3 fsd"> </span></span></div><div class="t m0 x4 h6 y52d ff1 fs3 fc0 sc0 ls0 ws0">GK MIRBUD nie usta<span class="_ _1"></span>liła wewnętrznyc<span class="_ _1"></span>h cen emisji dwutlenku węg<span class="_ _1"></span>la.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x4 h11 y52e ff6 fsa fc0 sc0 ls0 ws0">E2 Zanieczyszczen<span class="_ _0"></span>ia<span class="ff3"> </span></div><div class="t m0 x4 h12 y52f ff6 fsb fc0 sc0 ls13 ws0">E2<span class="ls0">-1 Polityki związ<span class="_ _1"></span>ane z zanieczy<span class="_ _1"></span>szczeniem<span class="_ _1"></span><span class="ff3"> </span></span></div><div class="t m0 x4 h6 y530 ff1 fs3 fc0 sc0 ls0 ws0">Grupa <span class="_ _b"></span>Kapitałowa <span class="_ _9"></span>MIRBUD <span class="_ _b"></span>nie <span class="_ _b"></span>posiada<span class="_ _1"></span> <span class="_ _b"></span>dedykowane<span class="_ _1"></span>j<span class="_ _1"></span><span class="ff2">, <span class="_ _b"></span></span>odgórnej <span class="_ _b"></span>polityk<span class="_ _1"></span>i <span class="_ _b"></span>mającej <span class="_ _b"></span>na<span class="_ _1"></span> <span class="_ _8"></span>c<span class="_ _1"></span>elu <span class="_ _b"></span>zarządzanie </div><div class="t m0 x4 h6 y531 ff1 fs3 fc0 sc0 ls0 ws0">zagadnieniami <span class="_ _10"> </span>zw<span class="_ _1"></span>iązanymi <span class="_ _15"> </span>z <span class="_ _10"> </span>zanieczy<span class="_ _1"></span>szczeniami.  Każda <span class="_ _10"> </span>z <span class="_ _15"> </span>inwestycji <span class="_ _15"> </span>zobowiązana <span class="_ _10"> </span>j<span class="_ _1"></span>est <span class="_ _10"> </span>jednak <span class="_ _15"> </span>do </div><div class="t m0 x4 h6 y532 ff2 fs3 fc0 sc0 ls0 ws0">przestrzegania <span class="_ _1"></span>posiadania<span class="_ _1"></span> i prz<span class="_ _1"></span>estrzegania <span class="_ _1"></span>indywidualnego<span class="_ _1"></span> <span class="_ _1"></span><span class="ff1">Planu <span class="_ _1"></span>Bezpieczeńs<span class="_ _1"></span></span>twa i <span class="_ _1"></span>Ochrony <span class="_ _1"></span>Zdrowi<span class="_ _1"></span>a<span class="ls8">, </span></div><div class="t m0 x4 h6 y533 ff1 fs3 fc0 sc0 ls0 ws0">w ramach którego okr<span class="_ _1"></span>eślone są <span class="_ _1"></span>procedury z<span class="_ _1"></span>wiązane z ograniczani<span class="_ _1"></span>em zanieczyszczeń do pow<span class="_ _1"></span>ietrza. <span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x4 h12 y534 ff6 fsb fc0 sc0 ls13 ws0">E2<span class="ls0">-2 Działania i za<span class="_ _1"></span>soby związane <span class="_ _1"></span>z zanieczyszczeniem <span class="_ _1"></span><span class="ff3"> </span></span></div><div class="t m0 x4 h6 y535 ff2 fs3 fc0 sc0 ls0 ws0">W <span class="_ _9"></span>2025 <span class="_ _9"></span>roku <span class="_ _a"> </span>Grupa <span class="_ _9"></span>MIRBUD <span class="_ _a"> </span><span class="ff1">kontynuowała</span> <span class="_ _9"> </span><span class="ff1">dzia<span class="_ _1"></span>łania <span class="_ _9"></span>mające <span class="_ _9"> </span>na <span class="_ _a"> </span>celu <span class="_ _9"></span></span>monitoro<span class="_ _1"></span>wanie <span class="_ _9"> </span>i <span class="_ _9"> </span>o<span class="_ _1"></span>graniczanie<span class="_ _1"></span> </div><div class="t m0 x4 h6 y536 ff1 fs3 fc0 sc0 ls0 ws0">emisji <span class="_ _1"></span>za<span class="_ _1"></span>nieczysz<span class="_ _1"></span>czeń <span class="_ _1"></span>do <span class="_ _1"></span>p<span class="_ _1"></span>owietrza<span class="_ _1"></span><span class="ff2">. <span class="_ _1"></span>N</span>a<span class="_ _1"></span> <span class="_ _1"></span>każdej <span class="_ _8"></span>budow<span class="_ _1"></span>ie <span class="_ _1"></span>i <span class="_ _8"></span>przy <span class="_ _8"></span>realizacji <span class="_ _8"></span>każd<span class="_ _1"></span>ej <span class="_ _1"></span>inwesty<span class="_ _1"></span>cji <span class="_ _b"></span>dokłada <span class="_ _1"></span>s<span class="_ _1"></span>ię </div><div class="t m0 x4 h6 y537 ff1 fs3 fc0 sc0 ls0 ws0">wszelkiej starannośc<span class="_ _1"></span>i<span class="ff2"> w zakres<span class="_ _1"></span>ie: </span></div><div class="t m0 x8c h6 y538 ff9 fs3 fc0 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _c"> </span>utrzymywania <span class="ff1">do<span class="_ _1"></span>brego stanu technicz<span class="_ _1"></span>nego urządzeń i elektron<span class="_ _1"></span>arzędzi,<span class="_ _1"></span></span> </span></div><div class="t m0 x8c h6 y539 ff9 fs3 fc0 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _c"> </span>utrzymywania <span class="ff1">do<span class="_ _1"></span>brego stanu infrastr<span class="_ _1"></span>uktury (np. budynk<span class="_ _1"></span>ów, instalacji wentylacj<span class="_ _1"></span>i, kanalizacji, itd.),<span class="_ _8"></span></span> </span></div><div class="t m0 x8c h6 y53a ff9 fs3 fc0 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _c"> </span>identyfikacji <span class="ff1">asp<span class="_ _1"></span>ektów środowiskowych w w<span class="_ _1"></span>arunkach awary<span class="_ _1"></span>jnych,<span class="_ _1"></span></span> </span></div><div class="t m0 x8c h6 y53b ff9 fs3 fc0 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _c"> </span>analizy <span class="_ _a"> </span><span class="ff1">przy<span class="_ _1"></span>czyn <span class="_ _a"> </span>zaistniały<span class="_ _1"></span>ch <span class="_ _a"> </span>awarii, <span class="_ _a"> </span>szybka <span class="_ _10"> </span>likwidacja <span class="_ _a"> </span>skutków, <span class="_ _a"> </span>ocena <span class="_ _a"> </span>s<span class="_ _1"></span>ytuacji <span class="_ _a"> </span>i <span class="_ _a"> </span>określen<span class="_ _1"></span>ie <span class="_ _a"> </span>działań </span></span></div><div class="t m0 x4 h6 y53c ff1 fs3 fc0 sc0 ls0 ws0">korekcyj<span class="_ _1"></span>nych, korygujących, doskonalących.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x8c h6 y53d ff9 fs3 fc0 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _c"> </span>odpowiedniego <span class="ff1">d<span class="_ _1"></span>obór wykwal<span class="_ _1"></span>ifikowanych pracown<span class="_ _1"></span>ików do realizacj<span class="_ _1"></span>i działań.<span class="_ _1"></span></span> </span></div><div class="t m0 x4 h12 ya2 ff6 fsb fc0 sc0 ls13 ws0">E2<span class="ls0">-3 Cele związan<span class="_ _1"></span>e z zanieczysz<span class="_ _1"></span>czeniem <span class="_ _1"></span><span class="ff3"> </span></span></div><div class="t m0 x4 h6 y53e ff1 fs3 fc0 sc0 ls0 ws0">W ramach Strategi<span class="_ _1"></span>i Zrównoważonego R<span class="_ _1"></span>ozwoju <span class="_ _1"></span>Grupa MIRBUD n<span class="_ _1"></span>ie ustanowiła ce<span class="_ _1"></span>lów związanych z </div><div class="t m0 x4 h6 y53f ff2 fs3 fc0 sc0 ls0 ws0">zanieczyszcz<span class="_ _1"></span>eniami. </div><div class="t m0 x4 h12 y540 ff6 fsb fc0 sc0 ls13 ws0">E2<span class="ls0">-4 Zanieczyszcz<span class="_ _1"></span>enie powietrza, <span class="_ _1"></span>wody i gleby <span class="_ _1"></span><span class="ff3"> </span></span></div><div class="t m0 x4 h6 y541 ff2 fs3 fc0 sc0 ls0 ws0">W <span class="_ _1"></span>roku <span class="_ _1"></span>2025 <span class="_ _1"></span>w <span class="_ _8"></span><span class="ls16">GK</span> <span class="_ _1"></span>MIRBU<span class="_ _1"></span>D <span class="_ _1"></span>nie <span class="_ _1"></span><span class="ff1">wystą<span class="_ _1"></span>piły <span class="_ _1"></span>przekrocz<span class="_ _1"></span>enia <span class="_ _1"></span></span>emisji <span class="_ _1"></span><span class="ff1">z<span class="_ _1"></span>anieczyszc<span class="_ _1"></span>zeń</span> <span class="_ _1"></span>do <span class="_ _1"></span>powietrza <span class="_ _1"></span>zgo<span class="_ _1"></span>dnie </div><div class="t m0 x4 h6 y542 ff1 fs3 fc0 sc0 ls0 ws0">z <span class="_ _2"></span>normami <span class="_ _2"></span>określonym<span class="_ _1"></span>i <span class="_ _2"></span>w <span class="_ _2"></span>załączniku<span class="_ _1"></span> <span class="_ _2"></span>II <span class="_ _2"></span>do <span class="_ _2"></span>Rozporządz<span class="_ _1"></span>enia <span class="_ _2"></span>(WE) <span class="_ _2"></span>nr <span class="_ _0"></span>166/2006 <span class="_ _2"></span>Parlamentu<span class="_ _1"></span> <span class="_ _2"></span>Europejskiego </div><div class="t m0 x4 h6 y3e3 ff2 fs3 fc0 sc0 ls0 ws0">i <span class="_ _2"></span>Rady <span class="_ _0"></span>z <span class="_ _2"></span>dnia <span class="_ _0"></span>18 <span class="_ _2"></span>styc<span class="_ _1"></span>znia <span class="_ _2"></span>2006 <span class="_ _0"></span>r. <span class="_ _2"></span>w <span class="_ _0"></span>sprawie <span class="_ _2"></span>usta<span class="_ _1"></span>nowienia <span class="_ _0"></span>Europejskiego <span class="_ _2"></span>Rej<span class="_ _1"></span>estru <span class="_ _2"></span>U<span class="_ _1"></span>walniania <span class="_ _0"></span>i <span class="_ _2"></span>Transferu </div><div class="t m0 x4 h6 y3e4 ff1 fs3 fc0 sc0 ls0 ws0">Zanieczyszcz<span class="_ _1"></span>eń i zmieniające dyre<span class="_ _1"></span>ktywę Rady <span class="_ _1"></span>91/689/EWG i 96/61/W<span class="_ _1"></span>E.<span class="ff2"> </span></div></div></div><div class="pi" ></div></div><div id="pf29" class="pf w5 hc" ><div class="pc pc29 w5 hc"><img class="bi x39 y0 w65 h1" alt="" 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class="c x0 y0 w7 hc"><div class="t m0 x85 h2 ye ff1 fs0 fc0 sc0 ls0 ws0">Sprawozdanie nt. informacji niefinansowych GK MIRBUD za 2025<span class="_ _1"></span> rok<span class="ff2"> </span></div><div class="t m0 x85 h2 yf ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x85 hd y10 ff4 fs3 fc0 sc0 ls25 ws0">41<span class="ff5 fs8 ls0"> </span></div><div class="t m0 x4 h11 y543 ff6 fsa fc0 sc0 ls0 ws0">E3 Woda i zasob<span class="_ _0"></span>y morskie <span class="ff3"> </span></div><div class="t m0 x4 h12 y544 ff6 fsb fc0 sc0 ls13 ws0">E3<span class="ls0">-1 Polityki związ<span class="_ _1"></span>ane z wodą i za<span class="_ _1"></span>sobami morskimi <span class="_ _1"></span><span class="ff3"> </span></span></div><div class="t m0 x4 h6 y545 ff1 fs3 fc0 sc0 ls0 ws0">GK MIRBUD <span class="_ _0"></span>nie posiada <span class="_ _0"></span>dedykowanej<span class="_ _1"></span> <span class="_ _0"></span>polityki mającej na <span class="_ _2"></span>c<span class="_ _1"></span>elu zarządzanie zagadnieniami <span class="_ _0"></span>związanymi<span class="_ _1"></span> </div><div class="t m0 x4 h6 y546 ff1 fs3 fc0 sc0 ls0 ws0">z wodą. Zarządzanie<span class="_ _1"></span><span class="ff2"> </span>zużyciem wody na posz<span class="_ _1"></span>czególnych inwesty<span class="_ _1"></span>cjach Grupy prowadzone jest z<span class="_ _1"></span>godnie </div><div class="t m0 x4 h6 y547 ff2 fs3 fc0 sc0 ls3 ws0">z <span class="_ _2"></span><span class="ls0">indywidualnym <span class="_ _0"></span>Plan<span class="ls17">em</span> <span class="_ _6"></span><span class="ff1">B<span class="_ _1"></span>ezpieczeństwa <span class="_ _2"></span>i <span class="_ _2"></span>O<span class="_ _1"></span>chrony <span class="_ _2"></span>Z<span class="_ _1"></span>drowie, <span class="_ _2"></span>w <span class="_ _2"></span>r<span class="_ _1"></span>amach <span class="_ _2"></span>któreg<span class="_ _1"></span>o <span class="_ _2"></span>określone <span class="_ _2"></span>s<span class="_ _1"></span>ą <span class="_ _2"></span>procedury<span class="_ _1"></span> </span></span></div><div class="t m0 x4 h6 y4ff ff1 fs3 fc0 sc0 ls0 ws0">związane ze zuży<span class="_ _1"></span>ciem wody podczas bud<span class="_ _1"></span>owy. <span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x4 h12 y548 ff6 fsb fc0 sc0 ls13 ws0">E3<span class="ls0">-2 Działania i za<span class="_ _1"></span>soby związane <span class="_ _1"></span>z wodą i zasobami <span class="_ _1"></span>morskimi <span class="_ _1"></span><span class="ff3"> </span></span></div><div class="t m0 x4 h6 y549 ff1 fs3 fc0 sc0 ls0 ws0">Woda <span class="_ _f"> </span>n<span class="_ _1"></span>a <span class="_ _16"> </span>potrzeby <span class="_ _16"> </span>działalności <span class="_ _16"> </span>firmy <span class="_ _16"> </span>pobierana <span class="_ _16"> </span>jest <span class="_ _16"> </span>z <span class="_ _16"> </span>wodociągów<span class="_ _1"></span> <span class="_ _f"> </span>m<span class="_ _1"></span>iejskich <span class="_ _f"> </span>oraz<span class="_ _1"></span> <span class="_ _f"> </span>gmi<span class="_ _1"></span>nnych, <span class="_ _16"> </span>a<span class="_ _1"></span> </div><div class="t m0 x4 h6 y54a ff1 fs3 fc0 sc0 ls0 ws0">konsumowana <span class="_ _13"> </span>na <span class="_ _13"> </span>cele <span class="_ _13"> </span>pracown<span class="_ _1"></span>icze <span class="_ _14"> </span>oraz <span class="_ _13"> </span>dz<span class="_ _1"></span>iałalność <span class="_ _14"> </span>firmy.<span class="_ _1"></span> <span class="_ _14"> </span>W <span class="_ _13"> </span>zakres<span class="_ _1"></span>ie <span class="_ _14"> </span>gosp<span class="_ _1"></span>odarowania <span class="_ _13"> </span>i<span class="_ _1"></span> </div><div class="t m0 x4 h6 y54b ff1 fs3 fc0 sc0 ls0 ws0">odprowadzania <span class="_ _0"></span>wód <span class="_ _0"></span>opadowych <span class="_ _0"></span>Spółka <span class="_ _0"></span>posiada <span class="_ _0"></span>stosowne <span class="_ _0"></span>pozwolenia wodnoprawne, <span class="_ _2"></span>na <span class="ff2">m<span class="_ _1"></span>ocy, <span class="_ _0"></span><span class="ff1">których </span></span></div><div class="t m0 x4 h6 y4d9 ff1 fs3 fc0 sc0 ls0 ws0">odprowadza <span class="_ _1"></span>wody <span class="_ _1"></span>opadowe <span class="_ _1"></span>do <span class="_ _1"></span>zbiorników <span class="_ _1"></span>wodnyc<span class="_ _1"></span>h nadz<span class="_ _1"></span>orowanych <span class="_ _1"></span>przez <span class="_ _1"></span>Państwowe <span class="_ _1"></span>Gospodars<span class="_ _1"></span>two </div><div class="t m0 x4 h6 y54c ff1 fs3 fc0 sc0 ls0 ws0">Wodne <span class="_ _8"></span>„<span class="_ _1"></span>Wody <span class="_ _b"></span>Polskie”. <span class="_ _b"></span>Sposób <span class="_ _b"></span>i <span class="_ _b"></span>warunki <span class="_ _b"></span>odprowadzani<span class="_ _1"></span>a <span class="_ _8"></span>wód <span class="_ _b"></span>opad<span class="_ _1"></span>owych <span class="_ _b"></span>określone <span class="_ _b"></span>szczegółowo <span class="_ _9"></span>w </div><div class="t m0 x4 h6 y54d ff1 fs3 fc0 sc0 ls0 ws0">pozwoleniach wodnoprawnyc<span class="_ _1"></span>h <span class="_ _0"></span>Spółka wypełnia <span class="_ _0"></span>na <span class="_ _0"></span>bieżąco. Realizacj<span class="_ _1"></span>a tych <span class="_ _0"></span>obowiązków jest <span class="_ _0"></span>okresowo </div><div class="t m0 x4 h6 y54e ff1 fs3 fc0 sc0 ls0 ws0">kontrolowana przez urz<span class="_ _1"></span>ędy związane z ochron<span class="_ _1"></span>ą środowiska.<span class="_ _8"></span><span class="ff2"> </span></div><div class="t m0 x4 h6 y54f ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h6 y550 ff2 fs3 fc0 sc0 ls0 ws0">W 2025 <span class="ff1">r. Grupa MIR<span class="_ _1"></span>BUD zrealizowała nast<span class="_ _1"></span>ępujące dz<span class="_ _1"></span>iałania związane z wodą:<span class="_ _8"></span></span> </div><div class="t m0 x8c h6 y551 ff9 fs3 fc0 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _c"> </span><span class="ff1">W 2024 rok<span class="_ _1"></span>u opracow<span class="_ _1"></span>ano instr<span class="_ _1"></span>ukcję dotyczącą <span class="_ _1"></span>racjonalnego wykorz<span class="_ _1"></span>ystania wody<span class="_ _1"></span> na bud<span class="_ _1"></span>owach wraz z<span class="_ _1"></span> </span></span></div><div class="t m0 x4 h6 y552 ff1 fs3 fc0 sc0 ls0 ws0">ankietą <span class="_ _1"></span>dla <span class="_ _1"></span>pracown<span class="_ _1"></span>ików <span class="_ _1"></span>i <span class="_ _1"></span>podwykonawc<span class="_ _1"></span>ów. <span class="_ _1"></span>W <span class="_ _8"></span>2025 <span class="_ _1"></span>wdrożono <span class="_ _8"></span>instrukcję <span class="_ _8"></span>poprzez<span class="_ _1"></span> <span class="_ _1"></span>udostępnienie <span class="_ _1"></span>jej <span class="_ _1"></span>w </div><div class="t m0 x4 h6 y553 ff1 fs3 fc0 sc0 ls0 ws0">intranecie <span class="_ _11"> </span>oraz <span class="_ _11"> </span>zorganizowano <span class="_ _11"> </span>cykl <span class="_ _11"> </span>szkoleń, <span class="_ _1f"> </span>z<span class="_ _1"></span>apewniając <span class="_ _11"> </span>skuteczną <span class="_ _11"> </span>implementację <span class="_ _1f"> </span>za<span class="_ _1"></span>leceń <span class="_ _11"> </span>i </div><div class="t m0 x4 h6 y554 ff1 fs3 fc0 sc0 ls0 ws0">podnoszenie świado<span class="_ _1"></span>mości w zakresie o<span class="_ _1"></span>ptymalizacji zuży<span class="_ _1"></span>cia wody.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x8c h6 y555 ff9 fs3 fc0 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _c"> </span><span class="ff1">Odbyło <span class="_ _b"></span>s<span class="_ _1"></span>ię <span class="_ _b"></span>corocz<span class="_ _1"></span>ne <span class="_ _b"></span>sz<span class="_ _1"></span>kolenie <span class="_ _9"></span>dla <span class="_ _9"></span>kadry <span class="_ _9"></span>menadżerskiej <span class="_ _9"></span>dotyczące <span class="_ _9"></span>gospodarki <span class="_ _9"></span>wodnej <span class="_ _9"></span>na <span class="_ _b"></span>budowac<span class="_ _1"></span>h </span></span></div><div class="t m0 x4 h6 y1b9 ff1 fs3 fc0 sc0 ls0 ws0">Grupy i dobrych prakty<span class="_ _1"></span>k w zakres<span class="_ _1"></span>ie oszczędzania zasobów wod<span class="_ _1"></span>nych<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x4 h6 y556 ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h11 yc8 ff6 fsa fc0 sc0 ls27 ws0">E3<span class="ls0">-3 Cele związane<span class="_ _0"></span> z wodą i zasobam<span class="_ _0"></span>i morski<span class="_ _0"></span>mi <span class="ff3"> </span></span></div><div class="t m0 x4 h6 y557 ff1 fs3 fc0 sc0 ls0 ws0">Strategia <span class="_ _10"> </span>Zr<span class="_ _1"></span>ównoważonego <span class="_ _15"> </span>rozwoju <span class="_ _10"> </span>G<span class="_ _1"></span>rupy <span class="_ _10"> </span>MIRBUD<span class="_ _1"></span> <span class="_ _10"> </span>zakłada <span class="_ _15"> </span>cel <span class="_ _10"> </span>strateg<span class="_ _1"></span>iczny <span class="_ _10"> </span>dotycz<span class="_ _1"></span>ący <span class="_ _10"> </span>obniżeni<span class="_ _1"></span>a </div><div class="t m0 x4 h6 y558 ff1 fs3 fc0 sc0 ls0 ws0">zużycia <span class="_ _1f"> </span>wody. <span class="_ _18"> </span>Ce<span class="_ _1"></span>le <span class="_ _18"> </span>o<span class="_ _1"></span>peracyj<span class="_ _1"></span>ne <span class="_ _18"> </span>w <span class="_ _1f"> </span>tym <span class="_ _1f"> </span>obszarze <span class="_ _1f"> </span>dotyczą <span class="_ _1f"> </span>działań <span class="_ _1f"> </span>szkoleniowy<span class="_ _1"></span>ch <span class="_ _1f"> </span>oraz <span class="_ _18"> </span>ana<span class="_ _1"></span>lizy </div><div class="t m0 x4 h6 y513 ff1 fs3 fc0 sc0 ls0 ws0">wykorzys<span class="_ _1"></span>tania <span class="_ _10"> </span>wody <span class="_ _10"> </span>na <span class="_ _10"> </span>budow<span class="_ _1"></span>ach, <span class="_ _10"> </span>a <span class="_ _10"> </span>następ<span class="_ _1"></span>nie <span class="_ _10"> </span>wyprac<span class="_ _1"></span>owania <span class="_ _10"> </span>dobry<span class="_ _1"></span>ch <span class="_ _10"> </span>praktyk<span class="_ _1"></span>, <span class="_ _10"> </span>któ<span class="_ _1"></span>re <span class="_ _10"> </span>pozw<span class="_ _1"></span>olą <span class="_ _10"> </span>na </div><div class="t m0 x4 h6 y559 ff2 fs3 fc0 sc0 ls0 ws0">racjonalne wykorz<span class="_ _1"></span>ystanie wody na placach bu<span class="_ _1"></span>dowy.<span class="_ _1"></span> </div></div></div><div class="pi" ></div></div><div id="pf2a" class="pf w12 h25" ><div class="pc pc2a w12 h25"><img class="bi x4 y0 w47 h26" alt="" 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"/><div class="c x0 y0 w14 h25"><div class="t m0 x4 h2 y22b ff1 fs0 fc0 sc0 ls0 ws0">Sprawozdanie nt. informacji niefinansowych GK MIRBUD za 2025<span class="_ _1"></span> rok<span class="ff2"> </span></div><div class="t m0 x4 h2 y22c ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hd y22d ff4 fs3 fc0 sc0 ls25 ws0">42<span class="ff5 fs8 ls0"> </span></div><div class="t m0 x4 h1b y55a ffa fs0 fc6 sc0 ls0 ws0"> </div><div class="t m0 x8d h1b y55b ffa fs0 fc6 sc0 ls0 ws0"> </div><div class="t m0 x8d h10 y55c ff2 fs8 fc0 sc0 ls0 ws0"> </div><div class="t m0 x8d h10 y55d ff2 fs8 fc0 sc0 ls0 ws0">  <span class="_ _36"> </span> </div></div><div class="c x38 y55e w6f h74"><div class="t m0 xf h75 y42a ff3 fsf fc0 sc0 ls0 ws0">CEL STRATEGICZNY<span class="_ _1"></span><span class="ff2"> </span></div></div><div class="c x8e y55e w70 h74"><div class="t m0 xf h75 y42a ff3 fsf fc0 sc0 ls28 ws0">ZAKRES CELU<span class="ff2 ls0"> </span></div></div><div class="c x8f y55e w71 h74"><div class="t m0 xf h75 y42a ff3 fsf fc0 sc0 ls26 ws0">ROK BAZOWY<span class="ls0"> </span></div><div class="t m0 xf h75 y23c ff3 fsf fc0 sc0 lsa ws0">2023<span class="ls0"> </span></div></div><div class="c x90 y55e w72 h74"><div class="t m0 xf h75 y42a ff6 fsf fc0 sc0 ls26 ws0">CEL KRÓTKOTERMINOWY<span class="ff3 ls0"> </span></div><div class="t m0 xf h75 y23c ff3 fsf fc0 sc0 lsa ws0">2025<span class="ls0"> </span></div></div><div class="c x91 y55e w73 h74"><div class="t m0 xf h75 y42a ff6 fsf fc0 sc0 ls26 ws0">CEL ŚREDNIOTERMINOWY<span class="ff3 ls0"> </span></div><div class="t m0 xf h75 y23c ff3 fsf fc0 sc0 lsa ws0">2030<span class="ls0"> </span></div></div><div class="c x92 y55e w74 h74"><div class="t m0 xf h75 y42a ff3 fsf fc0 sc0 ls7 ws0">WYNIK W 202<span class="ls0">5<span class="ff2"> </span></span></div></div><div class="c x93 y55e w75 h74"><div class="t m0 x59 h75 y55f ff3 fsf fc0 sc0 ls29 ws0">OSOBA </div><div class="t m0 x59 h75 y560 ff3 fsf fc0 sc0 ls29 ws0">ODPOWIEDZIALNA<span class="_ _1"></span><span class="ff2 ls0"> </span></div></div><div class="c x38 y46c w76 h76"><div class="t m0 xf h15 y430 ff1 fs1 fc0 sc0 ls0 ws0">Obniżymy zuży<span class="_ _0"></span>cie wody<span class="ff2"> </span></div></div><div class="c x8e y561 w70 h58"><div class="t m0 xf h15 y1f6 ff1 fs1 fc0 sc0 ls0 ws0">Operacje wła<span class="_ _0"></span>sne, </div><div class="t m0 xf h15 y3c7 ff2 fs1 fc0 sc0 ls0 ws0">upstream </div><div class="t m0 xf h15 y3b8 ff2 fs1 fc0 sc0 ls0 ws0">(podwykonawc<span class="_ _0"></span>y) </div></div><div class="c x8f y561 w71 h58"><div class="t m0 xf h15 y1f6 ff2 fs1 fc0 sc0 ls0 ws0">Nie </div><div class="t m0 xf h15 y3c7 ff2 fs1 fc0 sc0 ls0 ws0">przeprowad<span class="_ _0"></span>zono </div><div class="t m0 xf h15 y3b8 ff1 fs1 fc0 sc0 ls0 ws0">szkoleń.<span class="ff2"> </span></div></div><div class="c x90 y561 w72 h58"><div class="t m0 xf h15 y1f6 ff1 fs1 fc0 sc0 ls0 ws0">Przeprowadzenie <span class="_ _0"></span>szkoleń </div><div class="t m0 xf h15 y3c7 ff1 fs1 fc0 sc0 ls0 ws0">dla pracowników<span class="_ _0"></span> i </div><div class="t m0 xf h15 y3b8 ff1 fs1 fc0 sc0 ls0 ws0">wykonawców nt<span class="_ _0"></span>. </div><div class="t m0 xf h15 y1da ff2 fs1 fc0 sc0 ls0 ws0">racjonalnego </div><div class="t m0 xf h15 y1ea ff2 fs1 fc0 sc0 ls0 ws0">wykorzystania<span class="_ _0"></span> wody na </div><div class="t m0 xf h15 y1dc ff2 fs1 fc0 sc0 ls0 ws0">budowie. </div></div><div class="c x91 y561 w73 h58"><div class="t m0 xf h15 y1f6 ff2 fs1 fc0 sc0 ls0 ws0">- </div></div><div class="c x92 y561 w74 h58"><div class="t m0 xf h15 y1f6 ff2 fs1 fc0 sc0 ls0 ws0">W 2025 roku </div><div class="t m0 xf h15 y3c7 ff2 fs1 fc0 sc0 ls0 ws0">przeprowad<span class="_ _0"></span>zono </div><div class="t m0 xf h15 y3b8 ff1 fs1 fc0 sc0 ls0 ws0">ankietę i szkolenia<span class="_ _0"></span> <span class="ff2">dla </span></div><div class="t m0 xf h15 y1da ff1 fs1 fc0 sc0 ls0 ws0">pracowników i </div><div class="t m0 xf h15 y1ea ff1 fs1 fc0 sc0 ls0 ws0">wykonawców<span class="ff2">.  <span class="_ _0"></span> </span></div></div><div class="c x93 y561 w75 h58"><div class="t m0 x59 h15 y1f6 ff1 fs1 fc0 sc0 ls0 ws0">Kierownik Działu<span class="_ _0"></span> </div><div class="t m0 x59 h15 y3c7 ff1 fs1 fc0 sc0 ls0 ws0">Ochrony Środow<span class="_ _0"></span>iska, </div><div class="t m0 x59 h15 y3b8 ff1 fs1 fc0 sc0 ls0 ws0">Dyrektor Działu<span class="_ _0"></span> Kadr, </div><div class="t m0 x59 h15 y1da ff1 fs1 fc0 sc0 ls0 ws0">ze współpracą </div><div class="t m0 x59 h15 y1ea ff1 fs1 fc0 sc0 ls0 ws0">kierowników </div><div class="t m0 x59 h15 y1dc ff1 fs1 fc0 sc0 ls0 ws0">kontraktów </div><div class="t m0 x59 h15 y1dd ff2 fs1 fc0 sc0 ls0 ws0">budowlanych. </div></div><div class="c x8e y46c w70 h1c"><div class="t m0 xf h15 y1da ff1 fs1 fc0 sc0 ls0 ws0">Operacje wła<span class="_ _0"></span>sne, </div><div class="t m0 xf h15 y1ea ff2 fs1 fc0 sc0 ls0 ws0">upstream </div><div class="t m0 xf h15 y1eb ff2 fs1 fc0 sc0 ls0 ws0">(podwykonawc<span class="_ _0"></span>y) </div></div><div class="c x8f y46c w71 h1c"><div class="t m0 xf h15 y1da ff2 fs1 fc0 sc0 ls0 ws0">Nie </div><div class="t m0 xf h15 y1ea ff2 fs1 fc0 sc0 ls0 ws0">przeprowad<span class="_ _0"></span>zono </div><div class="t m0 xf h15 y1eb ff2 fs1 fc0 sc0 ls0 ws0">analizy. </div></div><div class="c x90 y46c w72 h1c"><div class="t m0 xf h15 y1da ff2 fs1 fc0 sc0 ls0 ws0">Przeprowadzanie an<span class="_ _0"></span>alizy </div><div class="t m0 xf h15 y1ea ff2 fs1 fc0 sc0 ls0 ws0">wykorzystania<span class="_ _0"></span> wody na </div><div class="t m0 xf h15 y1eb ff2 fs1 fc0 sc0 ls0 ws0">budowach. </div></div><div class="c x91 y46c w73 h1c"><div class="t m0 xf h15 y1da ff1 fs1 fc0 sc0 ls0 ws0">Wypracowanie <span class="_ _0"></span>I przyjęcie </div><div class="t m0 xf h15 y1ea ff2 fs1 fc0 sc0 ls0 ws0">dobrych pra<span class="_ _0"></span>ktyk w temacie </div><div class="t m0 xf h15 y1eb ff2 fs1 fc0 sc0 ls0 ws0">wykorzystania<span class="_ _0"></span> wody na </div><div class="t m0 xf h15 y1dd ff2 fs1 fc0 sc0 ls0 ws0">placach budow<span class="_ _0"></span>y. </div></div><div class="c x92 y46c w74 h1c"><div class="t m0 xf h15 y1da ff2 fs1 fc0 sc0 ls0 ws0">Cel zrealizowan<span class="_ _0"></span>y <span class="ls1b">w </span></div><div class="t m0 xf h15 y1ea ff2 fs1 fc0 sc0 ls0 ws0">2024 roku.  </div></div><div class="c x93 y46c w75 h1c"><div class="t m0 x59 h15 y1da ff2 fs1 fc0 sc0 ls0 ws0">Kierownik<span class="fff"> <span class="ff1">Działu<span class="_ _0"></span> </span></span></div><div class="t m0 x59 h15 y1ea ff1 fs1 fc0 sc0 ls0 ws0">Ochrony Środow<span class="_ _0"></span>iska<span class="ff2"> </span></div></div></div><div class="pi" ></div></div><div id="pf2b" class="pf w5 hc" ><div class="pc pc2b w5 hc"><img class="bi x0 y0 w6 h1" alt="" 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zzFFkdNqWrysmykUhQLodi3vDv9qPNPfeNLcMrk/Deu+vYVX17LUEgNdd43VA5PWL7+AffjsoURQHrYtRqNxRJjjDHGGHNP5hI4pZwQAQC9WE3kWTMcBrhs3749f/V++dZ1pSQlZiCIJNaaOTj4CCEOPrTEB+QHcv+DaX7Ey54Z10/3XOqA81qiCm7ckQ2bRlPjIASA0EhHvFPlFcswObWs1REgOSxAalCoh+gDc7H/7atuftsHurtmllFJSD0coKxcqOfqvi6fmIa4foWUd3aG8sa2e8ALnjr1K8/Cmi5E9lx9Q96vfFPXKQXPKpiNzbpHnE+THcVti8dbbYnFEmOMMcYYc9xoHILAN/CM6BEzP4qjQgVbtn/rr99xyvs+vz420g07U9MZpqlKe4JBoKEnn8hF9QDIXx/q9Piz7//7LxqdfxbYTUoI6uBU6uHosv/U0XAuJPagyC24rJZlklVID37UY+CyXq+ftycToa+NoxE3Fb598973fGrLl684aduuSHEvLyBX4hDjqFN2UyN1LwJ+1utg/eplT3zUQ5/3C3rOfUZExWCE/Ro/9dU1s4NlLt/TzIWsPRw1w3Wrznr582J3AorkiCCQaI1qiyXGGGOMMeZ4EUHhdq3MTJpMFdfd8u1Xvk6+eW2nbhz7HTKqqWl7nzeSIhomgWscFRo4ZNdynT/tgrP++HfmT9rYg1/ReGpIM/ScZCluv/LKoDL04onaIyHnScBwoy6vfeQjwa5TtiCgiDVIDtJ84ovXvf7vcf2t67JsSkZzwc9ksfGUhtVybmMY89bUnlg13bI+dcNDXvv/4vz79jr+QF40Wm32LXzh6+HyH4R6NgvLE5Acj0QmHn8eHrCZ2FOCBBAASXboLZYYY4wxxpjjRQApE2UAAEUWCf1009vfu/C1K89Eq0KqIUWUnF2dkgMpKI+ciAQ0B9k5OtB+3Pn3e/nz04nrhqgnURAIgCZ4Ai/MVXtnOqIVkRMtlESpAS2QNieswHQ7UayRh0q9EIba/7fPXPWnf3vCTfuminzHcK4BNanxQBB24l1sgmvPQna33EkPe+B5b3412hkmWs4xAx3KIdXMv/67mx8EZJU0glSlWLRakw++/4GQiqguUfTIVEE2iMtiiTHGGGOMOX5alhGVRx8gYJqkt2XbDX/+t4NPX3ZGyieq/jUr8u5Cs7LhoHrA02yOLFLZkIJGjvdPhDWPeejalz8fZ98HtazjQkka7xJrDipHvLBrJ83MFdIMRHyjXYR5RQWdDSjOvU9a3urBCVAoxatuufY97x188Yvrbtq7KtYHZIBlea+vDJmKnDXSRhmZZsFu8/pzfvWiVU98VHXa6kQUohYDnMCoMvRvuPmbl19xGumCF4SUp7yBnnjKyeGC829GOEEBQQNkCniLJRZLjDHGGGPMPWUBGM+26xb/KEFx+6rvAY9KpBC79QwODA68+o+m/+2rZ6pXSEV86j5WZPNe9rdSq8HkcFiWK78bek1RrpzDpmc/O3vNC9P6lf2mbnPoxWGdZd1GigGjwHyb5Ds37h3NrvPZ5KhfZ9kNun8ZFQVod7vN55zaZwk6aI2cfOTSXa//u7U3bi1A8w57Q9aNcvoMvreybvepSDlRsS2lnWWre+HDz/6jV+C+6/cHlISWoueiaylVI6bh8J8/du6Ne7dPNkVWLptDq5y4Yjmd/icX68nr14B9IACTI4AZlCPGg3cWAwQljNdQUbAHnIwXi7/DbX609yyWGGOMMcYYc1jtCGVERgOMq7xz0GI7mwDCsA0X687CIF3zwy/9jzd3v3X9SpXGuZFSj9LylOa99jPtVpol6mfthTjaRJ1he3rFCy6cfOEvY+XKAdQ5B0GZ5REgIhBUIcDCth1oUlLKkFVAURRcuYxzqZoTNm4WjNJ3btr1jn+d/9il5d4Dw8LPUARpEbUmzAMTPerUPqVmvsib+5101vMvmnjWk+PKZewwJagZI0IJR5qGueTzce5L33JByxqdOvXh92iz6aGPoDPPiCFv4AA4D2YIQRiAA0A63g0gQDEObVBgXHoy/gmNf0dQUmFEQIDSconFEmOMMcYYcxfxCAhAjhpIgMNSuxsAIxH2OdkwN8SsfvNFr9+wdffECL7ozKS6yqgijyZGQhAUCQJOyi3fHsGt++Wnl697Qe3KLMaklLFHFFa4oMQMBjkEoH/dD8tEpBo4jzpMilFqBNJ1nc6qDfjQ5d/6m/fmX7l2kysGkFlEcVrW8IJehmHA5oVCQutmrdqPfsBpr325nHufPcHVaFbAFQ3gUI0HgKkOA5ffulG+fX0vpBUNVkS3N2S3ZuFBFz4BE8uSEoMJIIIyGkINEIgBJvilLpBxRBm7bRF4IcCJLu41xVK/ExDs7LJYYowxxhhj7hoaB5DFxnQYdwToYiZpgAwjzA2uftGrOtdvO4nLhTouoFng6H3bE8360eQI7RqVY4DXu6mbY2/9cy8qf/NpsQhV3XjKmBwAEBNzpgIovILYA7xnfwvEUDAJALBnJsFUXuKqa2594z8u6/WyTmvH8AB7TIacBgMviMyJEYkLTFyLyj/u3M2vejEeeMogIAEF8hqggGYcDwSJJUPsf/XKFZG3BWGH0HDtM79uXXnW2aDAkXMHrxg/CXJg/OiPA0jwo7Q23m3j7pIAYRkBAiVoDs2hSApRBIslFkuMMcYYY8xdEwsQwSlKAelSmQSPV3bXBKzetufKS95SfPPadVGrOBMdjzJ2vgiNhiqlVgIQ2XkhlrC71E0vfXH+28+YX7eiVp1ynj0BqDV6ZSQORJHUBYEK5ntp654iKglGGhEoqYI8A9Lrf+et/3DmvlunKLspDpvJ0E2qc/MFfOWoYepWvHKE65d3Vl38aytf+OS5tROccaZ+dc1Kqcn8HCSBVzYANSMf86u27Pn451cQVkoW0Sw4f2BZ9/TnPwub1iHL1AECBiAAqYNEiAMzwLfrIRkXlmA8YiuCEsAgIiUIyANOgQjUQCLrLLFYYowxxhhj7qpZhxbQFlANKOCADInAkDxJLrrrr/6p+tzlK3q1EvqQOYkjcJE4DJrlyMtetZCj8jw98nvzbMOrfiO/+Jnzk2WBXGMSAhwxiMnDAYPI7MVLdPCDUdyxm/bMhFgJXI1I7IvgU1UX8FzVbveMA83rwiqfVwsVVFyRz0IbZp9cGbmlHH7veStf/rz5vFZfNFJ1k0diEOuoKoswBHyF1EqEpvjS1dVV1+3V0Ql+2bbUbG/Rwpnrl//OrwinYU71uA2tcAyQCNK46l+AcaGNEMaJIwHjEvciR2ux5U0TCqgDlkJdEMskFkuMMcYYY8wRUEQHh0TjTNLLZEAoNbb7ldy055p3faD9Dx9ZXVWkaaCqTJkPQcBRc4QaKTpMxSJGzC7rnvBH/y28+KK5PMuRhwaBnLAAwuPZqggcPASNRhB50NZLLy9HdU5BVEEeKqluHHNK6sHtKl7dGXUqnaqGbeaRc4MkUC5dNhscP/Ks5c+9aMNzn5I8tbgFJUdtuHF1CDzyboOCAU1Qle/f8K2/etdGxd6Sdw1mOMtmCjrposf13QhZHtGwSClMKUEASYEaR8KSwAQGiBJDVdSRMCmQQHPkFuALoK3wCWhUAfEkHiNwIkzZuWWxxBhjjDHG3EUrlUgAVQ00CDgAjqjaWvNcvectf9/70Gc3yGiIFB2IOAOjrgsqG9IeSxPYVdzOihmP9oueHl7ytFGWTaQsMjUeWQ0XFTmYEMexZHHGKk5osDCYu+J7k0mJNAKJQUo8Hh7FUEiRaKGkRjFynmrhGh3ynls7PU8983Eb33Dx3PoVk3VQBQABEgEExxjnBgjCEJLDJdn3/s9NzQ1HMq/t1n6KaxqcsP7E9Y94KEaKhQU0EVVEpZjro9fHoIfUMAMVI3jkGdqlKzN0Ct/KisLDAcFJ0UrBEUgIA6/KSsxxqfzEloi3WGKMMcYYY44AVYszTNWehgBBfFxo12Hf3//Dvi985SxfVNVAHSmBiEKCg4dWSbkOXJXuxGp6O6fZB5/6kBf8wiArM3hSum3CXABQEKmAIsETkCAixAm94WjLzQwVAghCYCXouE4DpHCqTX/Y6k4KPOpeB56p2MLVsmc+eePrfru/fmovdHIIKlF5NAABGUC6OBRNPaiHpkN5n/H1a7GwkLmAJsbARZOtXb8ZA+AbN8qNN+zZcv2eH24d3rqv2TuL4bAZjSIJmFEJMXEWQqtAmWWTnckTVq3evHHqpI20eROvW8erV6KVoSB13GPU0AKuBDIFN0BmJ5fFEmOMMcYYcxcJ1GkTqCIESLeq833Y965/uu7vPrBpoRlUs4I8ESuzKEUwEUVVhExcM6qHu8opPOeR5//Jy+vJblExght5yhNIIB6i8KJEi2PECgJERVMOwp6ZbOt+IRmXbZDyuLhcgUhKpE4xUU6kQR1FCs0qLqqzNm789ae1nvvEXcsmy8ib6xwOoMX5ssaLQi6tH4IG8G0kSYP/+Kq/6uairqnts9Gwk3d6UtEPdxx48e83u2dHowEnyVNq1bEkxwpVSQQhtNinlJKOlHrKVJGIv34nfeUWRtYueWIiP+lE2XxCfsrG1eecvmzTBp2akrKFqAQP55HZuiUWS4wxxhhjzF0UKHr0iQFMjxr8cA5//6Gtf/+O05wfNAtxoqQFEJiYa6WaoU1iYs+Cqlnd7Vz+jAc8+02vBKKKr5kyoiICCnXos7gkXkEKJUSMJ9wlZRDQ7Ng9uVALSWIWgk/jHhJEgrAC4CTrtXtgNLNsYuWNWT979Dn3ef3v4H4nzbBbyR1fAX3cuhLLFaFCEMAjevQZDJSKrMGOHMtH2H7p14veYA38DbHXTrx6Xre2sn237MgGvS67CRECoEk1ERERJSYBmDCqFxzYs/PsiKgUkQYJKgyNdZyZcdt28pfDMKZrnU+rV6x++HknPPPJeNg5mABoBHTt5LJYYowxxhhj7pLoqSIMIe3U4Ob9c29+55ZPfqoVuO73S84PVI0PZSsmRNSIYMTCS615zGfKLH/B037+T18lDTMFdikFgdYQlzQlpx7JAxAmJgalxRXRlYmQYnNgUFSpLT6pNuAKEgNHSCNSFgXVIkkOSK/fam9drqe/8MXTv3ZRvWqSfDEtnqoUOcmkKAoABy2nftu/GkgYDVNdzfhUNFDnhl520bzTdqs3yNj1KLIDAUgqIoG8gkgpY+/I9QMn5ggdqkpKTMxCjtkLaUwB7OuUIa2Ac5Dqlpl9O//9G//++eGGZesedvaGBz8wu+ARWLsCgQGHSEqcvE+CXIAIOESPIYGBtgLVUive3TYh8U9DZ4vFEmOMMcYYcxeRg7YQ27dsHf35+xY+/G9FqPpeVsC3ImrNRs5TpkVKKk1FyIajSW1vbYUVL3vWCb/9PKU2csAlptSGiDICO2KHBEhMEZTHpobLcvKIAEhFMxcWasm0YFQq4jICmkrrstXKE43m+wV8i9vfiLPLHnjaQ1/7SjzonCrzPuu4cUV5FkESkdZiqaZkqRHsb2vSZ5iGOGie+SYv25HDIDbTockEs/NTyOoUQgL5ICFUAUOmkXfUbqHMURYuZKs2bXCZJ+/Fk6rGutE6pv6wNzM/nJunuuaqpkHtq1gk4dj4Op7c83Lt9sGVW/a+65PfffAZ5/3cY1c98dG43ynIgtQis8O821WHvkNH4YEOkIBEcAGogRrIUHkFKP+pOLcslhhjjDHGmLvEVfAsZUoHrt123ae/sKoaFERZ0kIAQEjKWM+3uEqNOETQSi0TaPTIM064+JloTy/dzeIqjAon6lKUpqlbrcyzAwUXCFCFwhEECZrAMVC/4BkZBYZLqUU8kSjOzk6GqQkUCSnJyJ+y+YxnPRMPPAetgnMv41XbAahnIrf0r/8bBkBh7cSKG3tDroctUG92bgQuWsv2DUbkfcbt/U01DJRtXJtvXtfavDbfvG7y1BPL00/Gskk0iuDhGJ6hCnZIilGNAwuYm6+375q57sb5bTvnb9q++4Zt+fygNaj9YNR1LucOqrT+Wztu+c778N1bVl3y/Br354AAACAASURBVPSAU2LI8k6OhH5sFooQCHkE1fAOVY55h24O3wCgCAVgscQYY4wxxvwMIQfEhP3D6pOXT956oPS+TlUZJQBDosbTZO3nU72vaFakbO2ABt7PPe68M970Mmxch/k73BPgGD5GInJF2a2jkianVIuG4FmBOgkrcejJqHPSum92uVPVk5T5hboduUshcHcmDQahmCvDmged++hLXs5nnAKPmqSBV0mB3DgBEZznw8SSPjQLmj/+gs4nLp37/g/a5NW1Z7M4N122z71P98RNfOLmzaedmq1fi9XLMd1FO5OCo+d5JgHlUBn3ZkAFUCQPyiZLv3rSCXDu6dPpUWsiMDfE7v3Vtt2DW26trr5eb7x539Yds7fufuAC1dC9H/3ythtvmXjKw5c/7dH0gDNrbVocitGQilIZFABFlpAYswzKUQCFMus4VFksMcYYY4wxPyO8JIhLUn/tO6sR5rVPnILIkDCXIzpETaW6gfO+30Tks499wKb3/KGbXoUeNxPBC8ZrdSgIcL1+arUYhNEIWUH9gbTbGQExoU0AnGgN0EKqpu6zcfqx5xYfu6mrzXKUQWto2o5ef2L5jZNcPPzs+/7xJVh9Jihqyw/RJDQlh8VlQcYzCMth2u4RoWlpfv4p5cVP/847PlDt3NNeOXXSYx56v1+4kM45bTjRHWX5ALIACXA5HAMeCAlZAxAiQcaTGtPidMc8Lv1IIIAYMeiQmmxV7lZN5vdZn1NAI6iatdt21tt3XvWud+266vr1+9M539oz+tYH9773y9klz2k984JmWTvPQx95w2BGW+AqbhGqAjMAgM549ZOfivmFLZYYY4wxxpi7pE4VBXauIZGMAKeARNZ+hiogJKq0IfDaA0rw+05dv+q3niWrV9U1tYuQBB64XYk2h9wB+PrXd3z4wx++7obr1pyw7ClPf9IFj3pIuxVkqM6T95mgLkMXk/GcX3zSni9+aW7X7pLzHEXDFLuTt3Rp+ucect4lF/dOXNbqR237+aaKDjkHRlpMB7Q4C/Chq8IdmgjWlq587hPPO20dZuaX3fd+WLsKXpDRfIZZxBayAAhQpVSqI8AnQACG/9Gsw1CCRJCAFRCAwITMUSQfmRrSOk/OaVY6l4inNrlTTzj7UetP+8b1u9/56YWPfWeqKemmbTte/tdrdu7rvuKZ+yZjH50CmBzvbxIwuuB8HEbop6SrBACpql1jxhhjjDHmsDTV+7leMbdw3RNetvIbP6hdpZRSigdaFMDLByou84nb4veffbK84YWrnvSowJ0RuGLu1mAHRSKXRFSRg/Dm/+8DH/vYZ3bs3JmXWdQhsnjRsy569SsuXlMWzJyczPgmA0/UQiMa/t17bvjs52e27XSCZWtPyO532opHPXjqkec1q7v7g1+peQQiQSGEGJJk5KAkikSkzBkdKpjEXuSC+zrUkCmkEM0SSB2cE6YEiJICRIvLngBL69AroOClfhJdzCmg25ZrXPqROq1JRxCBCghQrwjwDkQyn9W1zI3S926avfSb/rKr6u9u6bmUHn7aiS/9xbknXzjJoUiElKTwkSlrGBXBAQUi/ZT0M1gsMcYYY4wxd81AZspRGMztesEbyo98foULozSsA823eLKmVUO3zaeVMf/edHHGB/44v/DBjlusIREJgQUOUAhxqmMjaH3237/+h6/+swNzTUzivK9ij1vgQl/0nGe8/ndfioRYSJ8kB+cKSoT+AuYX0B8hJpQt5AVabRChVaTxKCZaHLflAKRETIAqaQQEyA/det8H5EALA4cK4kEdJRoPkbpzdwTdbkre8V9E7vBP4LYhZIuLNjoVaIQmSIJm8KwclFEvlqQgl36uC6gpzi+brXDF1d/8i3fHy777gO4J+oaXdn/+seiQrJ6YrfrTRZcTQwm4LQBZLDHGGGOMMT87ZjCajILB8J3/tv0Vb9pcQRFHXgep6SSdRnbAt2dPXbPiLS8rLnxInnc5eWHiCoAeKNEaxSz3iqaW1OvhBb/+37/+9S0hm6obCVmW0iiGNNSFNTl97V8/unrj8mEQAIUQgWpGaka0NBzLkWP1mgSRnaP9e+e/dtX3SEA6HjNFIGGvdRqccsamTZvXK1KLOod6aX3AAQHikBanCQMAIQiBIUyK27eaD2pBH6ZFrYCCVBcrT7ga6RVf+WbVF4dAzD0vg2bUKXxH04PPP5umy5qrzv65+tKrRx/+j+3/+YPyCedvfMUv8X03zKeq8AX5rAFnQJFuy2H3elZbYowxxhhj7poaXANla/ljH4RnPPnmf/m0NNGBVrhWo2l78PMuTL35JdNPfQxSNiRHDsUQEEU7AsrsFJog3vmZA/u3XH+DDxm7kJoaKoHzUTUI3U7V9LdsuWH1puUJyBXUEBgNIw+FAAIIJAGDOGxlpTgUDj/YevNLXvbfkYhTRuoJPmpsMGh16JWvfOmLf+OXgztMBcaoDQLcOJsoACSHCIx7WjKhXJb6JUgVmghLT2acC5juFERu+4uP4hNARKREDHLbtu549Rv/7Jrrd3DoRCFp+/LAYCKlqdXtN7/9zx7+sLO64qmk8hcv8Bc96P6f2fGDf37/xy9548+/4XenH3TmLFAAEwoAlQNsgmBjjDHGGPOzpQUBang9ceXyX3v6/u1bt113bTGKk7Wfz3jnFK97yINWXvBgREajUi6NLcqkT6lEYg6qAhCIUpL+cNCkNrx672OKSMjy1iD1UpQmxVhLKkHjZc49ADSj2mWBED1TI7EkDkClURDE1U0omJ1SwZITMvYUMKqbAyqZJ0epOXSXwgAIQLlUEKKEiMWq+QC4cdX84oAuBem4YCRBZbGj5ODYo0v/V4CYPMb9Gjzu2gitiV5Dkk/47nIS1+4NWi5LrtlbZm7DhkGDsmFQe66/f6YdNj9i0+knvrj+4Eeu+Nj/fvymtcVUu/AlIsBIP0VteYslxhhjjDHmLqm7UPU9aApuwyPOXP8HFxffvar+5jXZzXMTm1a6x50x/fjHFjwBCUNPZQUiDEo0pCVS0AgmBRy7RqXd7a5du3bnztFwNMqKMo0kUAZyokTs1qxdE8d14Ypx+5sBygMRQTQDMjCgSDEAFFNLMaTAFDwK1hahaOoY8hCcOJSc+LAroQcgA/w4BY37TQgOGlQ4IRJVnhc7S0AO5BVefzR2a1zoQXrHWLJU69IQ9b1zgAdYIYK8nGDXialqhlQ3olTMFw0xrxrwmr1uchmQoZeSn1ixXOt97fnsvpNn/cFv7v/mlps/8Z+bLrgAG0opkQiF/l+qXyyW3CuoJiICMBg1e2b2+1AIWIgVrCAAtBhn/8+Y+QgfTu+4x+/GoiS64xQTR1o4dNBLu/PmdMgpLA79W9V0NK/lcHv54N16ZJsf3ZM53GPpHd6l7nx75UNuLHcavnosX+kRbX7QjemOu/1IT5hDXymHPXsPuvM7n71HdP7fk7tx/MSI6FidpUdzP0e67VE+50MfFKdH9lhHuNvj4W7iDnnn6dD3fpiL5Zi+Ix20Gw//FoSjuhaO5kI+ynv7yfoJPtWf7F5qNFbDYZm3nHNNHWNTl60WSAAVTZlmTSMrNDkfUPjWhQ/aeOFDUkSKzOR84AQkhURlUc5IVVvj5jllAEMBcaTICKs72XOe9uy//Ot/XLl8xa379+btYn72wMpi2SqRkzatvc/9Tx7Mj6ZdAQLaAGkpsRn6UALkgaRJlfJxRGgUfQwnqumIJnET3QEBB/YaG0blWcEJ3GAEZGGpQJxjTCIUvKcEEFq+IgRlFlqcdDfXBgTAwbFTcAIoxlR5nxP58YWlTKAGqDk1kKBSkuekcB5ARYgAicBFCs45JhFJIuyKqu5zqjvepxqZevj5rJGMXZbrkPvcmgDFThh3yWTJTQNILUxdcN7UBecJETPzbWHkp6Le/Wc0loBo/D7dxGY0HLlGopISyeJnIrm7M5awxZJ7Qyw5msb6sY0ld978+GmSEg5+akfTFLtza+Z4OojHPpbcttXRtz/uRbHkMJvfnbFkafj3Id4A7xBLROQQmx/pB8FB93Yvapof24R/pPd2lJ+/5sc96AmkIIlRvHchlCKNQomUiJKoCxDB+D9VJRIFXHBEFJOAI7MjpwAlkfEZISkqxDFIQU4lNcQUsvCiFz3zyu9dc+mXr3CcHFOrRNPM3e++G9/6N38kiBPLCsSlNwcSQNmTCpKMfMYJQhAmjglw4DtWdjA0pUgpsWdVVRApCRMlUVIwgQQEZqhGEBPxqOnnvgMJxCBQEmG3ND4LDKBuRnnBGbsm1sE7GTc9FEACCTQjl4FYdfFkJyLAxSiAZ2YiTZKYiB0nSUACRVAD9khH9k3cveg9xGLJ4d40MZ5lGiKSYiQXiAFlRyrgpRvcbZ/K92AsOdpG5zFtrxAf6Ws5khsrWH/8zY/20ekuHPZD7Kgj3PzYNkkP24Y49GMd/FKO6hQ6qmN22FB9DI/4UW6ud9zq6D9cjuYejnTbo3y2Iof6ekLuzlhCpIdriskhT6HD9ObRIa+dYzvp5U9ri8QcL80klrLMm7rKsxZATRMBCSFUzdB5JxgFDo7HleGQ8Xodi2/AiVkZjUgUIPhcwTFFSVLXddEuBXA8vlkCpKlTu1P88Rtf8bZ3fOAzn/vs/GCuPVX84lN+4QW/9pSTT1pLGseBQZV18ftkZQ9y4nTcbmNiToJhJWWby6IUuu1KVYCIOMty5iaJipJTYp/HlJImTeqDZ6cMQBVSQ7QIGSBg5XFrUCEqgCoIqkAqCqdoojTeZwoVIQBCOo5MGbcW3yQZkCQaCUzk2TmAVEWhMTUheAarcyBZjCXkwMkyOX5WB3EpEaBgZuccjU8eQInHk06TyiE3P6reEr1be9ruybbVkW5Ocrc29OTu/Ng+2kFch7n9YYPB3dhbcuh3usN+xUuHDDl3a2Q69FM9zptux6qf5N7X3Dn0pXSER/AId6DNhn9PXImHDmDHcOyiufuIJiYWogipq9TKcwBJxbucCeQ1QZtYe86ZSRQgJJEmjrLgmUi0YQ4KipJEhF1wDmXIBBjEpuMxGPVbhVON7OEYGzZMvv61Fz/t6T931fev3LB+80PPf2BZ4sD8zGSnZCX2OXQxkRB8U8uwN9dqZT74qKhHTR5CljMBCwuD/+NnnKiKgJnBoWngvCNyURSgOtWZIyaACRIBGdWjPMubhLpGnpF3AdBxlUlK49cKxzysh6Sa5y0FHEiRAZSaxVFdypE4eaYmRefKpBQbAJTlnIXWcNSHY+95sWlEERRB+tOzVLvFkh/3vRZExARVCClBFOQO90l3lO+ofPe+pmPcZj2ib/sOt9/4aB79cLc+vmtLjtdYcvjT9Y6h5dCx5Jjv50Ofcgf91jl30G+P20WZbntuP4Ph5CcYSw57OhzRCXNwR+Kd3gEP2zq/Fx21Y3spHc29WaS5Z3By8KE3P1BEH4rBcOicj0mCA5FwJmXWIgo7ds3u2T07PzecmChXrZletnwKhFGsSscxKVEAhfneaO/+3bv3ziSVstU6Ye3a1JFW2VY0gkiQwaCXZx0IHnDW5geec7IqmMCkE51WTFUe2vO9URNdApRBjCwmpSCcD5uUkrvl5l379s7s3rN/5YrpvGjd9olL40teJYoSoJwnoBml3jB+7+otc/MLWe5WrVx20qZ12UQpqSYVckFSXYR2v1+PRsn5rGoESBjPyKUuD2i3uKpTloXMZ/v297PMKRwgQhEUQ1UKRu2Od5xU66RO4QVUVbp/ZjgYLOzdu2dqsr1q9YrJybaoqmYKD6XbrQt/BBfOT+Xl8DNaWzLushARESGJKgRAlw7w4ZbD0aN5C76ne0uO3fCOw3+WHCaXHPVruac2v/P3eSpyFI+ldx4yfyRZVQ+3X3/8V3rYpvvBsQR3Y8n7Qbc//ACzO+5VuuPoIDrSET5HeeUd0W7HbZlkPPL4aNt8dA9ue5Q76tCXkh7xox3b8iH5sb8+ONJHv1tnDvjJZpIjGhdqseT45Fw5Mzv43Ve+tt+PddSqSp1OpxoNCOnii1944RMecuve+fe/7xMf/+jndu3clyKxk5Wrpp78lEc9/9eefeLGFYxAzo1qfP4Ll7/nvf/8g2tv3LV3f9HusPMbNm78f176K4997IO7EzlEpW4+/OFPPuyhjzn11A2irA6xgXdY6A3e/va//e2X/dYPt+7+/UveWDVZQ6RM7AnzB04/85RXXvLbU8s6/+ut//Shf/7UrTtnqtHwSU947Esv/iUlvu1SJYCJHTmCEmejBnv3LrzilX/5ta99NabaObTL/IEPuO8lv/fy8845hRhI6oJfWGje9/5PfvGy/xLlqhkRNwSFMql/+EPOvuSVv+l9C3C79+x95Stf1+9DNVNKyhUo5mlt0gO/+eJn/PyTHp4AhleXz87hI//y2fe+71+2bd0aYzU9NbFi5eRTn/qU5zznqaodlVyR2by4P9uxZOnN0Tu3bNmypmkA6F3uxjjq2pIj+e7wcGNsDvMF3tF1vt95AM/R1BAf6cRKxzqvHdUghKNrUujhbn64kvd7cPDJkR1i/UlO/nFsT5gjHbZ7T3bH3a377dhep4fd/KBOLRG5x174kfanHXRKHPqpEhH/BOfEO6YzcR20o8zPZAsJkxOtK79z7dx8U0dKYCbyzlWDhef/aj8pXvOaP7n0P75GKAldZoyGg337+u94+wd/cN31f/pnb17W0V5v/hOf+I8//8u/yYru7HwV/FRdMwhbtux81avf9PznPeMPfv8lKQWAL/vi5R/58Gcvuug5D3n4wyamOr3e6AfXXvfBD737u1d+/WW/9TtVRd+/+obZeW2EKBAYHYlbd+x+1Wte9c8fuuzt7/hgv5cct1tlK0Xv6LZTV0hFCbFpBNpth0FVX33tdb/x6y/eNzNB1A55F4jDur7i699/wa+//E3/P3v3Hi3ZdRd2/rf3Pqeq7r3dt9V627ItYYNlm9gJkwCzZOIEQzxZiXjEHryYBFghgYTJg4QASXgkkJDwyDIMZAJmCFmQASfA5MFDgUCYAFqkIR5jIBg/MNjqIMuSLKkf91VV55y95497W0jdio1oi7avP5+lpdXdt+7j7LpVdb51ztn7H371Z376y2tNKUrf5fc+8Nh//a+/erCcyryLNKaYSis5zT7quc+JFhGlRqQ0+y8//6axbkRbtFRrXkWayvBQyhc+6+KrpmhtimWbdi/u/52/+00/c+//N4xtPaQcGzs747lz7339t3/vm3/pHV/1976mTf2p7ZsefuRci5w7Tf6RmSUtWmoppc3NzcVioz3h/KKjKezaM/g2Vf59fGPpKl8XP7jzvX6gLb3Ku/T3eY/4Gb35NfU0ZxpIx+dZ4Zrepx8xbwG3D+rUFFfzrT/gd7/iRy0fSs9BH8znT4cgeIrf5xq1LWqUMXLpNqdpiilmi8X99w+f83l//41v/OVh2kixEa1rNbcSQ0011f/yi2/7S1/0d7/lG77i9d/5L3/0R3+ixcbFvSmVEy1KuzSt5Plzqx/4wZ+88cZnfeFf/PTluiw2bvy1t/za297xzzZPfM/mic2Dg/X+/v7+wWOzvm/Rr1ez2jZra1Ok3HK0tlzt37R5yy+9+be/8XXfeWE3om2l6KPV1mZRS3vCSVypRSplPtvY3dmZ9Ztf949fv79uNWatRorSWl9rmXfp3MXl1339/7latk//tJfPSkqR1uu8XJb55g3LYZXKmFuNVlLrW5u3S5nfWqlt0epGi0WNaLWPPEbro+bSz/YO9k9sbO2fX3/t137rj//EvWPqU5dTWZS0GMZ1yfNhaPfe+6bf/t//1rnzy/3V2JWNqbWItV+9j8yTuCLicHaFyDm11h6fuzb9Ll5dytVNhnBZ80zT+AHegXs63+4qj29cNknOUywE8XTe2rzivcb3f6b1Vb00tg+8aU9rgsvLf5jLPj09zZ33D/RW5gecX9gz1bWP9qe3S/uhHta/93cfrvKSicunq3ryI6s9k7/qOV32hBaXP589eVqOy27/AU/kzOlD9pcx/S4uYIMrH6e5RlejG6eI2qWcpnH1g//Pj737gd8ehzSbbaxW06yfT22qKQ+1zhbb07R+86+8829/1Te/+c2/urlx04Xd/c3N7eVqfTil0OHvWelOLVfldd/8+k955ctvunF7f52nvJHT5oW9tj+sx6FGWrS0NbZ1jejnJ1vMWkxxeFZLi352cmdvOvOLv/Lo+f0xzUr0U+pSG9oVs+2lFinS7u7+ddunvvf7f+C///bb+3lbrfb72aLVlErXdVur9fLU9o0PPPTYN7zu22+741mf9AkvaC3mi83czVK3GIexRImYIkqNrqVyuDbipVUTS0tdbX2N1FJE5JZKSqWl3Peby2W8/tu//9//u58+sf2sIaZzu+9LLdVU29SGceq63Fr69be8bbF1crUaZhvdam813/Sr95E5E1ekdnTF+6XX0aNf5fY/eOl8Bl8/uq58oFeLp3Xw/aqS6bJPb1dEztXMT1ee6Rft9P4bKV3N3ZSv6od/mntqT/PD1/a169icxPWRu/9xTZdTvPy9j2c2wK58Wrj8H578w7Sn8STQ4hru21/lQ+FpLs7IR0aXpKhpmHKtKeVu3lpMdcolnf3ts1E2cjdFjtJH6tdTXfaLfpra7v5B1/Vd2XzTr75tat35vWU/29jZ2+v6LmKMqPlodeDN3d39iIMzv/iLf+Yz/3Tu5zV1e0MdpjprZRhryamUWZQYaxysVzWiHV13niPV1apdN+v//Y/+2P56VbqNaZpyipaGyKtIQ02/s+T64TNKa+1guX7obe+5/qaTB8sLGxv1cBHFqU41zcqsf/jRR7dPLt7+rvu++1/++0/6xC+baluud8YYVsud3HVTrCNaxNQitzQcPWJSamlqad3SvMXYUq6pRbSco3RlNQxdN3vjm371h37wnta2Vqt0frnTbfTRWh3W/SJHy6nVqO36G08/ev7CYmNzrOv5In/AtZVkyTHNkqPJZFs5XAan1fR0Xk8+uFNHf8DjD0/vvKmrmyP1soMt+bJTsWt9WsccLj9aMuX3/7J6tbs7z/AezEdMtLdrNujX+Gnhg3ld7zP6rT+sc+79nyna0u/nt/4QOlpytWextqt6oFqjkKfIkhyRhki15jTUgxwl6jgvLac6tMNomfZWFza7WXR1NR2UPO/mpbVoOS+HaTZbzLv5OI55lltM6XC1wZgi1Y3ZjRd3dm6+6frffNd7xhZ7Bweraern/Sz1NUUdh1brwepgsZhSF4vNRaQx8pDq0dXss43N++5/dyuxsbWxWo8tt5amiGWkZcrT4dPI0VvNqUWkzc3NcZxOnjq1Wi+fe/tHtdXe/e95X+k3F/MT67Gux7HMu5rb9Tff+OM//VNvffur7nzRy8bpoHRtb7kz29pqMaVWc0s1ItI60hhRI7qWp8hDa+uWuhalpSHS1ForfddSjoif/I8/+9ij+125eb2Ozc0T++3RaRyu27pub3fn2bfccucLP+a9Dzz41re+bevUqRrDanmwfeq6g6WTuD4yl1NMh++JpcM97ZSe+KR8mNdPb462p/tgf9JfP6ivB1e5w3FZh8SVF9BfxU+bS3qm71Y+GC9G6Rm79TUOiQ/ZPbOP5Denfz+3/UP8aEm6dlUDV6gROdLRWu91GmfzvpvN2rgahtVi64Zbb73p+hu23/mbbz1/4ZGUUos6TjGfnRiHGIah6/v1el1Kf+q6U48+8mhLNUU7XNE8RXvs3CPbpzYfPf/Izu5u18Wp60/lrlut1zXV2XweJXcp97PNjUVNOXZ3dy9Nnnt0VsswrNfr9embTl1Y7ndls001Uqq5Rpqe4mhDa3t7e5sbm7XlP/vn/txf/+LPW+4+/De/5Gt/6Zd/fay55a6UPs/63b2dvpv6Lv/kT/74c5/30evhYL5R+ikf7ROm2g7n8E2HP8YUkSPape/4+I9Xa6uRU8l5/2B697vPbm6e2N2r63Hq57Fer0+e3Njb3Zkv+q/86i9/9Wf8T295y/u+6Iu+7Oz999eUNjcXF3fO972zuD4isyQ/KQqe9pQjH0G7EOlD+Kv9/n1t7NHyYfmUc5VP3U830a/pY8ETJB/kX6lpity2Y2hlKl1J03pZU+1z2dw8/dVf8vGf8Wc+u/RbP/xjP/sPvv6f7e61lmct5Tq0HFPkqEP9ox/3nK/6sr94++3P/rW3/Nbf+7rveM8j496y35zPh2H/xOZYV7mrp2Ja5hjH/bGMi5wPxryX603RphrjbDXvY2fR2tZ83dLWmNuYHltM22W8/iCVfnZytT+d6OfDsLPZt415GQ+WfZpF28xpFW1qERFda11JfZ7WXbv4x//YS7/yr3/azTet8k3bf+svf/bf/PKv3zno1lFqnVqt89kst5yG+I//7zs/63NK5FPDakpT9FNEdClyihp5jJZT61PrWkqtdbXNW8yi9TlSmVpK0ep6OphS6h9+rP3qOx88N67bLJVZV8fpRDld98rJ2fgFn/Oqz3zlC7bS+uNefP3f/+q/8bf+7jdevDimKW/mbojDzinRSrQuWkR08fgc8vWKR3Oq8TurSed0LFZjNFMyAABPbRzHlFvpynq1ftELXvgXvvAL69SthvwnXvXJr/u277mwc+GyA4+lK5/3ef/by1/+CeMwPvu25/zIT7zx7D0/33Wz/f392Txd5QUUXR5aHko37O09+vF/5KWf/drPvO2WGw/2d2a51Hb5HEKtRc45p3bXXXfdfPPp5erC1mLx8R//h5///Oe/6Vfe1W8u1sOTzpt697vf/eCDj+acf29HIHNKrbVxTG9/+2+dP3/+so/WOt14w/V/6S9/wcmT/f7O+cXJG1760peePn3duXPvzaWf6hAlP/md88MIqZHy4xfaP+Gj7dKtcjtG7z7IEgAAnloppbYhpRStLRaLYblM3WYpJedcSum7fnry7adxvO22W6YpIsU49LoxvwAAIABJREFUtvV6PY5DmW3MZrOcp6vMkha7tS7TtP5Df/D5//gffunHfuwLZqWWiC7nN/7im64Mqs3NzUh70zQN47iYL2qr29tbh4vzXLkY0c7OzqOPPnb40dlslnJ+WpfUtiP5rW9963K5jJg/8aN939367Ftuvnmj1VU/K9PU5vNuGJazeTcNw3w+P6iPn4c2RZqO/hBTRInIl1389sQOOU7HQ13oBgDA/2BPMeeUc62167r1ej1NU0T0fV6v1qWUw78+OWNy3y9KiWkc1+uWcszn8/V6Wdt49dcEpjjY2IiSln/ny/7KH/wDd2z1Mc+tpHFcH1y57sfhIhAp0mKxKCXnlFtrXRe33HLL1tbWarW6cksvnN+JiHEcUkpP96dtraWUao3777//ylZo0W579q3DECnXft5HjOO0rm3s+67WqetTtEtHS9LhpTgRUY/+S9GiPv7fk9dIPfysY9ImsgQAgKc2DENOqdaac04pDcPQdV1EpJRzzvP5/LLbT3WqrUXEfDHv+6NPiYhxHMdxuNqfJrUcsbWx+IQ/8oenYT2M++O4LCn1fSmlXJkZq9Wq1np4YGSs4+GPdvr06WEYrqyOUspqvc45H27a72GGxpRSa7G3t3flR8dhvdhYpHxYKLVdmnXp4GAvog3D6lJapEsrWbRLWXJl4TweJcdtN16WAADw1A7PTIqI2lrOeWNjYxyn1qKf9cvl8jA5nhwDqdZ1ixjHcTaL1mqt43w+67ryxAWpU/q9TCKXol+vhlMnrzt1otuYLTa6eUklWkSUOqWn7ISUUq01IuWUSymtxebm5jAMW1tbV2ZMTq3Welg47XFPWEdunKbDW1654SnnnHOtdW9v78p5uXMps1nf91Fba23KqfR96ftuGIb5fDaOY0SOdmn6r8NbRY1Iy+Vymtreajm2djCsp0irYThaLvKJpSJLAAA4xvq+P9xTb7W21mqtOR9eadJyzk9x9lBrpXQpxeHRi5xTznmqY2tH8/ymo6kUf2/nHc2jzfp+K7UoKUUrJfXRuhQl5f6ym9ba+r5vrc1ms4jIKR8eoDj863K5vOz24zh2fbder2udDs/IenyL4tL0j33fRcQ4xWKxuLLfpmlqrY7jU5+udvhvOZeU+9pqrTFNbbFYjOP05AtdjhZeuXhxZxjbYnGy5DybnxxbmfVb66H2/Ua9dEV8tGO1hphL3gEAeAYcnZd0aZ87tavch67RRXStpaMTnSIOr6w4XGHkshtP07i5sTkOe4fB0OWIiFLi/PnzXddN7SmOrpza3n7CBfFPeu8+5zIOLbpoOeXU1ut1xMaVZZJS7vu+XbE8bIq0c3E3WtTaconW4vCMsq6brYblYr61/+SJxNbr8dT29et1ncZ2/rHV2cfujxa33Hzj9dedWq7G+aw7llN/yxIAAD5YKfI7xXCUEkf/r1f/tWtqOR1NnttSpFyjtRa5pVSvWMGntaOFd6dpKiVHTKWUscY73vGOaZpSKZdF0sbGxvU33FBKKaUMU2tPnpd3HMeuT2Nr49iGYdX3/WWncaWIfjZLqZw4caLVdtkJSa2l9773ocPAaePYla61MUW5eGGny92Ya8ThtTGHP1IupVy4sLex2HjD9/3IPT/2n971yLtPnjz5rFtu/pzP+XOveuX/fFwXUZUlAAB80LXfxb88za+YWku1pammaOl3LgqvUWpceQl7rrXmlC9evJhTjphqrQcHdX9/P+c8XfHFt7e3T2ydHMfxcMGTqV7WFTUiWmt9lx997Nz+/v5l67IfXsES0U6fPn3lUaFa67nHzi+XsbUo47rlLu3u7ufcp1Rms0VrY6R44izAB/sHp7ZPnjnzy9/3ff/6S7/kq1/xaS99+KELP/dzb/zn3/U9L3nRS57z7O3LU/BYHD1xbQkAAB8GappqGms6nD93ihgjjS1NEa2ly0sgpbxaraZpevvb375/MLRoKaV3vOMd58+fn6Yp58v3gV/84hff+qztx2fuSk8+/PKWt/z62976G63W//7b9/+Lf/G9hxeoPLmCyjRNfd/uvPPOK688KaV773sf/L//5Q+tlkM3XwxD+7mf+7mHHnpoPt/IuUS77NhK2tjYvHhx+a/f8EPf+A2v+3f/5kc/93O//Gu+9lsefuiRz//8L/jKr/x7D7znkd+5qiRVl7wDAHDcpDbNUqS2W/Iy0lhbjthqdRYtpbQsMaQYUosSU2lTaWNpQ2nrHAclDrrY68cUaRpjd8o7EUPXptnYdVM/pbzq6jptDP1u6x5JLfqa+3bQx/nSItdFzasSQ4nW+nPrfn8daarRx2OLaT1bb0crU3cx2ka0eYoSETlaxBBtSrXlSHnKkXeG6eJsnmud+r5MscqbaejTf37jf/uV33rPhZgt08YP/MjPvPPs/S2PUYd5l3cvnp/3aRgutLL7N/7KZ8+7NpstW7eaummd05j7mvqIkqf09nefv/vP/4Mv/Nv/15987d/+Nz/+pjrfHrppnXfG7qDO8tTP1q3sLndaWr3yUz9ua55Ozk8vLy5OLJ6zHvNiu1tND11Ynnvdd73hP5z5zYsx+4mff+fXf/Prp2nd98NqvRulTXmc8jiVceiGsVst0/CffuGnnvuS5566bftX3/0rX/SXv/gTP+GPvv47vntjkT/mo1/0C2d+KSLWw7q1IdoYV6xw/2HKSVwAAFzScouIKBHpaLW+FhEtUo4oNXJuKVJEyxGHiwB27WidjcMrvQ/f+y9H/7VydC3I0QS4l75mPPnPrUTLR5NVpXzpivF86RKNxz+3RTzx0pUnHdBotSs5T2OrtU3TlFI6f/78qVNbDz34yLf8H9/z+Z//eQ/81jvf8P0/uL19OuXFhQt7pYy33fbc3Z1zXdd91O3Pe8lLXpRT67rcl25/nHKaPX4UoqUYp7q7u/9v/+0Pnz69Pa7G3HUplZQiWm4ttRYllfl8nnM+derkjTfd8M63nrv++ufu7l1Mkcb1ej7fnOX+kUfOf93Xfct3fucNDz748Gq5jihd6Waz+TjU1JfWckRLtYvWRaSf/Zmf/9RPeVW0vLl1cj7vP+ajn/PII4/ccssdL/jo993/wH+vLXLOKcVxmopLlgAAcGkXPHJr0dqstRSti+giarQUrWutb61vMYuIGrm1vkXfoo8W0WpLU4vatZJaiZhHO0yRWapdSl1ETTWiddH6evh1Wmqtb21Wo28pp9a1SK1Fa320dukPs9ZqtNSij4jcao4ah9eVpBStRLSIfBgqbZh3uYyrYVbmdZxSitPb161XqxOL637x53/5zL2/VOp6GhezbnN3d3XyxPWt1Uceet91JzdX6+Wf+hOv2lzM1+P0kjvvzPEfYppyafVSkLVIi9nmzsWDjY2tnXP7Oc+2t7YPDpZTRLScpq7V1mrtSo5oW/P41E9++dnf/OHl8tw45tlm2bm4t5gvxqlfzK5797seuO/dD5Rcum6zTinn2TS2nEuqOVrLNVKNqH2X+sce3e3yvCubFx47+ObXvW5358Jf+2t/9bbbrov6sh/54XdMU+1KPprcLB2Ts5+cxAUAwKUsaYcXknctckRKEamliNQiR5TDk5rq0YS8OQ5v1kq0Ptos2jxFjpZT5GiLaBGtj8gpUolUWonIqeWI3KLUiBqzFiWiiyi5lYgcqUQrLQ4XSewjuhbdpf3VVGJKMaWj4yb5CQdkIkV0aTum2TTkWdcfHOykNKY05pw2N07unF9ff+rZs9npaZrt7gxbG6cunt9pYz198tRyb/fFH/OCL/jzr67DataV/+VTPvnm60+VNuaoqdVINVK0SLt7+yc2t9cH44mtk5uLE3/yVX+qpC63nFpuU0RNJaVpGEtqLeLPvPpVWydiYzFubabl/u5tz7qtzxtRF8uDyLFIbV5rfuR9505fd8PFC7s5dxuLrdJybiXXklqX2ixH3HLjc/Z2986f27/u1I1/84v/at+lVofFvLz5l9703Oc+p5QcR+s8xrGZLFiWAABwpKbDs4JqSkOOdYp1SqsU63R4fXn8zglbNU01DRFTxBRpSjHlVlOsU2tPWFdkSrHKsSp1XdqYDi9NiSnS2FK0owvWx4gx0iodXcU+XZpNeIqYUgyHl7ZHWuVY5zamdjiNVjo8y6tdWlhwnrquRalDG/Zy3f1Ln//qL/3iL7z1hhOr3YvXbZ04//BjOxcPZvONrpT1erm10cd0UNrq4172wu/89q+75YZF7ro2TTddf+LVn3731rzEdJBjzK1GTC21xbyb1vub87y/c/5z/+xr/9gnfWKqQ25DbkOJqbSxL5Fi6lKLNt35wju+6Zu+auvE2HfLE5vl3KOPHewf5JTm/Syn3HUp2vRZ/+urX/7yT4gYItb7++dzrEpb5xhzTLm19cH05V/yV3/mp3+h72LWdxsb3Wd8xqt+/J4f/sn/+J9/4Afe8LKX/oGcj+b+au34dImTuAAAONJStBwpL1Nap5xS6lttKadUh0j7kcaWxkhd5DHyKuWDFutUS4oUUVOKFKuUxri0ukhOy5z3Wh5yjDliSmNOq5b2Ih9EapFXkZcRU46WU86ppVRS2k95SjlSWqW0THmdck25RKq5lhZDOoqW1KJEa5FSRORobdrr8jCfrbtuvOXmxcs/6WWf8spPfOELn/s1X/1ND7zn0cX8RM1t1tXdnXPXXXdqPex1abz++tPf9i1fcefHPCu3iHGd+nme4s9/7mv+yy+86dfe9q71uGqpRKspItp4YmO+Xq8+78++5su+5LN+5Ed+rrTdiIhUUupaiphyakOdxllq6zR8xt1//ML5va/52tcNQ8xmG/Ot+epgJ5dWUs2pftRHP/cffO2X/qt/9X3PunXr3GOPnTp16mB/t6aaU8nR57Ta2CyrdfeCFzznDd/3vV/5VV/6sS96zkvufM7zb7/93/3bH3rNaz7zZS+98+gwScpTraW14xEmsgQAgCPj1EqX5vN2KvfrIYZh2tjYKCnGsZ08UZar3dl8tlyN07S66cbNg9V+Sn3U9Pgih7mNlxYFactllH7s5+sT2ycv7CxPnjq5ezD1fenKfD6r07Rqbe/6GzaGIfXzfjkcRJS+W7Q2zufjNKxyXp84kWvMpohItaUWQz/r++3tzYcfvPCc20612qZp6vu8Wo4pd9vbXSqpxeYwnr/hppMvecnzU8QrP/njTn3bP/ruf/6GH7/np7rNjXFcnTiR9/Ye2j514uWf+Al/58v++otf9NwU0aYapYuI2qZbbz39+u/41m/6J//0x37ip/b2Dvq+i9Tmfbr11u3XvObVX/RFrz1YTidO5JMnHz+FLEfk1Mo4bbVpOLykZr1evfaz/vTGxva3/tPv+s3fum9jo/X9VLrIub7yU/7YX/iLn3v786Lr6tZW6srmarV33ak+ta5P/cmtbhp2h9Xy9HWL177207/iK/7R93/fdz/y8B8dx/GHfugH73zRC1/7mleXEhHRdV1EK6Ucm6MlqR3XhSIBAHiadlfL+XzxW++6b6y5n83qWFNKtbXU6sbGxh3PnteWzu/sbZ248e2/ed9stmgtxWGTHF5ukqZbb72x77sSrXTd+x4+d+7CTt/Px2mKlHI3G8Z1zsPGIt98083nz+2fP7+XUk4l1zaVbnawHPtuWh489rF3vmi5XD326M5qOMqdFq2LjRQ1Ynz+Hc8ah3HWd3WaSinDMK2Wq4fft5qmcZhWi420s/voS17yomgpUskpP/q+/Qff+743/9qvP/rY+VTippuuv/32Z7/kxS88fXIxrVddjnx4pUbklGbTFK3Egw/t/re3/MYDDz44jtNsNn/Wradf+NHPu+WWG7sut4j1UB984L0RcWlKsZRa1+r61luv21zkGtOsn481r8b80MPn3vEb973n/geGYXX99aefd/uznv/820+eXHQlvffB961W4zS1UnJJsV5NfSq5Tc973q25G3KJcYrdvemXf+Vt7/qN32it3nnnC/7gH3rZ5sZGSq0r5VKMHC1fIksAADg+ppiGaexKN9VpWE/z+TxaGqdp1nfrYZzFztTybLY5tlgOU+nnEenwcvjUWopYTXuz0ndl3lobxqG1aTabTVMruYuI9RjDuNrcyDVWrUZtfV/m7XA2qdRWQ+36kmMqMUQbc5qPY4rURYkatcY4rWazWeQU9XDSrhhLLilyrS0ipiHlEuM4pTymXGsd57NFRKzXU615Ppstx+j7iBQHQy1d5Nb6nErUiFbHIXdlHGvXzacpjWNKOVpE6Z+w0xyxWq/7vssp1uO65C6iXJrLOFprqaW+j2gtpTZO61LmY0vrsXV9moba5ZxLtBatTa1NXZlNtZacl8txPu+GcTXv5tMYfYlpWObZNI7rrt9cT6XkrrRIKaYppqnOZvnYXOMuSwAAeGrjNK3Xq8ViXqch55yOdshzrS3lkqPWacxdP9WWSplaS5FS1BSRWk2p1mjTlFPqU7SUU6RpmoYul1aj1tTlruU6jHs519pSX7ZaK22KXCLlOk015W4YlvNZTMOqlHnELCK3FFOsI02pbRxNHRwtok3jejGbT9PYla5ONeVuGseu68dx7LpS61Tr1KJ2pURqwzj0+UTkaCnGOk1TzSlSSqlFl3OKWNb9vpulllIqbUq1tlJSbWmaxsgpp5QPT1NrNWKKiJTKE7Nkars5zVLr2hSttW6WpzpEjpa6saU0tVmJ1mpKLaUYx7GUrrU8ja3rumhR0ypal1puUyt9TNN+6dN6qDlvjbXlaeq6LlKqdcq51DZ13dGFGMfnWIlrSwAAeFxqeXOxGRE5aqs1ldLGmkqKqeaUYp1zmR/OzlvHiGhdd2nC3mgRaT0s57Ptw2UPa43IUXJOKaXcpdZijMipT10qLaJEzW2KcrhPXXNqKbdILUekkmcRXdQcKVJESSlFrm0cxmE+m4/RUrQym0W0VKK1KZcUbTpcwaQrXYzRptzNuog2rvdbDLNFH1NbHSyj5Nl8XnI53N7DmbzaFDWlFmmKKU91HKbFfN7qOK1WNWrX96XMIrppGrsuR6TappzyE3OgpYOSSrQuao4Sdd3KPLeYVvVguVpvzBYx5WhTpDTVMecuRUop55KixWp/KhutjnXWl8PhKHlWh/Ws3xinPAzt5EbZ39vb3NrKuZvGsZTyxCY5NkwQDADAkcMTolbLIUqfcokWrbaIfLQf36dIEVOkiFKiL5f2JNvR/+f9/PF/qTVyKjnlcZyitZRSlGi1RY1prNNYI6XDi+Xb2NowHH5eyf14sIxIdbk8ip0pDg9K5BzjsIqo+zsXD2881TFHrq22WqNNuZSjpeJzlC63IdrUuvm8Xyyi1WgxX8zn877WerA8mGoMQ0w16hSRopR+nMaUUiklUm11SjnNNheLzUXXp2gttehK16aYximnLlqKS5MlRzusianWGjmiRe7TNIwtxlnOJzY2+1xSKbnrW2uldLl06/39NtaIiBrzvuRcZvM+akSLw4VjUirjWGuNrY0UtW5ubUVEtFZKSel4nsXlJC4AAOAac7QEAACQJQAAgCwBAACQJQAAgCwBAACQJQAAgCwBAACQJQAAgCwBAACQJQAAgCwBAACQJQAAgCwBAACQJQAAgCwBAACQJQAAgCwBAACQJQAAgCwBAACQJQAAgCwBAACQJQAAgCwBAACQJQAAgCwBAACQJQAAgCwBAACQJQAAgCwBAACQJQAAgCwBAACQJQAAgCwBAACQJQAAgCwBAACQJQAAgCwBAACQJQAAgCwBAACQJQAAgCwBAACQJQAAgCwBAACQJQAAgCwBAACQJQAAgCwBAACQJQAAgCwBAACQJQAAgCwBAACQJQAAgCwBAACQJQAAgCwBAACQJQAAgCwBAACQJQAAgCwBAACQJQAAgCwBAACQJQAAgCwBAACQJQAAgCwBAABkiSEAAABkCQAAIEsAAABkCQAAIEsAAABkCQAAIEsAAABkCQAAIEsAAABkCQAAIEsAAABkCQAAIEsAAABkCQAAIEsAAABkCQAAIEsAAABkCQAAIEsAAABkCQAAIEsAAABkCQAAIEsAAABkCQAAIEsAAABkCQAAIEsAAABkCQAAIEsAAABkCQAAIEsAAABkCQAAIEsAAABkCQAAIEsAAABkCQAAIEsAAABkCQAAIEsAAABkCQAAIEsAAABkCQAAIEsAAABkCQAAIEsAAABkCQAAIEsAAABkCQAAIEsAAABkCQAAIEsAAABkCQAAIEsAAABkCQAAIEsAAABkCQAAIEsAAABkCQAAIEsAAABkCQAAIEsAAABkCQAAIEsAAABkCQAAIEsAAABZAgAAIEsAAABZAgAAIEsAAABZAgAAIEsAAICPRJ0huLbOnL3HIAAA8P7ddfvdsoRn1h3brzAIx8B9F++96/a7Hzh30VDANXwYekY1PkbMoB3XgT322+gkLgAAQJYAAACyBAAAQJYAAACyBAAAQJYAAACyBAAAQJYAAACyBAAAQJYAAACyBAAAQJYAAACyBAAAQJYAAACyBAAAQJYAAACyBAAAQJYAAACyBAAAQJYAAACyBAAAQJYAAACyBAAAQJYAAACyBAAAQJYAAACyBAAAQJYAAACyBAAAQJYAAACyBAAAQJYAAACyBAAAQJYAAACyBAAAQJYAAACyBAAAQJYAAACyBAAAQJYAAACyBAAAQJYAAAAfXlJrzShcQ2fO3nPH9iuMwzFw38V7DQIA8Ay56/a7j/cGdu5j8HwBx8OZs/d4GBofI2bQjuvAHvttdBIXAAAgSwAAAFkCAAAgSwAAAFkCAAAgSwAAAFkCAAAgSwAAAFkCAAAgSwAAAFkCAAAgSwAAAFkCAAAgSwAAAFkCAAAgSwAAAFkCAAAgSwAAAFkCAAAgSwAAAFkCAAAgSwAAAFkCAAAgSwAAAFkCAAAgSwAAAFkCAAAgSwAAAFkCAAAgSwAAAFkCAAAgSwAAAFkCAAAgSwAAAFkCAAAgSwAAgA9fqbVmFK6hM2fvuWP7FcbhGLjv4r0GAQB4htx1+93HewM79zF4voDj4czZezwMjY8RM2jHdWCP/TY6iQsAAJAlAACALAEAAJAlAACALAEAAJAlAACALAEAAJAlAACALAEAAJAlAACALAEAAJAlAACALAEAAJAlAACALAEAAJAlAACALAEAAJAlAACALAEAAJAlAACALAEAAJAlAACALAEAAJAlAACALAEAAJAlAACALAEAAJAlAACALAEAAJAlAACALAEAAJAlAACALAEAAJAlAACALAEAAJAlAACALAEAAJAlAACALAEAAJAlAACALAEAAJAlAACALAEAAJAlAACALAEAAJAlAACALAEAAJAlAACALAEAAJAlAACALAEAAJAlAACALAEAAJAlAACALAEAAJAlAACALAEAAJAlAACALAEAAJAlAACALAEAAJAlAACALAEAAJAlAACALAEAAGSJIQAAAGQJAAAgSwAAAGQJAAAgSwAAAGQJAAAgSwAAAGQJAAAgSwAAAGQJAAAgSwAAAGQJAAAgSwAAAGQJAAAgSwAAAGQJAAAgSwAAAGQJAAAgSwAAAJ45qbVmFK6hM2fvuWP7FcbhGLjv4r0GAQB4htx1+93HewM79zF4voDj4czZezwMjY8RM2jHdWCP/TY6iQsAAJAlAACALAEAAJAlAACALAEAAJAlAACALAEAAJAlAACALAEAAJAlAACALAEAAJAlAACALAEAAJAlAACALAEAAJAlAACALAEAAJAlAACALAEAAJAlAACALAEAAJAlAACALAEAAJAlAACALAEAAJAlAACALAEAAJAlAACALAEAAJAlAACALAEAAJAlAACALAEAAJAlAACALAEAAJAlAACALAEAAJAlAACALAEAAJAlAACALAEAAHiaUmvNKFxDZ87ec8f2K4zDMXDfxXsNAgDwDLnr9ruP9wZ27mPwfAHHw5mz93gYGh8jZtCO68Ae+210EhcAACBLAAAAWQIAACBLAAAAWQIAACBLAAAAWQIAACBLAAAAWQIAACBLAAAAWQIAACBLAAAAWQIAACBLAAAAWQIAACBLAAAAWQIAACBLAAAAWQIAACBLAAAAWQIAACBLAAAAWQIAACBLAAAAWQIAACBLAAAAWQIAACBLAAAAWQIAACBLAAAAWQIAACBLAAAAWQIAACBLAAAAWQIAACBLAACAD1+ptWYUrqEzZ++5Y/sVxuEYuO/ivQYBAHiG3HX73cd7Azv3MXi+gOPhzNl7PAyNjxEzaMd1YI/9NjqJCwAAkCUAAIAsAQAAkCUAAIAsAQAAkCUAAIAsAQAAkCUAAIAsAQAAkCUAAIAsAQAAkCUAAIAsAQAAkCUAAIAsAQAAkCUAAIAsAQAAkCUAAIAsAQAAkCUAAIAsAQAAkCUAAIAsAQAAkCUAAIAsAQAAkCUAAIAsAQAAkCUAAIAsAQAAkCUAAIAsAQAAkCUAAIAsAQAAkCUAAIAsAQAAkCUAAMCHr9RaMwrX0Jmz9xgEAADev7tuv/t4b2DnPr7m7th+hUE4Bu67eO+xf76AD3Fnzt7jYWh8jJhBO64De+y30UlcAACALAEAAGQJAACALAEAAGQJAACALAEAAGQJAACALAEAAGQJAACALAEAAGQJAACALAEAAGQJAACALAEAAGQJAACALAEAAGQJAACALAEAAGQJAACALAEAAGQJAACALAEAAGQJAACALAEAAGQJAACALAEAAGQJAACALAEAAGQJAACALAEAAGQJAACALAEAAGQJAACALAEAAGQJAACALAEAAGQJAACALAEAAGQJAACALAEAAGQJAACALAEAAD68pNaaUbiGzpy9xyAAAPD+3XX73cd7Azv38TV3x/YrDMIxcN/Fe4/98wV8iDtz9h4PQ+NjxAzacR3YY7+NTuICAABkCQAAIEsAAABkCQAAIEsAAABkCQAAIEsAAABkCQAAIEsAAABkCQAAIEsAAABkCQAAIEsAAADnMtc/AAAgAElEQVRkCQAAIEsAAABkCQAAIEsAAABkCQAAIEsAAABkCQAAIEsAAABkCQAAIEsAAABkCQAAIEsAAABkCQAAIEsAAABkCQAAIEsAAABkCQAAIEsAAABkCQAAIEsAAABkCQAAIEsAAABkCQAA8OErtdaMwjV05uw9d2y/wjgcA/ddvNcgAADPkLtuv/t4b2DnPgbPF3A8nDl7j4eh8TFiBu24Duyx30YncQEAALIEAACQJQAAALIEAACQJQAAALIEAACQJQAAALIEAACQJQAAALIEAACQJQAAALIEAACQJQAAALIEAACQJQAAALIEAACQJQAAALIEAACQJQAAALIEAACQJQAAALIEAACQJQAAALIEAACQJQAAALIEAACQJQAAALIEAACQJQAAALIEAACQJQAAALIEAACQJQAAALIEAACQJQAAALIEAAD48JVaa0bhGjpz9h6DAADA+3fX7XfLEgAAgGeQk7gAAABZAgAAyBIAAABZAgAAyBIAAABZAgAAyBIAAABZAgAAyBIAAABZAgAAyBIAAABZAgAAyBIAAABZAgAAyBIAAABZAgAAyBIAAABZAgAAyBIAAOD/Z+9etxrZEQXdSoqLTa5d3ef9H/KMXVUJxhEhqX/IDowhAZMkt5xzdK+dFzC2MVn6rJCELAEAAGQJAACALAEAAGQJAACALAEAAGQJAACALAEAAGQJAACALAEAAGQJAACALAEAAGQJAACALAEAAGQJAACALAEAAGQJAACALAEAAGQJAACALAEAAGQJAACALAEAAGQJAACALAEAAGQJAACALAEAAGQJAACALAEAAGQJAACALAEAAGQJAACALAEAAGQJAACALAEAAGQJAACALAEAAGQJAACALAEAAGQJAACALAEAAGQJAACALAEAAGQJAACALAEAAGQJAACALAEAAGQJAAAgSzwFAACALAEAAGQJAACALAEAAGQJAACALAEAAGQJAACALAEAAGQJAACALAEAAGQJAACALAEAAGQJAACALAEAAGQJAACALAEAAGQJAACALAEAAGQJAACALAEAAGQJAACALAEAAGQJAACALAEAAGQJAACALAEAAGQJAACALAEAAGQJAACALAEAAGQJAACALAEAAGQJAACALAEAAGQJAACALAEAAGQJAACALAEAAGQJAACALAEAAGQJAACALAEAAGQJAACALAEAAGQJAACALAEAAGQJAACALAEAAGQJAACALAEAAGQJAACALAEAAGQJAACALAEAAGQJAACALAEAAGQJAACALAEAAGQJAACALAEAAGQJAACALAEAAGQJAACALAEAAGQJAAAgSwAAAGQJAAAgSwAAAGQJAAAgSwAAAGQJAAAgSwAAAGQJAAAgSwAAAGQJAAAgSwAAAGQJAAAgSwAAAGQJAAAgSwAAAGQJAAAgSwAAAGQJAAAgSwAAAGQJAAAgSwAAAGQJAAAgSwAAAGQJAAAgSwAAAGQJAAAgSwAAAGQJAAAgSwAAAGQJAAAgSwAAAGQJAAAgSwAAAGQJAAAgSwAAAGQJAAAgSwAAAGQJAAAgSwAAAGQJAAAgSwAAAGQJAAAgSwAAAGQJAAAgSwAAAGQJAAAgSwAAAGQJAAAgSwAAAGQJAAAgSwAAAGQJAAAgSwAAAGQJAAAgSwAAAGQJAAAgSwAAAGQJAAAgSwAAAGQJAAAgSwAAAGQJAAAgSwAAAGQJAAAgSwAAAFkCAAAgSwAAAFkCAAAgSwAAAFkCAAAgSwAAAFkCAAAgSwAAAFkCAAAgSwAAAFkCAAAgSwAAAFkCAAAgSwAAAFkCAAAgSwAAAFkCAAAgSwAAAFkCAAAgSwAAAFkCAAAgSwAAAFkCAAAgSwAAAFkCAAAgSwAAAFkCAAAgSwAAAFkCAAAgSwAAAFkCAAAgSwAAAFkCAAAgSwAAAFkCAAAgSwAAAFkCAAAgSwAAAFkCAAAgSwAAAFkCAAAgSwAAAFkCAAAgSwAAAFkCAAAgSwAAAFkCAAAgSwAAAFkCAAAgSwAAAFkCAAAgSwAAAFkCAAAgSwAAAFkCAAAgSwAAAFkCAAAgSwAAAFkCAAAgSwAAAFkCAAAgSwAAAFkCAAAgSwAAAFkCAADIEgAAAFkCAADIEgAAAFkCAADIEgAAAFkCAADIEgAAAFkCAADIEgAAAFkCAADIEgAAAFkCAADIEgAAAFkCAADIEgAAAFkCAADIEgAAAFkCAADIEgAAAFkCAADIEgAAAFkCAADIEgAAAFkCAADIEgAAAFkCAADIEgAAAFkCAADIEgAAAFkCAADIEgAAAFkCAADIEgAAAFkCAADIEgAAAFkCAADIEgAAAFkCAADIEgAAAFkCAADIEgAAAFkCAADIEgAAAFkCAADIEgAAAFkCAADIEgAAAFkCAADIEgAAAFkCAADIEgAAAFkCAADIEgAAAFkCAADIEgAAAFkCAADIEgAAAFkCAADIEgAAAFkCAADIEgAAAFkCAADIEgAAQJZ4CgAAAFkCAADIEgAAAFkCAADIEgAAAFkCAADIEgAAAFkCAADIEgAAAFkCAADIEgAAAFkCAADIEgAAAFkCAADIEgAAAFkCAADIEgAAAFkCAADIEgAAAFkCAADIEgAAAFkCAADIEgAAAFkCAADIEgAAAFkCAADIEgAAAFkCAADIEgAAAFkCAADIEgAAAFkCAADIEgAAAFkCAADIEgAAAFkCAADIEgAAAFkCAADIEgAAAFkCAADIEgAAAFkCAADIEgAAAFkCAADIEgAAAFkCAADIEgAAAFkCAADIEgAAAFkCAADIEgAAAFkCAADIEgAAAFkCAADIEgAAAFkCAADIEgAAAFkCAADIEgAAAFkCAADIEgAAAFkCAADIEgAAAFkCAADIEgAAQJYAAADIEgAAQJYAAADIEgAAQJYAAADIEgAAQJYAAADIEgAAQJYAAADIEgAAQJYAAADIEgAAQJYAAADIEgAAQJYAAADIEgAAQJYAAADIEgAAQJYAAADIEgAAQJYAAADIEgAAQJYAAADIEgAAQJYAAADIEgAAQJYAAADIEgAAQJYAAADIEgAAQJYAAADIEgAAQJYAAADIEgAAQJYAAADIEgAAQJYAAADIEgAAQJYAAADIEgAAQJYAAADIEgAAQJYAAADIEgAAQJYAAADIEgAAQJYAAADIEgAAQJYAAADIEgAAQJYAAADIEgAAQJYAAADIEgAAQJYAAADIEgAAQJYAAADIEgAAQJYAAADIEgAAQJYAAADIEgAAQJYAAADIEgAAQJYAAACyBAAAQJYAAACyBAAAQJYAAACyBAAAQJYAAACyBAAAQJYAAACyBAAAQJYAAACyBAAAQJYAAACyBAAAQJYAAACyBAAAQJYAAACyBAAAQJYAAACyBAAAQJYAAACyBAAAQJYAAACyBAAAQJYAAACyBAAAQJYAAACyBAAAQJYAAACyBAAAQJYAAACyBAAAQJYAAACyBAAAQJYAAACyBAAAQJYAAACyBAAAQJYAAACyBAAAQJYAAACyBAAAQJYAAACyBAAAQJYAAACyBAAAQJYAAACyBAAAQJYAAACyBAAAQJYAAACyBAAAQJYAAACyBAAAQJYAAACyBAAAQJYAAACyBAAAQJYAAACyBAAAQJYAAACyBAAAQJYAAACyBAAAQJYAAACyBAAAkCUAAACyBAAAkCUAAACyBAAAkCUAAACyBAAAkCUAAACyBAAAkCUAAACyBAAAkCUAAACyBAAAkCUAAACyBAAAkCUAAACyBAAAkCUAAACyBAAAkCUAAACyBAAAkCUAAACyBAAAkCUAAACyBAAAkCUAAACyBAAAkCUAAACyBAAAkCUAAACyBAAAkCUAAACyBAAAkCUAAACyBAAAkCUAAACyBAAAkCUAAACyBAAAkCUAAACyBAAAkCUAAACyBAAAkCUAAACyBAAAkCUAAACyBAAAkCUAAACyBAAAkCUAAACyBAAAkCUAAACyBAAAkCUAAACyBAAAkCUAAACyBAAAkCUAAACyBAAAkCUAAACyBAAAkCUAAACyBAAAkCUAAIAs8RQAAACyBAAAkCUAAACyBAAAkCUAAACyBAAAkCUAAACyBAAAkCUAAACyBAAAkCUAAACyBAAAkCUAAACyBAAAkCUAAACyBAAAkCUAAACyBAAAkCUAAACyBAAAkCUAAACyBAAAkCUAAACyBAAAkCUAAACyBAAAkCUAAACyBAAAkCUAAACyBAAAkCUAAACyBAAAkCUAAACyBAAAkCUAAACyBAAAkCUAAACyBAAAkCUAAACyBAAAkCUAAACyBAAAkCUAAACyBAAAkCUAAACyBAAAkCUAAACyBAAAkCUAAACyBAAAkCUAAACyBAAAkCUAAACyBAAAkCUAAACyBAAAkCUAAACyBAAAkCUAAACyBAAAkCUAAACyBAAAkCUAAACyBAAAkCUAAIAsAQAAkCUAAIAsAQAAkCUAAIAsAQAAkCUAAIAsAQAAkCUAAIAsAQAAkCUAAIAsAQAAkCUAAIAsAQAAkCUAAIAsAQAAkCUAAIAsAQAAkCUAAIAsAQAAkCUAAIAsAQAAkCUAAIAsAQAAkCUAAIAsAQAAkCUAAIAsAQAAkCUAAIAsAQAAkCUAAIAsAQAAkCUAAIAsAQAAkCUAAIAsAQAAkCUAAIAsAQAAkCUAAIAsAQAAkCUAAIAsAQAAkCUAAIAsAQAAkCUAAIAsAQAAkCUAAIAsAQAAkCUAAIAsAQAAkCUAAIAsAQAAkCUAAIAsAQAAkCUAAIAsAQAAkCUAAIAsAQAAkCUAAIAsAQAAkCUAAIAsAQAAkCUAAIAsAQAAkCUAAIAsAQAAZAkAAIAsAQAAZAkAAIAsAQAAZAkAAIAsAQAAZAkAAIAsAQAAZAkAAIAsAQAAZAkAAMB76T0FAPB51FrP/iTG+OiHtY989G9f7ezWHt6Zl9w3gFcwWwIAAMgSAABAlgAAAMgSAADg72XJOwD8Wc8uHH/hp/9q7fsb3tVLl7A//dUtiAdezmwJAHz2qnnb9gCQJQAAALIEAACQJQAAALIEAAD4ROzEBQBv7KIV6q9Yzl5rLaXUWl+y1dXZxzz95c5u89n79vQdePjp9uYCfsVsCQAA8MHMlgDAd2ZzYeBLMFsCAAB8MLMlAPBtWd0BfBVmSwAAgA9mtgQA/qxnN7969tPXKY6Hcx2XLh15yZ2JMbZfXHrjz27Mtd6+SRvgjNkSAABAlgAAALIEAABAlgAAALIEAADgg9iJCwDOvXoHqnWzqZffWq2hhie3paql1tp1Xdsgq/33zu+9wxjTvftWY2j3pbb/tvv36hu33RbwYmZLAACAD2a2BAA+kUfOZb/w4y/9ep5zQJYAAM+UxtNXQskS4HtwERcAAPDBzJYAwLOr0p/627OF3RcveX/mKq3Dp6830n5RSjn+Ol10z59ehl5rjSEeVr23FfWmUwBZAgBfImlOd+J6TQLdT4Xzzin19K/WLDn8+sLNrh5kyeN3OIZYQ21t8vKqAXg1F3EBAAAfzGwJAHyks7NBLl3C/tsf7xotQJYAAPdD4c03CH5u6YssAT4FF3EBAAAfzGwJAH+dZ2cYLtqYa12GHmOMMbY9sk6VejZfcdndKzXEGEuN7a3EGmIutYaUcwkhpPTMzlpn9yel++9I1nu/LTmk/nCDMaRSytm9jfcnb9KFky2nUzeXzvMA35vZEgAA4IOZLQGAj3Q2afC2S94vPUQF4KOYLQEAAD6Y2RIA+GC/M4PxpzcUBngfZksAAIAPZrYEgO/vbbfean9yuvvWuhnXw52vwoOduC69b6WU9fabrkvTVF437/Ho9lbtIRx/EUoJMYZa7x7mL+/8kztx2UoLkCUAwJtlG4AsAYDv3ADvnASPnCJvTgP4BKwtAQCZZMIE+GBmSwDgAzLgV799568ejqfUny1fAXhnZksAQCYBfDCzJQB8w7H12XqJ9ttn95X61a2dbaW17sIVQkgxtV+c/DddNNA/u6sP7+TpPEb7v7WGUsq6Fdgzt//kb3MXQwixhhBqrKHWGmpI8Zd35kyuh3t4vBvx6eBp0zKnn3J6CZlVLvA3M1sCAAB8MLMlAPBnXXQoyp8+td2MBCBLAECWvEFavPxzYzg/71CWALIEAHjfInrBnwDIEgB47YD7xVdGPbre/cILqx7/2+Ntxlfft/CCZeX373Zosx3tQZVSnvjEdeff0+fhwc0+WHB/+ke1Pr138C9uc00gRzd+vZ8j3yNkCQC88WDr1QOsB2O188H307f8tlvunm8LVmrOOefcauEswGKM6VSXUvfI9jbr59xOU6215lJKqaVsxjFekkwAsgQA/kYpxVLi8deplNJSZA2SruviQSih5lIf3YS3/WIcx5YlIYRaSoxxXY/SPm3NEm+iA7IEAL6wp/faevV0ROuEHz9+nDZDznm/39dac86HWZDDnEc9zZJjt8R+HFJKfer6ruu6rpb66J1fP8t386u//ECWAIBx4dsME/u+2263fd+HUNs1XcuyTNO0LMvZlEiNoRzPOTzOeoQQQg21LbjZX1+nlFKIXdfFEP71z//UerhkLaXYdV0Ih6MbU3LW2ffMErWJLAEAXm+apnmep7Y45GidBmmD0VJrOfnDdZy6XtbVwqOWuixLDCHn3HddiDHGEGPou+6tUgpAlgDw5V169Mc6QF9//fROXKWeLWo/+215+LXWDKghrJc+lVqXnC99bOG4a9bDex5CmEoYhz6kFEPtUg0hzHP+z8/rJZd6vLoqtDUhp/v/HiPkMMdx8nDj+pcxtFmTGGsIIdYaQkgp1lpCiDmXeZ43220p/X6/Xz89pdSuEOu67tHvy0kC/VbMtH3GToOK8O4HaP5mkfre8XImZAHgQ8V4Opux7vzbBuUppaurq3Ecu/QBw7tpmm5v9ynF7XYTQmgXibULulJKplCAN2S2BADe2EXj9VYb6wkk60KOvu/7vk8pzSGUknNIqQu15HS8sOodLDnf/ve/0zRdXW2HYYgxtl5qWfL0qSkAsgQAvlLDrBeYrTv8tiZpDfDf610t+cd2O1wN73xJTAyh1npzczNN07/+9a/NZsy5tLX1bRtiEyaALAGAz1sar/j4dvBIC5Jw3Op3nud5zjHUEENM6TdXa1yqlBpj1wLp9nYKIfV933VDrUspoe+7WhffbkCWAMDXb5hwWF7SdV27UGo5BklbWZ5SH0NNKYVal2Xuh+Hd7lvquiUv7aqteZ7nef7nn3+ursaU4rJkq5kBWQLAdx+sv+nVQacXSj16+2df7SUHID68zV/JOZ8tas85t9PZ22ZWwzBcXW1qDdM039zcLMvdFMTdZmIhhhjvmuSwCVd82/mT02X3pzsOr4/658+f0zT+61//M47x9nZK6W6nrPaI7t+aF/IbvLzXDz59Fa0Le37zUrqzGw/HveDaLx5+T3/1mnnhI5WyyBIA+DDrQYSnWwCnlNpAcNxsUt/d7Kd2DkkpJXyukdv5vSml7vdz33fDMJSyrEFixAnIEgD4vE4nH1qT5JxDCOM4Xl1tcy272/1+v1+W5ZOP7NsWYaWU3W633W5//BiXpWtXmoUQuq6zN9fn/K55EpAlAMC5nHPXdeM4ppRKqftp2u/3bf3Gw2MfP6G2hfGyLDmPZ4fH++YCsgQAPqmzy/f7vh+GoevSNM3/+c9/5pJjl1KXaq2l1hrq+WVTHzjarzGcHnhfa8khxhRqnad8E/Y//hnaBWmy5PO//H7F1Xd8Ek55B4A/q00vrFny48e21vq///vvf//737XWruvC/QUnX2D0cLyUKxzPWnGGCfCbzJYA8Cm87qyPp3+7biRVQq0x1OPi7Idf66KduEIIOeeU0nrBVWzb/IZYcs45lxq6YWi/SinVWPu+77oupRRC/f///fPwUTHVGmIJIaZa10mR9HkmS0IMNZ1vX3a4pzGEGH7+3P3f//tPKbWUGmMKoYZYQozHTbiiF/Pvf/z6Mj5dpHS6E9fF39X7n3K2E8NvPpanvxbIEgB411FpGzW2MVlbSRJjmOdlt9vdxUzbIPgrX/6Uc97t5u12qDXUar078Hou4gKAN9ZOI2nXbsUYh2Gotc7zMk3Tsizrn3+DTXVLKbe3t+FkE2S+RDaf8oTwSZgtAYC3H6wvpaSUxnHsupRiuL3d397etg122+mKYT0I7yuPC0sppZR5Xrqut7zkqzTJ6W9dZMXn4b0NAHj7kV/f99vttuvSPC/X1zf7/b6dVXJ61vthO+CvPpJI6fZ2H0JIyQAXeD2zJQDw1v/j2vf9OPZ93N0u19fXteSUUtd1McZ1zcnd3EKt4cu+Y90WSS/L4psOyBIAvqFnZxGe3Szr3ug5xHDcqPfRj3x6J66Hh5e3Pzns61VKTXFNjq7r+mGosd7cTDe72/Ynpze77qe0Du1fEQMxxZDbmfEf/G0qpZSS9/v9ZjOmVHM5TArVr5xbl74+n74U6tIX86/+9ldf5aKfhYefe/aCPN3va/3bl9/40x9/+iPg+jFkCQD8ESmlYUgxlSWX3X4/z3OMKaVUS/6uD7nNluS8TNO02QzfYBE/IEsA4KuOzddfllKmadrP836aQwipSznnv2HNxTRNOV91XQreBX93f3SBkm0MkCUA8EWq5HjNUoxxXpbdbreUEkL8G/bMbQ+8Hfo+z3Pfb9spk3bl+sAsedsstHMX78ZOXADwlkopMcS2nqTWui4s+a4D4lJKSinGuCxLG7IauQKvYLYEgD81YH36A84W2r5w1e+v/uThmvWU4vGmQ4jheEBIDDXU8Oyt1SfuSZscCMdj2sPJIDwdFlfE04f5m4efxxhrPb3J8G6n4NVQQ6ghxuPz++CL1lRrrTHEGJcl1xpCSPHwBP5unLxn3rzu+TxdL376en725fqbX73UUGoIITz6VF90YzWEeLzPMcUUQniwzP2Ju3rptJhkRZYA8IUD5mWjq3h/3FZjOOTBYdRWY6gxxvhYlZwPuH91l9a9ido0yDAMMcZQQ1yXjxx2/r27hXZcye8P0OPZKL+ug7w/3CcxxPjrr9Ge0lpCiKWUUmoMXQgl1Lb7Wf3NR/1pX7RPDMcfbmB16Sv84cfffypirbWUGmMMh6sH06t/oNbArTWkeiidl/dGfbJhQJYAwNu30+nEzjiOm81YSp3nue+7ttSbUkrX9aUcZwyMVz9B2D/7t7qCT8I/owBwyf9wptT3/WazCSH+/PlzmqZkVHeSJSkdRroGu8BFzJYAwPPaW87tsPa22dQ8z9M0jeMYjL/vZ8ndM+aJeccX5+rSAxBBlgDAFxv2pZSGoc+57Ha7eZ5bpdRSgou4jlkS7p3kbUAMyBIAPmjs/vKPXy/1KaU8/RbvpTtxPfrl2qD5JXd13U9pvVe11s1ms9kM//3v9X6/b/txHRacnHzMYRejN31/utYaDyP+rpYS3/E4lPbIXv6dzbmEEPq+zzmnlD5zlvzmMvTTtUanV6zVEy+/tZe8+NedptuODetL9OHikPV1/uiNv+R5WH82c86/eTGea/l4Oe/uAMAj2sVapZQ2RNtut13XXV/v5nn25PBd31NwwRcfyGwJAJxb53BCCOM4tvNJpmm6ubnx7i9/rgr+xKe/fG7wVzMnD3804E8wWwIAj8g5l1K6ruv7rjXJbrezmyqKCP4QsyUA8PhwbRzHvu9zLsuy7Pf743oJ+Fxt8Js7cZ2eTP9w/zSzJbwb/7wCwCO6rttsxmHobm5urq+va63DMKSUlmXx5PAti8jMCR/LbAkAbzCguejj2yY/T++19XCjrbN3cc+++NnHt6292uTGw7d3H9nXK8Vaa9/3pZR2Gsl2u8m5/Ps/P3MtoetzCLnUEGIaxtr29Yoxh5pDfPZZePrt5VeOBGOopdbwZw9Nqffv3sO7mlNp9yWEEGsNoYRaS567lEpZ0nHzqM//cn1257eHH3+6ldzJkvFaay313rf9sVuLT/z2kRd/Cak7vNLazsvrHXjBJnXnH/Bw5672k1Jr7bq4fq9LjaXG8x+08uCR3H8oXXr+FW3KBVkCAL8cZcYYp2laN92al2W/n3LOtdbgXMAXtpLhJiBLAOB3siSEkFLq+34zDvOSr69vlmWxmOTSLDmbPeDlL78nfntR771wMQnIEgD4pDabTUpxyfn6+rod4p5Syjl7Zl7otOLMnLxVlvzmrV26Ah5kCQB8mBhjO59kv5/aplvr0SW1VgPsV2QJwGX/gHgKACCEMPRdKeX29na/37d5klprO1GRl9ddOL4fb7YEuIjZEgBe6qLLP57eIOh0EcKjx0ufX9byYNH5SzbyijHEGGpt/z00Rtu8qN2BtgfRMAw1hZ/XN9M0rftxPTGwrrW2i7u6rss5x/gR7/HVdvfiq7fyenV1nP1ZKSWlWErpujSO47Is3RttwPWbFyNd9PGXrsdor6Kzl3T7byml1meq7KLcPdnm6/An7azPGGN7ET59ay/5WqePZf0qv/rZfFopNfx6ldG6e9j6X/+usjJbAsDf9z9+KbXhWtd1fd/HGKdptobkN1vFFVzA7zBbAsBX8KYLddt7wF3XDcNQa93v9/t5cr3WK7T37MPhyIvOE3Lycr3gmELL0EGWAPBFhnlvOnSLMXZd14bR8zxP01SqJnn9k1lrCSH0nUHF3cs11NdniUub+DuZbwXg7/sfv5SO125NbT1JvWQQyeN9kgymgdfzxgYAj7t0dP6Sj1/3aHq42vXss89vrD7z5X61aP7wxzW0Fbj12CQ1hmma9vt9rqVLKZa0XozkverLaiTGUmqMsUup1hr+WNRdumb90iXyD3ZZCE+8BGsNNdQQYg01hhhCKLXGGEutuZTHXs+v3y7iiT0h2kYOD/42Pvnbww4Q67N0vnb//Cuf7pAd068fyPEnqH2Bky92734XP1/IEgA+S+c8OvQ/22vrQZVcNtg9ls9hdBhjqKXEGIe+jynlnPfLPM9zqaXGUHBXvNEAACAASURBVGJYd9NySPmlz/NhPNH3XdfVWuMXf3Gur7f67Gcc/1tjiCHWWmKINdRSy9nmbL9Z+CcJce8Pf/VaPfuDBz9rj0fOunfW+uHx+JHtZ7P9JKVQf/Vew90PciuTEEMIMcRnXzwgSwD4uwbQfd/3fTfNy263m0u+FzDBCOmVz2ob0Q7DENYK/NZR/eWG1E8fI1NrbYeHtoN62m7aIEsA4E8Zxz7nut9P+2lq+0c1uZav+x7/J8mSEMI4jqdX7vBpv1+llLZFQXv9H6/SWg8RCgodWQIAf0p7pzvnvN/vl+N7w56WNxzs9n0fvvVuZt9jtuThAqqUUvtxWAsTZAkA/Llxc7i5ub29vQ3rGt9SDtfTp5hSqo5SfG2QtLFs14WyGNR+Ad3QD90YY9sEIoYY1jPpSym2aEWWAPD1vGJnpNOrp04vHSml1PDUKuFf7UR0dvvh5KjEs+2LTi9Wefjx0XDsVUoppZR/flzFk0R5OmPWpdVv+/L71TLus79dd516ep+uZ5e8twfebifFFGK4/7Xu7dHwklfvyx9arYevfvoVT3+UUurXH7dSSt/3fd+PY59SKCXkWkstOeec87Is67NRShmGYeh/rM9SSunq6irnPOWSc86lxJhKKOtk48s337t7AfiZQZYA8JdkUhtRleMmrdbvvsNzbkul93SY6Lh/OdY6+m/7Xy/LsixL13Xb7Xaz6dv3Z1nqsuT9vJ/y3LYVrnc7AMdSylLy5mrbpRSOkZlzaVfodV2XS8m51JzXb/pxlbxZMmQJANwfIp+dxmC0/A5SSl3XlfrFduH60oPp0w5co2KdvZnnueu67XZsc4a73T7n0uZGSikllJoON9KUUtrsx7rC5NgkebfbhxBiPwxDPwzdMPR5X9cfNEGCLAGAX44y20hrGIbTc0v4o1nS9107R1EGvmeZnF4R1+KwdcV2O4YQlqVeX+9ubm5aeKwfE0LMNYeT2cVwd27i+clC0zTN8xy6dhnYZrPdbLebUmqLnLazsLkyZAkAPFImXdd1XZdzG3hZMfLHn/MYY5diLjV8qempZ0+F/8T3PNwta0mpXUm1Nkkp5efP22VZpmlqPw5tFUqrjpxz7ULo0l2NtAceYw2xptiOhlwXrrRbziHM87ws+Xa//z8/tu0LdV1n8y5kCQA8ro3Sui7tdrt10ObN3D/quIFBCcGZF+/XVOu57G0OJMa4LMtut7u9vU2pX3eVaCtMTosrl5xPWuI0Lc6Wiaydk7oupVRKXZblf//3fzebzY8fP4ZhCCG0ORPfEWQJAL87uHk4xLzo45/420d3H1ovW392b6Jnb61dQJJzTimN43i9n8dxHMcuxnB9c5tz7rvUdzHGUGvNIeaYckyH94DD3bHusT4+1A6/3rVpfX865zyOY60lhC6s7zq/7/vHT3fAn74rQ8r/558xhZrCElOstdRwtyA7XlgpFz11z75C2pKJ0+2q7l2n9HDnt3t7Zz38cudfPcYUQig51BRiDO01VXIoOcRYn37un36kcdiUUko+jPj7GEopeZlD16WUagldN4zjpu/jlENKYbfbz8syz/NSS+j7NhFyeHF0aTm/J6mv914i6+qULqWuxJJqSLGEOpVcYqgp1lpLzjWE0KUU+mUpNze3m03dbjfjOExTWpal6/qUUimlHq8Qa4/x7ICgh6ti/DuMLAHga1t3KS2lzPO82WyGIc1L2e/3tXj79v2+CzHG6nj3N7Xf79s0X9/3IYRYckppGIaW9CmFvu+WJc9z2U37EMKScykl5xy6FP/wgqrW5Dnn29vbZVn6vt9sNl2X9vsphDCOo8kTZAkAf5c2PFqvcR/GlHPY7/f7/b6LsUvehX0PbUmDt73f/FkNIdR62MM31ZJzrvVwaVap4fZ2v9vtaq1zySml8o679LY0ahXUrhBLKW23wzAM8zxrEmQJAH+d48lxqe/7lNI8l93utpbc933Ji0UO75kly7IE28W+6Wu71hrq4eU9pNj3p+vLD7v3rhfLHQ8PrSWEUkr3J1/8bbV9OF6dlXO+vr4u5erqahPjsN9PfW+fCWQJAH/Z0K3runXd7W5a1s2FoiZ5LymlGNqVRUmWvOHQv+u6zbg5HKa+zDmXLnXraTzrYvdSSzhZpNFWUv3Z+xZDCCGmVFuIxjjlZbm5rimO4zhsN3WZfQd55b8nngIAvqi+7/s+1Vqnaco5r/sReWbezdkR47xV7I3jMA6p60KtdbfbXV9fz/PcnvCS6zRNy3LX4etZiuFdtjk+3RCiBdKyLLe3tznnofeOAL/xT7qnAODvcdHw8XTE+egnXrp3VjsMoe2d1S47uejTQ7g7riHG2Pd916VpWtrS25j6ZVliqH3fxzcaJa8XyRh2n30T24VbKaXNZjMv8+mBfS98vZ2Nnl/xDL/kBXP2Gj7diavNM7z8DvxqZ7nTzb5OP+zZbetOX13rEL/v+67rhq6rpd7spnaaYV3mcRzXLexSl4ZhaMeSnD6T77O+pJ4+tBhzKTHGfhj20xRCqOGfoetKKW01fHuR+KlBlgDwfaznMITj4STD0N/c7NqxCbLhQ74jbWU2r3C4Outk++lhGNoViTnn//znZ1tbss6BfOaXwXq8yTTP9fr6//uff9ZH1x4RyBIAvo/2Jv16QmJKaZ7n9oaxo6bfOQ7D8UiQcRy/0J0/my352E0R1rvRntL2TE7T1K7OmnMNIcTjtsvxcz+rp0fCz/O82+1+/PgxjuOyLO114gcHWQLA99GGcV3Xtau/cs43N7tw3CY4pWRf0ncrk3C8Bmkcx/DVTix59HzMD8ns/ijGcH19syzLPM9teqQfNiGEcNwg+HO9QXD/mashhFBjCLFL7cm9vb0dx3G7HdsmwrIEWQLAdxsNtxUpIYR1ALfui5pSyuZL3ndwf7yIa/lC9/nzDPGHYVj3Vs4573a7szXrtdYvsXj87Gq0Nnmy3+/HcbQ5G7IEgHtDsd//3F+N5x6sOb7/t+H8tOn1aquzy67aUOZsGLbuedquA+n6vutSCHGa5/00lVxiSjXEUmsIsX6O61xqra86YPv+sxRCaM9PrfVwAU8qpcQPOiCynlxEtI6VUwh9Sn0KZQk1tLfLH3kNxEteaQ/PZHxu1fhzr7d0eGYPDyGGenccfX10CfvLf5Se3RN5/al5uCwqpZT6flnybnfbrto61khs97bkHE4u4mq/av/v7tfxkYmq+OcrID78FsfDQvjD407dbpr6/bQZh3TYWqDGENq2xuFkCy//PiNLAPgjYXPWBneD6nA6uHr8+pmHH9zGfOtgruu6GuM0zfv9VGtIfd8OjwsphRA+el1wPKuvi+IkPlYm8fD/QwghlxBCSDGGdx/MteHv3Ui01phSDKGGOHR9F8NhEcTdJ8Snh8nHkzfiwya59KVYQzz90g9fQvX+K+/0ntbfDvj2KJ4YXrf6iDG2s8/b9Vrr/N5/r2+WZTkESZtwCOfP4vrkHSIkHsoqHpukxsOnxfsvxPpur/VWh/X0DsSSYqj1dpr6cUhdqsshSw7frnr+JgXIEgA+tbaovdbaBnMhxmXJ0zStO6t+1zHN6Vvs4TiVNA5DG6Z+hveY27fAmoGnxu4nm/a2q93Gcez7LoRwe7vf7/e7/bS+zr/Zi7k99mVZliVvN/1hFsj0CLIEgC+qbe/TdV3f97XWab+fl9zOTAwhzPP8vXenbePUUkqtdRg2V1fb1KVPsr681tqlru+7nL/58/+bL+C24Lvt/FtKub3dt722Sild1681su5k9X3KJIRlWaZpallSa9AkyBIAvnCW3DXJNO2nuYTQVgl/74NKTq+/DyF0XXd1dTWO/fH95vrhd6/UmlLq+z7n8o1fgfXByqhLo/rHjx993+Vc9kc552EYNpvN9X5aJ8S+q3melyW3qzGj67WQJQB81f99Ol6Iv9/vp2mqIaR0mCcJIQzD8L0vTK+1tit/hmHoh77WUHIOXVdLiR999dTxIq4wTbnrvAv+2Kt36FPf1xB203R7e3s4kb1LXZdKCLfztC6d+iQbFr9xztXadV0pZZqm7Xbr9YAsAfjrvPlIvS1saL9+eAX8gy/3zNCq3dR6MOJ6I22Ym3NpcyM553Yh/jwv+/1+WZZaa4yHfUhPNyT9PE/8+hSFy9cJ1FpTiu0ounYwS1sJ/ePHj+12U2soNSzLUksONd2NX2OobRuydxzQxhjb6u2rq6tw2Bz2NSvFT3/dDgh/dGOrZ57J+3/9cL+4073LYojrKzAeNzp74ms9u09Xu0ar7/v7HxM2m2GzGealzMuy2+32+317aA/Do/3Jd50waU/X9fX11dW2lBpqPRytWO+W07iyC1kCwGfUznAIIfR9H2OcprmdEn033P+mD3ztvbYCoS1I2Gw24ziWUud57ofxU2XYutPrXz1+6vsQQs75dITdnpVlKbv97bTMS15Cil3qHumcv+aaplJqPG4id+kmdcgSAPgY7cqlvu9LKbe3t+tcTUqpfuth8OFslq5rg9erq6urq22MYZrmeZ67flyWZei6Gj7+fJb2PUopllL/xI2//G9rOD/95v2fiodTNNO03Nzc3M5TCfWj7tinknPu+3Q806SaH0GWAPAFhi+bzaZduzVNU3v7+W4X2s8wJP9jo9t2IVO7em273W42m3ZUdq11HMfDhW19F2oN6eOfha7vui4uS/ngJfj1I18T0zT1fd8Oaz+dO5rnebfb1RS7oQ93R4XWv3Y/5WVZxnHbppXMliBLAPgCxnFM6XA4SRvEtCxpo7rjeWzfUxuxpZS22+0wDDnneZ6XZWk7j5Val2UJm/GTpFmXUozHi3PeutDOnpYn/vbkyPaPGD8dj0c8WypzmD+JaS6HgXjsu1DbOqA76a8ZnOec28Kew9Vu/qVDlgDw6bOkv72dbm9v24rYZVnaSP2wKrp+26vxU0q1lmEY2n6ybVFNOK6xmee56z/RtmO11raU/C9fsvzjx4825m47Fpw+FSml1HdzLet2Dn/zz/XpnhmHmgRZAsDDIeb5iPPo8Y8P6f5vL9zLKKT2WfX0zeKYuj71w7Cbcq4hdP3Slrn3Qwih/OJrPXRYc9x+3T7j84RHfep8j1rqZhyvtlcpxGU/h1JSO36uhlDrPz+2/77etxUMKaVQy/vuvVVDvLvzJZftdjP03bKUEEpKqTx5ckl59LtQa4ophlCP36cSagm11nL2XvrZjZ+91V5rffq7XEtqN5JSrDWUHJa5dF13nLgoz72g0tmWcW1TuGEYxnEoXZzmcvPz59Wm34w/2uMooS+pm2Lqc0jh5PrDv1iM8fSH9/TfFs2GLAHgcyml5pzneSmllFL+kkd9ugHXZrNpl6u1K9bOxnCH56R+ivscYwzHtebfeDF3rbXWw07W69L2YRiGoas1zvNyvZvzPOd53gzJ8BpkCQBfeuR3eN8/57zf73O9G4jHy0//+HJB0pZBD8MwjmM7e25tkvYBKaU2HdFOejnOBMWPveft0rJ2l77x9yilFGPKOa97wW2327b/2H6//3/tvb2OJMuS52dm/hGRVdXn3JlZYDi7BCisRGApUaHIZ6BEkS/Ad6BKUKFC6pSXAhVKJLAaX4AACawyArHA7s7w8p7ursrMcHczChbpFZVVXV+dWZmV/f/h4N7qyqyMCHePSPu7fa3X6y0Zm3n9NGgSACBLAAAAXIY+MVVlCbSI8bhsWeLGbgih+0laa/3y+7V3FwoRMXl/jNPb67TriXnZXoKeGZJSSiky0zTVzWbj1Qg4RWYWmr1GUCYAQJYAAAD49MbfbKnvMluWreUv9ZK9jlNKyfPdPXOa5vR3644IT/2fvSW0cDCdTlCFEIhMVWOMrbUQwkXOUVMl5hBjiCGIKOnd981UploqMYUUjZnMmqp7VC51HACALAEAAHD5LA1sEWlz4SJz18EF23mepXB1dcVMpdReDbm/2iPZergXMxGfvneL10ajX6BFoIjEnFMSIrq93dzd3bXWRISDuIQOMZqqmYYQoEkAgCwBAIBfnbdahy8Wy9p7da+J9d7bXy69tfvNXORXleaGD4F2W//M3FprrRHP0UFE9A47b3cs8388dip0k/okVnUXHsx8dXUVYzSzaSp7ueM+4H75IkJk6/V6fkntQSUur9ZFx21o6JFjIUSPJVtdrYioNfVkmN6W/plp2RuE2SnE4h/ux+jL7HFnktevt8dn4tO918Fvmb2z9xsPmSOilFKIoRF9v91M221tjcwkBL+e+VRVTbWnwyOIa3/LYZ5TizHu8qJIVQMLhgdAlgAAAPh442SWIr30cM5ZVWttIYRfzZBzvXF1dTUMqTUrpcwb8A9zx5cRXDt7nc/h5P1UL2lxLpWJx8uZ2fX1dYyy3pb1dvI52ik08IblMm9GEC/b20O8AcgSAAAA5/GVEyOR7XoF/lpxL65JxnEMIXhxra49fmQ0u6g7B1nS816WJuaFoaoiMgxDCLJeb+82m9Lm2mjPdPIBP1owPRBRRIzQQhFAlgAAADgDc9YNFBER4Wkq2+0257wXWnPZeFCW+0mmqZZSfFhSSo/z+3uFq/vwtnAyMWBkvQhBSumSkiiW5c58jlw2/+Uvf5RSGpG6GhSmRauW+2nC7f3swO4qXHMIwT1Os1aBQgGQJQAAAE6lSWRHrXWapmWOxy+CN0yMMbQ25yF4ca1FRvt+/3KPmNrrrnhadn1U9GLWpy/FEIIXQCulrNfr7XYrIixivV4zkZHtCRHIkufH1nYaW4RbMwwXgCwBAADYB2/Icf/JT1smuN9/zcTAzGbUWt1ut7367XGN7aeNIFtkYNsr/+ZHWuvhL8nDVGx3FBZiT/ANwRsminCttdbWQ6HcBfFYk3TRQmSllBDCCZMb2CgYC5ERRwmkak33ksXfsMB20TwPCh0bmZHpXGrsTav3pTfMR2NiI1IzYjFi2x00hhBSIOLS2rSdpmlS0+AuLHdY2Q8n/eR39uK/R6/xEwLsXgNT7815rIeON5hk5nEYSI2NmNiLNHiVCzyZAWQJAACAY5qwiwbtvaKUiBBxraX33+gVbw+rTOaj74zpp8y198uSvS6Hj//UaFdYionYhLm1KsxXY845MwVVbU375/R0hceffN/IRc1z4pW8ybvXrfpQk46NwmxNSpLgWmrP3n3WQuVHKoGfGj7ukvYpXfFOyc27w/tiCyE2q6VWlhBCWK1WZtZam6btdrudpSCL7rK1+eHsn9uGw+tliZqSkbC4z0fouJFUQizMRBZEVsNoZsvqFstlD30CHi0eAAAA4EDCwKNiXHvsYn6s1uot5y78+o2MrDdl92QMb+LelcYr7TB/21lEcC3yBNzr9YnXp8yDLyIppRjITDebzXq9LqVccCcWnztv2bnzAB33OeBbD55bggcjeD3wlgAAADiYOaKqtVZmjjG6OV5rdT/JZTfgY2Ilnd0BzMx8c3OTc3Z1ofqGjeHugvB6tf7pp0VVc87eq+TIIuiIi8Qj4nJOLlC+fV+XUkop3rH+onTIo34vniKTYkwplake+2ZUVRFOKcEdAiBLAAAAnIBeVEpEYvSwpeZ+kp5Scql6rP/sBZ1SStdX10Y2TRMRkYkPi70uqyaE4NvbZzKtZhZjDEG8uPOHyZLDBvmklGIKZrTZ1s1mU6atH8LLi11wS8Ra6zAMKaWb6+uY0tc/vpWpHHcSeX4I4KkIIEsAAACcAE+EcFuk1uaxW8v4Jbv0ksDMLCwxxnEcSy0uRZZ57a8ZhN2brY/eyb0lZuatFD+17Z5i2E5ts9lsp6KqsruQC1yWDy/oy83NahyJOYZQSi3TdNQl5YskhBCCtIZ6wACyBAAALsbAeMv+8VsNrCeyhB9Vqn34ngevepZwryvV80la02maWmsvJrbaIurpM05Nr6ZFRMJCRMa2Wq2WwU4i4sVl9wo69bHdm4UQQghhmqZa61wm+GkNRKZmR86BZ2YzHYYhxljrASLxdpc8z75LnR85kfZ++WIImYcR3g/7bnjNjFi+fv1+t9mIiJrv6PNr7qkzkbt+N7XWgoRlyYTHi6pfckrp6upqHAevtaCqZtRq/YgcIaPVahVEynbaC5BDmjuALAEAAHB4uiDxf3oqhftJLjvBvWsw3xU+hqV1Vlv4Xu71/CdlV1h5/qdIoEXvkctZfg+bAjFzrdXXoSd3EdEwDF++fAkhtF2vem9ruEvu56OuFq8CDEcJgCwBAADwcdZq7wbIzDFKra2Uch999AuMAB16A3hZYXkO+jq1IvAN73fkuhy2T84rrOHZW+Iz4qftAlL13idzGRv2SxeTVyPwFKCrq6urYXCVYk21VmaupYzXab3ebO/WLOHY3Q1TTCJiRp63AwBkCQAAgOPidmrvk73dlh7RdNmhGj1FZBHExQcf2zORJcxzSaWlL+JsLXXa1f9NKRHp44YwCz35WZUz71ZgT1tyt0lKaRzHnFNkLqWt15ue0O+1er0ERQrx2FeecopRWrO4C6UDALIEAADAca1ATyZxI2mapm4h2dEbuZ+FOOlRNIf9WDqbIC4/iXfXqvrJylpvGgS30UUkxhhjFKFpW3LOy4N2zfzZFycvEmP8dru6uhrHUYRLqZvtRA9jLGOMqtTTvY59bjEEYapmgqx3AFkCAADgA3A/iQeQlFL6Di5durek10EOIYzjKIduTbzMpD+5Ae2Gr2pT1XOOyfFuOTknZlmv19vtdshxGIaeUW/00FvymZWJe668GrVfdQjRTKdJSynhYRwgEaWUttttKWWuBHDk29O7KJoZ8tsBZAkAAHxi9szQJxuEv94X8b7aXD8SFX0j3+3mGGPPsi2lMIfn9QizPZOMIc+eqb4Uc7O70rnG02HtoShaSiGinBIRuXk35mEcRmJSVRMhIiZmYrX9YCd7wZ4mYjMzNZOQOMp6Wze1hTxUImV9WgpYz0S3oy7H1WrFTF7NiX7OAbIwlK3/6Vs1WPd1VFWjueSAmeUcY4rTVLfbOy8ENw6p/wmz8Xwbsc6ncVIR9QrVYcJsxERKFGNsqkNKRGRqrBZZrldX4ziaWSml1ml2jLD0NJtqakQppSZ0O20m0jgma0Z6sDPvx+orIbEOget2O8S4vrsbhuH86yUAyBIAAACfVTK5o8ArlnptnxDCBRff6o4C7w45B/GnbGRMc4nkA5qsvY7Z6WONZqPTzsF1syeBYoxGcxGqYchEtF5v3SdAuxCmT4pfqaoyEZvrXRYWJjYyYV6tVjnnGGMvvfUjvJXQVGudSwMbmfHhdEJfEv6Dql6t8vLoeGwCyBIAAABHtJlCCCJUq7bW3NyJMV5WFdYnZEn3EV1fX8cQmVlNzUxY7Ceu3cg8iZl33TZcltz7Fk43rsLsF+5pG49lyUcKlV6jzP9ZSzXmcRxjDK3pZrPxZi+9dvOnvsXm2feFpeoShYiYWMlzutgL37lOfjwpvnhEJIh4fTySY8kSbxvq63a1WvWXUIkLQJYAAAA4OmbkJpFviKrqZYdq9LYYq9UqxdS0kc0qomk7yK6wx8N0WXIm9nFvVC+nrqqkuyq/NJeW8vR2UdX1er3ZbHp/8cuouCC7ZqNzkJ/pvZA1c0fl8wk/8/QZzWqNjz6DnmzWc1rQPBFAlgAAADiaqSTisVsOPWqqeJG4Wogx5pxzzst0CCLig+ox1Xlgu4/ihMnZbtcu9edjtfbB4rDbviFFI95spvV67WY37/jssiQQ+/ISkRiCcBhSljl/aW5m7yWkuwx4cqCYOQTZbDaeDeWJT8JycP9bdyQOw0C7Gn14WgLIEgAAAMc1UolMVadp6tvS/vsLrgTqFziOo1d2qq2666DWmnP2iP+DHGXPpD6PMlx8Jr1oejnmEELOubS62RbPbu9Vqnso0QWYxcwcRGKMY4rDMIgQz2KVlv6raZr2grgerCji7XbrmkHd0XTosMC+MEIIwzD0c/sVivIByBIAALgcXrQ7+5f6a0zDFz/tyTJfjy3j/uoy0ZmZYww9nH25R7sTJ/Lih9Pn8av0Hd/WWkphHMeUklta/dq9OLKnI89/Rfa+thittRAjEZVS+1jN8TBPrwwyNaMD13oVETUTnk9gGHIpsyPiydTq/Zpjz174opLb0ytz74WlwHAPUkop50TE6/V6vdnWheHbg7s+43PAV1GvamWqMYQ8pJzSkJJZ09bmvHcj2TktaRfMthf11x1HOedpmtxVoqpe/kzN5NDxlr2HT05iVf0WgCABkCUAAAAOZqG6Q8ADRYio1uahI7+CXIwxek2nYRhurrLHwDRrRzri+UQf9Q7obmrq7pQ+vguhF3xzf4gXnso5mdH379+3260SEV9IpJArXm93KCLCYRzH1VUORLWatiYi5Jnqs63/gvwzs5QSM/kaPupq6RFcOWc8NgFkCQAAgCMSQvAEg9oe5FRctixxG9GNrSCBaO7Hd7w9YN8pP22++9Ipx8x00raDvcxASinnnFIspd7e3m6329lLcCkrsc97jDGl9OXmSpW06OwO8nl59UT4QhJhr0txbFniJx9jjDGgozuALAEAAHAsCzXGGEKotU7TZCR7r14wrbVhGK6vViKspsv8/mMM9RzA0/xAfA6zv4spaqcKyHFn3TAMOSdV+/79drPZuPuOmZvqxXhLXAMPwzCOY07Rmnm5rblGML857EpEmGU7Tc93NTnUNHm2TwzSmqEkMIAsAQAAcHg8jquU4pWOiPdzXS722zHGlNIwZAlsNpuEvVruYW10z5jveQWqSnxK065f215c2ccrkxCCq+JpKpvNZr1ei4ind6sq2eWUpB6GIaU0DIMIq1rZTCGElGIQabUR8X0nlr4cX7pziWyz2fyohNph5WtKyeelNQ0owQUgSwAA4IL50Xb1m3Pcae+fj95PZjtzz9sF1tZUW22NRT6vGcj+n1+Z7X5+gLoqYPaCQinnzEzajIhYOPjlG82xNN04fItx/CP73pRCCkRcSjVbwIWlPwAAIABJREFUZLHbjxMJ7pta2GFXmi2WiS5SiX6Q97KX8v7UWf5oQXoOts3RWsSsZjEE2y34mBOzbEu5u1uXMoUYmbmZuanNwicM4mLbXZzdXyv3l578i3n2iYiDkDadK/zGcLVaibCwqZo1zTmaUWu1/4kRmS8LfuH5YGZqlIc4ldqaMu/WLT1/eq9eIXPT+d16MA0ShhSiEJmxNSLoEgBZAgAAl8hh84ztOZNyfsO9mc1ca2vamJmYWNj0WCf2EbLErUabLbM9aSBsqk2IYog5pyEnF3GBu8U571V7T7oHFuJLyuSlEmRsRkGimrWmOw21nCH74do4wnojYrPZI9RUu8n75PnbC0tqv/LbQ4HNTBRcmaixsHi9L+ZhGGKMm9pK2U7T1FQ5RJ0/j0mCEpGdeEUtFe+99J3/e2JBLDv8tFJCCCln95PMjrKmRCRMrkHMzFeeESmZ7CSNFy3bm7XlHBkzS9iWrRmJPCjmdogVw0YkvQ+9aogxBW+vY1F4T3WjHheALAEAAPDTGmbHfZe6i75YVd2lVqePF59EpO1cmgDe27hHPZ+Fp4eZbRci6BFBqnp3d9frU30uGfx4dS2tcx/YlNJqtcrZY9J+6tI82LKPT4xR1Vprxyuf0P1+Xi3NK2WjiyKALAEAAHBge3S2PGiuu/WLlN5yMzGl9PGdy92Yq60ePHHlZ1bCx1Rd090yExYRGcbBc7XXm3Wt7dMuvwfdZpjJTFtTr+0WY7oabmIMIsH1gxfg/pnJ6qPEzCmFzWaqtfZ2KMeTJUFCztllidfj+hUeFwCyBAAAwNEt0R8ZMTvr8GLjMWKMvYn7x2sDH/ZW29y6+zzU6dEFgSfpGDGzxBBjTDmr6tfv39abTYxx6QT41O35+m3lfdCHYRiTqM49In/+upaaxA9VSjneiM3RZUQiklJcehehSQBkCQAAgINbjLY0T3Xun3CxxT89cOgkmqSbj6ftWHJvQz88uWMfiYUlBiGKKbXW1uv1Zru1XT41fbYsph9NsYgMw+AhgjGyqrWmPULy5z/f8ZAqM6q1vpTRdIBF684fr/rlAV1o7g4gSwAA4Kwtkp83OI50LLch/BAefaGqQYI9yiL5ZKbG41R+o6X950FTHjvkDRNzjh62RAfdvX7Stu/b/7QIhvHB383Iq49y6HlxMeAZ277yXlpUb3h1LwVinivhlGJtWsp0e7curTJziLGZkn2+hGlfQoGZ7T4A0nOWvOo0M5F6bYMHi2E5LO+4kV2TeBjV3d2mtXYozfMDFc1eRizGsFTUS7/N07cmRAuALAEAgAvg4N/obscQkfen29+tN1qmvIuI6bkPzqIEqj0vGPzSUkrjOOacyPT1G737b+O3neTyHHYTwY+qVL1KepnZYReF3ReIpmNYtMtzNk+6UKtNN5tNKaVoozktY7Z9P5E5O69AnnuMuCoRkRjjarWKMc7FzZo+vqgf6ZBXejz6of2H9XrdP9al4MGv1HV+SimE2EsjdIfJ3llBlgDIEgAAAK8VJ0FCqaXW+vFFqD6M7o7ov0kpXV9fxyiqp0+aqbWq6S5giS94CpbFmoyoqd7e3m62Ww5iXW69Te6diy6hObvdtFW2FkMYhjwMQwjBi2+bGZOpKks86JFnb9s4DpvNdikMjqFJVJV3LUe9/yOeogCyBAAAwE/RWksxichUph6MfpHsGmRbL3s1DMM4jsGbuPMpm2C4W6DWSkbH2Ns+K1niyQ97iqO11kyHkGprrknmvjCfaiR8EamaqnKUnPI4jjlnZu6p7Z1jWPLMLMLTNC3W1VGO0lNlUgqEHHdwOFBeGgAAfm2YjOxQFYE+gz5hEfFYf9cky6Ca00pEuoj07hcHP4TA/MCa9drA3rWT9mrrfsJrDCHkYRjHMaXkOnOv0PaRouNEpDXzrBJ6dQDYu1Q0eXAaArLAYYG3BAAAfl1yyrVV95Nc+j79vekWwtxpoTUVERFuTYOc9vRma1Iu2tBzWzbG2VvSr9X9V9syfepmfGrGTDHG6+vr6zEFJjOrtfoF3tdcdn3Chyxq51lhKcXNZttaM7vP6zh4ZblegCvFYEaGCC4AWQIAAJdrQNueEfDKd/7IXukdss1MQurlp0Ros5k80dqTj3cJ48TE9oqopr1zs/2M+DOyV4SJSYPQOOZhGIiIeQ7eYiYJ/I6xfcfMdmlEi3wACaGoFTUjEt/n3g1dIA9q+jitwsz0wIAme9Z5wayPx62vt0bsqd5eIcrLnd3ebVKKQ442x2ywmDCHGEJTJSIx0lOrM3vJaRPqJoioKRE1JRH2ab3KwZJ014j/crmc5iAuevZmsWcXJJtRM2pEpCRGpMzDMFayPzbbxhKYegk1fqoNzvOjK7o4BSYSZmMiEjVrylKyyO/XowjVWvqa6Qn3SGoHkCUAAACetjK7jehb8iISY1C1aWq/1FCEEFJKP9lO++D60yOXtCldRARXt8LdNk0x1VpFJOcUY5ymUkqptXpV2U9tvS5F5smdPEEkCK035Xitb2whT1NKB6ymDQBkCQAA/BIsO0X4pqYIm5Gqur34C33hxRhC8FLIJ7f+l53LmVn1onJ7+vDWWnPOqzGZ0d16e3t7u2ymcc4Vx/ilhPsQgtfXflxe7BSSW5hpvV7PgvDQy3ternMMJA3DwMwe/HnZ2VAAsgQAAMBRbEQicj9Ja/VMGop/sEI7H9N/mf3cKzXR0Xpyf+R1LXvdBAk5RSLaTnWz2fSQwt2bP7HHpLXmGVnn4C1h4VKt1krHWd7zvgbNWSXd5QhXCYAsAQAA8FpU1Td0FxWQ5jTcX82keLLF+Gkt+Lmo0aKA7METlE9jJTO7YyrkXGv99n2z2Ww83/1Bb/tPfmfFGHPO7jo48boyvr29Paqy3WWqsLdh8XDQi1mxALIEAADARxhPywj41t7YSvziWAYRnc+ZXEwYjGs/VyApxbttubu7K6X4/rp7GBaeovMWV8++en1zc3V15TGBbqOf8FRba+v1OqV0POFtXt6L2Tux+Cz7D5AlALIEAADO1/A90pv7n9yXGX1sS+3Mvq5G7ju4qU5TfXz0e6vCLmDkjYiEWVvjFFV1L5nklebjoyJjdtjz9BNzM13pPvCp//L5v6ddRM2uid/PLlcRbq1FkZSSu9R8EPiNy5KZU0oxhtb069dv66l0rbIUY325nW9uCTPvCu/228fPP6U0juPNmHwePZRrEZl2P5uHeoZ0DfB4wEOKKeXvt3cxxtaauD/qoCGarTXhmHNupd7cXPUx6c1Jl9dOiOwCkCUAAAB+ZF31jepSygV30fW04yCiqk3bkHOM8Wxz+nspVWZWPWLzu9ecyX1Rqbd3b3Ed1RMtvPP3dlu+f/9eSqHwac0MNSYKXZoZkVFr7erq6suXGxEi05MvIXeBquo0TS6EZkV0cLXPVEoZ8xBCJKp4rgLIEgAAAK+zIRaGr2sSVW2tqSpfbuktv97d7nVIKcUg5xkitV+Ga9dm/lTnyTy7XN5RPbl7BmKMKaUQZLOZvn37VkqJMepF3FB9Xq6vr29urkKg1kz49As+hGBELgu75+lIq6i1lmIUObkcA5AlAAAAPo8m2QuicD+Jh1tccCFPEWmtMVmMcRhyCEGEz3aafGO7O7L6b+hEMTB+6BTTO6xVr6bgfPv2fbPZeKSTqn7erHb2pqKLqmI3N9fDkIms1rNI8p5ruKlut5OpsoQuyw9bINhXZkop56hqiNACkCUAAADeZvW65eROErrvq3jhVx1Ecs45R1I781P1/3U1RafrpbhzKBERhfieIC5vrldrXa/X6/XaVQp9+jz+2fyOMQ7DkHPOWVSpVpsLAp/u6u57qjPXWnzMJQTXtyJyeFmidn19HWLSZuEX6nUEPhosLgAAuGS6pXLxnRM9t8SbKvDO+l9a3udo+TKdg/nex4ff7t0IIcQYmbmUcnt7m1Ly3OtpmmK8hK3PEELOKWdpjVqzGCVGOp+uP17vmx8lxB98eaSU+IJKxoHzBN4SAAA4d2v7xZq296W3WERCz7JQ3Yu52P+MT2VkmLE9efI+ONnakGLOUYTMdGnxH1uWMM1hM8wsxE11r0H43igvGjtyKaW2SvQWV8lBE2b6EKWUPH86SOijqmTtYTp+H8yUYkrRiL5vtt4qMQzjpEpkJIElFCOlQERCuhwJNhMzOXU7Re1izOazYC+B6/W1RGMU95OIkKkKk7gTSEl4oeXeV2/aZG8a6GEey+PngKq54jYj0xAk1NI2m5LzqGqqlYhE2Ex/dlCFW2vCkliCqtX65fp6DETUlCpRoEXNhmdULgCQJQAA8MvRI4KWfTB6x5JL/g6L0aPUQgg3Nzdu7v98edYPmzU3N09eKNfMZJc/zfsnObvZesiZL6pxHEPg1uzrt2+XsdKEhZlaa2wmIqtVXo25t+ZwX9z5nG0IrGqllGO0TFn2JFHVlFLOOYRQSoHkAJAlAAAAXmXjPvCT7Nwsl3ONey4INa2NzHJM4ziEEM6qifvzk9Va8xin1pqdQQMP95aoathfMKZ675Xy1ubDkIjo7m59d7fW3Ro7fafzt5vftHCVqFYzY6Oc8ziOOYe4y6I4w+tiplqb1wVW1SN1pvQHyDAMMcYz1GYAsgQAAMD5yhIjsp0moUuPpnAr2XvbpRi0tWUHyTM3kefUZLLW2mlVSXe15ZxqKbTfs+++L2eMMaWQYphKu729K6WklGpr9DlTDpZl6ZhIzcQo53x9dT0OQU2XtSLO8FaapqnW6nF3Bz+9fgf5/eX6Ga4ScPS7EkMAAAAXpUwWHoPLNiO84tMwDDGGtutIKMfM/T24Ejgrgz7IEyfDPI+qp7aLhFLt7m693W6XEYMXsN6ihGEYxnHMKSx73J+nC06Vaq1z1e+jnZ770JYdM5HyDo57G2IIAADgI3nxe/2VX/xLE8EjKzxuS+0yq+UI8a5VophZay3EOAzDkKIZmSrLgy3tY5vIy0F+RTWCJ6aPmWrV2do76YI0sxijeaJLCEa2i2tS1blVYoyRmTabzXY7b9IT0TRNdNJ2K2+7UjK/qDmznap4yWyzIGEccs45xUhMqkZsb7ogeymY7dEvnxOle79/HI1ZSq21PpN3fpDlHULIOT8jOz/L1APIEgAAAEehb+J2o8QtoV2UuVyqldC7YXgjwpxzzsmMzEgk7Nn2Lw4C70crvVkaPGOT/cgT0n8vIiI85/+ctM1l79FuRtqUEvHDaxqGIedQSru9XZdSlpfsgqr/89z1sD2YCCFxTTjkPOYhpRRDoF09LiMisvcJ3TfdgO+z7LurpKkevE3qsvRfCGGZUvKOeDaIFgBZAgAAv4pE8fzpX6HulrdN0NZCCOM4phSZSHVXd+vzGD9uUKqSN1I8+RIKIYhIrWpkquoVYF37rVajEq/X27u79TGKPn3wApr7V85rRkPgIefrq6sYIpkRKSFG6SnVBABkCQAAgFfZDT3HnfhiMwZ51xrSW0m458SLRInILuH/00yZ1w3zWTttJS6XJV7+dR5CvtdOzPz92633EfdyTJ93CQlL9yuaWYp8fX29Gld+tcRMveaYT9Ov+khBuS1wsrWHIQAAgM+uSX6dHU0RyTmnFHZXbyIsQp8rTsTdO12WnMOozhFlHrZks1xR1fV6s91ue46Bnk9783dJ297Txosl5JRpV7zuPoMCj5V+d32SitvgYoC3BAAAPjGP+5NcqhGhZiklr7ulaj3KnZnMqDX1BtifSJZ46N08Zyc9d3c3tdZ2aRVGRsxcay1l8v4qnmD9qffRTefmgDHlcRyucjCz2ioTiy8jSBIAIEsAAOCCeX678ZWFubrqUCNmMuLadoFbJMSvVSPnvff5YCfeGw66cczMq3EYhuwX0UO2RHrJoLcluB8c9ppORGa08CiwW7q8C4vqPUBol7XMzO9s885kakY/6ylSK9dXv09TIdKcs19LqxoCi0QjVvP4wFeVC9sf52MuN6NdybBXnAyTkZbrIQ5D9kYc7InvHPq7906ZX3Glu0prP3udr3dDmZERKZP64rIHpxrs5VH3P+99JHfjwEwcqA/Hq55ISGcHkCUAAAB+ge+nXWNp/1lCuJhLO6uOJTHG0pqq5pxzztb0UldUSqnn93/e2KTZrwMAZAkAAADwMYQQpmnyHPdhGEQuZ1+2J5acg3HsO+UhJ2auUxV3xvVd8PO2gN/U8OXq6srz+D/jgoFfAkCWAAAAAKfBuyV4PonIRbWX9l4QXljs5OZmCCGItNZub+/KNP1282VnB7sqOd9hf+vAeZJMT8cKn8f/5lk9faVAoYBLBZW4AAAAnCNmlnMeR9ckdEmRK66yzkeWbEv5y1/+uLu7o/vMgXkKLqmEgneJcT/V53I+7LwlkCPgwoG3BAAAwFl+P8WYcxLhue7WJQZxncPJbDYbIlLVYRharZ9sJN8odLuJ/7lCufoJe3sVACBLAAAAfAQi0tsjeoau/3NnSHm2NO3VBV4aXh/G3uF+8uhm1sNsPP2ayKtazeFER90sdqlAj0qfvfvTaFF6y21Jn9MQAjNN08S7X7LICX0SfaXVWpepGvOJC1Ozdy+JD1h+Pe9iLmu284SIyDiO/R7xW6k3LTnG+uln1bujvGagflT/oH9ISklEbm9vV6vRg7ns0MMYQtDWYghfvlwzzyP5o1pbL/5mb14AgCwBAIDPylJvfOqSQW/+QorR45pijK5PLoY9I9WM0KXuAEpgTnmftR8T+8iKyJCHlNOnv8A5pYRrrbty0kfRfqpKRjFGEYFDBkCWAAAAuDdh/Ydd2Mav0mvZDXdvvx2CXNgVL3fHVa3vKEOf/IQsYeH7jh9GJiI5Jk9JSkm0tc+uSXxjYpqmUgodrU+IqsYQcs5zHhcAkCUAAACIHkRQ9DKybr9edlCEqsYYhyGHEFQv6mKXoUQP+ruDA+EWfIxxHIeU4mWY175aSimllC5fj/EcYOacckpJlQS1kABkCQAAgG4idD9Jb22x2Fy/2AtPKaUUL89PQo+ibjxWjXpeARb9O+8U8hYrLki8lnSM7A0HW6PPWyWhb0O4q6TW6tFcHsd1cMHuLkoRbk1DEKxIcLL9BQwBAACcm0WyTJ8l+lXyELz9NhGp2sVHtyN26+BKPqWQ0nzrXJIvaplsdqR4TmYO4b4qAwCn4lf0lpitmafWuNoQYmrNQhA2ElImJaItQ629h6G0muKfif+JMVfaBErfp42Uf3/dVnfbG/4rDNF7vi1ULHyjsh7y35qxjmtmJZuK/lm2/0xvR/uyxii9gy3T2FpSURlKCluZ/jp8jVbI/mateRV/8iFjb33VrQHfEKVFx7c9oWJmn7t3gTVmFjYm5UVzjHFI4+AWpZFRmJ/B9qItdX4yg5mJ2XYnP//g1dV6BvPt7e2DvzrmrPLLZx4Wo93H3H9QJnv+E9rDlx/Vk3rV4BEpkRIxkc5n7OqCwmMDXUS8PJ21mthCkNUqjePIzLazqoWJmETCcrXs3XpvXT9HVZJ7JyNGxhxj+HZ3t64TCRmbMolRYDGl3Yg9PcT84qazEpF54kpguhpyCtxaYWqt0k9WKhPEgQHIkrc8WlabdUxD+t//t//jv/3v/gezGENkIiZjamK2Dbij3sO/+l/+R055IBMjqrSa6Ot//y///C//12/X9Z9u878bCoboHUw8tPQP65v4H//X/834n/+nt0wDXUsZp5T/56/lf/q/13+u3zBK7+Afx/H3afNl0lzHqPpf/Ivf/st//k/+uhaZ0kqJvny0ObtMPPh1ctx/QVyfYBzeb7XEKCIeBSdMIYSrq6thGOg4SRenorU2robtVEopfr0Hfejc6zQzCzGklPoAQlQAyJIPhYlyTLXS16/rf/2v/yHm69aY5pABZaKK2njve4xOmjKNkZXJsrb1+vbf/D9//X/9fbJvYjoGbOq/hyDDdfl3/zCw/Fd/psGIODai7+G34fo7bf+VTVS/YJTew+b637QNaSMKN3X7n/zla6UbpT8kRqMrpnyCR9PDHHdM0SWxqK7G01Qv6dL2Wq7srVz92Q9/8HGeXaGlmGpKaZWHIYWcs1cRoDNzoP3s04B5u92WUg6eImNkvgfizqWccwjBTJfFNgCALPkg1ttJmwyrGIfIiba1KA9EQsREgUiRf/g+lIQaJSFiug0abuT71fRd//E2bVcWv0nFEL2DKulPmtlqGVmEU3fOf6Obr4XuvsftFUbpHeS6VpmmYBq4WBvEIpGEO0q6IV3RX3+8IPFOcPQwfBwFZC9Gluwa0XD7zFVrTyyBRFy0xxhXq5WHHrmSvyRNQkQppTKVUoqqioTDXhoTs4g/abxUADNrgxMPQJacgtUqGFlRWk93k35TuSZhIqE5vpaEYEC/h2mIA5M0I7EQrNGUrI4569/Ev/zxdcV/whC9gzu50tK2ttlSSEpC7ZtQ/BOttvQn5qvrYCVjlN7BtUnhUKJQuCLNm/Jdibj9RjbVcPPBmqTHbtEi5fTiywH/yhIFg/AzQ5dSGsdxGAbPA73InuIhyvr72vORDv8oYGJmU/P+7l3sXZi0A5Aln4V2u/lLHn4Pg6WVtdaqTkaBeLYGFLLkXWwyf/HExWpZLHL4uq25TtmCWol3GKF3fTnlRDawl5VXIglroq20f7Yq3/6/9fr7vzX5G4zSe559rFuJTRKFXDhRUiZi+r2WqYYPVXqP80mWDQpo4Ut5/IevMXP3Xn191q+ZufnSE/HfYVLvv393RXvx62dlDL3jZJaGo/+8l0DiU+z9WB4H6RnT8+NqRGpm7sk361qWeofzn7H1l/+/W4SquqtI+8ZJ37s0sv6/tMu/V9PHY7w7yn0VACJimnPcPUyLWWIMq9U4DFmYyMwbU55k/Ty+s/qt+o458aY97kkTkVrqNE2tNQ5zlJyIqFrwG4dfFLr2/IybmZoyc0pJhFVt+SyCOAGQJR9q6Y3596ZD3bBOsVlsGoiEbP6aFNRNfhfjZBQ8FI4n5kLcxjTF/HV7J+uSMsTeeyhxQ20roYg0jaStrYh+1yDbcM1V0l+FO9QSeA/JiLTU1pQlWs28ZbpR/sPkTulPRB8aGudWbA/sfjIl2o2zQ5nRS2Po4Uftn1W3of0H0zcc67G1JMxuCS1L/bxe8xzbWlp+/lsty+XfLnfuZ/GgZGbekkVV9yodGfHzFZGbGi3Fqicg6axkQ4w/M27qCdBkRMSL6MEuIONbqlM+EqJCRLKzo02bqpqqv8u7ZKhaa621xswhRuqJnkRc1cy8maBnt3vQkfAsd/jRyH/w+nnyM1/zS36qRppHVYUQymZLxN4h0phqrb5mRJjMu7I01zD+3Ij7a0CevetnZRtjzDmZnd3WAIAs+YWoVYQHZhrTaCUHHmK8IpO+j0MMD/t7yNtKq6yRibmRBpJ1Uasat/If3fzdP5ZbDNF7vvOMxL5yKVK2RtQCfzGib0Qb+uMbtRIESTvvYh0TCRE10q3YZmobo79p9JeUZUWbw8qSFw3cpZ/kcSxKrx385F/9pDHx6GNtaTa5Veob57PP5KGF+rzv5fGFM2kIofcn+fS35w8cWU8Nhe48D9paK6W8SZbElJc75CwiQiISiIR4mqafkSVG/FCWrGynrFS1tTbV55JhHqW8P/j3RC5LZvUbg4QQWETEM22E2ZtmBDfHp2laypKrEEJgUiOm66vxejX47aGmZF65+EyN6ScW/7OypJdo86K9t7e3U5maGZsqLQuFz/eo349+h4rIozUgz971IcQYJAzDEEKwhbwhhI8CyJIPJjDXQsRUt5UbpxxbLajE9fMIKQUqQsnouklo6ct2dW2/yd3XzHKDbjDvokSp1iTJWCiqbYRMiZXohr5rpHFVFLkl7xvYgRqRNm4cRBqHLZHxF5ok2YqGA1irrzRQPGH3rbHdhyoivK8rZP9VP7f+Tnu2uO3j89n7zZCjW5+fLlbkyVO1h76FZy7cpZ2ZeWVbr8f6elnSVIPcu1986ps2VTPivU97qyr2We+yxCfdD9daE+Hnu1g8L0uSxKUsMW2ttcC8W+9mdh/B2FoLIbi57uNRSmHmYRhWq1XOWViMzP1Es5n+edr4PAr62l9gPVzt7u7OXWpBxISVZm+S3/HCZLvQNX9uuNR/vSwxolprDCGlxPwg3utVfh7YSACy5JDfLkIhEgditt9+01L+GFJA35ID6L0sLdKGbDCmSahx+O1P/+dv+d+F8V/U1R/Xv2OI3sG3xlPS+Hd/9U9Xv6fGQUILFG70e9qMf9n+Z6X9/fe/xyi9g/93FX+fNr9tNdYxqf4H//zvApHQb2Qp/XRBmhe/xR8HC3UnyePA9CcdC77B/A5Z8vyfsFAIoZt6PbFkF0Ai2t4gwB4fq2uSz/fF8dSVvt5b0t1NzJxz3vOWvEhKKQYJ3hyQmcyYOcXEqkZs2n5m0h80UjSLMXrXzt01ill99sPfcCwfh7BLjTEj95aklNw9Mu1Gxj9ltVox82q1yik3bbZLpem5NUtZcla1BF5c5I8F1W6F0H1hMZ6DN3q9rN19yjHGcRyJqNYqIo9W1LOzEAIRp5xiDGbzE4YXt/zzXtAXt10AeP+N8yuuJ1sbbVRjaVHioGoigc2EjEmJbMK+/rsY236X9/jHeor6b2/a1bb8hvYa71utFizd0fb7OPwtk9Rhw2xq60J/Duv/0O7GerPFKL2Dreiyy/tGtr/JH6Nt2f72a8l/Gg47iW94zP4oW/r+VWMRMiNVe415/7wN8ch42gVykJERM7shKCy+O/vT6dX6TCbAyXNL3jJQ96F3e+KkdyJfvtmD+f1nT6jYMyGfb6VemwlTYA6kZkpELLE0MyYjCi9awM++rrOV7DYBeRyPyFx41xvsPWfjPqtSpofvMV+0ZoHZD+GLStWUjYj6sfysoirP2RT22DXyoiw57IJ55frszp/nk16M9hc/M6taCNyaRhGaK8gYydxgJHjXeiVjan63Enu1Ln5LbxNVa2pmM5HJAAACPElEQVRBOAg3pcj39+ZeHJevgecLVBx72AFkCQAAAAAAAAB8HHALAAAAAAAAACBLAAAAAAAAAJAlAAAAAAAAAABZAgAAAAAAAIAsAQAAAAAAAADIEgAAAAAAAABkCQAAAAAAAABAlgAAAAAAAAAgSwAAAAAAAAAAsgQAAAAAAAAAWQIAAAAAAAAAkCUAAAAAAAAAyBIAAAAAAAAAgCwBAAAAAAAAQJYAAAAAAAAAAGQJAAAAAAAAALIEAAAAAAAAACBLAAAAAAAAAJAlAAAAAAAAAABZAgAAAAAAAIAsAQAAAAAAAADIEgAAAAAAAABkCQAAAAAAAABAlgAAAAAAAAAgSwAAAAAAAAAAsgQAAAAAAAAAWQIAAAAAAAAAkCUAAAAAAAAAyBIAAAAAAAAAgCwBAAAAAAAAQJYAAAAAAAAAAGQJAAAAAAAAALIEAAAAAAAAACBLAAAAAAAAAJAlAAAAAAAAAABZAgAAAAAAAIAsAQAAAAAAAADIEgAAAAAAAABkCQAAAAAAAABAlgAAAAAAAAAgSwAAAAAAAAAAsgQAAAAAAAAAWQIAAAAAAAAAkCUAAAAAAAAAyBIAAAAAAAAAgCwBAAAAAAAAQJYAAAAAAAAAAGQJAAAAAAAAALIEAAAAAAAAACBLAAAAAAAAAJAlAAAAAAAAAABZAgAAAAAAAIAsAQAAAAAAAADIEgAAAAAAAABkCQAAAAAAAABAlgAAAAAAAAAgSwAAAAAAAAAAsgQAAAAAAABwXvz/jrRF3hxqidAAAAAASUVORK5CYII="/><div class="c x0 y0 w7 hc"><div class="t m0 x4 h2 ye ff1 fs0 fc0 sc0 ls0 ws0">Sprawozdanie nt. informacji niefinansowych GK MIRBUD za 2025<span class="_ _1"></span> rok<span class="ff2"> </span></div><div class="t m0 x4 h2 yf ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hd y10 ff4 fs3 fc0 sc0 ls25 ws0">43<span class="ff5 fs8 ls0"> </span></div><div class="t m0 x4 h10 y562 ff2 fs8 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h12 y563 ff6 fsb fc0 sc0 ls13 ws0">E3<span class="ls0">-4 Zużycie wody<span class="_ _1"></span><span class="ff3"> </span></span></div><div class="t m0 x4 h6 y564 ff1 fs3 fc0 sc0 ls0 ws0">Tabela poniżej prezent<span class="_ _1"></span>uje zużycie, pobór i z<span class="_ _1"></span>rzut wody w Grupie MIR<span class="_ _1"></span>BUD.<span class="_ _8"></span><span class="ff2"> </span></div></div><div class="c x38 y565 w77 h77"><div class="t m0 x29 h53 y566 ff6 fs1 fc0 sc0 ls0 ws0">Zużycie wody<span class="_ _0"></span><span class="ff3"> </span></div></div><div class="c x94 y567 w78 h44"><div class="t m0 x5e h15 y485 ff2 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x95 y567 w79 h44"><div class="t m0 x8a h53 y23c ff3 fs1 fc0 sc0 ls0 ws0">Jednostka </div></div><div class="c x28 y567 w7a h44"><div class="t m0 x2b h53 y23c ff3 fs1 fc0 sc0 lsf ws0">2025<span class="ls0"> </span></div></div><div class="c x34 y567 w7b h44"><div class="t m0 x2b h53 y23c ff3 fs1 fc0 sc0 lsf ws0">2024<span class="ls0"> </span></div></div><div class="c x96 y567 w7c h44"><div class="t m0 x24 h53 y1eb ff3 fs1 fc0 sc0 ls0 ws0">Zmiana r/r </div><div class="t m0 x97 h53 y326 ff3 fs1 fc0 sc0 ls0 ws0">(%) </div></div><div class="c x94 y568 w78 h78"><div class="t m0 xf h15 y320 ff1 fs1 fc0 sc0 ls0 ws0">Całkowite zu<span class="_ _0"></span>życie wody<span class="ff2"> </span></div></div><div class="c x95 y568 w79 h78"><div class="t m0 x82 h15 y320 ff2 fs1 fc0 sc0 ls0 ws0">m</div><div class="t m0 x25 h5d y569 ff2 fse fc0 sc0 ls0 ws0">3</div><div class="t m0 x98 h15 y320 ff2 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x28 y568 w7a h78"><div class="t m0 x27 h15 y320 ff2 fs1 fc0 sc0 lsf ws0">67<span class="ls0"> 970,86 </span></div></div><div class="c x34 y568 w7b h78"><div class="t m0 x27 h15 y320 ff2 fs1 fc0 sc0 ls0 ws0">78 598,44 </div></div><div class="c x96 y568 w7c h78"><div class="t m0 x29 h15 y320 ff2 fs1 fc0 sc0 ls0 ws0">-13,52% </div></div><div class="c x94 y56a w78 h1c"><div class="t m0 xf h15 y1da ff1 fs1 fc0 sc0 ls0 ws0">Całkowite zu<span class="_ _0"></span>życie wody na ob<span class="_ _0"></span>szarach </div><div class="t m0 xf h15 y1ea ff1 fs1 fc0 sc0 ls0 ws0">narażonych na r<span class="_ _0"></span>yzyko związane<span class="_ _0"></span> z wo<span class="_ _0"></span>dą, w </div><div class="t m0 xf h15 y1eb ff2 fs1 fc0 sc0 ls0 ws0">tym na obszara<span class="_ _0"></span>ch o znaczn<span class="_ _0"></span>ym deficycie </div><div class="t m0 xf h15 y326 ff2 fs1 fc0 sc0 ls0 ws0">wody </div></div><div class="c x95 y56a w79 h1c"><div class="t m0 x82 h15 y34c ff2 fs1 fc0 sc0 ls0 ws0">m</div><div class="t m0 x25 h5d y235 ff2 fse fc0 sc0 ls0 ws0">3</div><div class="t m0 x98 h15 y34c ff2 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x28 y56a w7a h1c"><div class="t m0 x99 h15 y34c ff2 fs1 fc0 sc0 ls0 ws0">0,00 </div></div><div class="c x34 y56a w7b h1c"><div class="t m0 x99 h15 y34c ff2 fs1 fc0 sc0 ls0 ws0">0,00 </div></div><div class="c x96 y56a w7c h1c"><div class="t m0 x7f h15 y34c ff2 fs1 fc0 sc0 ls0 ws0">- </div></div><div class="c x94 y56b w78 h3f"><div class="t m0 xf h15 y1dc ff1 fs1 fc0 sc0 ls0 ws0">Całkowita ilość<span class="_ _0"></span> wody poddanej re<span class="_ _0"></span>cyklingow<span class="_ _0"></span>i </div><div class="t m0 xf h15 y1dd ff1 fs1 fc0 sc0 ls0 ws0">i ponownemu uży<span class="_ _0"></span>ciu<span class="ff2"> </span></div></div><div class="c x95 y56b w79 h3f"><div class="t m0 x82 h15 y324 ff2 fs1 fc0 sc0 ls0 ws0">m</div><div class="t m0 x25 h5d y56c ff2 fse fc0 sc0 ls0 ws0">3</div><div class="t m0 x98 h15 y324 ff2 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x28 y56b w7a h3f"><div class="t m0 x99 h15 y324 ff2 fs1 fc0 sc0 ls0 ws0">0,00 </div></div><div class="c x34 y56b w7b h3f"><div class="t m0 x99 h15 y324 ff2 fs1 fc0 sc0 ls0 ws0">0,00 </div></div><div class="c x96 y56b w7c h3f"><div class="t m0 x7f h15 y324 ff2 fs1 fc0 sc0 ls0 ws0">- </div></div><div class="c x94 y56d w78 h78"><div class="t m0 xf h15 y56e ff1 fs1 fc0 sc0 ls0 ws0">Całkowita ilość<span class="_ _0"></span> magazynowej wod<span class="_ _0"></span>y<span class="ff2"> </span></div></div><div class="c x95 y56d w79 h78"><div class="t m0 x82 h15 y56e ff2 fs1 fc0 sc0 ls0 ws0">m</div><div class="t m0 x25 h5d y56f ff2 fse fc0 sc0 ls0 ws0">3</div><div class="t m0 x98 h15 y56e ff2 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x28 y56d w7a h78"><div class="t m0 x24 h15 y56e ff2 fs1 fc0 sc0 ls0 ws0">1 230,00 </div></div><div class="c x34 y56d w7b h78"><div class="t m0 x77 h15 y56e ff2 fs1 fc0 sc0 ls0 ws0">260,00 </div></div><div class="c x96 y56d w7c h78"><div class="t m0 x77 h15 y56e ff2 fs1 fc0 sc0 ls0 ws0">373,08% </div></div><div class="c x94 y565 w78 h79"><div class="t m0 xf h15 y56e ff2 fs1 fc0 sc0 ls0 ws0">Zmiana w magaz<span class="_ _0"></span>ynowaniu wod<span class="_ _0"></span>y </div></div><div class="c x95 y565 w79 h79"><div class="t m0 x82 h15 y56e ff2 fs1 fc0 sc0 ls0 ws0">m</div><div class="t m0 x25 h5d y56f ff2 fse fc0 sc0 ls0 ws0">3</div><div class="t m0 x98 h15 y56e ff2 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x28 y565 w7a h79"><div class="t m0 x99 h15 y56e ff2 fs1 fc0 sc0 ls0 ws0">0,00 </div></div><div class="c x34 y565 w7b h79"><div class="t m0 x1d h15 y56e ff2 fs1 fc0 sc0 ls0 ws0">-565,50 </div></div><div class="c x96 y565 w7c h79"><div class="t m0 x1d h15 y56e ff2 fs1 fc0 sc0 ls0 ws0">-100,00% </div></div><div class="c x38 y570 w77 h3f"><div class="t m0 x77 h53 y1dc ff6 fs1 fc0 sc0 ls0 ws0">Intensywność<span class="_ _0"></span> </div><div class="t m0 x29 h53 y1dd ff6 fs1 fc0 sc0 ls0 ws0">zużycia wody<span class="_ _0"></span><span class="ff3"> </span></div></div><div class="c x94 y570 w78 h3f"><div class="t m0 xf h15 y1dc ff1 fs1 fc0 sc0 ls0 ws0">Całkowite zu<span class="_ _0"></span>życie wody w pr<span class="_ _0"></span>zeliczeniu na<span class="_ _0"></span> 1 </div><div class="t m0 xf h15 y1dd ff2 fs1 fc0 sc0 ls0 ws0">mln przychodu </div></div><div class="c x95 y570 w79 h3f"><div class="t m0 x39 h15 y1dc ff2 fs1 fc0 sc0 ls0 ws0">m</div><div class="t m0 x6e h5d y571 ff2 fse fc0 sc0 ls0 ws0">3</div><div class="t m0 x23 h15 y1dc ff2 fs1 fc0 sc0 ls0 ws0">/1mln </div><div class="t m0 x6e h15 y1dd ff2 fs1 fc0 sc0 ls0 ws0">PLN </div></div><div class="c x28 y570 w7a h3f"><div class="t m0 xd h15 y324 ff2 fs1 fc0 sc0 ls0 ws0">21,73 </div></div><div class="c x34 y570 w7b h3f"><div class="t m0 xd h15 y324 ff2 fs1 fc0 sc0 ls0 ws0">23,46 </div><div class="t m0 x25 h15 y572 ff2 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x96 y570 w7c h3f"><div class="t m0 x6e h15 y324 ff2 fs1 fc0 sc0 ls0 ws0">-7,39% </div></div><div class="c x38 y573 w77 h7a"><div class="t m0 x42 h53 y571 ff6 fs1 fc0 sc0 ls0 ws0">Pobór i zrzut wody<span class="_ _0"></span><span class="ff3"> </span></div></div><div class="c x94 y574 w78 h78"><div class="t m0 xf h15 y320 ff1 fs1 fc0 sc0 ls0 ws0">Całkowity pobór wo<span class="_ _0"></span>dy<span class="ff2"> </span></div></div><div class="c x95 y574 w79 h78"><div class="t m0 x82 h15 y320 ff2 fs1 fc0 sc0 ls0 ws0">m</div><div class="t m0 x25 h5d y569 ff2 fse fc0 sc0 ls0 ws0">3</div><div class="t m0 x98 h15 y320 ff2 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x28 y574 w7a h78"><div class="t m0 x27 h15 y320 ff2 fs1 fc0 sc0 lsf ws0">91<span class="ls0"> 733,67 </span></div></div><div class="c x34 y574 w7b h78"><div class="t m0 x1e h15 y320 ff2 fs1 fc0 sc0 ls0 ws0">118 784,62 </div></div><div class="c x96 y574 w7c h78"><div class="t m0 x29 h15 y320 ff2 fs1 fc0 sc0 ls0 ws0">-22,77% </div></div><div class="c x94 y573 w78 h78"><div class="t m0 xf h15 y56e ff1 fs1 fc0 sc0 ls0 ws0">Całkowity zrzu<span class="_ _0"></span>t wody<span class="ff2"> </span></div></div><div class="c x95 y573 w79 h78"><div class="t m0 x82 h15 y56e ff2 fs1 fc0 sc0 ls0 ws0">m</div><div class="t m0 x25 h5d y56f ff2 fse fc0 sc0 ls0 ws0">3</div><div class="t m0 x98 h15 y56e ff2 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x28 y573 w7a h78"><div class="t m0 x27 h15 y56e ff2 fs1 fc0 sc0 lsf ws0">25<span class="ls0"> 250,41 </span></div></div><div class="c x34 y573 w7b h78"><div class="t m0 x27 h15 y56e ff2 fs1 fc0 sc0 ls0 ws0">40 751,68 </div></div><div class="c x96 y573 w7c h78"><div class="t m0 x29 h15 y56e ff2 fs1 fc0 sc0 ls0 ws0">-38,04% </div></div><div class="c x0 y0 w7 hc"><div class="t m0 x4 h6 y1b7 ff2 fs3 fc0 sc0 ls0 ws0">Ewentualne zmiany <span class="_ _0"></span>w <span class="_ _0"></span><span class="ff1">zużyciu, poborze <span class="_ _0"></span>i <span class="_ _2"></span>z<span class="_ _1"></span>rzucie wody, <span class="_ _2"></span>wy<span class="_ _1"></span>nikają <span class="_ _0"></span>z <span class="_ _0"></span>uwzględnienia w <span class="_ _2"></span>k<span class="_ _1"></span>onsolidacji <span class="_ _0"></span>danych<span class="_ _1"></span> </span></div><div class="t m0 x4 h6 y575 ff2 fs3 fc0 sc0 ls0 ws0">z<span class="ff1">e <span class="_ _9"></span>spółki <span class="_ _9"> </span>Tra<span class="_ _1"></span>nskol, <span class="_ _9"></span>które <span class="_ _a"> </span>nie <span class="_ _9"></span>były <span class="_ _9"> </span>ko<span class="_ _1"></span>nsolidowane <span class="_ _9"> </span>w <span class="_ _a"> </span>roku <span class="_ _9"></span>poprze<span class="_ _1"></span>dnim<span class="_ _1"></span>, <span class="_ _9"></span>zmniejsz<span class="_ _1"></span>enia <span class="_ _9"></span>zużyc<span class="_ _1"></span>ia <span class="_ _9"></span></span>wody <span class="_ _9"> </span>w<span class="_ _1"></span> </div><div class="t m0 x4 h6 y576 ff1 fs3 fc0 sc0 ls0 ws0">spółce <span class="_ _10"> </span><span class="ff2">KOBYL<span class="_ _1"></span>ARNIA <span class="_ _10"> </span>S.A.<span class="_ _1"></span> <span class="_ _10"> </span>z <span class="_ _10"> </span>powod<span class="_ _1"></span>u <span class="_ _10"> </span></span>z <span class="_ _15"> </span>braku <span class="_ _10"> </span>produ<span class="_ _1"></span>kcji <span class="_ _10"> </span>przez <span class="_ _10"> </span>nie<span class="_ _1"></span>mal <span class="_ _10"> </span>6 <span class="_ _10"> </span>mies<span class="_ _1"></span>ięcy <span class="_ _10"> </span>oraz <span class="_ _15"> </span>wyłączenia </div><div class="t m0 x4 h6 y3fc ff1 fs3 fc0 sc0 ls0 ws0">wytwórni mas bitumicznych<span class="_ _1"></span> koło Słupska, oraz mn<span class="_ _1"></span>iejszego zużycia wody w<span class="_ _1"></span><span class="ff2"> </span>spółce <span class="ff2">MARYWILS<span class="_ _1"></span>KA 44 <span class="ls3">z </span></span></div><div class="t m0 x4 h6 y577 ff1 fs3 fc0 sc0 ls0 ws0">powodu pożaru <span class="ff2">C<span class="_ _1"></span>entrum Handlowego <span class="_ _1"></span>MARYWILSKA <span class="_ _1"></span>44 w 2024. <span class="_ _1"></span>  </span></div><div class="t m0 x4 h11 y578 ff6 fsa fc0 sc0 ls0 ws0">E5 Wykorzystanie<span class="_ _0"></span> zasobów o<span class="_ _0"></span>raz gospodarka <span class="_ _0"></span>o obiegu zamkn<span class="_ _0"></span>iętym<span class="ff3"> </span></div><div class="t m0 x4 h12 y4e5 ff6 fsb fc0 sc0 ls13 ws0">E5<span class="ls0">-1 Polityki związ<span class="_ _1"></span>ane z wykorzy<span class="_ _1"></span>staniem zasobów or<span class="_ _1"></span>az gospodarką o </span></div><div class="t m0 x4 h12 y579 ff6 fsb fc0 sc0 ls26 ws0">obiegu zamkniętym<span class="_ _1"></span><span class="ff3 ls0"> </span></div><div class="t m0 x4 h6 y4e8 ff1 fs3 fc0 sc0 ls0 ws0">Grupa <span class="_ _1a"> </span>Kapita<span class="_ _1"></span>łowa <span class="_ _1a"> </span>MIRB<span class="_ _1"></span>UD <span class="_ _1a"> </span>nie <span class="_ _12"> </span>posiada <span class="_ _1a"> </span>de<span class="_ _1"></span>dykowanej <span class="_ _1a"> </span>pol<span class="_ _1"></span>ityki <span class="_ _1a"> </span>mającej<span class="_ _1"></span> <span class="_ _1a"> </span>na <span class="_ _1a"> </span>cel<span class="_ _1"></span>u <span class="_ _1a"> </span>zarządzan<span class="_ _1"></span>ie </div><div class="t m0 x4 h6 y57a ff1 fs3 fc0 sc0 ls0 ws0">zagadnieniami <span class="_ _1"></span>związanymi<span class="_ _1"></span> <span class="_ _1"></span>z <span class="_ _1"></span>wykorzys<span class="_ _1"></span>taniem zasobów<span class="_ _1"></span> <span class="_ _1"></span>oraz <span class="_ _1"></span>gospodarką <span class="_ _1"></span>o <span class="_ _1"></span>obiegu <span class="_ _1"></span>z<span class="_ _1"></span>amkniętym. <span class="_ _b"></span><span class="ff2">Grupa </span></div><div class="t m0 x4 h6 y57b ff1 fs3 fc0 sc0 ls0 ws0">zobowiązana jest jednak do monitorowania odpadów z inwestycji, zgodnie z P<span class="_ _1"></span>lanami Bezpieczeństwa<span class="_ _1"></span> i </div><div class="t m0 x4 h6 y57c ff1 fs3 fc0 sc0 ls0 ws0">Ochrony Zdrowia d<span class="_ _1"></span>la poszczególnyc<span class="_ _1"></span>h budów. <span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x4 h12 y57d ff6 fsb fc0 sc0 ls13 ws0">E5<span class="ls0">-2 Działania i za<span class="_ _1"></span>soby związane <span class="_ _1"></span>z wykorzysta<span class="_ _1"></span>niem zasobów oraz </span></div><div class="t m0 x4 h12 y27 ff6 fsb fc0 sc0 ls0 ws0">gospodarką o obie<span class="_ _1"></span>gu zamkniętym <span class="_ _1"></span><span class="ff3"> </span></div><div class="t m0 x4 h6 yd2 ff1 fs3 fc0 sc0 ls0 ws0">Działania <span class="_ _1"></span>związane <span class="_ _1"></span>z<span class="_ _1"></span> <span class="_ _1"></span>wykorzy<span class="_ _1"></span>staniem z<span class="_ _1"></span>asobów <span class="_ _1"></span>oraz <span class="_ _1"></span>gospodarką <span class="_ _8"></span>o <span class="_ _1"></span>obiegu <span class="_ _1"></span>zamkn<span class="_ _1"></span>iętym <span class="_ _1"></span>związane <span class="_ _1"></span>są <span class="_ _1"></span>z<span class="_ _1"></span> </div><div class="t m0 x4 h6 y57e ff1 fs3 fc0 sc0 ls0 ws0">produkcją <span class="_ _1"></span>masy <span class="_ _1"></span>bitumicznej<span class="_ _1"></span>. Wyk<span class="_ _1"></span>orzystanie <span class="_ _1"></span>destruktu <span class="_ _1"></span>asfaltoweg<span class="_ _1"></span>o, który<span class="_ _1"></span> p<span class="_ _1"></span>owstaje <span class="_ _1"></span>przy <span class="_ _1"></span>remo<span class="_ _1"></span>ntach <span class="_ _1"></span>lub </div><div class="t m0 x4 h6 y57f ff1 fs3 fc0 sc0 ls0 ws0">budowach <span class="_ _f"> </span>dróg, <span class="_ _f"> </span>do <span class="_ _f"> </span>pro<span class="_ _1"></span>dukcji <span class="_ _f"> </span>masy <span class="_ _f"> </span>bitumicznej<span class="_ _1"></span>  powoduj<span class="_ _1"></span>e <span class="_ _25"> </span>z<span class="_ _1"></span>mniejsze<span class="_ _1"></span><span class="ff2">nie<span class="_ _1"></span>  wyk<span class="_ _1"></span>orzystania <span class="_ _f"> </span>kruszyw <span class="_ _16"> </span>i </span></div><div class="t m0 x4 h6 y580 ff1 fs3 fc0 sc0 ls0 ws0">asfaltów. <span class="ff2"> </span></div><div class="t m0 x4 h6 y581 ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h6 y582 ff1 fs3 fc0 sc0 ls0 ws0">W <span class="_ _1f"> </span>kontekście <span class="_ _11"> </span>inwestycji <span class="_ _11"> </span><span class="ff2">budowlanych <span class="_ _1f"> </span>i <span class="_ _1f"> </span>infr<span class="_ _1"></span>astrukturalnych <span class="_ _11"> </span></span>w <span class="_ _1f"> </span>których <span class="_ _11"> </span>jest <span class="_ _1f"> </span>to <span class="_ _1f"> </span>możliwe, <span class="_ _1f"> </span>Gr<span class="_ _1"></span>upa<span class="_ _1"></span> </div><div class="t m0 x4 h6 y583 ff1 fs3 fc0 sc0 ls0 ws0">wykorzys<span class="_ _1"></span>tuje <span class="_ _b"></span>materiały <span class="_ _b"></span>pochodzące <span class="_ _b"></span>z <span class="_ _b"></span>rozbiórk<span class="_ _1"></span>i <span class="_ _b"></span>lub <span class="_ _b"></span>wyburzenia <span class="_ _b"></span>istniejącej <span class="_ _b"></span>inwest<span class="_ _1"></span>ycji, <span class="_ _b"></span>w <span class="_ _b"></span>miejscu <span class="_ _b"></span>której<span class="_ _1"></span> </div><div class="t m0 x4 h6 y3e1 ff1 fs3 fc0 sc0 ls0 ws0">Grupa realizuje budowę <span class="_ _1"></span>nowych.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x4 h6 y584 ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h6 y31b ff2 fs3 fc0 sc0 ls0 ws0">W <span class="_ _10"> </span>2025 <span class="_ _15"> </span>roku <span class="_ _10"> </span>o<span class="_ _1"></span><span class="ff1">dbyło <span class="_ _10"> </span>się  coroczne <span class="_ _10"> </span>szkolenie <span class="_ _10"> </span>dl<span class="_ _1"></span>a <span class="_ _10"> </span>kadry<span class="_ _1"></span> <span class="_ _10"> </span>menadżers<span class="_ _1"></span>kiej <span class="_ _10"> </span>dotycz<span class="_ _1"></span>ące  </span>wykorzystywania </div><div class="t m0 x4 h6 y585 ff1 fs3 fc0 sc0 ls0 ws0">zasobów, odpadów i <span class="_ _1"></span><span class="ff2">gospodarki </span>o <span class="_ _1"></span>obiegu zamkniętym <span class="_ _1"></span>na budowach. <span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x4 h6 y586 ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h6 y587 ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h6 y588 ff2 fs3 fc0 sc0 ls0 ws0"> <span class="_ _37"> </span> </div></div></div><div class="pi" ></div></div><div id="pf2c" class="pf w12 h25" ><div class="pc pc2c w12 h25"><img class="bi x4 y0 w7d h26" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w14 h25"><div class="t m0 x4 h2 y22b ff1 fs0 fc0 sc0 ls0 ws0">Sprawozdanie nt. informacji niefinansowych GK MIRBUD za 2025<span class="_ _1"></span> rok<span class="ff2"> </span></div><div class="t m0 x4 h2 y22c ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hd y22d ff4 fs3 fc0 sc0 ls25 ws0">44<span class="ff5 fs8 ls0"> </span></div><div class="t m0 x4 h10 y589 ff2 fs8 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h12 y58a ff6 fsb fc0 sc0 ls13 ws0">E5<span class="ls0">-3 Cele związan<span class="_ _1"></span>e z wykorzysta<span class="_ _1"></span>niem zasobów <span class="_ _1"></span>oraz gospodarką o <span class="_ _1"></span>obiegu zamkniętym<span class="_ _1"></span> <span class="_ _1"></span><span class="ff3"> </span></span></div><div class="t m0 x4 h6 y58b ff1 fs3 fc0 sc0 ls0 ws0">Cele związane z wykorz<span class="_ _1"></span>ystaniem zaso<span class="_ _1"></span>bów i gospodarką o ob<span class="_ _1"></span>iegu zamkniętym zo<span class="_ _1"></span>stały uwzględnione <span class="_ _1"></span>w Strategii Zrówn<span class="_ _1"></span>oważonego Rozwo<span class="_ _b"></span><span class="ff2">ju. </span></div></div><div class="c x38 y307 w7e h7b"><div class="t m0 xf h75 y58c ff3 fsf fc0 sc0 ls26 ws0">CEL </div><div class="t m0 xf h75 y58d ff3 fsf fc0 sc0 ls0 ws0">STRATEGICZNY<span class="ff2"> </span></div></div><div class="c x9a y307 w7f h7b"><div class="t m0 xf h75 y58c ff3 fsf fc0 sc0 ls28 ws0">ZAKRES CELU<span class="ff2 ls0"> </span></div></div><div class="c x9b y307 w80 h7b"><div class="t m0 xf h75 y58c ff3 fsf fc0 sc0 ls26 ws0">ROK BAZOWY<span class="ls0"> </span></div><div class="t m0 xf h75 y387 ff3 fsf fc0 sc0 lsa ws0">2023<span class="ls0"> </span></div></div><div class="c x9c y307 w81 h7b"><div class="t m0 xf h75 y58c ff6 fsf fc0 sc0 ls26 ws0">CEL KRÓTKOTERMINOWY<span class="ff3 ls0"> </span></div><div class="t m0 xf h75 y387 ff3 fsf fc0 sc0 lsa ws0">2025<span class="ls0"> </span></div></div><div class="c x9d y307 w82 h7b"><div class="t m0 xf h75 y58c ff6 fsf fc0 sc0 ls26 ws0">CEL ŚREDNIOTERMINOWY<span class="ff3 ls0"> </span></div><div class="t m0 xf h75 y387 ff3 fsf fc0 sc0 lsa ws0">2030<span class="ls0"> </span></div></div><div class="c x92 y307 w83 h7b"><div class="t m0 xf h75 y58c ff3 fsf fc0 sc0 ls7 ws0">WYNIK W 202<span class="ls0">5<span class="ff2"> </span></span></div></div><div class="c x9e y307 w84 h7b"><div class="t m0 x59 h75 y58e ff3 fsf fc0 sc0 ls29 ws0">OSOBA </div><div class="t m0 x59 h75 y58f ff3 fsf fc0 sc0 ls29 ws0">ODPOWIEDZIALNA<span class="_ _1"></span><span class="ff2 ls0"> </span></div></div><div class="c x38 y590 w71 h7c"><div class="t m0 xf h70 y591 ff6 fsc fc0 sc0 ls0 ws0">ZWIĘKS<span class="_ _0"></span>ZYMY </div><div class="t m0 xf h70 y592 ff3 fsc fc0 sc0 ls0 ws0">ODSETE<span class="_ _0"></span>K </div><div class="t m0 xf h70 y593 ff3 fsc fc0 sc0 ls0 ws0">WYKORZYS<span class="_ _0"></span>TYW</div><div class="t m0 xf h70 y594 ff3 fsc fc0 sc0 ls0 ws0">ANIA </div><div class="t m0 xf h70 y595 ff6 fsc fc0 sc0 ls0 ws0">MATERIA<span class="_ _0"></span>ŁÓW I </div><div class="t m0 xf h70 y596 ff6 fsc fc0 sc0 ls0 ws0">PRODUKTÓ<span class="_ _0"></span>W Z </div><div class="t m0 xf h70 y597 ff3 fsc fc0 sc0 ls0 ws0">RECYKL<span class="_ _0"></span>INGU<span class="ff2"> </span></div></div><div class="c x9a y598 w7f h7d"><div class="t m0 xf h4e y599 ff1 fsc fc0 sc0 ls0 ws0">Cały łańcu<span class="_ _0"></span>ch </div><div class="t m0 xf h4e y59a ff1 fsc fc0 sc0 ls0 ws0">wartości<span class="ff2"> </span></div></div><div class="c x9b y598 w80 h7d"><div class="t m0 xf h4e y599 ff2 fsc fc0 sc0 ls0 ws0">W przypad<span class="_ _0"></span>ku tego </div><div class="t m0 xf h4e y59a ff2 fsc fc0 sc0 ls0 ws0">celu, za rok<span class="_ _0"></span> bazowy<span class="_ _0"></span> </div><div class="t m0 xf h4e y59b ff1 fsc fc0 sc0 ls0 ws0">przyjęto 202<span class="_ _0"></span>4.<span class="ff2"> </span></div></div><div class="c x9c y598 w81 h7d"><div class="t m0 xf h4e y599 ff2 fsc fc0 sc0 ls0 ws0">Przeprowad<span class="_ _0"></span>zenie ana<span class="_ _0"></span>lizy </div><div class="t m0 xf h4e y59a ff1 fsc fc0 sc0 ls0 ws0">możliwoś<span class="_ _0"></span>ci zwiększeni<span class="_ _0"></span>e ilości </div><div class="t m0 xf h4e y59b ff1 fsc fc0 sc0 ls0 ws0">produktó<span class="_ _0"></span>w z recyklingu<span class="_ _0"></span> i </div><div class="t m0 xf h4e y59c ff1 fsc fc0 sc0 ls0 ws0">surowców<span class="_ _0"></span> ze źródeł<span class="_ _0"></span> </div><div class="t m0 xf h70 y264 ff2 fsc fc0 sc0 ls0 ws0">odnawialny<span class="_ _0"></span>ch.<span class="ff3"> </span></div></div><div class="c x9d y598 w82 h7d"><div class="t m0 xf h4e y599 ff2 fsc fc0 sc0 ls0 ws0">Wykorzystani<span class="_ _0"></span>e co naj<span class="_ _0"></span>mniej 40% </div><div class="t m0 xf h4e y59a ff2 fsc fc0 sc0 ls0 ws0">granulatu bi<span class="_ _0"></span>tumiczneg<span class="_ _0"></span>o do </div><div class="t m0 xf h4e y59b ff2 fsc fc0 sc0 ls0 ws0">produkcji m<span class="_ _0"></span>as bitumic<span class="_ _0"></span>znych, a <span class="_ _0"></span>w </div><div class="t m0 xf h4e y59c ff2 fsc fc0 sc0 ls0 ws0">perspekty<span class="_ _0"></span>wie do 2035<span class="_ _0"></span> <span class="ff1">–</span> </div><div class="t m0 xf h4e y264 ff1 fsc fc0 sc0 ls0 ws0">zwiększenie<span class="_ _0"></span> produ<span class="_ _0"></span>któw o długiej<span class="_ _0"></span> </div><div class="t m0 xf h70 y59d ff1 fsc fc0 sc0 ls0 ws0">trwałości<span class="ff3">.<span class="_ _0"></span> </span></div></div><div class="c x92 y598 w83 h7d"><div class="t m0 xf h4e y599 ff2 fsc fc0 sc0 ls0 ws0">Cel zrealizo<span class="_ _0"></span>wany. W 202<span class="ls2a">5 </span>roku </div><div class="t m0 xf h4e y59a ff2 fsc fc0 sc0 ls0 ws0">zastosowano<span class="_ _0"></span> kruszywa<span class="_ _0"></span> sztuczne<span class="_ _0"></span> w </div><div class="t m0 xf h4e y59b ff2 fsc fc0 sc0 ls0 ws0">budownic<span class="_ _0"></span>twie infrastr<span class="_ _0"></span>ukturalny<span class="_ _0"></span>m oraz </div><div class="t m0 xf h4e y59c ff2 fsc fc0 sc0 ls0 ws0">wielokrotnie<span class="_ _0"></span> <span class="ff1">wykorzy<span class="_ _0"></span>stywano pły<span class="_ _0"></span>ty </span></div><div class="t m0 xf h4e y264 ff1 fsc fc0 sc0 ls0 ws0">typu „MO<span class="_ _0"></span>N” do umo<span class="_ _0"></span>cnienia dró<span class="_ _0"></span>g </div><div class="t m0 xf h4e y59d ff2 fsc fc0 sc0 ls0 ws0">tymczaso<span class="_ _0"></span>wych<span class="ls2b">. </span> </div></div><div class="c x9e y598 w84 h7d"><div class="t m0 x59 h4e y599 ff1 fsc fc0 sc0 ls0 ws0">Dyrektor ds<span class="_ _0"></span>. Zakupów<span class="_ _0"></span>, </div><div class="t m0 x59 h4e y59a ff1 fsc fc0 sc0 ls0 ws0">Dyrektor D<span class="_ _0"></span>ziału </div><div class="t m0 x59 h4e y59b ff2 fsc fc0 sc0 ls0 ws0">Produkcji </div></div><div class="c x9a y590 w7f h7e"><div class="t m0 xf h4e y59a ff2 fsc fc0 sc0 ls0 ws0">Operacje </div><div class="t m0 xf h4e y59e ff1 fsc fc0 sc0 ls0 ws0">własne<span class="ff2"> </span></div></div><div class="c x9b y590 w80 h7e"><div class="t m0 xf h4e y59a ff2 fsc fc0 sc0 ls0 ws0">Przeszkolo<span class="_ _0"></span>no 237 </div><div class="t m0 xf h4e y59e ff1 fsc fc0 sc0 ls0 ws0">kierownikó<span class="_ _0"></span>w budów </div><div class="t m0 xf h4e y59c ff1 fsc fc0 sc0 ls0 ws0">oraz dyrek<span class="_ _0"></span>torów i </div><div class="t m0 xf h4e y264 ff1 fsc fc0 sc0 ls0 ws0">kierownikó<span class="_ _0"></span>w </div><div class="t m0 xf h4e y4a7 ff1 fsc fc0 sc0 ls0 ws0">kontaktó<span class="_ _0"></span>w.<span class="ff2"> </span></div></div><div class="c x9c y590 w81 h7e"><div class="t m0 xf h4e y59a ff1 fsc fc0 sc0 ls0 ws0">Zwiększenie<span class="_ _0"></span> kompe<span class="_ _0"></span>tencji </div><div class="t m0 xf h4e y59e ff1 fsc fc0 sc0 ls0 ws0">pracownikó<span class="_ _0"></span>w w obszar<span class="_ _0"></span>ze </div><div class="t m0 xf h4e y59c ff1 fsc fc0 sc0 ls0 ws0">wykorzys<span class="_ _0"></span>tywania ma<span class="_ _0"></span>teriałów z<span class="_ _0"></span> </div><div class="t m0 xf h4e y264 ff1 fsc fc0 sc0 ls0 ws0">recyklingu i<span class="_ _0"></span> surowców<span class="_ _0"></span> ze źródeł<span class="_ _0"></span> </div><div class="t m0 xf h70 y4a7 ff2 fsc fc0 sc0 ls0 ws0">odnawialny<span class="_ _0"></span>ch.<span class="ff3"> </span></div></div><div class="c x9d y590 w82 h7e"><div class="t m0 xf h70 y59a ff2 fsc fc0 sc0 ls0 ws0">-<span class="ff3"> </span></div></div><div class="c x92 y590 w83 h7e"><div class="t m0 xf h4e y59a ff2 fsc fc0 sc0 ls0 ws0">Przeszkolo<span class="_ _0"></span>no 363 <span class="ff1">kiero<span class="_ _0"></span>wników </span></div><div class="t m0 xf h4e y59e ff1 fsc fc0 sc0 ls0 ws0">budów, kier<span class="_ _0"></span>owników r<span class="_ _0"></span>obót oraz<span class="_ _0"></span> </div><div class="t m0 xf h4e y59c ff1 fsc fc0 sc0 ls0 ws0">dyrektorów<span class="_ _0"></span> i kierowni<span class="_ _0"></span>ków kontra<span class="_ _0"></span>któw.<span class="ff2"> </span></div></div><div class="c x9e y590 w84 h7e"><div class="t m0 x59 h4e y59a ff1 fsc fc0 sc0 ls0 ws0">Dyrektor ds<span class="_ _0"></span>. Zakupów<span class="_ _0"></span>, </div><div class="t m0 x59 h4e y59e ff1 fsc fc0 sc0 ls0 ws0">Dyrektor D<span class="_ _0"></span>ziału </div><div class="t m0 x59 h4e y59c ff2 fsc fc0 sc0 ls0 ws0">Produkcji, <span class="_ _0"></span>Dyrektor </div><div class="t m0 x59 h4e y264 ff1 fsc fc0 sc0 ls0 ws0">Działu Kadr<span class="_ _0"></span><span class="ff2"> </span></div></div><div class="c x38 y59f w71 h7f"><div class="t m0 xf h70 y5a0 ff3 fsc fc0 sc0 ls0 ws0">ZMNIEJS<span class="_ _0"></span>ZYMY </div><div class="t m0 xf h70 y5a1 ff6 fsc fc0 sc0 ls0 ws0">ILOŚĆ </div><div class="t m0 xf h70 y5a2 ff6 fsc fc0 sc0 ls0 ws0">ODPADÓ<span class="_ _0"></span>W </div><div class="t m0 xf h70 y5a3 ff6 fsc fc0 sc0 ls0 ws0">TRAFIAJ<span class="_ _0"></span>ĄCYCH </div><div class="t m0 xf h70 y5a4 ff3 fsc fc0 sc0 ls0 ws0">NA WYSYPI<span class="_ _0"></span>SKA<span class="ff2"> </span></div></div><div class="c x9a y5a5 w7f h80"><div class="t m0 xf h4e y599 ff2 fsc fc0 sc0 ls0 ws0">Operacje </div><div class="t m0 xf h4e y59a ff1 fsc fc0 sc0 ls0 ws0">własne<span class="ff2"> </span></div></div><div class="c x9b y5a5 w80 h80"><div class="t m0 xf h4e y599 ff2 fsc fc0 sc0 ls0 ws0"> </div></div><div class="c x9c y5a5 w81 h80"><div class="t m0 xf h4e y599 ff1 fsc fc0 sc0 ls0 ws0">Zwiększenie<span class="_ _0"></span> kompe<span class="_ _0"></span>tencji </div><div class="t m0 xf h4e y59a ff1 fsc fc0 sc0 ls0 ws0">pracownikó<span class="_ _0"></span>w w obszar<span class="_ _0"></span>ze </div><div class="t m0 xf h4e y59e ff2 fsc fc0 sc0 ls0 ws0">ponownego <span class="_ _0"></span>wykorz<span class="_ _0"></span>ystania </div><div class="t m0 xf h4e y59c ff1 fsc fc0 sc0 ls0 ws0">materiałó<span class="_ _0"></span>w lub takich<span class="_ _0"></span> procesów </div><div class="t m0 xf h4e y264 ff1 fsc fc0 sc0 ls0 ws0">budowlany<span class="_ _0"></span>ch które po<span class="_ _0"></span>zwalają n<span class="_ _0"></span>a </div><div class="t m0 xf h4e y4a7 ff1 fsc fc0 sc0 ls0 ws0">ponowne u<span class="_ _0"></span>życie mate<span class="_ _0"></span>riałów.<span class="ff2"> </span></div></div><div class="c x9d y5a5 w82 h80"><div class="t m0 xf h4e y599 ff2 fsc fc0 sc0 ls0 ws0">- </div></div><div class="c x92 y5a5 w83 h80"><div class="t m0 xf h4e y599 ff2 fsc fc0 sc0 ls0 ws0">Przeszkolo<span class="_ _0"></span>no 3<span class="ls2c">63</span> <span class="ff1">kiero<span class="_ _0"></span>wników </span></div><div class="t m0 xf h4e y59a ff1 fsc fc0 sc0 ls0 ws0">budów, kier<span class="_ _0"></span>owników r<span class="_ _0"></span>obót oraz<span class="_ _0"></span> </div><div class="t m0 xf h4e y59e ff1 fsc fc0 sc0 ls0 ws0">dyrektorów<span class="_ _0"></span> i kierowni<span class="_ _0"></span>ków kontra<span class="_ _0"></span>któw.<span class="ff2"> </span></div></div><div class="c x9e y5a5 w84 h80"><div class="t m0 x59 h4e y599 ff1 fsc fc0 sc0 ls0 ws0">Dyrektor ds<span class="_ _0"></span>. Zakupów<span class="_ _0"></span>, </div><div class="t m0 x59 h4e y59a ff1 fsc fc0 sc0 ls0 ws0">Dyrektor D<span class="_ _0"></span>ziału </div><div class="t m0 x59 h4e y59e ff2 fsc fc0 sc0 ls0 ws0">Produkcji </div></div><div class="c x9a y5a6 w7f h81"><div class="t m0 xf h4e y59b ff1 fsc fc0 sc0 ls0 ws0">Cały łańcu<span class="_ _0"></span>ch </div><div class="t m0 xf h4e y59c ff1 fsc fc0 sc0 ls0 ws0">wartości<span class="ff2"> </span></div></div><div class="c x9b y5a6 w80 h81"><div class="t m0 xf h4e y59b ff2 fsc fc0 sc0 ls0 ws0"> </div></div><div class="c x9c y5a6 w81 h81"><div class="t m0 xf h4e y59b ff2 fsc fc0 sc0 ls0 ws0">Przeprowad<span class="_ _0"></span>zenie ana<span class="_ _0"></span>lizy </div><div class="t m0 xf h4e y59c ff1 fsc fc0 sc0 ls0 ws0">możliwoś<span class="_ _0"></span>ci wprowadze<span class="_ _0"></span>nia </div><div class="t m0 xf h4e y264 ff1 fsc fc0 sc0 ls0 ws0">segregacji<span class="_ _0"></span> odpadów na<span class="_ _0"></span> </div><div class="t m0 xf h4e y59d ff2 fsc fc0 sc0 ls0 ws0">budowach<span class="_ _0"></span>. </div></div><div class="c x9d y5a6 w82 h81"><div class="t m0 xf h4e y59b ff2 fsc fc0 sc0 ls0 ws0">- </div></div><div class="c x92 y5a6 w83 h81"><div class="t m0 xf h4e y59b ff1 fsc fc0 sc0 ls0 ws0">Analiza zos<span class="_ _0"></span>tała wykona<span class="_ _0"></span>na w lut<span class="_ _0"></span>ym </div><div class="t m0 xf h4e y59c ff2 fsc fc0 sc0 ls0 ws0">2025 roku<span class="_ _0"></span>. </div></div><div class="c x9e y5a6 w84 h81"><div class="t m0 x59 h4e y59b ff1 fsc fc0 sc0 ls0 ws0">Kierownik<span class="_ _0"></span> Działu </div><div class="t m0 x59 h4e y59c ff1 fsc fc0 sc0 ls0 ws0">Ochrony Środ<span class="_ _0"></span>owiska<span class="ff2"> </span></div><div class="t m0 x59 h4e y264 ff2 fsc fc0 sc0 ls0 ws0"> </div></div><div class="c x9a y59f w7f h80"><div class="t m0 xf h4e y5a7 ff1 fsc fc0 sc0 ls0 ws0">Cały łańcu<span class="_ _0"></span>ch </div><div class="t m0 xf h4e y5a8 ff1 fsc fc0 sc0 ls0 ws0">wartości<span class="ff2"> </span></div></div><div class="c x9b y59f w80 h80"><div class="t m0 xf h4e y5a7 ff2 fsc fc0 sc0 ls0 ws0">Przeszkolo<span class="_ _0"></span>no 236 </div><div class="t m0 xf h4e y5a8 ff1 fsc fc0 sc0 ls0 ws0">pracownikó<span class="_ _0"></span>w i </div><div class="t m0 xf h4e y59e ff1 fsc fc0 sc0 ls0 ws0">podwykona<span class="_ _0"></span>wców<span class="ff2"> </span></div></div><div class="c x9c y59f w81 h80"><div class="t m0 xf h4e y5a7 ff2 fsc fc0 sc0 ls0 ws0">Przeszkole<span class="_ _0"></span>nie (eduka<span class="_ _0"></span>cja) </div><div class="t m0 xf h4e y5a8 ff1 fsc fc0 sc0 ls0 ws0">pracownikó<span class="_ _0"></span>w i pod<span class="_ _0"></span>wykonawcó<span class="_ _0"></span>w w </div><div class="t m0 xf h4e y59e ff1 fsc fc0 sc0 ls0 ws0">temacie <span class="_ _0"></span>zarządzania <span class="_ _0"></span>odpada<span class="_ _0"></span>mi </div><div class="t m0 xf h4e y59c ff2 fsc fc0 sc0 ls0 ws0">na placu budo<span class="_ _0"></span>wy. </div></div><div class="c x9d y59f w82 h80"><div class="t m0 xf h4e y5a7 ff2 fsc fc0 sc0 ls0 ws0">Przeszkole<span class="_ _0"></span>nie (eduka<span class="_ _0"></span>cja) </div><div class="t m0 xf h4e y5a8 ff1 fsc fc0 sc0 ls0 ws0">pracownikó<span class="_ _0"></span>w i pod<span class="_ _0"></span>wykonawcó<span class="_ _0"></span>w w </div><div class="t m0 xf h4e y59e ff1 fsc fc0 sc0 ls0 ws0">temacie <span class="_ _0"></span>zarządzania <span class="_ _0"></span>odpada<span class="_ _0"></span>mi </div><div class="t m0 xf h4e y59c ff2 fsc fc0 sc0 ls0 ws0">na placu budo<span class="_ _0"></span>wy. </div></div><div class="c x92 y59f w83 h80"><div class="t m0 xf h4e y5a7 ff2 fsc fc0 sc0 ls0 ws0">Przeszkolo<span class="_ _0"></span>no <span class="ls2c">490</span> <span class="ff1">praco<span class="_ _0"></span>wników.<span class="ff2"> </span></span></div></div><div class="c x9e y59f w84 h80"><div class="t m0 x59 h4e y5a7 ff1 fsc fc0 sc0 ls0 ws0">Kierownik<span class="_ _0"></span> Działu </div><div class="t m0 x59 h4e y5a8 ff1 fsc fc0 sc0 ls0 ws0">Ochrony Środ<span class="_ _0"></span>owiska <span class="_ _0"></span>/ </div><div class="t m0 x59 h4e y59e ff1 fsc fc0 sc0 ls0 ws0">ze współpra<span class="_ _0"></span>cą </div><div class="t m0 x59 h4e y59c ff1 fsc fc0 sc0 ls0 ws0">kierownikó<span class="_ _0"></span>w kontraktó<span class="_ _0"></span>w </div><div class="t m0 x59 h4e y264 ff2 fsc fc0 sc0 ls0 ws0">budowlany<span class="_ _0"></span>ch </div><div class="t m0 x59 h4e y4a7 ff2 fsc fc0 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf2d" class="pf w5 hc" ><div class="pc pc2d w5 hc"><img class="bi x0 y0 w6 h1" alt="" 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class="c x0 y0 w7 hc"><div class="t m0 x4 h2 ye ff1 fs0 fc0 sc0 ls0 ws0">Sprawozdanie nt. informacji niefinansowych GK MIRBUD za 2025<span class="_ _1"></span> rok<span class="ff2"> </span></div><div class="t m0 x4 h2 yf ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hd y10 ff4 fs3 fc0 sc0 ls25 ws0">45<span class="ff5 fs8 ls0"> </span></div><div class="t m0 x4 h12 y2c7 ff6 fsb fc0 sc0 ls13 ws0">E5<span class="ls0">-4 Zasoby wprow<span class="_ _1"></span>adzane do organiza<span class="_ _1"></span>cji<span class="ff3"> </span></span></div><div class="t m0 x4 h6 y5a9 ff1 fs3 fc0 sc0 ls0 ws0">Produkty i mater<span class="_ _1"></span>iały wprowadzane do<span class="_ _1"></span> organizacji i wy<span class="_ _1"></span>korzysty<span class="_ _1"></span>wane przez Grupę MIRB<span class="_ _1"></span>UD są istotne <span class="_ _1"></span>w </div><div class="t m0 x4 h6 y5aa ff1 fs3 fc0 sc0 ls0 ws0">jej <span class="_ _8"></span>modelu <span class="_ _1"></span>biznesowy<span class="_ _1"></span>m. <span class="_ _1"></span>Materiały <span class="_ _8"></span>i <span class="_ _8"></span>surowce <span class="_ _8"></span>służą <span class="_ _8"></span>do <span class="_ _8"></span>realizacji <span class="_ _8"></span>inwestycji <span class="_ _8"></span>budowlanyc<span class="_ _1"></span>h <span class="_ _1"></span>i <span class="_ _1"></span>pozy<span class="_ _1"></span>skiwane </div><div class="t m0 x4 h6 y54 ff1 fs3 fc0 sc0 ls0 ws0">są z<span class="_ _1"></span>arówno o<span class="_ _1"></span>d dosta<span class="_ _1"></span>wców <span class="_ _1"></span>zewnętrznych, <span class="_ _1"></span>jak <span class="_ _1"></span>i <span class="_ _1"></span>produkowane <span class="_ _1"></span>prz<span class="_ _1"></span>ez<span class="_ _1"></span> własn<span class="_ _1"></span>e spółk<span class="_ _1"></span>i. <span class="_ _1"></span>Do najistot<span class="_ _1"></span>niejszyc<span class="_ _1"></span>h </div><div class="t m0 x4 h6 y55 ff1 fs3 fc0 sc0 ls0 ws0">grup ma<span class="_ _1"></span>teriałów <span class="_ _1"></span>wykorzy<span class="_ _1"></span>stywanych w <span class="_ _1"></span>202<span class="_ _1"></span><span class="ff2">5 <span class="_ _1"></span></span>r. na<span class="_ _1"></span>leżą: <span class="_ _1"></span>asfalt, ce<span class="_ _1"></span>ment, <span class="_ _1"></span>beton, s<span class="_ _1"></span>poiwa <span class="_ _1"></span>hydrauliczne, <span class="_ _1"></span>stal,<span class="_ _1"></span> </div><div class="t m0 x4 h6 y56 ff1 fs3 fc0 sc0 ls0 ws0">piasek <span class="_ _f"> </span>i <span class="_ _f"> </span>grys. <span class="_ _f"> </span>Is<span class="_ _1"></span>totne <span class="_ _f"> </span>są <span class="_ _f"> </span>także <span class="_ _16"> </span>prefabrykowane <span class="_ _f"> </span>e<span class="_ _1"></span>lementy <span class="_ _f"> </span>konstrukcy<span class="_ _1"></span>jne <span class="_ _f"> </span>stalowe <span class="_ _f"> </span>i <span class="_ _f"> </span>beton<span class="_ _1"></span>owe <span class="_ _f"> </span>lub<span class="_ _1"></span> </div><div class="t m0 x4 h6 y57 ff1 fs3 fc0 sc0 ls0 ws0">żelbeto<span class="ff2 lse">we<span class="ls8">. <span class="ls0"> </span></span></span></div><div class="t m0 x4 h6 y58 ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h6 y59 ff1 fs3 fc0 sc0 ls0 ws0">Najistotniejsze <span class="_ _0"></span>grupy <span class="_ _0"></span>produktów <span class="_ _2"></span>wy<span class="_ _1"></span>korzystywany<span class="_ _1"></span>ch <span class="_ _2"></span>prz<span class="_ _1"></span>ez <span class="_ _2"></span>G<span class="_ _1"></span>rupę <span class="_ _0"></span>MIRBUD <span class="_ _2"></span>to <span class="_ _0"></span>odzież <span class="_ _0"></span>ochronna, <span class="_ _0"></span>produkty </div><div class="t m0 x4 h6 y5a ff2 fs3 fc0 sc0 ls0 ws0">zbrojeniowe <span class="_ _10"> </span>(szalunki <span class="_ _10"> </span>i <span class="_ _a"> </span>rusztowania)<span class="_ _1"></span><span class="lsd">, <span class="_ _10"> </span></span><span class="ff1">materiały <span class="_ _a"> </span>biuro<span class="_ _1"></span>we <span class="_ _10"> </span></span>oraz <span class="_ _a"> </span>kontenery<span class="_ _1"></span> <span class="_ _a"> </span>wy<span class="_ _1"></span>korzystywane <span class="_ _10"> </span>jako <span class="_ _a"> </span>biur<span class="_ _1"></span>a </div><div class="t m0 x4 h6 y5b ff2 fs3 fc0 sc0 ls0 ws0">budowy.  </div><div class="t m0 x4 h6 y5c ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h6 y5d ff1 fs3 fc0 sc0 ls0 ws0">W <span class="_ _0"></span>poniższej <span class="_ _0"></span>tabeli <span class="_ _2"></span>prez<span class="_ _1"></span>entowane <span class="_ _0"></span>jest <span class="_ _0"></span>sumaryczne zestawienie <span class="_ _2"></span>z<span class="_ _1"></span>asobów <span class="_ _0"></span>wprowadzonych do <span class="_ _2"></span>organizacj<span class="_ _1"></span>i </div><div class="t m0 x4 h6 y5e ff2 fs3 fc0 sc0 ls0 ws0">w 2025 r.  </div></div><div class="c x38 y5ab w85 h82"><div class="t m0 xf h53 y320 ff6 fs1 fc0 sc0 ls0 ws0">Zasoby wprowad<span class="_ _0"></span>zane do GK M<span class="_ _0"></span>IRBUD<span class="ff2"> </span></div></div><div class="c x9f y5ab w86 h82"><div class="t m0 x59 h53 y320 ff6 fs1 fc0 sc0 ls0 ws0">Jedn.<span class="ff2"> </span></div></div><div class="c xa0 y5ab w87 h82"><div class="t m0 x23 h53 y320 ff6 fs1 fc0 sc0 lsf ws0">2025<span class="ff3 ls0"> </span></div></div><div class="c xa1 y5ab w88 h82"><div class="t m0 x23 h53 y320 ff6 fs1 fc0 sc0 lsf ws0">202<span class="ls0">4<span class="ff3"> </span></span></div></div><div class="c xa2 y5ab w87 h82"><div class="t m0 x14 h53 y234 ff6 fs1 fc0 sc0 ls0 ws0">Zmiana r/r </div><div class="t m0 x10 h53 y242 ff6 fs1 fc0 sc0 ls0 ws0">(%)<span class="ff3"> </span></div></div><div class="c x38 y35a w85 h83"><div class="t m0 xf h53 y56e ff6 fs1 fc0 sc0 ls0 ws0">Łączna masa prod<span class="_ _0"></span>uktów wprow<span class="_ _0"></span>adzonych d<span class="_ _0"></span>o organizacji<span class="ff3"> </span></div></div><div class="c x9f y35a w86 h83"><div class="t m0 x59 h53 y56e ff6 fs1 fc0 sc0 ls2d ws0">Mg<span class="ff3 ls0"> </span></div></div><div class="c xa0 y35a w87 h83"><div class="t m0 xa3 h53 y56e ff6 fs1 fc0 sc0 ls0 ws0">1782,29<span class="ff3"> </span></div></div><div class="c xa1 y35a w88 h83"><div class="t m0 xa4 h53 y56e ff6 fs1 fc0 sc0 ls0 ws0">3 659,68<span class="ff3"> </span></div></div><div class="c xa2 y35a w87 h83"><div class="t m0 x97 h53 y56e ff6 fs1 fc0 sc0 ls0 ws0">-51,30%<span class="ff3"> </span></div></div><div class="c x38 y5ac w85 h83"><div class="t m0 xf h15 y234 ff1 fs1 fc0 sc0 ls0 ws0">Łączna masa ma<span class="_ _0"></span>teriałów techni<span class="_ _0"></span>cznych wpro<span class="_ _0"></span>wadzonych do </div><div class="t m0 xf h15 y242 ff1 fs1 fc0 sc0 ls0 ws0">organizacji<span class="ff2"> </span></div></div><div class="c x9f y5ac w86 h83"><div class="t m0 x59 h15 y56e ff1 fs1 fc0 sc0 ls2d ws0">Mg<span class="ff2 ls0"> </span></div></div><div class="c xa0 y5ac w87 h83"><div class="t m0 x8a h15 y56e ff1 fs1 fc0 sc0 ls0 ws0"> 4 599 466,02<span class="ff2"> </span></div></div><div class="c xa1 y5ac w88 h83"><div class="t m0 x1e h15 y56e ff1 fs1 fc0 sc0 ls0 ws0">4 150 350,42<span class="ff2"> </span></div></div><div class="c xa2 y5ac w87 h83"><div class="t m0 x25 h15 y56e ff1 fs1 fc0 sc0 ls0 ws0">10,82%<span class="ff2"> </span></div></div><div class="c x38 y5ad w85 h38"><div class="t m0 xf h15 y26c ff1 fs1 fc0 sc0 ls0 ws0">w tym całkowita<span class="_ _0"></span> masa wtórnie<span class="_ _0"></span> wykorzystan<span class="_ _0"></span>ych lub uż<span class="_ _0"></span>ytych </div><div class="t m0 xf h15 y109 ff1 fs1 fc0 sc0 ls0 ws0">komponentów, po<span class="_ _0"></span>nownie użyty<span class="_ _0"></span>ch półprodu<span class="_ _0"></span>któw i surowców<span class="_ _0"></span> </div><div class="t m0 xf h15 y272 ff1 fs1 fc0 sc0 ls0 ws0">wtórnych użyty<span class="_ _0"></span>ch do wytwar<span class="_ _0"></span>zania prod<span class="_ _0"></span>uktów i usług </div><div class="t m0 xf h15 y102 ff1 fs1 fc0 sc0 ls0 ws0">przedsiębiorstwa (w<span class="_ _0"></span> tym opa<span class="_ _0"></span>kowań)<span class="ff2"> </span></div></div><div class="c x9f y5ad w86 h38"><div class="t m0 x59 h15 y2bb ff1 fs1 fc0 sc0 ls2d ws0">Mg<span class="ff2 ls0"> </span></div></div><div class="c xa0 y5ad w87 h38"><div class="t m0 x83 h15 y2bb ff1 fs1 fc0 sc0 ls1d ws0">   <span class="ls0">0,00<span class="_ _0"></span><span class="ff2"> </span></span></div></div><div class="c xa1 y5ad w88 h38"><div class="t m0 x82 h15 y2bb ff1 fs1 fc0 sc0 ls0 ws0">13782,00<span class="ff2"> </span></div></div><div class="c xa2 y5ad w87 h38"><div class="t m0 x23 h15 y2bb ff1 fs1 fc0 sc0 ls0 ws0">-100,00%<span class="ff2"> </span></div></div><div class="c x38 y5ae w85 h83"><div class="t m0 xf h15 y5af ff1 fs1 fc0 sc0 ls0 ws0">Łączna masa ma<span class="_ _0"></span>teriałów biologi<span class="_ _0"></span>cznych wp<span class="_ _0"></span>rowadzonych do<span class="_ _0"></span> </div><div class="t m0 xf h15 y242 ff1 fs1 fc0 sc0 ls0 ws0">organizacji <span class="ff2"> </span></div></div><div class="c x9f y5ae w86 h83"><div class="t m0 x59 h15 y56e ff1 fs1 fc0 sc0 ls2d ws0">Mg<span class="ff2 ls0"> </span></div></div><div class="c xa0 y5ae w87 h83"><div class="t m0 x83 h15 y56e ff1 fs1 fc0 sc0 ls1d ws0">   <span class="ls0">0,00<span class="_ _0"></span><span class="ff2"> </span></span></div></div><div class="c xa1 y5ae w88 h83"><div class="t m0 x80 h15 y56e ff1 fs1 fc0 sc0 ls0 ws0">0,00<span class="ff2"> </span></div></div><div class="c xa2 y5ae w87 h83"><div class="t m0 x8c h15 y56e ff1 fs1 fc0 sc0 ls0 ws0">-<span class="ff2"> </span></div></div><div class="c x38 y5b0 w85 h83"><div class="t m0 xf h15 y56e ff1 fs1 fc0 sc0 ls0 ws0">w tym pochodzą<span class="_ _0"></span>cych ze zrówn<span class="_ _0"></span>oważony<span class="_ _0"></span>ch źródeł <span class="ff2"> </span></div></div><div class="c x9f y5b0 w86 h83"><div class="t m0 x59 h15 y56e ff1 fs1 fc0 sc0 ls2d ws0">Mg<span class="ff2 ls0"> </span></div></div><div class="c xa0 y5b0 w87 h83"><div class="t m0 x83 h15 y56e ff1 fs1 fc0 sc0 ls1d ws0">   <span class="ls0">0,00<span class="_ _0"></span><span class="ff2"> </span></span></div></div><div class="c xa1 y5b0 w88 h83"><div class="t m0 x80 h15 y56e ff1 fs1 fc0 sc0 ls0 ws0">0,00<span class="ff2"> </span></div></div><div class="c xa2 y5b0 w87 h83"><div class="t m0 x8c h15 y56e ff1 fs1 fc0 sc0 ls0 ws0">-<span class="ff2"> </span></div></div><div class="c x38 y5b1 w85 h82"><div class="t m0 xf h15 y234 ff1 fs1 fc0 sc0 ls0 ws0">Łączna masa ma<span class="_ _0"></span>teriałów techni<span class="_ _0"></span>cznych i materiałów<span class="_ _0"></span> </div><div class="t m0 xf h15 y242 ff1 fs1 fc0 sc0 ls0 ws0">biologicznych wpro<span class="_ _0"></span>wadzon<span class="_ _0"></span>ych do orga<span class="_ _0"></span>nizacji <span class="ff2"> </span></div></div><div class="c x9f y5b1 w86 h82"><div class="t m0 x59 h15 y320 ff1 fs1 fc0 sc0 ls2d ws0">Mg<span class="ff2 ls0"> </span></div></div><div class="c xa0 y5b1 w87 h82"><div class="t m0 x8a h15 y320 ff1 fs1 fc0 sc0 ls0 ws0"> 4 599 466,02<span class="ff2"> </span></div></div><div class="c xa1 y5b1 w88 h82"><div class="t m0 x1e h15 y320 ff1 fs1 fc0 sc0 ls0 ws0">4 150 350,42<span class="ff2"> </span></div></div><div class="c xa2 y5b1 w87 h82"><div class="t m0 x25 h15 y320 ff1 fs1 fc0 sc0 ls0 ws0">10,82%<span class="ff2"> </span></div></div><div class="c x38 y5b2 w85 h84"><div class="t m0 xf h15 y234 ff1 fs1 fc0 sc0 ls0 ws0">Łączna masa pro<span class="_ _0"></span>duktów, materiał<span class="_ _0"></span>ów technic<span class="_ _0"></span>znych i </div><div class="t m0 xf h15 y242 ff1 fs1 fc0 sc0 ls0 ws0">materiałów biologi<span class="_ _0"></span>cznych <span class="ff2"> </span></div></div><div class="c x9f y5b2 w86 h84"><div class="t m0 x59 h15 y56e ff1 fs1 fc0 sc0 ls2d ws0">Mg<span class="ff2 ls0"> </span></div></div><div class="c xa0 y5b2 w87 h84"><div class="t m0 x8a h15 y56e ff1 fs1 fc0 sc0 ls0 ws0"> 4 601 245,81<span class="ff2"> </span></div></div><div class="c xa1 y5b2 w88 h84"><div class="t m0 x1e h15 y56e ff1 fs1 fc0 sc0 ls0 ws0">4 154 010,10<span class="ff2"> </span></div></div><div class="c xa2 y5b2 w87 h84"><div class="t m0 x25 h15 y56e ff1 fs1 fc0 sc0 ls0 ws0">10,77%<span class="ff2"> </span></div></div><div class="c x38 y5b3 w85 h82"><div class="t m0 xf h15 y234 ff1 fs1 fc0 sc0 ls0 ws0">Wartość procen<span class="_ _0"></span>towa materiałó<span class="_ _0"></span>w biologiczny<span class="_ _0"></span>ch </div><div class="t m0 xf h15 y242 ff1 fs1 fc0 sc0 ls0 ws0">pochodzących <span class="_ _0"></span>ze zrównowa<span class="_ _0"></span>żonych źródeł <span class="ff2"> </span></div></div><div class="c x9f y5b3 w86 h82"><div class="t m0 x59 h15 y320 ff1 fs1 fc0 sc0 ls0 ws0">%<span class="ff2"> </span></div></div><div class="c xa0 y5b3 w87 h82"><div class="t m0 x83 h15 y320 ff1 fs1 fc0 sc0 ls0 ws0">0,00%<span class="ff2"> </span></div></div><div class="c xa1 y5b3 w88 h82"><div class="t m0 x83 h15 y320 ff1 fs1 fc0 sc0 ls0 ws0">0,00%<span class="ff2"> </span></div></div><div class="c xa2 y5b3 w87 h82"><div class="t m0 x8c h15 y320 ff1 fs1 fc0 sc0 ls0 ws0">-<span class="ff2"> </span></div></div><div class="c x38 y5b4 w85 h83"><div class="t m0 xf h15 y56e ff1 fs1 fc0 sc0 ls0 ws0">Wartość procen<span class="_ _0"></span>towa materiałó<span class="_ _0"></span>w wtórnie wy<span class="_ _0"></span>korzystan<span class="_ _0"></span>ych<span class="ff2"> </span></div></div><div class="c x9f y5b4 w86 h83"><div class="t m0 x59 h15 y56e ff1 fs1 fc0 sc0 ls0 ws0">%<span class="ff2"> </span></div></div><div class="c xa0 y5b4 w87 h83"><div class="t m0 x97 h15 y56e ff1 fs1 fc0 sc0 ls1d ws0">   <span class="ls0">0,00%<span class="ff2"> </span></span></div></div><div class="c xa1 y5b4 w88 h83"><div class="t m0 x83 h15 y56e ff1 fs1 fc0 sc0 ls0 ws0">0,33%<span class="ff2"> </span></div></div><div class="c xa2 y5b4 w87 h83"><div class="t m0 x8c h15 y56e ff1 fs1 fc0 sc0 ls0 ws0">-<span class="ff2"> </span></div></div><div class="c x0 y0 w7 hc"><div class="t m0 x4 h12 y30e ff6 fsb fc0 sc0 ls13 ws0">E5<span class="ls0">-5 Zasoby odpro<span class="_ _1"></span>wadzane z organiza<span class="_ _1"></span>cji<span class="ff3"> </span></span></div><div class="t m0 x4 h6 y5b5 ff1 fs3 fc0 sc0 ls0 ws0">Głównymi <span class="_ _e"> </span>zasobami <span class="_ _e"> </span>odpr<span class="_ _1"></span>owadzanymi <span class="_ _e"> </span>z <span class="_ _e"> </span>GK <span class="_ _e"> </span>MIRB<span class="_ _1"></span>UD <span class="_ _d"> </span>s<span class="_ _1"></span>ą <span class="_ _d"> </span>sk<span class="_ _1"></span>ończone <span class="_ _d"> </span>in<span class="_ _1"></span>westycj<span class="_ _1"></span>e <span class="_ _d"> </span>budowlane <span class="_ _e"> </span>lub<span class="_ _1"></span> </div><div class="t m0 x4 h6 y5b6 ff2 fs3 fc0 sc0 ls0 ws0">infrastrukturalne<span class="ff1">, które nie są <span class="_ _2"></span>waż<span class="_ _1"></span>one. W ramach <span class="_ _0"></span>zasobów odprowadzanych<span class="_ _1"></span> z <span class="_ _0"></span>organizacji <span class="_ _0"></span>GK MIRBUD </span></div><div class="t m0 x4 h6 y5b7 ff1 fs3 fc0 sc0 ls0 ws0">ujawnia dane dotycz<span class="_ _1"></span>ące masy bitumicznej <span class="_ _1"></span>wytwarza<span class="_ _1"></span>nej w ramach <span class="_ _1"></span>działalności spółki KOB<span class="_ _1"></span>YLARNIA. <span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x4 h6 y5b8 ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h6 y5b9 ff1 fs3 fc0 sc0 ls0 ws0">Wytwarzane <span class="_ _8"></span>odpady <span class="_ _8"></span>mag<span class="_ _1"></span>azynowane <span class="_ _8"></span>są <span class="_ _8"></span>zgod<span class="_ _1"></span>nie <span class="_ _1"></span>z <span class="_ _8"></span>us<span class="_ _1"></span>tawą <span class="_ _1"></span>o <span class="_ _8"></span>odp<span class="_ _1"></span>adach <span class="_ _8"></span>oraz <span class="_ _8"></span>aktami <span class="_ _8"></span>wykonawczy<span class="_ _1"></span>mi, <span class="_ _1"></span>a<span class="_ _1"></span> </div><div class="t m0 x4 h6 y474 ff1 fs3 fc0 sc0 ls0 ws0">następnie <span class="_ _8"></span>prz<span class="_ _1"></span>ekazywane <span class="_ _b"></span>są <span class="_ _b"></span>uprawnionym<span class="_ _1"></span> <span class="_ _8"></span>odbiorc<span class="_ _1"></span>om <span class="_ _b"></span><span class="ff2">-<span class="_ _1"></span> <span class="_ _8"></span></span>firmom <span class="_ _b"></span>posiadając<span class="_ _1"></span>ym <span class="_ _8"></span>sto<span class="_ _1"></span>sowne <span class="_ _8"></span>zezw<span class="_ _1"></span>olenia <span class="_ _b"></span>w </div><div class="t m0 x4 h6 y5ba ff2 fs3 fc0 sc0 ls0 ws0">zakresie <span class="_ _1"></span>g<span class="_ _1"></span>ospodarowania <span class="_ _8"></span>odpad<span class="_ _1"></span>ami. <span class="_ _8"></span>Kontrola <span class="_ _8"></span>procesu<span class="_ _1"></span> <span class="_ _1"></span>gosp<span class="_ _1"></span>odarowania <span class="_ _8"></span>odpadam<span class="_ _1"></span>i<span class="_ _1"></span> <span class="_ _8"></span>realizowana <span class="_ _8"></span>jest <span class="_ _8"></span>w<span class="_ _1"></span> </div><div class="t m0 x4 h6 y5bb ff1 fs3 fc0 sc0 ls0 ws0">szczególności <span class="_ _9"></span>wykorzystuj<span class="_ _1"></span>ąc <span class="_ _b"></span>do <span class="_ _9"></span>tego <span class="_ _9"></span>celu <span class="_ _9"></span>system <span class="_ _9"></span>BDO <span class="_ _9"></span>Manager. <span class="_ _9"></span>Weryfikowany<span class="_ _1"></span> <span class="_ _b"></span>j<span class="_ _1"></span>est <span class="_ _b"></span>również <span class="_ _9"></span>zakres </div><div class="t m0 x4 h6 y5bc ff1 fs3 fc0 sc0 ls0 ws0">czynności <span class="_ _10"> </span>faktycznie <span class="_ _a"> </span>wy<span class="_ _1"></span>konanych <span class="_ _10"> </span>przez <span class="_ _a"> </span>podwykon<span class="_ _1"></span>awców <span class="_ _10"> </span>w <span class="_ _a"> </span>ramach <span class="_ _10"> </span>realizacji <span class="_ _10"> </span>zadań <span class="_ _a"> </span>i <span class="_ _10"> </span>obowiązków </div><div class="t m0 x4 h6 y1c9 ff1 fs3 fc0 sc0 ls0 ws0">wynikających <span class="_ _10"> </span>z <span class="_ _a"> </span>poszczególnych <span class="_ _10"> </span>umów. <span class="_ _a"> </span>Spółka <span class="_ _a"> </span>k<span class="_ _1"></span>ontrolu<span class="_ _1"></span>je <span class="_ _10"> </span>również, <span class="_ _a"> </span>aby <span class="_ _10"> </span>współpraca <span class="_ _a"> </span>w <span class="_ _10"> </span>tym <span class="_ _a"> </span>zakresie<span class="_ _1"></span> </div><div class="t m0 x4 h6 y5bd ff1 fs3 fc0 sc0 ls0 ws0">realizowana była z uzna<span class="_ _1"></span>nymi i renomowanym<span class="_ _1"></span>i profesjonalistami o m<span class="_ _1"></span>ożliwie jak n<span class="_ _1"></span>ajlepszej reputacji.<span class="_ _8"></span><span class="ff2"> </span></div><div class="t m0 x4 h6 y5be ff2 fs3 fc0 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf2e" class="pf w5 hc" ><div class="pc pc2e w5 hc"><img class="bi x0 y0 w6 h1" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w7 hc"><div class="t m0 x4 h2 ye ff1 fs0 fc0 sc0 ls0 ws0">Sprawozdanie nt. informacji niefinansowych GK MIRBUD za 2025<span class="_ _1"></span> rok<span class="ff2"> </span></div><div class="t m0 x4 h2 yf ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hd y10 ff4 fs3 fc0 sc0 ls25 ws0">46<span class="ff5 fs8 ls0"> </span></div></div><div class="c x38 y5bf w89 h85"><div class="t m0 x4c h53 y46e ff6 fs1 fc0 sc0 ls0 ws0">Zasoby odprowa<span class="_ _0"></span>dzane z organi<span class="_ _0"></span>zacji [E5-<span class="lsf">5]</span><span class="ff2"> </span></div></div><div class="c xa5 y5bf w8a h85"><div class="t m0 x4c h53 y46e ff6 fs1 fc0 sc0 ls0 ws0">Jednostka<span class="ff2"> </span></div></div><div class="c xa6 y5bf w8b h85"><div class="t m0 x10 h53 y46e ff6 fs1 fc0 sc0 lsf ws0">202<span class="ls0">5<span class="ff2"> </span></span></div></div><div class="c xa7 y5bf w8a h85"><div class="t m0 x10 h53 y46e ff6 fs1 fc0 sc0 lsf ws0">2024<span class="ff3 ls0"> </span></div></div><div class="c xa8 y5bf w8c h85"><div class="t m0 x8a h53 y46e ff6 fs1 fc0 sc0 ls0 ws0">Zmiana r/r (<span class="_ _0"></span>%)<span class="ff3"> </span></div></div><div class="c x38 y5c0 w89 h86"><div class="t m0 x4c h53 y28b ff6 fs1 fc0 sc0 ls0 ws0">Łączna masa prod<span class="_ _0"></span>uktów<span class="ff3"> </span></div></div><div class="c xa5 y5c0 w8a h86"><div class="t m0 x4c h53 y28b ff6 fs1 fc0 sc0 ls2d ws0">Mg<span class="ff3 ls0"> </span></div></div><div class="c xa6 y5c0 w8b h86"><div class="t m0 xa9 h53 y28b ff6 fs1 fc0 sc0 ls1d ws0">  <span class="ls0">898 054<span class="_ _0"></span><span class="ff3"> </span></span></div></div><div class="c xa7 y5c0 w8a h86"><div class="t m0 x83 h53 y28b ff6 fs1 fc0 sc0 ls0 ws0">823 579<span class="ff3"> </span></div></div><div class="c xa8 y5c0 w8c h86"><div class="t m0 xaa h15 y28b ff1 fs1 fc0 sc0 ls0 ws0">9,04%<span class="ff2"> </span></div></div><div class="c x38 y5c1 w89 h3f"><div class="t m0 x4c h15 y1dc ff1 fs1 fc0 sc0 ls0 ws0">Łączna masa pro<span class="_ _0"></span>duktów, które<span class="_ _0"></span> nadają się do </div><div class="t m0 x4c h15 y1dd ff1 fs1 fc0 sc0 ls0 ws0">recyklingu<span class="ff2"> </span></div></div><div class="c xa5 y5c1 w8a h3f"><div class="t m0 x4c h15 y324 ff1 fs1 fc0 sc0 ls2d ws0">Mg<span class="ff2 ls0"> </span></div></div><div class="c xa6 y5c1 w8b h3f"><div class="t m0 xa9 h15 y324 ff1 fs1 fc0 sc0 ls1d ws0">  <span class="ls0">898 054<span class="_ _0"></span><span class="ff2"> </span></span></div></div><div class="c xa7 y5c1 w8a h3f"><div class="t m0 x83 h15 y324 ff1 fs1 fc0 sc0 ls0 ws0">823 579<span class="ff2"> </span></div></div><div class="c xa8 y5c1 w8c h3f"><div class="t m0 xaa h15 y324 ff1 fs1 fc0 sc0 ls0 ws0">9,04%<span class="ff2"> </span></div></div><div class="c x38 y5c2 w89 h47"><div class="t m0 x4c h15 y527 ff1 fs1 fc0 sc0 ls0 ws0">Łączna masa opa<span class="_ _0"></span>kowań<span class="ff2"> </span></div></div><div class="c xa5 y5c2 w8a h47"><div class="t m0 x4c h15 y527 ff1 fs1 fc0 sc0 ls2d ws0">Mg<span class="ff2 ls0"> </span></div></div><div class="c xa6 y5c2 w8b h47"><div class="t m0 xaa h15 y527 ff1 fs1 fc0 sc0 ls1d ws0">   <span class="ls0">0,00<span class="_ _0"></span><span class="ff2"> </span></span></div></div><div class="c xa7 y5c2 w8a h47"><div class="t m0 x3a h15 y527 ff1 fs1 fc0 sc0 ls0 ws0">0,00<span class="ff2"> </span></div></div><div class="c xa8 y5c2 w8c h47"><div class="t m0 x6f h15 y527 ff1 fs1 fc0 sc0 ls0 ws0">-<span class="ff2"> </span></div></div><div class="c x38 y5c3 w89 h44"><div class="t m0 x4c h15 y1eb ff1 fs1 fc0 sc0 ls0 ws0">Łączna masa opa<span class="_ _0"></span>kowań nadają<span class="_ _0"></span>cych się<span class="ff2"> </span>do </div><div class="t m0 x4c h15 y1dd ff1 fs1 fc0 sc0 ls0 ws0">recyklingu<span class="ff2"> </span></div></div><div class="c xa5 y5c3 w8a h44"><div class="t m0 x4c h15 y23c ff1 fs1 fc0 sc0 ls2d ws0">Mg<span class="ff2 ls0"> </span></div></div><div class="c xa6 y5c3 w8b h44"><div class="t m0 xaa h15 y23c ff1 fs1 fc0 sc0 ls1d ws0">   <span class="ls0">0,00<span class="_ _0"></span><span class="ff2"> </span></span></div></div><div class="c xa7 y5c3 w8a h44"><div class="t m0 x3a h15 y23c ff1 fs1 fc0 sc0 ls0 ws0">0,00<span class="ff2"> </span></div></div><div class="c xa8 y5c3 w8c h44"><div class="t m0 x6f h15 y23c ff1 fs1 fc0 sc0 ls0 ws0">-<span class="ff2"> </span></div></div><div class="c x38 y5c4 w89 h3f"><div class="t m0 x4c h15 y1dc ff1 fs1 fc0 sc0 ls0 ws0">Wskaźnik zawa<span class="_ _0"></span>rtości mater<span class="_ _0"></span>iałów nada<span class="_ _0"></span>jących się do </div><div class="t m0 x4c h15 y1dd ff1 fs1 fc0 sc0 ls0 ws0">recyklingu w pr<span class="_ _0"></span>oduktach <span class="ff2"> </span></div></div><div class="c xa5 y5c4 w8a h3f"><div class="t m0 x4c h15 y324 ff1 fs1 fc0 sc0 ls0 ws0">%<span class="ff2"> </span></div></div><div class="c xa6 y5c4 w8b h3f"><div class="t m0 x11 h15 y324 ff1 fs1 fc0 sc0 lsf ws0">100%<span class="ff2 ls0"> </span></div></div><div class="c xa7 y5c4 w8a h3f"><div class="t m0 x11 h15 y324 ff1 fs1 fc0 sc0 lsf ws0">100%<span class="ff2 ls0"> </span></div></div><div class="c xa8 y5c4 w8c h3f"><div class="t m0 x6f h15 y324 ff1 fs1 fc0 sc0 ls0 ws0">-<span class="ff2"> </span></div></div><div class="c x38 y5c5 w89 h87"><div class="t m0 x4c h15 y5c6 ff1 fs1 fc0 sc0 ls0 ws0">Wskaźnik zawa<span class="_ _0"></span>rtości mater<span class="_ _0"></span>iałów nada<span class="_ _0"></span>jących się do </div><div class="t m0 x4c h15 y234 ff1 fs1 fc0 sc0 ls0 ws0">recyklingu w op<span class="_ _0"></span>akowaniach <span class="ff2"> </span></div></div><div class="c xa5 y5c5 w8a h87"><div class="t m0 x4c h15 y239 ff1 fs1 fc0 sc0 ls0 ws0">%<span class="ff2"> </span></div></div><div class="c xa6 y5c5 w8b h87"><div class="t m0 x6f h15 y239 ff1 fs1 fc0 sc0 ls0 ws0">-<span class="ff2"> </span></div></div><div class="c xa7 y5c5 w8a h87"><div class="t m0 x6f h15 y239 ff1 fs1 fc0 sc0 ls0 ws0">-<span class="ff2"> </span></div></div><div class="c xa8 y5c5 w8c h87"><div class="t m0 x6f h15 y239 ff1 fs1 fc0 sc0 ls0 ws0">-<span class="ff2"> </span></div></div><div class="c x0 y0 w7 hc"><div class="t m0 x4 h1b y5c7 ffa fs0 fc6 sc0 ls0 ws0"> </div></div><div class="c x38 y5c8 w8d h88"><div class="t m0 x4c h53 y320 ff6 fs1 fc0 sc0 ls0 ws0">Odpady [E5-<span class="lsf">5]</span><span class="ff3"> </span></div></div><div class="c x45 y5c8 w8e h88"><div class="t m0 x59 h53 y320 ff6 fs1 fc0 sc0 ls0 ws0">Jednostka<span class="ff3"> </span></div></div><div class="c xab y5c8 w8f h88"><div class="t m0 x97 h53 y320 ff6 fs1 fc0 sc0 lsf ws0">202<span class="ls0">5<span class="ff3"> </span></span></div></div><div class="c x74 y5c8 w90 h88"><div class="t m0 x97 h53 y320 ff6 fs1 fc0 sc0 lsf ws0">2024<span class="ff3 ls0"> </span></div></div><div class="c xac y5c8 w91 h88"><div class="t m0 x2 h53 y320 ff6 fs1 fc0 sc0 ls0 ws0">Zmiana r/r (<span class="_ _0"></span>%)<span class="ff3"> </span></div></div><div class="c x38 y5c9 w92 h82"><div class="t m0 x4c h53 y320 ff6 fs1 fc0 sc0 ls0 ws0">Odpady skierowane<span class="_ _0"></span> do odzysk<span class="_ _0"></span>u<span class="ff3"> </span></div></div><div class="c xad y5c9 w93 h82"><div class="t m0 xd h53 y320 ff6 fs1 fc0 sc0 ls2d ws0">Mg<span class="ff3 ls0"> </span></div></div><div class="c x31 y5c9 w94 h82"><div class="t m0 x2c h53 y320 ff6 fs1 fc0 sc0 ls0 ws0">338 395,93<span class="ff3"> </span></div></div><div class="c x74 y5c9 w95 h82"><div class="t m0 x39 h53 y320 ff6 fs1 fc0 sc0 ls0 ws0">1 <span class="lsf">836</span> 820,45<span class="ff3"> </span></div></div><div class="c xac y5c9 w94 h82"><div class="t m0 x99 h53 y320 ff6 fs1 fc0 sc0 ls0 ws0">-81,58%<span class="ff3"> </span></div></div><div class="c x38 y5ca w96 h82"><div class="t m0 x4c h53 y320 ff6 fs1 fc0 sc0 ls0 ws0">Odpady niebe<span class="_ _0"></span>zpieczne<span class="ff3"> </span></div></div><div class="c x45 y5ca w97 h82"><div class="t m0 x6e h53 y320 ff6 fs1 fc0 sc0 ls2d ws0">Mg<span class="ff3 ls0"> </span></div></div><div class="c x31 y5ca w94 h82"><div class="t m0 x97 h53 y320 ff6 fs1 fc0 sc0 ls0 ws0">20,93<span class="ff3"> </span></div></div><div class="c x74 y5ca w95 h82"><div class="t m0 x97 h53 y320 ff6 fs1 fc0 sc0 ls0 ws0">10,44<span class="ff3"> </span></div></div><div class="c xac y5ca w94 h82"><div class="t m0 x6e h53 y320 ff6 fs1 fc0 sc0 ls0 ws0">100,48%<span class="ff3"> </span></div></div><div class="c x38 y5cb w96 h83"><div class="t m0 x4c h15 y56e ff1 fs1 fc0 sc0 ls0 ws0">Przygotowanie do pon<span class="_ _0"></span>ownego u<span class="_ _0"></span>życia<span class="ff2"> </span></div></div><div class="c x45 y5cb w97 h83"><div class="t m0 x6e h15 y56e ff1 fs1 fc0 sc0 ls2d ws0">Mg<span class="ff2 ls0"> </span></div></div><div class="c x31 y5cb w94 h83"><div class="t m0 x83 h15 y56e ff1 fs1 fc0 sc0 ls0 ws0">0<span class="ff2"> </span></div></div><div class="c x74 y5cb w95 h83"><div class="t m0 x83 h15 y56e ff1 fs1 fc0 sc0 ls0 ws0">0<span class="ff2"> </span></div></div><div class="c xac y5cb w94 h83"><div class="t m0 x8b h15 y56e ff1 fs1 fc0 sc0 ls0 ws0">-<span class="ff2"> </span></div></div><div class="c x38 y5cc w96 h83"><div class="t m0 x4c h15 y56e ff1 fs1 fc0 sc0 ls0 ws0">Recykling<span class="ff2"> </span></div></div><div class="c x45 y5cc w97 h83"><div class="t m0 x6e h15 y56e ff1 fs1 fc0 sc0 ls2d ws0">Mg<span class="ff2 ls0"> </span></div></div><div class="c x31 y5cc w94 h83"><div class="t m0 x97 h15 y56e ff1 fs1 fc0 sc0 ls0 ws0">14,76<span class="ff2"> </span></div></div><div class="c x74 y5cc w95 h83"><div class="t m0 x83 h15 y56e ff1 fs1 fc0 sc0 ls0 ws0">0<span class="ff2"> </span></div></div><div class="c xac y5cc w94 h83"><div class="t m0 x8b h15 y56e ff1 fs1 fc0 sc0 ls0 ws0">-<span class="ff2"> </span></div></div><div class="c x38 y5cd w96 h82"><div class="t m0 x4c h15 y320 ff1 fs1 fc0 sc0 ls0 ws0">Inne procesy od<span class="_ _0"></span>zysku<span class="ff2"> </span></div></div><div class="c x45 y5cd w97 h82"><div class="t m0 x6e h15 y320 ff1 fs1 fc0 sc0 ls2d ws0">Mg<span class="ff2 ls0"> </span></div></div><div class="c x31 y5cd w94 h82"><div class="t m0 x2f h15 y320 ff1 fs1 fc0 sc0 ls0 ws0">6,17<span class="ff2"> </span></div></div><div class="c x74 y5cd w95 h82"><div class="t m0 x97 h15 y320 ff1 fs1 fc0 sc0 ls0 ws0">10,44<span class="ff2"> </span></div></div><div class="c xac y5cd w94 h82"><div class="t m0 x99 h15 y320 ff1 fs1 fc0 sc0 ls0 ws0">-40,90%<span class="ff2"> </span></div></div><div class="c x38 y5ce w96 h83"><div class="t m0 x4c h53 y56e ff6 fs1 fc0 sc0 ls0 ws0">Odpady inne niż<span class="_ _0"></span> niebezpiecz<span class="_ _0"></span>ne<span class="ff3"> </span></div></div><div class="c x45 y5ce w97 h83"><div class="t m0 x6e h53 y56e ff6 fs1 fc0 sc0 ls2d ws0">Mg<span class="ff3 ls0"> </span></div></div><div class="c x31 y5ce w94 h83"><div class="t m0 x2c h53 y56e ff6 fs1 fc0 sc0 ls0 ws0">338 375,00<span class="ff3"> </span></div></div><div class="c x74 y5ce w95 h83"><div class="t m0 x39 h53 y56e ff6 fs1 fc0 sc0 ls0 ws0">1 <span class="lsf">836</span> 810,02<span class="ff3"> </span></div></div><div class="c xac y5ce w94 h83"><div class="t m0 x99 h53 y56e ff6 fs1 fc0 sc0 ls0 ws0">-81,58%<span class="ff3"> </span></div></div><div class="c x38 y5cf w96 h83"><div class="t m0 x4c h15 y56e ff1 fs1 fc0 sc0 ls0 ws0">Przygotowanie do pon<span class="_ _0"></span>ownego u<span class="_ _0"></span>życia<span class="ff2"> </span></div></div><div class="c x45 y5cf w97 h83"><div class="t m0 x6e h15 y56e ff1 fs1 fc0 sc0 ls2d ws0">Mg<span class="ff2 ls0"> </span></div></div><div class="c x31 y5cf w94 h83"><div class="t m0 x83 h15 y56e ff1 fs1 fc0 sc0 ls0 ws0">0<span class="ff2"> </span></div></div><div class="c x74 y5cf w95 h83"><div class="t m0 x83 h15 y56e ff1 fs1 fc0 sc0 ls0 ws0">0<span class="ff2"> </span></div></div><div class="c xac y5cf w94 h83"><div class="t m0 x8b h15 y56e ff1 fs1 fc0 sc0 ls0 ws0">-<span class="ff2"> </span></div></div><div class="c x38 y5d0 w96 h88"><div class="t m0 x4c h15 y320 ff1 fs1 fc0 sc0 ls0 ws0">Recykling<span class="ff2"> </span></div></div><div class="c x45 y5d0 w97 h88"><div class="t m0 x6e h15 y320 ff1 fs1 fc0 sc0 ls2d ws0">Mg<span class="ff2 ls0"> </span></div></div><div class="c x31 y5d0 w94 h88"><div class="t m0 x2c h15 y320 ff1 fs1 fc0 sc0 ls0 ws0">141 306,13<span class="ff2"> </span></div></div><div class="c x74 y5d0 w95 h88"><div class="t m0 x39 h15 y320 ff1 fs1 fc0 sc0 ls0 ws0">1 <span class="lsf">825</span> 658,67<span class="ff2"> </span></div></div><div class="c xac y5d0 w94 h88"><div class="t m0 x99 h15 y320 ff1 fs1 fc0 sc0 ls0 ws0">-92,26%<span class="ff2"> </span></div></div><div class="c x38 y5d1 w96 h83"><div class="t m0 x4c h15 y56e ff1 fs1 fc0 sc0 ls0 ws0">Inne procesy od<span class="_ _0"></span>zysku<span class="ff2"> </span></div></div><div class="c x45 y5d1 w97 h83"><div class="t m0 x6e h15 y56e ff1 fs1 fc0 sc0 ls2d ws0">Mg<span class="ff2 ls0"> </span></div></div><div class="c x31 y5d1 w94 h83"><div class="t m0 x2c h15 y56e ff1 fs1 fc0 sc0 ls0 ws0">197 068,87<span class="ff2"> </span></div></div><div class="c x74 y5d1 w95 h83"><div class="t m0 x29 h15 y56e ff1 fs1 fc0 sc0 lsf ws0">11<span class="ls0"> 151,34<span class="ff2"> </span></span></div></div><div class="c xac y5d1 w94 h83"><div class="t m0 x29 h15 y56e ff1 fs1 fc0 sc0 ls0 ws0">1667,22%<span class="ff2"> </span></div></div><div class="c x38 y5d2 w96 h83"><div class="t m0 x4c h53 y56e ff6 fs1 fc0 sc0 ls0 ws0">Odpady skierowane<span class="_ _0"></span> do utyl<span class="_ _0"></span>izacji<span class="ff3"> </span></div></div><div class="c x45 y5d2 w97 h83"><div class="t m0 x6e h53 y56e ff6 fs1 fc0 sc0 ls2d ws0">Mg<span class="ff3 ls0"> </span></div></div><div class="c x31 y5d2 w94 h83"><div class="t m0 x2b h53 y56e ff6 fs1 fc0 sc0 ls1d ws0">   <span class="ls0">833,41<span class="_ _0"></span><span class="ff3"> </span></span></div></div><div class="c x74 y5d2 w95 h83"><div class="t m0 xd h53 y56e ff6 fs1 fc0 sc0 ls0 ws0">12777,16<span class="ff3"> </span></div></div><div class="c xac y5d2 w94 h83"><div class="t m0 x99 h53 y56e ff6 fs1 fc0 sc0 ls0 ws0">-93,48%<span class="ff3"> </span></div></div><div class="c x38 y5d3 w96 h83"><div class="t m0 x4c h53 y56e ff6 fs1 fc0 sc0 ls0 ws0">Odpady niebe<span class="_ _0"></span>zpieczne<span class="ff3"> </span></div></div><div class="c x45 y5d3 w97 h83"><div class="t m0 x6e h53 y56e ff6 fs1 fc0 sc0 ls2d ws0">Mg<span class="ff3 ls0"> </span></div></div><div class="c x31 y5d3 w94 h83"><div class="t m0 x70 h53 y56e ff6 fs1 fc0 sc0 ls0 ws0">173,79<span class="ff3"> </span></div></div><div class="c x74 y5d3 w95 h83"><div class="t m0 x83 h53 y56e ff6 fs1 fc0 sc0 ls0 ws0">0<span class="ff3"> </span></div></div><div class="c xac y5d3 w94 h83"><div class="t m0 x8b h53 y56e ff6 fs1 fc0 sc0 ls0 ws0">-<span class="ff3"> </span></div></div><div class="c x38 y5d4 w96 h82"><div class="t m0 x4c h15 y320 ff1 fs1 fc0 sc0 ls0 ws0">Spalanie<span class="ff2"> </span></div></div><div class="c x45 y5d4 w97 h82"><div class="t m0 x6e h15 y320 ff1 fs1 fc0 sc0 ls2d ws0">Mg<span class="ff2 ls0"> </span></div></div><div class="c x31 y5d4 w94 h82"><div class="t m0 x70 h15 y320 ff1 fs1 fc0 sc0 ls0 ws0">173,69<span class="ff2"> </span></div></div><div class="c x74 y5d4 w95 h82"><div class="t m0 x83 h15 y320 ff1 fs1 fc0 sc0 ls0 ws0">0<span class="ff2"> </span></div></div><div class="c xac y5d4 w94 h82"><div class="t m0 x8b h15 y320 ff1 fs1 fc0 sc0 ls0 ws0">-<span class="ff2"> </span></div></div><div class="c x38 y5d5 w96 h83"><div class="t m0 x4c h15 y56e ff1 fs1 fc0 sc0 ls0 ws0">Składowanie<span class="ff2"> </span></div></div><div class="c x45 y5d5 w97 h83"><div class="t m0 x6e h15 y56e ff1 fs1 fc0 sc0 ls2d ws0">Mg<span class="ff2 ls0"> </span></div></div><div class="c x31 y5d5 w94 h83"><div class="t m0 x2f h15 y56e ff1 fs1 fc0 sc0 ls0 ws0">0,00<span class="ff2"> </span></div></div><div class="c x74 y5d5 w95 h83"><div class="t m0 x83 h15 y56e ff1 fs1 fc0 sc0 ls0 ws0">0<span class="ff2"> </span></div></div><div class="c xac y5d5 w94 h83"><div class="t m0 x8b h15 y56e ff1 fs1 fc0 sc0 ls0 ws0">-<span class="ff2"> </span></div></div><div class="c x38 y46f w96 h83"><div class="t m0 x4c h15 y56e ff1 fs1 fc0 sc0 ls0 ws0">Inne procesy un<span class="_ _0"></span>ieszkodliwienia<span class="ff2"> </span></div></div><div class="c x45 y46f w97 h83"><div class="t m0 x6e h15 y56e ff1 fs1 fc0 sc0 ls2d ws0">Mg<span class="ff2 ls0"> </span></div></div><div class="c x31 y46f w94 h83"><div class="t m0 x2f h15 y56e ff1 fs1 fc0 sc0 ls0 ws0">0,10<span class="ff2"> </span></div></div><div class="c x74 y46f w95 h83"><div class="t m0 x83 h15 y56e ff1 fs1 fc0 sc0 ls0 ws0">0<span class="ff2"> </span></div></div><div class="c xac y46f w94 h83"><div class="t m0 x8b h15 y56e ff1 fs1 fc0 sc0 ls0 ws0">-<span class="ff2"> </span></div></div><div class="c x38 y5d6 w96 h82"><div class="t m0 x4c h53 y320 ff6 fs1 fc0 sc0 ls0 ws0">Odpady inne niż<span class="_ _0"></span> niebezpiecz<span class="_ _0"></span>ne<span class="ff3"> </span></div></div><div class="c x45 y5d6 w97 h82"><div class="t m0 x6e h53 y320 ff6 fs1 fc0 sc0 ls2d ws0">Mg<span class="ff3 ls0"> </span></div></div><div class="c x31 y5d6 w94 h82"><div class="t m0 x70 h53 y320 ff6 fs1 fc0 sc0 ls0 ws0">659,62<span class="ff3"> </span></div></div><div class="c x74 y5d6 w95 h82"><div class="t m0 x29 h53 y320 ff6 fs1 fc0 sc0 lsf ws0">12<span class="ls0"> 777,16<span class="ff3"> </span></span></div></div><div class="c xac y5d6 w94 h82"><div class="t m0 x99 h53 y320 ff6 fs1 fc0 sc0 ls0 ws0">-94,84%<span class="ff3"> </span></div></div><div class="c x38 y5d7 w96 h83"><div class="t m0 x4c h15 y56e ff1 fs1 fc0 sc0 ls0 ws0">Spalanie<span class="ff2"> </span></div></div><div class="c x45 y5d7 w97 h83"><div class="t m0 x6e h15 y56e ff1 fs1 fc0 sc0 ls2d ws0">Mg<span class="ff2 ls0"> </span></div></div><div class="c x31 y5d7 w94 h83"><div class="t m0 x2f h15 y56e ff1 fs1 fc0 sc0 ls0 ws0">0,00<span class="ff2"> </span></div></div><div class="c x74 y5d7 w95 h83"><div class="t m0 x97 h15 y56e ff1 fs1 fc0 sc0 ls0 ws0">13,10<span class="ff2"> </span></div></div><div class="c xac y5d7 w94 h83"><div class="t m0 xd h15 y56e ff1 fs1 fc0 sc0 ls0 ws0">-100,00%<span class="ff2"> </span></div></div><div class="c x38 y19f w96 h84"><div class="t m0 x4c h15 y56e ff1 fs1 fc0 sc0 ls0 ws0">Składowanie<span class="ff2"> </span></div></div><div class="c x45 y19f w97 h84"><div class="t m0 x6e h15 y56e ff1 fs1 fc0 sc0 ls2d ws0">Mg<span class="ff2 ls0"> </span></div></div><div class="c x31 y19f w94 h84"><div class="t m0 x70 h15 y56e ff1 fs1 fc0 sc0 ls0 ws0">658,73<span class="ff2"> </span></div></div><div class="c x74 y19f w95 h84"><div class="t m0 x29 h15 y56e ff1 fs1 fc0 sc0 lsf ws0">12<span class="ls0"> 755,90<span class="ff2"> </span></span></div></div><div class="c xac y19f w94 h84"><div class="t m0 x99 h15 y56e ff1 fs1 fc0 sc0 ls0 ws0">-94,84%<span class="ff2"> </span></div></div><div class="c x38 yd7 w96 h82"><div class="t m0 x4c h15 y320 ff1 fs1 fc0 sc0 ls0 ws0">Inne procesy un<span class="_ _0"></span>ieszkodliwienia<span class="ff2"> </span></div></div><div class="c x45 yd7 w97 h82"><div class="t m0 x6e h15 y320 ff1 fs1 fc0 sc0 ls2d ws0">Mg<span class="ff2 ls0"> </span></div></div><div class="c x31 yd7 w94 h82"><div class="t m0 x2f h15 y320 ff1 fs1 fc0 sc0 ls0 ws0">0,89<span class="ff2"> </span></div></div><div class="c x74 yd7 w95 h82"><div class="t m0 x2f h15 y320 ff1 fs1 fc0 sc0 ls0 ws0">8,17<span class="ff2"> </span></div></div><div class="c xac yd7 w94 h82"><div class="t m0 x99 h15 y320 ff1 fs1 fc0 sc0 ls0 ws0">-89,11%<span class="ff2"> </span></div></div><div class="c x38 y5d8 w96 h82"><div class="t m0 x4c h53 y320 ff6 fs1 fc0 sc0 ls0 ws0">Całkowita ilość<span class="_ _0"></span> odpadów nie<span class="_ _0"></span>bezpiecznych<span class="ff3"> </span></div></div><div class="c x45 y5d8 w97 h82"><div class="t m0 x6e h53 y320 ff6 fs1 fc0 sc0 ls2d ws0">Mg<span class="ff3 ls0"> </span></div></div><div class="c x31 y5d8 w94 h82"><div class="t m0 x2b h53 y320 ff6 fs1 fc0 sc0 ls1d ws0">   <span class="ls0">194,72<span class="_ _0"></span><span class="ff3"> </span></span></div></div><div class="c x74 y5d8 w95 h82"><div class="t m0 x97 h53 y320 ff6 fs1 fc0 sc0 ls0 ws0">10,44<span class="ff3"> </span></div></div><div class="c xac y5d8 w94 h82"><div class="t m0 x29 h53 y320 ff6 fs1 fc0 sc0 ls0 ws0">1765,17%<span class="ff3"> </span></div></div><div class="c x38 y5d9 w96 h82"><div class="t m0 x4c h53 y234 ff6 fs1 fc0 sc0 ls0 ws0">Całkowita ilość<span class="_ _0"></span> odpadów innyc<span class="_ _0"></span>h niż </div><div class="t m0 x4c h53 y242 ff6 fs1 fc0 sc0 ls0 ws0">niebezpiecznych<span class="_ _0"></span><span class="ff3"> </span></div></div><div class="c x45 y5d9 w97 h82"><div class="t m0 x6e h53 y320 ff6 fs1 fc0 sc0 ls2d ws0">Mg<span class="ff3 ls0"> </span></div></div><div class="c x31 y5d9 w94 h82"><div class="t m0 x24 h53 y320 ff6 fs1 fc0 sc0 ls1d ws0">  <span class="ls0">339 034,62<span class="_ _0"></span><span class="ff3"> </span></span></div></div><div class="c x74 y5d9 w95 h82"><div class="t m0 x39 h53 y320 ff6 fs1 fc0 sc0 ls0 ws0">1 <span class="lsf">849</span> 587,18<span class="ff3"> </span></div></div><div class="c xac y5d9 w94 h82"><div class="t m0 x99 h53 y320 ff6 fs1 fc0 sc0 ls0 ws0">-81,67%<span class="ff3"> </span></div></div><div class="c x38 y5da w96 h82"><div class="t m0 x4c h53 y320 ff6 fs1 fc0 sc0 ls0 ws0">Całkowita ilość<span class="_ _0"></span> odpadów pro<span class="_ _0"></span>mieniotwórc<span class="_ _0"></span>zych<span class="ff3"> </span></div></div><div class="c x45 y5da w97 h82"><div class="t m0 x6e h53 y320 ff6 fs1 fc0 sc0 ls2d ws0">Mg<span class="ff3 ls0"> </span></div></div><div class="c x31 y5da w94 h82"><div class="t m0 x83 h53 y320 ff6 fs1 fc0 sc0 ls0 ws0">0<span class="ff3"> </span></div></div><div class="c x74 y5da w95 h82"><div class="t m0 x83 h53 y320 ff6 fs1 fc0 sc0 ls0 ws0">0<span class="ff3"> </span></div></div><div class="c xac y5da w94 h82"><div class="t m0 x8b h53 y320 ff6 fs1 fc0 sc0 ls0 ws0">-<span class="ff3"> </span></div></div><div class="c x38 y5db w96 h83"><div class="t m0 x4c h53 y56e ff6 fs1 fc0 sc0 ls0 ws0">Całkowita ilość<span class="_ _0"></span> wytworzonych<span class="_ _0"></span> odpadów<span class="ff3"> </span></div></div><div class="c x45 y5db w97 h83"><div class="t m0 x6e h53 y56e ff6 fs1 fc0 sc0 ls2d ws0">Mg<span class="ff3 ls0"> </span></div></div><div class="c x31 y5db w94 h83"><div class="t m0 x24 h53 y56e ff6 fs1 fc0 sc0 ls1d ws0">  <span class="ls0">339 229,34<span class="_ _0"></span><span class="ff3"> </span></span></div></div><div class="c x74 y5db w95 h83"><div class="t m0 x39 h53 y56e ff6 fs1 fc0 sc0 ls0 ws0">1 <span class="lsf">849</span> 597,62<span class="ff3"> </span></div></div><div class="c xac y5db w94 h83"><div class="t m0 x99 h53 y56e ff6 fs1 fc0 sc0 ls0 ws0">-81,66%<span class="ff3"> </span></div></div><div class="c x38 y5dc w96 h83"><div class="t m0 x4c h15 y5af ff1 fs1 fc0 sc0 ls0 ws0">Całkowita ilość<span class="_ _0"></span> odpadów niepo<span class="_ _0"></span>ddanych </div><div class="t m0 x4c h15 y242 ff1 fs1 fc0 sc0 ls0 ws0">recyklingowi<span class="ff2"> </span></div></div><div class="c x45 y5dc w97 h83"><div class="t m0 x6e h15 y56e ff1 fs1 fc0 sc0 ls2d ws0">Mg<span class="ff2 ls0"> </span></div></div><div class="c x31 y5dc w94 h83"><div class="t m0 x2c h15 y56e ff1 fs1 fc0 sc0 ls0 ws0">197 908,46<span class="ff2"> </span></div></div><div class="c x74 y5dc w95 h83"><div class="t m0 x29 h15 y56e ff1 fs1 fc0 sc0 lsf ws0">23<span class="ls0"> 938,94<span class="ff2"> </span></span></div></div><div class="c xac y5dc w94 h83"><div class="t m0 x6e h15 y56e ff1 fs1 fc0 sc0 ls0 ws0">726,72%<span class="ff2"> </span></div></div></div><div class="pi" ></div></div><div id="pf2f" class="pf w5 hc" ><div class="pc pc2f w5 hc"><img class="bi x0 y5dd w6 h89" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w7 hc"><div class="t m0 x4 h2 ye ff1 fs0 fc0 sc0 ls0 ws0">Sprawozdanie nt. informacji niefinansowych GK MIRBUD za 2025<span class="_ _1"></span> rok<span class="ff2"> </span></div><div class="t m0 x4 h2 yf ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hd y10 ff4 fs3 fc0 sc0 ls25 ws0">47<span class="ff5 fs8 ls0"> </span></div></div><div class="c x38 y5de w96 h84"><div class="t m0 x4c h15 y5df ff1 fs1 fc0 sc0 ls0 ws0">Wartość procen<span class="_ _0"></span>towa odpadó<span class="_ _0"></span>w niepod<span class="_ _0"></span>danych </div><div class="t m0 x4c h15 y242 ff1 fs1 fc0 sc0 ls0 ws0">recyclingowi<span class="ff2"> </span></div></div><div class="c x45 y5de w97 h84"><div class="t m0 x23 h15 y56e ff1 fs1 fc0 sc0 ls0 ws0">%<span class="ff2"> </span></div></div><div class="c x31 y5de w94 h84"><div class="t m0 x23 h15 y56e ff1 fs1 fc0 sc0 ls0 ws0">58,34%<span class="ff2"> </span></div></div><div class="c x74 y5de w95 h84"><div class="t m0 x10 h15 y56e ff1 fs1 fc0 sc0 ls0 ws0">1,29%<span class="ff2"> </span></div></div><div class="c xac y5de w94 h84"><div class="t m0 x83 h15 y56e ff2 fs1 fc0 sc0 ls0 ws0"> <span class="ff1">-</span> </div></div><div class="c x0 y0 w7 hc"><div class="t m0 x4 h10 y5e0 ff2 fs8 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h11 y3ea ff6 fsa fc0 sc0 ls15 ws0">Taksonomia UE<span class="ff3 ls0"> </span></div><div class="t m0 x4 h8a y5e1 ff10 fsa fc2 sc0 ls0 ws0">Wstęp <span class="ffa"> </span></div><div class="t m0 x4 h6 y4d3 ff1 fs3 fc0 sc0 ls0 ws0">Grupa <span class="_ _2"></span>K<span class="_ _1"></span>apitałowa <span class="_ _0"></span>MIRBUD <span class="_ _0"></span>ujawnia <span class="_ _2"></span>w ni<span class="_ _0"></span>niejszym <span class="_ _0"></span>raporcie <span class="_ _0"></span>informacje <span class="_ _0"></span>dotyczące <span class="_ _2"></span>zg<span class="_ _1"></span>odności <span class="_ _2"></span>z <span class="_ _0"></span>tzw. <span class="_ _0"></span>unijną </div><div class="t m0 x4 h6 y5e2 ff1 fs3 fc0 sc0 ls0 ws0">Taksonomią <span class="_ _17"> </span>dz<span class="_ _1"></span>iałalności <span class="_ _1e"> </span>zrównoważonej <span class="_ _1e"> </span>środowiskowo. <span class="_ _17"> </span>O<span class="_ _1"></span>bowiązki <span class="_ _1e"> </span>z<span class="_ _1"></span><span class="ff2"> </span>tym <span class="_ _17"> </span>z<span class="_ _1"></span>wiązane <span class="_ _17"> </span>zosta<span class="_ _1"></span>ły </div><div class="t m0 x4 h6 y5e3 ff1 fs3 fc0 sc0 ls0 ws0">wprowadzone <span class="_ _9"></span>R<span class="_ _1"></span>ozporządzeniem <span class="_ _a"> </span>Parlamentu <span class="_ _9"> </span>i <span class="_ _9"> </span>Ra<span class="_ _1"></span>dy <span class="_ _9"></span>(UE) <span class="_ _a"> </span>2020/852 <span class="_ _9"></span>z<span class="_ _1"></span><span class="ff2"> <span class="ls17">18</span> czerwca <span class="_ _9"> </span>2020<span class="_ _1"></span> <span class="_ _9"></span>r. <span class="_ _9"></span>w spraw<span class="_ _1"></span>ie </span></div><div class="t m0 x4 h6 y5e4 ff1 fs3 fc0 sc0 ls0 ws0">ustanowienia <span class="_ _8"></span>ra<span class="_ _1"></span>m <span class="_ _8"></span>ułatwiając<span class="_ _1"></span>ych <span class="_ _8"></span>zrównoważone <span class="_ _b"></span>inwestycj<span class="_ _1"></span>e</div></div><div class="c x0 y0 w98 hc"><div class="t m0 xae h8b y5e5 ff2 fsf fc0 sc0 ls0 ws0">1</div></div><div class="c x0 y0 w7 hc"><div class="t m0 xaf h6 y5e4 ff1 fs3 fc0 sc0 ls0 ws0">. <span class="_ _8"></span>Wspomniane<span class="_ _1"></span> <span class="_ _8"></span>Rozporządzeni<span class="_ _1"></span>e, <span class="_ _1"></span>w<span class="_ _1"></span><span class="ff2"> </span>s<span class="_ _1"></span>krócie </div><div class="t m0 x4 h6 y5e6 ff1 fs3 fc0 sc0 ls0 ws0">nazywane <span class="_ _12"> </span>Taksonom<span class="_ _1"></span>ią <span class="_ _12"> </span>UE <span class="_ _12"> </span>(sys<span class="_ _1"></span>tematyką), <span class="_ _12"> </span>transponuje <span class="_ _12"> </span>cele <span class="_ _12"> </span>k<span class="_ _1"></span>limatyczne <span class="_ _12"> </span>i<span class="_ _8"></span><span class="ff2"> </span>środowiskowe <span class="_ _12"> </span>Un<span class="_ _1"></span>ii </div><div class="t m0 x4 h6 y54a ff1 fs3 fc0 sc0 ls0 ws0">Europejskiej  na  techniczne  kry<span class="_ _1"></span>teria  służące  ocenie  czy  dana  działalność  może  być  uznana  jako<span class="_ _1"></span> </div><div class="t m0 x4 h6 y54b ff1 fs3 fc0 sc0 ls0 ws0">zrównoważona w odn<span class="_ _1"></span>iesieniu do 6 celów<span class="_ _1"></span><span class="ff2"> </span>środow<span class="_ _1"></span>iskowych:<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x8 h6 y5e7 ff2 fs3 fc0 sc0 ls1 ws0">1.<span class="ls0"> <span class="_ _19"> </span><span class="ff1">Łagodz<span class="_ _1"></span>enie zmian klimatu,<span class="_ _1"></span></span> </span></div><div class="t m0 x8 h6 y5e ff2 fs3 fc0 sc0 ls1 ws0">2.<span class="ls0"> <span class="_ _19"> </span>Adaptacj<span class="_ _1"></span>a do zmian klimatu<span class="_ _1"></span>, </span></div><div class="t m0 x8 h6 y1a ff2 fs3 fc0 sc0 ls1 ws0">3.<span class="ls0"> <span class="_ _19"> </span><span class="ff1">Zr<span class="_ _1"></span>ównoważone wykorzys<span class="_ _1"></span>tanie i ochrona zasobów <span class="_ _1"></span>wodnych i morsk<span class="_ _1"></span>ich,</span> </span></div><div class="t m0 x8 h6 y5e8 ff2 fs3 fc0 sc0 ls1 ws0">4.<span class="ls0"> <span class="_ _19"> </span><span class="ff1">Przej<span class="_ _1"></span>ście na gospodarkę o <span class="_ _1"></span>obiegu zamkniętym,<span class="_ _1"></span></span> </span></div><div class="t m0 x8 h6 y3f7 ff2 fs3 fc0 sc0 ls1 ws0">5.<span class="ls0"> <span class="_ _19"> </span>Zapob<span class="_ _1"></span>ieganie zanieczysz<span class="_ _1"></span>czeniu i jego kontrola,<span class="_ _8"></span> </span></div><div class="t m0 x8 h6 y5ac ff2 fs3 fc0 sc0 ls1 ws0">6.<span class="ls0"> <span class="_ _19"> </span><span class="ff1">Oc<span class="_ _1"></span>hrona i odbudowa bior<span class="_ _1"></span>óżnorodności i ekosys<span class="_ _1"></span>temów.<span class="_ _1"></span></span> </span></div><div class="t m0 x43 h6 y5e9 ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h6 y5ea ff1 fs3 fc0 sc0 ls0 ws0">Taksonomia jest zatem s<span class="_ _1"></span>ystemem klasyfikacj<span class="_ _1"></span>i pozwalającym na zbadan<span class="_ _1"></span>ie i<span class="_ _1"></span><span class="ff2"> ujawnienie, w j<span class="_ _1"></span>akim stopniu </span></div><div class="t m0 x4 h6 y5eb ff1 fs3 fc0 sc0 ls0 ws0">prowadzona prz<span class="_ _1"></span>ez Grupę Kapitałową <span class="_ _1"></span>MIRBUD działaln<span class="_ _1"></span>ość jest zrównoważon<span class="_ _1"></span>a środowiskow<span class="_ _1"></span>o.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x4 h6 y5ec ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h6 y5ed ff1 fs3 fc0 sc0 ls0 ws0">Wszelkiego <span class="_ _b"></span>rodzaju <span class="_ _9"></span>działalność <span class="_ _b"></span>prowadzona <span class="_ _b"></span>przez<span class="_ _1"></span> <span class="_ _8"></span>G<span class="_ _1"></span>rupę <span class="_ _b"></span>Kapitał<span class="_ _1"></span>ową <span class="_ _b"></span>MIRBUD <span class="_ _9"></span>może <span class="_ _b"></span>być <span class="_ _b"></span>przypisana </div><div class="t m0 x4 h6 y5ee ff2 fs3 fc0 sc0 ls0 ws0">do jednej z trzech k<span class="_ _1"></span>ategorii:<span class="_ _1"></span> </div><div class="t m0 x4 h6 y5ef ff9 fs3 fc0 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _33"> </span><span class="ff1">Działalność<span class="_ _1"></span> <span class="_ _b"></span>kwalifikuj<span class="_ _1"></span>ąca <span class="_ _b"></span>s<span class="_ _1"></span>ię <span class="_ _b"></span>do <span class="_ _9"></span>systematyki, <span class="_ _9"></span>dla <span class="_ _9"></span>której <span class="_ _9"></span>stwierdzono, <span class="_ _b"></span>ż<span class="_ _1"></span>e<span class="_ _1"></span></span> <span class="ff1">spełnione<span class="_ _1"></span> <span class="_ _b"></span>są <span class="_ _9"></span>Techniczne </span></span></div><div class="t m0 x61 h6 y5f0 ff2 fs3 fc0 sc0 ls0 ws0">Kryteria Kwalifikacji i M<span class="_ _1"></span>inimalne Gwara<span class="_ _1"></span>ncje <span class="ff1">–</span> <span class="ff1">j<span class="_ _1"></span>est to działalność zr<span class="_ _1"></span>ównoważona środowisk<span class="_ _1"></span>owo;<span class="_ _1"></span></span> </div><div class="t m0 x4 h6 y334 ff9 fs3 fc0 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _33"> </span><span class="ff1">Działalność<span class="_ _1"></span> kwalifikująca si<span class="_ _1"></span>ę do systematy<span class="_ _1"></span>ki, dla której<span class="_ _1"></span> nie przeprow<span class="_ _1"></span>adzono bada<span class="_ _1"></span>nia Technicznyc<span class="_ _1"></span>h </span></span></div><div class="t m0 x61 h6 y5f1 ff1 fs3 fc0 sc0 ls0 ws0">Kryteriów <span class="_ _1"></span>Kwalifikacji <span class="_ _1"></span>lub <span class="_ _1"></span>st<span class="_ _1"></span>wierdzono, <span class="_ _1"></span>że<span class="ff2"> <span class="_ _1"></span>przynajmniej <span class="_ _1"></span>jedno <span class="_ _1"></span>z </span>k<span class="_ _1"></span>ryteriów <span class="_ _1"></span>nie <span class="_ _1"></span>jest <span class="_ _1"></span>spełnione,<span class="_ _1"></span> lub <span class="_ _1"></span>nie<span class="_ _1"></span> </div><div class="t m0 x61 h6 y5f2 ff1 fs3 fc0 sc0 ls0 ws0">spełnione <span class="_ _8"></span>zos<span class="_ _1"></span>tały <span class="_ _8"></span>Minim<span class="_ _1"></span>alne <span class="_ _8"></span>Gwarancje <span class="_ _9"></span>–<span class="ff2"> <span class="_ _8"></span></span>jest <span class="_ _b"></span>to <span class="_ _8"></span>dział<span class="_ _1"></span>alność <span class="_ _b"></span>kwalifikująca <span class="_ _8"></span>s<span class="_ _1"></span>ię <span class="_ _8"></span>do<span class="_ _1"></span> <span class="_ _8"></span>sys<span class="_ _1"></span>tematyki, <span class="_ _8"></span>ale </div><div class="t m0 x61 h6 y5f3 ff1 fs3 fc0 sc0 ls0 ws0">niezrównoważona środ<span class="_ _1"></span>owiskowo;<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x4 h6 y5f4 ff9 fs3 fc0 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _33"> </span><span class="ff1">Działalność<span class="_ _1"></span> <span class="_ _e"> </span>niek<span class="_ _1"></span>walifikująca <span class="_ _18"> </span>się <span class="_ _18"> </span>do <span class="_ _18"> </span>systematyki, <span class="_ _18"> </span>dla <span class="_ _18"> </span>której <span class="_ _18"> </span>nie <span class="_ _18"> </span>istnieją<span class="_ _1"></span> <span class="_ _e"> </span>Techniczne<span class="_ _1"></span> <span class="_ _e"> </span>Kry<span class="_ _1"></span>teria </span></span></div><div class="t m0 x61 h6 y5f5 ff1 fs3 fc0 sc0 ls0 ws0">Kwalifikacji <span class="_ _9"></span>(do <span class="_ _b"></span>kategorii <span class="_ _9"></span>tej<span class="_ _1"></span> <span class="_ _b"></span>należą <span class="_ _9"></span>m.in. <span class="_ _b"></span>te <span class="_ _9"></span>rodzaje <span class="_ _b"></span>d<span class="_ _1"></span>ziałalności, <span class="_ _9"></span>dla <span class="_ _b"></span>który<span class="_ _1"></span>ch <span class="_ _9"></span>kryteria <span class="_ _b"></span>powstaną <span class="_ _9"></span>w </div><div class="t m0 x61 h6 y53b ff1 fs3 fc0 sc0 ls0 ws0">przyszłośc<span class="_ _1"></span>i i wówczas działalność ta będz<span class="_ _1"></span>ie kwalifikowała s<span class="_ _1"></span>ię <span class="ff2">d<span class="_ _1"></span>o Taksonomii).<span class="_ _1"></span> </span></div><div class="t m0 x4 h13 y5f6 ff3 fs3 fc0 sc0 ls0 ws0">Techniczne <span class="_ _d"> </span>Kryt<span class="_ _1"></span>eria <span class="_ _d"> </span>Kwalifikacji<span class="_ _1"></span><span class="ff2"> <span class="_ _d"> </span><span class="ff1">(TKK)<span class="_ _1"></span> <span class="_ _d"> </span>to <span class="_ _d"> </span>szcz<span class="_ _1"></span>egółowe <span class="_ _d"> </span>kryteria <span class="_ _d"> </span>pozwa<span class="_ _1"></span>lające <span class="_ _d"> </span>na<span class="_ _1"></span></span> jednozn<span class="_ _1"></span>aczne </span></div><div class="t m0 x4 h6 y5f7 ff1 fs3 fc0 sc0 ls0 ws0">stwierdzenie, czy <span class="_ _0"></span>dana <span class="_ _0"></span>działalność wnosi <span class="_ _0"></span>istotny wkład<span class="_ _0"></span> w<span class="ff2"> jeden z </span>celów środowiskowych i<span class="_ _0"></span> <span class="_ _0"></span>nie <span class="_ _0"></span>wyrządza </div><div class="t m0 x4 h6 y5f8 ff1 fs3 fc0 sc0 ls0 ws0">poważnych szkód poz<span class="_ _1"></span>ostałym celom środowisk<span class="_ _1"></span>owym. TKK są zawarte <span class="_ _1"></span>w dwóch aktac<span class="_ _1"></span>h prawnych:<span class="_ _8"></span><span class="ff2"> </span></div><div class="t m0 x8 h6 y5f9 ff2 fs3 fc0 sc0 ls1 ws0">1.<span class="ls0"> <span class="_ _19"> </span><span class="ff1">Rozporz<span class="_ _1"></span>ądzeniu <span class="_ _0"></span>Delegowanym <span class="_ _0"></span>Komisji <span class="_ _0"></span>(UE) <span class="_ _2"></span>2021/21<span class="_ _1"></span>39 <span class="_ _0"></span>z <span class="_ _2"></span>dn. <span class="_ _0"></span>04 <span class="_ _2"></span>c<span class="_ _1"></span>zerwca <span class="_ _0"></span>2021<span class="_ _1"></span><span class="ff2"> </span>r. <span class="_ _2"></span>(<span class="_ _1"></span>tzw. <span class="_ _0"></span>„Climate </span></span></div><div class="t m0 x43 h6 y5fa ff1 fs3 fc0 sc0 ls0 ws0">Delegated <span class="_ _a"> </span>Act”), <span class="_ _9"></span>które <span class="_ _9"></span>od <span class="_ _a"> </span>czasu <span class="_ _9"></span>wydania, <span class="_ _9"> </span>by<span class="_ _1"></span>ło <span class="_ _9"></span>nowe<span class="_ _1"></span>lizowane <span class="_ _9"></span>dwuk<span class="_ _1"></span>rotnie <span class="_ _9"></span>przez <span class="_ _a"> </span>następujące </div><div class="t m0 x43 h6 y4f2 ff2 fs3 fc0 sc0 ls0 ws0">akty prawne: </div><div class="t m0 x13 h6 y40d ffd fs3 fc0 sc0 ls0 ws0">o<span class="ff2"> <span class="_ _20"> </span><span class="ff1">Rozporządzenie <span class="_ _10"> </span>delegowa<span class="_ _1"></span>ne <span class="_ _10"> </span>Komisji <span class="_ _10"> </span>(UE) <span class="_ _10"> </span>2022/1214 <span class="_ _10"> </span>z dnia <span class="_ _10"> </span>9 marca <span class="_ _10"> </span>2022 r., <span class="_ _10"> </span>które </span></span></div><div class="t m0 xb0 h6 y40e ff1 fs3 fc0 sc0 ls0 ws0">wprowadziło <span class="_ _18"> </span>wymagan<span class="_ _1"></span>ia <span class="_ _18"> </span>dla <span class="_ _18"> </span>działalności <span class="_ _18"> </span>z<span class="_ _1"></span>wiązanych <span class="_ _18"> </span>z<span class="_ _1"></span> <span class="_ _18"> </span>wytwarzaniem <span class="_ _18"> </span>energii <span class="_ _18"> </span>z<span class="_ _1"></span> </div><div class="t m0 xb0 h6 y5fb ff1 fs3 fc0 sc0 ls0 ws0">wykorzys<span class="_ _1"></span>taniem paliw gazowyc<span class="_ _1"></span>h i energii jądrowej,<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 xb1 h6c y5fc ff5 fs8 fc0 sc0 ls0 ws0"> </div></div><div class="c x0 y0 w98 hc"><div class="t m0 x4 h8c y4e ff7 fsf fc0 sc0 ls0 ws0">1</div></div><div class="c x0 y0 w7 hc"><div class="t m0 x5a h8d y5fd ff8 fs3 fc0 sc0 ls0 ws0"> Rozporządzenie Parlamentu<span class="_ _1"></span> Europejskiego i Rady (UE<span class="_ _1"></span>) 2020/852 z d<span class="_ _1"></span>nia 18 czerwca 2020 <span class="_ _1"></span>r. w sprawie </div><div class="t m0 x4 h8d y5fe ff8 fs3 fc0 sc0 ls0 ws0">ustanowienia ram ułatwiający<span class="_ _1"></span>ch zrównoważon<span class="_ _1"></span>e inwestycje, zmieniające rozp<span class="_ _1"></span>orządzenie (UE) 2019/<span class="_ _1"></span>2088<span class="_ _1"></span><span class="ff7"> </span></div></div><a class="l" href="#pf2f" ><span class="d m1" style="border-style:none;position:absolute;left:660.340000px;bottom:1278.460000px;width:8.120000px;height:13.230000px;background-color:rgba(255,255,255,0.000001);" /></a></div><div class="pi" ></div></div><div id="pf30" class="pf w5 hc" ><div class="pc pc30 w5 hc"><img class="bi x0 y5ff w6 h8e" alt="" 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"/><div class="c x0 y0 w7 hc"><div class="t m0 x4 h2 ye ff1 fs0 fc0 sc0 ls0 ws0">Sprawozdanie nt. informacji niefinansowych GK MIRBUD za 2025<span class="_ _1"></span> rok<span class="ff2"> </span></div><div class="t m0 x4 h2 yf ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hd y10 ff4 fs3 fc0 sc0 ls25 ws0">48<span class="ff5 fs8 ls0"> </span></div><div class="t m0 x13 h6 y51 ffd fs3 fc0 sc0 ls0 ws0">o<span class="ff2"> <span class="_ _20"> </span><span class="ff1">Rozporządzenie <span class="_ _1"></span>delegowa<span class="_ _1"></span>ne K<span class="_ _1"></span>omisji <span class="_ _1"></span>(UE) 20<span class="_ _1"></span>23/2485 <span class="_ _1"></span>z dnia 2<span class="_ _1"></span>7 czerwca <span class="_ _1"></span>2023 r., <span class="_ _1"></span>które<span class="_ _1"></span> </span></span></div><div class="t m0 xb0 h6 y52 ff1 fs3 fc0 sc0 ls0 ws0">wprowadziło <span class="_ _18"> </span>now<span class="_ _1"></span>e <span class="_ _18"> </span>rodzaj<span class="_ _1"></span>e <span class="_ _18"> </span>działa<span class="_ _1"></span>lności <span class="_ _18"> </span>oraz <span class="_ _18"> </span>z<span class="_ _1"></span>miany <span class="_ _1f"> </span>do<span class="ff2"> </span>n<span class="_ _1"></span>iektórych <span class="_ _18"> </span>techn<span class="_ _1"></span>icznych </div><div class="t m0 xb0 h6 y80 ff1 fs3 fc0 sc0 ls0 ws0">kryteriów kwalifikacji.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x4 h6 y600 ff1 fs3 fc0 sc0 ls0 ws0">Rozporządzenie <span class="_ _b"></span>2<span class="_ _1"></span>021/2139 <span class="_ _9"></span>zawiera <span class="_ _b"></span>kryteria <span class="_ _9"></span>istotnego <span class="_ _b"></span>wkładu <span class="_ _b"></span>w <span class="_ _9"></span>dwa <span class="_ _b"></span>cele <span class="_ _b"></span>śr<span class="_ _1"></span>odowiskowe: <span class="_ _9"></span>łagodzenie </div><div class="t m0 x4 h6 y601 ff2 fs3 fc0 sc0 ls0 ws0">zmian <span class="_ _2"></span>klimatu <span class="_ _2"></span>(<span class="_ _1"></span><span class="ffa">climat <span class="_ _2"></span>c<span class="_ _1"></span>hange <span class="_ _2"></span>mitigati<span class="_ _1"></span>on<span class="ff2">, <span class="_ _2"></span>CC<span class="_ _1"></span>M) <span class="_ _2"></span>i adapta<span class="_ _1"></span>cja <span class="_ _2"></span>do <span class="_ _2"></span>zmian <span class="_ _2"></span>k<span class="_ _1"></span>limatu <span class="_ _2"></span>(<span class="ffa">c<span class="_ _1"></span>limate <span class="_ _2"></span>c<span class="_ _1"></span>hange <span class="_ _2"></span>adaptation<span class="_ _1"></span><span class="ff2 ls8">, </span></span></span></span></div><div class="t m0 x4 h6 y602 ff1 fs3 fc0 sc0 ls0 ws0">CCA) <span class="_ _f"> </span>oraz <span class="_ _f"> </span>kryteria <span class="_ _f"> </span>ni<span class="_ _1"></span>ewyrządzania <span class="_ _f"> </span>poważnych <span class="_ _f"> </span>szk<span class="_ _1"></span>ód <span class="_ _f"> </span>pozostałym <span class="_ _f"> </span>celom <span class="_ _f"> </span>śro<span class="_ _1"></span>dowiskowym <span class="_ _f"> </span>(<span class="_ _8"></span><span class="ffa">do <span class="_ _f"> </span>no<span class="_ _1"></span> </span></div><div class="t m0 x4 h6 y603 ffa fs3 fc0 sc0 ls0 ws0">significant harm<span class="ff2">, DN<span class="_ _1"></span>SH). </span></div><div class="t m0 x8 h6 y604 ff2 fs3 fc0 sc0 ls1 ws0">2.<span class="ls0"> <span class="_ _19"> </span><span class="ff1">Rozporz<span class="_ _1"></span>ądzeniu <span class="_ _d"> </span>d<span class="_ _1"></span>elegowanym <span class="_ _e"> </span>Komisj<span class="_ _1"></span>i <span class="_ _d"> </span>(UE) <span class="_ _e"> </span>2023/2<span class="_ _1"></span>486 <span class="_ _d"> </span>z dni<span class="_ _1"></span>a <span class="_ _d"> </span>27 cz<span class="_ _1"></span>erwca <span class="_ _e"> </span>2023 r.</span></span></div></div><div class="c x0 y0 w98 hc"><div class="t m0 xb2 h8b y5c3 ff2 fsf fc0 sc0 ls0 ws0">2</div></div><div class="c x0 y0 w7 hc"><div class="t m0 xb3 h6 y604 ff2 fs3 fc0 sc0 ls0 ws0"> <span class="_ _d"> </span>(<span class="_ _1"></span>tzw. </div><div class="t m0 x43 h6 y605 ff1 fs3 fc0 sc0 ls0 ws0">„Environmental Deleg<span class="_ _1"></span>ated Act”).<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x4 h6 y606 ff1 fs3 fc0 sc0 ls0 ws0">Rozporządzenie <span class="_ _15"> </span>to <span class="_ _10"> </span>ok<span class="_ _1"></span>reśla <span class="_ _10"> </span>TK<span class="_ _1"></span>K <span class="_ _10"> </span>dla <span class="_ _15"> </span>istotnego <span class="_ _15"> </span>wkładu <span class="_ _10"> </span>i<span class="_ _1"></span> <span class="_ _10"> </span>niecz<span class="_ _1"></span>ynienia <span class="_ _10"> </span>po<span class="_ _1"></span>ważnej <span class="_ _15"> </span>szkody <span class="_ _10"> </span>w <span class="_ _15"> </span>zakresie </div><div class="t m0 x4 h6 y607 ff1 fs3 fc0 sc0 ls0 ws0">pozostałych <span class="_ _9"></span>czterech <span class="_ _9"> </span>c<span class="_ _1"></span>elów <span class="_ _9"></span>środowiskowych: <span class="_ _9"></span>ochron<span class="_ _1"></span>y <span class="_ _9"></span>zasobów <span class="_ _9"></span>wodnych <span class="_ _9"></span>(WTR<span class="_ _1"></span>), <span class="_ _9"></span>gospodarki <span class="_ _9"></span>obieg<span class="_ _1"></span>u </div><div class="t m0 x4 h6 y608 ff1 fs3 fc0 sc0 ls0 ws0">zamkniętego (CE), <span class="_ _1"></span>ograniczaniu zani<span class="_ _1"></span>eczyszczeń (PPC) i ochro<span class="_ _1"></span>ny bioróżnor<span class="_ _1"></span>o<span class="_ _1"></span>dności (BIO).<span class="ff2"> </span></div><div class="t m0 x4 h6 y327 ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h13 y609 ff3 fs3 fc0 sc0 ls0 ws0">Minimalne <span class="_ _1f"> </span>Gwarancje<span class="ff2"> <span class="_ _1f"> </span><span class="ff1">(MG<span class="_ _1"></span>), <span class="_ _18"> </span>ok<span class="_ _1"></span>reślone <span class="_ _1f"> </span>w <span class="_ _18"> </span>art. <span class="_ _1f"> </span>18 <span class="_ _1f"> </span>Rozporządzenia <span class="_ _1f"> </span>2020/852 <span class="_ _1f"> </span>są <span class="_ _1f"> </span>proceduram<span class="_ _1"></span>i </span></span></div><div class="t m0 x4 h6 y60a ff1 fs3 fc0 sc0 ls0 ws0">stosowanymi <span class="_ _f"> </span>w <span class="_ _f"> </span>c<span class="_ _1"></span>elu <span class="_ _f"> </span>zapewnienia <span class="_ _16"> </span>przestrzegania <span class="_ _16"> </span>Wytyc<span class="_ _1"></span>znych <span class="_ _f"> </span>ONZ <span class="_ _16"> </span>dotyczących <span class="_ _f"> </span>Biznesu <span class="_ _f"> </span>i <span class="_ _f"> </span>Pra<span class="_ _1"></span>w </div><div class="t m0 x4 h6 y60b ff1 fs3 fc0 sc0 ls0 ws0">Człowieka i Wytycz<span class="_ _1"></span>nych OECD dla Przedsi<span class="_ _1"></span>ębiorstw Wielonaro<span class="_ _1"></span>dowych.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x4 h6 y32b ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h6 y60c ff1 fs3 fc0 sc0 ls0 ws0">Każde <span class="_ _e"> </span>przedsiębiors<span class="_ _1"></span>two <span class="_ _d"> </span>p<span class="_ _1"></span>odlegające <span class="_ _e"> </span>obowiązko<span class="_ _1"></span>m <span class="_ _e"> </span>wynikającym <span class="_ _e"> </span>z<span class="_ _1"></span><span class="ff2"> </span>Roz<span class="_ _1"></span>porządzenia <span class="_ _e"> </span>2020/852 <span class="_ _e"> </span>jes<span class="_ _1"></span>t </div><div class="t m0 x4 h6 y60d ff1 fs3 fc0 sc0 ls0 ws0">zobowiązane na po<span class="_ _1"></span>dstawie art. 8 Rozporz<span class="_ _1"></span>ądzenia do ujawnieni<span class="_ _1"></span>a trzech wskaźników:<span class="_ _8"></span><span class="ff2"> </span></div><div class="t m0 x4 h6 y60e ff9 fs3 fc0 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _33"> </span><span class="ff1">Udział <span class="_ _14"> </span>pr<span class="_ _1"></span>ocentowy <span class="_ _14"> </span>o<span class="_ _1"></span>brotu <span class="_ _14"> </span>pochodzący<span class="_ _1"></span> <span class="_ _14"> </span>z <span class="_ _14"> </span>prod<span class="_ _1"></span>uktów <span class="_ _14"> </span>lub <span class="_ _14"> </span>usł<span class="_ _1"></span>ug <span class="_ _14"> </span>związanyc<span class="_ _1"></span>h <span class="_ _14"> </span>działalnością<span class="_ _1"></span> </span></span></div><div class="t m0 x61 h6 y60f ff1 fs3 fc0 sc0 ls0 ws0">zrównoważoną środ<span class="_ _1"></span>owiskowo;<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x4 h6 y576 ff9 fs3 fc0 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _33"> </span><span class="ff1">Udział <span class="_ _16"> </span>procent<span class="_ _1"></span>owy <span class="_ _16"> </span>nakładów <span class="_ _16"> </span>in<span class="_ _1"></span>westycyjnyc<span class="_ _1"></span>h <span class="_ _16"> </span>(CapEx) <span class="_ _16"> </span>odpowiadający <span class="_ _d"> </span>aktywom <span class="_ _16"> </span>lub <span class="_ _16"> </span>procesom<span class="_ _1"></span> </span></span></div><div class="t m0 x61 h6 y610 ff1 fs3 fc0 sc0 ls0 ws0">związanym z działalnośc<span class="_ _1"></span>ią zrównoważoną środ<span class="_ _1"></span>owiskowo;<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x4 h6 y611 ff9 fs3 fc0 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _33"> </span><span class="ff1">Udział <span class="_ _11"> </span>procentowy <span class="_ _1f"> </span>wy<span class="_ _1"></span>datków <span class="_ _11"> </span>operacyjnych <span class="_ _11"> </span>(OpEx) <span class="_ _1f"> </span>odpowiadający<span class="_ _1"></span> <span class="_ _1f"> </span>aktyw<span class="_ _1"></span>om <span class="_ _1f"> </span>lub<span class="_ _1"></span> <span class="_ _1f"> </span>proceso<span class="_ _1"></span>m </span></span></div><div class="t m0 x61 h6 y612 ff1 fs3 fc0 sc0 ls0 ws0">związanym z działalnośc<span class="_ _1"></span>ią zrównoważoną środ<span class="_ _1"></span>owiskowo.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x4 h6 y1bb ff1 fs3 fc0 sc0 ls0 ws0">Szczegółowe <span class="_ _1f"> </span>wymogi <span class="_ _11"> </span>dotyczące <span class="_ _1f"> </span>kalkulacji <span class="_ _1f"> </span>i <span class="_ _1f"> </span>ujawniania <span class="_ _1f"> </span>ww<span class="_ _1"></span>. <span class="_ _1f"> </span>wskaźników <span class="_ _1f"> </span>z<span class="_ _1"></span>ostały <span class="_ _1f"> </span>określone <span class="_ _1f"> </span>w </div><div class="t m0 x4 h6 y613 ff1 fs3 fc0 sc0 ls0 ws0">Rozporządzeniu Deleg<span class="_ _1"></span>owanym Komisji (U<span class="_ _1"></span>E) 2021/2178</div></div><div class="c x0 y0 w98 hc"><div class="t m0 xb4 h8b y614 ff2 fsf fc0 sc0 ls0 ws0">3</div></div><div class="c x0 y0 w7 hc"><div class="t m0 xb5 h6 y613 ff1 fs3 fc0 sc0 ls0 ws0">, tzw. „akcie delegowa<span class="_ _1"></span>nym do art. 8”.<span class="_ _1"></span><span class="ff2">\ </span></div><div class="t m0 x4 h6 y615 ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h8f y616 ff10 fs3 fc2 sc0 ls0 ws0">Zgodność prowadz<span class="_ _1"></span>onej przez Gr<span class="_ _1"></span>upę Kapitałową MIRBUD dz<span class="_ _1"></span>iałalności z<span class="_ _1"></span><span class="ffa"> </span>system<span class="_ _1"></span>atyką<span class="_ _1"></span><span class="ffa"> </span></div><div class="t m0 x4 h6 y617 ff1 fs3 fc0 sc0 ls0 ws0">W <span class="_ _9"></span>wyniku <span class="_ _a"> </span>przeprowadzonych <span class="_ _9"> </span>ana<span class="_ _1"></span>liz <span class="_ _9"></span>ustalono <span class="_ _a"> </span>następujący <span class="_ _a"> </span>odsetek <span class="_ _9"></span>obrotu, <span class="_ _9"> </span>nakładów <span class="_ _a"> </span>inwestycyj<span class="_ _1"></span>nych </div><div class="t m0 x4 h6 y618 ff1 fs3 fc0 sc0 ls0 ws0">(CapEx) i wydatków op<span class="_ _1"></span>eracyjnyc<span class="_ _1"></span>h (OpEx) zgodnych z<span class="_ _1"></span><span class="ff2"> </span>Taksonomią.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x4 h10 y619 ff2 fs8 fc0 sc0 ls0 ws0"> </div><div class="t m0 xb1 h6c y61a ff5 fs8 fc0 sc0 ls0 ws0"> </div></div><div class="c x0 y0 w98 hc"><div class="t m0 x4 h8c y61b ff7 fsf fc0 sc0 ls0 ws0">2</div></div><div class="c x0 y0 w7 hc"><div class="t m0 x5a h8d y61c ff8 fs3 fc0 sc0 ls0 ws0"> Rozporządzenie d<span class="_ _1"></span>elegowane Komisji (UE) 20<span class="_ _1"></span>23/2486 z dnia 27 czerw<span class="_ _1"></span>ca 2023 r. uzupełniaj<span class="_ _1"></span>ące rozporządzenie </div><div class="t m0 x4 h8d y151 ff8 fs3 fc0 sc0 ls0 ws0">Parlamentu Europ<span class="_ _1"></span>ejskiego i Rady (UE) 2020/852 p<span class="_ _1"></span>oprzez ustan<span class="_ _1"></span>owienie technicznych kry<span class="_ _1"></span>teriów kwalikacji </div><div class="t m0 x4 h8d y61d ff8 fs3 fc0 sc0 ls0 ws0">służących określeniu warunkó<span class="_ _1"></span>w, na ja<span class="_ _1"></span>kich dana dz<span class="_ _1"></span>iałalność gospodarcza<span class="_ _1"></span> kwalikuje się ja<span class="_ _1"></span>ko wnosząca istotny </div><div class="t m0 x4 h8d y61e ff8 fs3 fc0 sc0 ls0 ws0">wkład w zrównoważone wyko<span class="_ _1"></span>rzystywanie i<span class="_ _1"></span><span class="ff7"> </span>ochronę zasobó<span class="_ _1"></span>w wodnych i <span class="_ _1"></span>morskich, w przejście na <span class="_ _1"></span>gospodarkę o </div><div class="t m0 x4 h8d y61f ff8 fs3 fc0 sc0 ls0 ws0">obiegu zamkniętym, w<span class="ff7"> </span>za<span class="_ _1"></span>pobieganie zan<span class="_ _1"></span>ieczyszczeniu i jego k<span class="_ _1"></span>ontrolę lub w ochro<span class="_ _1"></span>nę i odbudowę </div><div class="t m0 x4 h8d y620 ff8 fs3 fc0 sc0 ls0 ws0">bioróżnorod<span class="_ _1"></span>ności i<span class="ff7"> </span>ekosystemów, a t<span class="_ _1"></span>akże określeniu, czy ta dział<span class="_ _1"></span>alność gospodarcza nie w<span class="_ _1"></span>yrządza poważn<span class="_ _1"></span>ych </div><div class="t m0 x4 h8d y621 ff8 fs3 fc0 sc0 ls0 ws0">szkód względem któregokol<span class="_ _1"></span>wiek z innych<span class="_ _1"></span> celów środowiskowych, i zmieniające ro<span class="_ _1"></span>zporząd<span class="_ _1"></span>zenie delegowane </div><div class="t m0 x4 h8d y622 ff8 fs3 fc0 sc0 ls0 ws0">Komisji (UE) 2021/2178 <span class="_ _1"></span>w odniesieniu do<span class="_ _1"></span> publiczneg<span class="_ _1"></span>o ujawniania szczególnych<span class="_ _1"></span> informacji w odniesieniu<span class="_ _1"></span> do </div><div class="t m0 x4 h8d y623 ff8 fs3 fc0 sc0 ls0 ws0">tych rodzajó<span class="_ _1"></span>w działalności gospodarczej<span class="_ _1"></span><span class="ff7"> </span></div></div><div class="c x0 y0 w98 hc"><div class="t m0 x4 h8c y624 ff7 fsf fc0 sc0 ls0 ws0">3</div></div><div class="c x0 y0 w7 hc"><div class="t m0 x5a h8d y625 ff8 fs3 fc0 sc0 ls0 ws0"> Rozporządzenie d<span class="_ _1"></span>elegowane Komisji (UE) 20<span class="_ _1"></span>21/2178 z dnia 6 lip<span class="_ _1"></span>ca 2021 r. uzupełniające ro<span class="_ _1"></span>zporządzenie </div><div class="t m0 x4 h8d y626 ff8 fs3 fc0 sc0 ls0 ws0">Parlamentu Europ<span class="_ _1"></span>ejskiego i Rady (UE) 2020/852 p<span class="_ _1"></span>rzez sprecyzowanie treści i<span class="_ _1"></span><span class="ff7"> </span>prezenta<span class="_ _1"></span>cji informacji doty<span class="_ _1"></span>czących </div><div class="t m0 x4 h8d y627 ff8 fs3 fc0 sc0 ls0 ws0">zrównoważonej środo<span class="_ _1"></span>wiskowo dzia<span class="_ _1"></span>łalności gospodarczej, które mają <span class="_ _1"></span>być ujawniane przez <span class="_ _1"></span>przedsiębiorstwa </div><div class="t m0 x4 h8d y5fd ff8 fs3 fc0 sc0 ls0 ws0">podlegające art. 19a lub<span class="_ _1"></span> 29a dyrektywy 2013/34/UE,<span class="_ _1"></span> oraz określenie metody<span class="_ _1"></span> spełnienia tego obo<span class="_ _1"></span>wiązku </div><div class="t m0 x4 h8d y5fe ff8 fs3 fc0 sc0 ls0 ws0">ujawniania informac<span class="ls2e">ji</span>.<span class="_ _1"></span><span class="ff7"> </span></div></div><a class="l" href="#pf30" ><span class="d m1" style="border-style:none;position:absolute;left:981.220000px;bottom:1318.800000px;width:8.120000px;height:16.220000px;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:630.780000px;bottom:782.240000px;width:8.120000px;height:13.230000px;background-color:rgba(255,255,255,0.000001);" /></a></div><div class="pi" ></div></div><div id="pf31" class="pf w5 hc" ><div class="pc pc31 w5 hc"><img class="bi x0 y0 w6 h1" alt="" 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class="c x0 y0 w7 hc"><div class="t m0 x4 h2 ye ff1 fs0 fc0 sc0 ls0 ws0">Sprawozdanie nt. informacji niefinansowych GK MIRBUD za 2025<span class="_ _1"></span> rok<span class="ff2"> </span></div><div class="t m0 x4 h2 yf ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hd y10 ff4 fs3 fc0 sc0 ls25 ws0">49<span class="ff5 fs8 ls0"> </span></div></div><div class="c x4 y628 w99 h90"><div class="t m0 x60 h11 y3be ff6 fsa fc0 sc0 ls0 ws0">Obrót<span class="ff3"> </span></div></div><div class="c xb6 y628 w2d h90"><div class="t m0 xb7 h11 y3be ff3 fsa fc0 sc0 ls0 ws0">CapEx </div></div><div class="c x40 y628 w9a h90"><div class="t m0 xb8 h11 y3be ff3 fsa fc0 sc0 ls0 ws0">OpEx </div></div><div class="c x4 y629 w99 h91"><div class="t m0 xb9 h17 y46e ff2 fsa fc0 sc0 ls0 ws0"> <span class="fs0"> </span></div></div><div class="c xb6 y629 w2d h91"><div class="t m0 xb9 h17 y46e ff2 fsa fc0 sc0 ls0 ws0"> <span class="fs0"> </span></div></div><div class="c x40 y629 w9a h91"><div class="t m0 xb9 h2 y46e ff2 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x0 y0 w7 hc"><div class="t m0 x4 h6 y62a ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h6 y62b ff1 fs3 fc0 sc0 ls0 ws0">Badanie <span class="_ _e"> </span>z<span class="_ _1"></span>godności <span class="_ _18"> </span>z <span class="_ _18"> </span>systematyką<span class="_ _1"></span> <span class="_ _e"> </span>działa<span class="_ _1"></span>lności <span class="_ _18"> </span>prowadzonej <span class="_ _18"> </span>przez <span class="_ _18"> </span>Grupę <span class="_ _18"> </span>Kapitałową<span class="_ _1"></span> <span class="_ _e"> </span>MIR<span class="_ _1"></span>BUD </div><div class="t m0 x4 h6 y62c ff1 fs3 fc0 sc0 ls0 ws0">wykazało, że:<span class="ff2"> </span></div><div class="t m0 x4 h6 y62d ff9 fs3 fc0 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _33"> </span><span class="ff1">Z <span class="_ _1f"> </span>działalnośc<span class="_ _1"></span>i <span class="_ _1f"> </span>zrównoważonej <span class="_ _1f"> </span>G<span class="_ _1"></span>rupy <span class="_ _1f"> </span>w <span class="_ _1f"> </span>202<span class="_ _1"></span></span>5 <span class="_ _1f"> </span><span class="ff1">roku <span class="_ _1f"> </span>pocho<span class="_ _1"></span>dziło: <span class="_ _1f"> </span>0% <span class="_ _1f"> </span>obrotu<span class="_ _1"></span>, <span class="_ _1f"> </span>0% <span class="_ _1f"> </span>nakładów </span></span></div><div class="t m0 x61 h6 y62e ff1 fs3 fc0 sc0 ls0 ws0">inwestycyjnych oraz<span class="_ _1"></span> 0% wydatków operac<span class="_ _1"></span>yjnych. <span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x4 h6 y62f ff9 fs3 fc0 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _33"> </span><span class="ff1">Z <span class="_ _8"></span>działalnośc<span class="_ _1"></span>i <span class="_ _1"></span>k<span class="_ _1"></span>walifikującej<span class="_ _1"></span> <span class="_ _8"></span>się, <span class="_ _8"></span>ale <span class="_ _8"></span>niez<span class="_ _1"></span>godnej <span class="_ _8"></span>z <span class="_ _8"></span>sys<span class="_ _1"></span>tematyką <span class="_ _8"></span>(niezrównoważo<span class="_ _1"></span>nej <span class="_ _8"></span>śr<span class="_ _1"></span>odowiskowo) </span></span></div><div class="t m0 x61 h6 y630 ff2 fs3 fc0 sc0 ls0 ws0">w 2025 <span class="_ _1"></span><span class="ff1">roku pochodzi<span class="_ _1"></span>ło: </span>99<span class="_ _1"></span>,02% obrotu, <span class="_ _1"></span>99,81<span class="ff1">% <span class="_ _1"></span>nakładów <span class="_ _1"></span>inwestycyjny<span class="_ _1"></span>ch oraz <span class="_ _1"></span>99,</span><span class="ls1">46</span><span class="ff1">% <span class="_ _1"></span>wydatków<span class="_ _1"></span> </span></div><div class="t m0 x61 h6 y631 ff2 fs3 fc0 sc0 ls0 ws0">operacyjnych Gr<span class="_ _1"></span>upy. </div><div class="t m0 x4 h6 y632 ff9 fs3 fc0 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _33"> </span><span class="ff1">Z <span class="_ _b"></span>działalności <span class="_ _b"></span>niekwa<span class="_ _1"></span>lifikującej<span class="_ _1"></span> <span class="_ _8"></span>s<span class="_ _1"></span>ię <span class="_ _8"></span>do <span class="_ _b"></span>system<span class="_ _1"></span>atyki <span class="_ _b"></span>w <span class="_ _b"></span>202<span class="_ _1"></span></span>5 <span class="_ _b"></span><span class="ff1">rok<span class="_ _1"></span>u <span class="_ _8"></span>poch<span class="_ _1"></span>odziło: <span class="_ _b"></span></span>0,9<span class="_ _1"></span>8% <span class="_ _b"></span>obrotu, <span class="_ _b"></span>0,19<span class="lsb">% </span></span></div><div class="t m0 x61 h6 y633 ff1 fs3 fc0 sc0 ls0 ws0">nakładów inwestyc<span class="_ _1"></span>yjnych oraz 0,<span class="_ _1"></span><span class="ff2 ls1">54</span>% wydatków <span class="_ _1"></span>operac<span class="_ _1"></span>yjnych Grupy. <span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x4 h1b y634 ffa fs0 fc6 sc0 ls0 ws0"> </div></div><div class="c x4 y635 w9b h3e"><div class="t m0 xba h28 y636 ff3 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c xbb y635 w9c h3e"><div class="t m0 x77 h28 y105 ff6 fs0 fc0 sc0 ls0 ws0">Obrót<span class="ff3"> </span></div></div><div class="c xbc y635 w9d h3e"><div class="t m0 x14 h28 y105 ff3 fs0 fc0 sc0 ls0 ws0">CapEx </div></div><div class="c xbd y635 w9e h3e"><div class="t m0 x7a h28 y105 ff3 fs0 fc0 sc0 ls0 ws0">OpEx </div></div><div class="c x4 y43e w9b h92"><div class="t m0 xf h15 y460 ff1 fs1 fc0 sc0 ls0 ws0">wartość w 202<span class="ff2">5 </span>ro<span class="_ _0"></span>ku [mln zł]<span class="ff2"> </span></div></div><div class="c xbb y43e w9c h92"><div class="t m0 xbe h15 y460 ff2 fs1 fc0 sc0 ls0 ws0">3 128,4 </div></div><div class="c xbc y43e w9f h92"><div class="t m0 xa4 h15 y460 ff2 fs1 fc0 sc0 ls0 ws0">174,6 </div></div><div class="c xbd y43e wa0 h92"><div class="t m0 x82 h15 y460 ff2 fs1 fc0 sc0 ls0 ws0">38,6 </div></div><div class="c x4 y364 w9b h92"><div class="t m0 xf h15 y460 ff1 fs1 fc0 sc0 ls0 ws0">działalność zrówno<span class="_ _0"></span>ważona (zgo<span class="_ _0"></span>dna z sy<span class="_ _0"></span>stematyką)<span class="ff2"> </span></div></div><div class="c xbb y364 w9c h92"><div class="t m0 xa9 h15 y460 ff2 fs1 fc0 sc0 ls0 ws0">0,00% </div></div><div class="c xbc y364 w9d h92"><div class="t m0 x82 h15 y460 ff2 fs1 fc0 sc0 ls0 ws0">0,00% </div></div><div class="c xbd y364 wa1 h92"><div class="t m0 x2c h15 y460 ff2 fs1 fc0 sc0 ls0 ws0">0,00% </div></div><div class="c x4 y5b8 w9b h3f"><div class="t m0 xf h15 y1dc ff1 fs1 fc0 sc0 ls0 ws0">działalność niezrówn<span class="_ _0"></span>oważona (<span class="_ _0"></span>kwalifikująca<span class="_ _0"></span> się do systema<span class="_ _0"></span>tyki, ale niezgod<span class="_ _0"></span>na z </div><div class="t m0 xf h15 y1dd ff1 fs1 fc0 sc0 ls0 ws0">nią)<span class="ff2"> </span></div></div><div class="c xbb y5b8 w9c h3f"><div class="t m0 xa4 h15 y324 ff2 fs1 fc0 sc0 ls0 ws0">99,02% </div></div><div class="c xbc y5b8 w9d h3f"><div class="t m0 xbf h15 y324 ff2 fs1 fc0 sc0 ls0 ws0">99,81% </div></div><div class="c xbd y5b8 wa1 h3f"><div class="t m0 x27 h15 y324 ff2 fs1 fc0 sc0 lsf ws0">99,46<span class="ls0">% </span></div></div><div class="c x4 y637 w9b h92"><div class="t m0 xf h15 y460 ff1 fs1 fc0 sc0 ls0 ws0">działalność neutra<span class="_ _0"></span>lna (niekwalifi<span class="_ _0"></span>kująca się do<span class="_ _0"></span> systematyki)<span class="ff2"> </span></div></div><div class="c xbb y637 w9c h92"><div class="t m0 xa9 h15 y460 ff2 fs1 fc0 sc0 ls0 ws0">0,98% </div></div><div class="c xbc y637 w9d h92"><div class="t m0 x82 h15 y460 ff2 fs1 fc0 sc0 ls0 ws0">0,19% </div></div><div class="c xbd y637 wa1 h92"><div class="t m0 x2c h15 y460 ff2 fs1 fc0 sc0 lsf ws0">0,54<span class="ls0">% </span></div></div><div class="c x0 y0 w7 hc"><div class="t m0 x4 h10 y19d ff2 fs8 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h6 y638 ff1 fs3 fc0 sc0 ls0 ws0">W dalszej części rozdziału opisany jest proces badania zgodności z <span class="_ _0"></span>Taksonomią,<span class="_ _1"></span> zastosowane zasady </div><div class="t m0 x4 h6 y639 ff1 fs3 fc0 sc0 ls0 ws0">rachunkowości <span class="_ _13"> </span>oraz<span class="_ _1"></span> <span class="_ _14"> </span>s<span class="_ _1"></span>zczegółowe <span class="_ _13"> </span>om<span class="_ _1"></span>ówienie <span class="_ _13"> </span>trz<span class="_ _1"></span>ech <span class="_ _13"> </span>wskaźników <span class="_ _13"> </span>wy<span class="_ _1"></span>ników <span class="_ _13"> </span>wraz<span class="_ _1"></span> <span class="_ _13"> </span>z <span class="_ _13"> </span>tabela<span class="_ _1"></span>mi </div><div class="t m0 x4 h6 y63a ff1 fs3 fc0 sc0 ls0 ws0">sporządzonymi <span class="_ _9"></span>zgodnie <span class="_ _b"></span>z<span class="_ _1"></span> <span class="_ _b"></span>t<span class="_ _1"></span>zw. <span class="_ _b"></span>ak<span class="_ _1"></span>tem <span class="_ _b"></span>delegowa<span class="_ _1"></span>nym <span class="_ _9"></span>do <span class="_ _b"></span>art. <span class="_ _9"></span>8, <span class="_ _b"></span>cz<span class="_ _1"></span>yli <span class="_ _b"></span>Rozporzą<span class="_ _1"></span>dze<span class="_ _8"></span><span class="ff2">niem <span class="_ _9"></span>Delegowanym </span></div><div class="t m0 x4 h6 y4c6 ff2 fs3 fc0 sc0 ls0 ws0">Komisji (UE) 2021/21<span class="_ _1"></span>78. </div><div class="t m0 x4 h6 y63b ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h8f y541 ff10 fs3 fc2 sc0 ls0 ws0">Proces badania zgodn<span class="_ _1"></span>ości z Taks<span class="_ _1"></span>onomią <span class="_ _1"></span><span class="ffa"> </span></div><div class="t m0 x4 h6 y63c ff1 fs3 fc0 sc0 ls0 ws0">W celu zbadania zgodn<span class="_ _1"></span>ości z sy<span class="_ _1"></span>stematyką przeprowadz<span class="_ _1"></span>ony został czteroetapowy<span class="_ _1"></span> proces:<span class="_ _8"></span><span class="ff2"> </span></div><div class="t m0 x4 h6 y63d ff2 fs3 fc0 sc0 ls1 ws0">1.<span class="ls0"> <span class="_ _14"> </span>Identyfikac<span class="_ _1"></span>ja </span></div><div class="t m0 x61 h6 y63e ff1 fs3 fc0 sc0 ls0 ws0">Etap <span class="_ _a"> </span>polegał <span class="_ _a"> </span>n<span class="_ _1"></span>a <span class="_ _a"> </span>przeglądz<span class="_ _1"></span>ie <span class="_ _a"> </span>całej <span class="_ _a"> </span>dzia<span class="_ _1"></span>łalności <span class="_ _a"> </span>prowadz<span class="_ _1"></span>onej <span class="_ _a"> </span>przez <span class="_ _a"> </span>Gru<span class="_ _1"></span>pę <span class="_ _a"> </span>Kapitałową <span class="_ _10"> </span>MIRBUD <span class="_ _a"> </span>i </div><div class="t m0 x61 h6 y63f ff1 fs3 fc0 sc0 ls0 ws0">ustalenie, <span class="_ _8"></span>cz<span class="_ _1"></span>y, <span class="_ _8"></span>a <span class="_ _b"></span>jeśli <span class="_ _b"></span>tak <span class="_ _8"></span>to<span class="_ _1"></span> <span class="_ _8"></span>które <span class="_ _b"></span>rodzaje <span class="_ _b"></span>działalności <span class="_ _b"></span>kwalifikują <span class="_ _b"></span>się <span class="_ _b"></span>do <span class="_ _8"></span>sy<span class="_ _1"></span>stematyki. <span class="_ _b"></span>Przeglądowi </div><div class="t m0 x61 h6 y640 ff1 fs3 fc0 sc0 ls0 ws0">podlegały  uzyskiwane <span class="_ _10"> </span>prz<span class="_ _1"></span>ez <span class="_ _15"> </span>spółki <span class="_ _15"> </span>przychody,  nakłady <span class="_ _15"> </span>inwestycyj<span class="_ _8"></span><span class="ff2">ne <span class="_ _15"> </span>i <span class="_ _15"> </span>wydatki <span class="_ _15"> </span>operacyjne.  Do </span></div></div><div class="c xc0 y641 wa2 h93"><div class="t m0 x0 h94 y642 ff7 fs0 fc8 sc0 ls2f ws0">0,00%</div></div><div class="c xc1 y643 wa3 h93"><div class="t m0 x0 h94 y644 ff7 fs0 fc8 sc0 ls0 ws0">99,02%</div></div><div class="c xb0 y645 wa2 h93"><div class="t m0 x0 h94 yd ff7 fs0 fc8 sc0 ls0 ws0">0,98%</div></div><div class="c x18 y646 wa4 h95"><div class="t m0 xbf h96 y647 ff8 fsd fc9 sc0 ls0 ws0">Działalność zrówn<span class="_ _1"></span>oważona środowiskowo</div><div class="t m0 xbf h96 y648 ff8 fsd fc9 sc0 ls0 ws0">Działalność kwalifik<span class="_ _1"></span>ująca się do systematyk<span class="_ _1"></span>i,</div><div class="t m0 xbf h96 y649 ff8 fsd fc9 sc0 ls0 ws0">ale niezrównowa<span class="_ _1"></span>żona środowiskowo</div><div class="t m0 xbf h96 y64a ff8 fsd fc9 sc0 ls0 ws0">Działalność niekwal<span class="_ _1"></span>ifikująca się do</div><div class="t m0 xbf h96 y64b ff7 fsd fc9 sc0 ls0 ws0">systematyki</div></div><div class="c xc2 y64c wa5 h97"><div class="t m0 x83 h98 y64d ff7 fs10 fc8 sc0 ls30 ws0">0%</div></div><div class="c xc3 y64e wa6 h93"><div class="t m0 x60 h94 yd ff7 fs0 fc8 sc0 ls10 ws0">100%</div></div><div class="c xc4 y64f wa7 h97"><div class="t m0 x83 h94 y650 ff7 fs0 fc8 sc0 ls10 ws0">0%</div></div><div class="c xc5 y646 wa4 h95"><div class="t m0 x2b h96 y651 ff8 fsd fc9 sc0 ls0 ws0">Działalność zrówn<span class="_ _1"></span>oważona środowiskowo</div><div class="t m0 x2b h96 y652 ff8 fsd fc9 sc0 ls0 ws0">Działalność kwalifik<span class="_ _1"></span>ująca się do systematyk<span class="_ _1"></span>i,</div><div class="t m0 x2b h96 y653 ff8 fsd fc9 sc0 ls0 ws0">ale niezrównowa<span class="_ _1"></span>żona środowiskowo</div><div class="t m0 x2b h96 y654 ff8 fsd fc9 sc0 ls0 ws0">Działalność niekwal<span class="_ _1"></span>ifikująca się do</div><div class="t m0 x2b h96 y655 ff7 fsd fc9 sc0 ls0 ws0">systematyki</div></div><div class="c xc6 y656 wa8 h40"><div class="t m0 x8c h2 y657 ff2 fs0 fc8 sc0 ls0 ws0">0,00%</div></div><div class="c xc6 y658 wa8 h40"><div class="t m0 x57 h2 y659 ff2 fs0 fc8 sc0 ls0 ws0">99,46%</div></div><div class="c xc7 y65a wa9 h40"><div class="t m0 x18 h2 y659 ff2 fs0 fc8 sc0 ls0 ws0">0,54%</div></div><div class="c xc6 y646 wa8 h95"><div class="t m0 x25 h5b y65b ff1 fsd fc9 sc0 ls0 ws0">Działalność <span class="_ _1"></span>zrównoważona</div><div class="t m0 x25 h5b y65c ff1 fsd fc9 sc0 ls0 ws0">środowiskowo</div><div class="t m0 x25 h5b y65d ff1 fsd fc9 sc0 ls0 ws0">Działalność <span class="_ _1"></span>kwalifikująca się d<span class="_ _1"></span>o</div><div class="t m0 x25 h5b y65e ff1 fsd fc9 sc0 ls0 ws0">systematyki, a<span class="_ _1"></span>le niezrównoważon<span class="_ _1"></span>a</div><div class="t m0 x25 h5b y65f ff1 fsd fc9 sc0 ls0 ws0">środowiskowo</div><div class="t m0 x25 h5b y660 ff1 fsd fc9 sc0 ls0 ws0">Działalność <span class="_ _1"></span>niekwalifikująca się<span class="_ _1"></span> do</div><div class="t m0 x25 h99 y3c1 ff2 fs11 fc9 sc0 ls0 ws0">systematyki</div></div></div><div class="pi" ></div></div><div id="pf32" class="pf w5 hc" ><div class="pc pc32 w5 hc"><img class="bi x0 y661 w6 h9a" alt="" 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class="c x0 y0 w7 hc"><div class="t m0 x4 h2 ye ff1 fs0 fc0 sc0 ls0 ws0">Sprawozdanie nt. informacji niefinansowych GK MIRBUD za 2025<span class="_ _1"></span> rok<span class="ff2"> </span></div><div class="t m0 x4 h2 yf ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hd y10 ff4 fs3 fc0 sc0 ls31 ws0">50<span class="ff5 fs8 ls0"> </span></div><div class="t m0 x61 h6 y51 ff1 fs3 fc0 sc0 ls0 ws0">identyfikacji poszc<span class="_ _1"></span>zególnych rodzaj<span class="_ _1"></span>ów działalności wy<span class="_ _1"></span>korzy<span class="_ _1"></span>stano ich opisy <span class="_ _1"></span>zawarte w<span class="_ _8"></span><span class="ff2"> </span>załączn<span class="_ _1"></span>ikach </div><div class="t m0 x61 h6 y52 ff1 fs3 fc0 sc0 ls0 ws0">do <span class="_ _12"> </span>Rozporz<span class="_ _1"></span>ądzenia <span class="_ _12"> </span>De<span class="_ _1"></span>legowanego <span class="_ _14"> </span>Komisji <span class="_ _12"> </span>(<span class="_ _1"></span>UE) <span class="_ _12"> </span>2021<span class="_ _1"></span>/2139 <span class="_ _12"> </span>oraz <span class="_ _14"> </span>2023/<span class="_ _1"></span>2486, <span class="_ _12"> </span>które <span class="_ _14"> </span>były<span class="_ _1"></span> </div><div class="t m0 x61 h6 y80 ff1 fs3 fc0 sc0 ls0 ws0">porównywane <span class="_ _13"> </span>do <span class="_ _13"> </span>f<span class="_ _1"></span>aktycznie <span class="_ _13"> </span>prowadzonej <span class="_ _1d"> </span>działalnoś<span class="_ _1"></span>ci. <span class="_ _14"> </span>W <span class="_ _13"> </span>prz<span class="_ _1"></span>ypadku <span class="_ _13"> </span>brak<span class="_ _1"></span>u <span class="_ _13"> </span>dostatec<span class="_ _8"></span><span class="ff2">znej </span></div><div class="t m0 x61 h6 y81 ff1 fs3 fc0 sc0 ls0 ws0">jednoznaczności <span class="_ _22"> </span>opisu <span class="_ _22"> </span>działalności, <span class="_ _22"> </span>korzys<span class="_ _1"></span>tano <span class="_ _2f"> </span>pomocn<span class="_ _1"></span>iczo <span class="_ _22"> </span>ze<span class="_ _1"></span><span class="ff2"> statystycz<span class="_ _1"></span>nej <span class="_ _2f"> </span>k<span class="_ _1"></span>lasyfikacji </span></div><div class="t m0 x61 h6 y82 ff1 fs3 fc0 sc0 ls0 ws0">działalności gospodarc<span class="_ _1"></span>zej NACE</div></div><div class="c x0 y0 w98 hc"><div class="t m0 xc8 h8b y662 ff2 fsf fc0 sc0 ls0 ws0">4</div></div><div class="c x0 y0 w7 hc"><div class="t m0 xc9 h6 y82 ff2 fs3 fc0 sc0 ls0 ws0">. </div><div class="t m0 x4 h6 y663 ff2 fs3 fc0 sc0 ls1 ws0">2.<span class="ls0"> <span class="_ _14"> </span>Alokacja<span class="_ _1"></span> </span></div><div class="t m0 x61 h6 y664 ff1 fs3 fc0 sc0 ls0 ws0">Etap <span class="_ _0"></span>polegał na <span class="_ _2"></span>prz<span class="_ _1"></span>ypisaniu do <span class="_ _2"></span>poszc<span class="_ _1"></span>zególnych <span class="_ _0"></span>zidentyfikowa<span class="_ _1"></span>nych <span class="_ _0"></span>w<span class="_ _1"></span><span class="ff2"> </span>pierwszym etapie <span class="_ _0"></span>działalności </div><div class="t m0 x61 h6 y665 ff1 fs3 fc0 sc0 ls0 ws0">wartości <span class="_ _10"> </span>obrotu, <span class="_ _15"> </span>nakładów<span class="_ _1"></span> <span class="_ _10"> </span>inwestycyj<span class="_ _1"></span>nych <span class="_ _10"> </span>i<span class="_ _1"></span><span class="ff2"> </span>wydatków <span class="_ _15"> </span>operacyjnych. <span class="_ _15"> </span>Szczegóły <span class="_ _15"> </span>zastosowanych </div><div class="t m0 x61 h6 y5e5 ff1 fs3 fc0 sc0 ls0 ws0">metod alokacji zosta<span class="_ _1"></span>ły opisane w<span class="_ _1"></span><span class="ff2"> rozdziale <span class="ff10">Zasady Ra<span class="_ _1"></span>chunkowości</span>.<span class="_ _1"></span> </span></div><div class="t m0 x4 h6 y666 ff2 fs3 fc0 sc0 ls1 ws0">3.<span class="ls0"> <span class="_ _14"> </span>Weryfikacj<span class="_ _1"></span>a </span></div><div class="t m0 x61 h6 y667 ff1 fs3 fc0 sc0 ls0 ws0">Etap polegał na prz<span class="_ _1"></span>eprowadzeniu dwóch rodz<span class="_ _1"></span>ajów badań:<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x13 h6 y668 ffd fs3 fc0 sc0 ls0 ws0">o<span class="ff2"> <span class="_ _20"> </span><span class="ff1">W <span class="_ _10"> </span>prz<span class="_ _1"></span>ypadku <span class="_ _15"> </span>wszys<span class="_ _1"></span>tkich <span class="_ _10"> </span>z<span class="_ _1"></span>identyfikowanych  rodzajów <span class="_ _10"> </span>dzia<span class="_ _1"></span>łalności <span class="_ _15"> </span>przeprowad<span class="_ _1"></span>zono </span></span></div><div class="t m0 xb0 h6 y669 ff1 fs3 fc0 sc0 ls0 ws0">badanie <span class="_ _33"> </span>kryteriów <span class="_ _28"> </span>istotnego <span class="_ _33"> </span>wkła<span class="_ _1"></span>du <span class="_ _33"> </span>i <span class="_ _33"> </span>niewyr<span class="_ _1"></span>ządzania <span class="_ _33"> </span>poważnych <span class="_ _33"> </span>s<span class="_ _1"></span>zkód </div><div class="t m0 xb0 h6 y66a ff2 fs3 fc0 sc0 ls0 ws0">z <span class="ff1">wykorzystaniem <span class="_ _0"></span>TKK <span class="_ _2"></span>określonych <span class="_ _0"></span>w <span class="_ _2"></span>załącznikach <span class="_ _2"></span>do <span class="_ _0"></span>Rozporządzenia <span class="_ _2"></span>Del<span class="_ _1"></span>egowanego </span></div><div class="t m0 xb0 h6 y66b ff2 fs3 fc0 sc0 ls0 ws0">Komisji <span class="_ _1"></span>(UE) <span class="_ _8"></span>2021/2<span class="_ _1"></span>139 <span class="_ _1"></span>oraz <span class="_ _8"></span>202<span class="_ _1"></span><span class="ff1">3/2486. <span class="_ _1"></span>Szc<span class="_ _1"></span>zegóły <span class="_ _8"></span>oceny <span class="_ _8"></span>są <span class="_ _1"></span>prz<span class="_ _1"></span>edstawione <span class="_ _1"></span>w <span class="_ _8"></span>s<span class="_ _1"></span>ekcji </span></div><div class="t m0 xb0 h6 y66c ff10 fs3 fc0 sc0 ls0 ws0">Weryfikacja zgodności z<span class="_ _1"></span><span class="ffa"> Techniczny<span class="_ _1"></span>mi Kryteriami Kwalifikacj<span class="_ _1"></span>i<span class="ff2">. </span></span></div><div class="t m0 x13 h6 y1b5 ffd fs3 fc0 sc0 ls0 ws0">o<span class="ff2"> <span class="_ _20"> </span><span class="ff1">Przeprowadzona <span class="_ _a"> </span>została <span class="_ _a"> </span>ocena, <span class="_ _a"> </span>czy <span class="_ _a"> </span>spełnione <span class="_ _a"> </span>są <span class="_ _a"> </span>Minimalne <span class="_ _a"> </span>Gwarancje. <span class="_ _a"> </span>Szczegóły </span></span></div><div class="t m0 xb0 h6 y66d ff1 fs3 fc0 sc0 ls0 ws0">oceny są przedstawio<span class="_ _1"></span>ne w sekc<span class="_ _1"></span>ji <span class="ffa">Minimalne Gw<span class="_ _1"></span>arancje<span class="ff2">. </span></span></div><div class="t m0 x4 h6 y66e ff2 fs3 fc0 sc0 ls1 ws0">4.<span class="ls0"> <span class="_ _14"> </span>Kalkulacja<span class="_ _1"></span> </span></div><div class="t m0 x61 h6 y66f ff1 fs3 fc0 sc0 ls0 ws0">Etap <span class="_ _d"> </span>polegał <span class="_ _d"> </span>na <span class="_ _d"> </span>wykorzys<span class="_ _1"></span>taniu <span class="_ _d"> </span>informacji <span class="_ _d"> </span>wynikowyc<span class="_ _1"></span>h <span class="_ _16"> </span>z<span class="_ _1"></span> <span class="_ _d"> </span>etapów <span class="_ _16"> </span>drug<span class="_ _1"></span>iego <span class="_ _16"> </span>i<span class="_ _1"></span><span class="ff2"> <span class="_ _1"></span>trzeciego <span class="_ _d"> </span>w cel<span class="_ _1"></span>u </span></div><div class="t m0 x61 h6 y670 ff1 fs3 fc0 sc0 ls0 ws0">sporządzenia <span class="_ _10"> </span>tabel <span class="_ _a"> </span>z<span class="_ _1"></span>awierający<span class="_ _1"></span>ch <span class="_ _10"> </span>wymagane <span class="_ _a"> </span>inf<span class="_ _1"></span>ormacje <span class="_ _10"> </span>oraz <span class="_ _a"> </span>oprac<span class="_ _1"></span>owaniu <span class="_ _10"> </span>niniejszej <span class="_ _10"> </span>informacji </div><div class="t m0 x61 h6 y671 ff1 fs3 fc0 sc0 ls0 ws0">uzupełniającej, <span class="_ _8"></span>zgodnie <span class="_ _8"></span>z <span class="_ _8"></span>wymogami <span class="_ _8"></span>załączników <span class="_ _8"></span>I <span class="_ _8"></span>i <span class="_ _1"></span>I<span class="_ _1"></span>I <span class="_ _1"></span>do <span class="_ _1"></span>Roz<span class="_ _1"></span>porządzenia <span class="_ _8"></span>Del<span class="_ _8"></span><span class="ff2">egowan<span class="_ _1"></span>ego <span class="_ _1"></span>Ko<span class="_ _1"></span>misji </span></div><div class="t m0 x61 h6 y672 ff2 fs3 fc0 sc0 ls0 ws0">(UE) 2021/2178.<span class="_ _1"></span> </div><div class="t m0 x4 h6 y673 ff1 fs3 fc0 sc0 ls0 ws0">Proces zosta<span class="_ _1"></span>ł prz<span class="_ _1"></span>eprowadzony <span class="_ _1"></span>przez <span class="_ _1"></span>zespół <span class="_ _1"></span>składający <span class="_ _1"></span>się <span class="_ _1"></span>z <span class="_ _1"></span>przedstawicieli s<span class="_ _1"></span>półek G<span class="_ _1"></span>rupy Kapitałowej<span class="_ _1"></span> </div><div class="t m0 x4 h6 y674 ff1 fs3 fc0 sc0 ls0 ws0">MIRBUD ze wsparc<span class="_ _1"></span>iem zewnętrznej firmy dora<span class="_ _1"></span>dczej.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x4 h8f y675 ffa fs3 fc2 sc0 ls0 ws0"> </div><div class="t m0 x4 h8f y676 ff10 fs3 fc2 sc0 ls0 ws0">Minimalne Gwarancje<span class="_ _1"></span><span class="ffa"> </span></div><div class="t m0 x4 h6 y677 ff1 fs3 fc0 sc0 ls0 ws0">Zgodnie z art. 18 Rozporz<span class="_ _1"></span>ądzenia 2020/852:<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x4 h8f y538 ff10 fs3 fc0 sc0 ls0 ws0">„Minimalnymi <span class="_ _1f"> </span>gwarancj<span class="_ _1"></span>ami, <span class="_ _1f"> </span>o <span class="_ _1f"> </span>któryc<span class="_ _1"></span>h <span class="_ _1f"> </span>mowa <span class="_ _1f"> </span>w <span class="_ _1f"> </span>ar<span class="_ _1"></span>t. <span class="_ _1f"> </span>3 <span class="_ _1f"> </span>lit. <span class="_ _1f"> </span>c), <span class="_ _1f"> </span>są <span class="_ _1f"> </span>proced<span class="_ _1"></span>ury <span class="_ _1f"> </span>stosowane <span class="_ _1f"> </span>prz<span class="_ _1"></span>ez </div><div class="t m0 x4 h8f y515 ff10 fs3 fc0 sc0 ls0 ws0">przedsiębiorstwo <span class="_ _1d"> </span>prowadz<span class="_ _1"></span>ące <span class="_ _1d"> </span>działalność <span class="_ _1d"> </span>gospoda<span class="_ _1"></span>rczą, <span class="_ _1d"> </span>które <span class="_ _1d"> </span>mają <span class="_ _1d"> </span>zapewnić <span class="_ _1d"> </span>prz<span class="_ _1"></span>estrzeganie </div><div class="t m0 x4 h9b y678 ff11 fs3 fc0 sc0 ls0 ws0">Wytycznych <span class="_ _a"> </span>OECD <span class="_ _9"> </span>dla <span class="_ _a"> </span>przedsiębio<span class="_ _1"></span>rstw <span class="_ _9"> </span>w<span class="_ _1"></span>ielonarodow<span class="_ _1"></span>ych<span class="ffa"> <span class="_ _a"> </span>oraz <span class="_ _a"> </span></span>Wytycznych <span class="_ _a"> </span>ONZ <span class="_ _9"></span>dotyczących<span class="_ _1"></span> </div><div class="t m0 x4 h9b y3f ff11 fs3 fc0 sc0 ls0 ws0">biznesu <span class="_ _1"></span>i <span class="_ _8"></span>praw <span class="_ _8"></span>człowieka<span class="_ _1"></span><span class="ff10">, <span class="_ _8"></span>w <span class="_ _1"></span>ty<span class="_ _1"></span>m <span class="_ _1"></span>zasad <span class="_ _8"></span>i <span class="_ _8"></span>praw <span class="_ _1"></span>okr<span class="_ _1"></span>eślonych <span class="_ _8"></span>w <span class="_ _8"></span></span>ośmiu <span class="_ _8"></span>podstawo<span class="_ _1"></span>wych <span class="_ _1"></span>kon<span class="_ _1"></span>wencjach </div><div class="t m0 x4 h9b y40 ff11 fs3 fc0 sc0 ls0 ws0">wskazanych <span class="_ _1"></span>w <span class="_ _1"></span>De<span class="_ _1"></span>klaracji <span class="_ _1"></span>Międz<span class="_ _1"></span>ynarodowej <span class="_ _1"></span>Organi<span class="_ _1"></span>zacji <span class="_ _1"></span>Pracy <span class="_ _1"></span>dot<span class="_ _1"></span>yczącej <span class="_ _1"></span>podstawowych <span class="_ _8"></span>zasad </div><div class="t m0 x4 h9b y679 ff12 fs3 fc0 sc0 ls0 ws0">i praw w pracy<span class="ffa"> <span class="ff10">oraz<span class="_ _1"></span> zasad i praw okreś<span class="_ _1"></span>lonych w</span> <span class="ff11">Mi<span class="_ _1"></span>ędzynarodowej k<span class="_ _1"></span>arcie praw człow<span class="_ _1"></span>ieka<span class="ff10 lsd">.”<span class="_ _1"></span></span></span> </span></div><div class="t m0 x4 h6 y2e6 ff1 fs3 fc0 sc0 ls0 ws0">Badanie  z<span class="_ _1"></span>godności <span class="_ _f"> </span>z <span class="_ _f"> </span>Mini<span class="_ _1"></span>malnymi <span class="_ _f"> </span>Gwarancjami <span class="_ _f"> </span>zos<span class="_ _1"></span>tało  z<span class="_ _1"></span>realizowane <span class="_ _f"> </span>zgodnie <span class="_ _f"> </span>z<span class="_ _8"></span><span class="ff2"> rek<span class="_ _1"></span>omendacjami </span></div><div class="t m0 x4 h6 y67a ff2 fs3 fc0 sc0 ls0 ws0">zamieszczonymi w <span class="ffa">Fina<span class="_ _1"></span>l Report on Minimum Safegua<span class="_ _1"></span>rds</span></div></div><div class="c x0 y0 w98 hc"><div class="t m0 xca h9c y3db ffa fsf fc0 sc0 ls0 ws0">5</div></div><div class="c x0 y0 w7 hc"><div class="t m0 xa6 h6 y67a ff2 fs3 fc0 sc0 ls0 ws0"> autorstwa Platform On Susta<span class="_ _1"></span>inable Finance. </div><div class="t m0 x4 h13 y67b ff1 fs3 fc0 sc0 ls0 ws0">Zgodnie z rekomendacj<span class="_ _1"></span>ami, niespełnieni<span class="_ _1"></span>em Minimalny<span class="_ _1"></span>ch Gwarancji<span class="_ _1"></span><span class="ff3"> </span>jest j<span class="_ _1"></span>edna z czterech przes<span class="_ _1"></span>łanek: <span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x4 h6 y67c ff2 fs3 fc0 sc0 ls1 ws0">1.<span class="ls0"> <span class="_ _14"> </span><span class="ff1">Nieodpowie<span class="_ _1"></span>dnie <span class="_ _8"></span>lub <span class="_ _1"></span>nieistn<span class="_ _1"></span>iejące <span class="_ _8"></span>procesy <span class="_ _8"></span>należytej <span class="_ _8"></span>staranności <span class="_ _8"></span>w <span class="_ _1"></span>zak<span class="_ _1"></span>resie <span class="_ _8"></span>praw <span class="_ _1"></span>c<span class="_ _1"></span>złowieka, <span class="_ _8"></span>w <span class="_ _1"></span>tym </span></span></div><div class="t m0 x61 h6 y33f ff2 fs3 fc0 sc0 ls0 ws0">praw pracowniczyc<span class="_ _1"></span>h, korupcji, opodatkowa<span class="_ _1"></span>nia i<span class="_ _1"></span> uczciwej konkurenc<span class="_ _1"></span>ji. </div><div class="t m0 xb1 h6c y67d ff5 fs8 fc0 sc0 ls0 ws0"> </div></div><div class="c x0 y0 w98 hc"><div class="t m0 x4 h8c y67e ff7 fsf fc0 sc0 ls0 ws0">4</div></div><div class="c x0 y0 w7 hc"><div class="t m0 x5a h8d y3e2 ff8 fs3 fc0 sc0 ls0 ws0"> Rozporządzenie (WE<span class="_ _1"></span>) nr 1893/2006 Parla<span class="_ _1"></span>mentu Europejskiego i Ra<span class="_ _1"></span>dy z dnia 20 gru<span class="_ _1"></span>dnia 2006 r. w sprawie </div><div class="t m0 x4 h8d y67f ff8 fs3 fc0 sc0 ls0 ws0">statystycznej klasykacji d<span class="_ _1"></span>ziałalności gospodarczej NA<span class="_ _1"></span>CE Rev. 2 i zmieniaj<span class="_ _1"></span>ące rozporządze<span class="_ _1"></span>nie Rady (EWG) nr </div><div class="t m0 x4 h8d y680 ff8 fs3 fc0 sc0 ls0 ws0">3037/90 oraz niektóre rozp<span class="_ _1"></span>orządzenia WE w spra<span class="_ _1"></span>wie okr<span class="_ _1"></span>eślonych dziedzin<span class="_ _1"></span> statystycznych<span class="_ _1"></span><span class="ff7"> </span></div></div><div class="c x0 y0 w98 hc"><div class="t m0 x4 h8c y4e ff7 fsf fc0 sc0 ls0 ws0">5</div></div><div class="c x0 y0 w7 hc"><div class="t m0 x5a h8d y5fd ff8 fs3 fc0 sc0 ls0 ws0"> <span class="fca">hps://nance.ec.europ<span class="_ _1"></span>a.eu/system/le<span class="_ _1"></span>s/2022-10/22<span class="_ _1"></span>1011-sustainab<span class="_ _1"></span>le-nance-plaor<span class="_ _1"></span>m-nance-report<span class="_ _1"></span>-</span></div><div class="t m0 x4 h8d y5fe ff8 fs3 fca sc0 ls0 ws0">minimum-safeguard<span class="_ _1"></span>s_en.pdf<span class="fc0"> <span class="ff7"> </span></span></div></div><a class="l" href="#pf32" 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class="c x0 y0 w7 hc"><div class="t m0 x4 h2 ye ff1 fs0 fc0 sc0 ls0 ws0">Sprawozdanie nt. informacji niefinansowych GK MIRBUD za 2025<span class="_ _1"></span> rok<span class="ff2"> </span></div><div class="t m0 x4 h2 yf ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hd y10 ff4 fs3 fc0 sc0 ls31 ws0">51<span class="ff5 fs8 ls0"> </span></div><div class="t m0 x4 h6 y51 ff2 fs3 fc0 sc0 ls1 ws0">2.<span class="ls0"> <span class="_ _14"> </span><span class="ff1">Spółka <span class="_ _a"> </span>została <span class="_ _9"> </span>os<span class="_ _1"></span>tatecznie<span class="_ _1"></span> <span class="_ _9"> </span>pociągn<span class="_ _1"></span>ięta <span class="_ _9"> </span>do <span class="_ _a"> </span>odpowiedz<span class="_ _1"></span>ialności <span class="_ _a"> </span>lub <span class="_ _9"></span>uznana <span class="_ _a"> </span>za <span class="_ _9"> </span>n<span class="_ _1"></span>aruszając<span class="_ _1"></span>ą <span class="_ _9"></span>prawo </span></span></div><div class="t m0 x61 h6 y52 ff1 fs3 fc0 sc0 ls0 ws0">pracy <span class="_ _0"></span>lub <span class="_ _0"></span>prawa <span class="_ _0"></span>człowieka w <span class="_ _2"></span>niektóry<span class="_ _1"></span>ch <span class="_ _0"></span>rodzajach <span class="_ _0"></span>spraw sądowych <span class="_ _0"></span>z <span class="_ _2"></span>z<span class="_ _1"></span>akresu <span class="_ _0"></span>prawa <span class="_ _0"></span>pracy <span class="_ _0"></span>lub <span class="_ _0"></span>praw </div><div class="t m0 x61 h6 y80 ff1 fs3 fc0 sc0 ls0 ws0">człowieka.<span class="ff2"> </span></div><div class="t m0 x4 h6 y600 ff2 fs3 fc0 sc0 ls1 ws0">3.<span class="ls0"> <span class="_ _14"> </span><span class="ff1">Brak <span class="_ _18"> </span>współpracy <span class="_ _e"> </span>z<span class="_ _1"></span> <span class="_ _e"> </span>Krajowym <span class="_ _18"> </span>Punktem <span class="_ _e"> </span>Ko<span class="_ _1"></span>ntaktowym <span class="_ _e"> </span>O<span class="_ _1"></span>ECD <span class="_ _e"> </span>(dalej <span class="_ _18"> </span>KPK <span class="_ _e"> </span>OECD) <span class="_ _18"> </span>w<span class="_ _1"></span></span> spraw<span class="_ _1"></span>ie </span></div><div class="t m0 x61 h6 y601 ff1 fs3 fc0 sc0 ls0 ws0">zgłoszenia przyjętego<span class="_ _1"></span> przez KPK OEC<span class="_ _1"></span>D. <span class="ff2"> </span></div><div class="t m0 x4 h6 y681 ff2 fs3 fc0 sc0 ls1 ws0">4.<span class="ls0"> <span class="_ _14"> </span><span class="ff1">Business<span class="_ _1"></span> <span class="_ _b"></span>an<span class="_ _1"></span>d <span class="_ _b"></span>H<span class="_ _1"></span>uman <span class="_ _b"></span>R<span class="_ _1"></span>ights <span class="_ _9"></span>Resource <span class="_ _9"></span>Centre <span class="_ _9"></span>(BHR<span class="_ _1"></span>RC) <span class="_ _b"></span>po<span class="_ _1"></span>djęło <span class="_ _9"></span>zarzut <span class="_ _b"></span>w<span class="_ _1"></span>obec <span class="_ _9"></span>firmy, <span class="_ _b"></span>a<span class="_ _8"></span></span> firm<span class="_ _1"></span>a <span class="_ _9"></span>nie </span></div><div class="t m0 x61 h6 y682 ff1 fs3 fc0 sc0 ls0 ws0">odpowiedziała na nie<span class="_ _1"></span> w ciągu 3 miesięcy. <span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x4 h13 y200 ff1 fs3 fc0 sc0 ls0 ws0">W <span class="_ _2"></span>proces<span class="_ _1"></span>ie <span class="_ _2"></span>weryfikacji <span class="_ _0"></span>w <span class="_ _2"></span>Grupie <span class="_ _0"></span>Kapitałowej <span class="_ _2"></span>MIRBUD<span class="_ _1"></span> <span class="_ _2"></span>niezgodność<span class="_ _1"></span> <span class="_ _2"></span>z <span class="_ _2"></span>wy<span class="_ _1"></span>żej<span class="_ _1"></span><span class="ff3"> <span class="_ _2"></span><span class="ff1">wym<span class="_ _1"></span>ienionymi <span class="_ _2"></span>prz<span class="_ _1"></span>esłankami<span class="_ _1"></span> </span></span></div><div class="t m0 x4 h6 y323 ff1 fs3 fc0 sc0 ls0 ws0">została zbadana w nastę<span class="_ _1"></span>pującyc<span class="_ _1"></span>h sposób: <span class="ff2"> </span></div><div class="t m0 x4 h13 y683 ff9 fs3 fc0 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _33"> </span><span class="ff6">Przesłanka <span class="_ _11"> </span>1:</span> <span class="_ _1f"> </span><span class="ff1">Weryfikacja <span class="_ _1f"> </span>kompletności <span class="_ _1f"> </span>proces<span class="_ _1"></span>ów <span class="_ _1f"> </span>należytej <span class="_ _1f"> </span>starannośc<span class="_ _1"></span>i <span class="_ _1f"> </span>odbywała <span class="_ _1f"> </span>się <span class="_ _1f"> </span>na </span></span></div><div class="t m0 x61 h6 y684 ff1 fs3 fc0 sc0 ls0 ws0">podstawie <span class="_ _9"></span>wewn<span class="_ _1"></span>ętrznej <span class="_ _9"> </span>we<span class="_ _1"></span>ryfikacji <span class="_ _9"> </span>istnienia <span class="_ _a"> </span>i <span class="_ _b"></span>dz<span class="_ _1"></span>iałania <span class="_ _a"> </span>elementów <span class="_ _9"></span>procesu <span class="_ _a"> </span>należytej <span class="_ _9"></span>staranności </div><div class="t m0 x61 h6 y685 ff1 fs3 fc0 sc0 ls0 ws0">wynikających z <span class="_ _0"></span>ram tych <span class="_ _0"></span>procesów zwartych w <span class="_ _0"></span>dokumentach wymienianych<span class="_ _1"></span> <span class="_ _0"></span>w definicji <span class="_ _0"></span>Minima<span class="_ _8"></span><span class="ff2">lnych </span></div><div class="t m0 x61 h6 y686 ff1 fs3 fc0 sc0 ls0 ws0">Gwarancji. Na <span class="_ _0"></span>kształt procesów należytej <span class="_ _0"></span>staranności w <span class="_ _0"></span>ujęciu definicyjnym proponowanym w <span class="_ _0"></span>art. <span class="_ _0"></span>3 </div><div class="t m0 x61 h6 y687 ff1 fs3 fc0 sc0 ls0 ws0">lit. <span class="_ _f"> </span>c)<span class="_ _1"></span> <span class="_ _16"> </span>Rozporządzen<span class="_ _1"></span>ia <span class="_ _f"> </span>P<span class="_ _1"></span>arlamentu <span class="_ _16"> </span>Euro<span class="_ _1"></span>pejskiego <span class="_ _16"> </span>i<span class="_ _1"></span><span class="ff2"> </span>Rady <span class="_ _16"> </span>(UE) <span class="_ _d"> </span>2020/852 <span class="_ _16"> </span>wpły<span class="_ _1"></span>w <span class="_ _16"> </span>mają <span class="_ _16"> </span>przede </div><div class="t m0 x61 h6 y688 ff2 fs3 fc0 sc0 ls0 ws0">wszystkim <span class="_ _10"> </span>zapisy <span class="_ _10"> </span><span class="ffa">Wytycz<span class="_ _1"></span>nych <span class="_ _10"> </span>ONZ <span class="_ _10"> </span>dla <span class="_ _10"> </span>biznesu <span class="_ _10"> </span>i <span class="_ _a"> </span>pr<span class="_ _1"></span>aw <span class="_ _10"> </span>cz<span class="_ _1"></span><span class="ff10">łowieka</span></span> <span class="_ _10"> </span>oraz <span class="_ _10"> </span><span class="ffa">Wytyczny<span class="_ _1"></span>ch <span class="_ _10"> </span>OECD <span class="_ _10"> </span>dla </span></div><div class="t m0 x61 h6 y689 ff10 fs3 fc0 sc0 ls0 ws0">przedsiębiorstw wielonarodowyc<span class="_ _1"></span>h<span class="ff2">. Weryfikacja <span class="ff1">zgodności</span> <span class="ff1">odbyła <span class="_ _0"></span>się <span class="_ _0"></span>z<span class="ff2"> </span>użyciem narzędzia do <span class="_ _0"></span>oceny </span></span></div><div class="t m0 x61 h6 y68a ff1 fs3 fc0 sc0 ls0 ws0">zgodności <span class="_ _18"> </span>wykorz<span class="_ _1"></span>ystującego <span class="_ _1f"> </span>metodykę <span class="_ _18"> </span>oce<span class="_ _1"></span>ny <span class="_ _18"> </span>proponow<span class="_ _1"></span>aną <span class="_ _18"> </span>przez<span class="_ _1"></span> <span class="_ _18"> </span>Platform <span class="_ _1f"> </span>on <span class="_ _18"> </span>Sustainabl<span class="_ _1"></span>e </div><div class="t m0 x61 h6 y68b ff2 fs3 fc0 sc0 ls0 ws0">Finance: <span class="_ _a"> </span><span class="ffa">World <span class="_ _a"> </span>Benchmark <span class="_ _a"> </span>Alliance <span class="_ _a"> </span>Core <span class="_ _a"> </span>UNGP <span class="_ _9"> </span>ind<span class="_ _1"></span>icators<span class="_ _1"></span></span>. <span class="_ _a"> </span>W <span class="_ _9"></span>wyniku <span class="_ _a"> </span>przepro<span class="_ _1"></span>wadzonej <span class="_ _a"> </span>analizy </div><div class="t m0 x61 h6 y68c ff1 fs3 fc0 sc0 ls0 ws0">określono, że <span class="_ _1"></span>w GK <span class="_ _1"></span>MIRBUD <span class="_ _1"></span>nie funkcj<span class="_ _1"></span>onuje kompletn<span class="_ _1"></span>y proces <span class="_ _1"></span>należytej staran<span class="_ _1"></span>ności wy<span class="_ _1"></span>pełniający </div><div class="t m0 x61 h6 y60e ff1 fs3 fc0 sc0 ls0 ws0">założenia wytycznyc<span class="_ _1"></span>h. <span class="ff2"> </span></div><div class="t m0 x4 h13 y68d ff9 fs3 fc0 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _33"> </span><span class="ff6">Przesłanka <span class="_ _a"> </span>2:</span> <span class="_ _9"></span><span class="ff1">Przesłanka <span class="_ _a"> </span>druga <span class="_ _9"></span>została <span class="_ _9"></span>zweryfikow<span class="_ _1"></span>ana <span class="_ _9"></span>w <span class="_ _9"> </span>proc<span class="_ _1"></span>esie <span class="_ _9"></span>uzupełnian<span class="_ _1"></span>ia <span class="_ _9"></span>odpowiedzi <span class="_ _9"> </span>d<span class="_ _1"></span>o </span></span></div><div class="t m0 x61 h6 y576 ff1 fs3 fc0 sc0 ls0 ws0">przesłanki <span class="_ _b"></span>1 <span class="_ _9"></span>poprzez <span class="_ _b"></span>sprawdz<span class="_ _1"></span>enie, <span class="_ _b"></span>czy <span class="_ _9"></span>w<span class="ff2"> </span>stosunku <span class="_ _9"></span>do <span class="_ _b"></span>osób <span class="_ _b"></span>wym<span class="_ _1"></span>ienionych <span class="_ _b"></span>w <span class="_ _9"></span>treści <span class="_ _b"></span>przesłanki, <span class="_ _b"></span>w<span class="_ _1"></span> </div><div class="t m0 x61 h6 y610 ff1 fs3 fc0 sc0 ls0 ws0">okresie <span class="_ _d"> </span>którego <span class="_ _d"> </span>dotyc<span class="_ _1"></span>zy <span class="_ _d"> </span>weryfikacja, <span class="_ _d"> </span>nie <span class="_ _d"> </span>z<span class="_ _1"></span>apadły <span class="_ _d"> </span>prawom<span class="_ _1"></span>ocne <span class="_ _d"> </span>wyroki <span class="_ _d"> </span>sk<span class="_ _1"></span>azujące. <span class="_ _d"> </span>W <span class="_ _d"> </span>wynik<span class="_ _8"></span><span class="ff2 ls17">u </span></div><div class="t m0 x61 h6 y68e ff1 fs3 fc0 sc0 ls0 ws0">przeprowadzonej <span class="_ _16"> </span>wery<span class="_ _1"></span>fikacji <span class="_ _16"> </span>stwierdzono <span class="_ _16"> </span>brak <span class="_ _16"> </span>infor<span class="_ _1"></span>macji <span class="_ _f"> </span>kwa<span class="_ _1"></span>lifikujących <span class="_ _16"> </span>Grupę <span class="_ _16"> </span>do <span class="_ _16"> </span>spełnienia </div><div class="t m0 x61 h6 y68f ff1 fs3 fc0 sc0 ls0 ws0">warunków przesłank<span class="_ _1"></span>i 2. <span class="ff2"> </span></div><div class="t m0 x4 h13 y690 ff9 fs3 fc0 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _33"> </span><span class="ff6">Przesłanka<span class="_ _1"></span>  3:</span>  <span class="ff1">Przeprowa<span class="_ _1"></span>dzono  weryfikację  b<span class="_ _1"></span>azy  zgłoszeń  KPK  OECD<span class="_ _1"></span>,  która  wykaz<span class="_ _1"></span>ała  brak </span></span></div><div class="t m0 x61 h6 y614 ff1 fs3 fc0 sc0 ls0 ws0">zaistniałych <span class="_ _13"> </span>z<span class="_ _1"></span>głoszeń <span class="_ _13"> </span>w<span class="_ _1"></span> <span class="_ _13"> </span>stosunku <span class="_ _1d"> </span>do <span class="_ _13"> </span>Gru<span class="_ _1"></span>py <span class="_ _13"> </span>w<span class="_ _1"></span> <span class="_ _13"> </span>okresie, <span class="_ _1d"> </span>którego <span class="_ _1d"> </span>dotyczy<span class="_ _1"></span>ła <span class="_ _13"> </span>weryfikacja. </div><div class="t m0 x61 h6 y691 ff2 fs3 fc0 sc0 ls0 ws0">[<span class="fca">http://mneguidelines.<span class="_ _1"></span>oecd.org/database/<span class="_ _1"></span></span><span class="lsd">].</span> </div><div class="t m0 x4 h13 y692 ff9 fs3 fc0 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _33"> </span><span class="ff6">Przesłanka<span class="_ _1"></span> 4:</span> <span class="_ _1"></span><span class="ff1">Przeprowad<span class="_ _1"></span>zono wery<span class="_ _1"></span>fikację bazy<span class="_ _1"></span> zgłosz<span class="_ _1"></span>eń Business <span class="_ _1"></span>and Hu<span class="_ _1"></span>man <span class="_ _1"></span>Rights Reso<span class="_ _1"></span>urce </span></span></div><div class="t m0 x61 h6 y693 ff1 fs3 fc0 sc0 ls0 ws0">Centre <span class="_ _2"></span>(BHRRC) <span class="_ _0"></span>która <span class="_ _2"></span>wykaz<span class="_ _1"></span>ała <span class="_ _2"></span>brak <span class="_ _2"></span>z<span class="_ _1"></span>aistniałych <span class="_ _2"></span>zgło<span class="_ _1"></span>szeń <span class="_ _2"></span>w<span class="_ _1"></span><span class="ff2"> </span>stosunku <span class="_ _0"></span>do <span class="_ _2"></span>Grupy <span class="_ _2"></span>w <span class="_ _0"></span>okresie, <span class="_ _2"></span>któreg<span class="_ _1"></span>o </div><div class="t m0 x61 h6 y694 ff1 fs3 fc0 sc0 ls0 ws0">dotyczyła weryfikacja. [<span class="_ _1"></span>https://www.business<span class="_ _1"></span><span class="ff2">-humanr<span class="_ _1"></span>ights.org/en/com<span class="_ _1"></span>panies].<span class="_ _1"></span> </span></div><div class="t m0 x4 h6 y695 ff1 fs3 fc0 sc0 ls0 ws0">W <span class="_ _0"></span>wyniku przeprowadzone<span class="_ _1"></span>go procesu weryfikacji ustalono, <span class="_ _0"></span>że działalności <span class="_ _0"></span>Grupy Kapitałowej MIRBUD </div><div class="t m0 x4 h6 y696 ff1 fs3 fc0 sc0 ls0 ws0">nie jest prowadzona <span class="_ _1"></span>w pełnej zgodności z Mi<span class="_ _1"></span>nimalnymi Gwarancjami<span class="_ _1"></span> na podstawie Przesłank<span class="_ _1"></span>i 1.<span class="_ _8"></span><span class="ff2"> </span></div><div class="t m0 x4 h6 y697 ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h8f y698 ff10 fs3 fc2 sc0 ls0 ws0">Weryfikacja zgodności z Te<span class="_ _1"></span>chnicznymi Kryteria<span class="_ _1"></span>mi Kwalifikacji<span class="_ _1"></span><span class="ffa"> </span></div><div class="t m0 x4 h6 y519 ff1 fs3 fc0 sc0 ls0 ws0">Weryfikacja <span class="_ _b"></span>zgodności<span class="_ _1"></span> <span class="_ _b"></span>z <span class="_ _b"></span>Technicznym<span class="_ _1"></span>i <span class="_ _b"></span>Kryteriami <span class="_ _b"></span>Kwalifikacj<span class="_ _1"></span>i <span class="_ _8"></span>(TK<span class="_ _1"></span>K) <span class="_ _b"></span>była <span class="_ _b"></span>prowa<span class="_ _1"></span>dzona <span class="_ _b"></span>dla <span class="_ _b"></span>wszystk<span class="_ _1"></span>ich </div><div class="t m0 x4 h6 yd2 ff1 fs3 fc0 sc0 ls0 ws0">rodzajów <span class="_ _e"> </span>działa<span class="_ _1"></span>lności <span class="_ _e"> </span>kwalifikujący<span class="_ _1"></span>ch <span class="_ _e"> </span>się <span class="_ _e"> </span>do <span class="_ _e"> </span>s<span class="_ _1"></span>ystematyki <span class="_ _e"> </span>i<span class="_ _1"></span><span class="ff2"> <span class="_ _1"></span></span>polegała <span class="_ _18"> </span>na <span class="_ _e"> </span>analizie <span class="_ _e"> </span>posz<span class="_ _1"></span>czególnych </div><div class="t m0 x4 h6 y57e ff1 fs3 fc0 sc0 ls0 ws0">kryteriów istotnego wkładu i<span class="ff2"> </span>niewyrządzania poważnyc<span class="_ _1"></span>h szkód ora<span class="ff2">z sprawdzeniu, w jakim <span class="_ _0"></span>stopniu dany </span></div><div class="t m0 x4 h6 y57f ff1 fs3 fc0 sc0 ls0 ws0">rodzaj  działalności  zgodny  jest  z  TKK<span class="_ _0"></span>  określonymi  w  przepisach  Rozporządzenia  Delegowanego<span class="_ _1"></span> </div><div class="t m0 x4 h6 y580 ff2 fs3 fc0 sc0 ls0 ws0">Komisji (UE) 2021/21<span class="_ _1"></span>39 oraz 2023/2486. <span class="_ _1"></span> </div><div class="t m0 x4 h6 y581 ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h6 y582 ff1 fs3 fc0 sc0 ls0 ws0">W <span class="_ _16"> </span>od<span class="_ _1"></span>niesieniu <span class="_ _d"> </span>do <span class="_ _d"> </span>dzia<span class="_ _1"></span>łalności <span class="_ _16"> </span>6.1<span class="_ _1"></span>5. <span class="_ _d"> </span>Infrastruktura<span class="_ _1"></span> <span class="_ _d"> </span>wspomagająca <span class="_ _d"> </span>transport<span class="_ _1"></span> <span class="_ _d"> </span>drogowy <span class="_ _d"> </span>i <span class="_ _d"> </span>transport<span class="_ _1"></span> </div><div class="t m0 x4 h6 y583 ff1 fs3 fc0 sc0 ls0 ws0">publiczny, <span class="_ _9"></span>do <span class="_ _9"> </span>ki<span class="_ _1"></span>erowników <span class="_ _a"> </span>realizowanych <span class="_ _9"></span>inwestycj<span class="_ _1"></span>i <span class="_ _9"></span>drogowych <span class="_ _a"> </span>rozesłano <span class="_ _9"></span>kwestionariusz<span class="_ _1"></span> <span class="_ _9"></span>oceniający </div><div class="t m0 x4 h6 y3e1 ff1 fs3 fc0 sc0 ls0 ws0">spełnienie <span class="_ _a"> </span>Technicznyc<span class="_ _1"></span>h <span class="_ _a"> </span>Kryteriów <span class="_ _a"> </span>Kwalifikacji. <span class="_ _a"> </span>Zakr<span class="_ _1"></span>es <span class="_ _a"> </span>pytań <span class="_ _a"> </span>obej<span class="_ _1"></span>m<span class="_ _1"></span>ował <span class="_ _a"> </span>zarówno <span class="_ _a"> </span>kr<span class="_ _1"></span>yteria <span class="_ _a"> </span>istotnego </div><div class="t m0 x4 h6 y584 ff1 fs3 fc0 sc0 ls0 ws0">wkładu <span class="_ _f"> </span>w <span class="_ _16"> </span>r<span class="_ _1"></span>ealizację <span class="_ _16"> </span>celu <span class="_ _16"> </span>środowisk<span class="_ _1"></span>owego <span class="_ _16"> </span>Adaptacj<span class="_ _1"></span>a <span class="_ _f"> </span>do <span class="_ _16"> </span>zmian <span class="_ _16"> </span>klimatu,<span class="_ _1"></span> <span class="_ _f"> </span>jak <span class="_ _16"> </span>i <span class="_ _16"> </span>kryteria <span class="_ _16"> </span>„nie <span class="_ _16"> </span>czyń<span class="_ _1"></span> </div><div class="t m0 x4 h6 y699 ff1 fs3 fc0 sc0 ls0 ws0">poważnych szkód”. <span class="_ _1"></span>Weryfikację dla pozos<span class="_ _1"></span>tałych działalnośc<span class="_ _1"></span>i przeprowadzono w s<span class="_ _1"></span>posób analogiczny<span class="_ _1"></span>. <span class="_ _8"></span><span class="ff2"> </span></div><div class="t m0 x4 h6 y69a ff1 fs3 fc0 sc0 ls0 ws0">W <span class="_ _10"> </span>wyniku <span class="_ _10"> </span>przeprowadzonej <span class="_ _10"> </span>analizy <span class="_ _10"> </span>nie <span class="_ _10"> </span>stwierdzono <span class="_ _10"> </span>spełnienia <span class="_ _10"> </span>wszystkich <span class="_ _10"> </span>wymaganyc<span class="_ _1"></span>h <span class="_ _10"> </span>warunków </div><div class="t m0 x4 h6 y5fc ff1 fs3 fc0 sc0 ls0 ws0">formalnych umożl<span class="_ _1"></span>iwiającej uznanie jakiejko<span class="_ _1"></span>lwiek działalności za zg<span class="_ _1"></span>odną z Taksonomi<span class="_ _1"></span>ą UE.<span class="_ _8"></span><span class="ff2"> </span></div><div class="t m0 x4 h6 y1a5 ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><span class="d m1" style="border-style:none;position:absolute;left:176.756000px;bottom:755.800000px;width:182.402000px;height:16.220000px;background-color:rgba(255,255,255,0.000001);" /></div><div class="pi" ></div></div><div id="pf34" class="pf w5 hc" ><div class="pc pc34 w5 hc"><img class="bi x0 y0 w6 h1" alt="" 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class="c x0 y0 w7 hc"><div class="t m0 x4 h2 ye ff1 fs0 fc0 sc0 ls0 ws0">Sprawozdanie nt. informacji niefinansowych GK MIRBUD za 2025<span class="_ _1"></span> rok<span class="ff2"> </span></div><div class="t m0 x4 h2 yf ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hd y10 ff4 fs3 fc0 sc0 ls31 ws0">52<span class="ff5 fs8 ls0"> </span></div><div class="t m0 x4 h8f y4b1 ff10 fs3 fc2 sc0 ls0 ws0">Zasady rachunkowośc<span class="_ _1"></span>i<span class="ffa"> </span></div><div class="t m0 x4 h6 y52 ff1 fs3 fc0 sc0 ls0 ws0">W celu <span class="_ _1"></span>obliczeni<span class="_ _1"></span>a odsetka <span class="_ _1"></span>obrotu, <span class="_ _1"></span>nakładów <span class="_ _1"></span>inwesty<span class="_ _1"></span>cyjnych <span class="_ _1"></span>(CapEx) <span class="_ _1"></span>i wy<span class="_ _1"></span>datków operacy<span class="_ _1"></span>jnych <span class="_ _1"></span>(OpEx) </div><div class="t m0 x4 h6 y80 ff1 fs3 fc0 sc0 ls0 ws0">kwalifikujących się do s<span class="_ _1"></span>ystematyki i zgodnyc<span class="_ _1"></span>h z nią zastosowano nas<span class="_ _1"></span>tępujące zasady.<span class="_ _8"></span><span class="ff2"> </span></div><div class="t m0 x4 h13 y81 ff6 fs3 fc0 sc0 ls0 ws0">Obrót<span class="ff3"> </span></div><div class="t m0 x4 h6 y82 ff1 fs3 fc0 sc0 ls0 ws0">W <span class="_ _1"></span>odniesieniu <span class="_ _1"></span>do <span class="_ _8"></span>obrotu <span class="_ _1"></span>mianownik <span class="_ _1"></span>s<span class="_ _1"></span>tanowiły <span class="_ _1"></span>skonsolidowa<span class="_ _1"></span>ne <span class="_ _1"></span>przychody <span class="_ _1"></span>Gr<span class="_ _1"></span>upy <span class="_ _1"></span>Kapitałowej <span class="_ _1"></span>MIRBU<span class="_ _1"></span>D </div><div class="t m0 x4 h6 y83 ff2 fs3 fc0 sc0 ls0 ws0">w <span class="_ _f"> </span>roku <span class="_ _f"> </span>202<span class="_ _1"></span>5 <span class="_ _f"> </span>ujawnione <span class="_ _16"> </span>w <span class="_ _f"> </span>skonsolidow<span class="_ _1"></span>anym <span class="_ _f"> </span>sprawoz<span class="_ _1"></span>daniu <span class="_ _f"> </span>finansowym <span class="_ _f"> </span>w<span class="_ _1"></span> <span class="_ _f"> </span>poz<span class="_ _1"></span>ycji <span class="_ _f"> </span>przy<span class="_ _1"></span>chody <span class="_ _f"> </span>ze </div><div class="t m0 x4 h6 y84 ff1 fs3 fc0 sc0 ls0 ws0">sprzedaży <span class="_ _16"> </span>opisane <span class="_ _16"> </span>w <span class="_ _16"> </span>nocie <span class="_ _f"> </span>1<span class="_ _1"></span>7: <span class="_ _f"> </span>„prz<span class="_ _1"></span>ychody <span class="_ _f"> </span>z<span class="_ _1"></span>e <span class="_ _f"> </span>sprz<span class="_ _1"></span>edaży”.<span class="_ _1"></span><span class="ff2"> <span class="_ _f"> </span>Do <span class="_ _16"> </span>licznika <span class="_ _16"> </span>przypisan<span class="_ _1"></span>o <span class="_ _f"> </span>przyc<span class="_ _1"></span>hody <span class="_ _f"> </span>z<span class="_ _1"></span> </span></div><div class="t m0 x4 h6 y85 ff1 fs3 fc0 sc0 ls0 ws0">działalności kwalifikując<span class="_ _1"></span>ej się do systematyki <span class="_ _1"></span>i<span class="ff2"> </span>jed<span class="_ _1"></span>nocześnie zgodnej z<span class="_ _1"></span> nią.<span class="ff2"> </span></div><div class="t m0 x4 h6 y86 ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h13 y3d ff6 fs3 fc0 sc0 ls0 ws0">Nakłady inwestycyjn<span class="_ _1"></span>e (CapEx)<span class="_ _1"></span><span class="ff3"> </span></div><div class="t m0 x4 h6 y87 ff1 fs3 fc0 sc0 ls0 ws0">W odniesieniu do nakładów inwestycyjnych (CapEx) mianownik stanowiły nakłady inwestycyjne przede </div><div class="t m0 x4 h6 yde ff1 fs3 fc0 sc0 ls0 ws0">wszystkim <span class="_ _1"></span>na: <span class="_ _1"></span>uz<span class="_ _1"></span>upełnienie <span class="_ _1"></span>parku <span class="_ _1"></span>masz<span class="_ _1"></span>ynowego <span class="_ _1"></span>oraz <span class="_ _1"></span>z<span class="_ _1"></span>akup <span class="_ _1"></span>nowych <span class="_ _1"></span>środków <span class="_ _1"></span>tra<span class="_ _1"></span>nsportowych. <span class="_ _b"></span><span class="ff2">CapEx<span class="_ _1"></span> </span></div><div class="t m0 x4 h6 ydf ff1 fs3 fc0 sc0 ls0 ws0">jest ujęty <span class="_ _0"></span>w <span class="_ _0"></span>skonsolidowany<span class="_ _1"></span>m <span class="_ _0"></span>sprawozdaniu finansowym w pozycji <span class="_ _0"></span>„Nabycie” i op<span class="_ _0"></span>isana w <span class="_ _0"></span>notach 1 <span class="_ _0"></span>oraz </div><div class="t m0 x4 h6 ye0 ff2 fs3 fc0 sc0 ls1 ws0">32.<span class="ls0"> <span class="_ _1"></span><span class="ff1">Do <span class="_ _1"></span>l<span class="_ _1"></span>icznika <span class="_ _1"></span>przy<span class="_ _1"></span>pisano <span class="_ _1"></span>tę <span class="_ _1"></span>c<span class="_ _1"></span>zęść <span class="_ _1"></span>CapEx, <span class="_ _1"></span>kt<span class="_ _1"></span>óra <span class="_ _1"></span>dotycz<span class="_ _1"></span>y <span class="_ _1"></span>rodzajów <span class="_ _1"></span>działalnośc<span class="_ _1"></span>i <span class="_ _1"></span>kwalifikujący<span class="_ _1"></span>ch <span class="_ _1"></span>się <span class="_ _1"></span>do<span class="_ _1"></span> </span></span></div><div class="t m0 x4 h6 ye1 ff2 fs3 fc0 sc0 ls0 ws0">systematyki i <span class="ff1">jednocz<span class="_ _1"></span>eśnie zgodnej z n<span class="_ _1"></span>ią.</span> </div><div class="t m0 x4 h6 ye2 ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h13 ye3 ff3 fs3 fc0 sc0 ls0 ws0">Wydatki operacyjn<span class="_ _1"></span>e (OpEx) </div><div class="t m0 x4 h6 ye4 ff1 fs3 fc0 sc0 ls0 ws0">W <span class="_ _9"></span>odniesieniu <span class="_ _9"></span>do <span class="_ _9"></span>wydatków <span class="_ _9"></span>operacyjny<span class="_ _1"></span>ch <span class="_ _9"></span>(OpEx) <span class="_ _9"></span>mianownik <span class="_ _9"></span>stanowiły <span class="_ _9"></span>wszys<span class="_ _1"></span>tkie <span class="_ _b"></span>kos<span class="_ _1"></span>zty <span class="_ _9"></span>służące <span class="_ _9"></span>do </div><div class="t m0 x4 h6 ye5 ff1 fs3 fc0 sc0 ls0 ws0">bieżącej <span class="_ _b"></span>obsługi <span class="_ _b"></span>aktywów<span class="_ _1"></span> <span class="_ _b"></span>spółki <span class="_ _b"></span>i <span class="_ _b"></span>utrz<span class="_ _1"></span>ymywania <span class="_ _b"></span>ich <span class="_ _b"></span>w<span class="_ _1"></span>e <span class="_ _b"></span>właściwej <span class="_ _b"></span>kondyc<span class="_ _1"></span>ji. <span class="_ _8"></span>Z<span class="_ _1"></span>aliczone <span class="_ _b"></span>do <span class="_ _9"></span>nich <span class="_ _8"></span>z<span class="_ _1"></span>ostały </div><div class="t m0 x4 h6 ye6 ff2 fs3 fc0 sc0 ls0 ws0">takie <span class="_ _b"></span>kosz<span class="_ _1"></span>ty, <span class="_ _b"></span>j<span class="_ _1"></span>ak: <span class="_ _9"></span><span class="ff1">koszty <span class="_ _b"></span>związane <span class="_ _9"></span>z <span class="_ _9"></span>utrzymaniem <span class="_ _b"></span>w<span class="_ _1"></span>łaściwego <span class="_ _9"></span>funkcjonowani<span class="_ _1"></span>a <span class="_ _9"></span>budynków, <span class="_ _b"></span>urz<span class="_ _1"></span>ądzeń <span class="_ _b"></span>i<span class="_ _1"></span> </span></div><div class="t m0 x4 h6 ye7 ff1 fs3 fc0 sc0 ls0 ws0">pojazdów  wykorz<span class="_ _1"></span>ystywanych  przez<span class="_ _1"></span>  Grupę. <span class="_ _f"> </span>Do  liczn<span class="_ _1"></span>ika  przypisano  tę<span class="_ _1"></span>  część  OpEx,  która  d<span class="_ _1"></span>otyczy </div><div class="t m0 x4 h6 ye8 ff1 fs3 fc0 sc0 ls0 ws0">rodzajów działalnośc<span class="_ _1"></span>i kwalifikującyc<span class="_ _1"></span>h się do systematyk<span class="_ _1"></span>i i jednocześnie zgodnej z <span class="_ _1"></span>nią.<span class="_ _8"></span><span class="ff2"> </span></div><div class="t m0 x4 h6 ye9 ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h6 yea ff1 fs3 fc0 sc0 ls0 ws0">Dane <span class="_ _1"></span>wykorz<span class="_ _1"></span>ystane <span class="_ _1"></span>do <span class="_ _1"></span>o<span class="_ _1"></span>bliczeń <span class="_ _1"></span>pocho<span class="_ _1"></span>dziły <span class="_ _1"></span>z <span class="_ _1"></span>s<span class="_ _1"></span>ystemu <span class="_ _1"></span>finansow<span class="_ _1"></span>o<span class="_ _1"></span><span class="ff2">-</span>księgoweg<span class="_ _1"></span>o <span class="_ _1"></span>Spółki <span class="_ _8"></span>MIRBUD <span class="_ _8"></span>S.A. <span class="_ _1"></span>i<span class="_ _1"></span><span class="ff2"> <span class="ls3">z </span></span></div><div class="t m0 x4 h6 yeb ff1 fs3 fc0 sc0 ls0 ws0">systemów <span class="_ _f"> </span>finansowo<span class="ff2">-<span class="_ _1"></span></span>księgowych <span class="_ _f"> </span>poszcz<span class="_ _1"></span>ególnych <span class="_ _25"> </span>s<span class="_ _1"></span>półek  z<span class="_ _1"></span>ależnych <span class="_ _f"> </span>wchodząc<span class="_ _1"></span>ych <span class="_ _f"> </span>w <span class="_ _f"> </span>skład <span class="_ _f"> </span>Grupy<span class="_ _1"></span> </div><div class="t m0 x4 h6 yec ff2 fs3 fc0 sc0 ls0 ws0">MIRBUD. </div><div class="t m0 x4 h6 yed ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h6 y4b8 ff1 fs3 fc0 sc0 ls0 ws0">Grupa uniknęła <span class="_ _0"></span>podwójnego liczenia podczas przypisywania obrotu i <span class="_ _2"></span>n<span class="_ _1"></span>akładów inwestycy<span class="_ _1"></span>jnych poprzez </div><div class="t m0 x4 h6 y4b9 ff1 fs3 fc0 sc0 ls0 ws0">dokonanie <span class="_ _28"> </span>stos<span class="_ _1"></span>ownych <span class="_ _28"> </span>wy<span class="_ _1"></span>łączeń <span class="_ _28"> </span>konsol<span class="_ _1"></span>idacyjnych <span class="_ _28"> </span>z<span class="_ _1"></span>godnie <span class="_ _28"> </span>z<span class="_ _1"></span><span class="ff2"> </span>o<span class="_ _1"></span>bowiązujący<span class="_ _1"></span>mi <span class="_ _28"> </span>przepisami<span class="_ _1"></span> </div><div class="t m0 x4 h6 y69b ff1 fs3 fc0 sc0 ls0 ws0">rachunkowymi. <span class="_ _8"></span>W <span class="_ _1"></span>przy<span class="_ _1"></span>padku <span class="_ _1"></span>wydatków<span class="_ _1"></span> <span class="_ _1"></span>operacyjny<span class="_ _1"></span>ch, <span class="_ _1"></span>które <span class="_ _1"></span>w<span class="_ _1"></span><span class="ff2"> <span class="_ _1"></span></span>Rozporządzeniu <span class="_ _1"></span>D<span class="_ _1"></span>el<span class="ff2">egowa<span class="_ _1"></span>nym <span class="_ _1"></span>Komisj<span class="_ _1"></span>i </span></div><div class="t m0 x4 h6 y69c ff1 fs3 fc0 sc0 ls0 ws0">(UE)  2021/217<span class="_ _1"></span>8  definiowa<span class="_ _1"></span>ne  są <span class="_ _f"> </span>w<span class="_ _1"></span><span class="ff2"> </span>sposób <span class="_ _f"> </span>nie  odno<span class="_ _1"></span>szący  s<span class="_ _1"></span>ię  do  m<span class="_ _1"></span>iędzynarodowych  s<span class="_ _1"></span>tandardów<span class="_ _1"></span> </div><div class="t m0 x4 h6 y4bc ff1 fs3 fc0 sc0 ls0 ws0">sprawozdawczości <span class="_ _1"></span>finanso<span class="_ _1"></span>wej, dokon<span class="_ _1"></span>ano <span class="_ _1"></span>przeglądu <span class="_ _1"></span>wsz<span class="_ _1"></span>ystkich <span class="_ _1"></span>kont <span class="_ _1"></span>w sy<span class="_ _1"></span>stemie rachunkowym <span class="_ _1"></span>Gru<span class="_ _1"></span>py, </div><div class="t m0 x4 h6 y4bd ff2 fs3 fc0 sc0 ls0 ws0">a <span class="ff1">następnie zidenty<span class="_ _1"></span>fikowane pozycj<span class="_ _1"></span>e spełniające defini<span class="_ _1"></span>cję<span class="_ _1"></span></span> <span class="ff1">OpEx’u przy<span class="_ _1"></span>pisano każdorazowo<span class="_ _1"></span> do danego<span class="_ _1"></span> </span></div><div class="t m0 x4 h6 y4be ff1 fs3 fc0 sc0 ls0 ws0">rodzaju <span class="_ _0"></span>działalności kwalifikującej się <span class="_ _2"></span>do systematyki l<span class="_ _0"></span>ub <span class="_ _0"></span>do <span class="_ _0"></span>zbioru pozostałych <span class="_ _0"></span>wydatków operacyjnych </div><div class="t m0 x4 h6 y69d ff1 fs3 fc0 sc0 ls0 ws0">(nie kwalifikujących s<span class="_ _1"></span>ię do systematyk<span class="_ _1"></span>i).<span class="ff2"> </span></div><div class="t m0 x4 h6 y69e ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h6 y4c1 ff2 fs3 fc0 sc0 ls0 ws0">Ujawnienie <span class="_ _18"> </span>w <span class="_ _18"> </span>niniejszym <span class="_ _18"> </span>raporcie <span class="_ _18"> </span>dotyczy <span class="_ _18"> </span>ostatniego <span class="_ _18"> </span>roku <span class="_ _18"> </span>obrotowego, <span class="_ _18"> </span>tj. <span class="_ _18"> </span>okresu <span class="_ _18"> </span>01.01.202<span class="_ _b"></span>5-</div><div class="t m0 x4 h6 y4c2 ff2 fs3 fc0 sc0 ls0 ws0">31.12.202<span class="ls17">5 <span class="_ _13"> </span></span><span class="ff1">GK <span class="_ _1d"> </span>MIRBUD<span class="_ _1"></span> <span class="_ _13"> </span>uniknę<span class="_ _1"></span>ła <span class="_ _13"> </span>podwój<span class="_ _1"></span>nego <span class="_ _13"> </span>l<span class="_ _1"></span>iczenia <span class="_ _13"> </span>p<span class="_ _1"></span>oprzez <span class="_ _13"> </span>prz<span class="_ _1"></span>yporządkowan<span class="_ _1"></span>ie <span class="_ _13"> </span>pozyc<span class="_ _1"></span>ji </span></div><div class="t m0 x4 h6 y4c3 ff1 fs3 fc0 sc0 ls0 ws0">dotyczących <span class="_ _0"></span>poszczególnych <span class="_ _0"></span>rodzajów <span class="_ _0"></span>działalności <span class="_ _0"></span>gospodarczej <span class="_ _0"></span>wyłącznie <span class="_ _0"></span>do <span class="_ _2"></span>je<span class="_ _1"></span>dnej <span class="_ _2"></span>z odpowiadającej </div><div class="t m0 x4 h6 y69f ff1 fs3 fc0 sc0 ls0 ws0">im działalności kwa<span class="_ _1"></span>lifikującej się do Tak<span class="_ _1"></span>sonomii, w ramach j<span class="_ _1"></span>ednego celu środowi<span class="_ _1"></span>skowe<span class="_ _1"></span><span class="ff2 ls1">go. <span class="_ _1"></span><span class="ls0"> </span></span></div><div class="t m0 x4 h6 y6a0 ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h6 y4c4 ff1 fs3 fc0 sc0 ls0 ws0">Analiza  wykazała  brak  k<span class="_ _1"></span>onieczności  szczegółowej  dez<span class="_ _1"></span>agregacji  kluczowych  w<span class="_ _1"></span>skaźników  wyników<span class="_ _1"></span> </div><div class="t m0 x4 h6 y6a1 ff1 fs3 fc0 sc0 ls0 ws0">pomiędzy <span class="_ _11"> </span>poszcz<span class="_ _1"></span>ególne <span class="_ _11"> </span>jednostki <span class="_ _11"> </span>operacyj<span class="_ _1"></span>ne <span class="_ _11"> </span>Grupy <span class="_ _11"> </span>zgodnie <span class="_ _11"> </span>z <span class="_ _11"> </span>pkt <span class="_ _11"> </span>1.2.2.<span class="_ _1"></span>3. <span class="_ _11"> </span>Załącznika <span class="_ _11"> </span>I <span class="_ _11"> </span>do<span class="_ _1"></span> </div><div class="t m0 x4 h6 y6a2 ff1 fs3 fc0 sc0 ls0 ws0">Rozporządzenia Delegowa<span class="_ _1"></span>nego Komisji (UE) <span class="_ _0"></span>2021/2178. Więcej informacji na ten temat znajduje się w </div><div class="t m0 x4 h6 y6a3 ff1 fs3 fc0 sc0 ls0 ws0">komentarzach do posz<span class="_ _1"></span>czególnych kl<span class="_ _1"></span>uczowych wskaźni<span class="_ _1"></span>ków wyników.<span class="_ _1"></span><span class="ff2 fcb"> <span class="_ _1"></span> </span></div><div class="t m0 x4 h6 y6a4 ff2 fs3 fcb sc0 ls0 ws0"> </div><div class="t m0 x4 h8f y3e2 ff10 fs3 fc2 sc0 ls0 ws0">Działalność związana z<span class="_ _1"></span> energią jądrową i g<span class="_ _1"></span>azem ziemnym<span class="_ _1"></span><span class="ffa"> </span></div></div><div class="c x38 y4c waa h3e"><div class="t m0 x1f h28 y105 ff3 fs0 fc0 sc0 ls0 ws0">Wiersz </div></div><div class="c xcb y4c wab h3e"><div class="t m0 x1f h28 y105 ff6 fs0 fc0 sc0 ls0 ws0">Działalność związana z energią jądrową<span class="ff3"> </span></div></div><div class="c x38 y6a5 waa h22"><div class="t m0 x1f h15 y1ea ff2 fs1 fc0 sc0 lsf ws0">1.<span class="ls0"> </span></div></div><div class="c xcb y6a5 wac h22"><div class="t m0 x1f h15 y6a6 ff1 fs1 fc0 sc0 ls0 ws0">Przedsiębiorstwo<span class="_ _0"></span> <span class="_ _1b"> </span>prowadzi<span class="_ _0"></span> <span class="_ _1b"> </span>badan<span class="_ _0"></span>ia, <span class="_ _1b"> </span>rozwój,<span class="_ _0"></span> <span class="_ _1b"> </span>demonstrację<span class="_ _0"></span> <span class="_ _27"> </span>i </div><div class="t m0 x1f h15 y6a7 ff2 fs1 fc0 sc0 ls0 ws0">rozmieszczenie <span class="_ _20"> </span>innowacyjnych<span class="_ _0"></span> <span class="_ _20"> </span>ins<span class="_ _1"></span>talacji <span class="_ _20"> </span>wytwarzania <span class="_ _20"> </span>energii </div><div class="t m0 x1f h15 y1ea ff1 fs1 fc0 sc0 ls0 ws0">elektrycznej <span class="_ _a"> </span>wytwarzających <span class="_ _a"> </span>energię <span class="_ _a"> </span>w  ramach <span class="_ _a"> </span>procesów <span class="_ _10"> </span>jądr<span class="_ _0"></span>owych </div><div class="t m0 x1f h15 y1eb ff1 fs1 fc0 sc0 ls0 ws0">przy <span class="_ _16"> </span>minimalnej<span class="_ _0"></span> <span class="_ _16"> </span>ilości <span class="_ _f"> </span>odpadów <span class="_ _f"> </span>z <span class="_ _16"> </span>cyklu <span class="_ _16"> </span>paliwowego, <span class="_ _f"> </span>finansuje <span class="_ _16"> </span>tę </div><div class="t m0 x1f h15 y1dd ff1 fs1 fc0 sc0 ls0 ws0">działalność lub je<span class="_ _0"></span>st ma na nią<span class="_ _0"></span> ekspozycję.<span class="ff2"> </span></div></div><div class="c xcc y6a5 wad h22"><div class="t m0 x5d h15 y1ea ff2 fs1 fc0 sc0 ls0 ws0">NIE </div></div></div><div class="pi" ></div></div><div id="pf35" class="pf w5 hc" ><div class="pc pc35 w5 hc"><img class="bi x0 y0 w6 h1" alt="" src="data:image/png;base64,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class="c x0 y0 w7 hc"><div class="t m0 x4 h2 ye ff1 fs0 fc0 sc0 ls0 ws0">Sprawozdanie nt. informacji niefinansowych GK MIRBUD za 2025<span class="_ _1"></span> rok<span class="ff2"> </span></div><div class="t m0 x4 h2 yf ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hd y10 ff4 fs3 fc0 sc0 ls31 ws0">53<span class="ff5 fs8 ls0"> </span></div></div><div class="c x38 y6a8 waa h58"><div class="t m0 x1f h15 y1da ff2 fs1 fc0 sc0 lsf ws0">2.<span class="ls0"> </span></div></div><div class="c xcb y6a8 wac h58"><div class="t m0 x1f h15 y1e6 ff1 fs1 fc0 sc0 ls0 ws0">Przedsiębiorstwo<span class="_ _0"></span> <span class="_ _b"></span>prowadzi<span class="_ _0"></span> <span class="_ _b"></span>budow<span class="_ _0"></span>ę <span class="_ _b"></span>i <span class="_ _8"></span>bezpieczną <span class="_ _8"></span>eksploatację <span class="_ _8"></span>nowych </div><div class="t m0 x1f h15 y1f2 ff1 fs1 fc0 sc0 ls0 ws0">obiektów <span class="_ _8"></span>jądrowych <span class="_ _1"></span>w <span class="_ _8"></span>celu <span class="_ _8"></span>wytwarzania <span class="_ _8"></span>energii <span class="_ _1"></span>elektrycznej <span class="_ _8"></span>lub <span class="_ _8"></span>ciepła </div><div class="t m0 x1f h15 y1f3 ff1 fs1 fc0 sc0 ls0 ws0">technologicznego<span class="_ _0"></span>, <span class="_ _25"> </span>w <span class="_ _25"> </span>tym <span class="_ _25"> </span>na <span class="_ _25"> </span>potrzeby <span class="_ _15"> </span>systemu <span class="_ _25"> </span>ciepłowniczego<span class="_ _0"></span> <span class="_ _25"> </span>lub </div><div class="t m0 x1f h15 y1da ff1 fs1 fc0 sc0 ls0 ws0">procesów <span class="_ _a"> </span>przemysłowych, <span class="_ _a"> </span>takich  ja<span class="_ _0"></span>k  p<span class="_ _0"></span>rodukcja<span class="_ _0"></span>  wod<span class="_ _0"></span>oru,  a<span class="_ _0"></span> <span class="_ _a"> </span>t<span class="_ _1"></span>akże <span class="_ _10"> </span>ich </div><div class="t m0 x1f h15 y1ea ff1 fs1 fc0 sc0 ls0 ws0">modernizację <span class="_ _1e"> </span>pod <span class="_ _2f"> </span>kątem <span class="_ _2f"> </span>bezpieczeństwa, <span class="_ _1e"> </span>z <span class="_ _22"> </span>wykorzystani<span class="_ _0"></span>em </div><div class="t m0 x1f h15 y1eb ff1 fs1 fc0 sc0 ls0 ws0">najlepszych dostępnych <span class="_ _1"></span>technologii, finansuje <span class="_ _1"></span>tę <span class="_ _1"></span>działalność lub <span class="_ _1"></span>ma <span class="_ _1"></span>na </div><div class="t m0 x1f h15 y1dd ff1 fs1 fc0 sc0 ls0 ws0">nią ekspozycję.<span class="ff2"> </span></div></div><div class="c xcc y6a8 wad h58"><div class="t m0 x5d h15 y1da ff2 fs1 fc0 sc0 ls0 ws0">NIE </div></div><div class="c x38 y6a9 waa h55"><div class="t m0 x1f h15 y3b4 ff2 fs1 fc0 sc0 lsf ws0">3.<span class="ls0"> </span></div></div><div class="c xcb y6a9 wac h55"><div class="t m0 x1f h15 y1f2 ff1 fs1 fc0 sc0 ls0 ws0">Przedsiębiorstwo<span class="_ _0"></span> <span class="_ _13"> </span>prowadzi <span class="_ _13"> </span>bezpieczną<span class="_ _0"></span> <span class="_ _13"> </span>eksploatację <span class="_ _14"> </span>istniejących </div><div class="t m0 x1f h15 y1f3 ff1 fs1 fc0 sc0 ls0 ws0">obiektów <span class="_ _25"> </span>jądrowych<span class="_ _0"></span> <span class="_ _25"> </span>wytwarzających<span class="_ _0"></span> <span class="_ _25"> </span>energię <span class="_ _25"> </span>elektryczną <span class="_ _15"> </span>lub <span class="_ _25"> </span>ciepło </div><div class="t m0 x1f h15 y1da ff1 fs1 fc0 sc0 ls0 ws0">technologiczne<span class="_ _0"></span>, <span class="_ _18"> </span>w <span class="_ _e"> </span>tym <span class="_ _18"> </span>na <span class="_ _e"> </span>potrzeby <span class="_ _e"> </span>systemu <span class="_ _18"> </span>ciepłownic<span class="_ _0"></span>zego <span class="_ _e"> </span>lub </div><div class="t m0 x1f h15 y1ea ff1 fs1 fc0 sc0 ls0 ws0">procesów <span class="_ _d"> </span>przemysłow<span class="_ _0"></span>ych, <span class="_ _d"> </span>takich <span class="_ _d"> </span>jak <span class="_ _d"> </span>produkcja <span class="_ _d"> </span>wodoru <span class="_ _d"> </span>z <span class="_ _d"> </span>energii </div><div class="t m0 x1f h15 y1dc ff1 fs1 fc0 sc0 ls0 ws0">jądrowej, <span class="_ _e"> </span>a <span class="_ _1f"> </span>także <span class="_ _e"> </span>ich <span class="_ _18"> </span>modernizację <span class="_ _18"> </span>pod <span class="_ _e"> </span>k<span class="_ _1"></span>ątem <span class="_ _e"> </span>bezpieczeństwa,<span class="_ _0"></span> </div><div class="t m0 x1f h15 y1dd ff1 fs1 fc0 sc0 ls0 ws0">finansuje tę działalno<span class="_ _0"></span>ść lub ma na<span class="_ _0"></span> nią ekspo<span class="_ _0"></span>zycję.<span class="ff2"> </span></div></div><div class="c xcc y6a9 wad h55"><div class="t m0 x5d h15 y3b4 ff2 fs1 fc0 sc0 ls0 ws0">NIE </div></div><div class="c x38 y6aa waa h3e"><div class="t m0 x1f h28 y105 ff3 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c xcb y6aa wab h3e"><div class="t m0 x1f h28 y105 ff6 fs0 fc0 sc0 ls0 ws0">Działalność związana z gazem ziemnym<span class="ff3"> </span></div></div><div class="c x38 y6ab waa h50"><div class="t m0 x1f h15 y1eb ff2 fs1 fc0 sc0 lsf ws0">4.<span class="ls0"> </span></div></div><div class="c xcb y6ab wac h50"><div class="t m0 x1f h15 y1ea ff1 fs1 fc0 sc0 ls0 ws0">Przedsiębiorstwo<span class="_ _0"></span> <span class="_ _e"> </span>prowadzi <span class="_ _e"> </span>budowę <span class="_ _d"> </span>lub <span class="_ _18"> </span>eksploata<span class="_ _0"></span>cję <span class="_ _e"> </span>instalacji <span class="_ _d"> </span>do </div><div class="t m0 x1f h15 y1eb ff2 fs1 fc0 sc0 ls0 ws0">wytwarzania  energii  elektrycznej<span class="_ _0"></span>  z <span class="_ _15"> </span>wykorzystaniem  gazowych  paliw </div><div class="t m0 x1f h15 y1dd ff1 fs1 fc0 sc0 ls0 ws0">kopalnych, finan<span class="_ _0"></span>suje tę działalno<span class="_ _0"></span>ść lub ma<span class="_ _0"></span> na nią ekspoz<span class="_ _0"></span>ycję.<span class="ff2"> </span></div></div><div class="c xcc y6ab wad h50"><div class="t m0 x5d h15 y1eb ff2 fs1 fc0 sc0 ls0 ws0">NIE </div></div><div class="c x38 y169 waa h9d"><div class="t m0 x1f h15 y34c ff2 fs1 fc0 sc0 lsf ws0">5.<span class="ls0"> </span></div></div><div class="c xcb y169 wac h9d"><div class="t m0 x1f h15 y1da ff1 fs1 fc0 sc0 ls0 ws0">Przedsiębiorstwo<span class="_ _0"></span> <span class="_ _11"> </span>prowadzi <span class="_ _1f"> </span>budowę, <span class="_ _11"> </span>moderniza<span class="_ _0"></span>cję <span class="_ _11"> </span>i <span class="_ _11"> </span>eksploata<span class="_ _0"></span>cję </div><div class="t m0 x1f h15 y1ea ff1 fs1 fc0 sc0 ls0 ws0">instalacji  do  skojarzon<span class="_ _0"></span>ego  wytw<span class="_ _0"></span>arzania  energii  cieplnej<span class="_ _0"></span>/chłodnicz<span class="_ _0"></span>ej  i </div><div class="t m0 x1f h15 y1eb ff2 fs1 fc0 sc0 ls0 ws0">energii <span class="_ _f"> </span>elekt<span class="_ _1"></span>rycznej <span class="_ _f"> </span>z <span class="_ _16"> </span>wykorzyst<span class="_ _0"></span>aniem <span class="_ _16"> </span>gazowych <span class="_ _f"> </span>paliw <span class="_ _16"> </span>kopalnych, </div><div class="t m0 x1f h15 y326 ff1 fs1 fc0 sc0 ls0 ws0">finansuje tę działalno<span class="_ _0"></span>ść lub ma na<span class="_ _0"></span> nią ekspo<span class="_ _0"></span>zycję.<span class="ff2"> </span></div></div><div class="c xcc y169 wad h9d"><div class="t m0 x5d h15 y34c ff2 fs1 fc0 sc0 ls0 ws0">NIE </div></div><div class="c x38 y6ac waa h4a"><div class="t m0 x1f h15 y10e ff2 fs1 fc0 sc0 lsf ws0">6.<span class="ls0"> </span></div></div><div class="c xcb y6ac wac h4a"><div class="t m0 x1f h15 y202 ff1 fs1 fc0 sc0 ls0 ws0">Przedsiębiorstwo<span class="_ _0"></span> <span class="_ _11"> </span>prowadzi <span class="_ _1f"> </span>budowę, <span class="_ _11"> </span>moderniza<span class="_ _0"></span>cję <span class="_ _11"> </span>i <span class="_ _11"> </span>eksploata<span class="_ _0"></span>cję </div><div class="t m0 x1f h15 y1db ff1 fs1 fc0 sc0 ls0 ws0">instalacji <span class="_ _c"> </span>do <span class="_ _31"> </span>w<span class="_ _0"></span>ytwarzania <span class="_ _c"> </span>ciepła <span class="_ _31"> </span>w<span class="_ _0"></span>ytwarzają<span class="_ _0"></span>cych <span class="_ _c"> </span>energię </div><div class="t m0 x1f h15 y1dc ff1 fs1 fc0 sc0 ls0 ws0">cieplną/chłodni<span class="_ _0"></span>czą <span class="_ _1f"> </span>z <span class="_ _1f"> </span>wykorzystaniem <span class="_ _1f"> </span>gazowych <span class="_ _1f"> </span>paliw <span class="_ _1f"> </span>kopalny<span class="_ _0"></span>ch, </div><div class="t m0 x1f h15 y1dd ff1 fs1 fc0 sc0 ls0 ws0">finansuje tę działalno<span class="_ _0"></span>ść lub ma na<span class="_ _0"></span> nią ekspo<span class="_ _0"></span>zycję.<span class="ff2"> </span></div></div><div class="c xcc y6ac wad h4a"><div class="t m0 x5d h15 y10e ff2 fs1 fc0 sc0 ls0 ws0">NIE </div></div><div class="c x0 y0 w7 hc"><div class="t m0 x4 h6 y6ad ff2 fs3 fc0 sc0 ls0 ws0">Z <span class="ff1">uwagi <span class="_ _e"> </span>na <span class="_ _18"> </span>to, <span class="_ _e"> </span>że <span class="_ _e"> </span>G<span class="_ _1"></span>rupa <span class="_ _18"> </span>MIRBUD <span class="_ _e"> </span>nie <span class="_ _18"> </span>prowadzi <span class="_ _18"> </span>działalności <span class="_ _e"> </span>zwi<span class="_ _1"></span>ązanej <span class="_ _e"> </span>rodzaj<span class="_ _1"></span>ami <span class="_ _e"> </span>działalnośc<span class="_ _1"></span>i </span></div><div class="t m0 x4 h6 y6ae ff1 fs3 fc0 sc0 ls0 ws0">wymienionymi <span class="_ _9"></span>w <span class="_ _b"></span>powyż<span class="_ _1"></span>szej <span class="_ _9"></span>tabeli, <span class="_ _b"></span>w<span class="_ _1"></span><span class="ff2"> </span>raporcie <span class="_ _9"></span>nie <span class="_ _b"></span>z<span class="_ _1"></span>amieszcza <span class="_ _9"></span>się <span class="_ _b"></span>tabel <span class="_ _9"></span>towarzysząc<span class="_ _1"></span>ych <span class="_ _9"></span>ujawnieniom </div><div class="t m0 x4 h6 y6af ff1 fs3 fc0 sc0 ls0 ws0">kluczowych <span class="_ _9"> </span>ws<span class="_ _1"></span>kaźników <span class="_ _9"></span>wy<span class="_ _1"></span>ników <span class="_ _9"></span>dla <span class="_ _9"></span>dz<span class="_ _1"></span>iałalności <span class="_ _9"></span>4.2<span class="_ _1"></span>6<span class="_ _1"></span><span class="ff2">-4.31, <span class="_ _9"> </span>na <span class="_ _9"> </span>co <span class="_ _a"> </span>wskazu</span>j<span class="_ _1"></span>ą <span class="_ _9"></span>przepisy <span class="_ _9"> </span>art. <span class="_ _a"> </span>8 <span class="_ _9"></span>ust <span class="_ _9"></span>6<span class="ff2">-<span class="_ _1"></span><span class="ls17">8 </span></span></div><div class="t m0 x4 h6 y6b0 ff1 fs3 fc0 sc0 ls0 ws0">rozporządzenia UE 2<span class="_ _1"></span>021/2178, gdyż we wsz<span class="_ _1"></span>ystkich wyk<span class="_ _1"></span>azywano by jedynie wartoś<span class="_ _1"></span>ci zerowe.<span class="_ _8"></span><span class="ff2"> </span></div></div></div><div class="pi" ></div></div><div id="pf36" class="pf w12 h25" ><div class="pc pc36 w12 h25"><img class="bi x76 y0 wae h26" alt="" 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class="c x0 y0 w14 h25"><div class="t m0 x4 h2 y22b ff1 fs0 fc0 sc0 ls0 ws0">Sprawozdanie nt. informacji niefinansowych GK MIRBUD za 2025<span class="_ _1"></span> rok<span class="ff2"> </span></div><div class="t m0 x4 h2 y22c ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hd y22d ff4 fs3 fc0 sc0 ls31 ws0">54<span class="ff5 fs8 ls0"> </span></div><div class="t m0 x4 h8a y6b1 ff10 fsa fc2 sc0 ls0 ws0">Obrót<span class="ffa"> </span></div></div><div class="c x2c y6b2 waf h83"><div class="t m0 x59 h4e y6b3 ff2 fsc fc0 sc0 ls0 ws0">Rok obroto<span class="_ _0"></span>wy 2025 </div></div><div class="c xcd y6b2 wb0 h83"><div class="t m0 x56 h4e y6b3 ff2 fsc fc0 sc0 ls0 ws0">Rok </div></div><div class="c xce y6b2 wb1 h83"><div class="t m0 x82 h4e y6b3 ff1 fsc fc0 sc0 ls0 ws0">Kryteria dot<span class="_ _0"></span>yczące is<span class="_ _0"></span>totnego wkła<span class="_ _0"></span>du<span class="ff2"> </span></div></div><div class="c xcf y6b2 wb2 h83"><div class="t m0 x2b h4e y5af ff1 fsc fc0 sc0 ls0 ws0">Kryteria dot<span class="_ _0"></span>yczące za<span class="_ _0"></span>sady DNS<span class="_ _0"></span>H<span class="ff2"> </span></div><div class="t m0 x97 h4e y59d ff1 fsc fc0 sc0 ls0 ws0">(„nie czyń<span class="_ _0"></span> poważny<span class="_ _0"></span>ch szkód”)<span class="_ _0"></span><span class="ff2"> </span></div></div><div class="c xd0 y6b2 wb3 h83"><div class="t m0 x1d h4e y56f ff2 fsc fc0 sc0 ls0 ws0"> </div></div><div class="c xd1 y6b2 wb4 h83"><div class="t m0 xf h9e y56f ff5 fsc fc0 sc0 ls0 ws0"> </div></div><div class="c xd2 y6b2 wb5 h83"><div class="t m0 xf h9e y56f ff5 fsc fc0 sc0 ls0 ws0"> </div></div><div class="c xd3 y6b2 w9c h83"><div class="t m0 xf h9e y56f ff5 fsc fc0 sc0 ls0 ws0"> </div></div><div class="c x2c y6b4 waf h9f"><div class="t m0 x59 h4e y6b5 ff1 fsc fc0 sc0 ls0 ws0">Działalno<span class="_ _0"></span>ść gospodar<span class="_ _0"></span>cza<span class="ff2"> </span></div></div><div class="c xcd y6b4 wb6 h9f"><div class="t m0 x39 h4e y6b6 ff2 fsc fc0 sc0 ls0 ws0">Kod lub </div><div class="t m0 x29 h4e y6b7 ff2 fsc fc0 sc0 ls0 ws0">kody </div></div><div class="c xd4 y6b8 wb7 ha0"><div class="t m0 x2 h4e y6b9 ff1 fsc fc0 sc0 ls0 ws0">Obrót (wart<span class="_ _0"></span>ość </div><div class="t m0 x41 h4e y6ba ff1 fsc fc0 sc0 ls0 ws0">bezwzględna)<span class="_ _0"></span><span class="ff2"> </span></div></div><div class="c xd5 y6b8 wb8 ha0"><div class="t m0 x7a h4e y6b9 ff1 fsc fc0 sc0 ls0 ws0">Część </div><div class="t m0 x7a h4e y6ba ff2 fsc fc0 sc0 ls0 ws0">obrotu </div></div><div class="c xce y6b8 wb9 ha0"><div class="t m2 x24 h4e y44d ff1 fsc fc0 sc0 ls0 ws0">Łagodzenie <span class="_ _0"></span>zmian </div><div class="t m2 x23 h4e y6bb ff2 fsc fc0 sc0 ls0 ws0">klimatu</div><div class="t m2 x23 h4e y6bc ff2 fsc fc0 sc0 ls0 ws0"> </div></div><div class="c xd6 y6b8 wba ha0"><div class="t m2 x24 h4e y6bd ff2 fsc fc0 sc0 ls0 ws0">Adaptacja<span class="_ _0"></span> do zmian<span class="_ _0"></span> </div><div class="t m2 x23 h4e y6bb ff2 fsc fc0 sc0 ls0 ws0">klimatu</div><div class="t m2 x23 h4e y6bc ff2 fsc fc0 sc0 ls0 ws0"> </div></div><div class="c xd7 y6b8 wbb ha0"><div class="t m2 x24 h4e y6be ff2 fsc fc0 sc0 ls0 ws0">Zasoby wodne<span class="_ _0"></span> i </div><div class="t m2 x23 h4e y6bf ff2 fsc fc0 sc0 ls0 ws0">morskie</div><div class="t m2 x23 h4e y6c0 ff2 fsc fc0 sc0 ls0 ws0"> </div></div><div class="c xd8 y6b8 wbb ha0"><div class="t m2 x24 h4e y6c1 ff2 fsc fc0 sc0 ls0 ws0">Gospodarka<span class="_ _0"></span> o </div><div class="t m2 x23 h4e y1dd ff1 fsc fc0 sc0 ls0 ws0">obiegu zam<span class="_ _0"></span>kniętym</div><div class="t m2 x23 h4e y6c2 ff2 fsc fc0 sc0 ls0 ws0"> </div></div><div class="c xd9 y6b8 wbc ha0"><div class="t m2 x29 h4e y6c3 ff2 fsc fc0 sc0 ls0 ws0">Zanieczysz<span class="_ _0"></span>czenie</div><div class="t m2 x29 h4e y6c4 ff2 fsc fc0 sc0 ls0 ws0"> </div></div><div class="c xac y6b8 wbb ha0"><div class="t m2 x24 h4e y6c5 ff1 fsc fc0 sc0 ls0 ws0">Bioróżnorodno<span class="_ _0"></span>ść i </div><div class="t m2 x23 h4e y6c6 ff2 fsc fc0 sc0 ls0 ws0">ekosystem<span class="_ _0"></span>y</div><div class="t m2 x23 h4e y6c7 ff2 fsc fc0 sc0 ls0 ws0"> </div></div><div class="c xcf y6b8 wbd ha0"><div class="t m2 x24 h4e y44d ff1 fsc fc0 sc0 ls0 ws0">Łagodzenie <span class="_ _0"></span>zmian </div><div class="t m2 x82 h4e y6bb ff2 fsc fc0 sc0 ls0 ws0">klimatu</div><div class="t m2 x82 h4e y6bc ff2 fsc fc0 sc0 ls0 ws0"> </div></div><div class="c xda y6b8 wbe ha0"><div class="t m2 x24 h4e y6bd ff2 fsc fc0 sc0 ls0 ws0">Adaptacja<span class="_ _0"></span> do zmian<span class="_ _0"></span> </div><div class="t m2 x82 h4e y6bb ff2 fsc fc0 sc0 ls0 ws0">klimatu</div><div class="t m2 x82 h4e y6bc ff2 fsc fc0 sc0 ls0 ws0"> </div></div><div class="c xdb y6b8 wbe ha0"><div class="t m2 x24 h4e y6be ff2 fsc fc0 sc0 ls0 ws0">Zasoby wodne<span class="_ _0"></span> i </div><div class="t m2 x82 h4e y6bf ff2 fsc fc0 sc0 ls0 ws0">morskie</div><div class="t m2 x82 h4e y6c0 ff2 fsc fc0 sc0 ls0 ws0"> </div></div><div class="c xdc y6b8 wbd ha0"><div class="t m2 x24 h4e y6c1 ff2 fsc fc0 sc0 ls0 ws0">Gospodarka<span class="_ _0"></span> o </div><div class="t m2 x23 h4e y1dd ff1 fsc fc0 sc0 ls0 ws0">obiegu zam<span class="_ _0"></span>kniętym</div><div class="t m2 x23 h4e y6c2 ff2 fsc fc0 sc0 ls0 ws0"> </div></div><div class="c xdd y6b8 wbe ha0"><div class="t m2 x2c h4e y6c3 ff2 fsc fc0 sc0 ls0 ws0">Zanieczysz<span class="_ _0"></span>czenie</div><div class="t m2 x2c h4e y6c4 ff2 fsc fc0 sc0 ls0 ws0"> </div></div><div class="c xde y6b8 wbf ha0"><div class="t m2 x24 h4e y6c5 ff1 fsc fc0 sc0 ls0 ws0">Bioróżnorodno<span class="_ _0"></span>ść i </div><div class="t m2 x82 h4e y6c6 ff2 fsc fc0 sc0 ls0 ws0">ekosystem<span class="_ _0"></span>y</div><div class="t m2 x82 h4e y6c7 ff2 fsc fc0 sc0 ls0 ws0"> </div></div><div class="c xd0 y6b8 wc0 ha0"><div class="t m2 x29 h4e y0 ff2 fsc fc0 sc0 ls0 ws0">Minimalne gw<span class="_ _0"></span>arancje</div><div class="t m2 x29 h4e y6c8 ff2 fsc fc0 sc0 ls0 ws0"> </div></div><div class="c xd1 y6b8 wc1 ha0"><div class="t m0 xd h4e y6c9 ff1 fsc fc0 sc0 ls0 ws0">Udział </div><div class="t m0 x41 h4e y6ca ff2 fsc fc0 sc0 ls0 ws0">procento<span class="_ _0"></span>wy </div><div class="t m0 xbf h4e y6b9 ff2 fsc fc0 sc0 ls0 ws0">obrotu </div><div class="t m0 x41 h4e y6ba ff2 fsc fc0 sc0 ls0 ws0">zgodnego <span class="_ _0"></span>z </div><div class="t m0 x8a h4e y6cb ff1 fsc fc0 sc0 ls0 ws0">systemat<span class="_ _0"></span>yką, </div><div class="t m0 x1d h4e y6cc ff2 fsc fc0 sc0 ls0 ws0">rok 2024<span class="_ _0"></span> </div></div><div class="c xd2 y6b8 wc2 ha0"><div class="t m0 x24 h4e y6ca ff2 fsc fc0 sc0 ls0 ws0">Kategoria </div><div class="t m0 x1e h4e y6b9 ff1 fsc fc0 sc0 ls0 ws0">(działalnoś<span class="_ _0"></span>ć </div><div class="t m0 xf h4e y6ba ff1 fsc fc0 sc0 ls0 ws0">wspomagają<span class="_ _0"></span>c</div><div class="t m0 x6e h4e y6cb ff2 fsc fc0 sc0 ls0 ws0">a lub) </div></div><div class="c xd3 y6b8 w7a ha0"><div class="t m0 x24 h4e y6ca ff2 fsc fc0 sc0 ls0 ws0">Kategoria </div><div class="t m0 x1e h4e y6b9 ff1 fsc fc0 sc0 ls0 ws0">(działalnoś<span class="_ _0"></span>ć </div><div class="t m0 x1d h4e y6ba ff2 fsc fc0 sc0 ls0 ws0">na rzecz </div><div class="t m0 x24 h4e y6cb ff1 fsc fc0 sc0 ls0 ws0">przejścia)<span class="_ _0"></span><span class="ff2"> </span></div></div><div class="c xd4 y6b4 wb7 ha1"><div class="t m0 x82 h4e y6cd ff1 fsc fc0 sc0 ls0 ws0">mln zł<span class="ff2"> </span></div></div><div class="c xd5 y6b4 wb8 ha1"><div class="t m0 x29 h4e y6cd ff2 fsc fc0 sc0 ls0 ws0">% </div></div><div class="c xce y6b4 wb9 ha1"><div class="t m0 xf h4e y10e ff2 fsc fc0 sc0 ls0 ws0">T; N; </div><div class="t m0 x2 h4e y6cd ff2 fsc fc0 sc0 ls0 ws0">N/E</div><div class="t m0 x39 h4e y6ce ff2 fsc fc0 sc0 ls0 ws0">L </div></div><div class="c xd6 y6b4 wba ha1"><div class="t m0 xf h4e y10e ff2 fsc fc0 sc0 ls0 ws0">T; N; </div><div class="t m0 x2 h4e y6cd ff2 fsc fc0 sc0 ls0 ws0">N/E</div><div class="t m0 x39 h4e y6ce ff2 fsc fc0 sc0 ls0 ws0">L </div></div><div class="c xd7 y6b4 wbb ha1"><div class="t m0 xf h4e y10e ff2 fsc fc0 sc0 ls0 ws0">T; N; </div><div class="t m0 x2 h4e y6cd ff2 fsc fc0 sc0 ls0 ws0">N/E</div><div class="t m0 x39 h4e y6ce ff2 fsc fc0 sc0 ls0 ws0">L </div></div><div class="c xd8 y6b4 wbb ha1"><div class="t m0 xf h4e y10e ff2 fsc fc0 sc0 ls0 ws0">T; N; </div><div class="t m0 x2 h4e y6cd ff2 fsc fc0 sc0 ls0 ws0">N/E</div><div class="t m0 x39 h4e y6ce ff2 fsc fc0 sc0 ls0 ws0">L </div></div><div class="c xd9 y6b4 wbc ha1"><div class="t m0 xf h4e y10e ff2 fsc fc0 sc0 ls0 ws0">T; N; </div><div class="t m0 x2 h4e y6cd ff2 fsc fc0 sc0 ls0 ws0">N/E</div><div class="t m0 x39 h4e y6ce ff2 fsc fc0 sc0 ls0 ws0">L </div></div><div class="c xac y6b4 wbb ha1"><div class="t m0 xf h4e y10e ff2 fsc fc0 sc0 ls0 ws0">T; N; </div><div class="t m0 x2 h4e y6cd ff2 fsc fc0 sc0 ls0 ws0">N/E</div><div class="t m0 x39 h4e y6ce ff2 fsc fc0 sc0 ls0 ws0">L </div></div><div class="c xcf y6b4 wbd ha1"><div class="t m0 x8a h4e y6cd ff2 fsc fc0 sc0 ls0 ws0">T/N </div></div><div class="c xda y6b4 wbe ha1"><div class="t m0 x8a h4e y6cd ff2 fsc fc0 sc0 ls0 ws0">T/N </div></div><div class="c xdb y6b4 wbe ha1"><div class="t m0 x8a h4e y6cd ff2 fsc fc0 sc0 ls0 ws0">T/N </div></div><div class="c xdc y6b4 wbd ha1"><div class="t m0 x8a h4e y6cd ff2 fsc fc0 sc0 ls0 ws0">T/N </div></div><div class="c xdd y6b4 wbe ha1"><div class="t m0 x8a h4e y6cd ff2 fsc fc0 sc0 ls0 ws0">T/N </div></div><div class="c xde y6b4 wbf ha1"><div class="t m0 x8a h4e y6cd ff2 fsc fc0 sc0 ls0 ws0">T/N </div></div><div class="c xd0 y6b4 wc0 ha1"><div class="t m0 x1e h4e y6cd ff2 fsc fc0 sc0 ls0 ws0">T/N </div></div><div class="c xd1 y6b4 wc1 ha1"><div class="t m0 xbe h4e y6cd ff2 fsc fc0 sc0 ls0 ws0">% </div></div><div class="c xd2 y6b4 wc2 ha1"><div class="t m0 xa3 h4e y6cd ff2 fsc fc0 sc0 ls0 ws0">E </div></div><div class="c xd3 y6b4 w7a ha1"><div class="t m0 xa3 h4e y6cd ff2 fsc fc0 sc0 ls0 ws0">T </div></div><div class="c x2c y6cf wc3 h64"><div class="t m0 x59 h70 y4ab ff6 fsc fc0 sc0 ls0 ws0">A. DZIAŁ<span class="_ _0"></span>ALNOŚĆ <span class="_ _0"></span>KWALIFIK<span class="_ _0"></span>UJĄCA SIĘ <span class="_ _0"></span>DO SYS<span class="_ _0"></span>TEMATY<span class="_ _0"></span>KI<span class="ff3"> </span></div></div><div class="c x2c y6d0 wc3 h64"><div class="t m0 x59 h70 y4ab ff6 fsc fc0 sc0 ls0 ws0">A.1. Ro<span class="_ _0"></span>dzaje działa<span class="_ _0"></span>lności z<span class="_ _0"></span>równoważ<span class="_ _0"></span>onej śro<span class="_ _0"></span>dowisko<span class="_ _0"></span>wo (zgodna<span class="_ _0"></span> z systematyk<span class="_ _0"></span>ą)<span class="ff3"> </span></div></div><div class="c x2c y6d1 waf ha2"><div class="t m0 x59 h70 y3bd ff6 fsc fc0 sc0 ls0 ws0">Obrót ze <span class="_ _0"></span>zrównowa<span class="_ _0"></span>żonej </div><div class="t m0 x59 h70 y321 ff6 fsc fc0 sc0 ls0 ws0">środowisk<span class="_ _0"></span>owo dzia<span class="_ _0"></span>łalności (<span class="_ _0"></span>zgodnej z<span class="_ _0"></span> </div><div class="t m0 x59 h70 y6d2 ff6 fsc fc0 sc0 ls0 ws0">systematyk<span class="_ _0"></span>ą) (A.1)<span class="_ _0"></span><span class="ff3"> </span></div></div><div class="c xcd y6d1 w9f ha2"><div class="t m0 x10 h70 y321 ff3 fsc fc0 sc0 ls0 ws0">  </div></div><div class="c xd4 y6d1 wb7 ha2"><div class="t m0 x6e h70 y321 ff3 fsc fc0 sc0 ls0 ws0">0,00000 </div></div><div class="c xd5 y6d1 w6c ha2"><div class="t m0 x7a h70 y321 ff3 fsc fc0 sc0 ls0 ws0">0,00% </div></div><div class="c xce y6d1 wbb ha2"><div class="t m0 x8a h70 y571 ff3 fsc fc0 sc0 ls0 ws0">0,00</div><div class="t m0 x27 h70 y46e ff3 fsc fc0 sc0 ls0 ws0">% </div></div><div class="c xd6 y6d1 wba ha2"><div class="t m0 x8a h70 y571 ff3 fsc fc0 sc0 ls0 ws0">0,00</div><div class="t m0 x27 h70 y46e ff3 fsc fc0 sc0 ls0 ws0">% </div></div><div class="c xd7 y6d1 wbb ha2"><div class="t m0 x8a h70 y571 ff3 fsc fc0 sc0 ls0 ws0">0,00</div><div class="t m0 x27 h70 y46e ff3 fsc fc0 sc0 ls0 ws0">% </div></div><div class="c xd8 y6d1 wbb ha2"><div class="t m0 x8a h70 y571 ff3 fsc fc0 sc0 ls0 ws0">0,00</div><div class="t m0 x27 h70 y46e ff3 fsc fc0 sc0 ls0 ws0">% </div></div><div class="c xd9 y6d1 wbc ha2"><div class="t m0 x8a h70 y571 ff3 fsc fc0 sc0 ls0 ws0">0,00</div><div class="t m0 x27 h70 y46e ff3 fsc fc0 sc0 ls0 ws0">% </div></div><div class="c xac y6d1 wbb ha2"><div class="t m0 x8a h70 y571 ff3 fsc fc0 sc0 ls0 ws0">0,00</div><div class="t m0 x27 h70 y46e ff3 fsc fc0 sc0 ls0 ws0">% </div></div><div class="c xcf y6d1 wbd ha2"><div class="t m0 x39 h70 y321 ff3 fsc fc0 sc0 ls0 ws0">  </div></div><div class="c xda y6d1 wbe ha2"><div class="t m0 x39 h70 y321 ff3 fsc fc0 sc0 ls0 ws0">  </div></div><div class="c xdb y6d1 wbe ha2"><div class="t m0 x39 h70 y321 ff3 fsc fc0 sc0 ls0 ws0">  </div></div><div class="c xdc y6d1 wbd ha2"><div class="t m0 x39 h70 y321 ff3 fsc fc0 sc0 ls0 ws0">  </div></div><div class="c xdd y6d1 wbe ha2"><div class="t m0 x39 h70 y321 ff3 fsc fc0 sc0 ls0 ws0">  </div></div><div class="c xde y6d1 wc4 ha2"><div class="t m0 x39 h70 y321 ff3 fsc fc0 sc0 ls0 ws0">  </div></div><div class="c xd0 y6d1 wb3 ha2"><div class="t m0 x76 h70 y321 ff3 fsc fc0 sc0 ls0 ws0">  </div></div><div class="c xd1 y6d1 w7b ha2"><div class="t m0 xbf h70 y321 ff3 fsc fc0 sc0 ls0 ws0">0,00% </div></div><div class="c xd2 y6d1 wc2 ha2"><div class="t m0 x2f h70 y321 ff3 fsc fc0 sc0 ls0 ws0">  </div></div><div class="c xd3 y6d1 w7a ha2"><div class="t m0 x2f h70 y321 ff3 fsc fc0 sc0 ls0 ws0">  </div></div><div class="c x2c y6d3 wc3 h65"><div class="t m0 x59 h70 y4ab ff6 fsc fc0 sc0 ls0 ws0">A.2. Działa<span class="_ _0"></span>lność kw<span class="_ _0"></span>alifikująca<span class="_ _0"></span> się do syste<span class="_ _0"></span>matyki<span class="_ _0"></span>, ale nie<span class="_ _0"></span>zrównowa<span class="_ _0"></span>żona śro<span class="_ _0"></span>dowisko<span class="_ _0"></span>wo (dział<span class="_ _0"></span>alność <span class="_ _0"></span>niezgodna z<span class="_ _0"></span> systematyką)<span class="ff3"> </span></div></div><div class="c x2c y6d4 waf ha3"><div class="t m0 x59 h4e y6d5 ff1 fsc fc0 sc0 ls0 ws0">Transpor<span class="_ _0"></span>t kolejowy <span class="_ _0"></span>towarów<span class="ff2"> </span></div></div><div class="c xcd y6d4 w9f ha3"><div class="t m0 xf h4e y6d6 ff2 fsc fc0 sc0 ls0 ws0">CCM6.2_<span class="_ _0"></span>C</div><div class="t m0 xf h4e y6ce ff2 fsc fc0 sc0 ls0 ws0">CA6.2 </div></div><div class="c xd4 y6d4 wb7 ha3"><div class="t m0 x6e h4e y6d5 ff2 fsc fc0 sc0 ls0 ws0">0,67144 </div></div><div class="c xd5 y6d4 wb8 ha3"><div class="t m0 x7a h4e y6d5 ff2 fsc fc0 sc0 ls0 ws0">0,02% </div></div><div class="c xce y6d4 wb9 ha3"><div class="t m0 x8a h4e y6d6 ff2 fsc fc0 sc0 ls0 ws0">0,02</div><div class="t m0 x27 h4e y6ce ff2 fsc fc0 sc0 ls0 ws0">% </div></div><div class="c xd6 y6d4 wc5 ha3"><div class="t m0 x8a h4e y6d6 ff2 fsc fc0 sc0 ls0 ws0">0,00</div><div class="t m0 x27 h4e y6ce ff2 fsc fc0 sc0 ls0 ws0">% </div></div><div class="c xd7 y6d4 wb9 ha3"><div class="t m0 x2 h4e y6d6 ff2 fsc fc0 sc0 ls0 ws0">N/E</div><div class="t m0 x39 h4e y6ce ff2 fsc fc0 sc0 ls0 ws0">L </div></div><div class="c xd8 y6d4 wb9 ha3"><div class="t m0 x2 h4e y6d6 ff2 fsc fc0 sc0 ls0 ws0">N/E</div><div class="t m0 x39 h4e y6ce ff2 fsc fc0 sc0 ls0 ws0">L </div></div><div class="c xd9 y6d4 wc6 ha3"><div class="t m0 x2 h4e y6d6 ff2 fsc fc0 sc0 ls0 ws0">N/E</div><div class="t m0 x39 h4e y6ce ff2 fsc fc0 sc0 ls0 ws0">L </div></div><div class="c xac y6d4 wb9 ha3"><div class="t m0 x2 h4e y6d6 ff2 fsc fc0 sc0 ls0 ws0">N/E</div><div class="t m0 x39 h4e y6ce ff2 fsc fc0 sc0 ls0 ws0">L </div></div><div class="c xcf y6d4 wc7 ha3"><div class="t m0 xf h4e y6d5 ff2 fsc fc0 sc0 ls0 ws0">  </div></div><div class="c xdf y6d4 wc8 ha3"><div class="t m0 x27 h4e y6d5 ff2 fsc fc0 sc0 ls0 ws0">  </div></div><div class="c xe0 y6d4 wc9 ha3"><div class="t m0 x27 h4e y6d5 ff2 fsc fc0 sc0 ls0 ws0">  </div></div><div class="c xe1 y6d4 wa2 ha3"><div class="t m0 x27 h4e y6d5 ff2 fsc fc0 sc0 ls0 ws0">  </div></div><div class="c xe2 y6d4 wa2 ha3"><div class="t m0 x27 h4e y6d5 ff2 fsc fc0 sc0 ls0 ws0">  </div></div><div class="c xe3 y6d4 wca ha3"><div class="t m0 x10 h4e y6d5 ff2 fsc fc0 sc0 ls0 ws0">  </div></div><div class="c xe4 y6d4 wcb ha3"><div class="t m0 x76 h4e y6d5 ff2 fsc fc0 sc0 ls0 ws0">  </div></div><div class="c xe5 y6d4 wc1 ha3"><div class="t m0 x2f h4e y6d5 ff2 fsc fc0 sc0 ls0 ws0">- </div></div><div class="c xe6 y6d4 wb5 ha3"><div class="t m0 xf h4e y6ce ff2 fsc fc0 sc0 ls0 ws0">  </div></div><div class="c xe7 y6d4 w7a ha3"><div class="t m0 xf h4e y6ce ff2 fsc fc0 sc0 ls0 ws0">  </div></div><div class="c x2c y519 waf ha4"><div class="t m0 x59 h4e y10e ff2 fsc fc0 sc0 ls0 ws0">Transpor<span class="_ _0"></span>t motocykla<span class="_ _0"></span>mi, samocho<span class="_ _0"></span>dami </div><div class="t m0 x59 h4e y6cd ff2 fsc fc0 sc0 ls0 ws0">osobowymi<span class="_ _0"></span> i lekkimi poja<span class="_ _0"></span>zdami </div><div class="t m0 x59 h4e y6ce ff1 fsc fc0 sc0 ls0 ws0">użytkowy<span class="_ _0"></span>mi<span class="ff2"> </span></div></div><div class="c xcd y519 w9f ha4"><div class="t m0 xf h4e y10e ff2 fsc fc0 sc0 ls0 ws0">CCM6.5 </div></div><div class="c xd4 y519 wb7 ha4"><div class="t m0 x6e h4e y6cd ff2 fsc fc0 sc0 ls0 ws0">5,40068 </div></div><div class="c xd5 y519 wb8 ha4"><div class="t m0 x7a h4e y6cd ff2 fsc fc0 sc0 ls0 ws0">0,17% </div></div><div class="c xce y519 wb9 ha4"><div class="t m0 x8a h4e y2bf ff2 fsc fc0 sc0 ls0 ws0">0,17</div><div class="t m0 x27 h4e y6d7 ff2 fsc fc0 sc0 ls0 ws0">% </div></div><div class="c xd6 y519 wc5 ha4"><div class="t m0 x2 h4e y2bf ff2 fsc fc0 sc0 ls0 ws0">N/E</div><div class="t m0 x39 h4e y6d7 ff2 fsc fc0 sc0 ls0 ws0">L </div></div><div class="c xd7 y519 wb9 ha4"><div class="t m0 x2 h4e y2bf ff2 fsc fc0 sc0 ls0 ws0">N/E</div><div class="t m0 x39 h4e y6d7 ff2 fsc fc0 sc0 ls0 ws0">L </div></div><div class="c xd8 y519 wb9 ha4"><div class="t m0 x2 h4e y2bf ff2 fsc fc0 sc0 ls0 ws0">N/E</div><div class="t m0 x39 h4e y6d7 ff2 fsc fc0 sc0 ls0 ws0">L </div></div><div class="c xd9 y519 wc6 ha4"><div class="t m0 x2 h4e y2bf ff2 fsc fc0 sc0 ls0 ws0">N/E</div><div class="t m0 x39 h4e y6d7 ff2 fsc fc0 sc0 ls0 ws0">L </div></div><div class="c xac y519 wb9 ha4"><div class="t m0 x2 h4e y2bf ff2 fsc fc0 sc0 ls0 ws0">N/E</div><div class="t m0 x39 h4e y6d7 ff2 fsc fc0 sc0 ls0 ws0">L </div></div><div class="c xcf y519 wc7 ha4"><div class="t m0 xf h4e y6cd ff2 fsc fc0 sc0 ls0 ws0">  </div></div><div class="c xdf y519 wc8 ha4"><div class="t m0 x27 h4e y6cd ff2 fsc fc0 sc0 ls0 ws0">  </div></div><div class="c xe0 y519 wc9 ha4"><div class="t m0 x27 h4e y6cd ff2 fsc fc0 sc0 ls0 ws0">  </div></div><div class="c xe1 y519 wa2 ha4"><div class="t m0 x27 h4e y6cd ff2 fsc fc0 sc0 ls0 ws0">  </div></div><div class="c xe2 y519 wa2 ha4"><div class="t m0 x27 h4e y6cd ff2 fsc fc0 sc0 ls0 ws0">  </div></div><div class="c xe3 y519 wca ha4"><div class="t m0 x10 h4e y6cd ff2 fsc fc0 sc0 ls0 ws0">  </div></div><div class="c xe4 y519 wcb ha4"><div class="t m0 x76 h4e y6cd ff2 fsc fc0 sc0 ls0 ws0">  </div></div><div class="c xe5 y519 wc1 ha4"><div class="t m0 xbf h4e y6cd ff2 fsc fc0 sc0 ls0 ws0">0,11% </div></div><div class="c xe6 y519 wb5 ha4"><div class="t m0 xf h4e y6ce ff2 fsc fc0 sc0 ls0 ws0">  </div></div><div class="c xe7 y519 w7a ha4"><div class="t m0 xf h4e y6ce ff2 fsc fc0 sc0 ls0 ws0">  </div></div><div class="c x2c y6d8 waf ha5"><div class="t m0 x59 h4e y6cd ff2 fsc fc0 sc0 ls0 ws0">Infrastruktu<span class="_ _0"></span>ra na po<span class="_ _0"></span>trzeby trans<span class="_ _0"></span>portu </div><div class="t m0 x59 h4e y6ce ff2 fsc fc0 sc0 ls0 ws0">kolejowego<span class="_ _0"></span> </div></div><div class="c xcd y6d8 w9f ha5"><div class="t m0 xf h4e y6cd ff2 fsc fc0 sc0 ls0 ws0">CCM6.14_</div><div class="t m0 xf h4e y6ce ff2 fsc fc0 sc0 ls0 ws0">CCA6.14 </div></div><div class="c xd4 y6d8 wb7 ha5"><div class="t m0 x77 h4e y6d7 ff2 fsc fc0 sc0 ls0 ws0">35,28758 </div></div><div class="c xd5 y6d8 wb8 ha5"><div class="t m0 x7a h4e y6d7 ff2 fsc fc0 sc0 ls0 ws0">1,13% </div></div><div class="c xce y6d8 wb9 ha5"><div class="t m0 x8a h4e y6cd ff2 fsc fc0 sc0 ls0 ws0">1,13</div><div class="t m0 x27 h4e y6ce ff2 fsc fc0 sc0 ls0 ws0">% </div></div><div class="c xd6 y6d8 wc5 ha5"><div class="t m0 x8a h4e y6cd ff2 fsc fc0 sc0 ls0 ws0">0,00</div><div class="t m0 x27 h4e y6ce ff2 fsc fc0 sc0 ls0 ws0">% </div></div><div class="c xd7 y6d8 wb9 ha5"><div class="t m0 x2 h4e y6cd ff2 fsc fc0 sc0 ls0 ws0">N/E</div><div class="t m0 x39 h4e y6ce ff2 fsc fc0 sc0 ls0 ws0">L </div></div><div class="c xd8 y6d8 wb9 ha5"><div class="t m0 x2 h4e y6cd ff2 fsc fc0 sc0 ls0 ws0">N/E</div><div class="t m0 x39 h4e y6ce ff2 fsc fc0 sc0 ls0 ws0">L </div></div><div class="c xd9 y6d8 wc6 ha5"><div class="t m0 x2 h4e y6cd ff2 fsc fc0 sc0 ls0 ws0">N/E</div><div class="t m0 x39 h4e y6ce ff2 fsc fc0 sc0 ls0 ws0">L </div></div><div class="c xac y6d8 wb9 ha5"><div class="t m0 x2 h4e y6cd ff2 fsc fc0 sc0 ls0 ws0">N/E</div><div class="t m0 x39 h4e y6ce ff2 fsc fc0 sc0 ls0 ws0">L </div></div><div class="c xcf y6d8 wc7 ha5"><div class="t m0 xf h4e y6d7 ff2 fsc fc0 sc0 ls0 ws0">  </div></div><div class="c xdf y6d8 wc8 ha5"><div class="t m0 x27 h4e y6d7 ff2 fsc fc0 sc0 ls0 ws0">  </div></div><div class="c xe0 y6d8 wc9 ha5"><div class="t m0 x27 h4e y6d7 ff2 fsc fc0 sc0 ls0 ws0">  </div></div><div class="c xe1 y6d8 wa2 ha5"><div class="t m0 x27 h4e y6d7 ff2 fsc fc0 sc0 ls0 ws0">  </div></div><div class="c xe2 y6d8 wa2 ha5"><div class="t m0 x27 h4e y6d7 ff2 fsc fc0 sc0 ls0 ws0">  </div></div><div class="c xe3 y6d8 wca ha5"><div class="t m0 x10 h4e y6d7 ff2 fsc fc0 sc0 ls0 ws0">  </div></div><div class="c xe4 y6d8 wcb ha5"><div class="t m0 x76 h4e y6d7 ff2 fsc fc0 sc0 ls0 ws0">  </div></div><div class="c xe5 y6d8 wc1 ha5"><div class="t m0 x2f h4e y6d7 ff2 fsc fc0 sc0 ls0 ws0">- </div></div><div class="c xe6 y6d8 wb5 ha5"><div class="t m0 xf h4e y6ce ff2 fsc fc0 sc0 ls0 ws0">  </div></div><div class="c xe7 y6d8 w7a ha5"><div class="t m0 xf h4e y6ce ff2 fsc fc0 sc0 ls0 ws0">  </div></div><div class="c x2c y6d9 waf ha6"><div class="t m0 x59 h4e y111 ff1 fsc fc0 sc0 ls0 ws0">Infrastruktu<span class="_ _0"></span>ra wspom<span class="_ _0"></span>agająca </div><div class="t m0 x59 h4e y56c ff2 fsc fc0 sc0 ls0 ws0">niskoemis<span class="_ _0"></span>yjny tran<span class="_ _0"></span>sport drogo<span class="_ _0"></span>wy </div><div class="t m0 x59 h4e y6da ff2 fsc fc0 sc0 ls0 ws0">i transport pub<span class="_ _0"></span>liczny </div></div><div class="c xcd y6d9 w9f ha6"><div class="t m0 xf h4e y3c3 ff2 fsc fc0 sc0 ls0 ws0">CCA6.15 </div></div><div class="c xd4 y6d9 wb7 ha6"><div class="t m0 x14 h4e y56c ff2 fsc fc0 sc0 ls0 ws0">2 003,11782 </div></div><div class="c xd5 y6d9 wb8 ha6"><div class="t m0 x2 h4e y56c ff2 fsc fc0 sc0 ls0 ws0">64,03% </div></div><div class="c xce y6d9 wb9 ha6"><div class="t m0 x2 h4e y3b0 ff2 fsc fc0 sc0 ls0 ws0">N/E</div><div class="t m0 x39 h4e y56e ff2 fsc fc0 sc0 ls0 ws0">L </div></div><div class="c xd6 y6d9 wc5 ha6"><div class="t m0 x8a h4e y3b0 ff2 fsc fc0 sc0 ls0 ws0">64,0</div><div class="t m0 x1e h4e y56e ff2 fsc fc0 sc0 ls2c ws0">3%<span class="ls0"> </span></div></div><div class="c xd7 y6d9 wb9 ha6"><div class="t m0 x2 h4e y3b0 ff2 fsc fc0 sc0 ls0 ws0">N/E</div><div class="t m0 x39 h4e y56e ff2 fsc fc0 sc0 ls0 ws0">L </div></div><div class="c xd8 y6d9 wb9 ha6"><div class="t m0 x2 h4e y3b0 ff2 fsc fc0 sc0 ls0 ws0">N/E</div><div class="t m0 x39 h4e y56e ff2 fsc fc0 sc0 ls0 ws0">L </div></div><div class="c xd9 y6d9 wc6 ha6"><div class="t m0 x2 h4e y3b0 ff2 fsc fc0 sc0 ls0 ws0">N/E</div><div class="t m0 x39 h4e y56e ff2 fsc fc0 sc0 ls0 ws0">L </div></div><div class="c xac y6d9 wb9 ha6"><div class="t m0 x2 h4e y3b0 ff2 fsc fc0 sc0 ls0 ws0">N/E</div><div class="t m0 x39 h4e y56e ff2 fsc fc0 sc0 ls0 ws0">L </div></div><div class="c xcf y6d9 wc7 ha6"><div class="t m0 xf h4e y56c ff2 fsc fc0 sc0 ls0 ws0">  </div></div><div class="c xdf y6d9 wc8 ha6"><div class="t m0 x27 h4e y56c ff2 fsc fc0 sc0 ls0 ws0">  </div></div><div class="c xe0 y6d9 wc9 ha6"><div class="t m0 x27 h4e y56c ff2 fsc fc0 sc0 ls0 ws0">  </div></div><div class="c xe1 y6d9 wa2 ha6"><div class="t m0 x27 h4e y56c ff2 fsc fc0 sc0 ls0 ws0">  </div></div><div class="c xe2 y6d9 wa2 ha6"><div class="t m0 x27 h4e y56c ff2 fsc fc0 sc0 ls0 ws0">  </div></div><div class="c xe3 y6d9 wca ha6"><div class="t m0 x10 h4e y56c ff2 fsc fc0 sc0 ls0 ws0">  </div></div><div class="c xe4 y6d9 wcb ha6"><div class="t m0 x76 h4e y56c ff2 fsc fc0 sc0 ls0 ws0">  </div></div><div class="c xe5 y6d9 wc1 ha6"><div class="t m0 x77 h4e y56c ff2 fsc fc0 sc0 ls0 ws0">58,80% </div></div><div class="c xe6 y6d9 wb5 ha6"><div class="t m0 xf h4e y6ce ff2 fsc fc0 sc0 ls0 ws0">  </div></div><div class="c xe7 y6d9 w7a ha6"><div class="t m0 xf h4e y6ce ff2 fsc fc0 sc0 ls0 ws0">  </div></div><div class="c x2c y6db waf ha4"><div class="t m0 x59 h4e y6cd ff1 fsc fc0 sc0 ls0 ws0">Budowa no<span class="_ _0"></span>wych bud<span class="_ _0"></span>ynków<span class="ff2"> </span></div></div><div class="c xcd y6db w9f ha4"><div class="t m0 xf h4e y6dc ff2 fsc fc0 sc0 ls0 ws0">CCM7.1_<span class="_ _0"></span>C</div><div class="t m0 xf h4e y6cd ff2 fsc fc0 sc0 ls0 ws0">CA7.1_CE</div><div class="t m0 xf h4e y6ce ff2 fsc fc0 sc0 ls0 ws0">3.1 </div></div><div class="c xd4 y6db wb7 ha4"><div class="t m0 x14 h4e y6cd ff2 fsc fc0 sc0 ls0 ws0">1 026,15959 </div></div><div class="c xd5 y6db wb8 ha4"><div class="t m0 x2 h4e y6cd ff2 fsc fc0 sc0 ls0 ws0">32,80% </div></div><div class="c xce y6db wb9 ha4"><div class="t m0 x8a h4e y6dd ff2 fsc fc0 sc0 ls0 ws0">32,8</div><div class="t m0 x1e h4e y6d7 ff2 fsc fc0 sc0 ls2c ws0">0%<span class="ls0"> </span></div></div><div class="c xd6 y6db wc5 ha4"><div class="t m0 x8a h4e y6dd ff2 fsc fc0 sc0 ls0 ws0">0,00</div><div class="t m0 x27 h4e y6d7 ff2 fsc fc0 sc0 ls0 ws0">% </div></div><div class="c xd7 y6db wb9 ha4"><div class="t m0 x2 h4e y6dd ff2 fsc fc0 sc0 ls0 ws0">N/E</div><div class="t m0 x39 h4e y6d7 ff2 fsc fc0 sc0 ls0 ws0">L </div></div><div class="c xd8 y6db wb9 ha4"><div class="t m0 x8a h4e y6dd ff2 fsc fc0 sc0 ls0 ws0">0,00</div><div class="t m0 x27 h4e y6d7 ff2 fsc fc0 sc0 ls0 ws0">% </div></div><div class="c xd9 y6db wc6 ha4"><div class="t m0 x2 h4e y6dd ff2 fsc fc0 sc0 ls0 ws0">N/E</div><div class="t m0 x39 h4e y6d7 ff2 fsc fc0 sc0 ls0 ws0">L </div></div><div class="c xac y6db wb9 ha4"><div class="t m0 x2 h4e y6dd ff2 fsc fc0 sc0 ls0 ws0">N/E</div><div class="t m0 x39 h4e y6d7 ff2 fsc fc0 sc0 ls0 ws0">L </div></div><div class="c xcf y6db wc7 ha4"><div class="t m0 xf h4e y6cd ff2 fsc fc0 sc0 ls0 ws0">  </div></div><div class="c xdf y6db wc8 ha4"><div class="t m0 x27 h4e y6cd ff2 fsc fc0 sc0 ls0 ws0">  </div></div><div class="c xe0 y6db wc9 ha4"><div class="t m0 x27 h4e y6cd ff2 fsc fc0 sc0 ls0 ws0">  </div></div><div class="c xe1 y6db wa2 ha4"><div class="t m0 x27 h4e y6cd ff2 fsc fc0 sc0 ls0 ws0">  </div></div><div class="c xe2 y6db wa2 ha4"><div class="t m0 x27 h4e y6cd ff2 fsc fc0 sc0 ls0 ws0">  </div></div><div class="c xe3 y6db wca ha4"><div class="t m0 x10 h4e y6cd ff2 fsc fc0 sc0 ls0 ws0">  </div></div><div class="c xe4 y6db wcb ha4"><div class="t m0 x76 h4e y6cd ff2 fsc fc0 sc0 ls0 ws0">  </div></div><div class="c xe5 y6db wc1 ha4"><div class="t m0 x77 h4e y6cd ff2 fsc fc0 sc0 ls0 ws0">38,34% </div></div><div class="c xe6 y6db wb5 ha4"><div class="t m0 xf h4e y6ce ff2 fsc fc0 sc0 ls0 ws0">  </div></div><div class="c xe7 y6db w7a ha4"><div class="t m0 xf h4e y6ce ff2 fsc fc0 sc0 ls0 ws0">  </div></div><div class="c x2c y6de waf ha3"><div class="t m0 x59 h4e y6df ff2 fsc fc0 sc0 ls0 ws0">Nabywanie <span class="_ _0"></span>i <span class="ff1">prawo wła<span class="_ _0"></span>sności bud<span class="_ _0"></span>ynków<span class="ff2"> </span></span></div></div><div class="c xcd y6de w9f ha3"><div class="t m0 xf h4e y6e0 ff2 fsc fc0 sc0 ls0 ws0">CCM7.7_<span class="_ _0"></span>C</div><div class="t m0 xf h4e y6ce ff2 fsc fc0 sc0 ls0 ws0">CA7.7 </div></div><div class="c xd4 y6de wb7 ha3"><div class="t m0 x77 h4e y6df ff2 fsc fc0 sc0 ls0 ws0">27,21220 </div></div><div class="c xd5 y6de wb8 ha3"><div class="t m0 x7a h4e y6df ff2 fsc fc0 sc0 ls0 ws0">0,87% </div></div><div class="c xce y6de wb9 ha3"><div class="t m0 x8a h4e y6e0 ff2 fsc fc0 sc0 ls0 ws0">0,87</div><div class="t m0 x27 h4e y6ce ff2 fsc fc0 sc0 ls0 ws0">% </div></div><div class="c xd6 y6de wc5 ha3"><div class="t m0 x8a h4e y6e0 ff2 fsc fc0 sc0 ls0 ws0">0,00</div><div class="t m0 x27 h4e y6ce ff2 fsc fc0 sc0 ls0 ws0">% </div></div><div class="c xd7 y6de wb9 ha3"><div class="t m0 x2 h4e y6e0 ff2 fsc fc0 sc0 ls0 ws0">N/E</div><div class="t m0 x39 h4e y6ce ff2 fsc fc0 sc0 ls0 ws0">L </div></div><div class="c xd8 y6de wb9 ha3"><div class="t m0 x2 h4e y6e0 ff2 fsc fc0 sc0 ls0 ws0">N/E</div><div class="t m0 x39 h4e y6ce ff2 fsc fc0 sc0 ls0 ws0">L </div></div><div class="c xd9 y6de wc6 ha3"><div class="t m0 x2 h4e y6e0 ff2 fsc fc0 sc0 ls0 ws0">N/E</div><div class="t m0 x39 h4e y6ce ff2 fsc fc0 sc0 ls0 ws0">L </div></div><div class="c xac y6de wb9 ha3"><div class="t m0 x2 h4e y6e0 ff2 fsc fc0 sc0 ls0 ws0">N/E</div><div class="t m0 x39 h4e y6ce ff2 fsc fc0 sc0 ls0 ws0">L </div></div><div class="c xcf y6de wc7 ha3"><div class="t m0 xf h4e y6df ff2 fsc fc0 sc0 ls0 ws0">  </div></div><div class="c xdf y6de wc8 ha3"><div class="t m0 x27 h4e y6df ff2 fsc fc0 sc0 ls0 ws0">  </div></div><div class="c xe0 y6de wc9 ha3"><div class="t m0 x27 h4e y6df ff2 fsc fc0 sc0 ls0 ws0">  </div></div><div class="c xe1 y6de wa2 ha3"><div class="t m0 x27 h4e y6df ff2 fsc fc0 sc0 ls0 ws0">  </div></div><div class="c xe2 y6de wa2 ha3"><div class="t m0 x27 h4e y6df ff2 fsc fc0 sc0 ls0 ws0">  </div></div><div class="c xe3 y6de wca ha3"><div class="t m0 x10 h4e y6df ff2 fsc fc0 sc0 ls0 ws0">  </div></div><div class="c xe4 y6de wcb ha3"><div class="t m0 x76 h4e y6df ff2 fsc fc0 sc0 ls0 ws0">  </div></div><div class="c xe5 y6de wc1 ha3"><div class="t m0 xbf h4e y6df ff2 fsc fc0 sc0 ls0 ws0">1,06% </div></div><div class="c xe6 y6de wb5 ha3"><div class="t m0 xf h4e y6ce ff2 fsc fc0 sc0 ls0 ws0">  </div></div><div class="c xe7 y6de w7a ha3"><div class="t m0 xf h4e y6ce ff2 fsc fc0 sc0 ls0 ws0">  </div></div><div class="c x2c y463 waf ha7"><div class="t m0 x59 h70 y6e1 ff6 fsc fc0 sc0 ls0 ws0">Obrót z <span class="_ _0"></span>działalnośc<span class="_ _0"></span>i kwalifik<span class="_ _0"></span>ującej s<span class="_ _0"></span>ię </div><div class="t m0 x59 h70 y10e ff6 fsc fc0 sc0 ls0 ws0">do systematy<span class="_ _0"></span>ki, ale <span class="_ _0"></span>niezrów<span class="_ _0"></span>noważo<span class="_ _0"></span>nej </div><div class="t m0 x59 h70 y6cd ff6 fsc fc0 sc0 ls0 ws0">środowisk<span class="_ _0"></span>owo (nie<span class="_ _0"></span>zgodnej <span class="_ _0"></span>z </div><div class="t m0 x59 h70 y6ce ff6 fsc fc0 sc0 ls0 ws0">systematyk<span class="_ _0"></span>ą) (A.2)<span class="_ _0"></span><span class="ff3"> </span></div></div><div class="c xcd y463 w9f ha7"><div class="t m0 xf h70 y2bf ff3 fsc fc0 sc0 ls0 ws0">  </div></div><div class="c xd4 y463 wb7 ha7"><div class="t m0 x14 h70 y2bf ff3 fsc fc0 sc0 ls0 ws0">3 097,84930 </div></div><div class="c xd5 y463 wb8 ha7"><div class="t m0 x2 h70 y2bf ff3 fsc fc0 sc0 ls0 ws0">99,02% </div></div><div class="c xce y463 wb9 ha7"><div class="t m0 x42 h70 y10e ff3 fsc fc0 sc0 ls0 ws0">34,9</div><div class="t m0 x14 h70 y6cd ff3 fsc fc0 sc0 ls2c ws0">9%<span class="ls0"> </span></div></div><div class="c xd6 y463 wba ha7"><div class="t m0 x2 h70 y10e ff3 fsc fc0 sc0 ls0 ws0">64,0</div><div class="t m0 x39 h70 y6cd ff3 fsc fc0 sc0 ls2c ws0">3%<span class="ls0"> </span></div></div><div class="c xd7 y463 wbb ha7"><div class="t m0 x2 h70 y10e ff3 fsc fc0 sc0 ls0 ws0">0,00</div><div class="t m0 x2c h70 y6cd ff3 fsc fc0 sc0 ls0 ws0">% </div></div><div class="c xd8 y463 wbb ha7"><div class="t m0 x2 h70 y10e ff3 fsc fc0 sc0 ls0 ws0">0,00</div><div class="t m0 x2c h70 y6cd ff3 fsc fc0 sc0 ls0 ws0">% </div></div><div class="c xd9 y463 wbc ha7"><div class="t m0 x2 h70 y10e ff3 fsc fc0 sc0 ls0 ws0">0,00</div><div class="t m0 x77 h70 y6cd ff3 fsc fc0 sc0 ls0 ws0">% </div></div><div class="c xac y463 wbb ha7"><div class="t m0 x2 h70 y10e ff3 fsc fc0 sc0 ls0 ws0">0,00</div><div class="t m0 x2c h70 y6cd ff3 fsc fc0 sc0 ls0 ws0">% </div></div><div class="c xcf y463 wc7 ha7"><div class="t m0 xf h70 y2bf ff3 fsc fc0 sc0 ls0 ws0">  </div></div><div class="c xdf y463 wc8 ha7"><div class="t m0 x27 h70 y2bf ff3 fsc fc0 sc0 ls0 ws0">  </div></div><div class="c xe0 y463 wc9 ha7"><div class="t m0 x27 h70 y2bf ff3 fsc fc0 sc0 ls0 ws0">  </div></div><div class="c xe1 y463 wa2 ha7"><div class="t m0 x27 h70 y2bf ff3 fsc fc0 sc0 ls0 ws0">  </div></div><div class="c xe2 y463 wa2 ha7"><div class="t m0 x27 h70 y2bf ff3 fsc fc0 sc0 ls0 ws0">  </div></div><div class="c xe3 y463 wca ha7"><div class="t m0 x10 h70 y2bf ff3 fsc fc0 sc0 ls0 ws0">  </div></div><div class="c xe4 y463 wcb ha7"><div class="t m0 x76 h70 y2bf ff3 fsc fc0 sc0 ls0 ws0">  </div></div><div class="c xe5 y463 wcc ha7"><div class="t m0 x2c h70 y2bf ff3 fsc fc0 sc0 ls0 ws0">98,31% </div></div><div class="c xe6 y463 wb5 ha7"><div class="t m0 xf h70 y6ce ff3 fsc fc0 sc0 ls0 ws0">  </div></div><div class="c xe7 y463 w7a ha7"><div class="t m0 xf h70 y6ce ff3 fsc fc0 sc0 ls0 ws0">  </div></div><div class="c x2c y6e2 waf ha5"><div class="t m0 x59 h70 y6d7 ff3 fsc fc0 sc0 ls0 ws0">Razem (A<span class="_ _0"></span>.1.+A.2.)<span class="_ _0"></span> </div></div><div class="c xcd y6e2 w9f ha5"><div class="t m0 xf h70 y6d7 ff3 fsc fc0 sc0 ls0 ws0">  </div></div><div class="c xd4 y6e2 wb7 ha5"><div class="t m0 x14 h70 y6d7 ff3 fsc fc0 sc0 ls0 ws0">3 097,84930 </div></div><div class="c xd5 y6e2 wb8 ha5"><div class="t m0 x2 h70 y6d7 ff3 fsc fc0 sc0 ls0 ws0">99,02% </div></div><div class="c xce y6e2 wbb ha5"><div class="t m0 x42 h70 y6cd ff3 fsc fc0 sc0 ls0 ws0">34,9</div><div class="t m0 x14 h70 y6ce ff3 fsc fc0 sc0 ls2c ws0">9%<span class="ls0"> </span></div></div><div class="c xd6 y6e2 wbb ha5"><div class="t m0 x42 h70 y6cd ff3 fsc fc0 sc0 ls0 ws0">64,0</div><div class="t m0 x14 h70 y6ce ff3 fsc fc0 sc0 ls2c ws0">3%<span class="ls0"> </span></div></div><div class="c xd7 y6e2 wbb ha5"><div class="t m0 x42 h70 y6cd ff3 fsc fc0 sc0 ls0 ws0">0,00</div><div class="t m0 x2c h70 y6ce ff3 fsc fc0 sc0 ls0 ws0">% </div></div><div class="c xd8 y6e2 wbb ha5"><div class="t m0 x42 h70 y6cd ff3 fsc fc0 sc0 ls0 ws0">0,00</div><div class="t m0 x2c h70 y6ce ff3 fsc fc0 sc0 ls0 ws0">% </div></div><div class="c xd9 y6e2 wbc ha5"><div class="t m0 x42 h70 y6cd ff3 fsc fc0 sc0 ls0 ws0">0,00</div><div class="t m0 x2c h70 y6ce ff3 fsc fc0 sc0 ls0 ws0">% </div></div><div class="c xac y6e2 wb9 ha5"><div class="t m0 x42 h70 y6cd ff3 fsc fc0 sc0 ls0 ws0">0,00</div><div class="t m0 x2c h70 y6ce ff3 fsc fc0 sc0 ls0 ws0">% </div></div><div class="c xcf y6e2 wc7 ha5"><div class="t m0 xf h70 y6ce ff3 fsc fc0 sc0 ls0 ws0">  </div></div><div class="c xdf y6e2 wc8 ha5"><div class="t m0 xf h70 y6ce ff3 fsc fc0 sc0 ls0 ws0">  </div></div><div class="c xe0 y6e2 wc9 ha5"><div class="t m0 xf h70 y6ce ff3 fsc fc0 sc0 ls0 ws0">  </div></div><div class="c xe1 y6e2 wa2 ha5"><div class="t m0 xf h70 y6ce ff3 fsc fc0 sc0 ls0 ws0">  </div></div><div class="c xe2 y6e2 wa2 ha5"><div class="t m0 xf h70 y6ce ff3 fsc fc0 sc0 ls0 ws0">  </div></div><div class="c xe3 y6e2 wca ha5"><div class="t m0 xf h70 y6ce ff3 fsc fc0 sc0 ls0 ws0">  </div></div><div class="c xe4 y6e2 wcb ha5"><div class="t m0 xf h70 y6ce ff3 fsc fc0 sc0 ls0 ws0">  </div></div><div class="c xe5 y6e2 wcc ha5"><div class="t m0 x2c h70 y6d7 ff3 fsc fc0 sc0 ls0 ws0">98,31% </div></div><div class="c xe6 y6e2 wb5 ha5"><div class="t m0 xf h70 y6ce ff3 fsc fc0 sc0 ls0 ws0">  </div></div><div class="c xe7 y6e2 w7a ha5"><div class="t m0 xf h70 y6ce ff3 fsc fc0 sc0 ls0 ws0">  </div></div><div class="c x2c y6e3 wcd h64"><div class="t m0 x59 h70 y4ab ff6 fsc fc0 sc0 ls0 ws0">B. DZIAŁ<span class="_ _0"></span>ALNOŚĆ <span class="_ _0"></span>NIEKWAL<span class="_ _0"></span>IFIKUJĄC<span class="_ _0"></span>A SIĘ DO <span class="_ _0"></span>SYSTEM<span class="_ _0"></span>ATYKI<span class="ff3"> </span></div></div><div class="c xce y6e3 wce h64"><div class="t m0 xf h70 y0 ff3 fsc fc0 sc0 ls0 ws0"> </div></div><div class="c xe8 y6e3 wcf h64"><div class="t m0 xf h9e y0 ff5 fsc fc0 sc0 ls0 ws0"> </div></div><div class="c xe9 y6e3 wd0 h64"><div class="t m0 xf h9e y0 ff5 fsc fc0 sc0 ls0 ws0"> </div></div><div class="c xea y6e3 wd0 h64"><div class="t m0 xf h9e y0 ff5 fsc fc0 sc0 ls0 ws0"> </div></div><div class="c x91 y6e3 wd1 h64"><div class="t m0 xf h9e y0 ff5 fsc fc0 sc0 ls0 ws0"> </div></div><div class="c xeb y6e3 wd2 h64"><div class="t m0 xf h9e y0 ff5 fsc fc0 sc0 ls0 ws0"> </div></div><div class="c xcf y6e3 wd3 h64"><div class="t m0 xf h9e y0 ff5 fsc fc0 sc0 ls0 ws0"> </div></div><div class="c xec y6e3 wd4 h64"><div class="t m0 xf h9e y0 ff5 fsc fc0 sc0 ls0 ws0"> </div></div><div class="c xed y6e3 wd5 h64"><div class="t m0 xf h9e y0 ff5 fsc fc0 sc0 ls0 ws0"> </div></div><div class="c xee y6e3 wd5 h64"><div class="t m0 xf h9e y0 ff5 fsc fc0 sc0 ls0 ws0"> </div></div><div class="c xef y6e3 wd4 h64"><div class="t m0 xf h9e y0 ff5 fsc fc0 sc0 ls0 ws0"> </div></div><div class="c xf0 y6e3 wd6 h64"><div class="t m0 xf h9e y0 ff5 fsc fc0 sc0 ls0 ws0"> </div></div><div class="c xd0 y6e3 wb3 h64"><div class="t m0 xf h9e y0 ff5 fsc fc0 sc0 ls0 ws0"> </div></div><div class="c xd1 y6e3 wb4 h64"><div class="t m0 xf h9e y0 ff5 fsc fc0 sc0 ls0 ws0"> </div></div><div class="c xd2 y6e3 wb5 h64"><div class="t m0 xf h9e y0 ff5 fsc fc0 sc0 ls0 ws0"> </div></div><div class="c xd3 y6e3 w9c h64"><div class="t m0 xf h9e y0 ff5 fsc fc0 sc0 ls0 ws0"> </div></div><div class="c x2c y6e4 waf ha5"><div class="t m0 x59 h70 y6e5 ff6 fsc fc0 sc0 ls0 ws0">Obrót z <span class="_ _0"></span>działalnośc<span class="_ _0"></span>i niekwal<span class="_ _0"></span>ifikującej<span class="_ _0"></span> </div><div class="t m0 x59 h70 y6ce ff6 fsc fc0 sc0 ls0 ws0">się do syste<span class="_ _0"></span>matyki<span class="_ _0"></span> (B)<span class="ff3"> </span></div></div><div class="c xcd y6e4 w9f ha5"><div class="t m0 xf h70 y6d7 ff3 fsc fc0 sc0 ls0 ws0">  </div></div><div class="c xd4 y6e4 wb7 ha5"><div class="t m0 x77 h70 y6d7 ff3 fsc fc0 sc0 ls0 ws0">30,52500 </div></div><div class="c xd5 y6e4 w68 ha5"><div class="t m0 x7a h70 y6d7 ff3 fsc fc0 sc0 ls0 ws0">0,98% </div></div><div class="c xce y6e4 wce ha5"><div class="t m0 x1e h70 y0 ff3 fsc fc0 sc0 ls0 ws0"> </div></div><div class="c xe8 y6e4 wcf ha5"><div class="t m0 xf h9e y0 ff5 fsc fc0 sc0 ls0 ws0"> </div></div><div class="c xe9 y6e4 wd0 ha5"><div class="t m0 xf h9e y0 ff5 fsc fc0 sc0 ls0 ws0"> </div></div><div class="c xea y6e4 wd0 ha5"><div class="t m0 xf h9e y0 ff5 fsc fc0 sc0 ls0 ws0"> </div></div><div class="c x91 y6e4 wd1 ha5"><div class="t m0 xf h9e y0 ff5 fsc fc0 sc0 ls0 ws0"> </div></div><div class="c xeb y6e4 wd2 ha5"><div class="t m0 xf h9e y0 ff5 fsc fc0 sc0 ls0 ws0"> </div></div><div class="c xcf y6e4 wd3 ha5"><div class="t m0 xf h9e y0 ff5 fsc fc0 sc0 ls0 ws0"> </div></div><div class="c xec y6e4 wd4 ha5"><div class="t m0 xf h9e y0 ff5 fsc fc0 sc0 ls0 ws0"> </div></div><div class="c xed y6e4 wd5 ha5"><div class="t m0 xf h9e y0 ff5 fsc fc0 sc0 ls0 ws0"> </div></div><div class="c xee y6e4 wd5 ha5"><div class="t m0 xf h9e y0 ff5 fsc fc0 sc0 ls0 ws0"> </div></div><div class="c xef y6e4 wd4 ha5"><div class="t m0 xf h9e y0 ff5 fsc fc0 sc0 ls0 ws0"> </div></div><div class="c xf0 y6e4 wd6 ha5"><div class="t m0 xf h9e y0 ff5 fsc fc0 sc0 ls0 ws0"> </div></div><div class="c xd0 y6e4 wb3 ha5"><div class="t m0 xf h9e y0 ff5 fsc fc0 sc0 ls0 ws0"> </div></div><div class="c xd1 y6e4 wb4 ha5"><div class="t m0 xf h9e y0 ff5 fsc fc0 sc0 ls0 ws0"> </div></div><div class="c xd2 y6e4 wb5 ha5"><div class="t m0 xf h9e y0 ff5 fsc fc0 sc0 ls0 ws0"> </div></div><div class="c xd3 y6e4 w9c ha5"><div class="t m0 xf h9e y0 ff5 fsc fc0 sc0 ls0 ws0"> </div></div><div class="c x2c y6e6 waf h61"><div class="t m0 x59 h70 y6e7 ff3 fsc fc0 sc0 ls0 ws0">Razem (A<span class="_ _0"></span>+B) </div></div><div class="c xcd y6e6 w9f h61"><div class="t m0 xf h70 y6e7 ff3 fsc fc0 sc0 ls0 ws0">  </div></div><div class="c xd4 y6e6 wb7 h61"><div class="t m0 x14 h70 y6e7 ff3 fsc fc0 sc0 ls0 ws0">3 128,37430 </div></div><div class="c xd5 y6e6 w68 h61"><div class="t m0 x2 h70 y6e7 ff3 fsc fc0 sc0 ls0 ws0">100,0% </div></div><div class="c xce y6e6 wce h61"><div class="t m0 x1e h70 y0 ff3 fsc fc0 sc0 ls0 ws0"> </div></div><div class="c xe8 y6e6 wcf h61"><div class="t m0 xf h9e y0 ff5 fsc fc0 sc0 ls0 ws0"> </div></div><div class="c xe9 y6e6 wd0 h61"><div class="t m0 xf h9e y0 ff5 fsc fc0 sc0 ls0 ws0"> </div></div><div class="c xea y6e6 wd0 h61"><div class="t m0 xf h9e y0 ff5 fsc fc0 sc0 ls0 ws0"> </div></div><div class="c x91 y6e6 wd1 h61"><div class="t m0 xf h9e y0 ff5 fsc fc0 sc0 ls0 ws0"> </div></div><div class="c xeb y6e6 wd2 h61"><div class="t m0 xf h9e y0 ff5 fsc fc0 sc0 ls0 ws0"> </div></div><div class="c xcf y6e6 wd3 h61"><div class="t m0 xf h9e y0 ff5 fsc fc0 sc0 ls0 ws0"> </div></div><div class="c xec y6e6 wd4 h61"><div class="t m0 xf h9e y0 ff5 fsc fc0 sc0 ls0 ws0"> </div></div><div class="c xed y6e6 wd5 h61"><div class="t m0 xf h9e y0 ff5 fsc fc0 sc0 ls0 ws0"> </div></div><div class="c xee y6e6 wd5 h61"><div class="t m0 xf h9e y0 ff5 fsc fc0 sc0 ls0 ws0"> </div></div><div class="c xef y6e6 wd4 h61"><div class="t m0 xf h9e y0 ff5 fsc fc0 sc0 ls0 ws0"> </div></div><div class="c xf0 y6e6 wd6 h61"><div class="t m0 xf h9e y0 ff5 fsc fc0 sc0 ls0 ws0"> </div></div><div class="c xd0 y6e6 wb3 h61"><div class="t m0 xf h9e y0 ff5 fsc fc0 sc0 ls0 ws0"> </div></div><div class="c xd1 y6e6 wb4 h61"><div class="t m0 xf h9e y0 ff5 fsc fc0 sc0 ls0 ws0"> </div></div><div class="c xd2 y6e6 wb5 h61"><div class="t m0 xf h9e y0 ff5 fsc fc0 sc0 ls0 ws0"> </div></div><div class="c xd3 y6e6 w9c h61"><div class="t m0 xf h9e y0 ff5 fsc fc0 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf37" class="pf w12 h25" ><div class="pc pc37 w12 h25"><img class="bi xf1 y0 wd7 h26" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w14 h25"><div class="t m0 x4 h2 y22b ff1 fs0 fc0 sc0 ls0 ws0">Sprawozdanie nt. informacji niefinansowych GK MIRBUD za 2025<span class="_ _1"></span> rok<span class="ff2"> </span></div><div class="t m0 x4 h2 y22c ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hd y22d ff4 fs3 fc0 sc0 ls31 ws0">55<span class="ff5 fs8 ls0"> </span></div><div class="t m0 x4 h6c y6e8 ff5 fs8 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h6 y6e9 ff1 fs3 fc0 sc0 ls0 ws0">Grupa <span class="_ _2"></span>MIRBU<span class="_ _1"></span>D <span class="_ _2"></span>uzyskała<span class="_ _1"></span> <span class="_ _2"></span>w <span class="_ _0"></span>202<span class="ff2">5 <span class="_ _2"></span>r. <span class="_ _2"></span>3 <span class="_ _1"></span>128,4 <span class="_ _2"></span><span class="ff1">ml<span class="_ _1"></span>n <span class="_ _2"></span>zł <span class="_ _2"></span>prz<span class="_ _1"></span>ychodów<span class="_ _1"></span>. <span class="_ _2"></span>Niemal <span class="_ _0"></span>całość <span class="_ _2"></span>tej <span class="_ _0"></span>kwoty <span class="_ _2"></span>(3<span class="ff2"> 097,8<span class="_ _1"></span> <span class="_ _2"></span><span class="ff1">mln <span class="_ _2"></span>z<span class="_ _1"></span>ł) <span class="_ _2"></span>dotyc<span class="_ _1"></span>zyła <span class="_ _2"></span>działalnoś<span class="_ _1"></span>ci <span class="_ _2"></span>kwalifikując<span class="_ _1"></span>ych <span class="_ _2"></span>się <span class="_ _2"></span>d<span class="_ _1"></span>o <span class="_ _2"></span>systematyki,<span class="_ _1"></span> </span></span></span></span></div><div class="t m0 x4 h13 y6ea ff2 fs3 fc0 sc0 ls0 ws0">w <span class="ff1">tym (działalności wy<span class="_ _1"></span>mienione są w kolejnoś<span class="_ _1"></span>ci od mającyc<span class="_ _1"></span>h największy udział w obrotach sp<span class="_ _1"></span>ółki):<span class="_ _8"></span><span class="ff3"> </span></span></div><div class="t m0 x4 h6 y6eb ff9 fs3 fc0 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _33"> </span><span class="ff1">Obrót związa<span class="_ _1"></span>ny z 6.15. Infrastr<span class="_ _1"></span>uktura wspomagająca t<span class="_ _1"></span>ransport drogowy i transp<span class="_ _1"></span>ort publiczny wyn<span class="_ _1"></span>iósł <span class="_ _1"></span></span>2 003,1<span class="_ _1"></span>2 <span class="ff1">mln zł (</span>64,03<span class="ff1">% c<span class="_ _1"></span>ałkowitego o<span class="_ _1"></span>brotu)</span> </span></div><div class="t m0 x4 h6 y6ec ff9 fs3 fc0 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _33"> </span><span class="ff1">Obrót związa<span class="_ _1"></span>ny z 7.1. Budowa no<span class="_ _1"></span>wych budynków wy<span class="_ _1"></span>niósł <span class="_ _1"></span></span>1 026,16 <span class="_ _1"></span><span class="ff1">mln zł (3</span>2,8<span class="ff1">% c<span class="_ _1"></span>ałkowitego obrotu)<span class="_ _1"></span></span> </span></div><div class="t m0 x4 h6 y6ed ff9 fs3 fc0 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _33"> </span><span class="ff1">Obrót związa<span class="_ _1"></span>ny z 6.14. Infrastr<span class="_ _1"></span>uktura na potrzeby tran<span class="_ _1"></span>sportu kolejowego wyn<span class="_ _1"></span>iósł 35,29 mln zł (1,13<span class="_ _1"></span>% całkowitego obrotu)<span class="_ _b"></span></span> </span></div><div class="t m0 x4 h6 y6ee ff9 fs3 fc0 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _33"> </span><span class="ff1">Obrót związa<span class="_ _1"></span>ny z 7.7. Naby<span class="_ _1"></span>wanie i prawo własnośc<span class="_ _1"></span>i wyniósł <span class="_ _1"></span></span>27,21 <span class="ff1">mln z<span class="_ _1"></span>ł (</span>0,87<span class="ff1">% całkow<span class="_ _1"></span>itego obrotu)<span class="_ _1"></span></span> </span></div><div class="t m0 x4 h6 y6ef ff9 fs3 fc0 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _33"> </span><span class="ff1">Obrót związa<span class="_ _1"></span>ny z 6.5. Trans<span class="_ _1"></span>port motocyklami, sam<span class="_ _1"></span>ochodami osobowym<span class="_ _1"></span>i i<span class="_ _1"></span></span> <span class="ff1">lekkimi <span class="_ _1"></span>pojazdami użytkowymi wyn<span class="_ _1"></span>iósł <span class="_ _1"></span></span><span class="ls1">5,40</span> <span class="ff1">mln zł (0,1<span class="_ _1"></span></span>7<span class="ff1">% całk<span class="_ _1"></span>owitego obrotu)</span> </span></div><div class="t m0 x4 h6 y6f0 ff9 fs3 fc0 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _33"> </span><span class="ff1">Obrót związa<span class="_ _1"></span>ny z 6.2. Trans<span class="_ _1"></span>port kolejowy towarów wy<span class="_ _1"></span>niósł 0,67 mln z<span class="_ _1"></span>ł (0,02% całkowitego o<span class="_ _1"></span>brotu)<span class="_ _1"></span></span> </span></div><div class="t m0 x4 h6 y6f1 ff1 fs3 fc0 sc0 ls0 ws0">W <span class="_ _9"></span>przypadku <span class="_ _9"></span>wszystkich <span class="_ _9"> </span>rodzaj<span class="_ _1"></span>ów <span class="_ _9"></span>działalności <span class="_ _9"></span>potwierdzono <span class="_ _9"></span>kwa<span class="_ _1"></span>lifikowalność <span class="_ _9"> </span>do <span class="_ _9"></span>systematyk<span class="_ _1"></span>i, <span class="_ _9"></span>ale <span class="_ _9"></span>nie <span class="_ _9"></span>potwierdzono <span class="_ _9"></span>spe<span class="_ _1"></span>łnienia <span class="_ _9"></span>od<span class="_ _8"></span><span class="ff2">po<span class="_ _1"></span>wiednich <span class="_ _9"></span>techniczny<span class="_ _1"></span>ch </span></div><div class="t m0 x4 h6 y6f2 ff1 fs3 fc0 sc0 ls0 ws0">kryteriów kwalifikacji, a z<span class="_ _1"></span>atem uznano obrót z<span class="_ _1"></span>wiązany z ty<span class="_ _1"></span>mi rodzajami działalnoś<span class="_ _1"></span>ci za kwalifikujący się, a<span class="_ _b"></span>le niezgodny z sys<span class="_ _1"></span>tematyką.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x4 h6 y6f3 ff1 fs3 fc0 sc0 ls0 ws0">Udział <span class="_ _9"> </span>obrot<span class="_ _1"></span>u <span class="_ _9"> </span>z <span class="_ _a"> </span>działalności <span class="_ _a"> </span>zrównoważonej <span class="_ _a"> </span>środowiskowo <span class="_ _a"> </span>(zgodnej <span class="_ _9"></span>z<span class="_ _1"></span><span class="ff2"> </span>s<span class="_ _1"></span>ystematyką) <span class="_ _a"> </span>w <span class="_ _9"> </span>c<span class="_ _1"></span>ałości <span class="_ _9"></span>obrotu <span class="_ _a"> </span>wyniósł <span class="_ _9"></span>w <span class="_ _a"> </span>202<span class="ff2">5 <span class="_ _a"> </span></span>r. <span class="_ _9"> </span>0%<span class="_ _1"></span>, <span class="_ _9"> </span>a <span class="_ _a"> </span>udział <span class="_ _a"> </span>obrotu <span class="_ _9"></span>z<span class="_ _1"></span><span class="ff2"> </span>działalności </div><div class="t m0 x4 h6 y6f4 ff1 fs3 fc0 sc0 ls0 ws0">kwalifikującej się do systematyki, ale <span class="_ _0"></span>niezgodnej z nią 9<span class="ff2 ls1">9,02</span>%. Łącz<span class="_ _1"></span>nie udział obrotu z <span class="_ _0"></span>działalności kwalifikującej się do <span class="_ _0"></span>systematyki wyniós<span class="_ _1"></span>ł 9<span class="ff2">9,02</span>%. Pozosta<span class="_ _1"></span>łe </div><div class="t m0 x4 h6 y6f5 ff2 fs3 fc0 sc0 ls1 ws0">0,98<span class="ff1 ls0">% <span class="_ _9"></span>obrotu <span class="_ _9"></span>przypada <span class="_ _9"></span>na <span class="_ _9"></span>przychody <span class="_ _9"></span>z <span class="_ _b"></span>dz<span class="_ _1"></span>iałalności <span class="_ _9"></span>niekwalifikującej<span class="_ _1"></span> <span class="_ _b"></span>się<span class="_ _1"></span> <span class="_ _b"></span>d<span class="_ _1"></span>o <span class="_ _b"></span>sy<span class="_ _1"></span>stematyki, <span class="_ _9"></span>czyli <span class="_ _b"></span>t<span class="_ _1"></span>akiej, <span class="_ _9"></span>dla <span class="_ _b"></span>k<span class="_ _1"></span>tórej <span class="_ _9"></span>regulator <span class="_ _9"></span>nie <span class="_ _9"></span>us<span class="_ _8"></span>talił <span class="_ _9"></span>Technicznych <span class="_ _9"></span>Kryteriów<span class="_ _1"></span> </span></div><div class="t m0 x4 h6 y6f6 ff2 fs3 fc0 sc0 ls0 ws0">Kwalifikacji w <span class="ff1">za<span class="_ _1"></span>łącznikach do aktów dele<span class="_ _1"></span>go</span>wany<span class="_ _1"></span>ch. </div><div class="t m0 x4 h6 y6f7 ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c xf2 y2ba wd8 ha8"><div class="t m0 xf h2 y6f8 ff2 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c xf3 y2ba wd9 ha8"><div class="t m0 xf h2 y6f8 ff1 fs0 fc0 sc0 ls0 ws0">Część obrotu/Całkowity obrót<span class="ff2"> </span></div></div><div class="c xf2 y6f9 wd8 ha9"><div class="t m0 xf h2 y321 ff2 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c xf3 y6f9 wda ha9"><div class="t m0 xf h2 y321 ff1 fs0 fc0 sc0 ls0 ws0">Zgodność z systematyką w podziale na </div><div class="t m0 xf h2 y6f8 ff2 fs0 fc0 sc0 ls0 ws0">cele </div></div><div class="c xf4 y6f9 wdb ha9"><div class="t m0 xf h2 y321 ff1 fs0 fc0 sc0 ls0 ws0">Kwalifikowanie się do systematyki w </div><div class="t m0 xf h2 y6f8 ff2 fs0 fc0 sc0 ls0 ws0">podziale na cele </div></div><div class="c xf2 y6fa wd8 ha8"><div class="t m0 xf h2 y6f8 ff2 fs0 fc0 sc0 ls32 ws0">CCM<span class="ls0"> </span></div></div><div class="c xf3 y6fa wda ha8"><div class="t m0 xf h2 y6f8 ff2 fs0 fc0 sc0 ls33 ws0">0%<span class="ls0"> </span></div></div><div class="c xf4 y6fa wdb ha8"><div class="t m0 xf h2 y6f8 ff2 fs0 fc0 sc0 ls0 ws0">34,99% </div></div><div class="c xf2 y6fb wd8 ha8"><div class="t m0 xf h2 y6f8 ff2 fs0 fc0 sc0 ls32 ws0">CCA<span class="ls0"> </span></div></div><div class="c xf3 y6fb wda ha8"><div class="t m0 xf h2 y6f8 ff2 fs0 fc0 sc0 ls33 ws0">0%<span class="ls0"> </span></div></div><div class="c xf4 y6fb wdb ha8"><div class="t m0 xf h2 y6f8 ff2 fs0 fc0 sc0 ls0 ws0">64,03% </div></div><div class="c xf2 y6fc wd8 haa"><div class="t m0 xf h2 y657 ff2 fs0 fc0 sc0 ls34 ws0">WTR<span class="ls0"> </span></div></div><div class="c xf3 y6fc wda haa"><div class="t m0 xf h2 y657 ff2 fs0 fc0 sc0 ls33 ws0">0%<span class="ls0"> </span></div></div><div class="c xf4 y6fc wdb haa"><div class="t m0 xf h2 y657 ff2 fs0 fc0 sc0 ls33 ws0">0%<span class="ls0"> </span></div></div><div class="c xf2 y6fd wd8 ha8"><div class="t m0 xf h2 y6f8 ff2 fs0 fc0 sc0 ls32 ws0">CE<span class="ls0"> </span></div></div><div class="c xf3 y6fd wda ha8"><div class="t m0 xf h2 y6f8 ff2 fs0 fc0 sc0 ls33 ws0">0%<span class="ls0"> </span></div></div><div class="c xf4 y6fd wdb ha8"><div class="t m0 xf h2 y6f8 ff2 fs0 fc0 sc0 ls33 ws0">0%<span class="ls0"> </span></div></div><div class="c xf2 y6fe wd8 ha8"><div class="t m0 xf h2 y6f8 ff2 fs0 fc0 sc0 ls10 ws0">PPC<span class="ls0"> </span></div></div><div class="c xf3 y6fe wda ha8"><div class="t m0 xf h2 y6f8 ff2 fs0 fc0 sc0 ls33 ws0">0%<span class="ls0"> </span></div></div><div class="c xf4 y6fe wdb ha8"><div class="t m0 xf h2 y6f8 ff2 fs0 fc0 sc0 ls33 ws0">0%<span class="ls0"> </span></div></div><div class="c xf2 y6ff wd8 ha8"><div class="t m0 xf h2 y6f8 ff2 fs0 fc0 sc0 ls0 ws0">BIO </div></div><div class="c xf3 y6ff wda ha8"><div class="t m0 xf h2 y6f8 ff2 fs0 fc0 sc0 ls33 ws0">0%<span class="ls0"> </span></div></div><div class="c xf4 y6ff wdb ha8"><div class="t m0 xf h2 y6f8 ff2 fs0 fc0 sc0 ls33 ws0">0%<span class="ls0"> </span></div></div><div class="c x0 y0 w14 h25"><div class="t m0 x4 h6c y79 ff5 fs8 fc0 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf38" class="pf w12 h25" ><div class="pc pc38 w12 h25"><img class="bi x76 y0 wdc h26" alt="" 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class="c x0 y0 w14 h25"><div class="t m0 x4 h2 y22b ff1 fs0 fc0 sc0 ls0 ws0">Sprawozdanie nt. informacji niefinansowych GK MIRBUD za 2025<span class="_ _1"></span> rok<span class="ff2"> </span></div><div class="t m0 x4 h2 y22c ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hd y22d ff4 fs3 fc0 sc0 ls31 ws0">56<span class="ff5 fs8 ls0"> </span></div><div class="t m0 x4 h8a y700 ff10 fsa fc2 sc0 ls0 ws0">Nakłady inwestycyjn<span class="_ _0"></span>e (CapEx)<span class="ffa"> </span></div></div><div class="c x2c y701 wdd ha5"><div class="t m0 x59 h4e y6d7 ff2 fsc fc0 sc0 ls0 ws0">Rok obroto<span class="_ _0"></span>wy 2025 </div></div><div class="c xf5 y701 wde ha5"><div class="t m0 x4 h4e y6d7 ff2 fsc fc0 sc0 ls0 ws0">Rok </div></div><div class="c xf6 y701 wdf ha5"><div class="t m0 x2f h4e y6d7 ff1 fsc fc0 sc0 ls0 ws0">Kryteria dot<span class="_ _0"></span>yczące is<span class="_ _0"></span>totnego wkła<span class="_ _0"></span>du<span class="ff2"> </span></div></div><div class="c xf7 y701 we0 ha5"><div class="t m0 x14 h4e y6cd ff1 fsc fc0 sc0 ls0 ws0">Kryteria dot<span class="_ _0"></span>yczące za<span class="_ _0"></span>sady DNS<span class="_ _0"></span>H<span class="ff2"> </span></div><div class="t m0 x29 h4e y6ce ff1 fsc fc0 sc0 ls0 ws0">(„nie czyń<span class="_ _0"></span> poważny<span class="_ _0"></span>ch szkód”)<span class="_ _0"></span><span class="ff2"> </span></div></div><div class="c x6d y701 we1 ha5"><div class="t m0 x1d h4e y476 ff2 fsc fc0 sc0 ls0 ws0"> </div></div><div class="c xf8 y701 we2 ha5"><div class="t m0 xf h9e y476 ff5 fsc fc0 sc0 ls0 ws0"> </div></div><div class="c xf9 y701 wb5 ha5"><div class="t m0 xf h9e y476 ff5 fsc fc0 sc0 ls0 ws0"> </div></div><div class="c xfa y701 w9c ha5"><div class="t m0 xf h9e y476 ff5 fsc fc0 sc0 ls0 ws0"> </div></div><div class="c x2c y702 wdd hab"><div class="t m0 x59 h4e y703 ff1 fsc fc0 sc0 ls0 ws0">Działalno<span class="_ _0"></span>ść gospodar<span class="_ _0"></span>cza<span class="ff2"> </span></div></div><div class="c xf5 y702 we3 hab"><div class="t m0 x8a h4e y703 ff2 fsc fc0 sc0 ls0 ws0">Kod lub kod<span class="_ _0"></span>y </div></div><div class="c xd4 y704 w9d hac"><div class="t m0 x39 h4e y705 ff1 fsc fc0 sc0 ls0 ws0">Nakłady </div><div class="t m0 xf h4e y706 ff2 fsc fc0 sc0 ls0 ws0">inwestycyjn</div><div class="t m0 x1e h4e y707 ff1 fsc fc0 sc0 ls0 ws0">e w ujęciu<span class="_ _0"></span> </div><div class="t m0 x2 h4e y708 ff1 fsc fc0 sc0 ls0 ws0">bezwzlędn</div><div class="t m0 x99 h4e y488 ff2 fsc fc0 sc0 ls35 ws0">ym<span class="ls0"> </span></div></div><div class="c x45 y704 we4 hac"><div class="t m0 x1d h4e y709 ff1 fsc fc0 sc0 ls0 ws0">Udział </div><div class="t m0 x42 h4e y70a ff2 fsc fc0 sc0 ls0 ws0">procento<span class="_ _0"></span>w</div><div class="t m0 x82 h4e y70b ff2 fsc fc0 sc0 ls3 ws0">y </div><div class="t m0 x1e h4e y70c ff1 fsc fc0 sc0 ls0 ws0">nakładów<span class="_ _0"></span> </div><div class="t m0 x42 h4e y284 ff2 fsc fc0 sc0 ls0 ws0">inwestycyj</div><div class="t m0 x77 h4e y476 ff2 fsc fc0 sc0 ls0 ws0">nych </div></div><div class="c xf6 y704 we5 hac"><div class="t m2 x1d h4e yd ff1 fsc fc0 sc0 ls0 ws0">Łagodzenie <span class="_ _0"></span>zmian </div><div class="t m2 x82 h4e y70d ff2 fsc fc0 sc0 ls0 ws0">klimatu</div><div class="t m2 x82 h4e y282 ff2 fsc fc0 sc0 ls0 ws0"> </div></div><div class="c xa0 y704 we6 hac"><div class="t m2 x1d h4e y0 ff2 fsc fc0 sc0 ls0 ws0">Adaptacja<span class="_ _0"></span> do zmian<span class="_ _0"></span> </div><div class="t m2 x70 h4e y70d ff2 fsc fc0 sc0 ls0 ws0">klimatu</div><div class="t m2 x70 h4e y282 ff2 fsc fc0 sc0 ls0 ws0"> </div></div><div class="c xcc y704 we7 hac"><div class="t m2 x24 h4e y70e ff2 fsc fc0 sc0 ls0 ws0">Zasoby wodne<span class="_ _0"></span> i </div><div class="t m2 x23 h4e y70f ff2 fsc fc0 sc0 ls0 ws0">morskie</div><div class="t m2 x23 h4e y710 ff2 fsc fc0 sc0 ls0 ws0"> </div></div><div class="c xfb y704 we7 hac"><div class="t m2 x24 h4e y10a ff2 fsc fc0 sc0 ls0 ws0">Gospodarka<span class="_ _0"></span> o </div><div class="t m2 x23 h4e y711 ff1 fsc fc0 sc0 ls0 ws0">obiegu zam<span class="_ _0"></span>kniętym</div><div class="t m2 x23 h4e y712 ff2 fsc fc0 sc0 ls0 ws0"> </div></div><div class="c xfc y704 we8 hac"><div class="t m2 x29 h4e y713 ff2 fsc fc0 sc0 ls0 ws0">Zanieczysz<span class="_ _0"></span>czenie</div><div class="t m2 x29 h4e y714 ff2 fsc fc0 sc0 ls0 ws0"> </div></div><div class="c xfd y704 we7 hac"><div class="t m2 x24 h4e y59d ff1 fsc fc0 sc0 ls0 ws0">Bioróżnorodno<span class="_ _0"></span>ść i </div><div class="t m2 x23 h4e y715 ff2 fsc fc0 sc0 ls0 ws0">ekosystem<span class="_ _0"></span>y</div><div class="t m2 x23 h4e y716 ff2 fsc fc0 sc0 ls0 ws0"> </div></div><div class="c xf7 y704 we9 hac"><div class="t m2 x24 h4e yd ff1 fsc fc0 sc0 ls0 ws0">Łagodzenie <span class="_ _0"></span>zmian </div><div class="t m2 x23 h4e y70d ff2 fsc fc0 sc0 ls0 ws0">klimatu</div><div class="t m2 x23 h4e y282 ff2 fsc fc0 sc0 ls0 ws0"> </div></div><div class="c xda y704 we9 hac"><div class="t m2 x24 h4e y0 ff2 fsc fc0 sc0 ls0 ws0">Adaptacja<span class="_ _0"></span> do zmian<span class="_ _0"></span> </div><div class="t m2 x23 h4e y70d ff2 fsc fc0 sc0 ls0 ws0">klimatu</div><div class="t m2 x23 h4e y282 ff2 fsc fc0 sc0 ls0 ws0"> </div></div><div class="c xfe y704 we9 hac"><div class="t m2 x24 h4e y70e ff2 fsc fc0 sc0 ls0 ws0">Zasoby wodne<span class="_ _0"></span> i </div><div class="t m2 x23 h4e y70f ff2 fsc fc0 sc0 ls0 ws0">morskie</div><div class="t m2 x23 h4e y710 ff2 fsc fc0 sc0 ls0 ws0"> </div></div><div class="c xff y704 wea hac"><div class="t m2 x24 h4e y10a ff2 fsc fc0 sc0 ls0 ws0">Gospodarka<span class="_ _0"></span> o </div><div class="t m2 x82 h4e y711 ff1 fsc fc0 sc0 ls0 ws0">obiegu zam<span class="_ _0"></span>kniętym</div><div class="t m2 x82 h4e y712 ff2 fsc fc0 sc0 ls0 ws0"> </div></div><div class="c x100 y704 we9 hac"><div class="t m2 x1d h4e y713 ff2 fsc fc0 sc0 ls0 ws0">Zanieczysz<span class="_ _0"></span>czenie</div><div class="t m2 x1d h4e y714 ff2 fsc fc0 sc0 ls0 ws0"> </div></div><div class="c x101 y704 we9 hac"><div class="t m2 x24 h4e y59d ff1 fsc fc0 sc0 ls0 ws0">Bioróżnorodno<span class="_ _0"></span>ść i </div><div class="t m2 x23 h4e y715 ff2 fsc fc0 sc0 ls0 ws0">ekosystem<span class="_ _0"></span>y</div><div class="t m2 x23 h4e y716 ff2 fsc fc0 sc0 ls0 ws0"> </div></div><div class="c x6d y704 web hac"><div class="t m2 x76 h4e y717 ff2 fsc fc0 sc0 ls0 ws0">Minimalne </div><div class="t m2 x82 h4e y717 ff2 fsc fc0 sc0 ls0 ws0">gwarancje</div><div class="t m2 x82 h4e y718 ff2 fsc fc0 sc0 ls0 ws0"> </div></div><div class="c xf8 y704 wec hac"><div class="t m0 x82 h4e y719 ff1 fsc fc0 sc0 ls0 ws0">Udział </div><div class="t m0 x76 h4e y705 ff2 fsc fc0 sc0 ls0 ws0">procento<span class="_ _0"></span>wy </div><div class="t m0 x77 h4e y706 ff1 fsc fc0 sc0 ls0 ws0">nakładów<span class="_ _0"></span> </div><div class="t m0 x42 h4e y707 ff2 fsc fc0 sc0 ls0 ws0">inwestycyjn<span class="_ _0"></span>ych </div><div class="t m0 x76 h4e y708 ff2 fsc fc0 sc0 ls0 ws0">zgodnych <span class="_ _0"></span>z </div><div class="t m0 x27 h4e y488 ff1 fsc fc0 sc0 ls0 ws0">systemat<span class="_ _0"></span>yką, </div><div class="t m0 xbf h4e y4ab ff2 fsc fc0 sc0 ls0 ws0">rok 2024<span class="_ _0"></span> </div></div><div class="c xf9 y704 wc2 hac"><div class="t m0 x24 h4e y70a ff2 fsc fc0 sc0 ls0 ws0">Kategoria </div><div class="t m0 x1e h4e y70b ff1 fsc fc0 sc0 ls0 ws0">(działalnoś<span class="_ _0"></span>ć </div><div class="t m0 xf h4e y70c ff1 fsc fc0 sc0 ls0 ws0">wspomagają<span class="_ _0"></span>c</div><div class="t m0 x6e h4e y284 ff2 fsc fc0 sc0 ls0 ws0">a lub) </div></div><div class="c xfa y704 w7a hac"><div class="t m0 x24 h4e y70a ff2 fsc fc0 sc0 ls0 ws0">Kategoria </div><div class="t m0 x1e h4e y70b ff1 fsc fc0 sc0 ls0 ws0">(działalnoś<span class="_ _0"></span>ć </div><div class="t m0 x1d h4e y70c ff2 fsc fc0 sc0 ls0 ws0">na rzecz </div><div class="t m0 x24 h4e y284 ff1 fsc fc0 sc0 ls0 ws0">przejścia)<span class="_ _0"></span><span class="ff2"> </span></div></div><div class="c xd4 y702 w9d ha3"><div class="t m0 x2c h4e y6d7 ff1 fsc fc0 sc0 ls0 ws0">mln zł<span class="ff2"> </span></div></div><div class="c x45 y702 we4 ha3"><div class="t m0 x23 h4e y6d7 ff2 fsc fc0 sc0 ls0 ws0">% </div></div><div class="c xf6 y702 we5 ha3"><div class="t m0 x2 h4e y6cd ff2 fsc fc0 sc0 ls0 ws0">T; N; </div><div class="t m0 x42 h4e y6ce ff2 fsc fc0 sc0 ls0 ws0">N/EL </div></div><div class="c xa0 y702 we6 ha3"><div class="t m0 x2 h4e y6cd ff2 fsc fc0 sc0 ls0 ws0">T; N; </div><div class="t m0 x2 h4e y6ce ff2 fsc fc0 sc0 ls0 ws0">N/EL </div></div><div class="c xcc y702 we7 ha3"><div class="t m0 x8a h4e y6cd ff2 fsc fc0 sc0 ls0 ws0">T; N; </div><div class="t m0 xf h4e y6ce ff2 fsc fc0 sc0 ls0 ws0">N/EL </div></div><div class="c xfb y702 we7 ha3"><div class="t m0 xf h4e y6cd ff2 fsc fc0 sc0 ls0 ws0">T; N; </div><div class="t m0 xf h4e y6ce ff2 fsc fc0 sc0 ls0 ws0">N/EL </div></div><div class="c xfc y702 we8 ha3"><div class="t m0 x8a h4e y6cd ff2 fsc fc0 sc0 ls0 ws0">T; N; </div><div class="t m0 xf h4e y6ce ff2 fsc fc0 sc0 ls0 ws0">N/EL </div></div><div class="c xfd y702 we7 ha3"><div class="t m0 x8a h4e y6cd ff2 fsc fc0 sc0 ls0 ws0">T; N; </div><div class="t m0 xf h4e y6ce ff2 fsc fc0 sc0 ls0 ws0">N/EL </div></div><div class="c xf7 y702 we9 ha3"><div class="t m0 x2 h4e y6cd ff2 fsc fc0 sc0 ls36 ws0">T/</div><div class="t m0 x1e h4e y6ce ff2 fsc fc0 sc0 ls0 ws0">N </div></div><div class="c xda y702 we9 ha3"><div class="t m0 x2 h4e y6cd ff2 fsc fc0 sc0 ls36 ws0">T/</div><div class="t m0 x1e h4e y6ce ff2 fsc fc0 sc0 ls0 ws0">N </div></div><div class="c xfe y702 we9 ha3"><div class="t m0 x2 h4e y6cd ff2 fsc fc0 sc0 ls36 ws0">T/</div><div class="t m0 x1e h4e y6ce ff2 fsc fc0 sc0 ls0 ws0">N </div></div><div class="c xff y702 wea ha3"><div class="t m0 x2 h4e y6cd ff2 fsc fc0 sc0 ls36 ws0">T/</div><div class="t m0 x1e h4e y6ce ff2 fsc fc0 sc0 ls0 ws0">N </div></div><div class="c x100 y702 we9 ha3"><div class="t m0 x2 h4e y6cd ff2 fsc fc0 sc0 ls36 ws0">T/</div><div class="t m0 x1e h4e y6ce ff2 fsc fc0 sc0 ls0 ws0">N </div></div><div class="c x101 y702 we9 ha3"><div class="t m0 x2 h4e y6cd ff2 fsc fc0 sc0 ls36 ws0">T/</div><div class="t m0 x1e h4e y6ce ff2 fsc fc0 sc0 ls0 ws0">N </div></div><div class="c x6d y702 web ha3"><div class="t m0 x1e h4e y6d7 ff2 fsc fc0 sc0 ls0 ws0">T/N </div></div><div class="c xf8 y702 wec ha3"><div class="t m0 xa9 h4e y6d7 ff2 fsc fc0 sc0 ls0 ws0">% </div></div><div class="c xf9 y702 wc2 ha3"><div class="t m0 xa3 h4e y6d7 ff2 fsc fc0 sc0 ls0 ws0">E </div></div><div class="c xfa y702 w7a ha3"><div class="t m0 xa3 h4e y6d7 ff2 fsc fc0 sc0 ls0 ws0">T </div></div><div class="c x2c y71a wed had"><div class="t m0 x59 h70 y6c5 ff6 fsc fc0 sc0 ls0 ws0">A. DZIAŁ<span class="_ _0"></span>ALNOŚĆ <span class="_ _0"></span>KWALIFIK<span class="_ _0"></span>UJĄCA SIĘ <span class="_ _0"></span>DO SYS<span class="_ _0"></span>TEMATY<span class="_ _0"></span>KI<span class="ff3"> </span></div></div><div class="c x2c y71b wee had"><div class="t m0 x59 h70 y3c0 ff6 fsc fc0 sc0 ls0 ws0">A.1. Ro<span class="_ _0"></span>dzaje działa<span class="_ _0"></span>lności z<span class="_ _0"></span>równoważ<span class="_ _0"></span>onej śro<span class="_ _0"></span>dowisko<span class="_ _0"></span>wo (zgodna<span class="_ _0"></span> z systematyk<span class="_ _0"></span>ą)<span class="ff3"> </span></div></div><div class="c x2c y71c wdd ha7"><div class="t m0 x59 h70 y6e1 ff6 fsc fc0 sc0 ls0 ws0">Nakłady <span class="_ _0"></span>inwestycy<span class="_ _0"></span>jne z tytuł<span class="_ _0"></span>u </div><div class="t m0 x59 h70 y10e ff6 fsc fc0 sc0 ls0 ws0">działaln<span class="_ _0"></span>ości zrów<span class="_ _0"></span>noważonej<span class="_ _0"></span> </div><div class="t m0 x59 h70 y6cd ff6 fsc fc0 sc0 ls0 ws0">środowisk<span class="_ _0"></span>owo (zgo<span class="_ _0"></span>dnej z </div><div class="t m0 x59 h70 y6ce ff6 fsc fc0 sc0 ls0 ws0">systematyk<span class="_ _0"></span>ą) (A.1)<span class="_ _0"></span><span class="ff3"> </span></div></div><div class="c xf5 y71c w5c ha7"><div class="t m0 x2f h70 y2bf ff3 fsc fc0 sc0 ls0 ws0">  </div></div><div class="c xd4 y71c w9d ha7"><div class="t m0 x39 h70 y2bf ff3 fsc fc0 sc0 ls0 ws0">0,00000 </div></div><div class="c x45 y71c wef ha7"><div class="t m0 x102 h70 y2bf ff3 fsc fc0 sc0 ls0 ws0">0,00% </div></div><div class="c xf6 y71c wf0 ha7"><div class="t m0 x1e h70 y10e ff3 fsc fc0 sc0 ls0 ws0">0,00</div><div class="t m0 x24 h70 y6cd ff3 fsc fc0 sc0 ls0 ws0">% </div></div><div class="c xa0 y71c we6 ha7"><div class="t m0 x1e h70 y10e ff3 fsc fc0 sc0 ls0 ws0">0,00</div><div class="t m0 x24 h70 y6cd ff3 fsc fc0 sc0 ls0 ws0">% </div></div><div class="c xcc y71c we7 ha7"><div class="t m0 x42 h70 y10e ff3 fsc fc0 sc0 ls0 ws0">0,00</div><div class="t m0 x14 h70 y6cd ff3 fsc fc0 sc0 ls0 ws0">% </div></div><div class="c xfb y71c we7 ha7"><div class="t m0 x8a h70 y10e ff3 fsc fc0 sc0 ls0 ws0">0,00</div><div class="t m0 x27 h70 y6cd ff3 fsc fc0 sc0 ls0 ws0">% </div></div><div class="c xfc y71c we8 ha7"><div class="t m0 x42 h70 y10e ff3 fsc fc0 sc0 ls0 ws0">0,00</div><div class="t m0 x14 h70 y6cd ff3 fsc fc0 sc0 ls0 ws0">% </div></div><div class="c xfd y71c we7 ha7"><div class="t m0 x42 h70 y10e ff3 fsc fc0 sc0 ls0 ws0">0,00</div><div class="t m0 x14 h70 y6cd ff3 fsc fc0 sc0 ls0 ws0">% </div></div><div class="c xf7 y71c we9 ha7"><div class="t m0 x27 h70 y2bf ff3 fsc fc0 sc0 ls0 ws0">  </div></div><div class="c xda y71c we9 ha7"><div class="t m0 x27 h70 y2bf ff3 fsc fc0 sc0 ls0 ws0">  </div></div><div class="c xfe y71c we9 ha7"><div class="t m0 x27 h70 y2bf ff3 fsc fc0 sc0 ls0 ws0">  </div></div><div class="c xff y71c wea ha7"><div class="t m0 x27 h70 y2bf ff3 fsc fc0 sc0 ls0 ws0">  </div></div><div class="c x100 y71c we9 ha7"><div class="t m0 x27 h70 y2bf ff3 fsc fc0 sc0 ls0 ws0">  </div></div><div class="c x101 y71c we9 ha7"><div class="t m0 x27 h70 y2bf ff3 fsc fc0 sc0 ls0 ws0">  </div></div><div class="c x6d y71c we1 ha7"><div class="t m0 x76 h70 y2bf ff3 fsc fc0 sc0 ls0 ws0">  </div></div><div class="c xf8 y71c w5f ha7"><div class="t m0 x23 h70 y2bf ff3 fsc fc0 sc0 ls0 ws0">0,00% </div></div><div class="c xf9 y71c wc2 ha7"><div class="t m0 x2f h70 y2bf ff3 fsc fc0 sc0 ls0 ws0">  </div></div><div class="c xfa y71c w7a ha7"><div class="t m0 x2f h70 y2bf ff3 fsc fc0 sc0 ls0 ws0">  </div></div><div class="c x2c y71d wed hae"><div class="t m0 x59 h70 y6c5 ff6 fsc fc0 sc0 ls0 ws0">A.2. Działa<span class="_ _0"></span>lność kw<span class="_ _0"></span>alifikująca<span class="_ _0"></span> się do syste<span class="_ _0"></span>matyki<span class="_ _0"></span>, ale nie<span class="_ _0"></span>zrównowa<span class="_ _0"></span>żona śro<span class="_ _0"></span>dowisko<span class="_ _0"></span>wo (dział<span class="_ _0"></span>alność <span class="_ _0"></span>niezgodna z<span class="_ _0"></span> systematyką)<span class="ff3"> </span></div></div><div class="c x2c y71e wdd haf"><div class="t m0 x59 h4e y6d7 ff1 fsc fc0 sc0 ls0 ws0">Transpor<span class="_ _0"></span>t kolejowy <span class="_ _0"></span>towarów<span class="ff2"> </span></div></div><div class="c xf5 y71e w5c haf"><div class="t m0 xf h4e y6cd ff2 fsc fc0 sc0 ls0 ws0">CCM6.2_<span class="_ _0"></span>CC</div><div class="t m0 xf h4e y6ce ff2 fsc fc0 sc0 ls0 ws0">A6.2 </div></div><div class="c xd4 y71e w9d haf"><div class="t m0 x39 h4e y6d7 ff2 fsc fc0 sc0 ls0 ws0">0,07650 </div></div><div class="c x45 y71e we4 haf"><div class="t m0 x102 h4e y6d7 ff2 fsc fc0 sc0 ls0 ws0">0,04% </div></div><div class="c xf6 y71e we5 haf"><div class="t m0 x1e h4e y6cd ff2 fsc fc0 sc0 ls0 ws0">0,04</div><div class="t m0 x24 h4e y6ce ff2 fsc fc0 sc0 ls0 ws0">% </div></div><div class="c xa0 y71e wf1 haf"><div class="t m0 x1e h4e y6cd ff2 fsc fc0 sc0 ls0 ws0">0,00</div><div class="t m0 x24 h4e y6ce ff2 fsc fc0 sc0 ls0 ws0">% </div></div><div class="c xcc y71e wa3 haf"><div class="t m0 xf h4e y6d7 ff2 fsc fc0 sc0 ls0 ws0">N/EL </div></div><div class="c xfb y71e wa3 haf"><div class="t m0 xf h4e y6d7 ff2 fsc fc0 sc0 ls0 ws0">N/EL </div></div><div class="c xfc y71e wf2 haf"><div class="t m0 xf h4e y6d7 ff2 fsc fc0 sc0 ls0 ws0">N/EL </div></div><div class="c xfd y71e wa3 haf"><div class="t m0 xf h4e y6d7 ff2 fsc fc0 sc0 ls0 ws0">N/EL </div></div><div class="c xf7 y71e wf3 haf"><div class="t m0 x41 h4e y6d7 ff2 fsc fc0 sc0 ls0 ws0">  </div></div><div class="c x103 y71e wf3 haf"><div class="t m0 x41 h4e y6d7 ff2 fsc fc0 sc0 ls0 ws0">  </div></div><div class="c x104 y71e wf4 haf"><div class="t m0 x41 h4e y6d7 ff2 fsc fc0 sc0 ls0 ws0">  </div></div><div class="c x105 y71e wf3 haf"><div class="t m0 x41 h4e y6d7 ff2 fsc fc0 sc0 ls0 ws0">  </div></div><div class="c x106 y71e wf4 haf"><div class="t m0 x41 h4e y6d7 ff2 fsc fc0 sc0 ls0 ws0">  </div></div><div class="c x107 y71e wf5 haf"><div class="t m0 x1d h4e y6d7 ff2 fsc fc0 sc0 ls0 ws0">  </div></div><div class="c x6d y71e web haf"><div class="t m0 x76 h4e y6d7 ff2 fsc fc0 sc0 ls0 ws0">  </div></div><div class="c xf8 y71e wec haf"><div class="t m0 x7f h4e y6d7 ff2 fsc fc0 sc0 ls0 ws0">- </div></div><div class="c xf9 y71e wb5 haf"><div class="t m0 xf h4e y6ce ff2 fsc fc0 sc0 ls0 ws0">  </div></div><div class="c xfa y71e w7a haf"><div class="t m0 xf h4e y6ce ff2 fsc fc0 sc0 ls0 ws0">  </div></div><div class="c x2c y71f wdd hb0"><div class="t m0 x59 h4e y10e ff2 fsc fc0 sc0 ls0 ws0">Transpor<span class="_ _0"></span>t motocykla<span class="_ _0"></span>mi, samocho<span class="_ _0"></span>dami </div><div class="t m0 x59 h4e y6cd ff2 fsc fc0 sc0 ls0 ws0">osobowymi<span class="_ _0"></span> i lekkimi poja<span class="_ _0"></span>zdami </div><div class="t m0 x59 h4e y6ce ff1 fsc fc0 sc0 ls0 ws0">użytkowy<span class="_ _0"></span>mi<span class="ff2"> </span></div></div><div class="c xf5 y71f w5c hb0"><div class="t m0 xf h4e y10e ff2 fsc fc0 sc0 ls0 ws0">CCM6.5 </div></div><div class="c xd4 y71f w9d hb0"><div class="t m0 x39 h4e y6cd ff2 fsc fc0 sc0 ls0 ws0">0,09464 </div></div><div class="c x45 y71f we4 hb0"><div class="t m0 x102 h4e y6cd ff2 fsc fc0 sc0 ls0 ws0">0,05% </div></div><div class="c xf6 y71f we5 hb0"><div class="t m0 x1e h4e y2bf ff2 fsc fc0 sc0 ls0 ws0">0,05</div><div class="t m0 x24 h4e y6d7 ff2 fsc fc0 sc0 ls0 ws0">% </div></div><div class="c xa0 y71f wf1 hb0"><div class="t m0 x42 h4e y6cd ff2 fsc fc0 sc0 ls0 ws0">N/EL </div></div><div class="c xcc y71f wa3 hb0"><div class="t m0 xf h4e y6cd ff2 fsc fc0 sc0 ls0 ws0">N/EL </div></div><div class="c xfb y71f wa3 hb0"><div class="t m0 xf h4e y6cd ff2 fsc fc0 sc0 ls0 ws0">N/EL </div></div><div class="c xfc y71f wf2 hb0"><div class="t m0 xf h4e y6cd ff2 fsc fc0 sc0 ls0 ws0">N/EL </div></div><div class="c xfd y71f wa3 hb0"><div class="t m0 xf h4e y6cd ff2 fsc fc0 sc0 ls0 ws0">N/EL </div></div><div class="c xf7 y71f wf3 hb0"><div class="t m0 x41 h4e y6cd ff2 fsc fc0 sc0 ls0 ws0">  </div></div><div class="c x103 y71f wf3 hb0"><div class="t m0 x41 h4e y6cd ff2 fsc fc0 sc0 ls0 ws0">  </div></div><div class="c x104 y71f wf4 hb0"><div class="t m0 x41 h4e y6cd ff2 fsc fc0 sc0 ls0 ws0">  </div></div><div class="c x105 y71f wf3 hb0"><div class="t m0 x41 h4e y6cd ff2 fsc fc0 sc0 ls0 ws0">  </div></div><div class="c x106 y71f wf4 hb0"><div class="t m0 x41 h4e y6cd ff2 fsc fc0 sc0 ls0 ws0">  </div></div><div class="c x107 y71f wf5 hb0"><div class="t m0 x1d h4e y6cd ff2 fsc fc0 sc0 ls0 ws0">  </div></div><div class="c x6d y71f web hb0"><div class="t m0 x76 h4e y6cd ff2 fsc fc0 sc0 ls0 ws0">  </div></div><div class="c xf8 y71f wec hb0"><div class="t m0 x23 h4e y6cd ff2 fsc fc0 sc0 ls0 ws0">0,06% </div></div><div class="c xf9 y71f wb5 hb0"><div class="t m0 xf h4e y6ce ff2 fsc fc0 sc0 ls0 ws0">  </div></div><div class="c xfa y71f w7a hb0"><div class="t m0 xf h4e y6ce ff2 fsc fc0 sc0 ls0 ws0">  </div></div><div class="c x2c y53d wdd ha5"><div class="t m0 x59 h4e y6cd ff2 fsc fc0 sc0 ls0 ws0">Infrastruktu<span class="_ _0"></span>ra na po<span class="_ _0"></span>trzeby trans<span class="_ _0"></span>portu </div><div class="t m0 x59 h4e y6ce ff2 fsc fc0 sc0 ls0 ws0">kolejowego<span class="_ _0"></span> </div></div><div class="c xf5 y53d w5c ha5"><div class="t m0 xf h4e y6cd ff2 fsc fc0 sc0 ls0 ws0">CCM6.14_<span class="_ _0"></span>C</div><div class="t m0 xf h4e y6ce ff2 fsc fc0 sc0 ls0 ws0">CA6.14<span class="_ _0"></span> </div></div><div class="c xd4 y53d w9d ha5"><div class="t m0 x39 h4e y6d7 ff2 fsc fc0 sc0 ls0 ws0">0,33713 </div></div><div class="c x45 y53d we4 ha5"><div class="t m0 x102 h4e y6d7 ff2 fsc fc0 sc0 ls0 ws0">0,19% </div></div><div class="c xf6 y53d we5 ha5"><div class="t m0 x1e h4e y6cd ff2 fsc fc0 sc0 ls0 ws0">0,19</div><div class="t m0 x24 h4e y6ce ff2 fsc fc0 sc0 ls0 ws0">% </div></div><div class="c xa0 y53d wf1 ha5"><div class="t m0 x1e h4e y6cd ff2 fsc fc0 sc0 ls0 ws0">0,00</div><div class="t m0 x24 h4e y6ce ff2 fsc fc0 sc0 ls0 ws0">% </div></div><div class="c xcc y53d wa3 ha5"><div class="t m0 xf h4e y6d7 ff2 fsc fc0 sc0 ls0 ws0">N/EL </div></div><div class="c xfb y53d wa3 ha5"><div class="t m0 xf h4e y6d7 ff2 fsc fc0 sc0 ls0 ws0">N/EL </div></div><div class="c xfc y53d wf2 ha5"><div class="t m0 xf h4e y6d7 ff2 fsc fc0 sc0 ls0 ws0">N/EL </div></div><div class="c xfd y53d wa3 ha5"><div class="t m0 xf h4e y6d7 ff2 fsc fc0 sc0 ls0 ws0">N/EL </div></div><div class="c xf7 y53d wf3 ha5"><div class="t m0 x41 h4e y6d7 ff2 fsc fc0 sc0 ls0 ws0">  </div></div><div class="c x103 y53d wf3 ha5"><div class="t m0 x41 h4e y6d7 ff2 fsc fc0 sc0 ls0 ws0">  </div></div><div class="c x104 y53d wf4 ha5"><div class="t m0 x41 h4e y6d7 ff2 fsc fc0 sc0 ls0 ws0">  </div></div><div class="c x105 y53d wf3 ha5"><div class="t m0 x41 h4e y6d7 ff2 fsc fc0 sc0 ls0 ws0">  </div></div><div class="c x106 y53d wf4 ha5"><div class="t m0 x41 h4e y6d7 ff2 fsc fc0 sc0 ls0 ws0">  </div></div><div class="c x107 y53d wf5 ha5"><div class="t m0 x1d h4e y6d7 ff2 fsc fc0 sc0 ls0 ws0">  </div></div><div class="c x6d y53d web ha5"><div class="t m0 x76 h4e y6d7 ff2 fsc fc0 sc0 ls0 ws0">  </div></div><div class="c xf8 y53d wec ha5"><div class="t m0 x7f h4e y6d7 ff2 fsc fc0 sc0 ls0 ws0">- </div></div><div class="c xf9 y53d wb5 ha5"><div class="t m0 xf h4e y6ce ff2 fsc fc0 sc0 ls0 ws0">  </div></div><div class="c xfa y53d w7a ha5"><div class="t m0 xf h4e y6ce ff2 fsc fc0 sc0 ls0 ws0">  </div></div><div class="c x2c y720 wdd hb1"><div class="t m0 x59 h4e y70f ff1 fsc fc0 sc0 ls0 ws0">Infrastruktu<span class="_ _0"></span>ra wspom<span class="_ _0"></span>agająca </div><div class="t m0 x59 h4e y721 ff2 fsc fc0 sc0 ls0 ws0">niskoemis<span class="_ _0"></span>yjny tran<span class="_ _0"></span>sport drogo<span class="_ _0"></span>wy </div><div class="t m0 x59 h4e yd ff2 fsc fc0 sc0 ls0 ws0">i transport pub<span class="_ _0"></span>liczny </div></div><div class="c xf5 y720 w5c hb1"><div class="t m0 xf h4e y3bd ff2 fsc fc0 sc0 ls0 ws0">CCA6.15 </div></div><div class="c xd4 y720 w9d hb1"><div class="t m0 x2 h4e y721 ff2 fsc fc0 sc0 ls0 ws0">154,61663<span class="_ _0"></span> </div></div><div class="c x45 y720 we4 hb1"><div class="t m0 x39 h4e y721 ff2 fsc fc0 sc0 ls0 ws0">88,58% </div></div><div class="c xf6 y720 we5 hb1"><div class="t m0 x42 h4e y721 ff2 fsc fc0 sc0 ls0 ws0">N/EL </div></div><div class="c xa0 y720 wf1 hb1"><div class="t m0 x8a h4e y2bb ff2 fsc fc0 sc0 ls0 ws0">88,58</div><div class="t m0 x24 h4e y722 ff2 fsc fc0 sc0 ls0 ws0">% </div></div><div class="c xcc y720 wa3 hb1"><div class="t m0 xf h4e y721 ff2 fsc fc0 sc0 ls0 ws0">N/EL </div></div><div class="c xfb y720 wa3 hb1"><div class="t m0 xf h4e y721 ff2 fsc fc0 sc0 ls0 ws0">N/EL </div></div><div class="c xfc y720 wf2 hb1"><div class="t m0 xf h4e y721 ff2 fsc fc0 sc0 ls0 ws0">N/EL </div></div><div class="c xfd y720 wa3 hb1"><div class="t m0 xf h4e y721 ff2 fsc fc0 sc0 ls0 ws0">N/EL </div></div><div class="c xf7 y720 wf3 hb1"><div class="t m0 x41 h4e y721 ff2 fsc fc0 sc0 ls0 ws0">  </div></div><div class="c x103 y720 wf3 hb1"><div class="t m0 x41 h4e y721 ff2 fsc fc0 sc0 ls0 ws0">  </div></div><div class="c x104 y720 wf4 hb1"><div class="t m0 x41 h4e y721 ff2 fsc fc0 sc0 ls0 ws0">  </div></div><div class="c x105 y720 wf3 hb1"><div class="t m0 x41 h4e y721 ff2 fsc fc0 sc0 ls0 ws0">  </div></div><div class="c x106 y720 wf4 hb1"><div class="t m0 x41 h4e y721 ff2 fsc fc0 sc0 ls0 ws0">  </div></div><div class="c x107 y720 wf5 hb1"><div class="t m0 x1d h4e y721 ff2 fsc fc0 sc0 ls0 ws0">  </div></div><div class="c x6d y720 web hb1"><div class="t m0 x76 h4e y721 ff2 fsc fc0 sc0 ls0 ws0">  </div></div><div class="c xf8 y720 wec hb1"><div class="t m0 x2b h4e y721 ff2 fsc fc0 sc0 ls0 ws0">48,48% </div></div><div class="c xf9 y720 wb5 hb1"><div class="t m0 xf h4e y6ce ff2 fsc fc0 sc0 ls0 ws0">  </div></div><div class="c xfa y720 w7a hb1"><div class="t m0 xf h4e y6ce ff2 fsc fc0 sc0 ls0 ws0">  </div></div><div class="c x2c y723 wdd haf"><div class="t m0 x59 h4e y6d7 ff1 fsc fc0 sc0 ls0 ws0">Budowa no<span class="_ _0"></span>wych bud<span class="_ _0"></span>ynków<span class="ff2"> </span></div></div><div class="c xf5 y723 w5c haf"><div class="t m0 xf h4e y6cd ff2 fsc fc0 sc0 ls0 ws0">CCM7.1_<span class="_ _0"></span>CC</div><div class="t m0 xf h4e y6ce ff2 fsc fc0 sc0 ls0 ws0">A7.1_CE3<span class="_ _0"></span>.1 </div></div><div class="c xd4 y723 w9d haf"><div class="t m0 x41 h4e y6d7 ff2 fsc fc0 sc0 ls0 ws0">15,77919 </div></div><div class="c x45 y723 we4 haf"><div class="t m0 x102 h4e y6d7 ff2 fsc fc0 sc0 ls0 ws0">9,04% </div></div><div class="c xf6 y723 we5 haf"><div class="t m0 x1e h4e y6cd ff2 fsc fc0 sc0 ls0 ws0">9,04</div><div class="t m0 x24 h4e y6ce ff2 fsc fc0 sc0 ls0 ws0">% </div></div><div class="c xa0 y723 wf1 haf"><div class="t m0 x1e h4e y6cd ff2 fsc fc0 sc0 ls0 ws0">0,00</div><div class="t m0 x24 h4e y6ce ff2 fsc fc0 sc0 ls0 ws0">% </div></div><div class="c xcc y723 wa3 haf"><div class="t m0 xf h4e y6d7 ff2 fsc fc0 sc0 ls0 ws0">N/EL </div></div><div class="c xfb y723 wa3 haf"><div class="t m0 x8a h4e y6cd ff2 fsc fc0 sc0 ls0 ws0">0,00</div><div class="t m0 x27 h4e y6ce ff2 fsc fc0 sc0 ls0 ws0">% </div></div><div class="c xfc y723 wf2 haf"><div class="t m0 xf h4e y6d7 ff2 fsc fc0 sc0 ls0 ws0">N/EL </div></div><div class="c xfd y723 wa3 haf"><div class="t m0 xf h4e y6d7 ff2 fsc fc0 sc0 ls0 ws0">N/EL </div></div><div class="c xf7 y723 wf3 haf"><div class="t m0 x41 h4e y6d7 ff2 fsc fc0 sc0 ls0 ws0">  </div></div><div class="c x103 y723 wf3 haf"><div class="t m0 x41 h4e y6d7 ff2 fsc fc0 sc0 ls0 ws0">  </div></div><div class="c x104 y723 wf4 haf"><div class="t m0 x41 h4e y6d7 ff2 fsc fc0 sc0 ls0 ws0">  </div></div><div class="c x105 y723 wf3 haf"><div class="t m0 x41 h4e y6d7 ff2 fsc fc0 sc0 ls0 ws0">  </div></div><div class="c x106 y723 wf4 haf"><div class="t m0 x41 h4e y6d7 ff2 fsc fc0 sc0 ls0 ws0">  </div></div><div class="c x107 y723 wf5 haf"><div class="t m0 x1d h4e y6d7 ff2 fsc fc0 sc0 ls0 ws0">  </div></div><div class="c x6d y723 web haf"><div class="t m0 x76 h4e y6d7 ff2 fsc fc0 sc0 ls0 ws0">  </div></div><div class="c xf8 y723 wec haf"><div class="t m0 x2b h4e y6d7 ff2 fsc fc0 sc0 ls0 ws0">15,99% </div></div><div class="c xf9 y723 wb5 haf"><div class="t m0 xf h4e y6ce ff2 fsc fc0 sc0 ls0 ws0">  </div></div><div class="c xfa y723 w7a haf"><div class="t m0 xf h4e y6ce ff2 fsc fc0 sc0 ls0 ws0">  </div></div><div class="c x2c y724 wdd ha5"><div class="t m0 x59 h4e y6cd ff2 fsc fc0 sc0 ls0 ws0">Nabywanie <span class="_ _0"></span>i <span class="ff1">prawo wła<span class="_ _0"></span>sności </span></div><div class="t m0 x59 h4e y6ce ff1 fsc fc0 sc0 ls0 ws0">budynków<span class="_ _0"></span><span class="ff2"> </span></div></div><div class="c xf5 y724 w5c ha5"><div class="t m0 xf h4e y6cd ff2 fsc fc0 sc0 ls0 ws0">CCM7.7_<span class="_ _0"></span>CC</div><div class="t m0 xf h4e y6ce ff2 fsc fc0 sc0 ls0 ws0">A7.7 </div></div><div class="c xd4 y724 w9d ha5"><div class="t m0 x39 h4e y6d7 ff2 fsc fc0 sc0 ls0 ws0">3,32197 </div></div><div class="c x45 y724 we4 ha5"><div class="t m0 x102 h4e y6d7 ff2 fsc fc0 sc0 ls0 ws0">1,90% </div></div><div class="c xf6 y724 we5 ha5"><div class="t m0 x1e h4e y6cd ff2 fsc fc0 sc0 ls0 ws0">1,90</div><div class="t m0 x24 h4e y6ce ff2 fsc fc0 sc0 ls0 ws0">% </div></div><div class="c xa0 y724 wf1 ha5"><div class="t m0 x1e h4e y6cd ff2 fsc fc0 sc0 ls0 ws0">0,00</div><div class="t m0 x24 h4e y6ce ff2 fsc fc0 sc0 ls0 ws0">% </div></div><div class="c xcc y724 wa3 ha5"><div class="t m0 xf h4e y6d7 ff2 fsc fc0 sc0 ls0 ws0">N/EL </div></div><div class="c xfb y724 wa3 ha5"><div class="t m0 xf h4e y6d7 ff2 fsc fc0 sc0 ls0 ws0">N/EL </div></div><div class="c xfc y724 wf2 ha5"><div class="t m0 xf h4e y6d7 ff2 fsc fc0 sc0 ls0 ws0">N/EL </div></div><div class="c xfd y724 wa3 ha5"><div class="t m0 xf h4e y6d7 ff2 fsc fc0 sc0 ls0 ws0">N/EL </div></div><div class="c xf7 y724 wf3 ha5"><div class="t m0 x41 h4e y6d7 ff2 fsc fc0 sc0 ls0 ws0">  </div></div><div class="c x103 y724 wf3 ha5"><div class="t m0 x41 h4e y6d7 ff2 fsc fc0 sc0 ls0 ws0">  </div></div><div class="c x104 y724 wf4 ha5"><div class="t m0 x41 h4e y6d7 ff2 fsc fc0 sc0 ls0 ws0">  </div></div><div class="c x105 y724 wf3 ha5"><div class="t m0 x41 h4e y6d7 ff2 fsc fc0 sc0 ls0 ws0">  </div></div><div class="c x106 y724 wf4 ha5"><div class="t m0 x41 h4e y6d7 ff2 fsc fc0 sc0 ls0 ws0">  </div></div><div class="c x107 y724 wf5 ha5"><div class="t m0 x1d h4e y6d7 ff2 fsc fc0 sc0 ls0 ws0">  </div></div><div class="c x6d y724 web ha5"><div class="t m0 x76 h4e y6d7 ff2 fsc fc0 sc0 ls0 ws0">  </div></div><div class="c xf8 y724 wec ha5"><div class="t m0 x2b h4e y6d7 ff2 fsc fc0 sc0 ls0 ws0">34,17% </div></div><div class="c xf9 y724 wb5 ha5"><div class="t m0 xf h4e y6ce ff2 fsc fc0 sc0 ls0 ws0">  </div></div><div class="c xfa y724 w7a ha5"><div class="t m0 xf h4e y6ce ff2 fsc fc0 sc0 ls0 ws0">  </div></div><div class="c x2c y725 wdd hb2"><div class="t m0 x59 h70 y726 ff6 fsc fc0 sc0 ls0 ws0">Nakłady <span class="_ _0"></span>inwestycy<span class="_ _0"></span>jne z tytuł<span class="_ _0"></span>u </div><div class="t m0 x59 h70 y6e1 ff6 fsc fc0 sc0 ls0 ws0">działaln<span class="_ _0"></span>ości kwalifi<span class="_ _0"></span>kującej s<span class="_ _0"></span>ię do </div><div class="t m0 x59 h70 y10e ff6 fsc fc0 sc0 ls0 ws0">systematyk<span class="_ _0"></span>i, ale nie<span class="_ _0"></span>zrównoważ<span class="_ _0"></span>onej </div><div class="t m0 x59 h70 y6cd ff6 fsc fc0 sc0 ls0 ws0">środowisk<span class="_ _0"></span>owo (nie<span class="_ _0"></span>zgodnej <span class="_ _0"></span>z </div><div class="t m0 x59 h70 y6ce ff6 fsc fc0 sc0 ls0 ws0">systematyk<span class="_ _0"></span>ą) (A.2)<span class="_ _0"></span><span class="ff3"> </span></div></div><div class="c xf5 y725 w5c hb2"><div class="t m0 xf h70 y10e ff3 fsc fc0 sc0 ls0 ws0">  </div></div><div class="c xd4 y725 w9d hb2"><div class="t m0 x2 h70 y10e ff3 fsc fc0 sc0 ls0 ws0">174,22607<span class="_ _0"></span> </div></div><div class="c x45 y725 we4 hb2"><div class="t m0 x39 h70 y10e ff3 fsc fc0 sc0 ls0 ws0">99,81% </div></div><div class="c xf6 y725 we5 hb2"><div class="t m0 x42 h70 y727 ff3 fsc fc0 sc0 ls0 ws0">11,23</div><div class="t m0 x6e h70 y2bf ff3 fsc fc0 sc0 ls0 ws0">% </div></div><div class="c xa0 y725 we6 hb2"><div class="t m0 x42 h70 y727 ff3 fsc fc0 sc0 ls0 ws0">88,58</div><div class="t m0 x2b h70 y2bf ff3 fsc fc0 sc0 ls0 ws0">% </div></div><div class="c xcc y725 we7 hb2"><div class="t m0 x1e h70 y727 ff3 fsc fc0 sc0 ls0 ws0">0,00</div><div class="t m0 x77 h70 y2bf ff3 fsc fc0 sc0 ls0 ws0">% </div></div><div class="c xfb y725 we7 hb2"><div class="t m0 x2 h70 y727 ff3 fsc fc0 sc0 ls0 ws0">0,00</div><div class="t m0 x77 h70 y2bf ff3 fsc fc0 sc0 ls0 ws0">% </div></div><div class="c xfc y725 we8 hb2"><div class="t m0 x1e h70 y727 ff3 fsc fc0 sc0 ls0 ws0">0,00</div><div class="t m0 x77 h70 y2bf ff3 fsc fc0 sc0 ls0 ws0">% </div></div><div class="c xfd y725 we7 hb2"><div class="t m0 x1e h70 y727 ff3 fsc fc0 sc0 ls0 ws0">0,00</div><div class="t m0 x77 h70 y2bf ff3 fsc fc0 sc0 ls0 ws0">% </div></div><div class="c xf7 y725 wf3 hb2"><div class="t m0 x41 h70 y10e ff3 fsc fc0 sc0 ls0 ws0">  </div></div><div class="c x103 y725 wf3 hb2"><div class="t m0 x41 h70 y10e ff3 fsc fc0 sc0 ls0 ws0">  </div></div><div class="c x104 y725 wf4 hb2"><div class="t m0 x41 h70 y10e ff3 fsc fc0 sc0 ls0 ws0">  </div></div><div class="c x105 y725 wf3 hb2"><div class="t m0 x41 h70 y10e ff3 fsc fc0 sc0 ls0 ws0">  </div></div><div class="c x106 y725 wf4 hb2"><div class="t m0 x41 h70 y10e ff3 fsc fc0 sc0 ls0 ws0">  </div></div><div class="c x107 y725 wf5 hb2"><div class="t m0 x1d h70 y10e ff3 fsc fc0 sc0 ls0 ws0">  </div></div><div class="c x6d y725 web hb2"><div class="t m0 x76 h70 y10e ff3 fsc fc0 sc0 ls0 ws0">  </div></div><div class="c xf8 y725 wf6 hb2"><div class="t m0 x6e h70 y10e ff3 fsc fc0 sc0 ls0 ws0">98,69% </div></div><div class="c xf9 y725 wb5 hb2"><div class="t m0 xf h70 y6ce ff3 fsc fc0 sc0 ls0 ws0">  </div></div><div class="c xfa y725 w7a hb2"><div class="t m0 xf h70 y6ce ff3 fsc fc0 sc0 ls0 ws0">  </div></div><div class="c x2c y728 wdd ha5"><div class="t m0 x59 h70 y6d7 ff3 fsc fc0 sc0 ls0 ws0">Razem (A<span class="_ _0"></span>.1.+A.2.)<span class="_ _0"></span> </div></div><div class="c xf5 y728 w5c ha5"><div class="t m0 xf h70 y6d7 ff3 fsc fc0 sc0 ls0 ws0">  </div></div><div class="c xd4 y728 w9d ha5"><div class="t m0 x2 h70 y6d7 ff3 fsc fc0 sc0 ls0 ws0">174,22607<span class="_ _0"></span> </div></div><div class="c x45 y728 we4 ha5"><div class="t m0 x39 h70 y6d7 ff3 fsc fc0 sc0 ls0 ws0">99,81% </div></div><div class="c xf6 y728 we5 ha5"><div class="t m0 x42 h70 y6cd ff3 fsc fc0 sc0 ls0 ws0">11,23</div><div class="t m0 x6e h70 y6ce ff3 fsc fc0 sc0 ls0 ws0">% </div></div><div class="c xa0 y728 we6 ha5"><div class="t m0 x42 h70 y6cd ff3 fsc fc0 sc0 ls0 ws0">88,58</div><div class="t m0 x2b h70 y6ce ff3 fsc fc0 sc0 ls0 ws0">% </div></div><div class="c xcc y728 we7 ha5"><div class="t m0 x1e h70 y6cd ff3 fsc fc0 sc0 ls0 ws0">0,00</div><div class="t m0 x77 h70 y6ce ff3 fsc fc0 sc0 ls0 ws0">% </div></div><div class="c xfb y728 we7 ha5"><div class="t m0 x2 h70 y6cd ff3 fsc fc0 sc0 ls0 ws0">0,00</div><div class="t m0 x77 h70 y6ce ff3 fsc fc0 sc0 ls0 ws0">% </div></div><div class="c xfc y728 we8 ha5"><div class="t m0 x1e h70 y6cd ff3 fsc fc0 sc0 ls0 ws0">0,00</div><div class="t m0 x77 h70 y6ce ff3 fsc fc0 sc0 ls0 ws0">% </div></div><div class="c xfd y728 we7 ha5"><div class="t m0 x1e h70 y6cd ff3 fsc fc0 sc0 ls0 ws0">0,00</div><div class="t m0 x77 h70 y6ce ff3 fsc fc0 sc0 ls0 ws0">% </div></div><div class="c xf7 y728 wf3 ha5"><div class="t m0 xf h70 y6ce ff3 fsc fc0 sc0 ls0 ws0">  </div></div><div class="c x103 y728 wf3 ha5"><div class="t m0 xf h70 y6ce ff3 fsc fc0 sc0 ls0 ws0">  </div></div><div class="c x104 y728 wf4 ha5"><div class="t m0 xf h70 y6ce ff3 fsc fc0 sc0 ls0 ws0">  </div></div><div class="c x105 y728 wf3 ha5"><div class="t m0 xf h70 y6ce ff3 fsc fc0 sc0 ls0 ws0">  </div></div><div class="c x106 y728 wf4 ha5"><div class="t m0 xf h70 y6ce ff3 fsc fc0 sc0 ls0 ws0">  </div></div><div class="c x107 y728 wf5 ha5"><div class="t m0 xf h70 y6ce ff3 fsc fc0 sc0 ls0 ws0">  </div></div><div class="c x6d y728 web ha5"><div class="t m0 xf h70 y6ce ff3 fsc fc0 sc0 ls0 ws0">  </div></div><div class="c xf8 y728 wf6 ha5"><div class="t m0 x6e h70 y6d7 ff3 fsc fc0 sc0 ls0 ws0">98,69% </div></div><div class="c xf9 y728 wb5 ha5"><div class="t m0 xf h70 y6ce ff3 fsc fc0 sc0 ls0 ws0">  </div></div><div class="c xfa y728 w7a ha5"><div class="t m0 xf h70 y6ce ff3 fsc fc0 sc0 ls0 ws0">  </div></div><div class="c x2c y729 wf7 had"><div class="t m0 x59 h70 y3c0 ff6 fsc fc0 sc0 ls0 ws0">B. DZIAŁ<span class="_ _0"></span>ALNOŚĆ <span class="_ _0"></span>NIEKWAL<span class="_ _0"></span>IFIKUJĄC<span class="_ _0"></span>A SIĘ DO <span class="_ _0"></span>SYSTEM<span class="_ _0"></span>ATYKI<span class="ff3"> </span></div></div><div class="c xf6 y729 wf8 had"><div class="t m0 xf h70 y0 ff3 fsc fc0 sc0 ls0 ws0"> </div></div><div class="c xa0 y729 wf9 had"><div class="t m0 xf h9e y0 ff5 fsc fc0 sc0 ls0 ws0"> </div></div><div class="c xcc y729 wc0 had"><div class="t m0 xf h9e y0 ff5 fsc fc0 sc0 ls0 ws0"> </div></div><div class="c xfb y729 wfa had"><div class="t m0 xf h9e y0 ff5 fsc fc0 sc0 ls0 ws0"> </div></div><div class="c xfc y729 wfb had"><div class="t m0 xf h9e y0 ff5 fsc fc0 sc0 ls0 ws0"> </div></div><div class="c xfd y729 wc0 had"><div class="t m0 xf h9e y0 ff5 fsc fc0 sc0 ls0 ws0"> </div></div><div class="c xf7 y729 wf3 had"><div class="t m0 xf h9e y0 ff5 fsc fc0 sc0 ls0 ws0"> </div></div><div class="c x103 y729 wf3 had"><div class="t m0 xf h9e y0 ff5 fsc fc0 sc0 ls0 ws0"> </div></div><div class="c x104 y729 wf4 had"><div class="t m0 xf h9e y0 ff5 fsc fc0 sc0 ls0 ws0"> </div></div><div class="c x105 y729 wf3 had"><div class="t m0 xf h9e y0 ff5 fsc fc0 sc0 ls0 ws0"> </div></div><div class="c x106 y729 wf4 had"><div class="t m0 xf h9e y0 ff5 fsc fc0 sc0 ls0 ws0"> </div></div><div class="c x107 y729 wf5 had"><div class="t m0 xf h9e y0 ff5 fsc fc0 sc0 ls0 ws0"> </div></div><div class="c x6d y729 we1 had"><div class="t m0 xf h9e y0 ff5 fsc fc0 sc0 ls0 ws0"> </div></div><div class="c xf8 y729 we2 had"><div class="t m0 xf h9e y0 ff5 fsc fc0 sc0 ls0 ws0"> </div></div><div class="c xf9 y729 wb5 had"><div class="t m0 xf h9e y0 ff5 fsc fc0 sc0 ls0 ws0"> </div></div><div class="c xfa y729 w9c had"><div class="t m0 xf h9e y0 ff5 fsc fc0 sc0 ls0 ws0"> </div></div><div class="c x2c y72a wdd ha6"><div class="t m0 x59 h70 y72b ff6 fsc fc0 sc0 ls0 ws0">Nakłady <span class="_ _0"></span>inwestycy<span class="_ _0"></span>jne z tytuł<span class="_ _0"></span>u </div><div class="t m0 x59 h70 y72c ff6 fsc fc0 sc0 ls0 ws0">działaln<span class="_ _0"></span>ości niekwa<span class="_ _0"></span>lifikujące<span class="_ _0"></span>j się do </div><div class="t m0 x59 h70 y6da ff3 fsc fc0 sc0 ls0 ws0">systematyk<span class="_ _0"></span>i (B) </div></div><div class="c xf5 y72a w5c ha6"><div class="t m0 xf h70 y72c ff3 fsc fc0 sc0 ls0 ws0">  </div></div><div class="c xd4 y72a w9d ha6"><div class="t m0 x39 h70 y72c ff3 fsc fc0 sc0 ls0 ws0">0,33041 </div></div><div class="c x45 y72a wfc ha6"><div class="t m0 x102 h70 y72c ff3 fsc fc0 sc0 ls0 ws0">0,19% </div></div><div class="c xf6 y72a wf8 ha6"><div class="t m0 x77 h70 y0 ff3 fsc fc0 sc0 ls0 ws0"> </div></div><div class="c xa0 y72a wf9 ha6"><div class="t m0 xf h9e y0 ff5 fsc fc0 sc0 ls0 ws0"> </div></div><div class="c xcc y72a wc0 ha6"><div class="t m0 xf h9e y0 ff5 fsc fc0 sc0 ls0 ws0"> </div></div><div class="c xfb y72a wfa ha6"><div class="t m0 xf h9e y0 ff5 fsc fc0 sc0 ls0 ws0"> </div></div><div class="c xfc y72a wfb ha6"><div class="t m0 xf h9e y0 ff5 fsc fc0 sc0 ls0 ws0"> </div></div><div class="c xfd y72a wc0 ha6"><div class="t m0 xf h9e y0 ff5 fsc fc0 sc0 ls0 ws0"> </div></div><div class="c xf7 y72a wf3 ha6"><div class="t m0 xf h9e y0 ff5 fsc fc0 sc0 ls0 ws0"> </div></div><div class="c x103 y72a wf3 ha6"><div class="t m0 xf h9e y0 ff5 fsc fc0 sc0 ls0 ws0"> </div></div><div class="c x104 y72a wf4 ha6"><div class="t m0 xf h9e y0 ff5 fsc fc0 sc0 ls0 ws0"> </div></div><div class="c x105 y72a wf3 ha6"><div class="t m0 xf h9e y0 ff5 fsc fc0 sc0 ls0 ws0"> </div></div><div class="c x106 y72a wf4 ha6"><div class="t m0 xf h9e y0 ff5 fsc fc0 sc0 ls0 ws0"> </div></div><div class="c x107 y72a wf5 ha6"><div class="t m0 xf h9e y0 ff5 fsc fc0 sc0 ls0 ws0"> </div></div><div class="c x6d y72a we1 ha6"><div class="t m0 xf h9e y0 ff5 fsc fc0 sc0 ls0 ws0"> </div></div><div class="c xf8 y72a we2 ha6"><div class="t m0 xf h9e y0 ff5 fsc fc0 sc0 ls0 ws0"> </div></div><div class="c xf9 y72a wb5 ha6"><div class="t m0 xf h9e y0 ff5 fsc fc0 sc0 ls0 ws0"> </div></div><div class="c xfa y72a w9c ha6"><div class="t m0 xf h9e y0 ff5 fsc fc0 sc0 ls0 ws0"> </div></div><div class="c x2c y72d wdd h61"><div class="t m0 x59 h70 y6e7 ff3 fsc fc0 sc0 ls0 ws0">Razem (A<span class="_ _0"></span>+B) </div></div><div class="c xf5 y72d w5c h61"><div class="t m0 xf h70 y6e7 ff3 fsc fc0 sc0 ls0 ws0">  </div></div><div class="c xd4 y72d w9d h61"><div class="t m0 x2 h70 y6e7 ff3 fsc fc0 sc0 ls0 ws0">174,55648<span class="_ _0"></span> </div></div><div class="c x45 y72d wfc h61"><div class="t m0 x39 h70 y6e7 ff3 fsc fc0 sc0 ls0 ws0">100,0% </div></div><div class="c xf6 y72d wf8 h61"><div class="t m0 x77 h70 y0 ff3 fsc fc0 sc0 ls0 ws0"> </div></div><div class="c xa0 y72d wf9 h61"><div class="t m0 xf h9e y0 ff5 fsc fc0 sc0 ls0 ws0"> </div></div><div class="c xcc y72d wc0 h61"><div class="t m0 xf h9e y0 ff5 fsc fc0 sc0 ls0 ws0"> </div></div><div class="c xfb y72d wfa h61"><div class="t m0 xf h9e y0 ff5 fsc fc0 sc0 ls0 ws0"> </div></div><div class="c xfc y72d wfb h61"><div class="t m0 xf h9e y0 ff5 fsc fc0 sc0 ls0 ws0"> </div></div><div class="c xfd y72d wc0 h61"><div class="t m0 xf h9e y0 ff5 fsc fc0 sc0 ls0 ws0"> </div></div><div class="c xf7 y72d wf3 h61"><div class="t m0 xf h9e y0 ff5 fsc fc0 sc0 ls0 ws0"> </div></div><div class="c x103 y72d wf3 h61"><div class="t m0 xf h9e y0 ff5 fsc fc0 sc0 ls0 ws0"> </div></div><div class="c x104 y72d wf4 h61"><div class="t m0 xf h9e y0 ff5 fsc fc0 sc0 ls0 ws0"> </div></div><div class="c x105 y72d wf3 h61"><div class="t m0 xf h9e y0 ff5 fsc fc0 sc0 ls0 ws0"> </div></div><div class="c x106 y72d wf4 h61"><div class="t m0 xf h9e y0 ff5 fsc fc0 sc0 ls0 ws0"> </div></div><div class="c x107 y72d wf5 h61"><div class="t m0 xf h9e y0 ff5 fsc fc0 sc0 ls0 ws0"> </div></div><div class="c x6d y72d we1 h61"><div class="t m0 xf h9e y0 ff5 fsc fc0 sc0 ls0 ws0"> </div></div><div class="c xf8 y72d we2 h61"><div class="t m0 xf h9e y0 ff5 fsc fc0 sc0 ls0 ws0"> </div></div><div class="c xf9 y72d wb5 h61"><div class="t m0 xf h9e y0 ff5 fsc fc0 sc0 ls0 ws0"> </div></div><div class="c xfa y72d w9c h61"><div class="t m0 xf h9e y0 ff5 fsc fc0 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf39" class="pf w12 h25" ><div class="pc pc39 w12 h25"><img class="bi xf1 y0 wd7 h26" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w14 h25"><div class="t m0 x4 h2 y22b ff1 fs0 fc0 sc0 ls0 ws0">Sprawozdanie nt. informacji niefinansowych GK MIRBUD za 2025<span class="_ _1"></span> rok<span class="ff2"> </span></div><div class="t m0 x4 h2 y22c ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hd y22d ff4 fs3 fc0 sc0 ls31 ws0">57<span class="ff5 fs8 ls0"> </span></div><div class="t m0 x4 h6 y22e ff1 fs3 fc0 sc0 ls0 ws0">Grupa MIRBUD zr<span class="_ _1"></span>ealizowała w 202<span class="_ _1"></span><span class="ff2">5 </span>r. nakłady inwest<span class="_ _1"></span>ycyj<span class="_ _1"></span>ne w wysokości <span class="_ _1"></span><span class="ff2">174,56 </span>mln zł. Zd<span class="_ _1"></span>ecydowana więk<span class="_ _1"></span>szość nakładów (<span class="_ _1"></span><span class="ff2">174,23 <span class="_ _1"></span></span>mln zł) dotyczyła </div><div class="t m0 x4 h6 y72e ff1 fs3 fc0 sc0 ls0 ws0">rodzajów działalnośc<span class="_ _1"></span>i kwalifikującyc<span class="_ _1"></span>h się do systematyk<span class="_ _1"></span>i, w tym (działalności wym<span class="_ _1"></span>ienione są w kolej<span class="_ _1"></span>ności od mającyc<span class="_ _1"></span>h najwięks<span class="_ _8"></span>zy udzia<span class="_ _1"></span>ł w nakładach </div><div class="t m0 x4 h6 y72f ff2 fs3 fc0 sc0 ls0 ws0">inwestycyjnych):<span class="_ _1"></span> </div><div class="t m0 x4 h6 y730 ff9 fs3 fc0 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _33"> </span><span class="ff1">Nakłady <span class="_ _1"></span>inwestycy<span class="_ _1"></span>jne związane z<span class="_ _1"></span> działalnością <span class="_ _1"></span>6.15. Infras<span class="_ _1"></span>truktura wspo<span class="_ _1"></span>magająca transport <span class="_ _1"></span>drogowy<span class="_ _1"></span> i trans<span class="_ _1"></span>port publiczny <span class="_ _1"></span>wynio<span class="_ _8"></span>sły <span class="_ _1"></span></span>154,62 <span class="_ _1"></span><span class="ff1">mln zł<span class="_ _1"></span> (</span>88,58<span class="_ _1"></span><span class="ls37">% </span></span></div><div class="t m0 x61 h6 y731 ff1 fs3 fc0 sc0 ls0 ws0">całkowitych nakładów<span class="_ _1"></span> inwestycyjny<span class="_ _1"></span>ch)<span class="ff2"> </span></div><div class="t m0 x4 h6 y732 ff9 fs3 fc0 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _33"> </span><span class="ff1">Nakłady <span class="_ _1"></span>inwestycyjne zwią<span class="_ _1"></span>zane z działalnością 7<span class="_ _1"></span>.1. Budowa nowy<span class="_ _1"></span>ch budynków wy<span class="_ _1"></span>niosły <span class="_ _1"></span></span>15,78 <span class="ff1">m<span class="_ _1"></span>ln zł (</span>9,04<span class="_ _1"></span><span class="ff1">% całkowitych nakładó<span class="_ _1"></span>w inwestyc<span class="_ _1"></span>yjnych)<span class="_ _1"></span></span> </span></div><div class="t m0 x4 h6 y704 ff9 fs3 fc0 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _33"> </span><span class="ff1">Nakłady<span class="_ _1"></span>  inwestycy<span class="_ _1"></span>jne  związ<span class="_ _1"></span>ane  z  dz<span class="_ _1"></span>iałalnością <span class="_ _f"> </span>7.7.  Na<span class="_ _1"></span>bywanie <span class="_ _25"> </span>i <span class="_ _f"> </span>prawo <span class="_ _f"> </span>włas<span class="_ _1"></span>ności  budynków<span class="_ _1"></span>  wyniosły <span class="_ _d"> </span></span>3,32 <span class="_ _f"> </span><span class="ff1">mln  zł<span class="_ _1"></span>  (</span>1,9<span class="_ _1"></span>0<span class="ff1">%  całkowityc<span class="_ _1"></span>h  nakładó<span class="_ _1"></span>w </span></span></div><div class="t m0 x61 h6 y690 ff2 fs3 fc0 sc0 ls0 ws0">inwestycyjnych)<span class="_ _1"></span> </div><div class="t m0 x4 h6 y733 ff9 fs3 fc0 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _33"> </span><span class="ff1">Nakłady <span class="_ _8"></span>inwes<span class="_ _1"></span>tycyjne <span class="_ _8"></span>związane <span class="_ _1"></span>z <span class="_ _8"></span>działalności<span class="_ _1"></span>ą<span class="_ _1"></span></span> <span class="_ _1"></span><span class="ff1">6.14. <span class="_ _8"></span>Infrastruk<span class="_ _1"></span>tura <span class="_ _1"></span>na <span class="_ _8"></span>potrzeby<span class="_ _1"></span> <span class="_ _1"></span>transportu <span class="_ _8"></span>kolejow<span class="_ _1"></span>ego <span class="_ _1"></span>wyni<span class="_ _1"></span>osły <span class="_ _8"></span>0,34 <span class="_ _8"></span>mln <span class="_ _1"></span>zł <span class="_ _8"></span>(0,19% <span class="_ _8"></span>całkowityc<span class="_ _1"></span>h <span class="_ _1"></span>nak<span class="_ _1"></span>ładów </span></span></div><div class="t m0 x61 h6 y734 ff2 fs3 fc0 sc0 ls0 ws0">inwestycyjnych)<span class="_ _1"></span> </div><div class="t m0 x4 h6 y735 ff9 fs3 fc0 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _33"> </span><span class="ff1">Nakłady<span class="_ _1"></span> inwestycyjne związane z działalnością 6.5. Transport motocyk<span class="_ _1"></span>lami, samochodami osobowymi i<span class="_ _1"></span></span> <span class="_ _1"></span><span class="ff1">lekkimi pojazdami użytkowymi<span class="_ _1"></span> wyniosły 0,0<span class="_ _1"></span></span>9 <span class="ff1">mln zł </span></span></div><div class="t m0 x61 h6 y736 ff2 fs3 fc0 sc0 ls0 ws0">(0,<span class="ls1">05</span><span class="ff1">% całkowity<span class="_ _1"></span>ch nakładów inwestyc<span class="_ _1"></span>yjnych) <span class="_ _1"></span></span> </div><div class="t m0 x4 h6 y737 ff9 fs3 fc0 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _33"> </span><span class="ff1">Nakłady <span class="_ _1"></span>inwestycyjne zwią<span class="_ _1"></span>zane z działalnością<span class="_ _1"></span></span> <span class="ff1">6.2. Tr<span class="_ _1"></span>ansport kolejowy to<span class="_ _1"></span>warów wyniosły 0,08 ml<span class="_ _1"></span>n zł (</span><span class="ls1">0,<span class="_ _1"></span>04</span><span class="ff1">% c<span class="_ _1"></span>ałkowitych nakładów in<span class="_ _1"></span>westycyj<span class="_ _1"></span>nych) </span> </span></div><div class="t m0 x4 h6 y738 ff1 fs3 fc0 sc0 ls0 ws0">W przypadku wsz<span class="_ _1"></span>ystkich rodzajów działa<span class="_ _1"></span>lności potwierdzono, że<span class="_ _1"></span> działalności te k<span class="_ _1"></span>walifikują się do sys<span class="_ _1"></span>tematyki, ale nie potw<span class="_ _1"></span>ier<span class="_ _8"></span>dzono spełnienia <span class="_ _1"></span>technicznych </div><div class="t m0 x4 h6 y739 ff1 fs3 fc0 sc0 ls0 ws0">kryteriów kwalifikacji, a z<span class="_ _1"></span>atem uznano nakłady<span class="_ _1"></span> inwestycy<span class="_ _1"></span>jne związane z tymi rodzaj<span class="_ _1"></span>ami działalności za<span class="_ _8"></span><span class="ff2"> </span>kwalifikując<span class="_ _1"></span>e się do systematyk<span class="_ _1"></span>i, ale nie zgodne z ni<span class="_ _1"></span>ą.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x4 h6 y5b6 ff1 fs3 fc0 sc0 ls0 ws0">Udział nakładów <span class="_ _1"></span>inwestycyjnych związanyc<span class="_ _1"></span>h z rodzajami działal<span class="_ _1"></span>ności zrównoważ<span class="_ _1"></span>onej środowiskowo (zgo<span class="_ _1"></span>dnej z<span class="_ _8"></span><span class="ff2"> </span>sys<span class="_ _1"></span>tematyką) w całości nakładów </div><div class="t m0 x4 h6 y5b7 ff1 fs3 fc0 sc0 ls0 ws0">inwestycyjnych wy<span class="_ _1"></span>niósł w 202<span class="ff2">5 </span>r. <span class="_ _1"></span>0%, a udział nakładó<span class="_ _1"></span>w inwestycyj<span class="_ _1"></span>nych związanych z rodzajami dz<span class="_ _1"></span>iałalności kwalifikującej<span class="_ _1"></span> się do systematyk<span class="_ _1"></span>i, ale niezgodnej<span class="_ _b"></span><span class="ff2"> </span></div><div class="t m0 x4 h6 y5b8 ff1 fs3 fc0 sc0 ls0 ws0">z nią <span class="ff2">99,81</span>%. <span class="_ _1"></span>Łącznie udział nakładów <span class="_ _1"></span>inwestycyjny<span class="_ _1"></span>ch związanych z<span class="_ _1"></span><span class="ff2"> </span>rodzajami działalnoś<span class="_ _1"></span>ci kwalifikującej się <span class="_ _1"></span>do systematyki wyniós<span class="_ _1"></span>ł <span class="_ _1"></span><span class="ff2">99,81</span>%. <span class="_ _1"></span>Pozostałe </div><div class="t m0 x4 h6 y5b9 ff2 fs3 fc0 sc0 ls1 ws0">0,19<span class="ff1 ls0">% nakładó<span class="_ _1"></span>w inwestycyjnych prz<span class="_ _1"></span>ypadało na rodzaje dz<span class="_ _1"></span>iałalności niekw<span class="_ _1"></span>al<span class="_ _1"></span>ifikujące się do systematyk<span class="_ _1"></span>i, czyli takie, dla k<span class="_ _1"></span>tórych regulator nie ustal<span class="_ _1"></span>ił </span></div><div class="t m0 x4 h6 y474 ff1 fs3 fc0 sc0 ls0 ws0">Technicznych Kryteriów <span class="_ _1"></span>Kwalifikacji w<span class="_ _1"></span><span class="ff2"> </span>załącznikach<span class="_ _1"></span> do aktu delegowane<span class="_ _1"></span>go.<span class="ff2"> </span></div><div class="t m0 x4 h6 y73a ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c xf2 y73b wd8 haa"><div class="t m0 xf h2 y657 ff2 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c xf3 y73b wd9 haa"><div class="t m0 xf h2 y657 ff1 fs0 fc0 sc0 ls0 ws0">Część nakładów inwestycyjnych/Łączne nakłady inwestycyjne<span class="ff2"> </span></div></div><div class="c xf2 y73c wd8 ha9"><div class="t m0 xf h2 y321 ff2 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c xf3 y73c wda ha9"><div class="t m0 xf h2 y321 ff1 fs0 fc0 sc0 ls0 ws0">Zgodność z systematyką w podziale na </div><div class="t m0 xf h2 y6f8 ff2 fs0 fc0 sc0 ls0 ws0">cele </div></div><div class="c xf4 y73c wdb ha9"><div class="t m0 xf h2 y321 ff1 fs0 fc0 sc0 ls0 ws0">Kwalifikowanie się do systematyki w </div><div class="t m0 xf h2 y6f8 ff2 fs0 fc0 sc0 ls0 ws0">podziale na cele </div></div><div class="c xf2 y3e0 wd8 hb3"><div class="t m0 xf h2 y6f8 ff2 fs0 fc0 sc0 ls32 ws0">CCM<span class="ls0"> </span></div></div><div class="c xf3 y3e0 wda hb3"><div class="t m0 xf h2 y6f8 ff2 fs0 fc0 sc0 ls33 ws0">0%<span class="ls0"> </span></div></div><div class="c xf4 y3e0 wdb hb3"><div class="t m0 xf h2 y6f8 ff2 fs0 fc0 sc0 ls0 ws0">11,23% </div></div><div class="c xf2 y73d wd8 ha8"><div class="t m0 xf h2 y6f8 ff2 fs0 fc0 sc0 ls32 ws0">CCA<span class="ls0"> </span></div></div><div class="c xf3 y73d wda ha8"><div class="t m0 xf h2 y6f8 ff2 fs0 fc0 sc0 ls33 ws0">0%<span class="ls0"> </span></div></div><div class="c xf4 y73d wdb ha8"><div class="t m0 xf h2 y6f8 ff2 fs0 fc0 sc0 ls0 ws0">88,58% </div></div><div class="c xf2 y541 wd8 haa"><div class="t m0 xf h2 y657 ff2 fs0 fc0 sc0 ls34 ws0">WTR<span class="ls0"> </span></div></div><div class="c xf3 y541 wda haa"><div class="t m0 xf h2 y657 ff2 fs0 fc0 sc0 ls33 ws0">0%<span class="ls0"> </span></div></div><div class="c xf4 y541 wdb haa"><div class="t m0 xf h2 y657 ff2 fs0 fc0 sc0 ls33 ws0">0%<span class="ls0"> </span></div></div><div class="c xf2 y73e wd8 ha8"><div class="t m0 xf h2 y6f8 ff2 fs0 fc0 sc0 ls32 ws0">CE<span class="ls0"> </span></div></div><div class="c xf3 y73e wda ha8"><div class="t m0 xf h2 y6f8 ff2 fs0 fc0 sc0 ls33 ws0">0%<span class="ls0"> </span></div></div><div class="c xf4 y73e wdb ha8"><div class="t m0 xf h2 y6f8 ff2 fs0 fc0 sc0 ls33 ws0">0%<span class="ls0"> </span></div></div><div class="c xf2 ydb wd8 ha8"><div class="t m0 xf h2 y6f8 ff2 fs0 fc0 sc0 ls10 ws0">PPC<span class="ls0"> </span></div></div><div class="c xf3 ydb wda ha8"><div class="t m0 xf h2 y6f8 ff2 fs0 fc0 sc0 ls33 ws0">0%<span class="ls0"> </span></div></div><div class="c xf4 ydb wdb ha8"><div class="t m0 xf h2 y6f8 ff2 fs0 fc0 sc0 ls33 ws0">0%<span class="ls0"> </span></div></div><div class="c xf2 y73f wd8 ha8"><div class="t m0 xf h2 y6f8 ff2 fs0 fc0 sc0 ls0 ws0">BIO </div></div><div class="c xf3 y73f wda ha8"><div class="t m0 xf h2 y6f8 ff2 fs0 fc0 sc0 ls33 ws0">0%<span class="ls0"> </span></div></div><div class="c xf4 y73f wdb ha8"><div class="t m0 xf h2 y6f8 ff2 fs0 fc0 sc0 ls33 ws0">0%<span class="ls0"> </span></div></div><div class="c x0 y0 w14 h25"><div class="t m0 x4 h10 y740 ff2 fs8 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h6c y741 ff5 fs8 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h6c y742 ff5 fs8 fc0 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf3a" class="pf w12 h25" ><div class="pc pc3a w12 h25"><img class="bi x76 y0 wfd h26" alt="" 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class="c x0 y0 w14 h25"><div class="t m0 x4 h2 y22b ff1 fs0 fc0 sc0 ls0 ws0">Sprawozdanie nt. informacji niefinansowych GK MIRBUD za 2025<span class="_ _1"></span> rok<span class="ff2"> </span></div><div class="t m0 x4 h2 y22c ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hd y22d ff4 fs3 fc0 sc0 ls31 ws0">58<span class="ff5 fs8 ls0"> </span></div><div class="t m0 x4 h8a y700 ff10 fsa fc2 sc0 ls0 ws0">Wydatki operacyjne<span class="_ _0"></span> (OpEx)<span class="ffa"> </span></div></div><div class="c x2c y701 wfe ha5"><div class="t m0 x59 h4e y6d7 ff2 fsc fc0 sc0 ls0 ws0">Rok obroto<span class="_ _0"></span>wy 2025 </div></div><div class="c xf5 y701 wff ha5"><div class="t m0 x4 h4e y6d7 ff2 fsc fc0 sc0 ls0 ws0">Rok </div></div><div class="c x31 y701 w100 ha5"><div class="t m0 x83 h4e y6d7 ff1 fsc fc0 sc0 ls0 ws0">Kryteria dot<span class="_ _0"></span>yczące is<span class="_ _0"></span>totnego wkła<span class="_ _0"></span>du<span class="ff2"> </span></div></div><div class="c xb3 y701 w101 ha5"><div class="t m0 x39 h4e y6cd ff1 fsc fc0 sc0 ls0 ws0">Kryteria dot<span class="_ _0"></span>yczące za<span class="_ _0"></span>sady DNS<span class="_ _0"></span>H<span class="ff2"> </span></div><div class="t m0 xd h4e y6ce ff1 fsc fc0 sc0 ls0 ws0">(„nie czyń<span class="_ _0"></span> poważny<span class="_ _0"></span>ch szkód”)<span class="_ _0"></span><span class="ff2"> </span></div></div><div class="c xd0 y701 w102 ha5"><div class="t m0 x14 h4e y476 ff2 fsc fc0 sc0 ls0 ws0"> </div></div><div class="c x52 y701 wb4 ha5"><div class="t m0 x25 h9e y476 ff5 fsc fc0 sc0 ls0 ws0"> </div></div><div class="c xf9 y701 w103 ha5"><div class="t m0 x37 h9e y476 ff5 fsc fc0 sc0 ls0 ws0"> </div></div><div class="c xd3 y701 w9c ha5"><div class="t m0 xa9 h9e y476 ff5 fsc fc0 sc0 ls0 ws0"> </div></div><div class="c x2c y743 wdd hb4"><div class="t m0 x59 h4e y744 ff1 fsc fc0 sc0 ls0 ws0">Działalno<span class="_ _0"></span>ść gospodar<span class="_ _0"></span>cza<span class="ff2"> </span></div></div><div class="c xf5 y743 w104 hb4"><div class="t m0 x2 h4e y744 ff2 fsc fc0 sc0 ls0 ws0">Kod lub kod<span class="_ _0"></span>y </div></div><div class="c xb1 y745 w105 hb5"><div class="t m0 x14 h4e y746 ff2 fsc fc0 sc0 ls0 ws0">Wydatki </div><div class="t m0 xf h4e y747 ff2 fsc fc0 sc0 ls0 ws0">operacyjne<span class="_ _0"></span> </div><div class="t m0 x27 h4e y748 ff1 fsc fc0 sc0 ls0 ws0">w ujęciu </div><div class="t m0 x8a h4e y749 ff1 fsc fc0 sc0 ls0 ws0">bezwzlędn</div><div class="t m0 x6e h4e y74a ff2 fsc fc0 sc0 ls35 ws0">ym<span class="ls0"> </span></div></div><div class="c x45 y745 w3b hb5"><div class="t m0 x1d h4e y746 ff1 fsc fc0 sc0 ls0 ws0">Udział </div><div class="t m0 xf h4e y747 ff2 fsc fc0 sc0 ls0 ws0">procento<span class="_ _0"></span>wy </div><div class="t m0 x1e h4e y748 ff1 fsc fc0 sc0 ls0 ws0">wydatkó<span class="_ _0"></span>w </div><div class="t m0 x8a h4e y749 ff2 fsc fc0 sc0 ls0 ws0">operacyjn<span class="_ _0"></span>y</div><div class="t m0 x99 h4e y74a ff2 fsc fc0 sc0 ls3 ws0">ch<span class="ls0"> </span></div></div><div class="c x31 y745 w106 hb5"><div class="t m2 x76 h4e y439 ff1 fsc fc0 sc0 ls0 ws0">Łagodzenie <span class="_ _0"></span>zmian </div><div class="t m2 x82 h4e y74b ff2 fsc fc0 sc0 ls0 ws0">klimatu</div><div class="t m2 x82 h4e y74c ff2 fsc fc0 sc0 ls0 ws0"> </div></div><div class="c x108 y745 wf5 hb5"><div class="t m2 x102 h4e y320 ff2 fsc fc0 sc0 ls0 ws0">Adaptacja<span class="_ _0"></span> do zmian<span class="_ _0"></span> </div><div class="t m2 x82 h4e y74b ff2 fsc fc0 sc0 ls0 ws0">klimatu</div><div class="t m2 x82 h4e y74c ff2 fsc fc0 sc0 ls0 ws0"> </div></div><div class="c x40 y745 w107 hb5"><div class="t m2 x102 h4e y386 ff2 fsc fc0 sc0 ls0 ws0">Zasoby wodne<span class="_ _0"></span> i </div><div class="t m2 x70 h4e y74d ff2 fsc fc0 sc0 ls0 ws0">morskie</div><div class="t m2 x70 h4e y74e ff2 fsc fc0 sc0 ls0 ws0"> </div></div><div class="c x109 y745 w107 hb5"><div class="t m2 x102 h4e y74f ff2 fsc fc0 sc0 ls0 ws0">Gospodarka<span class="_ _0"></span> o obiegu<span class="_ _0"></span> </div><div class="t m2 x70 h4e y74a ff1 fsc fc0 sc0 ls0 ws0">zamknięt<span class="_ _0"></span>ym</div><div class="t m2 x70 h4e y750 ff2 fsc fc0 sc0 ls0 ws0"> </div></div><div class="c x10a y745 w108 hb5"><div class="t m2 xd h4e y751 ff2 fsc fc0 sc0 ls0 ws0">Zanieczysz<span class="_ _0"></span>czenie</div><div class="t m2 xd h4e y752 ff2 fsc fc0 sc0 ls0 ws0"> </div></div><div class="c x10b y745 w107 hb5"><div class="t m2 x102 h4e y56f ff1 fsc fc0 sc0 ls0 ws0">Bioróżnorodno<span class="_ _0"></span>ść i </div><div class="t m2 x70 h4e y753 ff2 fsc fc0 sc0 ls0 ws0">ekosystem<span class="_ _0"></span>y</div><div class="t m2 x70 h4e y754 ff2 fsc fc0 sc0 ls0 ws0"> </div></div><div class="c xb3 y745 w2a hb5"><div class="t m2 x24 h4e y439 ff1 fsc fc0 sc0 ls0 ws0">Łagodzenie <span class="_ _0"></span>zmian </div><div class="t m2 x82 h4e y74b ff2 fsc fc0 sc0 ls0 ws0">klimatu</div><div class="t m2 x82 h4e y74c ff2 fsc fc0 sc0 ls0 ws0"> </div></div><div class="c x10c y745 w2a hb5"><div class="t m2 x24 h4e y320 ff2 fsc fc0 sc0 ls0 ws0">Adaptacja<span class="_ _0"></span> do zmian<span class="_ _0"></span> </div><div class="t m2 x82 h4e y74b ff2 fsc fc0 sc0 ls0 ws0">klimatu</div><div class="t m2 x82 h4e y74c ff2 fsc fc0 sc0 ls0 ws0"> </div></div><div class="c x10d y745 w2a hb5"><div class="t m2 x24 h4e y386 ff2 fsc fc0 sc0 ls0 ws0">Zasoby wodne<span class="_ _0"></span> i </div><div class="t m2 x82 h4e y74d ff2 fsc fc0 sc0 ls0 ws0">morskie</div><div class="t m2 x82 h4e y74e ff2 fsc fc0 sc0 ls0 ws0"> </div></div><div class="c xef y745 w2a hb5"><div class="t m2 x24 h4e y74f ff2 fsc fc0 sc0 ls0 ws0">Gospodarka<span class="_ _0"></span> o obiegu<span class="_ _0"></span> </div><div class="t m2 x82 h4e y74a ff1 fsc fc0 sc0 ls0 ws0">zamknięt<span class="_ _0"></span>ym</div><div class="t m2 x82 h4e y750 ff2 fsc fc0 sc0 ls0 ws0"> </div></div><div class="c x107 y745 w2a hb5"><div class="t m2 x24 h4e y751 ff2 fsc fc0 sc0 ls0 ws0">Zanieczysz<span class="_ _0"></span>czenie</div><div class="t m2 x24 h4e y752 ff2 fsc fc0 sc0 ls0 ws0"> </div></div><div class="c x10e y745 w109 hb5"><div class="t m2 x24 h4e y56f ff1 fsc fc0 sc0 ls0 ws0">Bioróżnorodno<span class="_ _0"></span>ść i </div><div class="t m2 x10f h4e y753 ff2 fsc fc0 sc0 ls0 ws0">ekosystem<span class="_ _0"></span>y</div><div class="t m2 x10f h4e y754 ff2 fsc fc0 sc0 ls0 ws0"> </div></div><div class="c xd0 y745 w10a hb5"><div class="t m2 x76 h4e y44d ff2 fsc fc0 sc0 ls0 ws0">Minimalne gw<span class="_ _0"></span>arancje</div><div class="t m2 x76 h4e y755 ff2 fsc fc0 sc0 ls0 ws0"> </div></div><div class="c x52 y745 wc1 hb5"><div class="t m0 xd h4e y756 ff1 fsc fc0 sc0 ls0 ws0">Udział </div><div class="t m0 x41 h4e y746 ff2 fsc fc0 sc0 ls0 ws0">procento<span class="_ _0"></span>wy </div><div class="t m0 x39 h4e y747 ff1 fsc fc0 sc0 ls0 ws0">wydatkó<span class="_ _0"></span>w </div><div class="t m0 x8a h4e y748 ff2 fsc fc0 sc0 ls0 ws0">operacyjn<span class="_ _0"></span>ych </div><div class="t m0 x41 h4e y749 ff2 fsc fc0 sc0 ls0 ws0">zgodnych <span class="_ _0"></span>z </div><div class="t m0 x8a h4e y74a ff1 fsc fc0 sc0 ls0 ws0">systemat<span class="_ _0"></span>yką, </div><div class="t m0 x102 h4e y425 ff2 fsc fc0 sc0 ls0 ws0">rok 2024<span class="_ _0"></span> </div></div><div class="c xf9 y745 w10b hb5"><div class="t m0 x77 h4e y757 ff2 fsc fc0 sc0 ls0 ws0">Kategoria </div><div class="t m0 x24 h4e y758 ff1 fsc fc0 sc0 ls0 ws0">(działalnoś<span class="_ _0"></span>ć </div><div class="t m0 x42 h4e y759 ff1 fsc fc0 sc0 ls0 ws0">wspomagają<span class="_ _0"></span>ca </div><div class="t m0 x97 h4e y75a ff2 fsc fc0 sc0 ls38 ws0">lub)<span class="ls0"> </span></div></div><div class="c xd3 y745 w7a hb5"><div class="t m0 x24 h4e y757 ff2 fsc fc0 sc0 ls0 ws0">Kategoria </div><div class="t m0 x1e h4e y758 ff1 fsc fc0 sc0 ls0 ws0">(działalnoś<span class="_ _0"></span>ć </div><div class="t m0 x1d h4e y759 ff2 fsc fc0 sc0 ls0 ws0">na rzecz </div><div class="t m0 x24 h4e y75a ff1 fsc fc0 sc0 ls0 ws0">przejścia)<span class="_ _0"></span><span class="ff2"> </span></div></div><div class="c xb1 y743 w105 ha5"><div class="t m0 x1d h4e y6d7 ff1 fsc fc0 sc0 ls0 ws0">mln zł<span class="ff2"> </span></div></div><div class="c x45 y743 w3b ha5"><div class="t m0 x23 h4e y6d7 ff2 fsc fc0 sc0 ls0 ws0">% </div></div><div class="c x31 y743 w106 ha5"><div class="t m0 x42 h4e y6cd ff2 fsc fc0 sc0 ls0 ws0">T; N; </div><div class="t m0 x42 h4e y6ce ff2 fsc fc0 sc0 ls0 ws0">N/EL </div></div><div class="c x108 y743 wf5 ha5"><div class="t m0 x2 h4e y6cd ff2 fsc fc0 sc0 ls0 ws0">T; N; </div><div class="t m0 x42 h4e y6ce ff2 fsc fc0 sc0 ls0 ws0">N/EL </div></div><div class="c x40 y743 w107 ha5"><div class="t m0 x2 h4e y6cd ff2 fsc fc0 sc0 ls0 ws0">T; N; </div><div class="t m0 x42 h4e y6ce ff2 fsc fc0 sc0 ls0 ws0">N/EL </div></div><div class="c x109 y743 w107 ha5"><div class="t m0 x2 h4e y6cd ff2 fsc fc0 sc0 ls0 ws0">T; N; </div><div class="t m0 x42 h4e y6ce ff2 fsc fc0 sc0 ls0 ws0">N/EL </div></div><div class="c x10a y743 w108 ha5"><div class="t m0 x2 h4e y6cd ff2 fsc fc0 sc0 ls0 ws0">T; N; </div><div class="t m0 x42 h4e y6ce ff2 fsc fc0 sc0 ls0 ws0">N/EL </div></div><div class="c x10b y743 w107 ha5"><div class="t m0 x2 h4e y6cd ff2 fsc fc0 sc0 ls0 ws0">T; N; </div><div class="t m0 x42 h4e y6ce ff2 fsc fc0 sc0 ls0 ws0">N/EL </div></div><div class="c xb3 y743 w2a ha5"><div class="t m0 x1e h4e y6cd ff2 fsc fc0 sc0 ls36 ws0">T/</div><div class="t m0 x1e h4e y6ce ff2 fsc fc0 sc0 ls0 ws0">N </div></div><div class="c x10c y743 w2a ha5"><div class="t m0 x1e h4e y6cd ff2 fsc fc0 sc0 ls36 ws0">T/</div><div class="t m0 x1e h4e y6ce ff2 fsc fc0 sc0 ls0 ws0">N </div></div><div class="c x10d y743 w2a ha5"><div class="t m0 x1e h4e y6cd ff2 fsc fc0 sc0 ls36 ws0">T/</div><div class="t m0 x1e h4e y6ce ff2 fsc fc0 sc0 ls0 ws0">N </div></div><div class="c xef y743 w2a ha5"><div class="t m0 x1e h4e y6cd ff2 fsc fc0 sc0 ls36 ws0">T/</div><div class="t m0 x1e h4e y6ce ff2 fsc fc0 sc0 ls0 ws0">N </div></div><div class="c x107 y743 w2a ha5"><div class="t m0 x1e h4e y6cd ff2 fsc fc0 sc0 ls36 ws0">T/</div><div class="t m0 x1e h4e y6ce ff2 fsc fc0 sc0 ls0 ws0">N </div></div><div class="c x10e y743 w109 ha5"><div class="t m0 x1e h4e y6cd ff2 fsc fc0 sc0 ls36 ws0">T/</div><div class="t m0 x1e h4e y6ce ff2 fsc fc0 sc0 ls0 ws0">N </div></div><div class="c xd0 y743 w10a ha5"><div class="t m0 x42 h4e y6cd ff2 fsc fc0 sc0 ls36 ws0">T/</div><div class="t m0 x2 h4e y6ce ff2 fsc fc0 sc0 ls0 ws0">N </div></div><div class="c x52 y743 wc1 ha5"><div class="t m0 xbe h4e y6d7 ff2 fsc fc0 sc0 ls0 ws0">% </div></div><div class="c xf9 y743 w10b ha5"><div class="t m0 x53 h4e y6d7 ff2 fsc fc0 sc0 ls0 ws0">E </div></div><div class="c xd3 y743 w7a ha5"><div class="t m0 xa3 h4e y6d7 ff2 fsc fc0 sc0 ls0 ws0">T </div></div><div class="c x2c y75b wc3 had"><div class="t m0 x110 h70 y476 ff6 fsc fc0 sc0 ls0 ws0">A. DZIAŁ<span class="_ _0"></span>ALNOŚĆ <span class="_ _0"></span>KWALIFIK<span class="_ _0"></span>UJĄCA SIĘ <span class="_ _0"></span>DO SYS<span class="_ _0"></span>TEMATY<span class="_ _0"></span>KI<span class="ff3"> </span></div></div><div class="c x2c y75c wc3 had"><div class="t m0 xad h70 y476 ff6 fsc fc0 sc0 ls0 ws0">A.1. Ro<span class="_ _0"></span>dzaje działa<span class="_ _0"></span>lności z<span class="_ _0"></span>równoważ<span class="_ _0"></span>onej śro<span class="_ _0"></span>dowisko<span class="_ _0"></span>wo (zgodna<span class="_ _0"></span> z systematyk<span class="_ _0"></span>ą)<span class="ff3"> </span></div></div><div class="c x2c y75d wdd hb6"><div class="t m0 x59 h70 y6e1 ff6 fsc fc0 sc0 ls0 ws0">Wydatki <span class="_ _0"></span>operacyj<span class="_ _0"></span>ne z tytułu </div><div class="t m0 x59 h70 y10e ff6 fsc fc0 sc0 ls0 ws0">działaln<span class="_ _0"></span>ości zrów<span class="_ _0"></span>noważonej<span class="_ _0"></span> </div><div class="t m0 x59 h70 y6cd ff6 fsc fc0 sc0 ls0 ws0">środowisk<span class="_ _0"></span>owo (zgo<span class="_ _0"></span>dnej z </div><div class="t m0 x59 h70 y6ce ff6 fsc fc0 sc0 ls0 ws0">systematyk<span class="_ _0"></span>ą) (A.1)<span class="_ _0"></span><span class="ff3"> </span></div></div><div class="c xf5 y75d w10c hb6"><div class="t m0 x25 h70 y2bf ff3 fsc fc0 sc0 ls0 ws0">  </div></div><div class="c xb1 y75d w105 hb6"><div class="t m0 x27 h70 y2bf ff3 fsc fc0 sc0 ls0 ws0">0,00000 </div></div><div class="c x45 y75d w3b hb6"><div class="t m0 x102 h70 y2bf ff3 fsc fc0 sc0 ls0 ws0">0,00% </div></div><div class="c x31 y75d w106 hb6"><div class="t m0 x1e h70 y10e ff3 fsc fc0 sc0 ls0 ws0">0,00</div><div class="t m0 x39 h70 y6cd ff3 fsc fc0 sc0 ls0 ws0">% </div></div><div class="c x108 y75d wf5 hb6"><div class="t m0 x1e h70 y10e ff3 fsc fc0 sc0 ls0 ws0">0,00</div><div class="t m0 x24 h70 y6cd ff3 fsc fc0 sc0 ls0 ws0">% </div></div><div class="c x40 y75d w107 hb6"><div class="t m0 x1e h70 y10e ff3 fsc fc0 sc0 ls0 ws0">0,00</div><div class="t m0 x24 h70 y6cd ff3 fsc fc0 sc0 ls0 ws0">% </div></div><div class="c x109 y75d w107 hb6"><div class="t m0 x1e h70 y10e ff3 fsc fc0 sc0 ls0 ws0">0,00</div><div class="t m0 x24 h70 y6cd ff3 fsc fc0 sc0 ls0 ws0">% </div></div><div class="c x10a y75d w108 hb6"><div class="t m0 x1e h70 y10e ff3 fsc fc0 sc0 ls0 ws0">0,00</div><div class="t m0 x24 h70 y6cd ff3 fsc fc0 sc0 ls0 ws0">% </div></div><div class="c x10b y75d w107 hb6"><div class="t m0 x1e h70 y10e ff3 fsc fc0 sc0 ls0 ws0">0,00</div><div class="t m0 x24 h70 y6cd ff3 fsc fc0 sc0 ls0 ws0">% </div></div><div class="c xb3 y75d w2a hb6"><div class="t m0 x39 h70 y75e ff3 fsc fc0 sc0 ls0 ws0"> </div></div><div class="c x10c y75d w2a hb6"><div class="t m0 x39 h70 y75e ff3 fsc fc0 sc0 ls0 ws0"> </div></div><div class="c x10d y75d w2a hb6"><div class="t m0 x39 h70 y75e ff3 fsc fc0 sc0 ls0 ws0"> </div></div><div class="c xef y75d w2a hb6"><div class="t m0 x39 h70 y75e ff3 fsc fc0 sc0 ls0 ws0"> </div></div><div class="c x107 y75d w2a hb6"><div class="t m0 x39 h70 y75e ff3 fsc fc0 sc0 ls0 ws0"> </div></div><div class="c x10e y75d w10d hb6"><div class="t m0 x39 h70 y75e ff3 fsc fc0 sc0 ls0 ws0"> </div></div><div class="c xd0 y75d wd4 hb6"><div class="t m0 x7a h70 y2bf ff3 fsc fc0 sc0 ls0 ws0">  </div></div><div class="c x52 y75d wc1 hb6"><div class="t m0 xbf h70 y2bf ff3 fsc fc0 sc0 ls0 ws0">0,00% </div></div><div class="c xf9 y75d w10b hb6"><div class="t m0 x98 h70 y2bf ff3 fsc fc0 sc0 ls0 ws0">  </div></div><div class="c xd3 y75d w7a hb6"><div class="t m0 x2f h70 y2bf ff3 fsc fc0 sc0 ls0 ws0">  </div></div><div class="c x2c y75f wc3 hb7"><div class="t m0 x44 h70 y493 ff6 fsc fc0 sc0 ls0 ws0">A.2. Działa<span class="_ _0"></span>lność kw<span class="_ _0"></span>alifikująca<span class="_ _0"></span> się do syste<span class="_ _0"></span>matyki<span class="_ _0"></span>, ale nie<span class="_ _0"></span>zrównowa<span class="_ _0"></span>żona śro<span class="_ _0"></span>dowisko<span class="_ _0"></span>wo (dział<span class="_ _0"></span>alność <span class="_ _0"></span>niezgodna z<span class="_ _0"></span> systematyką)<span class="ff3"> </span></div></div><div class="c x2c y760 wdd hb8"><div class="t m0 x59 h4e y6dc ff2 fsc fc0 sc0 ls0 ws0">Transpor<span class="_ _0"></span>t motocykla<span class="_ _0"></span>mi, samocho<span class="_ _0"></span>dami </div><div class="t m0 x59 h4e y6cd ff2 fsc fc0 sc0 ls0 ws0">osobowymi<span class="_ _0"></span> i lekkimi poja<span class="_ _0"></span>zdami </div><div class="t m0 x59 h4e y6ce ff1 fsc fc0 sc0 ls0 ws0">użytkowy<span class="_ _0"></span>mi<span class="ff2"> </span></div></div><div class="c xf5 y760 w10c hb8"><div class="t m0 xf h4e y6dc ff2 fsc fc0 sc0 ls0 ws0">CCM6.5 </div></div><div class="c xb1 y760 w105 hb8"><div class="t m0 x27 h4e y6cd ff2 fsc fc0 sc0 ls0 ws0">0,05930 </div></div><div class="c x45 y760 w3b hb8"><div class="t m0 x102 h4e y6cd ff2 fsc fc0 sc0 ls0 ws0">0,15% </div></div><div class="c x31 y760 w106 hb8"><div class="t m0 x1e h4e y2bf ff2 fsc fc0 sc0 ls0 ws0">0,15</div><div class="t m0 x39 h4e y6d7 ff2 fsc fc0 sc0 ls0 ws0">% </div></div><div class="c x108 y760 w10e hb8"><div class="t m0 x42 h4e y6cd ff2 fsc fc0 sc0 ls0 ws0">N/EL </div></div><div class="c x40 y760 w10e hb8"><div class="t m0 x42 h4e y6cd ff2 fsc fc0 sc0 ls0 ws0">N/EL </div></div><div class="c x109 y760 w106 hb8"><div class="t m0 x42 h4e y6cd ff2 fsc fc0 sc0 ls0 ws0">N/EL </div></div><div class="c x10a y760 w10f hb8"><div class="t m0 x42 h4e y6cd ff2 fsc fc0 sc0 ls0 ws0">N/EL </div></div><div class="c x10b y760 w106 hb8"><div class="t m0 x42 h4e y6cd ff2 fsc fc0 sc0 ls0 ws0">N/EL </div></div><div class="c xb3 y760 w110 hb8"><div class="t m0 x39 h4e y761 ff2 fsc fc0 sc0 ls0 ws0"> </div></div><div class="c x10c y760 w110 hb8"><div class="t m0 x39 h4e y761 ff2 fsc fc0 sc0 ls0 ws0"> </div></div><div class="c x10d y760 w110 hb8"><div class="t m0 x39 h4e y761 ff2 fsc fc0 sc0 ls0 ws0"> </div></div><div class="c xef y760 wc9 hb8"><div class="t m0 x39 h4e y761 ff2 fsc fc0 sc0 ls0 ws0"> </div></div><div class="c x107 y760 w110 hb8"><div class="t m0 x39 h4e y761 ff2 fsc fc0 sc0 ls0 ws0"> </div></div><div class="c x10e y760 w109 hb8"><div class="t m0 x39 h4e y761 ff2 fsc fc0 sc0 ls0 ws0"> </div></div><div class="c xd0 y760 wd4 hb8"><div class="t m0 x7a h4e y6cd ff2 fsc fc0 sc0 ls0 ws0">  </div></div><div class="c x52 y760 wc1 hb8"><div class="t m0 xbf h4e y6cd ff2 fsc fc0 sc0 ls0 ws0">0,01% </div></div><div class="c xf9 y760 w103 hb8"><div class="t m0 xf h4e y6ce ff2 fsc fc0 sc0 ls0 ws0">  </div></div><div class="c xd3 y760 w7a hb8"><div class="t m0 xf h4e y6ce ff2 fsc fc0 sc0 ls0 ws0">  </div></div><div class="c x2c y762 wdd ha5"><div class="t m0 x59 h4e y6cd ff2 fsc fc0 sc0 ls0 ws0">Infrastruktu<span class="_ _0"></span>ra na po<span class="_ _0"></span>trzeby trans<span class="_ _0"></span>portu </div><div class="t m0 x59 h4e y6ce ff2 fsc fc0 sc0 ls0 ws0">kolejowego<span class="_ _0"></span> </div></div><div class="c xf5 y762 w10c ha5"><div class="t m0 xf h4e y6cd ff2 fsc fc0 sc0 ls0 ws0">CCM6.14_<span class="_ _0"></span>CC</div><div class="t m0 xf h4e y6ce ff2 fsc fc0 sc0 ls0 ws0">A6.14 </div></div><div class="c xb1 y762 w105 ha5"><div class="t m0 x27 h4e y6d7 ff2 fsc fc0 sc0 ls0 ws0">0,02513 </div></div><div class="c x45 y762 w3b ha5"><div class="t m0 x102 h4e y6d7 ff2 fsc fc0 sc0 ls0 ws0">0,07% </div></div><div class="c x31 y762 w106 ha5"><div class="t m0 x1e h4e y6cd ff2 fsc fc0 sc0 ls0 ws0">0,07</div><div class="t m0 x39 h4e y6ce ff2 fsc fc0 sc0 ls0 ws0">% </div></div><div class="c x108 y762 w10e ha5"><div class="t m0 x1e h4e y6cd ff2 fsc fc0 sc0 ls0 ws0">0,00</div><div class="t m0 x39 h4e y6ce ff2 fsc fc0 sc0 ls0 ws0">% </div></div><div class="c x40 y762 w10e ha5"><div class="t m0 x42 h4e y6d7 ff2 fsc fc0 sc0 ls0 ws0">N/EL </div></div><div class="c x109 y762 w106 ha5"><div class="t m0 x42 h4e y6d7 ff2 fsc fc0 sc0 ls0 ws0">N/EL </div></div><div class="c x10a y762 w10f ha5"><div class="t m0 x42 h4e y6d7 ff2 fsc fc0 sc0 ls0 ws0">N/EL </div></div><div class="c x10b y762 w106 ha5"><div class="t m0 x42 h4e y6d7 ff2 fsc fc0 sc0 ls0 ws0">N/EL </div></div><div class="c xb3 y762 w110 ha5"><div class="t m0 x39 h4e y284 ff2 fsc fc0 sc0 ls0 ws0"> </div></div><div class="c x10c y762 w110 ha5"><div class="t m0 x39 h4e y284 ff2 fsc fc0 sc0 ls0 ws0"> </div></div><div class="c x10d y762 w110 ha5"><div class="t m0 x39 h4e y284 ff2 fsc fc0 sc0 ls0 ws0"> </div></div><div class="c xef y762 wc9 ha5"><div class="t m0 x39 h4e y284 ff2 fsc fc0 sc0 ls0 ws0"> </div></div><div class="c x107 y762 w110 ha5"><div class="t m0 x39 h4e y284 ff2 fsc fc0 sc0 ls0 ws0"> </div></div><div class="c x10e y762 w109 ha5"><div class="t m0 x39 h4e y284 ff2 fsc fc0 sc0 ls0 ws0"> </div></div><div class="c xd0 y762 wd4 ha5"><div class="t m0 x7a h4e y6d7 ff2 fsc fc0 sc0 ls0 ws0">  </div></div><div class="c x52 y762 wc1 ha5"><div class="t m0 x2f h4e y6d7 ff2 fsc fc0 sc0 ls0 ws0">- </div></div><div class="c xf9 y762 w103 ha5"><div class="t m0 xf h4e y6ce ff2 fsc fc0 sc0 ls0 ws0">  </div></div><div class="c xd3 y762 w7a ha5"><div class="t m0 xf h4e y6ce ff2 fsc fc0 sc0 ls0 ws0">  </div></div><div class="c x2c y763 wdd ha6"><div class="t m0 x59 h4e y111 ff1 fsc fc0 sc0 ls0 ws0">Infrastruktu<span class="_ _0"></span>ra wspom<span class="_ _0"></span>agająca </div><div class="t m0 x59 h4e y56c ff2 fsc fc0 sc0 ls0 ws0">niskoemis<span class="_ _0"></span>yjny tran<span class="_ _0"></span>sport drogo<span class="_ _0"></span>wy </div><div class="t m0 x59 h4e y6da ff2 fsc fc0 sc0 ls0 ws0">i transport pub<span class="_ _0"></span>liczny </div></div><div class="c xf5 y763 w10c ha6"><div class="t m0 xf h4e y3c3 ff2 fsc fc0 sc0 ls0 ws0">CCA6.15 </div></div><div class="c xb1 y763 w105 ha6"><div class="t m0 x1e h4e y56c ff2 fsc fc0 sc0 ls0 ws0">18,90839 </div></div><div class="c x45 y763 w3b ha6"><div class="t m0 x39 h4e y56c ff2 fsc fc0 sc0 ls0 ws0">48,99% </div></div><div class="c x31 y763 w106 ha6"><div class="t m0 x42 h4e y56c ff2 fsc fc0 sc0 ls0 ws0">N/EL </div></div><div class="c x108 y763 w10e ha6"><div class="t m0 x8a h4e y3b0 ff2 fsc fc0 sc0 ls0 ws0">48,99</div><div class="t m0 x39 h4e y56e ff2 fsc fc0 sc0 ls0 ws0">% </div></div><div class="c x40 y763 w10e ha6"><div class="t m0 x42 h4e y56c ff2 fsc fc0 sc0 ls0 ws0">N/EL </div></div><div class="c x109 y763 w106 ha6"><div class="t m0 x42 h4e y56c ff2 fsc fc0 sc0 ls0 ws0">N/EL </div></div><div class="c x10a y763 w10f ha6"><div class="t m0 x42 h4e y56c ff2 fsc fc0 sc0 ls0 ws0">N/EL </div></div><div class="c x10b y763 w106 ha6"><div class="t m0 x42 h4e y56c ff2 fsc fc0 sc0 ls0 ws0">N/EL </div></div><div class="c xb3 y763 w110 ha6"><div class="t m0 x39 h4e y764 ff2 fsc fc0 sc0 ls0 ws0"> </div></div><div class="c x10c y763 w110 ha6"><div class="t m0 x39 h4e y764 ff2 fsc fc0 sc0 ls0 ws0"> </div></div><div class="c x10d y763 w110 ha6"><div class="t m0 x39 h4e y764 ff2 fsc fc0 sc0 ls0 ws0"> </div></div><div class="c xef y763 wc9 ha6"><div class="t m0 x39 h4e y764 ff2 fsc fc0 sc0 ls0 ws0"> </div></div><div class="c x107 y763 w110 ha6"><div class="t m0 x39 h4e y764 ff2 fsc fc0 sc0 ls0 ws0"> </div></div><div class="c x10e y763 w109 ha6"><div class="t m0 x39 h4e y764 ff2 fsc fc0 sc0 ls0 ws0"> </div></div><div class="c xd0 y763 wd4 ha6"><div class="t m0 x7a h4e y56c ff2 fsc fc0 sc0 ls0 ws0">  </div></div><div class="c x52 y763 wc1 ha6"><div class="t m0 x77 h4e y56c ff2 fsc fc0 sc0 ls0 ws0">33,80% </div></div><div class="c xf9 y763 w103 ha6"><div class="t m0 xf h4e y6ce ff2 fsc fc0 sc0 ls0 ws0">  </div></div><div class="c xd3 y763 w7a ha6"><div class="t m0 xf h4e y6ce ff2 fsc fc0 sc0 ls0 ws0">  </div></div><div class="c x2c y765 wdd ha5"><div class="t m0 x59 h4e y6d7 ff1 fsc fc0 sc0 ls0 ws0">Budowa no<span class="_ _0"></span>wych bud<span class="_ _0"></span>ynków<span class="ff2"> </span></div></div><div class="c xf5 y765 w10c ha5"><div class="t m0 xf h4e y6cd ff2 fsc fc0 sc0 ls0 ws0">CCM7.1_<span class="_ _0"></span>CCA</div><div class="t m0 xf h4e y6ce ff2 fsc fc0 sc0 ls0 ws0">7.1_CE3.1<span class="_ _0"></span> </div></div><div class="c xb1 y765 w105 ha5"><div class="t m0 x1e h4e y6d7 ff2 fsc fc0 sc0 ls0 ws0">11,47060 </div></div><div class="c x45 y765 w3b ha5"><div class="t m0 x39 h4e y6d7 ff2 fsc fc0 sc0 ls0 ws0">29,72% </div></div><div class="c x31 y765 w106 ha5"><div class="t m0 x8a h4e y6cd ff2 fsc fc0 sc0 ls0 ws0">29,72</div><div class="t m0 x39 h4e y6ce ff2 fsc fc0 sc0 ls0 ws0">% </div></div><div class="c x108 y765 w10e ha5"><div class="t m0 x1e h4e y6cd ff2 fsc fc0 sc0 ls0 ws0">0,00</div><div class="t m0 x39 h4e y6ce ff2 fsc fc0 sc0 ls0 ws0">% </div></div><div class="c x40 y765 w10e ha5"><div class="t m0 x42 h4e y6d7 ff2 fsc fc0 sc0 ls0 ws0">N/EL </div></div><div class="c x109 y765 w106 ha5"><div class="t m0 x1e h4e y6cd ff2 fsc fc0 sc0 ls0 ws0">0,00</div><div class="t m0 x39 h4e y6ce ff2 fsc fc0 sc0 ls0 ws0">% </div></div><div class="c x10a y765 w10f ha5"><div class="t m0 x42 h4e y6d7 ff2 fsc fc0 sc0 ls0 ws0">N/EL </div></div><div class="c x10b y765 w106 ha5"><div class="t m0 x42 h4e y6d7 ff2 fsc fc0 sc0 ls0 ws0">N/EL </div></div><div class="c xb3 y765 w110 ha5"><div class="t m0 x39 h4e y284 ff2 fsc fc0 sc0 ls0 ws0"> </div></div><div class="c x10c y765 w110 ha5"><div class="t m0 x39 h4e y284 ff2 fsc fc0 sc0 ls0 ws0"> </div></div><div class="c x10d y765 w110 ha5"><div class="t m0 x39 h4e y284 ff2 fsc fc0 sc0 ls0 ws0"> </div></div><div class="c xef y765 wc9 ha5"><div class="t m0 x39 h4e y284 ff2 fsc fc0 sc0 ls0 ws0"> </div></div><div class="c x107 y765 w110 ha5"><div class="t m0 x39 h4e y284 ff2 fsc fc0 sc0 ls0 ws0"> </div></div><div class="c x10e y765 w109 ha5"><div class="t m0 x39 h4e y284 ff2 fsc fc0 sc0 ls0 ws0"> </div></div><div class="c xd0 y765 wd4 ha5"><div class="t m0 x7a h4e y6d7 ff2 fsc fc0 sc0 ls0 ws0">  </div></div><div class="c x52 y765 wc1 ha5"><div class="t m0 x77 h4e y6d7 ff2 fsc fc0 sc0 ls0 ws0">17,31% </div></div><div class="c xf9 y765 w103 ha5"><div class="t m0 xf h4e y6ce ff2 fsc fc0 sc0 ls0 ws0">  </div></div><div class="c xd3 y765 w7a ha5"><div class="t m0 xf h4e y6ce ff2 fsc fc0 sc0 ls0 ws0">  </div></div><div class="c x2c y766 wdd haf"><div class="t m0 x59 h4e y569 ff2 fsc fc0 sc0 ls0 ws0">Nabywanie <span class="_ _0"></span>i <span class="ff1">prawo wła<span class="_ _0"></span>sności </span></div><div class="t m0 x59 h4e y6ce ff1 fsc fc0 sc0 ls0 ws0">budynków<span class="_ _0"></span><span class="ff2"> </span></div></div><div class="c xf5 y766 w10c haf"><div class="t m0 xf h4e y569 ff2 fsc fc0 sc0 ls0 ws0">CCM7.7_<span class="_ _0"></span>CCA</div><div class="t m0 xf h4e y6ce ff2 fsc fc0 sc0 ls0 ws0">7.7 </div></div><div class="c xb1 y766 w105 haf"><div class="t m0 x27 h4e y6e7 ff2 fsc fc0 sc0 ls0 ws0">7,92477 </div></div><div class="c x45 y766 w3b haf"><div class="t m0 x39 h4e y6e7 ff2 fsc fc0 sc0 ls0 ws0">20,53% </div></div><div class="c x31 y766 w106 haf"><div class="t m0 x8a h4e y569 ff2 fsc fc0 sc0 ls0 ws0">20,53</div><div class="t m0 x39 h4e y6ce ff2 fsc fc0 sc0 ls0 ws0">% </div></div><div class="c x108 y766 w10e haf"><div class="t m0 x1e h4e y569 ff2 fsc fc0 sc0 ls0 ws0">0,00</div><div class="t m0 x39 h4e y6ce ff2 fsc fc0 sc0 ls0 ws0">% </div></div><div class="c x40 y766 w10e haf"><div class="t m0 x42 h4e y6e7 ff2 fsc fc0 sc0 ls0 ws0">N/EL </div></div><div class="c x109 y766 w106 haf"><div class="t m0 x42 h4e y6e7 ff2 fsc fc0 sc0 ls0 ws0">N/EL </div></div><div class="c x10a y766 w10f haf"><div class="t m0 x42 h4e y6e7 ff2 fsc fc0 sc0 ls0 ws0">N/EL </div></div><div class="c x10b y766 w106 haf"><div class="t m0 x42 h4e y6e7 ff2 fsc fc0 sc0 ls0 ws0">N/EL </div></div><div class="c xb3 y766 w110 haf"><div class="t m0 x39 h4e y106 ff2 fsc fc0 sc0 ls0 ws0"> </div></div><div class="c x10c y766 w110 haf"><div class="t m0 x39 h4e y106 ff2 fsc fc0 sc0 ls0 ws0"> </div></div><div class="c x10d y766 w110 haf"><div class="t m0 x39 h4e y106 ff2 fsc fc0 sc0 ls0 ws0"> </div></div><div class="c xef y766 wc9 haf"><div class="t m0 x39 h4e y106 ff2 fsc fc0 sc0 ls0 ws0"> </div></div><div class="c x107 y766 w110 haf"><div class="t m0 x39 h4e y106 ff2 fsc fc0 sc0 ls0 ws0"> </div></div><div class="c x10e y766 w109 haf"><div class="t m0 x39 h4e y106 ff2 fsc fc0 sc0 ls0 ws0"> </div></div><div class="c xd0 y766 wd4 haf"><div class="t m0 x7a h4e y6e7 ff2 fsc fc0 sc0 ls0 ws0">  </div></div><div class="c x52 y766 wc1 haf"><div class="t m0 x77 h4e y6e7 ff2 fsc fc0 sc0 ls0 ws0">48,05% </div></div><div class="c xf9 y766 w103 haf"><div class="t m0 xf h4e y6ce ff2 fsc fc0 sc0 ls0 ws0">  </div></div><div class="c xd3 y766 w7a haf"><div class="t m0 xf h4e y6ce ff2 fsc fc0 sc0 ls0 ws0">  </div></div><div class="c x2c y767 wdd hb9"><div class="t m0 x59 h70 y768 ff6 fsc fc0 sc0 ls0 ws0">Wydatki <span class="_ _0"></span>operacyj<span class="_ _0"></span>ne z tytułu </div><div class="t m0 x59 h70 y769 ff6 fsc fc0 sc0 ls0 ws0">działaln<span class="_ _0"></span>ości kwalifi<span class="_ _0"></span>kującej s<span class="_ _0"></span>ię do </div><div class="t m0 x59 h70 y10e ff6 fsc fc0 sc0 ls0 ws0">systematyk<span class="_ _0"></span>i, ale nie<span class="_ _0"></span>zrównoważ<span class="_ _0"></span>onej </div><div class="t m0 x59 h70 y6cd ff6 fsc fc0 sc0 ls0 ws0">środowisk<span class="_ _0"></span>owo (nie<span class="_ _0"></span>zgodnej <span class="_ _0"></span>z </div><div class="t m0 x59 h70 y6ce ff6 fsc fc0 sc0 ls0 ws0">systematyk<span class="_ _0"></span>ą) (A.2)<span class="_ _0"></span><span class="ff3"> </span></div></div><div class="c xf5 y767 w10c hb9"><div class="t m0 xf h70 y10e ff3 fsc fc0 sc0 ls0 ws0">  </div></div><div class="c xb1 y767 w105 hb9"><div class="t m0 x1e h70 y10e ff3 fsc fc0 sc0 ls0 ws0">38,38819 </div></div><div class="c x45 y767 w3b hb9"><div class="t m0 x39 h70 y10e ff3 fsc fc0 sc0 ls0 ws0">99,46% </div></div><div class="c x31 y767 w106 hb9"><div class="t m0 x8a h70 y727 ff3 fsc fc0 sc0 ls0 ws0">50,47</div><div class="t m0 x6e h70 y2bf ff3 fsc fc0 sc0 ls0 ws0">% </div></div><div class="c x108 y767 wf5 hb9"><div class="t m0 x42 h70 y727 ff3 fsc fc0 sc0 ls0 ws0">48,99</div><div class="t m0 x6e h70 y2bf ff3 fsc fc0 sc0 ls0 ws0">% </div></div><div class="c x40 y767 w107 hb9"><div class="t m0 x14 h70 y727 ff3 fsc fc0 sc0 ls0 ws0">0,00</div><div class="t m0 x6e h70 y2bf ff3 fsc fc0 sc0 ls0 ws0">% </div></div><div class="c x109 y767 w107 hb9"><div class="t m0 x14 h70 y727 ff3 fsc fc0 sc0 ls0 ws0">0,00</div><div class="t m0 x6e h70 y2bf ff3 fsc fc0 sc0 ls0 ws0">% </div></div><div class="c x10a y767 w108 hb9"><div class="t m0 x14 h70 y727 ff3 fsc fc0 sc0 ls0 ws0">0,00</div><div class="t m0 x6e h70 y2bf ff3 fsc fc0 sc0 ls0 ws0">% </div></div><div class="c x10b y767 wf1 hb9"><div class="t m0 x14 h70 y727 ff3 fsc fc0 sc0 ls0 ws0">0,00</div><div class="t m0 x6e h70 y2bf ff3 fsc fc0 sc0 ls0 ws0">% </div></div><div class="c xb3 y767 w2a hb9"><div class="t m0 x14 h70 y76a ff3 fsc fc0 sc0 ls0 ws0"> </div></div><div class="c x10c y767 w110 hb9"><div class="t m0 x39 h70 y76a ff3 fsc fc0 sc0 ls0 ws0"> </div></div><div class="c x10d y767 w110 hb9"><div class="t m0 x39 h70 y76a ff3 fsc fc0 sc0 ls0 ws0"> </div></div><div class="c xef y767 wc9 hb9"><div class="t m0 x39 h70 y76a ff3 fsc fc0 sc0 ls0 ws0"> </div></div><div class="c x107 y767 w110 hb9"><div class="t m0 x39 h70 y76a ff3 fsc fc0 sc0 ls0 ws0"> </div></div><div class="c x10e y767 w109 hb9"><div class="t m0 x39 h70 y76a ff3 fsc fc0 sc0 ls0 ws0"> </div></div><div class="c xd0 y767 wd4 hb9"><div class="t m0 x7a h70 y10e ff3 fsc fc0 sc0 ls0 ws0">  </div></div><div class="c x52 y767 wcc hb9"><div class="t m0 x2c h70 y10e ff3 fsc fc0 sc0 ls0 ws0">99,17% </div></div><div class="c xf9 y767 w103 hb9"><div class="t m0 xf h70 y6ce ff3 fsc fc0 sc0 ls0 ws0">  </div></div><div class="c xd3 y767 w7a hb9"><div class="t m0 xf h70 y6ce ff3 fsc fc0 sc0 ls0 ws0">  </div></div><div class="c x2c y76b wdd ha5"><div class="t m0 x59 h70 y6d7 ff3 fsc fc0 sc0 ls0 ws0">Razem (A<span class="_ _0"></span>.1.+A.2.)<span class="_ _0"></span> </div></div><div class="c xf5 y76b w10c ha5"><div class="t m0 xf h70 y6d7 ff3 fsc fc0 sc0 ls0 ws0">  </div></div><div class="c xb1 y76b w105 ha5"><div class="t m0 x1e h70 y6d7 ff3 fsc fc0 sc0 ls0 ws0">38,38819 </div></div><div class="c x45 y76b w3b ha5"><div class="t m0 x39 h70 y6d7 ff3 fsc fc0 sc0 ls0 ws0">99,46% </div></div><div class="c x31 y76b w106 ha5"><div class="t m0 x8a h70 y6cd ff3 fsc fc0 sc0 ls0 ws0">50,47</div><div class="t m0 x6e h70 y6ce ff3 fsc fc0 sc0 ls0 ws0">% </div></div><div class="c x108 y76b wf5 ha5"><div class="t m0 x42 h70 y6cd ff3 fsc fc0 sc0 ls0 ws0">48,99</div><div class="t m0 x6e h70 y6ce ff3 fsc fc0 sc0 ls0 ws0">% </div></div><div class="c x40 y76b w107 ha5"><div class="t m0 x14 h70 y6cd ff3 fsc fc0 sc0 ls0 ws0">0,00</div><div class="t m0 x6e h70 y6ce ff3 fsc fc0 sc0 ls0 ws0">% </div></div><div class="c x109 y76b w107 ha5"><div class="t m0 x14 h70 y6cd ff3 fsc fc0 sc0 ls0 ws0">0,00</div><div class="t m0 x6e h70 y6ce ff3 fsc fc0 sc0 ls0 ws0">% </div></div><div class="c x10a y76b w108 ha5"><div class="t m0 x14 h70 y6cd ff3 fsc fc0 sc0 ls0 ws0">0,00</div><div class="t m0 x6e h70 y6ce ff3 fsc fc0 sc0 ls0 ws0">% </div></div><div class="c x10b y76b wf1 ha5"><div class="t m0 x14 h70 y6cd ff3 fsc fc0 sc0 ls0 ws0">0,00</div><div class="t m0 x6e h70 y6ce ff3 fsc fc0 sc0 ls0 ws0">% </div></div><div class="c xb3 y76b w111 ha5"><div class="t m0 xf h70 y6ce ff3 fsc fc0 sc0 ls0 ws0">  </div></div><div class="c x64 y76b w112 ha5"><div class="t m0 xf h70 y6ce ff3 fsc fc0 sc0 ls0 ws0">  </div></div><div class="c x6c y76b w113 ha5"><div class="t m0 xf h70 y6ce ff3 fsc fc0 sc0 ls0 ws0">  </div></div><div class="c x111 y76b w113 ha5"><div class="t m0 xf h70 y6ce ff3 fsc fc0 sc0 ls0 ws0">  </div></div><div class="c x112 y76b w113 ha5"><div class="t m0 xf h70 y6ce ff3 fsc fc0 sc0 ls0 ws0">  </div></div><div class="c x113 y76b w114 ha5"><div class="t m0 xf h70 y6ce ff3 fsc fc0 sc0 ls0 ws0">  </div></div><div class="c xd0 y76b wd4 ha5"><div class="t m0 xf h70 y6ce ff3 fsc fc0 sc0 ls0 ws0">  </div></div><div class="c x52 y76b wcc ha5"><div class="t m0 x2c h70 y6d7 ff3 fsc fc0 sc0 ls0 ws0">99,17% </div></div><div class="c xf9 y76b w103 ha5"><div class="t m0 xf h70 y6ce ff3 fsc fc0 sc0 ls0 ws0">  </div></div><div class="c xd3 y76b w7a ha5"><div class="t m0 xf h70 y6ce ff3 fsc fc0 sc0 ls0 ws0">  </div></div><div class="c x2c y76c w115 had"><div class="t m0 x59 h70 y3c0 ff6 fsc fc0 sc0 ls0 ws0">B. DZIAŁ<span class="_ _0"></span>ALNOŚĆ <span class="_ _0"></span>NIEKWAL<span class="_ _0"></span>IFIKUJĄC<span class="_ _0"></span>A SIĘ DO <span class="_ _0"></span>SYSTEM<span class="_ _0"></span>ATYKI<span class="ff3"> </span></div></div><div class="c x31 y76c w116 had"><div class="t m0 xf h70 y0 ff3 fsc fc0 sc0 ls0 ws0"> </div></div><div class="c x114 y76c w117 had"><div class="t m0 xf h9e y0 ff5 fsc fc0 sc0 ls0 ws0"> </div></div><div class="c xcc y76c wcb had"><div class="t m0 xf h9e y0 ff5 fsc fc0 sc0 ls0 ws0"> </div></div><div class="c xfb y76c w118 had"><div class="t m0 xf h9e y0 ff5 fsc fc0 sc0 ls0 ws0"> </div></div><div class="c xfc y76c web had"><div class="t m0 xf h9e y0 ff5 fsc fc0 sc0 ls0 ws0"> </div></div><div class="c x115 y76c w119 had"><div class="t m0 xf h9e y0 ff5 fsc fc0 sc0 ls0 ws0"> </div></div><div class="c xb3 y76c w11a had"><div class="t m0 xf h9e y0 ff5 fsc fc0 sc0 ls0 ws0"> </div></div><div class="c x64 y76c w112 had"><div class="t m0 xf h9e y0 ff5 fsc fc0 sc0 ls0 ws0"> </div></div><div class="c x6c y76c w113 had"><div class="t m0 xf h9e y0 ff5 fsc fc0 sc0 ls0 ws0"> </div></div><div class="c x111 y76c w113 had"><div class="t m0 xf h9e y0 ff5 fsc fc0 sc0 ls0 ws0"> </div></div><div class="c x112 y76c w113 had"><div class="t m0 xf h9e y0 ff5 fsc fc0 sc0 ls0 ws0"> </div></div><div class="c x113 y76c w114 had"><div class="t m0 xf h9e y0 ff5 fsc fc0 sc0 ls0 ws0"> </div></div><div class="c xd0 y76c w102 had"><div class="t m0 xf h9e y0 ff5 fsc fc0 sc0 ls0 ws0"> </div></div><div class="c x52 y76c wb4 had"><div class="t m0 xf h9e y0 ff5 fsc fc0 sc0 ls0 ws0"> </div></div><div class="c xf9 y76c w103 had"><div class="t m0 xf h9e y0 ff5 fsc fc0 sc0 ls0 ws0"> </div></div><div class="c xd3 y76c w9c had"><div class="t m0 xf h9e y0 ff5 fsc fc0 sc0 ls0 ws0"> </div></div><div class="c x2c y3a0 wdd hb1"><div class="t m0 x59 h70 y72b ff6 fsc fc0 sc0 ls0 ws0">Wydatki <span class="_ _0"></span>operacyj<span class="_ _0"></span>ne z tytułu </div><div class="t m0 x59 h70 y72c ff6 fsc fc0 sc0 ls0 ws0">działaln<span class="_ _0"></span>ości niekwa<span class="_ _0"></span>lifikujące<span class="_ _0"></span>j się do </div><div class="t m0 x59 h70 y6da ff3 fsc fc0 sc0 ls0 ws0">systematyk<span class="_ _0"></span>i (B) </div></div><div class="c xf5 y3a0 w10c hb1"><div class="t m0 xf h70 y72c ff3 fsc fc0 sc0 ls0 ws0">  </div></div><div class="c xb1 y3a0 w105 hb1"><div class="t m0 x27 h70 y72c ff3 fsc fc0 sc0 ls0 ws0">0,20703 </div></div><div class="c x45 y3a0 w11b hb1"><div class="t m0 x102 h70 y72c ff3 fsc fc0 sc0 ls0 ws0">0,54% </div></div><div class="c x31 y3a0 w116 hb1"><div class="t m0 x1d h70 y0 ff3 fsc fc0 sc0 ls0 ws0"> </div></div><div class="c x114 y3a0 w117 hb1"><div class="t m0 xf h9e y0 ff5 fsc fc0 sc0 ls0 ws0"> </div></div><div class="c xcc y3a0 wcb hb1"><div class="t m0 xf h9e y0 ff5 fsc fc0 sc0 ls0 ws0"> </div></div><div class="c xfb y3a0 w118 hb1"><div class="t m0 xf h9e y0 ff5 fsc fc0 sc0 ls0 ws0"> </div></div><div class="c xfc y3a0 web hb1"><div class="t m0 xf h9e y0 ff5 fsc fc0 sc0 ls0 ws0"> </div></div><div class="c x115 y3a0 w119 hb1"><div class="t m0 xf h9e y0 ff5 fsc fc0 sc0 ls0 ws0"> </div></div><div class="c xb3 y3a0 w11a hb1"><div class="t m0 xf h9e y0 ff5 fsc fc0 sc0 ls0 ws0"> </div></div><div class="c x64 y3a0 w112 hb1"><div class="t m0 xf h9e y0 ff5 fsc fc0 sc0 ls0 ws0"> </div></div><div class="c x6c y3a0 w113 hb1"><div class="t m0 xf h9e y0 ff5 fsc fc0 sc0 ls0 ws0"> </div></div><div class="c x111 y3a0 w113 hb1"><div class="t m0 xf h9e y0 ff5 fsc fc0 sc0 ls0 ws0"> </div></div><div class="c x112 y3a0 w113 hb1"><div class="t m0 xf h9e y0 ff5 fsc fc0 sc0 ls0 ws0"> </div></div><div class="c x113 y3a0 w114 hb1"><div class="t m0 xf h9e y0 ff5 fsc fc0 sc0 ls0 ws0"> </div></div><div class="c xd0 y3a0 w102 hb1"><div class="t m0 xf h9e y0 ff5 fsc fc0 sc0 ls0 ws0"> </div></div><div class="c x52 y3a0 wb4 hb1"><div class="t m0 xf h9e y0 ff5 fsc fc0 sc0 ls0 ws0"> </div></div><div class="c xf9 y3a0 w103 hb1"><div class="t m0 xf h9e y0 ff5 fsc fc0 sc0 ls0 ws0"> </div></div><div class="c xd3 y3a0 w9c hb1"><div class="t m0 xf h9e y0 ff5 fsc fc0 sc0 ls0 ws0"> </div></div><div class="c x2c y3e7 wdd h61"><div class="t m0 x59 h70 y6e7 ff3 fsc fc0 sc0 ls0 ws0">Razem (A<span class="_ _0"></span>+B) </div></div><div class="c xf5 y3e7 w10c h61"><div class="t m0 xf h70 y6e7 ff3 fsc fc0 sc0 ls0 ws0">  </div></div><div class="c xb1 y3e7 w105 h61"><div class="t m0 x1e h70 y6e7 ff3 fsc fc0 sc0 ls0 ws0">38,59522 </div></div><div class="c x45 y3e7 w11b h61"><div class="t m0 x39 h70 y6e7 ff3 fsc fc0 sc0 ls0 ws0">100,0% </div></div><div class="c x31 y3e7 w116 h61"><div class="t m0 x1d h70 y0 ff3 fsc fc0 sc0 ls0 ws0"> </div></div><div class="c x114 y3e7 w117 h61"><div class="t m0 xf h9e y0 ff5 fsc fc0 sc0 ls0 ws0"> </div></div><div class="c xcc y3e7 wcb h61"><div class="t m0 xf h9e y0 ff5 fsc fc0 sc0 ls0 ws0"> </div></div><div class="c xfb y3e7 w118 h61"><div class="t m0 xf h9e y0 ff5 fsc fc0 sc0 ls0 ws0"> </div></div><div class="c xfc y3e7 web h61"><div class="t m0 xf h9e y0 ff5 fsc fc0 sc0 ls0 ws0"> </div></div><div class="c x115 y3e7 w119 h61"><div class="t m0 xf h9e y0 ff5 fsc fc0 sc0 ls0 ws0"> </div></div><div class="c xb3 y3e7 w11a h61"><div class="t m0 xf h9e y0 ff5 fsc fc0 sc0 ls0 ws0"> </div></div><div class="c x64 y3e7 w112 h61"><div class="t m0 xf h9e y0 ff5 fsc fc0 sc0 ls0 ws0"> </div></div><div class="c x6c y3e7 w113 h61"><div class="t m0 xf h9e y0 ff5 fsc fc0 sc0 ls0 ws0"> </div></div><div class="c x111 y3e7 w113 h61"><div class="t m0 xf h9e y0 ff5 fsc fc0 sc0 ls0 ws0"> </div></div><div class="c x112 y3e7 w113 h61"><div class="t m0 xf h9e y0 ff5 fsc fc0 sc0 ls0 ws0"> </div></div><div class="c x113 y3e7 w114 h61"><div class="t m0 xf h9e y0 ff5 fsc fc0 sc0 ls0 ws0"> </div></div><div class="c xd0 y3e7 w102 h61"><div class="t m0 xf h9e y0 ff5 fsc fc0 sc0 ls0 ws0"> </div></div><div class="c x52 y3e7 wb4 h61"><div class="t m0 xf h9e y0 ff5 fsc fc0 sc0 ls0 ws0"> </div></div><div class="c xf9 y3e7 w103 h61"><div class="t m0 xf h9e y0 ff5 fsc fc0 sc0 ls0 ws0"> </div></div><div class="c xd3 y3e7 w9c h61"><div class="t m0 xf h9e y0 ff5 fsc fc0 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf3b" class="pf w12 h25" ><div class="pc pc3b w12 h25"><img class="bi xf1 y0 wd7 h26" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w14 h25"><div class="t m0 x4 h2 y22b ff1 fs0 fc0 sc0 ls0 ws0">Sprawozdanie nt. informacji niefinansowych GK MIRBUD za 2025<span class="_ _1"></span> rok<span class="ff2"> </span></div><div class="t m0 x4 h2 y22c ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hd y22d ff4 fs3 fc0 sc0 ls31 ws0">59<span class="ff5 fs8 ls0"> </span></div><div class="t m0 x4 h6c y6e8 ff5 fs8 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h6 y6e9 ff1 fs3 fc0 sc0 ls0 ws0">Grupa <span class="_ _1"></span>MIRBUD <span class="_ _1"></span>p<span class="_ _1"></span>oniosła <span class="_ _1"></span>w <span class="_ _1"></span>202<span class="ff2">5 <span class="_ _8"></span></span>r. <span class="_ _1"></span>wydatk<span class="_ _1"></span>i <span class="_ _1"></span>operacyjne <span class="_ _1"></span>w <span class="_ _8"></span>wysokości <span class="_ _8"></span><span class="ff2 ls1">38,6<span class="ls0"> <span class="_ _1"></span></span></span>m<span class="_ _1"></span>ln <span class="_ _1"></span>zł <span class="_ _1"></span>i <span class="_ _1"></span>w <span class="_ _1"></span>z<span class="_ _1"></span>naczącej <span class="_ _1"></span>większoś<span class="_ _1"></span>ci <span class="_ _1"></span>dotyczyły <span class="_ _1"></span>one <span class="_ _1"></span>rodzaj<span class="_ _1"></span>ów <span class="_ _1"></span>działalności <span class="_ _1"></span>k<span class="_ _1"></span>walifikujących </div><div class="t m0 x4 h6 y76d ff1 fs3 fc0 sc0 ls0 ws0">się do systematyki (<span class="_ _1"></span><span class="ff2">38,39 </span>mln zł), w tym (<span class="_ _1"></span>działalności wy<span class="_ _1"></span>mienione są w kolejnośc<span class="_ _1"></span>i od mających najw<span class="_ _1"></span>iększy udział w wydatk<span class="_ _1"></span>ach operacyjny<span class="_ _1"></span>ch):<span class="_ _8"></span><span class="ff2"> </span></div><div class="t m0 x4 h6 y76e ff9 fs3 fc0 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _33"> </span><span class="ff1">Wydatki <span class="_ _9"></span>operacyjne <span class="_ _b"></span>zwi<span class="_ _1"></span>ązane <span class="_ _b"></span>z <span class="_ _9"></span>działalnością</span> <span class="_ _9"></span>6.15. <span class="_ _b"></span><span class="ff1">Infr<span class="_ _1"></span>astruktura <span class="_ _b"></span>wspom<span class="_ _1"></span>agająca <span class="_ _b"></span>transport <span class="_ _9"></span>drogowy <span class="_ _b"></span>i <span class="_ _b"></span>tra<span class="_ _1"></span>nsport <span class="_ _b"></span>pub<span class="_ _1"></span>liczny<span class="_ _1"></span></span> <span class="_ _b"></span><span class="ff1">wy<span class="_ _1"></span>niosły <span class="_ _b"></span>18,91 <span class="_ _b"></span>ml<span class="_ _1"></span>n <span class="_ _b"></span>zł <span class="_ _b"></span>(48,99% </span></span></div><div class="t m0 x61 h6 y76f ff1 fs3 fc0 sc0 ls0 ws0">całkowitych wydatków <span class="_ _1"></span>operacyjny<span class="_ _1"></span>ch).<span class="ff2"> </span></div><div class="t m0 x4 h6 y770 ff9 fs3 fc0 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _33"> </span><span class="ff1">Wydatki op<span class="_ _1"></span>eracyjne związane z dz<span class="_ _1"></span>iałalnością 7.1. <span class="_ _1"></span>Budowa nowych budynków wy<span class="_ _1"></span>niosły <span class="_ _1"></span></span>11,4<span class="_ _1"></span>7 <span class="ff1">mln zł (</span>29,72<span class="ff1">%<span class="_ _1"></span> całkowitych wydatków <span class="_ _1"></span>operac<span class="_ _1"></span>yjnych)<span class="_ _1"></span></span>. </span></div><div class="t m0 x4 h6 y771 ff9 fs3 fc0 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _33"> </span><span class="ff1">Wydatki <span class="_ _f"> </span>oper<span class="_ _1"></span>acyjne <span class="_ _f"> </span>związane <span class="_ _f"> </span>z <span class="_ _f"> </span>działalnośc<span class="_ _1"></span>ią  7.7. <span class="_ _f"> </span>Nabywan<span class="_ _1"></span>ie <span class="_ _f"> </span>i  pra<span class="_ _1"></span>wo  w<span class="_ _1"></span>łasności <span class="_ _f"> </span>budynków <span class="_ _f"> </span>wyniosły <span class="_ _16"> </span>7,<span class="_ _1"></span></span><span class="ls1">92</span> <span class="_ _16"> </span><span class="ff1">mln <span class="_ _25"> </span>z<span class="_ _1"></span>ł  (<span class="_ _1"></span></span>20,53<span class="ff1">% <span class="_ _25"> </span>c<span class="_ _1"></span>ałkowitych <span class="_ _f"> </span>wydatków </span></span></div><div class="t m0 x61 h6 y772 ff2 fs3 fc0 sc0 ls0 ws0">operacyjnych)<span class="_ _1"></span>. </div><div class="t m0 x4 h6 y773 ff9 fs3 fc0 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _33"> </span><span class="ff1">Wydatki <span class="_ _8"></span>operacyjne <span class="_ _1"></span>z<span class="_ _1"></span>wiązane <span class="_ _1"></span>z <span class="_ _8"></span>działalności<span class="_ _1"></span>ą <span class="_ _1"></span>6.5. <span class="_ _8"></span>Transport <span class="_ _8"></span>motocyklami, <span class="_ _8"></span>samochodami <span class="_ _8"></span>osobowymi <span class="_ _8"></span>i <span class="_ _1"></span>lekki<span class="_ _1"></span>mi <span class="_ _1"></span>pojazdami <span class="_ _8"></span>użytkowym<span class="_ _1"></span>i <span class="_ _9"></span>wyniosły <span class="_ _1"></span>0,0<span class="_ _1"></span></span>6 <span class="_ _1"></span><span class="ff1">mln <span class="_ _1"></span>z<span class="_ _1"></span>ł </span></span></div><div class="t m0 x61 h6 y774 ff1 fs3 fc0 sc0 ls0 ws0">(poniżej 0,1% całkowi<span class="_ _1"></span>tych wydatków operacyj<span class="_ _1"></span>nych)<span class="_ _1"></span><span class="ff2">. </span></div><div class="t m0 x4 h6 y775 ff9 fs3 fc0 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _33"> </span><span class="ff1">Wydatki <span class="_ _10"> </span>operacyj<span class="_ _1"></span>ne <span class="_ _a"> </span>związ<span class="_ _1"></span>ane <span class="_ _a"> </span>z<span class="_ _1"></span> <span class="_ _a"> </span>dz<span class="_ _1"></span>iałalnością<span class="_ _1"></span></span> <span class="_ _10"> </span><span class="ff1">6.14. <span class="_ _a"> </span>I<span class="_ _1"></span>nfrastruktura <span class="_ _10"> </span>na <span class="_ _a"> </span>potrz<span class="_ _1"></span>eby <span class="_ _10"> </span>transportu <span class="_ _a"> </span>kolejowe<span class="_ _1"></span>go <span class="_ _a"> </span>wy<span class="_ _1"></span>niosły <span class="_ _10"> </span>0,03 <span class="_ _a"> </span>ml<span class="_ _1"></span>n <span class="_ _a"> </span>z<span class="_ _1"></span>ł <span class="_ _10"> </span>(p<span class="_ _1"></span>oniżej <span class="_ _10"> </span>0,1% <span class="_ _a"> </span>całkowityc<span class="_ _1"></span>h </span></span></div><div class="t m0 x61 h6 y776 ff1 fs3 fc0 sc0 ls0 ws0">wydatków operacyj<span class="_ _1"></span>nych)<span class="ff2">. </span></div><div class="t m0 x4 h6 y777 ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h6 y778 ff1 fs3 fc0 sc0 ls0 ws0">W przypadku<span class="_ _1"></span> wszys<span class="_ _1"></span>tkich rodzajów <span class="_ _1"></span>działalności <span class="_ _1"></span>nie pot<span class="_ _1"></span>wierdzono sp<span class="_ _1"></span>ełnienia odpo<span class="_ _1"></span>wiednich k<span class="_ _1"></span>ryteriów kwal<span class="_ _1"></span>ifikacji, a <span class="_ _1"></span>zatem uzn<span class="_ _1"></span>ano <span class="_ _b"></span>wydatk<span class="_ _1"></span>i operacyj<span class="_ _1"></span>ne związane<span class="_ _1"></span> </div><div class="t m0 x4 h6 y779 ff1 fs3 fc0 sc0 ls0 ws0">z tymi rodzajami dzia<span class="_ _1"></span>łalności za kwalifikujące s<span class="_ _1"></span>ię, ale nie zgodne<span class="_ _1"></span> z systematyką.<span class="_ _8"></span><span class="ff2"> </span></div><div class="t m0 x4 h6 y77a ff1 fs3 fc0 sc0 ls0 ws0">Udział wydatkó<span class="_ _1"></span>w operacy<span class="_ _1"></span>jnych związanyc<span class="_ _1"></span>h z r<span class="_ _1"></span>odzajami działa<span class="_ _1"></span>lności zrównow<span class="_ _1"></span>ażonej ś<span class="_ _1"></span>rodowiskowo (zg<span class="_ _1"></span>odnej z <span class="_ _1"></span>systematyką) <span class="_ _1"></span>w całości<span class="_ _b"></span><span class="ff2"> </span>wy<span class="_ _1"></span>datków o<span class="_ _1"></span>peracyjnych </div><div class="t m0 x4 h6 y61b ff1 fs3 fc0 sc0 ls0 ws0">wyniósł <span class="_ _1"></span>w <span class="_ _8"></span>202<span class="_ _1"></span><span class="ff2">5 <span class="_ _1"></span></span>r. <span class="_ _8"></span>0%, <span class="_ _1"></span>a <span class="_ _8"></span>ud<span class="_ _1"></span>ział <span class="_ _1"></span>wyd<span class="_ _1"></span>atków <span class="_ _1"></span>operac<span class="_ _1"></span>yjnych <span class="_ _8"></span>związanych <span class="_ _8"></span>z <span class="_ _1"></span>r<span class="_ _1"></span>odzajami <span class="_ _8"></span>działalności <span class="_ _8"></span>kwalifikując<span class="_ _1"></span>ej <span class="_ _1"></span>się <span class="_ _8"></span>do <span class="_ _1"></span>sy<span class="_ _1"></span>stematyki, <span class="_ _8"></span>ale <span class="_ _1"></span>n<span class="_ _1"></span>iezgodnej <span class="_ _8"></span>z<span class="_ _b"></span><span class="ff2"> <span class="_ _1"></span></span>nią <span class="_ _8"></span><span class="ff2">- <span class="_ _8"></span><span class="ls1">99,46</span>%. </span></div><div class="t m0 x4 h6 y77b ff1 fs3 fc0 sc0 ls0 ws0">Łącznie udział wydatków <span class="_ _1"></span>operacyj<span class="_ _1"></span>nych związanych z<span class="_ _1"></span><span class="ff2"> </span>rodzajam<span class="_ _1"></span>i działalności kwalifikuj<span class="_ _1"></span>ącej się do systematyk<span class="_ _1"></span>i wyniósł 0,<span class="_ _1"></span><span class="ff2 ls17">54<span class="lsb">%.<span class="ls0"> </span></span></span></div><div class="t m0 x4 h6 y77c ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c xf2 y77d wd8 ha8"><div class="t m0 xf h2 y6f8 ff2 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c xf3 y77d wd9 ha8"><div class="t m0 xf h2 y6f8 ff1 fs0 fc0 sc0 ls0 ws0">Część wydatków operacyjnych/Łączne wydatki operacyjne<span class="ff2"> </span></div></div><div class="c xf2 y77e wd8 ha9"><div class="t m0 xf h2 y321 ff2 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c xf3 y77e wda ha9"><div class="t m0 xf h2 y321 ff1 fs0 fc0 sc0 ls0 ws0">Zgodność z systematyką w podziale na </div><div class="t m0 xf h2 y6f8 ff2 fs0 fc0 sc0 ls0 ws0">cele </div></div><div class="c xf4 y77e wdb ha9"><div class="t m0 xf h2 y321 ff1 fs0 fc0 sc0 ls0 ws0">Kwalifikowanie się do systematyki w </div><div class="t m0 xf h2 y6f8 ff2 fs0 fc0 sc0 ls0 ws0">podziale na cele </div></div><div class="c xf2 y77f wd8 haa"><div class="t m0 xf h2 y657 ff2 fs0 fc0 sc0 ls32 ws0">CCM<span class="ls0"> </span></div></div><div class="c xf3 y77f wda haa"><div class="t m0 xf h2 y657 ff2 fs0 fc0 sc0 ls33 ws0">0%<span class="ls0"> </span></div></div><div class="c xf4 y77f wdb haa"><div class="t m0 xf h2 y657 ff2 fs0 fc0 sc0 ls0 ws0">50,47% </div></div><div class="c xf2 y780 wd8 ha8"><div class="t m0 xf h2 y6f8 ff2 fs0 fc0 sc0 ls32 ws0">CCA<span class="ls0"> </span></div></div><div class="c xf3 y780 wda ha8"><div class="t m0 xf h2 y6f8 ff2 fs0 fc0 sc0 ls33 ws0">0%<span class="ls0"> </span></div></div><div class="c xf4 y780 wdb ha8"><div class="t m0 xf h2 y6f8 ff2 fs0 fc0 sc0 ls0 ws0">48,99% </div></div><div class="c xf2 y781 wd8 ha8"><div class="t m0 xf h2 y6f8 ff2 fs0 fc0 sc0 ls34 ws0">WTR<span class="ls0"> </span></div></div><div class="c xf3 y781 wda ha8"><div class="t m0 xf h2 y6f8 ff2 fs0 fc0 sc0 ls33 ws0">0%<span class="ls0"> </span></div></div><div class="c xf4 y781 wdb ha8"><div class="t m0 xf h2 y6f8 ff2 fs0 fc0 sc0 ls33 ws0">0%<span class="ls0"> </span></div></div><div class="c xf2 y782 wd8 hb3"><div class="t m0 xf h2 y6f8 ff2 fs0 fc0 sc0 ls32 ws0">CE<span class="ls0"> </span></div></div><div class="c xf3 y782 wda hb3"><div class="t m0 xf h2 y6f8 ff2 fs0 fc0 sc0 ls33 ws0">0%<span class="ls0"> </span></div></div><div class="c xf4 y782 wdb hb3"><div class="t m0 xf h2 y6f8 ff2 fs0 fc0 sc0 ls33 ws0">0%<span class="ls0"> </span></div></div><div class="c xf2 y783 wd8 ha8"><div class="t m0 xf h2 y6f8 ff2 fs0 fc0 sc0 ls10 ws0">PPC<span class="ls0"> </span></div></div><div class="c xf3 y783 wda ha8"><div class="t m0 xf h2 y6f8 ff2 fs0 fc0 sc0 ls33 ws0">0%<span class="ls0"> </span></div></div><div class="c xf4 y783 wdb ha8"><div class="t m0 xf h2 y6f8 ff2 fs0 fc0 sc0 ls33 ws0">0%<span class="ls0"> </span></div></div><div class="c xf2 y784 wd8 haa"><div class="t m0 xf h2 y657 ff2 fs0 fc0 sc0 ls0 ws0">BIO </div></div><div class="c xf3 y784 wda haa"><div class="t m0 xf h2 y657 ff2 fs0 fc0 sc0 ls33 ws0">0%<span class="ls0"> </span></div></div><div class="c xf4 y784 wdb haa"><div class="t m0 xf h2 y657 ff2 fs0 fc0 sc0 ls33 ws0">0%<span class="ls0"> </span></div></div><div class="c x0 y0 w14 h25"><div class="t m0 x4 h6c y31 ff5 fs8 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h6c y4b0 ff5 fs8 fc0 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf3c" class="pf w5 hc" ><div class="pc pc3c w5 hc"><img class="bi x0 y0 w6 h1" alt="" src="data:image/png;base64,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class="c x0 y0 w7 hc"><div class="t m0 x4 h2 ye ff1 fs0 fc0 sc0 ls0 ws0">Sprawozdanie nt. informacji niefinansowych GK MIRBUD za 2025<span class="_ _1"></span> rok<span class="ff2"> </span></div><div class="t m0 x4 h2 yf ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hd y10 ff4 fs3 fc0 sc0 ls39 ws0">60<span class="ff5 fs8 ls0"> </span></div><div class="t m0 x4 he y11 ff6 fs9 fc2 sc0 ls0 ws0">Informacje<span class="_ _0"></span> dotyczące kwesti<span class="_ _0"></span>i społecznych<span class="ff3"> </span></div><div class="t m0 x4 h11 y785 ff6 fsa fc0 sc0 ls0 ws0">S1 Osoby świadczą<span class="_ _0"></span>ce pracę na <span class="_ _0"></span>rzecz przeds<span class="_ _0"></span>iębiorstwa<span class="ff3"> </span></div><div class="t m0 x4 h12 y786 ff6 fsb fc0 sc0 ls13 ws0">SBM<span class="ls0">-2 Interesy i op<span class="_ _1"></span>inie zainteresowan<span class="_ _1"></span>ych stron <span class="_ _1"></span><span class="ff3"> </span></span></div><div class="t m0 x4 h6 y787 ff1 fs3 fc0 sc0 ls0 ws0">Grupa <span class="_ _1"></span>MIRBUD <span class="_ _8"></span>organizuje <span class="_ _8"></span>corocznie <span class="_ _1"></span>cyk<span class="_ _1"></span>l <span class="_ _1"></span>spotkań <span class="_ _1"></span>z <span class="_ _1"></span>pr<span class="_ _1"></span>acownikami. <span class="_ _1"></span>Podcz<span class="_ _1"></span>as <span class="_ _1"></span>tych <span class="_ _1"></span>spotkań <span class="_ _1"></span>prac<span class="_ _1"></span>ownicy </div><div class="t m0 x4 h6 y788 ff1 fs3 fc0 sc0 ls0 ws0">mają  możliwość  zgłaszania  wszelkich  problemów,  zarówno  technicznyc<span class="_ _1"></span>h,  finansowych,  jak  i <span class="_ _10"> </span>ty<span class="_ _1"></span>ch </div><div class="t m0 x4 h6 y1ad ff1 fs3 fc0 sc0 ls0 ws0">związanych <span class="_ _d"> </span>ze <span class="_ _d"> </span>ws<span class="_ _1"></span>półpraca <span class="_ _d"> </span>z <span class="_ _d"> </span>prz<span class="_ _1"></span>ełożonymi <span class="_ _d"> </span>lub <span class="_ _d"> </span>inn<span class="_ _1"></span>ymi <span class="_ _d"> </span>działami. <span class="_ _e"> </span>W <span class="_ _16"> </span>G<span class="_ _1"></span>rupi<span class="_ _1"></span>e <span class="_ _d"> </span>funkc<span class="_ _1"></span>jonuje <span class="_ _d"> </span>również </div><div class="t m0 x4 h6 y789 ff1 fs3 fc0 sc0 ls0 ws0">przedstawiciel <span class="_ _1"></span>pr<span class="_ _1"></span>acowników <span class="_ _1"></span>oraz<span class="_ _1"></span> <span class="_ _1"></span>komisja <span class="_ _1"></span>ds. <span class="_ _1"></span>zgłasza<span class="_ _1"></span>nia <span class="_ _1"></span>naruszeń. <span class="_ _1"></span>Wsze<span class="_ _1"></span>lkie <span class="_ _1"></span>obawy <span class="_ _8"></span>pracownicy <span class="_ _1"></span>mogą </div><div class="t m0 x4 h6 y78a ff1 fs3 fc0 sc0 ls0 ws0">zgłaszać <span class="_ _a"> </span>poprzez <span class="_ _a"> </span>Bezp<span class="_ _1"></span>ieczną <span class="_ _a"> </span>linię <span class="_ _a"> </span>oraz <span class="_ _a"> </span>bezpośr<span class="_ _1"></span>ednio <span class="_ _a"> </span>do <span class="_ _a"> </span>Zarządu <span class="_ _a"> </span>lub <span class="_ _a"> </span>Rady <span class="_ _a"> </span>N<span class="_ _1"></span>adzorczej. <span class="_ _a"> </span>W <span class="_ _a"> </span>G<span class="_ _1"></span>rupie </div><div class="t m0 x4 h6 y78b ff1 fs3 fc0 sc0 ls0 ws0">MIRBUD <span class="_ _0"></span>pracownicy <span class="_ _2"></span>tr<span class="_ _1"></span>aktowani <span class="_ _2"></span>są <span class="_ _0"></span>równo <span class="_ _2"></span>i <span class="_ _0"></span>każdy<span class="ff2"> <span class="_ _0"></span><span class="ff1">ma <span class="_ _2"></span>ta<span class="_ _1"></span>kie <span class="_ _2"></span>samo <span class="_ _0"></span>prawo <span class="_ _2"></span>do <span class="_ _0"></span>zgłoszenia <span class="_ _0"></span>uwag. <span class="_ _2"></span>Nie <span class="_ _0"></span>stosuje<span class="_ _1"></span> </span></span></div><div class="t m0 x4 h6 y8a ff1 fs3 fc0 sc0 ls0 ws0">się  dodatkowych  działań,  k<span class="_ _1"></span>tóre  mają  na  celu  uzyskanie  wglądu  w  opinie  osó<span class="_ _1"></span>b,  które  mogą  być </div><div class="t m0 x4 h6 y8b ff1 fs3 fc0 sc0 ls0 ws0">szczególnie podatne n<span class="_ _1"></span>a oddziaływania l<span class="_ _1"></span>ub zmarginaliz<span class="_ _1"></span>owane. <span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x4 h6 y8c ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h6 y8d ff1 fs3 fc0 sc0 ls0 ws0">Opinie <span class="_ _0"></span>przekazane przez pracowników są <span class="_ _0"></span>rozpatrywane na <span class="_ _0"></span>comiesięcznych spotkaniach wyższej kadry </div><div class="t m0 x4 h6 y78c ff1 fs3 fc0 sc0 ls0 ws0">zarządzającej, <span class="_ _d"> </span>a <span class="_ _16"> </span>w <span class="_ _d"> </span>razie <span class="_ _16"> </span>potrz<span class="_ _1"></span>eby <span class="_ _16"> </span>na <span class="_ _16"> </span>s<span class="_ _1"></span>potkaniach <span class="_ _d"> </span>Zarządu, <span class="_ _d"> </span>które <span class="_ _16"> </span>od<span class="_ _1"></span>bywają <span class="_ _d"> </span>się <span class="_ _16"> </span>co <span class="_ _d"> </span>kwartał. <span class="_ _d"> </span>W </div><div class="t m0 x4 h6 y78d ff1 fs3 fc0 sc0 ls0 ws0">uzasadnionych <span class="_ _16"> </span>prz<span class="_ _1"></span>ypadkach <span class="_ _d"> </span>podejmowana <span class="_ _d"> </span>jest <span class="_ _d"> </span>decyzja <span class="_ _d"> </span>odnośnie <span class="_ _16"> </span>do <span class="_ _16"> </span>mody<span class="_ _1"></span>fi<span class="_ _1"></span>kacj<span class="_ _1"></span>i <span class="_ _16"> </span>procedur <span class="_ _d"> </span>bądź </div><div class="t m0 x4 h6 y224 ff1 fs3 fc0 sc0 ls0 ws0">pracownikom <span class="_ _10"> </span>przekaz<span class="_ _1"></span>ywane <span class="_ _10"> </span>są <span class="_ _10"> </span>wytyc<span class="_ _1"></span>zne <span class="_ _10"> </span>odnośnie <span class="_ _10"> </span>do <span class="_ _10"> </span>tego <span class="_ _10"> </span>w <span class="_ _10"> </span>jaki <span class="_ _10"> </span>sposób <span class="_ _10"> </span>po<span class="_ _1"></span>winni <span class="_ _10"> </span>postępować <span class="_ _10"> </span>w<span class="_ _1"></span> </div><div class="t m0 x4 h6 y225 ff2 fs3 fc0 sc0 ls0 ws0">konkretnych, problematy<span class="_ _1"></span>cznych sytuacj<span class="_ _1"></span>ach.  </div><div class="t m0 x4 h12 y78e ff6 fsb fc0 sc0 ls13 ws0">SBM<span class="ls0">-3 Istotne wpły<span class="_ _1"></span>wy, ryzyka i szans<span class="_ _1"></span>e oraz ich wzaj<span class="_ _1"></span>emne związki ze </span></div><div class="t m0 x4 h12 y78f ff6 fsb fc0 sc0 ls0 ws0">strategią i z modele<span class="_ _1"></span>m biznesowym <span class="_ _1"></span><span class="ff3"> </span></div><div class="t m0 x4 h6 y5b0 ff1 fs3 fc0 sc0 ls0 ws0">W GK MIRBUD można<span class="_ _1"></span> wyróżnić następujące ty<span class="_ _1"></span>py osób świa<span class="_ _1"></span>dczących pracę:<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x8 h6 y790 ff1 fs3 fc0 sc0 ls1 ws0">1.<span class="ff2 ls0"> <span class="_ _19"> </span><span class="ff1">Pracown<span class="_ _1"></span>icy <span class="_ _a"> </span>etatowi <span class="_ _a"> </span>– <span class="_ _a"> </span>osoby <span class="_ _a"> </span>zatrudnio<span class="_ _1"></span>ne <span class="_ _a"> </span>na <span class="_ _a"> </span>podstawie <span class="_ _a"> </span>umowy <span class="_ _a"> </span>o <span class="_ _a"> </span>pracę. <span class="_ _a"> </span>Obejmują <span class="_ _a"> </span>zarów<span class="_ _1"></span>no </span></span></div><div class="t m0 x43 h6 y791 ff1 fs3 fc0 sc0 ls0 ws0">pracowników adm<span class="_ _1"></span>inistracyjnych, jak i operac<span class="_ _1"></span>yjnych.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x8 h6 y792 ff1 fs3 fc0 sc0 ls1 ws0">2.<span class="ff2 ls0"> <span class="_ _19"> </span><span class="ff1">Os<span class="_ _1"></span>oby <span class="_ _1e"> </span>samozatrudnione <span class="_ _1e"> </span>(B2B) <span class="_ _2f"> </span>– <span class="_ _1e"> </span>współpracow<span class="_ _1"></span>nicy <span class="_ _1e"> </span>prowadzący <span class="_ _1e"> </span>własną <span class="_ _1e"> </span>działaln<span class="_ _1"></span>ość </span></span></div><div class="t m0 x43 h6 y170 ff1 fs3 fc0 sc0 ls0 ws0">gospodarczą, <span class="_ _b"></span>świadczący <span class="_ _b"></span>usługi <span class="_ _8"></span>na <span class="_ _8"></span>p<span class="_ _1"></span>odstawie <span class="_ _b"></span>umów <span class="_ _b"></span>cywilnoprawnych. <span class="_ _b"></span>Najczęściej <span class="_ _b"></span>obejmują<span class="_ _1"></span> </div><div class="t m0 x43 h6 ycb ff1 fs3 fc0 sc0 ls0 ws0">specjalistów z branży<span class="_ _1"></span> budowlanej i inżyni<span class="_ _1"></span>eryjnej, doradc<span class="_ _1"></span>ów oraz ekspertów techni<span class="_ _1"></span>cznych.<span class="_ _8"></span><span class="ff2"> </span></div><div class="t m0 x4 h6 y1bf ff1 fs3 fc0 sc0 ls0 ws0">Wpływy, <span class="_ _1"></span>ryz<span class="_ _1"></span>yka <span class="_ _1"></span>i <span class="_ _1"></span>szanse <span class="_ _1"></span>z<span class="_ _1"></span>wiązane <span class="_ _1"></span>z <span class="_ _1"></span>w<span class="_ _1"></span>łasnymi <span class="_ _1"></span>pracownikam<span class="_ _1"></span>i <span class="_ _1"></span>są <span class="_ _1"></span>bezp<span class="_ _1"></span>ośrednio <span class="_ _1"></span>związan<span class="_ _1"></span>e <span class="_ _1"></span>ze <span class="_ _1"></span>strat<span class="_ _1"></span>egią <span class="_ _1"></span>i </div><div class="t m0 x4 h6 y793 ff1 fs3 fc0 sc0 ls0 ws0">modelem <span class="_ _0"></span>biznesowym. GK <span class="_ _0"></span>MIRBUD <span class="_ _0"></span>zidentyfikowała<span class="_ _1"></span> <span class="_ _0"></span>pozytywny <span class="_ _0"></span>wpływ po<span class="_ _0"></span>przez <span class="_ _0"></span>zapewnianie<span class="_ _1"></span> <span class="_ _0"></span>stabilnego </div><div class="t m0 x4 h6 y39c ff1 fs3 fc0 sc0 ls0 ws0">zatrudnienia, co <span class="_ _2"></span>przek<span class="_ _1"></span>łada się <span class="_ _2"></span>na bezpieczeństwo fi<span class="_ _0"></span>nansowe pracowników i <span class="_ _2"></span>ich rodzin. <span class="_ _2"></span>Z<span class="_ _1"></span>identyfikowan<span class="_ _1"></span>o </div><div class="t m0 x4 h6 y794 ff1 fs3 fc0 sc0 ls0 ws0">także <span class="_ _9"></span>potencjalne <span class="_ _9"></span>negatyw<span class="_ _1"></span>ne <span class="_ _9"></span>wpływy <span class="_ _9"></span>związane <span class="_ _9"></span>z <span class="_ _9"></span>czasem <span class="_ _9"> </span>pracy<span class="_ _1"></span>, <span class="_ _9"></span>BH<span class="_ _1"></span>P <span class="_ _9"></span>i <span class="_ _9"></span>równością <span class="_ _9"></span>wynagrodz<span class="_ _1"></span>eń<span class="ff2 lsd">. <span class="_ _9"> </span><span class="ls24">Te<span class="ls0"> </span></span></span></div><div class="t m0 x4 h6 y795 ff1 fs3 fc0 sc0 ls0 ws0">wpływy <span class="_ _9"></span>mają <span class="_ _9"></span>przede <span class="_ _9"></span>wszystkim<span class="_ _1"></span><span class="ff2"> </span>charakter <span class="_ _9"></span>systemowy<span class="_ _1"></span>, <span class="_ _9"></span>ponieważ <span class="_ _9"></span>wynikają <span class="_ _9"></span>z <span class="_ _9"></span>cech <span class="_ _9"></span>branży <span class="_ _9"></span>budowlanej </div><div class="t m0 x4 h6 y796 ff1 fs3 fc0 sc0 ls0 ws0">oraz struktury ry<span class="_ _1"></span>nku pracy. Zostały <span class="_ _1"></span>one szczegółowo <span class="_ _1"></span>opisane w ramac<span class="_ _1"></span>h ujawnieni<span class="_ _1"></span>a ESRS 2 SBM<span class="_ _1"></span><span class="ff2">-<span class="ls1">3.<span class="_ _1"></span></span> </span></div><div class="t m0 x4 h6 y384 ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h6 y797 ff1 fs3 fc0 sc0 ls0 ws0">Nie <span class="_ _10"> </span>zidentyfikowano <span class="_ _10"> </span>negaty<span class="_ _1"></span>wnych <span class="_ _10"> </span>wpływów <span class="_ _10"> </span>związanych <span class="_ _10"> </span>z <span class="_ _10"> </span>planami <span class="_ _10"> </span>transformac<span class="_ _1"></span>ji <span class="_ _10"> </span>mającymi <span class="_ _10"> </span>na <span class="_ _10"> </span>celu </div><div class="t m0 x4 h6 y798 ff1 fs3 fc0 sc0 ls0 ws0">zmniejszenie negatyw<span class="_ _1"></span>nego wpływu na śr<span class="_ _1"></span>odowisko.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x4 h6 y799 ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h6 y79a ff1 fs3 fc0 sc0 ls0 ws0">Nie <span class="_ _2"></span>zidentyfikowa<span class="_ _1"></span>no <span class="_ _2"></span>istotnego <span class="_ _2"></span>r<span class="_ _1"></span>yzyka <span class="_ _2"></span>z<span class="_ _1"></span>wiązanego <span class="_ _2"></span>z <span class="_ _2"></span>wy<span class="_ _1"></span>stąpieniem <span class="_ _2"></span>pracy <span class="_ _0"></span>przymusowej <span class="_ _2"></span>oraz<span class="_ _1"></span> <span class="_ _2"></span>pracą <span class="_ _2"></span>dzieci<span class="_ _1"></span>.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x4 h12 y4f4 ff6 fsb fc0 sc0 ls13 ws0">S1<span class="ls0">-1 Polityki związ<span class="_ _1"></span>ane z osobami <span class="_ _1"></span>świadczącymi pracę na <span class="_ _1"></span>rzecz </span></div><div class="t m0 x4 h12 y79b ff6 fsb fc0 sc0 ls0 ws0">przedsiębiorstwa <span class="_ _1"></span><span class="ff3"> </span></div><div class="t m0 x4 h6 y40f ff1 fs3 fc0 sc0 ls0 ws0">W <span class="_ _15"> </span>Grupie  MIRBUD <span class="_ _10"> </span>f<span class="_ _1"></span>unkcjonuje  „Kodeks  E<span class="_ _0"></span>tyki  Zawodowej <span class="_ _15"> </span>Pracownika  i <span class="_ _15"> </span>Współpracownika”  [dalej: </div><div class="t m0 x4 h6 y79c ff1 fs3 fc0 sc0 ls0 ws0">Kodeks]. <span class="_ _e"> </span>Kodeks <span class="_ _e"> </span>ten <span class="_ _e"> </span>wy<span class="_ _1"></span>znacza <span class="_ _e"> </span>normy <span class="_ _e"> </span>i <span class="_ _e"> </span>wartoś<span class="_ _1"></span>ci <span class="_ _e"> </span>etyczne <span class="_ _e"> </span>wyrażaj<span class="_ _1"></span>ące <span class="_ _d"> </span>s<span class="_ _1"></span>tandardy <span class="_ _e"> </span>postępowa<span class="_ _1"></span>nia </div><div class="t m0 x4 h6 y79d ff1 fs3 fc0 sc0 ls0 ws0">pracowników <span class="_ _e"> </span>i <span class="_ _e"> </span>współprac<span class="_ _1"></span>owników <span class="_ _e"> </span>na <span class="_ _d"> </span>rzecz <span class="_ _e"> </span>wypeł<span class="_ _1"></span>niania <span class="_ _d"> </span>misj<span class="_ _1"></span>i <span class="_ _d"> </span>Spółki<span class="_ _1"></span> <span class="_ _d"> </span>oraz <span class="_ _e"> </span>realizac<span class="_ _8"></span><span class="ff2">ji <span class="_ _d"> </span>jej<span class="_ _1"></span> <span class="_ _d"> </span>strategi<span class="_ _1"></span>i </span></div><div class="t m0 x4 h6 y79e ff1 fs3 fc0 sc0 ls0 ws0">biznesowej. <span class="_ _11"> </span>Każ<span class="_ _1"></span>dy <span class="_ _11"> </span>pracownik <span class="_ _11"> </span>j<span class="_ _1"></span>est <span class="_ _11"> </span>zobowiąza<span class="_ _1"></span>ny <span class="_ _11"> </span>do <span class="_ _11"> </span>przes<span class="_ _1"></span>trzegania <span class="_ _11"> </span>wymog<span class="_ _1"></span>ów <span class="_ _11"> </span>Kodeksu <span class="_ _1a"> </span>Etyki, </div><div class="t m0 x4 h6 y79f ff1 fs3 fc0 sc0 ls0 ws0">niezależnie <span class="_ _9"></span>od <span class="_ _b"></span>zaj<span class="_ _1"></span>mowanego <span class="_ _9"></span>stanowisk<span class="_ _1"></span>a <span class="_ _b"></span>w <span class="_ _9"></span>strukturze <span class="_ _9"></span>firmy. <span class="_ _9"></span>W <span class="_ _b"></span>r<span class="_ _1"></span>amach <span class="_ _9"></span>Kodeksu <span class="_ _9"></span>określono <span class="_ _9"></span>czym <span class="_ _9"></span>są </div><div class="t m0 x4 h6 y7a0 ff1 fs3 fc0 sc0 ls0 ws0">prawa człowieka, od<span class="_ _1"></span>nosząc się m.in. do:<span class="_ _1"></span><span class="ff2"> </span></div></div></div><div class="pi" ></div></div><div id="pf3d" class="pf w5 hc" ><div class="pc pc3d w5 hc"><img class="bi x0 y0 w6 h1" alt="" 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class="c x0 y0 w7 hc"><div class="t m0 x4 h2 ye ff1 fs0 fc0 sc0 ls0 ws0">Sprawozdanie nt. informacji niefinansowych GK MIRBUD za 2025<span class="_ _1"></span> rok<span class="ff2"> </span></div><div class="t m0 x4 h2 yf ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hd y10 ff4 fs3 fc0 sc0 ls39 ws0">61<span class="ff5 fs8 ls0"> </span></div><div class="t m0 x6 h6 y36 ff9 fs3 fc0 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _c"> </span><span class="ff1">Powszechnej Deklaracj<span class="_ _1"></span>i Praw Człowieka<span class="_ _1"></span>, <span class="_ _1"></span></span> </span></div><div class="t m0 x6 h6 y37 ff9 fs3 fc0 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _c"> </span><span class="ff1">Międzynarodowej Karty<span class="_ _1"></span> Praw Człowieka, <span class="_ _1"></span></span> </span></div><div class="t m0 x6 h6 y38 ff9 fs3 fc0 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _c"> </span><span class="ff1">Konwencji Między<span class="_ _1"></span>narodowej Organizacj<span class="_ _1"></span>i Pracy, <span class="_ _1"></span></span> </span></div><div class="t m0 x6 h6 y39 ff9 fs3 fc0 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _c"> </span><span class="ff1">Konwencji o ochron<span class="_ _1"></span>ie praw człowieka i pods<span class="_ _1"></span>tawowych wolnoś<span class="_ _1"></span>ci, <span class="_ _1"></span></span> </span></div><div class="t m0 x6 h6 y3a ff9 fs3 fc0 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _c"> </span><span class="ff1">Wytycznych OECD dl<span class="_ _1"></span>a przedsiębiorstw <span class="_ _1"></span>wielonarodowy<span class="_ _1"></span>ch,<span class="_ _1"></span></span> </span></div><div class="t m0 x6 h6 y3b ff9 fs3 fc0 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _c"> </span><span class="ff1">Wytycznych ONZ<span class="_ _1"></span> dotyczących biznesu <span class="_ _1"></span>i praw człowiek<span class="_ _1"></span>a.</span> </span></div><div class="t m0 x4 h6 y7a1 ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h6 y7a2 ff1 fs3 fc0 sc0 ls0 ws0">Zgodnie <span class="_ _9"></span>z <span class="_ _9"></span>Kodeksem <span class="_ _9"></span>obo<span class="_ _1"></span>wiązek <span class="_ _9"></span>przestrzegania <span class="_ _9"> </span>pra<span class="_ _1"></span>w <span class="_ _9"></span>człowieka <span class="_ _9"></span>obciąża <span class="_ _9"></span>każd<span class="_ _1"></span>ą <span class="_ _9"></span>osobę <span class="_ _9"></span>oraz <span class="_ _9"></span>podmiot </div><div class="t m0 x4 h6 y7a3 ff1 fs3 fc0 sc0 ls0 ws0">związany <span class="_ _9"></span>z <span class="_ _9"></span>Grupą <span class="_ _9"></span>MIRBUD. <span class="_ _9"></span>MIRBUD <span class="_ _9"></span>S.A. <span class="_ _9"></span>podejmuj<span class="_ _1"></span>e <span class="_ _9"></span>wszelkie <span class="_ _9"></span>możliwe <span class="_ _9"></span>działania <span class="_ _9"></span>zapobieg<span class="_ _1"></span>awcze <span class="_ _9"></span>w </div><div class="t m0 x4 h6 y21d ff1 fs3 fc0 sc0 ls0 ws0">celu <span class="_ _18"> </span>wyelimin<span class="_ _1"></span>owania <span class="_ _18"> </span>prz<span class="_ _1"></span>ypadków <span class="_ _1f"> </span>naruszeń <span class="_ _18"> </span>praw <span class="_ _1f"> </span>człowieka. <span class="_ _18"> </span>O<span class="_ _1"></span>dpowiedzialn<span class="_ _1"></span>ość <span class="_ _18"> </span>z<span class="_ _8"></span>a <span class="_ _18"> </span>nadzór <span class="_ _1f"> </span>nad </div><div class="t m0 x4 h6 y7a4 ff1 fs3 fc0 sc0 ls0 ws0">przestrzeganiem <span class="_ _16"> </span>praw <span class="_ _16"> </span>cz<span class="_ _1"></span>łowieka <span class="_ _16"> </span>powierz<span class="_ _1"></span>ono <span class="_ _f"> </span>Zarz<span class="_ _1"></span>ądowi <span class="_ _16"> </span>Spółki <span class="_ _16"> </span>oraz <span class="_ _16"> </span>w <span class="_ _d"> </span>szczególności <span class="_ _16"> </span>Prezes<span class="_ _1"></span>owi </div><div class="t m0 x4 h6 y504 ff1 fs3 fc0 sc0 ls0 ws0">Zarządu <span class="_ _9"></span>Spółki. <span class="_ _b"></span>MIRBUD <span class="_ _9"></span>S.A. <span class="_ _b"></span>zob<span class="_ _1"></span>owiązuje <span class="_ _b"></span>się<span class="_ _1"></span> <span class="_ _b"></span>do <span class="_ _b"></span>p<span class="_ _1"></span>odejmowania <span class="_ _9"></span>działań <span class="_ _b"></span>napr<span class="_ _1"></span>awczych <span class="_ _9"></span>w <span class="_ _b"></span>przypadku </div><div class="t m0 x4 h6 y7a5 ff1 fs3 fc0 sc0 ls0 ws0">zaistnienia naruszenia <span class="_ _0"></span>związanego <span class="_ _0"></span>z prawami <span class="_ _2"></span>c<span class="_ _1"></span>złowieka. Sposób<span class="_ _1"></span><span class="ff2"> <span class="_ _0"></span><span class="ff1">zgłaszania na<span class="_ _0"></span>rusz<span class="_ _1"></span>enia <span class="_ _0"></span>został <span class="_ _0"></span>opisany </span></span></div><div class="t m0 x4 h6 y7a6 ff1 fs3 fc0 sc0 ls0 ws0">w Kodeksie. Z<span class="_ _1"></span>arząd <span class="_ _1"></span>Spółki <span class="_ _1"></span>będzie badał <span class="_ _1"></span>wszystkie <span class="_ _1"></span>zgłoszenia, r<span class="_ _1"></span>ównież te <span class="_ _1"></span>o charak<span class="_ _1"></span>terze anonimowym<span class="_ _1"></span>. </div><div class="t m0 x4 h6 y7a7 ff1 fs3 fc0 sc0 ls0 ws0">Zarząd <span class="_ _b"></span>Spółki <span class="_ _b"></span>raz <span class="_ _b"></span>w <span class="_ _b"></span>roku <span class="_ _b"></span>dokonuje <span class="_ _b"></span>przeglądu <span class="_ _b"></span>działa<span class="_ _1"></span>ń <span class="_ _8"></span>z<span class="_ _1"></span> <span class="_ _b"></span>zakresu <span class="_ _b"></span>należytej <span class="_ _b"></span>staranności, <span class="_ _b"></span>obejmujące <span class="_ _b"></span>w<span class="_ _1"></span> </div><div class="t m0 x4 h6 y7a8 ff1 fs3 fc0 sc0 ls0 ws0">szczególności  ocenę  procesu  procedowania  zgłoszeń  oraz <span class="_ _15"> </span>ocenę  skuteczności  podjętych  dzi<span class="_ _0"></span>ałań </div><div class="t m0 x4 h6 y7a9 ff2 fs3 fc0 sc0 ls0 ws0">zaradczych.<span class="_ _1"></span> </div><div class="t m0 x4 h6 y7aa ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h6 y7ab ff1 fs3 fc0 sc0 ls0 ws0">Kodeks <span class="_ _9"></span>określa <span class="_ _9"> </span>także <span class="_ _9"> </span>zas<span class="_ _1"></span>ady <span class="_ _9"></span>związane <span class="_ _9"></span>z<span class="_ _1"></span> <span class="_ _9"></span>przeciwdziałaniem <span class="_ _9"> </span>dys<span class="_ _1"></span>kryminacji <span class="_ _9"></span>i <span class="_ _9"></span>mobbingow<span class="_ _1"></span>i. <span class="_ _9"></span>Zgodnie <span class="_ _9"> </span>z<span class="_ _1"></span> </div><div class="t m0 x4 h6 y7ac ff1 fs3 fc0 sc0 ls0 ws0">Kodeksem <span class="_ _12"> </span>za <span class="_ _14"> </span>niedopuszc<span class="_ _1"></span>zalne <span class="_ _12"> </span>uznaje <span class="_ _12"> </span>się <span class="_ _14"> </span>jakiekolwiek <span class="_ _14"> </span>formy <span class="_ _12"> </span>dys<span class="_ _1"></span>kryminacji <span class="_ _12"> </span>w <span class="_ _12"> </span>z<span class="_ _1"></span>atrudnieniu, </div><div class="t m0 x4 h6 y7ad ff1 fs3 fc0 sc0 ls0 ws0">bezpośredniej <span class="_ _a"> </span>lub <span class="_ _9"> </span>pośr<span class="_ _1"></span>edniej, <span class="_ _a"> </span>w <span class="_ _9"></span>szcz<span class="_ _1"></span>ególności <span class="_ _9"></span>ze <span class="_ _a"> </span>względu <span class="_ _9"> </span>n<span class="_ _1"></span>a <span class="_ _9"> </span>p<span class="_ _1"></span>łeć, <span class="_ _9"> </span>w<span class="_ _1"></span>iek, <span class="_ _9"> </span>n<span class="_ _8"></span>iepe<span class="_ _1"></span>łnosprawność, <span class="_ _a"> </span>rasę, </div><div class="t m0 x4 h6 y7ae ff1 fs3 fc0 sc0 ls0 ws0">religię, <span class="_ _11"> </span>narodowość, <span class="_ _11"> </span>przekonan<span class="_ _1"></span>ia <span class="_ _11"> </span>polityczne, <span class="_ _11"> </span>przynależność <span class="_ _11"> </span>związkową, <span class="_ _11"> </span>pochodzen<span class="_ _1"></span>ie <span class="_ _11"> </span>etniczne, </div><div class="t m0 x4 h6 y7af ff1 fs3 fc0 sc0 ls0 ws0">wyznanie,  orientację  seks<span class="_ _1"></span>ualną,  zatrudnienie  na  czas  określony  lub  nieokreślony,  zatrudnieni<span class="_ _1"></span>e  w </div><div class="t m0 x4 h6 y7b0 ff1 fs3 fc0 sc0 ls0 ws0">pełnym <span class="_ _1"></span>lub <span class="_ _1"></span>w <span class="_ _1"></span>n<span class="_ _1"></span>iepełnym <span class="_ _1"></span>wy<span class="_ _1"></span>miarze <span class="_ _1"></span>czasu <span class="_ _1"></span>pracy<span class="_ _1"></span>.<span class="ff2"> <span class="_ _8"></span></span>W <span class="_ _1"></span>celu <span class="_ _1"></span>zapewn<span class="_ _1"></span>ienia <span class="_ _1"></span>właściwej <span class="_ _1"></span>p<span class="_ _1"></span>olityki <span class="_ _1"></span>wewnętrz<span class="_ _1"></span>nej <span class="_ _1"></span>w </div><div class="t m0 x4 h6 y190 ff1 fs3 fc0 sc0 ls0 ws0">zakresie <span class="_ _e"> </span>relacji <span class="_ _e"> </span>i <span class="_ _d"> </span>stos<span class="_ _1"></span>unków <span class="_ _e"> </span>interpersonalny<span class="_ _1"></span>ch, <span class="_ _d"> </span>z<span class="_ _1"></span>godnej <span class="_ _d"> </span>z <span class="_ _e"> </span>Kodeks<span class="_ _1"></span>em, <span class="_ _e"> </span>a <span class="_ _e"> </span>także <span class="_ _e"> </span>przeciwdziałan<span class="_ _1"></span>ia </div><div class="t m0 x4 h6 y191 ff1 fs3 fc0 sc0 ls0 ws0">mobbingowi <span class="_ _19"> </span>i <span class="_ _19"> </span>różnym <span class="_ _19"> </span>formom <span class="_ _19"> </span>mo<span class="_ _1"></span>lestowania <span class="_ _19"> </span>w <span class="_ _19"> </span>Grupie <span class="_ _19"> </span>MIRBUD <span class="_ _19"> </span>w<span class="_ _1"></span>prowadzono <span class="_ _19"> </span>Procedurę<span class="_ _1"></span> </div><div class="t m0 x4 h6 y192 ff1 fs3 fc0 sc0 ls0 ws0">przeciwdziałania mo<span class="_ _1"></span>bbingowi i dy<span class="_ _1"></span><span class="ff2">skryminacji MI<span class="_ _1"></span>RBUD S.A. <span class="_ _1"></span> </span></div><div class="t m0 x4 h6 y193 ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h6 y7b1 ff2 fs3 fc0 sc0 ls0 ws0">Zgodnie z Kodeksem M<span class="_ _1"></span>IRBUD S.A.:<span class="_ _1"></span> </div><div class="t m0 x6 h6 y7b2 ff9 fs3 fc0 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _c"> </span><span class="ff1">respektuje <span class="_ _9"> </span>zasad<span class="_ _1"></span>ę, <span class="_ _9"></span>zgodn<span class="_ _1"></span>ie <span class="_ _9"></span>z <span class="_ _9"> </span>k<span class="_ _1"></span>tórą <span class="_ _9"></span>w <span class="_ _9"> </span>c<span class="_ _1"></span>elu <span class="_ _9"></span>reprez<span class="_ _1"></span>entacji <span class="_ _9"> </span>i <span class="_ _a"> </span>obrony <span class="_ _9"></span>swoich <span class="_ _a"> </span>praw <span class="_ _9"></span>i <span class="_ _9"></span>interesó<span class="_ _1"></span>w, </span></span></div><div class="t m0 x12 h6 y7b3 ff1 fs3 fc0 sc0 ls0 ws0">pracownicy mają praw<span class="_ _1"></span>o tworzyć<span class="_ _1"></span> organizacje i do nich przy<span class="_ _1"></span>stępować, <span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x6 h6 y7b4 ff9 fs3 fc0 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _c"> </span><span class="ff1">nie dopuszcza do jak<span class="_ _1"></span>ichkolwiek przejawów prac<span class="_ _1"></span>y przymusowej, <span class="_ _8"></span></span> </span></div><div class="t m0 x6 h6 y7b5 ff9 fs3 fc0 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _c"> </span><span class="ff1">nie <span class="_ _f"> </span>korzy<span class="_ _1"></span>sta <span class="_ _f"> </span>z <span class="_ _f"> </span>pracy<span class="_ _1"></span> <span class="_ _f"> </span>dzieci, <span class="_ _f"> </span>a <span class="_ _16"> </span>pracę <span class="_ _f"> </span>mł<span class="_ _1"></span>odocianych <span class="_ _f"> </span>dop<span class="_ _1"></span>uszcza <span class="_ _f"> </span>wy<span class="_ _1"></span>łącznie <span class="_ _f"> </span>na<span class="_ _1"></span> <span class="_ _f"> </span>podstawie<span class="_ _1"></span> </span></span></div><div class="t m0 x12 h6 y339 ff1 fs3 fc0 sc0 ls0 ws0">przepisów określonych w<span class="_ _1"></span> Kodeksie pracy<span class="_ _1"></span>.<span class="ff2"> </span></div><div class="t m0 x4 h6 y7b6 ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h6 y7b7 ff1 fs3 fc0 sc0 ls0 ws0">Ze <span class="_ _1"></span>względu <span class="_ _1"></span>na <span class="_ _1"></span>c<span class="_ _1"></span>harakter <span class="_ _1"></span>działalnoś<span class="_ _1"></span>ci <span class="_ _1"></span>i <span class="_ _1"></span>lokalizację <span class="_ _1"></span>dz<span class="_ _1"></span>iałalności <span class="_ _1"></span>GK <span class="_ _1"></span>MIR<span class="_ _1"></span>BUD, <span class="_ _1"></span>Kode<span class="_ _1"></span>ks <span class="_ _1"></span>nie <span class="_ _1"></span>odnosi <span class="_ _1"></span>się <span class="_ _8"></span>do </div><div class="t m0 x4 h6 y7b8 ff1 fs3 fc0 sc0 ls0 ws0">kwestii handlu ludźmi.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x4 h6 y7b9 ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h6 y7ba ff1 fs3 fc0 sc0 ls0 ws0">GK <span class="_ _10"> </span>MIRBUD <span class="_ _10"> </span>prz<span class="_ _1"></span>yjęła <span class="_ _10"> </span>również <span class="_ _10"> </span>„Pol<span class="_ _1"></span>itykę <span class="_ _10"> </span>różnorodnoś<span class="_ _1"></span>ci <span class="_ _10"> </span>Grupy <span class="_ _10"> </span>Kapitałowej <span class="_ _15"> </span>MIRBUD”, <span class="_ _10"> </span>która <span class="_ _10"> </span>dotyc<span class="_ _1"></span>zy </div><div class="t m0 x4 h6 y3b6 ff1 fs3 fc0 sc0 ls0 ws0">zarządzania różnorodnoś<span class="_ _1"></span>cią w MIRBUD S.<span class="_ _1"></span>A. i spółkach Gr<span class="_ _1"></span>upy Kapitałowej. <span class="_ _8"></span><span class="ff2"> </span></div><div class="t m0 x4 h6 y7bb ff1 fs3 fc0 sc0 ls0 ws0">Polityka  Różnorodności  Grupy  Kapitałowej  MIRBUD  realizuje <span class="_ _15"> </span>następuj<span class="_ _1"></span>ące  Cele  Zrównoważonego </div><div class="t m0 x4 h6 y7bc ff2 fs3 fc0 sc0 ls0 ws0">Rozwoju ONZ:<span class="_ _1"></span> </div><div class="t m0 x6 h6 y521 ff9 fs3 fc0 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _c"> </span>Cel 10 <span class="ff1">–</span> <span class="ff1">mniej nierów<span class="_ _1"></span>ności;</span> </span></div><div class="t m0 x6 h6 y7bd ff9 fs3 fc0 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _c"> </span>Cel 5 <span class="ff1">–</span> <span class="ff1">równość p<span class="_ _1"></span>łci.</span> </span></div><div class="t m0 x4 h6 y7be ff1 fs3 fc0 sc0 ls0 ws0">Celami przyjętej<span class="_ _1"></span> Polityki Różnorodnoś<span class="_ _1"></span>ci są:<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x6 h6 y7bf ff9 fs3 fc0 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _c"> </span><span class="ff1">aktywne <span class="_ _b"></span>zarządzanie<span class="_ _1"></span> <span class="_ _8"></span>r<span class="_ _1"></span>óżnorodnością <span class="_ _b"></span>w <span class="_ _b"></span>r<span class="_ _1"></span>amach <span class="_ _b"></span>prowadzonej <span class="_ _b"></span>pol<span class="_ _1"></span>ityki <span class="_ _8"></span>z<span class="_ _1"></span>arządzania <span class="_ _b"></span>zasoba<span class="_ _1"></span>mi </span></span></div><div class="t m0 x12 h6 y7c0 ff1 fs3 fc0 sc0 ls0 ws0">ludzkimi, tworzenie otwarte<span class="_ _1"></span>go i różnorodnego śr<span class="_ _1"></span>odowiska pracy<span class="_ _1"></span>;<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x6 h6 y7c1 ff9 fs3 fc0 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _c"> </span><span class="ff1">przeciwdziałanie wsz<span class="_ _1"></span>elkim formom dys<span class="_ _1"></span>kryminacji;<span class="_ _1"></span></span> </span></div></div></div><div class="pi" ></div></div><div id="pf3e" class="pf w5 hc" ><div class="pc pc3e w5 hc"><img class="bi x0 y0 w6 h1" alt="" src="data:image/png;base64,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class="c x0 y0 w7 hc"><div class="t m0 x4 h2 ye ff1 fs0 fc0 sc0 ls0 ws0">Sprawozdanie nt. informacji niefinansowych GK MIRBUD za 2025<span class="_ _1"></span> rok<span class="ff2"> </span></div><div class="t m0 x4 h2 yf ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hd y10 ff4 fs3 fc0 sc0 ls39 ws0">62<span class="ff5 fs8 ls0"> </span></div><div class="t m0 x6 h6 y36 ff9 fs3 fc0 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _c"> </span><span class="ff1">zapewnienie <span class="_ _9"></span>równych <span class="_ _9"></span>szans <span class="_ _b"></span>w <span class="_ _9"></span>dostępie <span class="_ _b"></span>d<span class="_ _1"></span>o <span class="_ _b"></span>informacj<span class="_ _1"></span>i <span class="_ _9"></span>o <span class="_ _b"></span>obowiązujący<span class="_ _1"></span>ch <span class="_ _b"></span>w <span class="_ _9"></span>Grupie <span class="_ _b"></span>MIR<span class="_ _1"></span>BUD </span></span></div><div class="t m0 x12 h6 y7c2 ff2 fs3 fc0 sc0 ls0 ws0">standardach etycznyc<span class="_ _1"></span>h; </div><div class="t m0 x4 h6 y130 ff1 fs3 fc0 sc0 ls0 ws0">W odniesieniu do obsz<span class="_ _1"></span>aru bezpieczeństwa <span class="_ _1"></span>i higieny pracy G<span class="_ _1"></span>rupa przyjęła:<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x6 h6 y7c3 ff9 fs3 fc0 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _c"> </span><span class="ff1">Politykę BHP w MIRBU<span class="_ _1"></span>D S.A.<span class="_ _1"></span></span> </span></div><div class="t m0 x6 h6 y7c4 ff9 fs3 fc0 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _c"> </span><span class="ff1">Procedurę PB</span>-<span class="ls1">11<span class="_ _1"></span></span>_<span class="ff1">1 „Zarządz<span class="_ _1"></span>anie BHP”</span> </span></div><div class="t m0 x6 h6 y7c5 ff9 fs3 fc0 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _c"> </span><span class="ff1">Procedura PŚ</span>-<span class="ff1">10<span class="_ _1"></span>_1 „Zarządzanie Środow<span class="_ _1"></span>iskowe”<span class="_ _1"></span></span> </span></div><div class="t m0 x4 h6 y7c6 ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h6 y7c7 ff1 fs3 fc0 sc0 ls0 ws0">W <span class="_ _b"></span>MIR<span class="_ _1"></span>BUD <span class="_ _9"></span>S.A. <span class="_ _b"></span>wdrożo<span class="_ _1"></span>ny <span class="_ _b"></span>z<span class="_ _1"></span>ostał <span class="_ _b"></span>System <span class="_ _9"></span>Zarządzania <span class="_ _9"></span>Bezpieczeństwe<span class="_ _1"></span>m <span class="_ _b"></span>i <span class="_ _9"></span>Higiena <span class="_ _9"></span>Pracy <span class="_ _b"></span>z<span class="_ _1"></span>godnie <span class="_ _9"></span>z </div><div class="t m0 x4 h6 y7c8 ff1 fs3 fc0 sc0 ls0 ws0">wymaganiami <span class="_ _18"> </span>normy <span class="_ _18"> </span>ISO <span class="_ _18"> </span>45001:2024. <span class="_ _18"> </span>Dok<span class="_ _1"></span>umentami <span class="_ _18"> </span>operacyjnymi, <span class="_ _18"> </span>zawieraj<span class="_ _1"></span>ącymi <span class="_ _e"> </span>s<span class="_ _1"></span>zczegółowe<span class="_ _1"></span> </div><div class="t m0 x4 h6 y7c9 ff1 fs3 fc0 sc0 ls0 ws0">wytyczne <span class="_ _1"></span>postępowania <span class="_ _1"></span>są <span class="_ _1"></span>Procedury <span class="_ _1"></span>Jakośc<span class="_ _1"></span>i. Polity<span class="_ _1"></span>ka firmy <span class="_ _1"></span>w <span class="_ _1"></span>zakresie <span class="_ _1"></span>Zarządza<span class="_ _1"></span>n<span class="_ _1"></span>ia <span class="_ _1"></span>Bezpieczeńs<span class="_ _1"></span>twa </div><div class="t m0 x4 h6 y7ca ff1 fs3 fc0 sc0 ls0 ws0">i <span class="_ _18"> </span>Higieny <span class="_ _18"> </span>Pracy<span class="_ _1"></span> <span class="_ _18"> </span>i <span class="_ _18"> </span>systemu <span class="_ _18"> </span>za<span class="_ _1"></span>pewnienia <span class="_ _1f"> </span>BHP <span class="_ _18"> </span>prowadzona <span class="_ _18"> </span>jest<span class="_ _1"></span> <span class="_ _18"> </span>zgodnie <span class="_ _18"> </span>z<span class="_ _1"></span> <span class="_ _18"> </span>Procedurą <span class="_ _1f"> </span>PB<span class="_ _1"></span><span class="ff2">-11/<span class="_ _1"></span>1 </span></div><div class="t m0 x4 h6 y7cb ff1 fs3 fc0 sc0 ls0 ws0">„Zarządzanie <span class="_ _0"></span>BHP” <span class="_ _2"></span>oraz<span class="_ _1"></span> <span class="_ _0"></span>Procedurą <span class="_ _2"></span>Jak<span class="_ _1"></span>ości <span class="_ _0"></span>PJ<span class="ff2">-</span>7.1.4/0<span class="_ _1"></span>4 <span class="_ _2"></span>„Proced<span class="_ _1"></span>ura <span class="_ _2"></span>N<span class="_ _1"></span>adzoru <span class="_ _0"></span>nad <span class="_ _0"></span>Środowiskiem <span class="_ _0"></span>Pracy”. </div><div class="t m0 x4 h6 y7cc ff1 fs3 fc0 sc0 ls0 ws0">Procedura <span class="_ _12"> </span>zarz<span class="_ _1"></span>ądzania <span class="_ _12"> </span>jakością <span class="_ _12"> </span>MIR<span class="_ _1"></span>BUD <span class="_ _12"> </span>S.A. <span class="_ _12"> </span>wdraża <span class="_ _12"> </span>i <span class="_ _12"> </span>up<span class="_ _1"></span>or<span class="_ _1"></span>ządkowuje <span class="_ _12"> </span>sz<span class="_ _1"></span>ereg <span class="_ _12"> </span>standardów </div><div class="t m0 x4 h6 y7cd ff1 fs3 fc0 sc0 ls0 ws0">dotyczących <span class="_ _1d"> </span>zapewnienia <span class="_ _1d"> </span>bezpieczeństwa<span class="_ _1"></span> <span class="_ _13"> </span>i <span class="_ _1d"> </span>higieny<span class="_ _1"></span> <span class="_ _13"> </span>pracy. <span class="_ _1d"> </span>W <span class="_ _1d"> </span>Spółce <span class="_ _1d"> </span>funkc<span class="_ _1"></span>jonuje <span class="_ _13"> </span>komórka<span class="_ _1"></span> </div><div class="t m0 x4 h6 y7ce ff2 fs3 fc0 sc0 ls0 ws0">organizacyjna <span class="_ _0"></span>- <span class="_ _2"></span><span class="ff1">Dział <span class="_ _0"></span>BHP <span class="_ _2"></span>zatrudniająca <span class="_ _0"></span>na <span class="_ _2"></span>etat <span class="_ _0"></span>Głównego <span class="_ _2"></span>Specj<span class="_ _1"></span>alistę <span class="_ _2"></span>ds. <span class="_ _0"></span>BHP <span class="_ _2"></span>oraz<span class="_ _1"></span> <span class="_ _2"></span>Inspektora <span class="_ _0"></span>ds. <span class="_ _2"></span>BHP </span></div><div class="t m0 x4 h6 y7cf ff1 fs3 fc0 sc0 ls0 ws0">odpowiedzialnych  za <span class="_ _15"> </span>prawidłowy  przebieg <span class="_ _15"> </span>każ<span class="_ _1"></span>dego  procesu <span class="_ _15"> </span>budowlanego  zgodnie <span class="_ _15"> </span>z <span class="_ _15"> </span>przepisami  i </div><div class="t m0 x4 h6 y7d0 ff2 fs3 fc0 sc0 ls0 ws0">zasadami BHP.  <span class="_ _1"></span> </div><div class="t m0 x4 h6 y7d1 ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h6 y7d2 ff1 fs3 fc0 sc0 ls0 ws0">Najwyższ<span class="_ _1"></span>ym <span class="_ _1d"> </span>organem <span class="_ _13"> </span>o<span class="_ _1"></span>dpowiedzialnym <span class="_ _1d"> </span>za <span class="_ _1d"> </span>wdro<span class="_ _1"></span>żenie<span class="ff2"> <span class="_ _1"></span>Kodeksu <span class="_ _1d"> </span>Etyk<span class="_ _1"></span>i <span class="_ _13"> </span>Za<span class="_ _1"></span>wodowej<span class="_ _1"></span> oraz Polityki </span></div><div class="t m0 x4 h6 y62a ff1 fs3 fc0 sc0 ls0 ws0">Różnorodności<span class="ff2"> jes<span class="_ _1"></span>t </span>Członek <span class="_ _10"> </span>Zarz<span class="_ _1"></span>ądu, <span class="_ _10"> </span>Dyrektor <span class="_ _10"> </span>ds. <span class="_ _10"> </span>Finansowy<span class="_ _1"></span>ch. <span class="_ _10"> </span>Oba <span class="_ _10"> </span>dokumenty <span class="_ _10"> </span>s<span class="_ _1"></span>ą <span class="_ _10"> </span>udostępniane </div><div class="t m0 x4 h6 y62b ff1 fs3 fc0 sc0 ls0 ws0">pracownikom <span class="_ _18"> </span>i <span class="_ _e"> </span>wsp<span class="_ _1"></span>ółpracownikom <span class="_ _18"> </span>przy <span class="_ _18"> </span>podpisywaniu <span class="_ _18"> </span>umowy <span class="_ _1f"> </span>–<span class="ff2"> <span class="_ _e"> </span></span>wy<span class="_ _1"></span>magane <span class="_ _18"> </span>jest <span class="_ _18"> </span>poświad<span class="ff2">czeni<span class="_ _1"></span>e </span></div><div class="t m0 x4 h6 y62c ff1 fs3 fc0 sc0 ls0 ws0">zapoznania się i akcept<span class="_ _1"></span>acji ich treści.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x4 h6 y7d3 ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h6 y7d4 ff1 fs3 fc0 sc0 ls0 ws0">Najwyższ<span class="_ _1"></span>ym organem <span class="_ _1"></span>odpowie<span class="_ _1"></span>dzialnym z<span class="_ _1"></span>a w<span class="_ _1"></span>drożenie<span class="_ _1"></span><span class="ff2"> Polityki <span class="_ _1"></span>BHP<span class="_ _1"></span> jest </span>Wiceprez<span class="_ _1"></span>es Zarz<span class="_ _1"></span>ądu MIR<span class="_ _1"></span>BUD </div><div class="t m0 x4 h6 y7d5 ff1 fs3 fc0 sc0 ls0 ws0">S.A. <span class="_ _b"></span>oraz <span class="_ _b"></span>Dyrektor <span class="_ _b"></span>ds<span class="_ _1"></span>. <span class="_ _8"></span>F<span class="_ _1"></span>inansowych. <span class="_ _b"></span>D<span class="_ _1"></span>okument <span class="_ _b"></span>jest <span class="_ _b"></span>udostę<span class="_ _1"></span>pniany <span class="_ _b"></span>pracownikom<span class="_ _1"></span> <span class="_ _b"></span>i <span class="_ _8"></span>wsp<span class="_ _1"></span>ółpracowniko<span class="_ _1"></span>m </div><div class="t m0 x4 h6 y7d6 ff1 fs3 fc0 sc0 ls0 ws0">podczas szkoleń, podczas<span class="_ _1"></span> których z<span class="_ _1"></span>apoznają się z jego treśc<span class="_ _1"></span>ią.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x4 h12 y7d7 ff6 fsb fc0 sc0 ls13 ws0">S1<span class="ls0">-2 Procedury ws<span class="_ _1"></span>półpracy z własny<span class="_ _1"></span>mi pracownikami i </span></div><div class="t m0 x4 h12 y7d8 ff6 fsb fc0 sc0 ls0 ws0">przedstawicielami <span class="_ _1"></span>pracowników w zak<span class="_ _1"></span>resie wpływów<span class="_ _1"></span><span class="ff3"> </span></div><div class="t m0 x4 h6 y7d9 ff1 fs3 fc0 sc0 ls0 ws0">Współpraca <span class="_ _e"> </span>z <span class="_ _e"> </span>pracown<span class="_ _1"></span>ikami <span class="_ _e"> </span>realizowana <span class="_ _e"> </span>jes<span class="_ _1"></span>t <span class="_ _e"> </span>na <span class="_ _e"> </span>bieżąco, <span class="_ _e"> </span>tak <span class="_ _e"> </span>a<span class="_ _1"></span>by <span class="_ _e"> </span>uniknąć <span class="_ _e"> </span>narastan<span class="_ _1"></span>ia <span class="_ _d"> </span>s<span class="_ _1"></span>ytuacji </div><div class="t m0 x4 h6 y7da ff1 fs3 fc0 sc0 ls0 ws0">niepożądanych. <span class="_ _10"> </span>Pracownicy<span class="_ _1"></span> <span class="_ _a"> </span>maj<span class="_ _1"></span>ą <span class="_ _a"> </span>w<span class="_ _1"></span>pływ <span class="_ _10"> </span>na <span class="_ _a"> </span>k<span class="_ _1"></span>ształt <span class="_ _10"> </span>kluczowych <span class="_ _10"> </span>dokumentów <span class="_ _10"> </span>przyjmowanych <span class="_ _10"> </span>przez </div><div class="t m0 x4 h6 y7db ff1 fs3 fc0 sc0 ls0 ws0">Grupę. Podczas<span class="_ _1"></span> cykliczny<span class="_ _1"></span>ch spotkań <span class="_ _1"></span>rocznych <span class="_ _1"></span>pracownicy <span class="_ _1"></span>mają wpływ <span class="_ _1"></span>na <span class="_ _1"></span>istotn<span class="_ _1"></span>e <span class="_ _1"></span>dokumenty, <span class="_ _1"></span>które są<span class="_ _1"></span> </div><div class="t m0 x4 h6 y7dc ff1 fs3 fc0 sc0 ls0 ws0">przyjmowane przez Gr<span class="_ _1"></span>upę Kapitałową MI<span class="_ _1"></span>RBUD. <span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x4 h12 y7dd ff6 fsb fc0 sc0 ls13 ws0">S1<span class="ls0">-3 Procesy niwe<span class="_ _1"></span>lowania negat<span class="_ _1"></span>ywnych wpływ<span class="_ _1"></span>ów i kanały zgłaszania </span></div><div class="t m0 x4 h12 y7de ff6 fsb fc0 sc0 ls0 ws0">problemów przez pr<span class="_ _1"></span>acowników jednost<span class="_ _1"></span>ki <span class="ff3"> </span></div><div class="t m0 x4 h6 y443 ff1 fs3 fc0 sc0 ls0 ws0">W <span class="_ _a"> </span>Gr<span class="_ _1"></span>upie <span class="_ _a"> </span>K<span class="_ _1"></span>apitałowej <span class="_ _10"> </span>MIRBUD <span class="_ _10"> </span>przyjęta <span class="_ _10"> </span>została <span class="_ _a"> </span>w <span class="_ _10"> </span>dniu <span class="_ _10"> </span>30<span class="_ _0"></span> <span class="_ _10"> </span>grudnia <span class="_ _10"> </span>2021 <span class="_ _a"> </span>r. <span class="_ _10"> </span>„Procedura <span class="_ _10"> </span>zgłaszania </div><div class="t m0 x4 h6 y7df ff1 fs3 fc0 sc0 ls0 ws0">nieprawidłowości <span class="_ _16"> </span>i <span class="_ _16"> </span>nadużyć, <span class="_ _16"> </span>w <span class="_ _16"> </span>tym <span class="_ _f"> </span>k<span class="_ _1"></span>orupcji, <span class="_ _f"> </span>w <span class="_ _16"> </span>MI<span class="_ _1"></span>RBUD <span class="_ _16"> </span>S.A. <span class="_ _f"> </span>z<span class="_ _1"></span> <span class="_ _f"> </span>siedz<span class="_ _1"></span>ibą <span class="_ _f"> </span>w<span class="_ _1"></span> <span class="_ _f"> </span>Skierniew<span class="_ _1"></span>icach”. <span class="_ _16"> </span>W </div><div class="t m0 x4 h6 y7e0 ff1 fs3 fc0 sc0 ls0 ws0">odniesieniu <span class="_ _a"> </span>do <span class="_ _10"> </span>zgłaszania <span class="_ _a"> </span>przy<span class="_ _1"></span>padków <span class="_ _a"> </span>nieprawidłow<span class="_ _1"></span>ości <span class="_ _10"> </span>i <span class="_ _a"> </span>nadużyć <span class="_ _a"> </span>Pracownik<span class="_ _8"></span><span class="ff2"> <span class="_ _a"> </span></span>z<span class="_ _1"></span>obowiązany <span class="_ _a"> </span>jest <span class="_ _10"> </span>do </div><div class="t m0 x4 h6 y7e1 ff1 fs3 fc0 sc0 ls0 ws0">przekazania <span class="_ _16"> </span>stosownej <span class="_ _16"> </span>informacj<span class="_ _1"></span>i <span class="_ _f"> </span>w <span class="_ _16"> </span>udokumentowa<span class="_ _1"></span>nej <span class="_ _f"> </span>form<span class="_ _1"></span>ie <span class="_ _16"> </span>Prezesowi <span class="_ _16"> </span>Zarządu <span class="_ _16"> </span>lub <span class="_ _16"> </span>Członkow<span class="_ _1"></span>i </div><div class="t m0 x4 h6 y7e2 ff1 fs3 fc0 sc0 ls0 ws0">Zarządu, <span class="_ _2"></span>c<span class="_ _1"></span>o <span class="_ _2"></span>n<span class="_ _1"></span>ie <span class="_ _2"></span>wykl<span class="_ _1"></span>ucza <span class="_ _2"></span>prz<span class="_ _1"></span>ekazania <span class="_ _2"></span>t<span class="_ _1"></span>ej <span class="_ _2"></span>informac<span class="_ _1"></span>ji <span class="_ _2"></span>rów<span class="_ _1"></span>nież <span class="_ _2"></span>ustn<span class="_ _1"></span>ie, <span class="_ _2"></span>a <span class="_ _0"></span>o <span class="_ _0"></span>ile <span class="_ _2"></span>okoliczno<span class="_ _1"></span>ści <span class="_ _2"></span>dotyc<span class="_ _1"></span>zą <span class="_ _2"></span>Prezes<span class="_ _1"></span>a </div><div class="t m0 x4 h6 y7e3 ff1 fs3 fc0 sc0 ls0 ws0">Zarządu, <span class="_ _1"></span>pracownik <span class="_ _1"></span>powia<span class="_ _1"></span>damia, <span class="_ _1"></span>z <span class="_ _1"></span>pominię<span class="_ _1"></span>ciem <span class="_ _1"></span>ustalonej <span class="_ _1"></span>drogi <span class="_ _1"></span>służbowej, <span class="_ _1"></span>st<span class="_ _1"></span>osownie <span class="_ _1"></span>do <span class="_ _1"></span>okolicznośc<span class="_ _1"></span>i: </div><div class="t m0 x4 h6 y7e4 ff1 fs3 fc0 sc0 ls0 ws0">Przewodniczącego Ra<span class="_ _1"></span>dy Nadzorcz<span class="_ _1"></span>ej.<span class="ff2"> </span></div><div class="t m0 x4 h6 y7e5 ff1 fs3 fc0 sc0 ls0 ws0">Pracownik, <span class="_ _10"> </span>który <span class="_ _a"> </span>powz<span class="_ _1"></span>iął <span class="_ _10"> </span>uzasadnione <span class="_ _a"> </span>po<span class="_ _1"></span>dejrzenie, <span class="_ _10"> </span>że <span class="_ _a"> </span>w <span class="_ _10"> </span>spółce <span class="_ _10"> </span>mogło <span class="_ _a"> </span>doj<span class="_ _1"></span>ść <span class="_ _a"> </span>do <span class="_ _10"> </span>nieprawidłowości,<span class="_ _1"></span> </div><div class="t m0 x4 h6 y7e6 ff1 fs3 fc0 sc0 ls0 ws0">nadużycia, w<span class="_ _1"></span> tym k<span class="_ _1"></span>orupcji, <span class="_ _1"></span>w uzasad<span class="_ _1"></span>nionych <span class="_ _1"></span>przypadkach z<span class="_ _1"></span> pom<span class="_ _1"></span>inięciem drog<span class="_ _1"></span>i zgłasz<span class="_ _1"></span>ania, może<span class="_ _1"></span> taki<span class="_ _1"></span>e </div><div class="t m0 x4 h6 y7e7 ff1 fs3 fc0 sc0 ls0 ws0">zdarzenie zgłosić poprzez<span class="_ _1"></span> Bezpieczną Lin<span class="_ _1"></span>ię:<span class="ff2"> </span></div><div class="t m0 x6 h6 y7e8 ff9 fs3 fc0 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _c"> </span>na adres email: bez<span class="_ _1"></span>piecznalinia@mirbu<span class="_ _1"></span>d.pl; <span class="_ _1"></span> </span></div><div class="t m0 x6 h6 y7e9 ff9 fs3 fc0 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _c"> </span><span class="ff1">na <span class="_ _8"></span>adres <span class="_ _b"></span>k<span class="_ _1"></span>orespondencyj<span class="_ _1"></span>ny <span class="_ _b"></span>spółki <span class="_ _8"></span>z <span class="_ _b"></span>dop<span class="_ _1"></span>iskiem <span class="_ _8"></span>„Do <span class="_ _b"></span>r<span class="_ _1"></span>ąk <span class="_ _b"></span>własnych <span class="_ _b"></span>Prezesa <span class="_ _b"></span>Zarz<span class="_ _1"></span>ądu” <span class="_ _8"></span>l<span class="_ _1"></span>ub <span class="_ _8"></span>„Do<span class="_ _1"></span> </span></span></div><div class="t m0 x12 h6 y7ea ff1 fs3 fc0 sc0 ls0 ws0">rąk własnych Przewodn<span class="_ _1"></span>iczącego Rady Nadzorc<span class="_ _1"></span>zej”.<span class="_ _1"></span><span class="ff2"> </span></div></div></div><div class="pi" ></div></div><div id="pf3f" class="pf w5 hc" ><div class="pc pc3f w5 hc"><img class="bi x0 y0 w6 h1" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w7 hc"><div class="t m0 x4 h2 ye ff1 fs0 fc0 sc0 ls0 ws0">Sprawozdanie nt. informacji niefinansowych GK MIRBUD za 2025<span class="_ _1"></span> rok<span class="ff2"> </span></div><div class="t m0 x4 h2 yf ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hd y10 ff4 fs3 fc0 sc0 ls39 ws0">63<span class="ff5 fs8 ls0"> </span></div><div class="t m0 x4 h6 y51 ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h6 y52 ff1 fs3 fc0 sc0 ls0 ws0">Dla uproszczenia załącznikiem do polityki jest <span class="_ _0"></span>Formularz zgłaszania nieprawidłowo<span class="_ _1"></span>ści i <span class="_ _0"></span>nadużyć, w tym </div><div class="t m0 x4 h6 y80 ff2 fs3 fc0 sc0 ls0 ws0">korupcji w MIRBUD<span class="_ _1"></span> S.A. </div><div class="t m0 x4 h6 y81 ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h6 y82 ff1 fs3 fc0 sc0 ls0 ws0">Zgłoszenia weryfikowa<span class="_ _1"></span>ne są poprzez<span class="_ _1"></span>:<span class="ff2"> </span></div><div class="t m0 x6 h6 y133 ff9 fs3 fc0 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _c"> </span><span class="ff1">analizę dokumentac<span class="_ _1"></span>ji sprawy,<span class="_ _1"></span></span> </span></div><div class="t m0 x6 h6 y7eb ff9 fs3 fc0 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _c"> </span><span class="ff1">rozmowę z osobą zg<span class="_ _1"></span>łaszającą,<span class="_ _1"></span></span> </span></div><div class="t m0 x6 h6 y7ec ff9 fs3 fc0 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _c"> </span><span class="ff1">rozmowy z innymi osoba<span class="_ _1"></span>mi mogącymi posia<span class="_ _1"></span>dać wiedzę w przed<span class="_ _1"></span>miotowej sprawie. <span class="_ _8"></span></span> </span></div><div class="t m0 x4 h6 y7ed ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h6 y666 ff1 fs3 fc0 sc0 ls0 ws0">Po przeprowadzeniu <span class="_ _0"></span>weryfi<span class="_ _1"></span>kacji i <span class="_ _2"></span>po<span class="_ _1"></span>djęciu decyzji <span class="_ _0"></span>pracownik dokonujący zgłoszenia jest <span class="_ _0"></span>informowany o </div><div class="t m0 x4 h6 y7ee ff1 fs3 fc0 sc0 ls0 ws0">sposobie <span class="_ _1"></span>postępowania <span class="_ _1"></span>w <span class="_ _1"></span>przedmiotow<span class="_ _1"></span>ej <span class="_ _1"></span>sprawie. <span class="_ _1"></span>Każde <span class="_ _1"></span>zgłoszenie <span class="_ _1"></span>traktowa<span class="_ _1"></span>ne <span class="_ _1"></span>jest <span class="_ _1"></span>w s<span class="_ _1"></span>posób poufny<span class="_ _1"></span> </div><div class="t m0 x4 h6 y7ef ff1 fs3 fc0 sc0 ls0 ws0">oraz badane z na<span class="_ _1"></span>leżytą starannością. <span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x4 h6 y7f0 ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h6 y7f1 ff1 fs3 fc0 sc0 ls0 ws0">Pracownicy <span class="_ _b"></span>są <span class="_ _b"></span>świadomi <span class="_ _b"></span>o<span class="_ _1"></span>becności <span class="_ _b"></span>procedur <span class="_ _b"></span>związan<span class="_ _1"></span>ych <span class="_ _b"></span>ze <span class="_ _b"></span>zgłaszaniem <span class="_ _b"></span>narusz<span class="_ _1"></span>eń. <span class="_ _8"></span>Są <span class="_ _b"></span>on<span class="_ _1"></span>e <span class="_ _8"></span>dl<span class="_ _1"></span>a <span class="_ _8"></span>n<span class="_ _1"></span>ich </div><div class="t m0 x4 h6 y7f2 ff1 fs3 fc0 sc0 ls0 ws0">dostępne <span class="_ _16"> </span>na <span class="_ _16"> </span>stronie <span class="_ _16"> </span>inter<span class="_ _1"></span>netowej <span class="_ _16"> </span>oraz <span class="_ _16"> </span>w <span class="_ _16"> </span>intran<span class="_ _1"></span>ecie. <span class="_ _16"> </span>Poziom <span class="_ _16"> </span>zaufania <span class="_ _16"> </span>prac<span class="_ _1"></span>owników <span class="_ _16"> </span>do <span class="_ _16"> </span>sy<span class="_ _1"></span>stemu </div><div class="t m0 x4 h6 y7f3 ff1 fs3 fc0 sc0 ls0 ws0">zgłaszania <span class="_ _1"></span>ob<span class="_ _1"></span>aw <span class="_ _1"></span>i <span class="_ _8"></span>sposobu <span class="_ _8"></span>ich <span class="_ _8"></span>rozpatrzenia <span class="_ _8"></span>nie <span class="_ _1"></span>by<span class="_ _1"></span>ł <span class="_ _1"></span>badany, <span class="_ _8"></span>jednak <span class="_ _1"></span>o <span class="_ _8"></span>zau<span class="_ _1"></span>f<span class="_ _1"></span>aniu <span class="_ _1"></span>m<span class="_ _1"></span>oże <span class="_ _1"></span>świadcz<span class="_ _1"></span>yć <span class="_ _1"></span>to, <span class="_ _8"></span>że </div><div class="t m0 x4 h6 y222 ff1 fs3 fc0 sc0 ls0 ws0">procedury <span class="_ _9"> </span>zadzia<span class="_ _1"></span>łały, <span class="_ _9"></span>a <span class="_ _9"> </span>więc<span class="_ _1"></span> <span class="_ _9"></span>pojawiły <span class="_ _9"> </span>się <span class="_ _a"> </span>zgłoszenia, <span class="_ _9"></span>które <span class="_ _9"> </span>zos<span class="_ _1"></span>tały <span class="_ _9"></span>następnie <span class="_ _9"></span>roz<span class="_ _1"></span>patrzone <span class="_ _9"></span>zgodnie <span class="_ _9"> </span>z<span class="_ _1"></span> </div><div class="t m0 x4 h6 y7f4 ff1 fs3 fc0 sc0 ls0 ws0">procedurą. <span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x4 h6 y7f5 ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h6 y7f6 ff1 fs3 fc0 sc0 ls0 ws0">Procedura zakłada równ<span class="_ _1"></span>ież ochronę osób, które korz<span class="_ _1"></span>ystają z niej przed <span class="_ _1"></span>działaniami odwetowym<span class="_ _1"></span>i, gdyż:<span class="_ _8"></span><span class="ff2"> </span></div><div class="t m0 x6 h6 y62b ff9 fs3 fc0 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _c"> </span><span class="ff1">dopuszcza anonimow<span class="_ _1"></span>e zgłoszenia;<span class="_ _1"></span></span> </span></div><div class="t m0 x6 h6 y7f7 ff9 fs3 fc0 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _c"> </span><span class="ff1">zakłada, <span class="_ _8"></span>ż<span class="_ _1"></span>e <span class="_ _8"></span>prz<span class="_ _1"></span>esyłki <span class="_ _b"></span>adres<span class="_ _1"></span>owane <span class="_ _b"></span>z <span class="_ _b"></span>dopiskiem: <span class="_ _b"></span>„<span class="_ _1"></span>Do <span class="_ _b"></span>rąk <span class="_ _b"></span>własnych”<span class="_ _1"></span></span> <span class="_ _b"></span><span class="ff1">nie <span class="_ _8"></span>pod<span class="_ _1"></span>legają <span class="_ _b"></span>otwarciu <span class="_ _b"></span>w </span></span></div><div class="t m0 x12 h6 y62d ff1 fs3 fc0 sc0 ls0 ws0">Sekretariacie Spółki <span class="_ _0"></span>i <span class="_ _0"></span>po <span class="_ _0"></span>zarejestrowaniu przekazywane <span class="_ _0"></span>są <span class="_ _0"></span>bezpośrednio <span class="_ _0"></span>do Prezesa <span class="_ _0"></span>Zarządu </div><div class="t m0 x12 h6 y62e ff1 fs3 fc0 sc0 ls0 ws0">lub Przewodniczące<span class="_ _1"></span>go Rady Nadzorcz<span class="_ _1"></span>ej;<span class="ff2"> </span></div><div class="t m0 x6 h6 y62f ff9 fs3 fc0 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _c"> </span><span class="ff1">zgłoszenia z zewnętrz<span class="_ _1"></span>nych adresów mailowyc<span class="_ _1"></span>h będą traktowan<span class="_ _1"></span>e jak zgłoszenia an<span class="_ _1"></span>onimowe;<span class="_ _8"></span></span> </span></div><div class="t m0 x6 h6 y7f8 ff9 fs3 fc0 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _c"> </span><span class="ff1">pracodawca <span class="_ _11"> </span>zapewnia <span class="_ _11"> </span>ochronę <span class="_ _11"> </span>pracownika <span class="_ _11"> </span>prz<span class="_ _1"></span>ed <span class="_ _11"> </span>możliwymi <span class="_ _11"> </span>działaniami <span class="_ _11"> </span>odwetowym<span class="_ _1"></span>i </span></span></div><div class="t m0 x12 h6 y7f9 ff1 fs3 fc0 sc0 ls0 ws0">podjętymi <span class="_ _10"> </span>w <span class="_ _10"> </span>związku <span class="_ _10"> </span>z <span class="_ _a"> </span>z<span class="_ _1"></span>asygnalizowanymi <span class="_ _10"> </span>nieprawidłowoś<span class="_ _1"></span>ciami <span class="_ _10"> </span>lub <span class="_ _10"> </span>nadużyciami, <span class="_ _10"> </span>a <span class="_ _a"> </span>t<span class="_ _1"></span>akże </div><div class="t m0 x12 h6 y632 ff1 fs3 fc0 sc0 ls0 ws0">formami wyklucz<span class="_ _1"></span>enia lub nękania przez inny<span class="_ _1"></span>ch pracowników;<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x6 h6 y7fa ff9 fs3 fc0 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _c"> </span><span class="ff1">pracodawca <span class="_ _9"> </span>w <span class="_ _a"> </span>związku <span class="_ _9"></span>z <span class="_ _a"> </span>dokonanym <span class="_ _9"></span>zgłoszeniem <span class="_ _a"> </span>nie <span class="_ _9"></span>może <span class="_ _9"></span>z <span class="_ _a"> </span>pracownikiem <span class="_ _9"></span>dokonujący<span class="_ _1"></span>m </span></span></div><div class="t m0 x12 h6 y7fb ff1 fs3 fc0 sc0 ls0 ws0">zgłoszenia rozwi<span class="_ _1"></span>ązać umo<span class="_ _1"></span>wy o <span class="_ _1"></span>pracę lub z<span class="_ _1"></span>mienić war<span class="_ _1"></span>unków umowy<span class="_ _1"></span> o <span class="_ _1"></span>pracę (<span class="_ _8"></span><span class="ff2 ls1">np<span class="ls0">.<span class="_ _1"></span> stanowiska, </span></span></div><div class="t m0 x12 h6 y7fc ff1 fs3 fc0 sc0 ls0 ws0">wynagrodzenia). <span class="_ _0"></span>Takie <span class="_ _2"></span>działan<span class="_ _1"></span>ia <span class="_ _2"></span>byłyby<span class="_ _1"></span> <span class="_ _2"></span>uznane <span class="_ _0"></span>za <span class="_ _2"></span>odwetowe<span class="_ _1"></span> <span class="_ _2"></span>i <span class="_ _0"></span>naruszałyby <span class="_ _2"></span>prz<span class="_ _1"></span>episy <span class="_ _2"></span>chroni<span class="_ _1"></span>ące </div><div class="t m0 x12 h6 y7fd ff1 fs3 fc0 sc0 ls0 ws0">sygnalistów.<span class="ff2"> </span></div><div class="t m0 x4 h12 y5b6 ff6 fsb fc0 sc0 ls13 ws0">S1<span class="ls0">-4 Podejmowani<span class="_ _1"></span>e działań dotyc<span class="_ _1"></span>zących istotny<span class="_ _1"></span>ch wpływów na </span></div><div class="t m0 x4 h12 y72 ff6 fsb fc0 sc0 ls0 ws0">własnych pracowni<span class="_ _1"></span>ków oraz stosowani<span class="_ _1"></span>e podejść służący<span class="_ _1"></span>ch ograniczeniu<span class="_ _1"></span> </div><div class="t m0 x4 h12 yd2 ff6 fsb fc0 sc0 lsa ws0">istotnego ryzyka i <span class="_ _1"></span>wykorzystywaniu i<span class="_ _1"></span>stotnych <span class="_ _1"></span>szans związanych <span class="_ _1"></span>z </div><div class="t m0 x4 h12 y4ef ff6 fsb fc0 sc0 ls0 ws0">własnymi pracowni<span class="_ _1"></span>kami oraz skutecz<span class="_ _1"></span>ność tych dział<span class="_ _1"></span>ań <span class="ff3"> </span></div><div class="t m0 x4 h6 y7fe ff1 fs3 fc0 sc0 ls0 ws0">Działania związane z pracownikami własnymi obejmują przede wszystkim najbardziej istotny <span class="_ _0"></span>dla Grupy </div><div class="t m0 x4 h6 y7ff ff1 fs3 fc0 sc0 ls0 ws0">obszar <span class="_ _8"></span>bezpi<span class="_ _1"></span>eczeństwa <span class="_ _b"></span>i <span class="_ _8"></span>hi<span class="_ _1"></span>gieny <span class="_ _8"></span>pracy<span class="_ _1"></span>. <span class="_ _8"></span>Realizowane <span class="_ _b"></span>są <span class="_ _b"></span>one <span class="_ _8"></span>zg<span class="_ _1"></span>odnie <span class="_ _8"></span>z <span class="_ _b"></span>Polityką <span class="_ _b"></span>BHP, <span class="_ _b"></span>Procedurą <span class="_ _b"></span>PB<span class="_ _1"></span><span class="ff2">-</span></div><div class="t m0 x4 h6 y800 ff1 fs3 fc0 sc0 ls0 ws0">11/1 <span class="_ _8"></span>„Zarz<span class="_ _1"></span>ądzanie <span class="_ _b"></span>BHP” <span class="_ _8"></span>or<span class="_ _1"></span>az <span class="_ _8"></span>Proce<span class="_ _1"></span>durą <span class="_ _8"></span>Jakoś<span class="_ _1"></span>ci <span class="_ _8"></span>PJ<span class="_ _8"></span><span class="ff2">-</span>7.1.4/04 <span class="_ _b"></span>„Procedur<span class="_ _1"></span>a <span class="_ _8"></span>N<span class="_ _1"></span>adzoru <span class="_ _b"></span>nad <span class="_ _b"></span>Środowiskiem </div><div class="t m0 x4 h6 y801 ff1 fs3 fc0 sc0 ls0 ws0">Pracy”</div></div></div><div class="pi" ></div></div><div id="pf40" class="pf w12 h25" ><div class="pc pc40 w12 h25"><img class="bi x4 y0 w11c h26" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w14 h25"><div class="t m0 x4 h2 y22b ff1 fs0 fc0 sc0 ls0 ws0">Sprawozdanie nt. informacji niefinansowych GK MIRBUD za 2025<span class="_ _1"></span> rok<span class="ff2"> </span></div><div class="t m0 x4 h2 y22c ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hd y22d ff4 fs3 fc0 sc0 ls39 ws0">64<span class="ff5 fs8 ls0"> </span></div><div class="t m0 x4 h12 y41d ff6 fsb fc0 sc0 ls13 ws0">S1<span class="ls0">-5 Cele dotyczą<span class="_ _1"></span>ce zarządzani<span class="_ _1"></span>a istotnymi negatywn<span class="_ _1"></span>ymi wpływami<span class="_ _1"></span>, zwiększan<span class="_ _1"></span>ia pozytywnych wpł<span class="_ _1"></span>ywów i </span></div><div class="t m0 x4 h12 y802 ff6 fsb fc0 sc0 ls0 ws0">zarządzania istotny<span class="_ _1"></span>mi ryzykami i szan<span class="_ _1"></span>sami<span class="_ _1"></span><span class="ff3"> </span></div><div class="t m0 x4 h6 y803 ff1 fs3 fc0 sc0 ls0 ws0">Cele <span class="_ _8"></span>związane <span class="_ _b"></span>z <span class="_ _8"></span>zarządza<span class="_ _1"></span>niem <span class="_ _8"></span>istotnymi <span class="_ _8"></span>w<span class="_ _1"></span>pływami <span class="_ _8"></span>w<span class="_ _1"></span> <span class="_ _1"></span>obs<span class="_ _1"></span>zarze <span class="_ _8"></span>własnyc<span class="_ _1"></span>h <span class="_ _8"></span>pracowników <span class="_ _b"></span>określone <span class="_ _8"></span>zostały <span class="_ _b"></span>w <span class="_ _8"></span>Strategii <span class="_ _b"></span>Zrównoważone<span class="_ _1"></span>go <span class="_ _9"></span>R<span class="_ _1"></span>ozwoju. <span class="_ _8"></span>Ambicj<span class="_ _1"></span>ą </div><div class="t m0 x4 h6 y804 ff1 fs3 fc0 sc0 ls0 ws0">Grupy <span class="_ _16"> </span>Kap<span class="_ _1"></span>itałowej <span class="_ _16"> </span>MIR<span class="_ _1"></span>BUD <span class="_ _16"> </span>j<span class="_ _1"></span>est <span class="_ _16"> </span>tworz<span class="_ _1"></span>enie <span class="_ _16"> </span>bezpi<span class="_ _1"></span>ecznego <span class="_ _16"> </span>i<span class="_ _1"></span> <span class="_ _d"> </span><span class="ff2">komfort<span class="_ _1"></span>owego <span class="_ _d"> </span></span>miejsca <span class="_ _d"> </span>pracy. <span class="_ _d"> </span>Cele <span class="_ _16"> </span>strat<span class="_ _1"></span>egiczne <span class="_ _d"> </span>dotyczą <span class="_ _16"> </span>da<span class="_ _1"></span>lszej <span class="_ _16"> </span>poprawy<span class="_ _1"></span> <span class="_ _16"> </span>standard<span class="_ _1"></span>ów </div><div class="t m0 x4 h6 y805 ff1 fs3 fc0 sc0 ls0 ws0">bezpieczeństwa oraz<span class="_ _1"></span> zwiększenia dz<span class="_ _1"></span>iałań na rzecz równeg<span class="_ _1"></span>o traktowania i równ<span class="_ _1"></span>ości szans. W strate<span class="_ _1"></span>gii ustanowiono <span class="_ _1"></span>następujące ce<span class="_ _8"></span><span class="ff2">l<span class="_ _1"></span>e operacyjne:<span class="_ _1"></span> </span></div><div class="t m0 x4 h10 y806 ff2 fs8 fc0 sc0 ls0 ws0"> </div></div><div class="c x38 y807 w11d hba"><div class="t m0 xf h5a y808 ff3 fsd fc0 sc0 ls0 ws0">CEL STRATEGIC<span class="_ _1"></span>ZNY<span class="ff2"> </span></div></div><div class="c x94 y807 w11e hba"><div class="t m0 xf h5a y808 ff3 fsd fc0 sc0 ls0 ws0">ZAKRES CELU<span class="_ _1"></span><span class="ff2"> </span></div></div><div class="c x116 y807 w11f hba"><div class="t m0 xf h5a y808 ff3 fsd fc0 sc0 ls0 ws0">ROK BAZOWY<span class="_ _1"></span> </div><div class="t m0 xf h5a y476 ff3 fsd fc0 sc0 ls0 ws0">2023 </div></div><div class="c x117 y807 w120 hba"><div class="t m0 xf h5a y808 ff6 fsd fc0 sc0 ls0 ws0">CEL KRÓTKOTE<span class="_ _1"></span>RMINOWY<span class="_ _1"></span><span class="ff3"> </span></div><div class="t m0 xf h5a y476 ff3 fsd fc0 sc0 ls0 ws0">2025 </div></div><div class="c x118 y807 w121 hba"><div class="t m0 xf h5a y808 ff6 fsd fc0 sc0 ls0 ws0">CEL ŚREDNIOTE<span class="_ _1"></span>RMINOWY<span class="_ _1"></span><span class="ff3"> </span></div><div class="t m0 xf h5a y476 ff3 fsd fc0 sc0 ls0 ws0">2030 </div></div><div class="c x119 y807 w122 hba"><div class="t m0 x59 h5a y808 ff3 fsd fc0 sc0 ls0 ws0">WYNIK W 2025<span class="_ _1"></span><span class="ff2"> </span></div></div><div class="c x11a y807 w123 hba"><div class="t m0 xf h5a y809 ff3 fsd fc0 sc0 ls0 ws0">OSOBA </div><div class="t m0 xf h5a y80a ff3 fsd fc0 sc0 ls0 ws0">ODPOWIEDZIALNA<span class="_ _1"></span><span class="ff2"> </span></div></div><div class="c x38 y80b w11d hbb"><div class="t m0 xf h53 y80c ff6 fs1 fc0 sc0 ls0 ws0">ZWIĘKSZYM<span class="_ _0"></span>Y </div><div class="t m0 xf h53 y80d ff3 fs1 fc0 sc0 ls0 ws0">STANDARDY </div><div class="t m0 xf h53 y80e ff6 fs1 fc0 sc0 ls0 ws0">BEZPIECZEŃS<span class="_ _0"></span>TWA<span class="ff2"> </span></div></div><div class="c x94 y80b w11e hbb"><div class="t m0 xf h15 y80c ff2 fs1 fc0 sc0 ls0 ws0">Operacje </div><div class="t m0 xf h15 y80d ff1 fs1 fc0 sc0 ls0 ws0">własne<span class="ff2"> </span></div></div><div class="c x116 y80b w11f hbb"><div class="t m0 xf h15 y80c ff1 fs1 fc0 sc0 ls0 ws0">Zero wypadków<span class="_ _0"></span> </div><div class="t m0 xf h15 y80d ff1 fs1 fc0 sc0 ls0 ws0">śmiertelnych.<span class="ff2"> </span></div></div><div class="c x117 y80b w120 hbb"><div class="t m0 xf h15 y80c ff1 fs1 fc0 sc0 ls0 ws0">Zero wypadków<span class="_ _0"></span> śmiertelnych<span class="_ _0"></span> i </div><div class="t m0 xf h15 y80d ff1 fs1 fc0 sc0 ls0 ws0">obniżenie wska<span class="_ _0"></span>źnika wypad<span class="_ _0"></span>ków </div><div class="t m0 xf h53 y80e ff1 fs1 fc0 sc0 ls0 ws0">ciężkich.<span class="ff3"> </span></div></div><div class="c x118 y80b w121 hbb"><div class="t m0 xf h15 y80c ff1 fs1 fc0 sc0 ls0 ws0">0 wypadków ś<span class="_ _0"></span>miertelnych i<span class="_ _0"></span> zero </div><div class="t m0 xf h53 y80d ff1 fs1 fc0 sc0 ls0 ws0">wypadków cię<span class="_ _0"></span>żkich.<span class="ff3"> </span></div></div><div class="c x119 y80b w122 hbb"><div class="t m0 x59 h15 y80c ff2 fs1 fc0 sc0 ls0 ws0">Cel zrealizowan<span class="_ _0"></span>y.  </div></div><div class="c x11a y80b w123 hbb"><div class="t m0 xf h15 y80c ff1 fs1 fc0 sc0 ls0 ws0">Kierownik Działu<span class="_ _0"></span> BHP<span class="ff2"> </span></div></div><div class="c x38 y80f w11d hbc"><div class="t m0 xf h53 y810 ff6 fs1 fc0 sc0 ls0 ws0">ZWIĘKSZYM<span class="_ _0"></span>Y </div><div class="t m0 xf h53 y811 ff6 fs1 fc0 sc0 ls0 ws0">DZIAŁANIA NA </div><div class="t m0 xf h53 y812 ff3 fs1 fc0 sc0 ls0 ws0">RZECZY </div><div class="t m0 xf h53 y813 ff6 fs1 fc0 sc0 ls0 ws0">RÓWNEGO </div><div class="t m0 xf h53 y814 ff3 fs1 fc0 sc0 ls0 ws0">TRAKTOWANIA<span class="_ _0"></span> I </div><div class="t m0 xf h53 y815 ff6 fs1 fc0 sc0 ls0 ws0">RÓWNOŚCI SZAN<span class="_ _0"></span>S<span class="ff2"> </span></div></div><div class="c x94 y492 w11e h5f"><div class="t m0 xf h15 y1e7 ff2 fs1 fc0 sc0 ls0 ws0">Operacje </div><div class="t m0 xf h15 y37e ff1 fs1 fc0 sc0 ls0 ws0">własne<span class="ff2"> </span></div></div><div class="c x116 y492 w11f h5f"><div class="t m0 xf h15 y1e7 ff2 fs1 fc0 sc0 ls0 ws0">Nie </div><div class="t m0 xf h15 y37e ff2 fs1 fc0 sc0 ls0 ws0">przeprowad<span class="_ _0"></span>zono </div><div class="t m0 xf h15 y37f ff2 fs1 fc0 sc0 ls0 ws0">analizy Gender </div><div class="t m0 xf h15 y380 ff2 fs1 fc0 sc0 ls0 ws0">Pay Gap. </div></div><div class="c x117 y492 w120 h5f"><div class="t m0 xf h15 y1e7 ff1 fs1 fc0 sc0 ls0 ws0">Przeprowadzenie po<span class="_ _0"></span>głębionej<span class="_ _0"></span> </div><div class="t m0 xf h15 y37e ff2 fs1 fc0 sc0 ls0 ws0">analizy Gender <span class="_ _0"></span>Pay Gap i </div><div class="t m0 xf h15 y37f ff1 fs1 fc0 sc0 ls0 ws0">ustanowienie celów<span class="_ _0"></span> redukcyjn<span class="_ _0"></span>ych.<span class="ff2"> </span></div></div><div class="c x118 y492 w121 h5f"><div class="t m0 xf h15 y1e7 ff2 fs1 fc0 sc0 ls0 ws0">- </div></div><div class="c x119 y492 w122 h5f"><div class="t m0 x59 h15 y1e7 ff2 fs1 fc0 sc0 ls0 ws0">Przeprowadzono<span class="_ _0"></span> </div><div class="t m0 x59 h15 y37e ff1 fs1 fc0 sc0 ls0 ws0">analizę, z której w<span class="_ _0"></span>ynika, </div><div class="t m0 x59 h15 y37f ff1 fs1 fc0 sc0 ls0 ws0">że Gender Pay<span class="_ _0"></span> Gap nie </div><div class="t m0 x59 h15 y380 ff2 fs1 fc0 sc0 ls0 ws0">stanowi najlepszej <span class="_ _0"></span>miary </div><div class="t m0 x59 h15 y1dc ff1 fs1 fc0 sc0 ls0 ws0">równości w bra<span class="_ _0"></span>nży </div><div class="t m0 x59 h15 y1dd ff2 fs1 fc0 sc0 ls0 ws0">budowlane<span class="_ _0"></span>j.  </div></div><div class="c x11a y492 w123 h5f"><div class="t m0 xf h15 y1e7 ff1 fs1 fc0 sc0 ls0 ws0">Dyrektor Działu<span class="_ _0"></span> Kadr / </div><div class="t m0 xf h15 y37e ff2 fs1 fc0 sc0 ls0 ws0">Dyrektor Komun<span class="_ _0"></span>ikacji </div><div class="t m0 xf h15 y37f ff2 fs1 fc0 sc0 ls0 ws0">Korporacyjnej </div><div class="t m0 xf h15 y380 ff2 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x94 y816 w11e hbd"><div class="t m0 xf h15 y201 ff2 fs1 fc0 sc0 ls0 ws0">Operacje </div><div class="t m0 xf h15 y202 ff1 fs1 fc0 sc0 ls0 ws0">własne<span class="ff2"> </span></div></div><div class="c x116 y816 w11f hbd"><div class="t m0 xf h15 y201 ff2 fs1 fc0 sc0 ls0 ws0">Odsetek kobiet<span class="_ _0"></span> </div><div class="t m0 xf h15 y202 ff1 fs1 fc0 sc0 ls0 ws0">wśród wszystkich<span class="_ _0"></span> </div><div class="t m0 xf h15 y1db ff1 fs1 fc0 sc0 ls0 ws0">członków organów<span class="_ _0"></span> </div><div class="t m0 xf h15 y1dc ff2 fs1 fc0 sc0 ls0 ws0">GK MIRBUD </div><div class="t m0 xf h15 y1dd ff1 fs1 fc0 sc0 ls0 ws0">wynosił 40%<span class="ff2"> </span></div></div><div class="c x117 y816 w120 hbd"><div class="t m0 xf h15 y201 ff1 fs1 fc0 sc0 ls0 ws0">Osiągnięcie i utr<span class="_ _0"></span>zymanie wymaga<span class="_ _0"></span>ń </div><div class="t m0 xf h15 y202 ff2 fs1 fc0 sc0 ls0 ws0">dyrektywy Wo<span class="_ _0"></span>men on Board<span class="_ _0"></span>s: </div><div class="t m0 xf h15 y1db ff1 fs1 fc0 sc0 ls0 ws0">odsetek kobiet<span class="_ _0"></span> wśród wszy<span class="_ _0"></span>stkich </div><div class="t m0 xf h15 y1dc ff1 fs1 fc0 sc0 ls0 ws0">członków organów<span class="_ _0"></span> GK MIRBUD<span class="_ _0"></span> </div><div class="t m0 xf h15 y1dd ff2 fs1 fc0 sc0 ls0 ws0">wynosi minimum<span class="_ _0"></span> 33%. </div></div><div class="c x118 y816 w121 hbd"><div class="t m0 xf h15 y201 ff2 fs1 fc0 sc0 ls0 ws0">Do 2035 <span class="ff1">–</span> <span class="ff1">osiągn<span class="_ _0"></span>ięcie wymagań </span></div><div class="t m0 xf h15 y202 ff2 fs1 fc0 sc0 ls0 ws0">dyrektywy Wo<span class="_ _0"></span>men on Board<span class="_ _0"></span>s: </div><div class="t m0 xf h15 y1db ff1 fs1 fc0 sc0 ls0 ws0">odsetek kobiet<span class="_ _0"></span> wśród wszy<span class="_ _0"></span>stkich </div><div class="t m0 xf h15 y1dc ff1 fs1 fc0 sc0 ls0 ws0">członków organów<span class="_ _0"></span> w GK </div><div class="t m0 xf h15 y1dd ff2 fs1 fc0 sc0 ls0 ws0">MIRBUD wyno<span class="_ _0"></span>si minimum 40<span class="_ _0"></span>%. </div></div><div class="c x119 y816 w122 hbd"><div class="t m0 x59 h15 y201 ff2 fs1 fc0 sc0 ls0 ws0">Cel zrealizowan<span class="_ _0"></span>y. Na </div><div class="t m0 x59 h15 y202 ff2 fs1 fc0 sc0 ls0 ws0">koniec 2025 roku<span class="_ _0"></span> </div><div class="t m0 x59 h15 y1db ff1 fs1 fc0 sc0 ls0 ws0">odsetek ten wynió<span class="_ _0"></span>sł </div><div class="t m0 x59 h15 y1dc ff2 fs1 fc0 sc0 ls0 ws0">42%.  </div></div><div class="c x11a y816 w123 hbd"><div class="t m0 xf h15 y201 ff1 fs1 fc0 sc0 ls0 ws0">Zarząd MIRBUD <span class="_ _0"></span>S.A.<span class="ff2"> </span></div><div class="t m0 xf h15 y202 ff2 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x94 y817 w11e h56"><div class="t m0 xf h15 y818 ff2 fs1 fc0 sc0 ls0 ws0">Operacje </div><div class="t m0 xf h15 y377 ff1 fs1 fc0 sc0 ls0 ws0">własne<span class="ff2"> </span></div></div><div class="c x116 y817 w11f h56"><div class="t m0 xf h15 y818 ff2 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x117 y817 w120 h56"><div class="t m0 xf h15 y818 ff2 fs1 fc0 sc0 ls0 ws0">100% kadry dyre<span class="_ _0"></span>ktorskiej </div><div class="t m0 xf h15 y377 ff2 fs1 fc0 sc0 ls0 ws0">przeszkolona w<span class="_ _0"></span> ramach </div><div class="t m0 xf h15 y329 ff1 fs1 fc0 sc0 ls0 ws0">corocznych s<span class="_ _0"></span>zkoleń dot. </div><div class="t m0 xf h15 y355 ff2 fs1 fc0 sc0 ls0 ws0">dyskryminacji i <span class="_ _0"></span>mobbingu. </div></div><div class="c x118 y817 w121 h56"><div class="t m0 xf h15 y818 ff1 fs1 fc0 sc0 ls0 ws0">100% pracowni<span class="_ _0"></span>ków biurowych </div><div class="t m0 xf h15 y377 ff2 fs1 fc0 sc0 ls0 ws0">przeszkolona w<span class="_ _0"></span> ramach </div><div class="t m0 xf h15 y329 ff1 fs1 fc0 sc0 ls0 ws0">corocznych s<span class="_ _0"></span>zkoleń dot. </div><div class="t m0 xf h15 y355 ff2 fs1 fc0 sc0 ls0 ws0">dyskryminacji i <span class="_ _0"></span>mobbingu. </div></div><div class="c x119 y817 w122 h56"><div class="t m0 x59 h15 y818 ff2 fs1 fc0 sc0 ls0 ws0">Cel zrealizowan<span class="_ _0"></span>y. 100% </div><div class="t m0 x59 h15 y377 ff2 fs1 fc0 sc0 ls0 ws0">kadry dyrektors<span class="_ _0"></span>kiej </div><div class="t m0 x59 h15 y329 ff1 fs1 fc0 sc0 ls0 ws0">została przesz<span class="_ _0"></span>kolona.<span class="ff2"> </span></div></div><div class="c x11a y817 w123 h56"><div class="t m0 xf h15 y818 ff1 fs1 fc0 sc0 ls0 ws0">Dyrektor Działu<span class="_ _0"></span> Kadr / </div><div class="t m0 xf h15 y377 ff1 fs1 fc0 sc0 ls0 ws0">Dyrektor Działu<span class="_ _0"></span> </div><div class="t m0 xf h15 y329 ff2 fs1 fc0 sc0 ls0 ws0">Prawnego </div><div class="t m0 xf h15 y355 ff2 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x94 y80f w11e h50"><div class="t m0 xf h15 y1ea ff2 fs1 fc0 sc0 ls0 ws0">Operacje </div><div class="t m0 xf h15 y1dc ff1 fs1 fc0 sc0 ls0 ws0">własne<span class="ff2"> </span></div></div><div class="c x116 y80f w11f h50"><div class="t m0 xf h15 y1ea ff2 fs1 fc0 sc0 ls0 ws0">Przeszkolono 43<span class="_ _0"></span> </div><div class="t m0 xf h15 y1dc ff1 fs1 fc0 sc0 ls0 ws0">pracowników </div><div class="t m0 xf h15 y1dd ff2 fs1 fc0 sc0 ls0 ws0">biurowych. </div></div><div class="c x117 y80f w120 h50"><div class="t m0 xf h15 y1ea ff2 fs1 fc0 sc0 ls0 ws0">Min. 1 szkolenie ro<span class="_ _0"></span>cznie </div><div class="t m0 xf h15 y1dc ff1 fs1 fc0 sc0 ls0 ws0">zwiększające kwal<span class="_ _0"></span>ifikacje </div><div class="t m0 xf h15 y1dd ff2 fs1 fc0 sc0 ls0 ws0">pracownika biurow<span class="_ _0"></span>ego. </div></div><div class="c x118 y80f w121 h50"><div class="t m0 xf h15 y1ea ff2 fs1 fc0 sc0 ls0 ws0">Min. 2 szkolenia ro<span class="_ _0"></span>cznie </div><div class="t m0 xf h15 y1dc ff1 fs1 fc0 sc0 ls0 ws0">zwiększające kwal<span class="_ _0"></span>ifikacje </div><div class="t m0 xf h15 y1dd ff2 fs1 fc0 sc0 ls0 ws0">pracownika biurow<span class="_ _0"></span>ego. </div></div><div class="c x119 y80f w122 h50"><div class="t m0 x59 h15 y1ea ff2 fs1 fc0 sc0 ls0 ws0">Przeszkolono 11 </div><div class="t m0 x59 h15 y1dc ff1 fs1 fc0 sc0 ls0 ws0">pracowników biuro<span class="_ _0"></span>wych.<span class="ff2"> </span></div></div><div class="c x11a y80f w123 h50"><div class="t m0 xf h15 y1ea ff1 fs1 fc0 sc0 ls0 ws0">Dyrektor Działu<span class="_ _0"></span> Kadr / </div><div class="t m0 xf h15 y1dc ff1 fs1 fc0 sc0 ls0 ws0">Dyrektorzy Działó<span class="_ _0"></span>w<span class="ff2"> </span></div></div></div><div class="pi" ></div></div><div id="pf41" class="pf w5 hc" ><div class="pc pc41 w5 hc"><img class="bi x0 y0 w6 h1" alt="" 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zzFFkdNqWrysmykUhQLodi3vDv9qPNPfeNLcMrk/Deu+vYVX17LUEgNdd43VA5PWL7+AffjsoURQHrYtRqNxRJjjDHGGHNP5hI4pZwQAQC9WE3kWTMcBrhs3749f/V++dZ1pSQlZiCIJNaaOTj4CCEOPrTEB+QHcv+DaX7Ey54Z10/3XOqA81qiCm7ckQ2bRlPjIASA0EhHvFPlFcswObWs1REgOSxAalCoh+gDc7H/7atuftsHurtmllFJSD0coKxcqOfqvi6fmIa4foWUd3aG8sa2e8ALnjr1K8/Cmi5E9lx9Q96vfFPXKQXPKpiNzbpHnE+THcVti8dbbYnFEmOMMcYYc9xoHILAN/CM6BEzP4qjQgVbtn/rr99xyvs+vz420g07U9MZpqlKe4JBoKEnn8hF9QDIXx/q9Piz7//7LxqdfxbYTUoI6uBU6uHosv/U0XAuJPagyC24rJZlklVID37UY+CyXq+ftycToa+NoxE3Fb598973fGrLl684aduuSHEvLyBX4hDjqFN2UyN1LwJ+1utg/eplT3zUQ5/3C3rOfUZExWCE/Ro/9dU1s4NlLt/TzIWsPRw1w3Wrznr582J3AorkiCCQaI1qiyXGGGOMMeZ4EUHhdq3MTJpMFdfd8u1Xvk6+eW2nbhz7HTKqqWl7nzeSIhomgWscFRo4ZNdynT/tgrP++HfmT9rYg1/ReGpIM/ScZCluv/LKoDL04onaIyHnScBwoy6vfeQjwa5TtiCgiDVIDtJ84ovXvf7vcf2t67JsSkZzwc9ksfGUhtVybmMY89bUnlg13bI+dcNDXvv/4vz79jr+QF40Wm32LXzh6+HyH4R6NgvLE5Acj0QmHn8eHrCZ2FOCBBAASXboLZYYY4wxxpjjRQApE2UAAEUWCf1009vfu/C1K89Eq0KqIUWUnF2dkgMpKI+ciAQ0B9k5OtB+3Pn3e/nz04nrhqgnURAIgCZ4Ai/MVXtnOqIVkRMtlESpAS2QNieswHQ7UayRh0q9EIba/7fPXPWnf3vCTfuminzHcK4BNanxQBB24l1sgmvPQna33EkPe+B5b3412hkmWs4xAx3KIdXMv/67mx8EZJU0glSlWLRakw++/4GQiqguUfTIVEE2iMtiiTHGGGOMOX5alhGVRx8gYJqkt2XbDX/+t4NPX3ZGyieq/jUr8u5Cs7LhoHrA02yOLFLZkIJGjvdPhDWPeejalz8fZ98HtazjQkka7xJrDipHvLBrJ83MFdIMRHyjXYR5RQWdDSjOvU9a3urBCVAoxatuufY97x188Yvrbtq7KtYHZIBlea+vDJmKnDXSRhmZZsFu8/pzfvWiVU98VHXa6kQUohYDnMCoMvRvuPmbl19xGumCF4SUp7yBnnjKyeGC829GOEEBQQNkCniLJRZLjDHGGGPMPWUBGM+26xb/KEFx+6rvAY9KpBC79QwODA68+o+m/+2rZ6pXSEV86j5WZPNe9rdSq8HkcFiWK78bek1RrpzDpmc/O3vNC9P6lf2mbnPoxWGdZd1GigGjwHyb5Ds37h3NrvPZ5KhfZ9kNun8ZFQVod7vN55zaZwk6aI2cfOTSXa//u7U3bi1A8w57Q9aNcvoMvreybvepSDlRsS2lnWWre+HDz/6jV+C+6/cHlISWoueiaylVI6bh8J8/du6Ne7dPNkVWLptDq5y4Yjmd/icX68nr14B9IACTI4AZlCPGg3cWAwQljNdQUbAHnIwXi7/DbX609yyWGGOMMcYYc1jtCGVERgOMq7xz0GI7mwDCsA0X687CIF3zwy/9jzd3v3X9SpXGuZFSj9LylOa99jPtVpol6mfthTjaRJ1he3rFCy6cfOEvY+XKAdQ5B0GZ5REgIhBUIcDCth1oUlLKkFVAURRcuYxzqZoTNm4WjNJ3btr1jn+d/9il5d4Dw8LPUARpEbUmzAMTPerUPqVmvsib+5101vMvmnjWk+PKZewwJagZI0IJR5qGueTzce5L33JByxqdOvXh92iz6aGPoDPPiCFv4AA4D2YIQRiAA0A63g0gQDEObVBgXHoy/gmNf0dQUmFEQIDSconFEmOMMcYYcxfxCAhAjhpIgMNSuxsAIxH2OdkwN8SsfvNFr9+wdffECL7ozKS6yqgijyZGQhAUCQJOyi3fHsGt++Wnl697Qe3KLMaklLFHFFa4oMQMBjkEoH/dD8tEpBo4jzpMilFqBNJ1nc6qDfjQ5d/6m/fmX7l2kysGkFlEcVrW8IJehmHA5oVCQutmrdqPfsBpr325nHufPcHVaFbAFQ3gUI0HgKkOA5ffulG+fX0vpBUNVkS3N2S3ZuFBFz4BE8uSEoMJIIIyGkINEIgBJvilLpBxRBm7bRF4IcCJLu41xVK/ExDs7LJYYowxxhhj7hoaB5DFxnQYdwToYiZpgAwjzA2uftGrOtdvO4nLhTouoFng6H3bE8360eQI7RqVY4DXu6mbY2/9cy8qf/NpsQhV3XjKmBwAEBNzpgIovILYA7xnfwvEUDAJALBnJsFUXuKqa2594z8u6/WyTmvH8AB7TIacBgMviMyJEYkLTFyLyj/u3M2vejEeeMogIAEF8hqggGYcDwSJJUPsf/XKFZG3BWGH0HDtM79uXXnW2aDAkXMHrxg/CXJg/OiPA0jwo7Q23m3j7pIAYRkBAiVoDs2hSApRBIslFkuMMcYYY8xdEwsQwSlKAelSmQSPV3bXBKzetufKS95SfPPadVGrOBMdjzJ2vgiNhiqlVgIQ2XkhlrC71E0vfXH+28+YX7eiVp1ynj0BqDV6ZSQORJHUBYEK5ntp654iKglGGhEoqYI8A9Lrf+et/3DmvlunKLspDpvJ0E2qc/MFfOWoYepWvHKE65d3Vl38aytf+OS5tROccaZ+dc1Kqcn8HCSBVzYANSMf86u27Pn451cQVkoW0Sw4f2BZ9/TnPwub1iHL1AECBiAAqYNEiAMzwLfrIRkXlmA8YiuCEsAgIiUIyANOgQjUQCLrLLFYYowxxhhj7qpZhxbQFlANKOCADInAkDxJLrrrr/6p+tzlK3q1EvqQOYkjcJE4DJrlyMtetZCj8jw98nvzbMOrfiO/+Jnzk2WBXGMSAhwxiMnDAYPI7MVLdPCDUdyxm/bMhFgJXI1I7IvgU1UX8FzVbveMA83rwiqfVwsVVFyRz0IbZp9cGbmlHH7veStf/rz5vFZfNFJ1k0diEOuoKoswBHyF1EqEpvjS1dVV1+3V0Ql+2bbUbG/Rwpnrl//OrwinYU71uA2tcAyQCNK46l+AcaGNEMaJIwHjEvciR2ux5U0TCqgDlkJdEMskFkuMMcYYY8wRUEQHh0TjTNLLZEAoNbb7ldy055p3faD9Dx9ZXVWkaaCqTJkPQcBRc4QaKTpMxSJGzC7rnvBH/y28+KK5PMuRhwaBnLAAwuPZqggcPASNRhB50NZLLy9HdU5BVEEeKqluHHNK6sHtKl7dGXUqnaqGbeaRc4MkUC5dNhscP/Ks5c+9aMNzn5I8tbgFJUdtuHF1CDzyboOCAU1Qle/f8K2/etdGxd6Sdw1mOMtmCjrposf13QhZHtGwSClMKUEASYEaR8KSwAQGiBJDVdSRMCmQQHPkFuALoK3wCWhUAfEkHiNwIkzZuWWxxBhjjDHG3EUrlUgAVQ00CDgAjqjaWvNcvectf9/70Gc3yGiIFB2IOAOjrgsqG9IeSxPYVdzOihmP9oueHl7ytFGWTaQsMjUeWQ0XFTmYEMexZHHGKk5osDCYu+J7k0mJNAKJQUo8Hh7FUEiRaKGkRjFynmrhGh3ynls7PU8983Eb33Dx3PoVk3VQBQABEgEExxjnBgjCEJLDJdn3/s9NzQ1HMq/t1n6KaxqcsP7E9Y94KEaKhQU0EVVEpZjro9fHoIfUMAMVI3jkGdqlKzN0Ct/KisLDAcFJ0UrBEUgIA6/KSsxxqfzEloi3WGKMMcYYY44AVYszTNWehgBBfFxo12Hf3//Dvi985SxfVNVAHSmBiEKCg4dWSbkOXJXuxGp6O6fZB5/6kBf8wiArM3hSum3CXABQEKmAIsETkCAixAm94WjLzQwVAghCYCXouE4DpHCqTX/Y6k4KPOpeB56p2MLVsmc+eePrfru/fmovdHIIKlF5NAABGUC6OBRNPaiHpkN5n/H1a7GwkLmAJsbARZOtXb8ZA+AbN8qNN+zZcv2eH24d3rqv2TuL4bAZjSIJmFEJMXEWQqtAmWWTnckTVq3evHHqpI20eROvW8erV6KVoSB13GPU0AKuBDIFN0BmJ5fFEmOMMcYYcxcJ1GkTqCIESLeq833Y965/uu7vPrBpoRlUs4I8ESuzKEUwEUVVhExcM6qHu8opPOeR5//Jy+vJblExght5yhNIIB6i8KJEi2PECgJERVMOwp6ZbOt+IRmXbZDyuLhcgUhKpE4xUU6kQR1FCs0qLqqzNm789ae1nvvEXcsmy8ib6xwOoMX5ssaLQi6tH4IG8G0kSYP/+Kq/6uairqnts9Gwk3d6UtEPdxx48e83u2dHowEnyVNq1bEkxwpVSQQhtNinlJKOlHrKVJGIv34nfeUWRtYueWIiP+lE2XxCfsrG1eecvmzTBp2akrKFqAQP55HZuiUWS4wxxhhjzF0UKHr0iQFMjxr8cA5//6Gtf/+O05wfNAtxoqQFEJiYa6WaoU1iYs+Cqlnd7Vz+jAc8+02vBKKKr5kyoiICCnXos7gkXkEKJUSMJ9wlZRDQ7Ng9uVALSWIWgk/jHhJEgrAC4CTrtXtgNLNsYuWNWT979Dn3ef3v4H4nzbBbyR1fAX3cuhLLFaFCEMAjevQZDJSKrMGOHMtH2H7p14veYA38DbHXTrx6Xre2sn237MgGvS67CRECoEk1ERERJSYBmDCqFxzYs/PsiKgUkQYJKgyNdZyZcdt28pfDMKZrnU+rV6x++HknPPPJeNg5mABoBHTt5LJYYowxxhhj7pLoqSIMIe3U4Ob9c29+55ZPfqoVuO73S84PVI0PZSsmRNSIYMTCS615zGfKLH/B037+T18lDTMFdikFgdYQlzQlpx7JAxAmJgalxRXRlYmQYnNgUFSpLT6pNuAKEgNHSCNSFgXVIkkOSK/fam9drqe/8MXTv3ZRvWqSfDEtnqoUOcmkKAoABy2nftu/GkgYDVNdzfhUNFDnhl520bzTdqs3yNj1KLIDAUgqIoG8gkgpY+/I9QMn5ggdqkpKTMxCjtkLaUwB7OuUIa2Ac5Dqlpl9O//9G//++eGGZesedvaGBz8wu+ARWLsCgQGHSEqcvE+CXIAIOESPIYGBtgLVUive3TYh8U9DZ4vFEmOMMcYYcxeRg7YQ27dsHf35+xY+/G9FqPpeVsC3ImrNRs5TpkVKKk1FyIajSW1vbYUVL3vWCb/9PKU2csAlptSGiDICO2KHBEhMEZTHpobLcvKIAEhFMxcWasm0YFQq4jICmkrrstXKE43m+wV8i9vfiLPLHnjaQ1/7SjzonCrzPuu4cUV5FkESkdZiqaZkqRHsb2vSZ5iGOGie+SYv25HDIDbTockEs/NTyOoUQgL5ICFUAUOmkXfUbqHMURYuZKs2bXCZJ+/Fk6rGutE6pv6wNzM/nJunuuaqpkHtq1gk4dj4Op7c83Lt9sGVW/a+65PfffAZ5/3cY1c98dG43ynIgtQis8O821WHvkNH4YEOkIBEcAGogRrIUHkFKP+pOLcslhhjjDHGmLvEVfAsZUoHrt123ae/sKoaFERZ0kIAQEjKWM+3uEqNOETQSi0TaPTIM064+JloTy/dzeIqjAon6lKUpqlbrcyzAwUXCFCFwhEECZrAMVC/4BkZBYZLqUU8kSjOzk6GqQkUCSnJyJ+y+YxnPRMPPAetgnMv41XbAahnIrf0r/8bBkBh7cSKG3tDroctUG92bgQuWsv2DUbkfcbt/U01DJRtXJtvXtfavDbfvG7y1BPL00/Gskk0iuDhGJ6hCnZIilGNAwuYm6+375q57sb5bTvnb9q++4Zt+fygNaj9YNR1LucOqrT+Wztu+c778N1bVl3y/Br354AAACAASURBVPSAU2LI8k6OhH5sFooQCHkE1fAOVY55h24O3wCgCAVgscQYY4wxxvwMIQfEhP3D6pOXT956oPS+TlUZJQBDosbTZO3nU72vaFakbO2ABt7PPe68M970Mmxch/k73BPgGD5GInJF2a2jkianVIuG4FmBOgkrcejJqHPSum92uVPVk5T5hboduUshcHcmDQahmCvDmged++hLXs5nnAKPmqSBV0mB3DgBEZznw8SSPjQLmj/+gs4nLp37/g/a5NW1Z7M4N122z71P98RNfOLmzaedmq1fi9XLMd1FO5OCo+d5JgHlUBn3ZkAFUCQPyiZLv3rSCXDu6dPpUWsiMDfE7v3Vtt2DW26trr5eb7x539Yds7fufuAC1dC9H/3ythtvmXjKw5c/7dH0gDNrbVocitGQilIZFABFlpAYswzKUQCFMus4VFksMcYYY4wxPyO8JIhLUn/tO6sR5rVPnILIkDCXIzpETaW6gfO+30Tks499wKb3/KGbXoUeNxPBC8ZrdSgIcL1+arUYhNEIWUH9gbTbGQExoU0AnGgN0EKqpu6zcfqx5xYfu6mrzXKUQWto2o5ef2L5jZNcPPzs+/7xJVh9Jihqyw/RJDQlh8VlQcYzCMth2u4RoWlpfv4p5cVP/847PlDt3NNeOXXSYx56v1+4kM45bTjRHWX5ALIACXA5HAMeCAlZAxAiQcaTGtPidMc8Lv1IIIAYMeiQmmxV7lZN5vdZn1NAI6iatdt21tt3XvWud+266vr1+9M539oz+tYH9773y9klz2k984JmWTvPQx95w2BGW+AqbhGqAjMAgM549ZOfivmFLZYYY4wxxpi7pE4VBXauIZGMAKeARNZ+hiogJKq0IfDaA0rw+05dv+q3niWrV9U1tYuQBB64XYk2h9wB+PrXd3z4wx++7obr1pyw7ClPf9IFj3pIuxVkqM6T95mgLkMXk/GcX3zSni9+aW7X7pLzHEXDFLuTt3Rp+ucect4lF/dOXNbqR237+aaKDjkHRlpMB7Q4C/Chq8IdmgjWlq587hPPO20dZuaX3fd+WLsKXpDRfIZZxBayAAhQpVSqI8AnQACG/9Gsw1CCRJCAFRCAwITMUSQfmRrSOk/OaVY6l4inNrlTTzj7UetP+8b1u9/56YWPfWeqKemmbTte/tdrdu7rvuKZ+yZjH50CmBzvbxIwuuB8HEbop6SrBACpql1jxhhjjDHmsDTV+7leMbdw3RNetvIbP6hdpZRSigdaFMDLByou84nb4veffbK84YWrnvSowJ0RuGLu1mAHRSKXRFSRg/Dm/+8DH/vYZ3bs3JmXWdQhsnjRsy569SsuXlMWzJyczPgmA0/UQiMa/t17bvjs52e27XSCZWtPyO532opHPXjqkec1q7v7g1+peQQiQSGEGJJk5KAkikSkzBkdKpjEXuSC+zrUkCmkEM0SSB2cE6YEiJICRIvLngBL69AroOClfhJdzCmg25ZrXPqROq1JRxCBCghQrwjwDkQyn9W1zI3S926avfSb/rKr6u9u6bmUHn7aiS/9xbknXzjJoUiElKTwkSlrGBXBAQUi/ZT0M1gsMcYYY4wxd81AZspRGMztesEbyo98foULozSsA823eLKmVUO3zaeVMf/edHHGB/44v/DBjlusIREJgQUOUAhxqmMjaH3237/+h6/+swNzTUzivK9ij1vgQl/0nGe8/ndfioRYSJ8kB+cKSoT+AuYX0B8hJpQt5AVabRChVaTxKCZaHLflAKRETIAqaQQEyA/det8H5EALA4cK4kEdJRoPkbpzdwTdbkre8V9E7vBP4LYhZIuLNjoVaIQmSIJm8KwclFEvlqQgl36uC6gpzi+brXDF1d/8i3fHy777gO4J+oaXdn/+seiQrJ6YrfrTRZcTQwm4LQBZLDHGGGOMMT87ZjCajILB8J3/tv0Vb9pcQRFHXgep6SSdRnbAt2dPXbPiLS8rLnxInnc5eWHiCoAeKNEaxSz3iqaW1OvhBb/+37/+9S0hm6obCVmW0iiGNNSFNTl97V8/unrj8mEQAIUQgWpGaka0NBzLkWP1mgSRnaP9e+e/dtX3SEA6HjNFIGGvdRqccsamTZvXK1KLOod6aX3AAQHikBanCQMAIQiBIUyK27eaD2pBH6ZFrYCCVBcrT7ga6RVf+WbVF4dAzD0vg2bUKXxH04PPP5umy5qrzv65+tKrRx/+j+3/+YPyCedvfMUv8X03zKeq8AX5rAFnQJFuy2H3elZbYowxxhhj7poaXANla/ljH4RnPPnmf/m0NNGBVrhWo2l78PMuTL35JdNPfQxSNiRHDsUQEEU7AsrsFJog3vmZA/u3XH+DDxm7kJoaKoHzUTUI3U7V9LdsuWH1puUJyBXUEBgNIw+FAAIIJAGDOGxlpTgUDj/YevNLXvbfkYhTRuoJPmpsMGh16JWvfOmLf+OXgztMBcaoDQLcOJsoACSHCIx7WjKhXJb6JUgVmghLT2acC5juFERu+4uP4hNARKREDHLbtu549Rv/7Jrrd3DoRCFp+/LAYCKlqdXtN7/9zx7+sLO64qmk8hcv8Bc96P6f2fGDf37/xy9548+/4XenH3TmLFAAEwoAlQNsgmBjjDHGGPOzpQUBang9ceXyX3v6/u1bt113bTGKk7Wfz3jnFK97yINWXvBgREajUi6NLcqkT6lEYg6qAhCIUpL+cNCkNrx672OKSMjy1iD1UpQmxVhLKkHjZc49ADSj2mWBED1TI7EkDkClURDE1U0omJ1SwZITMvYUMKqbAyqZJ0epOXSXwgAIQLlUEKKEiMWq+QC4cdX84oAuBem4YCRBZbGj5ODYo0v/V4CYPMb9Gjzu2gitiV5Dkk/47nIS1+4NWi5LrtlbZm7DhkGDsmFQe66/f6YdNj9i0+knvrj+4Eeu+Nj/fvymtcVUu/AlIsBIP0VteYslxhhjjDHmLqm7UPU9aApuwyPOXP8HFxffvar+5jXZzXMTm1a6x50x/fjHFjwBCUNPZQUiDEo0pCVS0AgmBRy7RqXd7a5du3bnztFwNMqKMo0kUAZyokTs1qxdE8d14Ypx+5sBygMRQTQDMjCgSDEAFFNLMaTAFDwK1hahaOoY8hCcOJSc+LAroQcgA/w4BY37TQgOGlQ4IRJVnhc7S0AO5BVefzR2a1zoQXrHWLJU69IQ9b1zgAdYIYK8nGDXialqhlQ3olTMFw0xrxrwmr1uchmQoZeSn1ixXOt97fnsvpNn/cFv7v/mlps/8Z+bLrgAG0opkQiF/l+qXyyW3CuoJiICMBg1e2b2+1AIWIgVrCAAtBhn/8+Y+QgfTu+4x+/GoiS64xQTR1o4dNBLu/PmdMgpLA79W9V0NK/lcHv54N16ZJsf3ZM53GPpHd6l7nx75UNuLHcavnosX+kRbX7QjemOu/1IT5hDXymHPXsPuvM7n71HdP7fk7tx/MSI6FidpUdzP0e67VE+50MfFKdH9lhHuNvj4W7iDnnn6dD3fpiL5Zi+Ix20Gw//FoSjuhaO5kI+ynv7yfoJPtWf7F5qNFbDYZm3nHNNHWNTl60WSAAVTZlmTSMrNDkfUPjWhQ/aeOFDUkSKzOR84AQkhURlUc5IVVvj5jllAEMBcaTICKs72XOe9uy//Ot/XLl8xa379+btYn72wMpi2SqRkzatvc/9Tx7Mj6ZdAQLaAGkpsRn6UALkgaRJlfJxRGgUfQwnqumIJnET3QEBB/YaG0blWcEJ3GAEZGGpQJxjTCIUvKcEEFq+IgRlFlqcdDfXBgTAwbFTcAIoxlR5nxP58YWlTKAGqDk1kKBSkuekcB5ARYgAicBFCs45JhFJIuyKqu5zqjvepxqZevj5rJGMXZbrkPvcmgDFThh3yWTJTQNILUxdcN7UBecJETPzbWHkp6Le/Wc0loBo/D7dxGY0HLlGopISyeJnIrm7M5awxZJ7Qyw5msb6sY0ld978+GmSEg5+akfTFLtza+Z4OojHPpbcttXRtz/uRbHkMJvfnbFkafj3Id4A7xBLROQQmx/pB8FB93Yvapof24R/pPd2lJ+/5sc96AmkIIlRvHchlCKNQomUiJKoCxDB+D9VJRIFXHBEFJOAI7MjpwAlkfEZISkqxDFIQU4lNcQUsvCiFz3zyu9dc+mXr3CcHFOrRNPM3e++G9/6N38kiBPLCsSlNwcSQNmTCpKMfMYJQhAmjglw4DtWdjA0pUgpsWdVVRApCRMlUVIwgQQEZqhGEBPxqOnnvgMJxCBQEmG3ND4LDKBuRnnBGbsm1sE7GTc9FEACCTQjl4FYdfFkJyLAxSiAZ2YiTZKYiB0nSUACRVAD9khH9k3cveg9xGLJ4d40MZ5lGiKSYiQXiAFlRyrgpRvcbZ/K92AsOdpG5zFtrxAf6Ws5khsrWH/8zY/20ekuHPZD7Kgj3PzYNkkP24Y49GMd/FKO6hQ6qmN22FB9DI/4UW6ud9zq6D9cjuYejnTbo3y2Iof6ekLuzlhCpIdriskhT6HD9ObRIa+dYzvp5U9ri8QcL80klrLMm7rKsxZATRMBCSFUzdB5JxgFDo7HleGQ8Xodi2/AiVkZjUgUIPhcwTFFSVLXddEuBXA8vlkCpKlTu1P88Rtf8bZ3fOAzn/vs/GCuPVX84lN+4QW/9pSTT1pLGseBQZV18ftkZQ9y4nTcbmNiToJhJWWby6IUuu1KVYCIOMty5iaJipJTYp/HlJImTeqDZ6cMQBVSQ7QIGSBg5XFrUCEqgCoIqkAqCqdoojTeZwoVIQBCOo5MGbcW3yQZkCQaCUzk2TmAVEWhMTUheAarcyBZjCXkwMkyOX5WB3EpEaBgZuccjU8eQInHk06TyiE3P6reEr1be9ruybbVkW5Ocrc29OTu/Ng+2kFch7n9YYPB3dhbcuh3usN+xUuHDDl3a2Q69FM9zptux6qf5N7X3Dn0pXSER/AId6DNhn9PXImHDmDHcOyiufuIJiYWogipq9TKcwBJxbucCeQ1QZtYe86ZSRQgJJEmjrLgmUi0YQ4KipJEhF1wDmXIBBjEpuMxGPVbhVON7OEYGzZMvv61Fz/t6T931fev3LB+80PPf2BZ4sD8zGSnZCX2OXQxkRB8U8uwN9dqZT74qKhHTR5CljMBCwuD/+NnnKiKgJnBoWngvCNyURSgOtWZIyaACRIBGdWjPMubhLpGnpF3AdBxlUlK49cKxzysh6Sa5y0FHEiRAZSaxVFdypE4eaYmRefKpBQbAJTlnIXWcNSHY+95sWlEERRB+tOzVLvFkh/3vRZExARVCClBFOQO90l3lO+ofPe+pmPcZj2ib/sOt9/4aB79cLc+vmtLjtdYcvjT9Y6h5dCx5Jjv50Ofcgf91jl30G+P20WZbntuP4Ph5CcYSw57OhzRCXNwR+Kd3gEP2zq/Fx21Y3spHc29WaS5Z3By8KE3P1BEH4rBcOicj0mCA5FwJmXWIgo7ds3u2T07PzecmChXrZletnwKhFGsSscxKVEAhfneaO/+3bv3ziSVstU6Ye3a1JFW2VY0gkiQwaCXZx0IHnDW5geec7IqmMCkE51WTFUe2vO9URNdApRBjCwmpSCcD5uUkrvl5l379s7s3rN/5YrpvGjd9olL40teJYoSoJwnoBml3jB+7+otc/MLWe5WrVx20qZ12UQpqSYVckFSXYR2v1+PRsn5rGoESBjPyKUuD2i3uKpTloXMZ/v297PMKRwgQhEUQ1UKRu2Od5xU66RO4QVUVbp/ZjgYLOzdu2dqsr1q9YrJybaoqmYKD6XbrQt/BBfOT+Xl8DNaWzLushARESGJKgRAlw7w4ZbD0aN5C76ne0uO3fCOw3+WHCaXHPVruac2v/P3eSpyFI+ldx4yfyRZVQ+3X3/8V3rYpvvBsQR3Y8n7Qbc//ACzO+5VuuPoIDrSET5HeeUd0W7HbZlkPPL4aNt8dA9ue5Q76tCXkh7xox3b8iH5sb8+ONJHv1tnDvjJZpIjGhdqseT45Fw5Mzv43Ve+tt+PddSqSp1OpxoNCOnii1944RMecuve+fe/7xMf/+jndu3clyKxk5Wrpp78lEc9/9eefeLGFYxAzo1qfP4Ll7/nvf/8g2tv3LV3f9HusPMbNm78f176K4997IO7EzlEpW4+/OFPPuyhjzn11A2irA6xgXdY6A3e/va//e2X/dYPt+7+/UveWDVZQ6RM7AnzB04/85RXXvLbU8s6/+ut//Shf/7UrTtnqtHwSU947Esv/iUlvu1SJYCJHTmCEmejBnv3LrzilX/5ta99NabaObTL/IEPuO8lv/fy8845hRhI6oJfWGje9/5PfvGy/xLlqhkRNwSFMql/+EPOvuSVv+l9C3C79+x95Stf1+9DNVNKyhUo5mlt0gO/+eJn/PyTHp4AhleXz87hI//y2fe+71+2bd0aYzU9NbFi5eRTn/qU5zznqaodlVyR2by4P9uxZOnN0Tu3bNmypmkA6F3uxjjq2pIj+e7wcGNsDvMF3tF1vt95AM/R1BAf6cRKxzqvHdUghKNrUujhbn64kvd7cPDJkR1i/UlO/nFsT5gjHbZ7T3bH3a377dhep4fd/KBOLRG5x174kfanHXRKHPqpEhH/BOfEO6YzcR20o8zPZAsJkxOtK79z7dx8U0dKYCbyzlWDhef/aj8pXvOaP7n0P75GKAldZoyGg337+u94+wd/cN31f/pnb17W0V5v/hOf+I8//8u/yYru7HwV/FRdMwhbtux81avf9PznPeMPfv8lKQWAL/vi5R/58Gcvuug5D3n4wyamOr3e6AfXXvfBD737u1d+/WW/9TtVRd+/+obZeW2EKBAYHYlbd+x+1Wte9c8fuuzt7/hgv5cct1tlK0Xv6LZTV0hFCbFpBNpth0FVX33tdb/x6y/eNzNB1A55F4jDur7i699/wa+//E3/P3t3Hm1rehd0/vc8z/vuvc85d6hbc1IZIIFUEkyUVqCXwVaCpl0OgEmTRSuwREFpBxQBlUFBUZRegVZbDK24wIYo0A5MgqAtwsKA6RBAQgYCGaSSVCVVdYcz7b3f93me/uOcW1TdG0mKqnCLm89n1ap1h33PPee979n7/e73Gf7mV33Gp72ktZSijEN+73se/i//5eeO17Ush0hzilp6yWnx0c98RvSIKC0ipcV//onXz20n+qqn1vImUi3TAylf/swrL6vRe411rwdXjv7KX/36H/3x/2+a+3ZKOXb29+eLF9/76m/6tjf89Fu/8q99da/j+XN3vO/Biz1yHjT5R2aW9Oipp5R2d3dXq53+qPFFp0vY9Q/j21T5N/CNpSf4uvjkrvf6wb7SJ/hP+ht8RfxhffgN9ThXGkg3z7PCDf03/Yh5C7g/qUtTPJG/+oP+7dd9quWp9Bz0ZD5/ugXBBzifW7S+alHmyGXYrbVGjcVqdd9902d/7l9/3et+Zqo7KXaiD73lXmJqqaX2n3/qzX/qC//qN/6dL3/1N/+z7/u+H+qxc+WwpnKmR+lXl5W8dHHznd/1w7ff/rQv+JOftt6W1c7tP//Gn3/zW//h7plv3T2ze3y8PTo6Ojp+eDGOPcbtZtH6buu9Rso9R+/rzdEdu3f99Bt+5e++6psvH0T0vRRj9Nb7IlrpjxrElXqkUpaLnYP9/cW4+7V/+9VH295i0VukKL2PrZXlkC5eWX/t1/2fm3X/tD/8kkVJKdJ2m9frsty9bT1tUplzb9FL6mPvy34183svra962+mxahG9jZHn6GO0XMbF4fHRmZ29o0vbr/mav/eDP/TjcxrTkFNZlbSa5m3Jy2nqP/7jr/+V/+0vXby0PtrMQ9mpvUdsnXofmYO4IuJkdYXIOfXeH1m7Nn0Iry7liS2GcE3z1Dp/kHfgHs9f9wTvb1yzSM4H2Aji8by1ed17jb/2SOsn9NLYP/iX9rgWuLz2k7nmj6fHefH+wd7K/KDrC3umuvHR/vguaZ/qYf3rf/fhCU6ZuHa5qsd+Z/UP56me0zVPaHHt89ljl+W45vEfdCBnTk/ZkzF9CBPY4Prv09xiaDHMNaINKac6b77r//n+d7znV+YpLRY7m01djMvaa0t5am2xOlfr9g0/+7a//JXf8IY3/Nzuzh2XD452d8+tN9uTJYVOzrMynF9vyqu+4dWf+tKX3HH7uaNtrnknp93Lh/1o2s5Ti7TqaW/u2xYxLs/2WPSocTKqpce4OLt/WF/7Uz/70KWjOS1KjDUNqU/9utX2Uo8U6eDg6JZz57/tO77zv/3KW8Zl32yOxsWqt5TKMAx7m+36/Lnb3/PAw3/nVd90z0c97ZM/8bm9x3K1m4dFGlbzNJcoETWitBh6Kid7I17dNbH0NLQ+tkg9RUTuqaRUesrjuLtex6u/6Tv+zb/+D2fOPW2KevHg/amnllqvfZrrMOTe0y+88c2rvbObzbTYGTaHm+WuU+8jcyWuSP10xvvV19HTU7n/d146P4yvH8NQPtirxeO6+f6EkumaP96vi5wnsj5d+XC/aKdfu5HSE/lnyk/ok3+cV2qP87dv7GvXTTOI6yP3+uOGbqd47XsfH94Au/5p4dpfeOwn0x/Hk0CPG3ht/wS/FR7n5ox8ZHRJipammltLKQ/L3qO2mkt616+8K8pOHmrkKGOkcVvbelyNtfaDo+NhGIey+/qfe3Ptw6XD9bjY2T88HMYhYo5o+XR34N2Dg6OI49f+1E/9kc/4g3lctjQcTm2qbdHLNLeSUymLKDG3ON5uWkQ/nXeeI7XNpt+yGP/N933/0XZThp1aa07R0xR5E2lq6Ve3XD95Rum9H6+3D7z53bfecfZ4fXlnp51solhbbWlRFuP7Hnro3NnVW97+zm/5Z//mkz/pS2vr6+3+HNNmvZ+HocY2okfUHrmn6fQ7JqWeak/bnpY95p5ySz2i5xxlKJtpGobF617/c9/9XT/Q+95mky6t94edMXpv03Zc5eg59Rat33r7hYcuXV7t7M5tu1zlD7q3kiy5SbPkdDHZXk62wektPZ7Xkyd36egPev/h8Y2bemJrpF5zsyVfMxS7tcd1z+HauyU1/9ovq0/0cufDfAXzERPt/YYd9Bv8tPBkzuv9sP7Vv6lz7tceKdrTb+Rf/RS6W/JER7H2J/SNao9CPkCW5Ig0RWotp6kd5yjR5mXpObWpn0RLPdxc3h0WMbRNPS55OSxL79FzXk91sVgth+U8z3mRe9R0sttg1EhtZ3H7lf39O++49Zfe/u65x+Hx8abWcTku0thStHnqrR1vjlermoZY7a4izZGn1E5nsy92dt953zt6iZ29nc127rn3VCPWkdYp15OnkdO3mlOPSLu7u/Ncz54/v9mun/nsj+6bw/ve/f4y7q6WZ7Zz285zWQ4t91vvvP0H/8OPvOktL7v3+S+e63EZ+uF6f7G316Om3nJPLSLSNtIc0SKGnmvkqfdtT0OP0tMUqfbeyzj0lCPih//df3r4oaOh3Lndxu7umaP+UJ2nW/ZuOTzYf/pdd937vI9973vuf9Ob3rx3/nyLabM+Pnf+luO1QVwfmdspppP3xNLJlXZKj35SPsnrx7dG2+P9Zn/MT5/U14MneMFxTYfE9RPon8Bnm0v6cP+z8mS8GKUP26NvcEg8Za/MPpLfnP6N/Nqf4ndL0o2rGrhOi8iRTvd6b3VeLMdhsejzZpo2q73b7r77jltvO/e2X3rTpcsPppR6tLnGcnFmnmKapmEct9ttKeP5W84/9OBDPbUU/WRH8xT94YsPnju/+9ClB/cPDoYhzt96Pg/DZrttqS2Wyyh5SHlc7O6sWspxcHBwdfHc01Et07TdbrcX7jh/eX00lN1eW6TUcotUP8Ddht4PDw93d3Zbz3/0j/2xP/9Fn7s+eN9f/OKv+emf+YW55Z6HUsa8GA8O98ehjkP+4R/+wWc+62O20/Fyp4w1n14TptZP1vBNJ59GjcgR/erf+Min11pvkVPJ+ei4vuMd79rdPXNw2LZzHZex3W7Pnt05PNhfrsav+Kove/mn/w9vfOP7v/ALv/Rd993XUtrdXV3ZvzSORnF9RGZJfkwUPO4lRz6CLiHSU/ij/cZ9bFzR8pvyKecJPnU/3kS/od8LniB5kk+pWiP3czH1UstQUt2uW2pjLru7F77qiz/h0//IZ5Vx73u+/z/9ja/7hweHvedFT7lNPUeNHG1qv+vjn/GVX/onn/3sp//8G3/5r33tP3r3g/PhetxdLqfp6Mzu3DZ5aOejrnPM89Fc5lXOx3M+zO2O6LXFvNgsx9hf9b633Pa0N+c+p4dX9VyZbz1OZVyc3RzVM+NymvZ3x76zLPPxekyL6Ls5baLXHhEx9D6UNOa6HfqV3/O7X/QVf/4P33nHJt9x7i/96c/6i1/2dfvHwzZKa7W3tlwscs9pin/3/77tMz+7RD4/bWqqMdaIGFLkFC3yHD2nPqY+9JR6H1pf9lhEH3OkUntK0du2HteUxvc93H/ubfdfnLd9kcpiaHM9Uy60w3J2MX/+Z7/sM1763L20/fgX3PrXv+ov/KW/+nevXJlTzbt5mOKkc0r0En2IHhFDPLKGfLvuuzm1+NXdpHO6KXZjtFIyAAAf2DzPKfcylO1m+/znPu9PfMEXtDpspvz7XvYpr/r733p5//I1Nx7LUD73c//Xl7zkE+dpfvo9z/jeH3rdu37gJ4ZhcXR0tFimJziBYshTz1MZpsPDhz7hd7zos175Gffcdfvx0f4il9avXUOo98g559R/5+/8nXfeeWG9uby3Wn3CJ/z25zznOa//2bePu6vt9JhxU+94xzvuv/+hnPOv7w5kTqn3Ps/pLW/55UuXLl3zu63V22+79U/96c8/e3Y82r+0Onvbi170ogsXbrl48b25jLVNUfJj3zk/iZAWKT8y0f5Rv9uvPir3m+jdB1kCAMAHVkppfUopRe+r1Wpar9OwW0rJOZdSxmGsj318ned77rmr1ogU89y32+08vYd2pwAAIABJREFUT2Wxs1gscq5PMEt6HLS2TnX7237rc/723/ySj/u45y5KKxFDzq/7qddfH1S7u7uRDmut0zyvlqvW27lzeyeb81y/GdH+/v5DDz188ruLxSLl/Lim1PZT+U1vetN6vY5YPvp3x3G4++l33XnnTm+bcVFq7cvlME3rxXKo07RcLo/bI+PQaqR6+oOoESUiXzP57dEdcjPdDzXRDQCA/86VYs4p59baMAzb7bbWGhHjmLebbSnl5KePzZg8jqtSos7zdttTjuVyud2uW5+f+JzAFMc7O1HS+q986Z/5rb/lo/bGWOZe0jxvj6/f9+NkE4gUabValZJzyr33YYi77rprb29vs9lc/5VevrQfEfM8pZQe72fbe08ptRb33Xff9a3Qo9/z9LunKVJu43KMmOe6bX0ex6G1Oowp+tW7JelkKk5EtNP/UvRoj/z32D1ST/7UTdImsgQAgA9smqacUmst55xSmqZpGIaISCnnnJfL5TWPr6223iNiuVqO4+kfiYh5nud5eqKfTeo5Ym9n9Ym/47fXaTvNR/O8LimNYymlXJ8Zm82mtXZyY2Ru88mnduHChWmarq+OUspmu805n3xpv44VGlNKvcfh4eH1vztP29XOKuWTQmn96qpLx8eHEX2aNlfTIl3dyaJfzZLrC+eRKLnZLuNlCQAAH9jJyKSIaL3nnHd2dua59h7jYlyv1yfJ8dgYSK1te8Q8z4tF9N5am5fLxTCUR29IndKvZxG5FON2M50/e8v5M8POYrUzLEsq0SOitJo+YCeklFprESmnXErpPXZ3d6dp2tvbuz5jcuqttZPC6Y941D5yc60nj7z+C08555xba4eHh9evy51LWSzGcYzWe+81pzKOZRyHaZqWy8U8zxE5+tXlv04eFS0irdfrWvvhZj33fjxta6TNNJ1uF/noUpElAADcxMZxPLlS76313ltrOZ/MNOk55w8weqj3UoaU4uTuRc4p51zb3PvpOr/pdCnFX9+4o2X0xTjupR4lpeilpDH6kKKkPF7z0Nb6OI6998ViERE55ZMbFCc/Xa/X1zx+nudhHLbbbWv1ZETWI19RXF3+cRyHiJhrrFar6/ut1tp7m+cPPFzt5NdyLimPrbfWota+Wq3muT52osvpxitXruxPc1+tzpacF8uzcy+LcW87tXHcaVdnxEe/qfYQM+UdAIAPg9NxSVevuVN/gtfQLYaIofd0OtAp4mRmxckOI9c8uNZ5d2d3ng5PgmHIERGlxKVLl4ZhqP0D3F05f+7coybEP+a9+5zLPPUYoueUU99utxE715dJSnkcx37d9rAp0v6Vg+jRWs8leo+TEWXDsNhM69Vy7+ixC4ltt/P5c7dut63O/dLDm3c9fF/0uOvO22+95fx6My8Xw0259LcsAQDgyUqRXy2G05Q4/X974h+7pZ7T6eK5PUXKLXrvkXtK7bodfHo/3Xi31lpKjqillLnFW9/61lprKuWaSNrZ2bn1tttKKaWUqfb+2HV553kexjT3Ps99mjbjOF4zjCtFjItFSuXMmTO99WsGJPWe3vveB04Cp8/zUIbe5xTlyuX9IQ9zbhEnc2NOPqVcSrl8+XBntfOab//eH/j+f//2B99x9uzZp91152d/9h972Uv/x5t1E1VZAgDAk65/CL/yOD9i6j21nmpL0dOvTgpvUVpcP4U9t9ZyyleuXMkpR9TW2vFxOzo6yjnX6z74uXPnzuydnef5ZMOT2q7pihYRvfdxyA89fPHo6OiafdlPZrBE9AsXLlx/V6i1dvHhS+t17K3KvO15SAcHRzmPKZXFYtX7HCkevQrw8dHx+XNnX/van/n2b/8XX/LFX/U//eEXve+Byz/2Y6/7J//4W1/4/Bc+4+nnrk3Bm+LuibklAAD8JtBSbWlu6WT93BoxR5p7qhG9p2tLIKW82WxqrW95y1uOjqcePaX01re+9dKlS7XWnK+9Bn7BC15w99POPbJyV3rs7Zc3vvEX3vymX+yt/bdfue+f/tNvO5mg8tgKKrXWcez33nvv9TNPShne+977/+9/9t2b9TQsV9PUf+zHfuyBBx5YLndyLtGvubeSdnZ2r1xZ/4vXfPff/Tuv+tf/8vs+53O+7Ku/5hvf98CDn/d5n/8VX/HX3vPuB391VklqprwDAHCzSb0uUqR+UPI60tx6jtjrbRE9pbQuMaWYUo8StfRa+lz6VPo2x3GJ4yEOxzlFqnMc1LwfMQ29LuZhqGNNeTO0bdqZxoM+PJh6jC2P/XiMS6VHbquWNyWmEr2PF7fj0TZSbTHGw6u6XWzPRS91uBJ9J/oyRYmIHD1iil5T6zlSrjny/lSvLJa5tTqOpcYm76ZpTP/xdf/1Z3/53ZdjsU473/m9P/q2d93X8xxtWg754Mql5Zim6XIvB3/hz3zWcuiLxboPmzrUbU5zHlsaI0qu6S3vuPSH/vjf+IK//H/9/lf+5X/5g69vy3PTULd5fx6O2yLXcbHt5WC939Pmpb/34/eW6ezywvrK6szqGds5r84Nm/rA5fXFV/3j1/zb1/7SlVj80E+87eu+4dW1bsdx2mwPovSa55rnWuZpmOZhs07Tv//JH3nmC595/p5zP/eOn/3CP/1Fn/SJv+vV/+hbdlb5Yz/m+T/52p+OiO207X2KPsd1O9z/JmUQFwAAV/XcIyJKRDrdra9HRI+UI0qLnHuKFNFzxMkmgEM/3WfjZKb3yXv/5fS/Xk7ngpwugHv1Y8Zjf9xL9Hy6WFXKV2eM56tTNB75sz3i0VNXHnNDo7eh5Fzn3lqvtaaULl26dP783gP3P/iN/8e3ft7nfe57fvltr/mO7zp37kLKq8uXD0uZ77nnmQf7F4dh+OhnP+uFL3x+Tn0Y8liGo7nmtHjkLkRPMdd2cHD0r/7V91y4cG7ezHkYUiopRfTce+o9SirL5TLnfP782dvvuO1tb7p4663PPDi8kiLN2+1yubvI44MPXvrar/3Gb/7m2+6//32b9TaiDGVYLJbz1NJYes8RPbUh+hCR/tOP/sTv/dSXRc+7e2eXy/FjP+YZDz744F13fdRzP+b9973nv7UeOeeU4mZaikuWAABw9RI8cu/R+6L3FH2IGCJa9BR96H3sfeyxiIgWufexx9hjjB7RW0+1Rxt6Sb1ELKOfpMgitSGlIaKlFtGH6GM7+Tg99T72vmgx9pRTH3qk3qP3MXq/+oNF7y166jFGRO4tR4uTeSUpRS8RPSKfhEqflkMu82ZalGWba0px4dwt283mzOqWn/qJn3ntj/90ads6rxbD7sHB5uyZW3tvDz7w/lvO7m626z/w+162u1pu5/rCe+/N8W+j1lx6uxpkPdJqsbt/5XhnZ2//4lHOi3N7546P1zUiek516K331oaSI/reMn7vp7zkXb/0Pev1xXnOi92yf+VwtVzNdVwtbnnH29/zzne8p+QyDLutppwXde45l9Ry9J5bpBbRxiGNDz90MOTlUHYvP3z8Da961cH+5T/35/7sPffcEu3F3/s9b621DSWfLm6WbpLRTwZxAQBwNUv6yUTyoUeOSCki9RSReuSIcjKoqZ0uyJvj5GG9RB+jL6IvU+ToOUWOvooe0ceInCKVSKWXiJx6jsg9SotosehRIoaIknuJyJFK9NLjZJPEMWLoMVy9Xk0laoqaTu+b5EfdkIkUMaRzURd1yothPD7eT2lOac457e6c3b+0vfX80xeLC7UuDvanvZ3zVy7t97ldOHt+fXjwgo997uf/8Ze3abMYyv/8qZ9y563nS59ztNRbpBYpeqSDw6Mzu+e2x/OZvbO7qzO//2V/oKQh95x67jWipZJSneaSeo/4Iy9/2d6Z2FnNe7tpfXRwz9PuGfNOtNX6OHKsUl+2lh98/8ULt9x25fJBzsPOaq/0nHvJraQ+pL7IEXfd/ozDg8NLF49uOX/7X/yiPzsOqbdptSxv+OnXP/OZzyglx+k+j3HTLBYsSwAAONXSyaigltKUY5tim9ImxTadzC+PXx2w1VJtaYqoETVSTVFzbym2qfdH7StSU2xybErblj6nk6kpUSPNPUU/nbA+R8yRNul0Fnu9uppwjagpppOp7ZE2Oba5z6mfLKOVTkZ59asbCy7TMPQoberTYW4Hf+rzXv4lX/QFd992ZnNw5Za9M5fe9/D+lePFcmcoZbtd7+2MUY9L33z8i5/3zd/0tXfdtsrD0Gu949YzL/+0P7S3LFGPc8y5t4jaU18th7o92l3mo/1Ln/NHX/m7P/mTUptyn3KfStTS57FEijqkHr3e+7yP+vqv/8q9M/M4rM/slosPPXx8dJxTWo6LnPIwpOj1M/+Xl7/kJZ8YMUVsj44u5diUvs0x56i59+1x/bIv/rM/+h9+chxiMQ47O8Onf/rLfvAHvueH/91//M7vfM2LX/Rbcj5d+6v3m6dLDOICAOBUT9FzpLxOaZtySmnsraecUpsiHUWae5ojDZHnyJuUj3tsUyspUkRLKVJsUprj6u4iOa1zPux5yjHniJrmnDY9HUY+jtQjbyKvI2qOnlPOqadUUjpKuaYcKW1SWqe8TbmlXCK13EqPKZ1GS+pRovdIKSJy9F4PhzwtF9thmO+6c/WST37xp770k573vGd+9Vd9/Xve/dBqeablvhjawf7FW245v50OhzTfeuuFv/+NX37vxz4t94h5m8ZlrvHHP+cV//knX//zb377dt70VKK3FBF9PrOz3G43n/tHX/GlX/yZ3/u9P1b6QUREKikNPUXUnPrU6rxIfZumT/9Dv+fypcOv/ppXTVMsFjvLveXmeD+XXlLLqX30xzzzb3zNl/zzf/7tT7t77+LDD58/f/746KClllPJMea02dktm+3w3Oc+4zXf/m1f8ZVf8nHPf8YL733Gc5797H/9r777Fa/4jBe/6N7T2yQp19ZK7zdHmMgSAABOzbWXIS2X/Xwet1NMU93Z2Skp5rmfPVPWm4PFcrHezLVu7rh993hzlNIYLT2yyWHu89VNQfp6HWWcx+X2zLmzl/fXZ8+fPTiu41iGslwuWq2b3g9vvW1nmtK4HNfTcUQZh1Xv83I512mT8/bMmdxiUSMitZ56TONiHM+d233f/Zefcc/53nqtdRzzZj2nPJw7N6SSeuxO86Xb7jj7whc+J0W89FM+/vzf/1vf8k9e84M/8CPD7s48b86cyYeHD5w7f+Yln/SJf+VL//wLnv/MFNFrizJEROv17rsvvPof/b2v/9//wff/0I8cHh6P4xCpL8d0993nXvGKl3/hF77yeF3PnMlnzz4yhCxH5NTLXPd6nU6m1Gy3m1d+5h/c2Tn39/7BP/6lX37nzk4fx1qGyLm99FN/95/4k5/z7GfFMLS9vTSU3c3m8JbzY+rDmMaze0OdDqbN+sItq1e+8tO+/Mv/1nd8+7c8+L7fNc/zd3/3d937/Oe98hUvLyUiYhiGiF5KuWnulqR+s24UCQDA43SwWS+Xq19++zvnlsfFos0tpdR6T73t7Ox81NOXradL+4d7Z25/yy+9c7FY9Z7ipElOppukevfdt4/jUKKXYXj/+y5evLw/jsu51kgpD4tp3uY87azynXfceeni0aVLhynlVHLrtQyL4/U8DnV9/PDH3fv89Xrz8EP7m+k0d3r0IXZStIj5OR/1tHmaF+PQai2lTFPdrDfve/+m1nmqm9VO2j946IUvfH70FKnklB96/9H9733/G37+Fx56+FIqcccdtz772U9/4Qued+Hsqm43Q458MlMjckqLWqOXuP+Bg//6xl98z/33z3NdLJZPu/vC8z7mWXfddfsw5B6xndr973lvRFxdUiylPvS2vfvuW3ZXuUVdjMu55c2cH3jfxbf+4jvffd97pmlz660XnvXspz3nOc8+e3Y1lPTe+9+/2cy19lJySbHd1DGV3OuznnV3HqZcYq5xcFh/5mff/PZf/MXe2733Pve3/rYX7+7spNSHUq7GyOn2JbIEAICbR4061XkoQ2112tblchk9zbUuxmE7zYvYrz0vFrtzj/VUy7iMSCfT4VPvKWJTDxdlHMqy9z7NU+91sVjU2kseImI7xzRvdndyi01v0fo4lmU/WU0q9c3UhrHkqCWm6HNOy3lOkYYo0aK1mOtmsVhETtFOFu2KueSSIrfWI6JOKZeY55rynHJrbV4uVhGx3dbW8nKxWM8xjhEpjqdWhsi9jzmVaBG9zVMeyjy3YVjWmuY5pRw9ooyPumiO2Gy34zjkFNt5W/IQUa6uZRy999TTOEb0nlKf67aU5dzTdu7DmOrUhpxzid6j99p7HcqitlZyXq/n5XKY5s1yWNY5xhJ1WudFneftMO5uayl5KD1Silqj1rZY5JtmjrssAQDgA5tr3W43q9Wy1SnnnE4vyHNrPeWSo7U652GsradSau8pUoqWIlJvKbUWvdac0piip5wi1VqnIZfeorU05KHnNs2HObfW01j2ei+9Ri6Rcqu1pTxM03q5iDptSllGLCJyT1FjG6mmvnO6dHD0iF7n7WqxrHUeytBqS3mo8zwM4zzPw1Baq63VHm0oJVKf5mnMZyJHTzG3WmvLKVJKqceQc4pYt6NxWKSeUiq9ptZ6Kan1VOscOeWU8skwtd4iakSkVB6dJbUf5LRIfeg1eu/DItc2RY6ehrmnVPuiRO8tpZ5SzPNcytB7rnMfhiF6tLSJPqSee+1ljFqPypi2U8t5b2491zoMQ6TUWs25tF6H4XQixs1zr8TcEgAAHpF63l3tRkSO1ltLpfS5pZKitpxSbHMuy5PVedscEX0Yri7YGz0ibaf1cnHuZNvD1iJylJxTSikPqfeYI3Ia05BKjyjRcq9RTq6pW0495R6p54hU8iJiiJYjRYooKaXIrc/TPC0Xyzl6il4Wi4ieSvRec0nR68kOJkMZYo5e87AYIvq8PeoxLVZj1L45XkfJi+Wy5HLy9Z6s5NVrtJR6pBo11zZPdbVc9jbXzaZFG8axlEXEUOs8DDkitV5zyo/OgZ6OSyrRh2g5SrRtL8vco27a8Xqz3VmsouboNVKqbc55SJFSyrmk6LE5qmWnt7ktxnJyOEpetGm7GHfmmqepn90pR4eHu3t7OQ91nkspj26Sm4YFggEAOHUyIGqznqKMKZfo0VuPyKfX8WOKFFEjRZQSY7l6JdlP/78cl4/8SmuRU8kpz3ON3lNKUaK3Hi3q3OrcIqWTyfJ97n2aTv5cyeN8vI5Ibb0+jZ0aJzclco552kS0o/0rJw+ubc6RW2+9teg1l3K6VXyOMuQ+Ra99WC7H1Sp6ix7L1XK5HFtrx+vj2mKaorZoNSJFKeNc55RSKSVS662mnBa7q9XuahhT9J56DGXoNepccxqip7i6WHL0k5qorbXIET3ymOo095gXOZ/Z2R1zSaXkYey9lzLkMmyPjvrcIiJaLMeSc1ksx2gRPU42jkmpzHNrLfZ2UrS2u7cXEdF7KSWlm3MUl0FcAADADeZuCQAAIEsAAABZAgAAIEsAAABZAgAAIEsAAABZAgAAIEsAAABZAgAAIEsAAABZAgAAIEsAAABZAgAAIEsAAABZAgAAIEsAAABZAgAAIEsAAABZAgAAIEsAAABZAgAAIEsAAABZAgAAIEsAAABZAgAAIEsAAABZAgAAIEsAAABZAgAAIEsAAABZAgAAIEsAAABZAgAAIEsAAABZAgAAIEsAAABZAgAAIEsAAABZAgAAIEsAAABZAgAAIEsAAABZAgAAIEsAAABZAgAAIEsAAABZAgAAIEsAAABZAgAAIEsAAABZAgAAIEsAAABZAgAAIEsAAABZAgAAIEsAAABZAgAAIEsAAABZAgAAIEsAAABZAgAAIEsAAABZAgAAIEsAAABZAgAAyBKHAAAAkCUAAIAsAQAAkCUAAIAsAQAAkCUAAIAsAQAAkCUAAIAsAQAAkCUAAIAsAQAAkCUAAIAsAQAAkCUAAIAsAQAAkCUAAIAsAQAAkCUAAIAsAQAAkCUAAIAsAQAAkCUAAIAsAQAAkCUAAIAsAQAAkCUAAIAsAQAAkCUAAIAsAQAAkCUAAIAsAQAAkCUAAIAsAQAAkCUAAIAsAQAAkCUAAIAsAQAAkCUAAIAsAQAAkCUAAIAsAQAAkCUAAIAsAQAAkCUAAIAsAQAAkCUAAIAsAQAAkCUAAIAsAQAAkCUAAIAsAQAAkCUAAIAsAQAAkCUAAIAsAQAAkCUAAIAsAQAAkCUAAIAsAQAAkCUAAIAsAQAAkCUAAIAsAQAAkCUAAIAsAQAAZAkAAIAsAQAAZAkAAIAsAQAAZAkAAIAsAQAAZAkAAIAsAQAAZAkAAIAsAQAAZAkAAIAsAQAAZAkAAIAsAQAAZAkAAIAsAQAAZAkAAIAsAQAAZAkAAIAsAQAAZAkAAIAsAQAAZAkAAIAsAQAAZAkAAIAsAQAAZAkAAIAsAQAAZAkAAIAsAQAAZAkAAIAsAQAAZAkAAIAsAQAAZAkAAIAsAQAAZAkAAIAsAQAAZAkAAIAsAQAAZAkAAIAsAQAAZAkAAIAsAQAAZAkAAIAsAQAAZAkAAIAsAQAAZAkAAIAsAQAAZAkAAIAsAQAAZAkAAIAsAQAAZAkAAIAsAQAAZAkAAIAsAQAAZAkAAIAsAQAAZAkAAIAsAQAAZAkAAIAsAQAAZAkAACBLAAAAZAkAACBLAAAAZAkAACBLAAAAZAkAACBLAAAAZAkAACBLAAAAZAkAACBLAAAAZAkAACBLAAAAZAkAACBLAAAAZAkAACBLAAAAZAkAACBLAAAAZAkAACBLAAAAZAkAACBLAAAAZAkAACBLAAAAZAkAACBLAAAAZAkAACBLAAAAZAkAACBLAAAAZAkAACBLAAAAZAkAACBLAAAAZAkAACBLAAAAZAkAACBLAAAAZAkAACBLAAAAZAkAACBLAAAAZAkAACBLAAAAZAkAACBLAAAAZAkAACBLAAAAZAkAACBLAAAAZAkAACBLAAAAZAkAACBLAAAAZAkAACBLAAAAZAkAACBLAAAAZAkAACBLAAAAZAkAACBLAAAAZAkAACBLAAAAWQIAACBLAAAAWQIAACBLAAAAWQIAACBLAAAAWQIAACBLAAAAWQIAACBLAAAAWQIAACBLAAAAWQIAACBLAAAAWQIAACBLAAAAWQIAACBLAAAAWQIAACBLAAAAWQIAACBLAAAAWQIAACBLAAAAWQIAACBLAAAAWQIAACBLAAAAWQIAACBLAAAAWQIAACBLAAAAWQIAACBLAAAAWQIAACBLAAAAWQIAACBLAAAAWQIAACBLAAAAWQIAACBLAAAAWQIAACBLAAAAWQIAACBLAAAAWQIAACBLAAAAWQIAACBLAAAAWQIAACBLAAAAWQIAACBLAAAAWQIAACBLAAAAWQIAACBLAAAAWQIAACBLAAAAWQIAACBLAAAAWQIAAMgShwAAAJAlAACALAEAAJAlAACALAEAAJAlAACALAEAAJAlAACALAEAAJAlAACALAEAAJAlAACALAEAAJAlAACALAEAAJAlAACALAEAAJAlAACALAEAAJAlAACALAEAAJAlAACALAEAAJAlAACALAEAAJAlAACALAEAAJAlAACALAEAAJAlAACALAEAAJAlAACALAEAAJAlAACALAEAAJAlAACALAEAAPj1GRyCGyil5CAAADxF9N4dBFnyEerdD192EPiwuufW804zAPhQXjEdhBvIIC4AAECWAAAAsgQAAECWAAAAsgQAAECWAAAAsgQAAECWAAAAsgQAAECWAAAAsgQAAECWAAAAsgQAAECWAAAAsgQAAECWAAAAsgQAAECWAAAAsgQAAECWAAAAsgQAAECWAAAAsgQAAECWAAAAsgQAAECWAAAAsgQAAECWAAAAsgQAAECWAAAAsgQAAECWAAAAsgQAAOAJSr13R+GGHf2UHAQAgKcIF8Y30OAQ3Fjvfviyg8CH1T23nnea4TTDOQYfymnmINxABnEBAACyBAAAkCUAAACyBAAAkCUAAACyBAAAkCUAAACyBAAAkCUAAACyBAAAkCUAAACyBAAAkCUAAACyBAAAkCUAAACyBAAAkCUAAACyBAAAkCUAAACyBAAAkCUAAACyBAAAkCUAAACyBAAAkCUAAACyBAAAkCUAAACyBAAAkCUAAACyBAAAkCUAAACyBAAAkCUAAABPUOq9Owo37Oin5CAAADxFuDC+gQaHwNnPTV+/TjOcZjjH4EM5zRyEG8ggLgAAQJYAAACyBAAAQJYAAACyBAAAQJYAAACyBAAAQJYAAACyBAAAQJYAAACyBAAAQJYAAACyBAAAQJYAAACyBAAAQJYAAACyBAAAQJYAAACyBAAAQJYAAACyBAAAQJYAAACyBAAAQJYAAACyBAAAQJYAAACyBAAAQJYAAACyBAAAQJYAAACyBAAA4EmQeu+Owg07+ik5CAAATxEujG+gwSFw9nPT16/TDKcZzjH4UE4zB+EGMogLAACQJQAAgCwBAACQJQAAgCwBAACQJQAAgCwBAACQJQAAgCwBAACQJQAAgCwBAACQJQAAgCwBAACQJQAAgCwBAACQJQAAgCwBAACQJQAAgCwBAACQJQAAgCwBAACQJQAAgCwBAACQJQAAgCwBAACQJQAAgCwBAACQJQAAgCwBAACQJQAAgCwBAAB4EqTeu6Nww45+Sg4CAMBThAvjG2hwCJz93PT16zTDaYZzDD6U08xBuIEM4gIAAGQJAAAgSwAAAGQJAAAgSwAAAGQJAAAgSwAAAGQJAAAgSwAAAGQJAAAgSwAAAGQJAAAgSwAAAGQJAAAgSwAAAGQJAAAgSwAAAGQJAAAgSwAAAGQJAAAgSwAAAGQJAAAgSwAAAGQJAAAgSwAAAGQJAAAgSwAAAGQJAAAgSwAAAGQJAAAgSwAAAJ4EqffuKNywo5+SgwAA8BThwvgGGhwCZz83ff06zXCa4RyDD+U0cxBuIIO4AAAAWQKoBI5vAAAgAElEQVQAAMgSAAAAWQIAAMgSAAAAWQIAAMgSAAAAWQIAAMgSAAAAWQIAAMgSAAAAWQIAAMgSAAAAWQIAAMgSAAAAWQIAAMgSAAAAWQIAAMgSAAAAWQIAAMgSAAAAWQIAAMgSAAAAWQIAAMgSAAAAWQIAAMgSAAAAWQIAAMgSAAAAWQIAAMgSAACAJ0HqvTsKN+zop+QgAAA8RbgwvoEGh8DZz01fv04znGY4x+BDOc0chBvIIC4AAECWAAAAsgQAAECWAAAAsgQAAECWAAAAsgQAAECWAAAAsgQAAECWAAAAsoT/n717224cR9MECoCkZEd2dc3q237/R5u57K7MSlsSSQBzAYmWZYdtORQ+7r26o3yQKJKinPgI4AcAACCWAAAAYgkAAIBYAgAAiCUAAABiCQAAIJYAAACIJQAAgFgCAAAglgAAAGIJAACAWAIAAIglAAAAYgkAACCWAAAAiCUAAIBYAgAAIJYAAABiCQAAgFgCAACIJQAAAGIJAAAglgAAAPyiWGt1Ft7t7MfoJAAAfBAaxmIJAADwfRnEBQAAiCUAAIBYAgAAIJYAAABiCQAAgFgCAACIJQAAAGIJAAAglgAAAIglAACAWAIAACCWAAAAYgkAAIBYAgAAiCUAAABiCQAAIJYAAACIJQAAgFgCAAAglgAAAGIJAACAWAIAAIglAAAAYgkAACCWAAAAiCUAAIBYAgAAIJYAAABiCQAAgFgCAACIJQAAAGIJAAAglgAAAIglAACAWAIAACCWAAAAYgkAAIBYAgAAiCUAAABiCQAA8Pn0F9xWjNEJBQCA76PW+uFiyQV3C7iUGKMPJi5mcDHDb7qYL7WpC8eS//e/f3l74KPxwcTFDC5m+ODMLQEAAMQSAABALAEAABBLAAAAsQQAAEAsAQAAxBIAAACxBAAAEEsAAADEEgAAQCwBAAAQSwAAALEEAABALAEAAMQSAAAAsQQAABBLAAAAxBIAAEAsAQAAEEsAAACxBAAAQCwBAADEEgAAALEEAAAQSwAAAMQSAABALAEAABBLAAAAsQQAAEAsAQAAxBIAAACxBAAAEEsAAADEEgAAQCwBAAAQSwAAALEEAABALAEAAMQSAAAAsQQAABBLAAAAxBIAAEAsAQAAEEsAAACxBAAA4IVirfVi24rRCQUAgO/jUmmiv+xu/d//+dN7Ax/Kf//XP7/VB/NbHe9//9c/a63/73//8uY6XsfrYB2vg32v473UpgziAgAA3plYAgAAiCUAAIBYAgAAIJYAAABiCQAAgFgCAACIJQAAAGIJAAAglgAAAIglAACAWAIAACCWAAAAYgkAAIBYAgAAiCUAAABiCQAAIJYAAACIJQAAgFgCAAAglgAAAGIJAACAWAIAAIglAAAAYgkAACCWAAAAiCUAAIBYAgAAIJYAAABiCQAAgFgCAACIJQAAAGIJAAAglgAAAIglAACAWAIAACCWAAAAYgkAAIBYAgAAiCUAAABiCQAAIJYAAACIJQAAgFgCAAAglgAAAGIJAACAWAIAAIglAAAAYgkAACCWAAAAiCUAAIBYAgAAIJYAAABiCQAAwE/EWuvFthWjEwoAAN/HpdJE/zF3C7iUGOO3+mB+q+P15jpex+tgHa+DfffjvdSmDOICAADemVgCAACIJQAAgFgCAAAglgAAAGIJAACAWAIAAIglAAAAYgkAACCWAAAAiCUAAIBYAgAAIJYAAABiCQAAgFgCAACIJQAAAGIJAAAglgAAAIglAACAWAIAACCWAAAAYgkAAIBYAgAAiCUAAABiCQAAIJYAAACIJQAAgFgCAAAglgAAAGIJAACAWAIAAIglAAAAYgkAACCWAAAAiCUAAIBYAgAAIJYAAABiCQAAgFgCAACIJQAAAGIJAAAglgAAAIglAACAWAIAACCWAAAAYgkAAMALxVrrxbYVoxMKAADfx6XSRP8xdwu4lBjjt/pgfqvj9eY6XsfrYB2vg333473UpgziAgAA3plYAgAAiCUAAIBYAgAAIJYAAABiCQAAgFgCAACIJQAAAGIJAAAglgAAAIglAACAWAIAACCWAAAAYgkAAIBYAgAAiCUAAABiCQAAIJYAAACIJQAAgFgCAAAglgAAAGIJAACAWAIAAIglAAAAYgkAACCWAAAAiCUAAIBYAgAAIJYAAABiCQAAgFgCAACIJQAAAGIJAAAglgAAAIglAACAWAIAACCWAAAAYgkAAIBYAgAAiCUAAABiCQAAIJYAAACcKdZaL7atGJ1QAAD4Pi6VJvqPuVvApcQYv9UH81sdrzfX8TpeB+t4Hey7H++lNmUQFwAA8M7EEgAAQCwBAADEEgAAALEEAAAQSwAAAMQSAABALAEAABBLAAAAsQQAAEAsAQAAxBIAAACxBAAAEEsAAADEEgAAQCwBAAAQSwAAALEEAABALAEAAMQSAAAAsQQAABBLAAAAxBIAAEAsAQAAEEsAAACxBAAAQCwBAADEEgAAALEEAAAQSwAAAMQSAABALAEAABBLAAAAsQQAAEAsAQAAxBIAAACxBAAAEEsAAADEEgAAQCwBAAAQSwAAgM8n1lovtq0YnVAAAPg+LpUm+o+5W8ClxBi/1QfzWx2vN9fxOl4H63gd7Lsf76U2ZRAXAADwzsQSAABALAEAAMQSAAAAsQQAABBLAAAAxBIAAEAsAQAAEEsAAACxBAAAQCwBAADEEgAAALEEAAAQSwAAAMQSAABALAEAABBLAAAAsQQAAEAsAQAAxBIAAACxBAAAEEsAAADEEgAAQCwBAAAQSwAAALEEAABALAEAAMQSAAAAsQQAABBLAAAAxBIAAEAsAQAAEEsAAACxBAAAQCwBAADEEgAAALEEAAAQSwAAAMQSAABALAEAABBLAAAAsQQAAEAsAQAAxBIAAACxBAAAEEsAAADEEgAAQCwBAAAQSwAAALEEAABALAEAAMQSAAAAsQQAABBLAAAAxBIAAEAsAQAAeESstV5sWzE6oQAA8H1cKk30H3O3gEuJMX6rD+a3Ol5vruN1vA7W8TrYdz/eS23KIC4AAOCdiSUAAIBYAgAAiCUAAABiCQAAIJYAAACIJQAAgFgCAAAglgAAAGIJAACAWAIAAIglAAAAYgkAACCWAAAAiCUAAIBYAgAAIJYAAABiCQAAgFgCAACIJQAAAGIJAAAglgAAAIglAACAWAIAACCWAAAAYgkAAIBYAgAAiCUAAABiCQAAIJYAAACIJQAAgFgCAAAglgAAAGIJAACAWAIAAIglAAAAYgkAACCWAAAAiCUAAIBYAgAAIJYAAACfT6y1XmxbMTqhAADwfVwqTfQfc7eAS4kxfqsP5rc6Xm+u43W8DtbxOth3P95LbcogLgAA4J2JJQAAgFgCAACIJQAAAGIJAAAglgAAAIglAACAWAIAACCWAAAAYgkAAIBYAgAAiCUAAABiCQAAIJYAAACIJQAAgFgCAAAglgAAAGIJAACAWAIAAIglAAAAYgkAACCWAAAAiCUAAIBYAgAAIJYAAABiCQAAgFgCAACIJQAAAGIJAAAglgAAAIglAACAWAIAACCWAAAAYgkAAIBYAgAAiCUAAABiCQAAIJYAAACIJQAAgFgCAAAglgAAAGIJAACAWAIAAIglAAAAYgkAACCWAAAAiCUAAIBYAgAAIJYAAABiCQAAgFgCAACIJQAAAGIJAAAglgAAAIglAACAWAIAACCWAAAAH0+stV5sWzE6oQAA8H1cKk1cMpYAAAC8gkFcAACAWAIAAIglAAAAYgkAACCWAAAAiCUAAIBYAgAAIJYAAABiCQAAgFgCAACIJQAAAGIJAAAglgAAAIglAACAWAIAACCWAAAAYgkAAIBYAgAAiCUAAABiCQAAIJYAAACIJQAAgFgCAAAglgAAAGIJAACAWAIAAIglAAAAYgkAACCWAAAAiCUAAIBYAgAAIJYAAABiCQAAgFgCAACIJQAAAGIJAAAglgAAAIglAACAWAIAACCWAAAAn0/vFLyvGKOTAABcRK3VSUAs4ZX+7//86SQAfBn//V//9Ifd2Xuvs+ck8HkZxAUAAIglAACAWAIAACCWAAAAYgkAAIBYAgAAiCUAAABiCQAAIJYAAACIJQAAgFgCAAAglgAAAGIJAACAWAIAAIglAAAAYgkAACCWAAAAiCUAAIBYAgAAIJYAAABiCQAAgFgCAACIJQAAAGIJAAAglgAAAIglAACAWAIAACCWAAAAYgkAAIBYAgAAiCUAAABiCQAAIJYAAACIJQAAgFgCAAAglgAAAGIJAACAWAIAAHxOsdbqLLznGxCjkwAAXIR2HZ9X7xT4CwLABcXolp+z925nz0ng8zKICwAAEEsAAACxBAAAQCwBAADEEgAAALEEAAAQSwAAAMQSAABALAEAABBLAAAAsQQAAEAsAQAAxBIAAACxBAAAEEsAAADEEgAAQCwBAAAQSwAAALEEAABALAEAAMQSAAAAsQQAABBLAAAAxBIAAEAsAQAAEEsAAACxBAAAQCwBAADEEgAAALEEAAAQSwAAAMQSAABALAEAABBLAAAAsQQAAEAsAQAAxBIAAACxBAAAEEsAAADEEgAAQCwBAAAQSwAAALEEAABALAEAAMQSAACAF4q1VmfhPd+AGJ0EAOAitOv4vHqnwF8QAC4oRrf8nL13O3tOAp+XQVwAAIBYAgAAiCUAAABiCQAAIJYAAACIJQAAgFgCAAAglgAAAGIJAACAWAIAAIglAAAAYgkAACCWAAAAiCUAAIBYAgAAIJYAAABiCQAAgFgCAACIJQAAAGIJAAAglgAAAIglAACAWAIAACCWAAAAYgkAAIBYAgAAiCUAAABiCQAAIJYAAACIJQAAgFgCAAAglgAAAGIJAACAWAIAAIglAAAAYgkAACCWAAAAiCUAAIBYAgAAIJYAAABiCQAAgFgCAACIJQAAAGIJAADwecRaq7Pwnm9AjE4CAHAR2nWIJQAAAK9kEBcAACCWAAAAYgkAAIBYAgAAiCUAAABiCQAAIJYAAACIJQAAgFgCAAAglgAAAGIJAACAWAIAAIglAAAAYgkAACCWAAAAiCUAAIBYAgAAIJYAAABiCQAAgFgCAACIJQAAAGIJAAAglgAAAIglAACAWAIAACCWAAAAYgkAAIBYAgAAiCUAAABiCQAAIJYAAACIJQAAgFgCAAAglgAAAGIJAACAWAIAAIglAAAAYgkAACCWAAAAiCUAAIBYAgAAIJYAAABiCQAAgFgCAACIJQAAAGIJAAAglgAAAIglAACAWAIAACCWAAAAYgkAAIBYAgAAfFy9UwAAH0et9eQnMcZHH9Ye+ehvX+1kaw935iX7BvAKeksAAACxBAAAEEsAAADEEgAA4Psy5R0Afq9nJ46/8Ok/m/t+wV09dwr7069uQjzwcnpLAOCjp5rLZg8AsQQAAEAsAQAAxBIAAACxBAAA+EBU4gKACztrhvorprPXWksptdaXlLo6eczTL3eyzWf37ekdePh0tbmAn9FbAgAAvDO9JQDwlSkuDHwKeksAAIB3prcEAL4sszuAz0JvCQAA8M70lgDA7/Vs8atnn750cTzs6zh36shLdibG2L44d+PPFuZatq/TBjihtwQAABBLAAAAsQQAAEAsAQAAxBIAAIB3ohIXAJx6dQWqpdjUy7dWa6jhybJUtdRau65rBbLav3d+7Q5jTPf2rcbQ9qW2f9v+vXrjym0BL6a3BAAAeGd6SwDgA3lkXfYzH3/u6znngFgCADyTNJ4eCSWWAF+DQVwAAMA701sCAM/OSn/qtycTu8+e8v7MKK3905eNtC9KKYev01l7/vQ09FprDHE/673NqNedAoglAPApIs1xJa7XRKD7UeE055R6/Kslluy/PrPY1YNY8vgOxxBrqC2bvDzVALyaQVwAAMA701sCAO/pZG2Qc6ew//LjjdECxBIA4H5QuHiB4OemvoglwIdgEBcAAPDO9JYA8O0828NwVmGuZRp6jDHG2GpkHSv1pL/ivN0rNcQYS43tVmINMZdaQ8q5hBBSeqay1sn+pHT/jmS9923JIfX7DcaQSiknexvvd96kMztbjrtuzu3nAb42vSUAAMA701sCAO/ppNPgslPez11EBeC96C0BAADemd4SAHhnv9KD8bsLCgO8Db0lAADAO9NbAsDXd9nSW+0nx9W3lmJcDytfhQeVuM7dt1LKsv2m69I4ltf1ezxa3qodwuGLUEqIMdR6d5g/3fknK3EppQWIJQDAxWIbgFgCAF85A7xxJHhkFXl9GsAHYG4JAIhJOkyAd6a3BADeIQb87Ns3fvVwWKX+ZPoKwBvTWwIAYhLAO9NbAsAXbFufzJdo3z5bV+pnWzsppbVU4QohpJjaF0f/prMa+ie7+nAnj/sx2v/WGkopSymwZ7b/5Le5iyGEWEMINdZQaw01pPjTnTmR634PD7sRnw48rVvm+CnHQ8jMcoHvTG8JAADwzvSWAMDvddaiKL971XY9EoBYAgBiyQWixcufG8PpeodiCSCWAABvm4he8BMAsQQAXtvgfvHIqEfnu585sOrx3x62GV+9b+EF08rv73ZovR3toEopTzxxqfx7fB4ebPbBhPvjH9X6dO3gn2xziUCWbvx8nyPvEWIJAFy4sfXqBtaDttpp4/vpLV+25O5pWbBSc84555YWTgJYjDEd61LqHilvszxnO4611ppLKaWWsl6t4jmRCUAsAYDvKKVYSjx8nUopLYosgaTrurgXSqi51EeL8LYvVqtViyUhhFpKjHGZj9KetsQSN9EBsQQAPrGna229ujui5YQfP34cZ4ac8263q7XmnPe9IPs+j3ocSw65JfarIaXUp67vuq7raqmP7vzyLO/mZ7/8QCwBAO3CyzQT+767urrq+z6E2sZ0zfM8juM8zyddIjWGcljn8NDrEUIINdQ24WZ3c5NSSiF2XRdD+Mcf/1HrfshaSrHruhD2SzemZK2zrxlLpE3EEgDg9cZxnKZpbJNDDpZukNYYLbWWox8u7dRlWFcLHrXUeZ5jCDnnvutCjDGGGEPfdZeKUgBiCQCf3rlLfywN9OXrpytxlXoyqf3k2/LwtZYYUENYhj6VWueczz22cKia9XDPQwhjCauhDynFULtUQwjTlP/6+2bOpR5GV4U2J+S4/u8hhOz7OI4ONy6/jKH1msRYQwix1hBCSrHWEkLMuUzTtL66KqXf7XbL01NKbYRY13WPvi9HEeiXwkyrM3YcqAhvvoDmLyZS7x0vp0MWAN5VjMe9GUvl39YoTyldX1+vVqsuvUPzbhzH7XaXUry6WocQ2iCxNqArpaQLBbggvSUAcGFntddb2lhWIFkmcvR93/d9SmkKoZScQ0pdqCWnw8CqNzDnvP33v8dxvL6+GoYhxtjyUoslT6+aAiCWAMBnyjDLALOlwm/LJC0D/PtmU0v+cXU1XA9vPCQmhlBrvb29HcfxH//4x3q9yrm0ufWtDLEOE0AsAYCPmzRe8fi28EgLJOFQ6neapmnKMdQQQ0zpF2drnKuUGmPXAtJ2O4aQ+r7vuqHWuZTQ912ts7cbEEsA4PNnmLCfXtJ1XRsoNR8CSZtZnlIfQ00phVrneeqH4c32LXXdnOc2amuapmma/vjjj+vrVUpxnrPZzIBYAsBXb6xfdHTQ8UCpR7d/8movWQDx4TZ/Jud8Mqk959xWZ2/FrIZhuL5e1xrGcbq9vZ3nuy6Iu2JiIYYY7zLJvghXvGz/yfG0++OKw8tR//333+O4+sc//mO1itvtmNJdpax2RPe35kK+wOW9PPj4Klom9vziULqTjYdDLbj2xcP39GfXzAuPVJRFLAGAd7MsRHhcAjil1BqCq/U69d3tbmzrkJRSwsdquZ3uTSl1t5v6vhuGoZR5CSRanIBYAgAf13HnQ8skOecQwmq1ur6+yrVstrvdbjfP8wdv2bcSYaWUzWZzdXX148dqnrs20iyE0HWd2lwf811zEhBLAIBTOeeu61arVUqplLobx91u1+ZvPFz28QNqJYznec55dbJ4vDcXEEsA4IM6Gb7f9/0wDF2XxnH666+/ppJjl1KXaq2l1hrq6bCpd2zt1xiOF7yvteQQYwq1TmO+DbsffwxtQJpY8vEvv58x+o4PwirvAPB7te6FJZb8+HFVa/3Xv/78888/a61d14X7E04+QevhMJQrHNZasYYJ8Iv0lgDwIbxurY+nv10KSZVQawz1MDn74WudVYkrhJBzTiktA65iK/MbYsk551xq6IahfZVSqrH2fd91XUophPo/f/69f1RMtYZYQoip1qVTJH2czpIQQ02n5cv2expDiOHvvzf//OcfpdRSaowphBpiCTEeinBFF/OvP365jI8nKR1X4jr7Xb3/lJNKDL94LE+/FoglAPCmrdLWamxtsjaTJMYwTfNms7kLM61A8Gce/pRz3mymq6uh1lCr+e7A6xnEBQAX1lYjaWO3YozDMNRap2kex3Ge5+XnX6Cobillu92GoyLIfIrYfMwJ4YPQWwIAl2+sz6WklFarVdelFMN2u9tut63AbltdMSwL4X3mdmEppZQyTXPX9aaXfJZMcvytQVZ8HO5tAMDlW359319dXXVdmqb55uZ2t9u1tUqO13rflwP+7C2JlLbbXQghJQ1c4PX0lgDApf/j2vf9atX3cbOdb25uaskppa7rYozLnJO7voVaw6e9Y90mSc/z7E0HxBIAvqBnexGeLZZ1r/UcYjgU6n30kU9X4nq4eHn7yb6uVyk1xSVydF3XD0ON9fZ2vN1s20+ON7vUU1qa9q8IAzHFkNua8e/8NpVSSsm73W69XqVUc9l3CtXPHLfOvT6fHgp17sX8s9/+7FXO+iw8fO7JBXlc72v57cs3/vTjjz8Cxo8hlgDAb5FSGoYUU5lz2ex20zTFmFJKteSvesittyTneRzH9Xr4ApP4AbEEAD5r23z5spQyjuNumnbjFEJIXco5f4c5F+M45nzddSm4C/7mfusEJWUMEEsA4JOkksOYpRjjNM+bzWYuJYT4HWrmtgNvi75P09T3V22VSVW53jGWXDYWqtzFm1GJCwAuqZQSQ2zzSWqty8SSr9ogLqWklGKM8zy3JquWK/AKeksA+F0N1qcfcDLR9oWzfn/2k4dz1lOKh02HEMNhgZAYaqjh2a3VJ/akdQ6EwzLt4agRnvaTK+LxYf7i4ucxxlqPNxnebBW8GmoINcR4OL8PXrSmWmuNIcY4z7nWEEKK+xP4q+HkLePN687n8Xzx4+v52cv1F1+91FBqCCE8eqrP2lgNIR72OaaYQggPprk/savndouJrIglAHziAPOy1lW8326rMezjwb7VVmOoMcb4WCo5bXD/bJeW2kStG2QYhhhjqCEu00f2lX/vttCWK/n1Bno8aeXXpZH3m/NJDDH+/DXaKa0lhFhKKaXG0IVQQm3Vz+ovHvWHvWifaI4/LGB17hX+8PH3T0WstZZSY4xhP3owvfoDtQTcWkOq+6Tz8rxRn8wwIJYAwOWz03HHzmq1Wq9XpdRpmvq+a1O9KaV0XV/KocdAe/UDBPtnfytX8EH4MwoA5/yHM6W+79frdQjx77//HscxadUdxZKU9i1djV3gLHpLAOB57ZZzW6y9FZuapmkcx9VqFbS/78eSuzPmxLzhxbk4dwFEEEsA4JM1+1JKw9DnXDabzTRNLaXUUoJBXIdYEu6t5K1BDIglALxT2/3lj1+G+pRSnr7Fe24lrkdfrjWaX7KrSz2lZa9qrev1er0e/v3vm91u1+px7SecHD1mX8Xoovena61x3+LvainxDZdDaUf28nc25xJC6Ps+55xS+six5BenoR/PNToesVaPvHxrL7n4l0rTrWLDcok+nByyXOePbvwl52H5bOacf3EwnrF8vJy7OwDwiDZYq5TSmmhXV1dd193cbKZpcnL4qvcUDPjiHektAYBTSx9OCGG1WrX1ScZxvL29dfeX35cKfsfTX943+LOek4cfDfgd9JYAwCNyzqWUruv6vmuZZLPZqKaKRAS/id4SAHi8ubZarfq+z7nM87zb7Q7zJeBjZYNfrMR1vDL9w/ppekt4M/68AsAjuq5br1fD0N3e3t7c3NRah2FIKc3z7OTwJRORnhPel94SAC7QoDnr8a3Iz9O1th4W2jq5i3vy4iePb6W9WufGw9u7j9T1SrHW2vd9KaWtRnJ1tc65/PnX37mW0PU5hFxqCDENq9rqesWYQ80hPnsWnr69/MqWYAy11Bp+76Ip9f7uPdzVnErblxBCrDWEEmoteepSKmVOh+JRH/9yfbby28PHH5eSO5oyXmutpd572x/bWnzi20cu/hJSt7/SWuXlZQdeUKTu9AEPK3e1T0qttevi8l6XGkuNpx+08uBI7h9Kl56/onW5IJYAwE9bmTHGcRyXolvTPO92Y8651hqsC/jCrKS5CYglAPArsSSEkFLq+369GqY539zczvNsMsm5seSk94CXX35PfHtW3nvhZBIQSwDgg1qv1ynFOeebm5u2iHtKKefszLzQcYrTc3KpWPKLWzt3BjyIJQDwbmKMbX2S3W5sRbeWpUtqrRrYr4glAOf9AXEKACCEMPRdKWW73e52u9ZPUmttKyry8nQXDvfj9ZYAZ9FbAsBLnTX84+kCQceTEB5dXvp0WMuDSecvKeQVY4gx1Nr+3WeMVryo7UCrQTQMQ03h75vbcRyXelxPNKxrrW1wV9d1OecY3+MeX227F19dyuvVqePkZ6WUlGIppevSarWa57m7UAGuXxyMdNbjz52P0a6ik0u6/VtKqfWZVHZW3D0q87X/SVvrM8bYLsKnt/aS1zo+luVVfvbZfFopNfx8ltFSPWz5199VFnpLAPh+//FLqTXXuq7r+z7GOI6TOSS/mFWM4AJ+hd4SAD6Di07UbfeAu64bhqHWutvtdtNovNYrtHv2Yb/kReeEHF2uZyxTaF0ugZkAACAASURBVBo6iCUAfJJm3kWbbjHGrutaM3qapnEcS5VJXn8yay0hhL7TqLi7XEN9fSwxtInvSX8rAN/vP34pHcZujW0+ST2nEcnj+SRpTAOv58YGAI87t3X+kscvNZoeznY9efbpxuozL/ezSfP7H9fQZuDWQyapMYzjuNvtci1dSrGkZTCSe9XnpZEYS6kxxi6lWmv4baHu3Dnr506Rf1BlITxxCdYaaqghxBpqDDGEUGqNMZZacymPXc+vLxfxRE2IVsjhwW/jk9/uK0AsZ+l07v7pKx9XyI7p5wdy+AS1Fzh6sXv7XXy+EEsA+Cg559Gm/0mtrQep5LzG7iH57FuHMYZaSoxx6PuYUs55N0/TNJVaagwlhqWalkXKzz3P+/ZE33ddV2uNn/ziXK63+uwzDv/WGGKItZYYYg211HJSnO0XE/5RhLj3w59dqyc/ePBZezzkLLWzlofHwyPbZ7N9klKoP7vXcPdBbskkxBBCDPHZiwfEEgC+VwO67/u+78Zp3mw2U8n3AkzQQnrlWW0t2mEYwpICv3So/nRN6qeXkam1tsVD20I9rZo2iCUA8LusVn3Odbcbd+PY6kc1uZbPe4//g8SSEMJqtToeucOHfb9KKa1EQbv+D6O0lkWEgoSOWAIAv0u7051z3u128+HesNNywcZu3/fhS1cz+xq9JQ8nUKWU2sdhSZgglgDA72s3h9vb7Xa7Dcsc31L24+lTTClVSym+NpC0tmzXhTJr1H4C3dAP3SrGVgQihhiWNelLKUq0IpYA8Pm8ojLS8eip46EjpZQanpol/LNKRCfbD0dLJZ6ULzoerPLw8VFz7FVKKaWUP35cx6OI8nSMWaZWX/by+9k07pPfLlWnnq7T9eyU93bgbTspphDD/de6V6PhJVfvyw+t1v2rH7/i8UcppX75uJVS+r7v+3616lMKpYRca6kl55xznud5ORullGEYhv7HcpZSStfX1znnMZeccy4lxlRCWTobX1587+4C8JlBLAHgm8Sk1qIqhyKt5u++wTlXUukt7Ts67g/HWlr/rf71PM/zPHddd3V1tV737f2Z5zrPeTftxjy1ssL1rgJwLKXMJa+vr7qUwiFk5lzaCL2u63IpOZea8/KmH2bJ6yVDLAGA+03kk9UYtJbfQEqp67pSP1kVrk/dmD7OgUuoWHpvpmnquu7qatX6DDebXc6l9Y2UUkooNe030pRSWu/HMsPkkEnyZrMLIcR+GIZ+GLph6POuLh80gQSxBAB+2spsLa1hGI7XLeG3xpK+79o6imLgWyaT4xFxLRy2XHF1tQohzHO9udnc3t624LE8JoSYaw5HvYvhbt3E05WFxnGcpil0bRjYen21vrpal1JbyGmVhfWVIZYAwCPJpOu6rutybg0vM0Z++zmPMXYp5lLDp+qeenZV+A+85+FuWktKbSTVkklKKX//vZ3neRzH9nFos1Ba6sg51y6ELt2lkXbgMdYQa4ptachl4krbcg5hmqZ5ztvd7j9/XLUX6rpO8S7EEgB4XGuldV3abDZLo83N3N/qUMCghGDNi7fLVMu67K0PJMY4z/Nms9lutyn1S1WJNsPkOHHlkvNRljiOFifTRJack7oupVRKnef5X//613q9/vHjxzAMIYTWZ+IdQSwB4FcbNw+bmGc9/onfPlp9aBm2/mxtome31gaQ5JxTSqvV6mY3rVar1aqLMdzcbnPOfZf6LsYYaq05xBxTjml/DzjcLese6+NN7fDzqk3L/emc82q1qrWE0IXlrvPb3j9+Ogf87l0ZUv7PP1Yp1BTmmGKtpYa7CdnxzJRy1ql79gppUyaOy1XdG6f0sPLbvdpZD1/u9NVjTCGEkkNNIcbQrqmSQ8khxvr0uX/6SOOwLqWUvG/x9zGUUvI8ha5LKdUSum5YrdZ9H8ccUgqbzW6a52ma5lpC37eOkP3F0aX5dE9SX+9dIsvslC6lrsSSakixhDqWXGKoKdZaS841hNClFPp5Lre32/W6Xl2tV6thHNM8z13Xp5RKKfUwQqwd48kCQQ9nxfg7jFgCwOe2VCktpUzTtF6vhyFNc9ntdrW4fft270KMsVre/aJ2u13r5uv7PoQQS04pDcPQIn1Koe+7ec7TVDbjLoQw51xKyTmHLsXfPKGqZfKc83a7nee57/v1et11abcbQwir1UrnCWIJAN9Lax4tY9yHVco57Ha73W7Xxdgld2HfQpvS4Lb3xc9qCKHWfQ3fVEvOudb90KxSw3a722w2tdap5JRSecMqvS0atRTURoillK6uhmEYpmmSSRBLAPh2DivHpb7vU0rTVDabbS257/uSZ5Mc3jKWzPMclIu96LVdaw11f3kPKfb98fzyffXeZbDcYfHQWkIopXS/8+Jvs+3DYXRWzvnm5qaU6+vrdYzDbjf2vToTiCUAfLOmW9d1y7zbzTgvxYWiTPJWUkoxtJFFSSy5YNO/67r1ar1fTH2eci5d6pbVeJbJ7qWWcDRJo82k+r37FkMIIaZUWxCNcczzfHtTU1ytVsPVus6Td5BX/j1xCgD4pPq+7/tUax3HMee81CNyZt7MyRLjXCrsrVbDakhdF2qtm83m5uZmmqZ2wkuu4zjO810OX9ZSDG9S5vi4IEQLSPM8b7fbnPPQuyPAL/xJdwoAvo+zmo/HLc5Hn3hu7ay2GEKrndWGnZz19BDulmuIMfZ933VpHOc29Tamfp7nGGrf9/FCreRlkIxm98mb2AZupZTW6/U0T8cL9r3wejtpPb/iDL/kgjm5ho8rcbV+hpfvwM8qyx0X+zp+2LNl646vrqWJ3/d913VD19VSbzdjW82wztNqtVpK2KUuDcPQliU5PpNvM7+kHh9ajLmUGGM/DLtxDCHU8MfQdaWUNhu+XSQ+NYglAHwdyzoM4bA4yTD0t7ebtmyC2PAu70ibmc0r7EdnHZWfHoahjUjMOf/1199tbsnSB/KRL4NleZNxmurNzf/5jz+Wo2tHBGIJAF9Hu0m/rJCYUpqmqd0wttT0G4fDcFgSZLVafaKdP+kted+iCMtutFPazuQ4jm101pRrCCEeyi7Hj31Wj5eEn6Zps9n8+PFjtVrN89yuEx8cxBIAvo7WjOu6ro3+yjnf3m7CoUxwSkld0jdLJuEwBmm1WoXPtmLJo+tjvkvM7g9iDDc3t/M8T9PUukf6YR1CCIcCwR/rBsH9M1dDCKHGEGKX2sndbrer1erqatWKCIsliCUAfLXWcJuREkJYGnBLXdSUUtZf8raN+8MgrvkT7fPHaeIPw7DUVs45bzabkznrtdZPMXn8ZDRa6zzZ7Xar1UpxNsQSAO41xX79uT9rzz2Yc3z/t+F0telltNXJsKvWlDlphi01T9s4kK7vuy6FEMdp2o1jySWmVEMstYYQ68cY51JrfdUC2/fPUgihnZ9a634ATyqlxHdaILIeDSJa2sophD6lPoUyhxra7fJHroF4zpX2cE3G52aNP3e9pf2Z3R9CDPVuOfr66BT2l3+Unq2JvHxqHk6LSimlvp/nvNls26itQxqJbW9LzuFoEFf7qv3f3dfxkY6q+PtTQHz4Fsf9RPj9caduM479blyvhrQvLVBjCK2scTgq4eXvM2IJAL8l2Jxkg7tGdThuXD0+fubhg1ubb2nMdV1XYxzHabcbaw2p79vicSGlEMJ7zwuOJ+nrrHASH0smcf//IYSQSwghpBjDmzfmWvP3riVaa0wphlBDHLq+i2E/CeLuCfHpZvJh5Y34MJOceynWEI9f+uElVO9fecd7Wn85wLejeKJ53dJHjLGtfd7Gay39e/++uZ3neR9IWodDOD2Ly8nbh5C4T1bxkElq3D8t3r8Q65td6y0d1uMdiCXFUOt2HPvVkLpU530s2b9d9fQmBYglAHxobVJ7rbU15kKM85zHcVwqq37VNs3xLfZw6EpaDUNrpn6Ee8ztLTBn4Km2+1HR3jbabbVa9X0XQthud7vdbrMbl+v8i13M7djneZ7nfLXu971AukcQSwD4pFp5n67r+r6vtY673TTntmZiCGGapq9dnba1U0sptdZhWF9fX6UufZD55bXWLnV93+X8xc//L17AbcJ3q/xbStlud63WViml6/oljSyVrL5OMglhnudxHFssqTXIJIglAHziWHKXScZxN04lhDZL+GsvVHI8/j6E0HXd9fX1atUf7jfXd9+9UmtKqe/7nMsXvgLrg5lR54bqHz9+9H2Xc9kd5JyHYViv1ze7cekQ+6qmaZrn3EZjRuO1EEsA+Kz/fToMxN/tduM41hBS2veThBCGYfjaA9NrrW3kzzAM/dDXGkrOoetqKfG9R08dBnGFccxd5y74Y1fv0Ke+ryFsxnG73e5XZO9S16USwnYal6lTH6Rg8YXjXK1d15VSxnG8urpyPSCWAHw7F2+pt4kN7euHI+AfvNwzTau2qWVhxGUjrZmbc2l9IznnNhB/mubdbjfPc601xn0d0uOCpB/nxC+nKJw/T6DWmlJsS9G1hVnaTOgfP35cXa1rDaWGeZ5ryaGmu/ZrDLWVIXvDBm2Msc3evr6+DvvisK+ZKX78dVsg/NHCVs+cyfu/flgv7rh2WQxxuQLjodDZE6/1bJ2uNkar7/v7jwnr9bBeD9NcpnnebDa73a4d2sPg0X7yVTtM2um6ubm5vr4qpYZa90sr1rvpNEZ2IZYA8BG1NRxCCH3fxxjHcWqrRN8197/ogS95r81AaBMS1uv1arUqpU7T1A+rDxXDlkqv37r91PchhJzzcQu7nZV5LpvddpynOc8hxS51j+ScbzOmqZQaD0Xkzi1Sh1gCAO+jjVzq+76Ust1ul76alFL90s3g/dosXdcar9fX19fXVzGGcZymaer61TzPQ9fV8P7rs7T3KKVYSv0dG3/5b2s4Xf3m7U/Fwy6acZxvb2+301hCfa8d+1Byzn2fDmuaVP0jiCUAfILmy3q9bmO3xnFst5/vqtB+hCb5b2vdtoFMbfTa1dXVer1uS2XXWler1X5gW9+FWkN6/7PQ9V3XxXku7zwFv77nNTGOY9/3bbH2476jaZo2m01NsRv6cLdUaP229ZTneV6trlq3kt4SxBIAPoHVapXSfnGS1ohpsaS16g7rsX1NrcWWUrq6uhqGIec8TdM8z63yWKl1nuewXn2QaNalFONhcM6lE9rJaXnit0dLtr9H++mwPOLJVJl9/0lMU9k3xGPfhdrmAd1J36ZxnnNuE3v2o938pUMsAeDDx5J+ux23222bETvPc2up72dF1y87Gj+lVGsZhqHVk22TasJhjs00TV3/gcqO1VrbVPJvPmX5x48frc3dKhYcn4qUUuq7qZalnMN3/lwf18zYp0kQSwB42MQ8bXEePP74kO5/e2Yto5Das+rxzeKYuj71w7AZc64hdP3cprn3Qwih/OS1HtrPOW5ft2d8nOBRn1rfo5a6Xq2ur65TiPNuCqWktvxcDaHWP35c/XmzazMYUkqhlretvVVDvNv5ksvV1Xrou3kuIZSUUnly5ZLy6LtQa4ophlAP71MJtYRaazm5l36y8ZNb7bXWp9/lWlLbSEqx1lBymKfSdd2h46I8d0Glk5JxrSjcMAyr1VC6OE7l9u+/r9f9evWjHUcJfUndGFOfQwpH4w+/sRjj8Yf3+G+LzIZYAsDHUkrNOU/TXEoppXyToz4uwLVer9twtTZi7aQNtz8n9UPsc4wxHOaaf+HJ3LXWWveVrJep7cMwDENX6/9v7911ZNma/L6IWJfM6u59zjcXYDRDAjRoEaAsOTT5DLJk6gX0DnIFOXRIn/bIoEOLBOjpBQSQAJ0xCAIczujTOXvv7qrMtVaEjMjKzq7u3deqrsv+/3Dwfb27qisz11qZFf8VNy6l3q5LK6WV0iWBeQ0AZAkAAICztvymff/W2jAMze4NcX5794+zEySeBp1Syjl777lZk/gbRMTdEd7pZesJ4uOeuYeW+Sld8ByJCLO01uZacH3fe/2xYRjW6/VAxmZePw2aBADIEgAAAJehT0xVWQItYjwuW5a4sRtCmP0krbX58udrn10oRMTk/TGOb6/TtifmZXsJ5syQlFJKkZnGsW42G69GwCkys9DkNYIyAQCyBAAAwNkbf5Olvs1sWbaWv9RL9jpOKSXPd/fMaZrS3212RHjq/+QtoYWD6XiCKoRAZKoaY2ythRAuco6aKjGHGEMMQURJ775vxjLWUokppGjMZNZU3aNyqeMAAGQJAACAy2dpYItImwoXmbsOLtjO8yyFq6srZiqlztWQ51fnSLY53IuZiI/fu8Vro9FP0CJQRGLOKQkR3d5u7u7uWmsiwkFcQocYTdVMQwjQJABAlgAAwM/OW63DF4tl7by608R65+0vl97a/mYq8qtKU8OHQNutf2ZurbXWiKfoICJ6h523PZb5Px47FWaT+ihW9Sw8mPnq6irGaGbjWHZyx33A/fJFhMjW6/X0ktqDSlxerYsO29DQI8dCiB5LtrpaEVFr6skwc1v6Z6ZlZxAmpxCLf7gfY15mjzuTvH69PT4Tn+6dDn7L7J2d33jIHBGllEIMjej77WYchtoamUkIfj3Tqaqa6pwOjyCu3S2HaU4txrjNiyJVDSwYHgBZAgAA4PONk0mKzKWHc86qWmsLIfxshpzrjaurq65LrVkpZdqAf5g7vozg2trrfAon76d6SYtzqUw8Xs7Mrq+vY5T1UNbD6HO0VWjgDctl2owgXra3h3gDkCUAAABO4ysnRiLb9gr8ueJeXJP0fR9C8OJas/b4kdHsou4UZMmc97I0MS8MVRWRrutCkPV6uNtsSptqoz3TyQf8aMHMgYgiYoQWigCyBAAAwAmYs26giIgIj2MZhiHnvBNac9l4UJb7ScaxllJ8WFJKj/P75wpX9+Ft4WhiwMjmIgQppUtKoliWO/M5ctn822+/l1IakboaFKZFq5b7acLt/ezAbitccwjBPU6TVoFCAZAlAAAAjqVJZEutdRzHZY7HT4I3TIwxtDblIXhxrUVG+27/co+Y2umueFy2fVT0YtanL8UQghdAK6Ws1+thGESERWyu10xkZDtCBLLk+bG1rcYW4dYMwwUgSwAAAPbBG3LcP/hpywT3+6+ZGJjZjFqrwzDM1W8Pa2w/bQTZIgPbXvk3P9JaD39JHqZi26OwEHuCbwjeMFGEa621tjkUyl0QjzXJLFqIrJQSQjhicgMbBWMhMuIogVSt6U6y+BsW2Daa50GhYyMzMp1Kjb1p9b70huloTGxEakYsRmzbg8YQQgpEXFobh3EcRzUN7sJyh5X9cNKPfmcv/nv0Gj8hwO41MM29OQ/10PEGk8zcdx2psRETe5EGr3KBJzOALAEAAHBIE3bRoH2uKCUiRFxrmftvzBVv96tMpqNvjemnzLX3y5KdLoeP/9RoW1iKidiEubUqzFd9zjkzBVVtTefPmdMVHn/yfSMXNc+JV/Im71636lNNOjYKkzUpSYJrqR1791kLlR+pBH5q+HiWtE/pindKbt4e3hdbCLFZLbWyhBDCarUys9baOA7DMExSkEW32dr8cPZPbcPh9bJETclIWNznI3TYSCohFmYiCyKrrjezZXWL5bKHPgGPFg8AAACwJ2HgUTGuPbYxP1Zr9ZZzF379RkY2N2X3ZAxv4j4rjVfaYf62k4jgWuQJuNfrjNenTIMvIimlGMhMN5vNer0upVxwJxafO2/ZufUAHfY54FsPnluCByN4PfCWAAAA2Js5oqq1VmaOMbo5Xmt1P8llN+BjYiWd3AHMzHxzc5NzdnWh+oaN4dkF4fVq/dOPi6rmnL1XyYFF0AEXiUfE5ZxcoHz7vi6llFK8Y/1F6ZBH/V48RSbFmFIqYz30zaiqIpxSgjsEQJYAAAA4AnNRKRGJ0cOWmvtJ5pSSS9Vj889e0CmldH11bWTjOBIRmfiw2OuyakIIvr19ItNqZjHGEMSLO3+aLNlvkE9KKaZgRpuhbjabMg5+CC8vdsEtEWutXdellG6ur2NKX3//VsZy2Enk6SGApyKALAEAAHAEPBHCbZFam8duLeOX7NJLAjOzsMQY+74vtbgUWea1v2YQtm+2efSO7i0xM2+leNa2e4phGNtmsxnGoqqyvZALXJYPL+jLzc2q74k5hlBKLeN40CXliySEEIK0hnrAALIEAAAuxsB4y/7xWw2sJ7KEH1WqffieB696lvBcV2rOJ2lNx3Fsrb2Y2GqLqKdznJq5mhYRCQsRGdtqtVoGO4mIF5fdKeg0j+3OLIQQQgjjONZapzLBT2sgMjU7cA48M5tp13Uxxlr3EIm3veRp9l3q/MiJtPPLF0PIPIzwfti3w2tmxPL16/e7zUZE1HxHn19zT52I3PW7qbUWJCxLJjxeVPMlp5Surq76vvNaC6pqRq3Wz8gRMlqtVkGkDONOgBzS3AFkCQAAgP0zCxL/p6dSuJ/kshPcZw3mu8KHsLROagvfy72e/qRsCytP/xQJtOg9cjnL72FTIGautfo69OQuIuq67suXLyGEtu1V720Nt8n9fNDV4lWA4SgBkCUAAAA+z1qduwEyc4xSayul3Ecf/QQjQPveAF5WWJ6Cvo6tCHzD+x25Lvvtk/MKa3jylviM+Gm7gFS998lcxob90sXk1Qg8Bejq6uqq61ylWFOtlZlrKf11Wq83w92aJRy6u2GKSUTMyPN2AIAsAQAAcFjcTp37ZA9DmSOaLjtUY04RWQRx8d7H9kRkCfNUUmnpizhZS5229X9TSkT6uCHMQk+eq3Lm7Qqc05bcbZJS6vs+5xSZS2nr9WZO6PdavV6CIoV46CtPOcUorVnchtIBAFkCAADgsFagJ5O4kTSO42wh2cEbuZ+EOJmjaPb7sXQyQVx+Eu+uVfXBylpvGgS30UUkxhhjFKFxKDnn5UFnzXzui5MXiTF+u11dXfV9L8Kl1M0w0sMYyxijKs3pXoc+txiCMFUzQdY7gCwBAADwCbifxANISinzDi5durdkroMcQuj7XvbdmniZSX90A9oNX9Wmqqcck+PdcnJOzLJer4dh6HLsum7OqDd66C05Z2XiniuvRu1XHUI003HUUkp4GAdIRCmlYRhKKVMlgAPfnt5F0cyQ3w4gSwAA4IzZMUOfbBD+el/E+2pz/UhUzBv5bjfHGOcs21IKc3hejzDbM8kY8uyZ6ksxN9srnWo87dceiqKlFCLKKRGRm3d97vquJyZVNREiYmImVtsNdrIX7GkiNjNTMwmJo6yHuqkt5K4SKevTUsDmTHQ76HJcrVbM5NWc6GMOkIWhbPOfvlWDzb6Oqmo0lRwws5xjTHEc6zDceSG4vkvznzAbT7cR63QaRxVRr1AdJsxGTKREMcam2qVERKbGapHlenXV972ZlVJqHSfHCMucZlNNjSil1IRux81IGvtkzUj3dubzseaVkFi7wHUYuhjXd3dd151+vQQAWQIAAOBcJZM7Crxiqdf2CSFccPGt2VHg3SGnIP6UjYxpKpG8R5N1rmN2/Fijyei0U3Dd7EigGKPRVISq6zIRrdeD+wRoG8J0pviVqioTsbneZWFhYiMT5tVqlXOOMc6lt36EtxIaa61TaWAjM96fTpiXhP+gqlervDw6HpsAsgQAAMABbaYQggjVqq01N3dijJdVhfUJWTL7iK6vr2OIzKymZiYs9oFrNzJPYuZttw2XJfe+heONqzD7hXvaxmNZ8plCZa5R5v+spRpz3/cxhtZ0s9l4s5e5dvNZ32LT7PvCUnWJQkRMrOQ5XeyF71wnP54UXzwiEkS8Ph7JoWSJtw31dbtareaXUIkLQJYAAAA4OGbkJpFviKrqZYdqzG0xVqtViqlpI5tURNO2l11hj4eZZcmJ2Mdzo3o5dlUl3Vb5pam0lKe3i6qu1+vNZjP3F7+MiguybTY6BfmZ3gtZM3dUPp/wM02f0aTW+OAz6Mlmc04LmicCyBIAAAAHM5VEPHbLoUdNFS8SVwsxxpxzznmZDkFEvFc9pjoN7OyjOGJyttu1S/35WK19sjicbd+QohFvNuN6vXazm7ecuywJxL68RCSGIBy6lGXKX5qa2XsJ6VkGPDlQzByCbDYbz4byxCdh2bv/bXYkdl1H2xp9eFoCyBIAAACHNVKJTFXHcZy3pf33F1wJ1C+w73uv7FRbdddBrTXn7BH/eznKjkl9GmW4+ER60czlmEMIOefS6mYont0+V6meQ4kuwCxm5iASY+xT7LpOhHgSq7T0X43juBPE9WBFEQ/D4JpB3dG077DAeWGEELqum8/tZyjKByBLAADgcnjR7py/1F9jGr74aU+W+XpsGc+vLhOdmTnGMIezL/dot+JEXvxwOh+/yrzj21pLKfR9n1JyS2u+di+O7OnI01+Rva8tRmstxEhEpdR5rKZ4mKdXBpma0Z5rvYqImglPJ9B1uZTJEfFkavVuzbFnL3xRye3plbnzwlJguAcppZRzIuL1er3eDHVh+M7BXef4HPBVNFe1MtUYQu5STqlLyaxpa1Peu5FsnZa0DWbbifqbHUc553Ec3VWiql7+TM1k3/GWcw+fnMSq+i0AQQIgSwAAAOzNQnWHgAeKEFGtzUNHfga5GGP0mk5d191cZY+BadYOdMTTiT6aO6C7qanbU/r8LoRe8M39IV54KudkRt+/fx+GQYmILyRSyBWvtzsUEeHQ9/3qKgeiWk1bExHyTPXJ1n9B/plZSomZfA0fdLXMEVw5Zzw2AWQJAACAAxJC8ASD2h7kVFy2LHEb0Y2tIIFo6sd3uD1g3yk/br770inHzHTUtoNzmYGUUs45pVhKvb29HYZh8hJcykqc5z3GmFL6cnOlSlp0cgf5vLx6InwhibDXpTi0LPGTjzHGGNDRHUCWAAAAOJSFGmMMIdRax3E0kp1XL5jWWtd111crEVbTZX7/IYZ6CuBpfiA+hdnfxhS1YwXkuLOu67qck6p9/3672WzcfcfMTfVivCWugbuu6/s+iq8vpwAAIABJREFUp2jNvNzWVCOY3xx2JSLMMozj811N9jVNnu0Tg7RmKAkMIEsAAADsH4/jKqV4pSPi3VyXi/12jDGl1HVZAptNJuFcLXe/NrpnzM95BapKfEzTbr62nbiyz1cmIQRXxeNYNpvNer0WEU/vVlWyyylJ3XVdSqnrOhFWtbIZQwgpxSDSaiPi+04s83J86c4lss1m86MSavuVrykln5fWNKAEF4AsAQCAC+ZH29VvznGnnX8+ej+Zbc09bxdYW1NttTUWOV8zkP0/vzLb/vwAdVXA7AWFUs6ZmbQZEbFw8Ms3mmJpZuPwLcbxj+x7UwopEHEp1WyRxW4/TiS4b2ph+11ptlgmukgl+kHey07K+1Nn+aMF6TnYNkVrEbOaxRBsu+BjTswylHJ3ty5lDDEyczNzU5uFjxjExba9OLu/Vp5fevIvptknIg5C2nSq8BvD1WolwsKmatY052hGrdX5T4zIfFnwC88HM1Oj3MWx1NaUebtu6fnTe/UKmZrOb9eDaZDQpRCFyIytEUGXAMgSAAC4RPabZ2zPmZTTG+7NbOZaW9PGzMTEwqaHOrHPkCVuNdpkme1IA2FTbUIUQ8w5dTm5iAs8W5zTXrX3pHtgIb6kTF4qQcZmFCSqWWu61VDLGbIfro0DrDciNps8Qk11NnmfPH97YUntVn57KLCZiYIrEzUWFq/3xdx1XYxxU1spwziOTZVD1OnzmCQoEdmRV9RS8d5L3+m/JxbEssNPKyWEkHJ2P8nkKGtKRMLkGsTMfOUZkZLJVtJ40bKdWVvOkTGzhKEMZiTyoJjbPlYMG5HMfehVQ4wpeHsdi8I7qhv1uABkCQAAgA9rmC33Xeou+mJVdZtanT5ffBKRtlNpAnhv4x70fBaeHma2bYigRwSp6t3d3Vyf6rxk8OPVtbTOfWBTSqvVKmePSfvQpXmw5Tw+MUZVa60drnzC7PfzamleKRtdFAFkCQAAgD3bo5PlQVPdrZ+k9JabiSmlz+9c7sZcbXXviSsfWQmfU3VNt8tMWESk6zvP1V5v1rW2s11+D7rNMJOZtqZe2y3GdNXdxBhEgusHL8D9kcmaR4mZUwqbzVhrnduhHE6WBAk5Z5clXo/rZ3hcAMgSAAAAB7dEf2TEbK3Di43HiDHOTdw/Xxv4sLfaptbdp6FODy4IPEnHiJklhhhjyllVv37/tt5sYoxLJ8BZt+ebbyvvg951XZ9EdeoR+fHrWmoSP1Qp5XAjNkWXEYlISnHpXYQmAZAlAAAA9m4x2tI81al/wsUW//TAoaNoktl8PG7Hknsb+uHJHfpILCwxCFFMqbW2Xq83w2DbfGo6tyymH02xiHRd5yGCMbKqtaZzhOTHP9/xkCozqrW+lNG0h0Xrzh+v+uUBXWjuDiBLAADgpC2SjxscBzqW2xB+CI++UNUgwR5lkZyZqfE4ld9oaf950JTHDnnDxJyjhy3RXnevn7Tt5+1/WgTD+OBvZ+TVR9n3vLgY8IxtX3kvLao3vLqTAjHNlXBKsTYtZby9W5dWmTnE2EzJzi9h2pdQYGa7D4D0nCWvOs1MpF7b4MFiWA7LO25k1yQeRnV3t2mt7Uvz/EBFs5cRizEsFfXSb/P0rQnRAiBLAADgAtj7N7rbMUTk/el2d+uNlinvImJ66oOzKIFqzwsGv7SUUt/3OScyff1G7+7b+G0nuTyH7UTwoypVr5JeZrbfRWH3BaLpEBbt8pzNky7UatPNZlNKKdpoSsuYbN8zMmenFchTjxFXJSISY1ytVjHGqbhZ08cX9SMd8kqPx3xo/2G9Xs8f61Jw71fqOj+lFEKcSyPMDpOds4IsAZAlAAAAXitOgoRSS63184tQfRqzO2L+TUrp+vo6RlE9ftJMrVVNtwFLfMFTsCzWZERN9fb2djMMHMRmufU2uXcquoSm7HbTVtlaDKHrctd1IQQvvm1mTKaqLHGvR568bX3fbTbDUhgcQpOoKm9bjnr/RzxFAWQJAACAD9FaSzGJyFjGORj9Itk2yLa57FXXdX3fB2/izsdsguFugVorGR1ib/ukZIknP+wojtZaM+1Cqq25Jpn6wpzVSPgiUjVV5Sg55b7vc87MPKe2zxzCkmdmER7HcbGuDnKUOVUmpUDIcQf7A+WlAQDg54bJyPZVEegc9AmLiMf6uyZZBtUcVyLSRaR3vzj4IQTmB9as1wb2rp20U1v3DK8xhJC7ru/7lJLrzJ1C2weKjhOR1syzSujVAWDvUtHkwWkIyAL7Bd4SAAD4eckp11bdT3Lp+/T3plsIU6eF1lRERLg1DXLc05usSbloQ89t2Rgnb8l8re6/Gsp41s341IyZYozX19fXfQpMZlZr9Qu8r7ns+oT3WdTOs8JSipvN0Fozu8/r2HtlubkAV4rBjAwRXACyBAAALteAth0j4JXv/JG9MnfINjMJaS4/JUKbzeiJ1p58vE0YJya2V0Q17Zyb7WbEn5C9IkxMGoT6PnddR0TMU/AWM0ngd4ztO2Z2lka0yAeQEIpaUTMi8X3u7dAF8qCmz9MqzEwPDGiyZ50XzPp43Ob11og91dsrRHm5s9u7TUqxy9GmmA0WE+YQQ2iqRCRGemx1Zi85bULdBBE1JaKmJMI+rVc5WJLZNeK/XC6nKYiLnr1Z7NkFyWbUjBoRKYkRKXPX9ZXs983QWALTXEKNn2qD8/zoii5OgYmE2ZiIRM2aspQs8ut1L0K1lnnNzAn3SGoHkCUAAACetjJnG9G35EUkxqBq49h+qqEIIaSUPthOe+/60yOXtCldRATXbIW7bZpiqrWKSM4pxjiOpZRSa/WqsmdtvS5F5tGdPEEkCK035XCtb2whT1NKe6ymDQBkCQAA/BQsO0X4pqYIm5Gqur34E33hxRhC8FLIR7f+l53LmVn1onJ75uGtteacV30yo7v1cHt7u2ymccoVx/ilhPsQgtfXflxe7BiSW5hpvV5PgnDfy3tarlMMJHVdx8we/HnZ2VAAsgQAAMBBbEQicj9Ja/VEGop/skI7HdN/mf08V2qig/Xk/szrWva6CRJyikQ0jHWz2cwhhds3n7HHpLXmGVmn4C1h4VKt1kqHWd7TvgZNWSWzyxGuEgBZAgAA4LWoqm/oLiogTWm4P5tJ8WSL8eNa8FNRo0UB2b0nKB/HSmZ2x1TIudb67ftms9l4vvuD3vZnfmfFGHPO7jo48royvr29Paiy3WaqsLdh8XDQi1mxALIEAADAZxhPywj41t7YSvziWAYRnc6ZXEwYjGs/VyApxbuh3N3dlVJ8f909DAtP0WmLq2dfvb65ubq68phAt9GPeKqttfV6nVI6nPA2L+/F7J1YfJb9B8gSAFkCAACna/ge6M3zn9yXGX1sS23NvlmN3HdwUx3H+vjo91aFXcDIGxEJs7bGKarqTjLJK83HR0XGbL/n6SfmZrrSfeDT/Mvn/562ETXbJn4fXa4i3FqLIikld6n5IPAblyUzp5RiDK3p16/f1mOZtcpSjM3L7XRzS5h5W3h3vn38/FNKfd/f9Mnn0UO5FpFp97O5r2fIrAEeD3hIMaX8/fYuxthaE/dH7TVEs7UmHHPOrdSbm6t5TObmpMtrJ0R2AcgSAAAAP7Ku5o3qUsoFd9H1tOMgoqpNW5dzjPFkc/rnUqrMrHrA5nevOZP7olJv797iOmpOtPDO38NQvn//XkqhcLZmhhoThVmaGZFRa+3q6urLlxsRItOjLyF3garqOI4uhCZFtHe1z1RK6XMXQiSqeK4CyBIAAACvsyEWhq9rElVtrakqX27pLb/e7e51SCnFIKcZIrVbhmvbZv5Y58k8uVzeUT159gzEGFNKIchmM3779q2UEmPUi7ih5nm5vr6+ubkKgVoz4eMv+BCCEbksnD1PB1pFrbUUo8jR5RiALAEAAHA+mmQniML9JB5uccGFPEWktcZkMcauyyEEET7ZafKN7dmRNf+GjhQD44dOMb3DWvVqCs63b983m41HOqnq+Wa1szcVXVQVu7m57rpMZLWeRJL3VMNNdRhGU2UJsyzfb4FgX5kppZyjqiFCC0CWAAAAeJvV65aTO0novq/ihV91EMk55xxJ7cRP1f/X1RQdr5fi1qFERBTie4K4vLlerXW9Xq/Xa1cpdPZ5/JP5HWPsui7nnLOoUq02FQQ+3tXd91RnrrX4mEsIrm9FZP+yRO36+jrEpM3CT9TrCHw2WFwAAHDJzJbKxXdO9NwSb6rAW+t/aXmfouXLdArm+zw+/HbvRgghxsjMpZTb29uUkudej+MY4yVsfYYQck45S2vUmsUoMdLpdP3xet/8KCF+78sjpcQXVDIOnCbwlgAAwKlb2y/WtL0vvcUiEuYsC9WdmIvdzzgrI8OM7cmT98HJ1roUc44iZKZLi//QsoRpCpthZiFuqjsNwndGedHYkUsptVWit7hK9powMw9RSsnzp4OEeVSVrD1Mx58HM6WYUjSi75vBWyWGrh9ViYwksIRipBSISEiXI8FmYibHbqeosxiz6SzYS+B6fS3RGMX9JCJkqsIk7gRSEl5ouffVmzbZmQZ6mMfy+Dmgaq64zcg0BAm1tM2m5NyrmmolIhE2048OqnBrTVgSS1C1Wr9cX/eBiJpSJQq0qNnwjMoFALIEAAB+OuaIoGUfjLljySV/h8XoUWohhJubGzf3P16e9dNmzc3NoxfKNTPZ5k/z7klObrY55MwXVd/3IXBr9vXbt8tYacLCTK01NhOR1Sqv+jy35nBf3OmcbQisaqWUQ7RMWfYkUdWUUs45hFBKgeQAkCUAAABeZeM+8JNs3SyXc407Lgg1rY3Mckx934UQTqqJ+/OT1VrzGKfWmp1AAw/3lqhq2F0wpnrvlfLW5l2XiOjubn13t9btGjt+p/O3m9+0cJWoVjNjo5xz3/c5h7jNojjB62KmWpvXBVbVA3Wm9AdI13UxxhPUZgCyBAAAwOnKEiOyrSahS4+mcCvZe9ulGLS1ZQfJEzeRp9RkstbacVXJ7GrLOdVSaLdn331fzhhjSiHFMJZ2e3tXSkkp1dboPFMOlmXpmEjNxCjnfH113XdBTZe1Ik7wVhrHsdbqcXd7P735DvL7y/UzXCXg4HclhgAAAC5KmSw8BpdtRnjFp67rYgxt25FQDpn7u3clcFIGfZAnToZ5GlVPbRcJpdrd3XoYhmXE4AWstyih67q+73MKyx73p+mCU6Va61T1+2Cn5z60ZcdMpLyDw96GGAIAAPhMXvxef+UX/9JE8MgKj9tSu8xqOUK8bZUoZtZaCzF2XdelaEamyvJgS/vQJvJykF9RjeCJ6WOmWnWy9o66IM0sxmie6BKCkW3jmlR1apUYY2SmzWYzDNMmPRGN40hHbbfytisl84uaMtupipfMNgsS+i7nnFOMxKRqxPamC7KXgtke/fI5Ubrz+8fRmKXUWuszeed7Wd4hhJzzM7LzXKYeQJYAAAA4CPMm7myUuCW0jTKXS7US5m4Y3ogw55xzMiMzEgk7tv2Lg8C70UpvlgbP2GQ/8oTMvxcREZ7yf47a5nLu0W5G2pQS8cNr6rou51BKu71dl1KWl+yCav7nqethezARQuKasMu5z11KKYZA23pcRkRk7xO6b7oB32fZz66Sprr3NqnL0n8hhGVKyTvi2SBaAGQJAAD8LBLF86d/hrpb3jZBWwsh9H2fUmQi1W3drfMxftygVCVvpHj0JRRCEJFa1chU1SvAuvZbrXolXq+Hu7v1IYo+ffICmvpXTmtGQ+Au5+urqxgimREpIUbpKdUEAGQJAACAV9kNc4478cVmDPK2NaS3knDPiReJEpFtwv/ZTJnXDfNZO24lLpclXv51GkK+107M/P3brfcR93JM57uEhGX2K5pZinx9fb3qV361xExzzTGfpp/1kYJyW+Boaw9DAAAA565Jfp4dTRHJOacUtldvIixC5xUn4u6dWZacwqhOEWUetmSTXFHV9XozDMOcY6Cn0978XdJ27mnjxRJyyrQtXnefQYHHynx3nUnFbXAxwFsCAABnzOP+JJdqRKhZSsnrbqnaHOXOTGbUmnoD7DOSJR56N83ZUc/d3U2ttW1ahZERM9daSxm9v4onWJ/1Prrp1Bwwptz33VUOZlZbZWLxZQRJAgBkCQAAXDDPbze+sjDXrDrUiJmMuLZt4BYJ8WvVyGnvfT7YifeGg24cM/Oq77ou+0XMIVsic8mgtyW47x32mk5EZrTwKLBburwNi5p7gNA2a5mZ39nmncnUjD7qKVIr11e/jmMh0pyzX0urGgKLRCNW8/jAV5UL2x3nQy43o23JsFecDJORlusudl32Rhzsie8c5nfvnDK/4kq3ldY+ep2vd0OZkREpk/risgenGuzlUfc/n/tIbseBmTjQPByveiIhnR1AlgAAAPgJvp+2jaX9ZwnhYi7tpDqWxBhLa6qac845W9NLXVEppTm//3xjkya/DgCQJQAAAMDnEEIYx9Fz3LuuE7mcfdk5seQUjGPfKQ85MXMdq7gzbt4FP20L+E0NX66urjyP/xwXDPwSALIEAAAAOA7eLcHzSUQuqr2094LwwmJHNzdDCEGktXZ7e1fG8ZebL1s72FXJ6Q77WwfOk2TmdKxwPv43z+qZVwoUCrhUUIkLAADAKWJmOee+d01ClxS54irrdGTJUMpvv/1+d3dH95kD0xRcUgkF7xLjfqrzcj5svSWQI+DCgbcEAADASX4/xZhzEuGp7tYlBnGdwslsNhsiUtWu61qtZzaSbxS6s4l/XqFc8wl7exUAIEsAAAB8BiIyt0f0DF3/59aQ8mxp2qkLvDS8Po2dw33w6GY2h9l4+jWRV7WawokOulnsUoEelT5796fRovSW25I+pyEEZhrHkbe/ZJEj+iTmlVZrXaZqTCcuTM3evSQ+YfnNeRdTWbOtJ0RE+r6f7xG/leamJYdYP/NZzd1RXjNQP6p/MH9ISklEbm9vV6veg7ls38MYQtDWYghfvlwzTyP5o1pbL/5mZ14AgCwBAIBzZak3zrpk0Ju/kGL0uKYYo+uTi2HHSDUjdKnbgxKYUt4n7cfEPrIi0uUu5XT2FzillHCtdVtO+iDaT1XJKMYoInDIAMgSAAAA9yas/7AN2/hZei274e7tt0OQC7vi5e64qs07ytAnH5AlLHzf8cPIRCTH5ClJKYm2du6axDcmxnEspdDB+oSoagwh5zzlcQEAWQIAAIDoQQTFXEbW7dfLDopQ1Rhj1+UQgupFXewylOhBf3ewJ9yCjzH2fZdSvAzz2ldLKaWUMsvXQzwHmDmnnFJSJUEtJABZAgAAYDYRZj/J3Npisbl+sReeUkopXp6fhB5F3XisGs15BVj077xTyFusuCDxWtIxsjccbI3Ot0rCvA3hrpJaq0dzeRzX3gW7uyhFuDUNQbAiwdH2FzAEAABwahbJMn2W6GfJQ/D220Skahcf3Y7Yrb0r+ZRCStOtc0m+qGWy2YHiOZk5hPuqDAAci5/RW2K2Zh5b42pdiKk1C0HYSEiZlIgGhlp7D11pNcU/Ev+5MVfaBErfx42U/37dVnfDDf8Jhug93xYqFr5RWXf5L8xY+zWzko1F/yjDP9Db3r6sMUrvYGDqW0sqKl1JYZDxT8PXaIXsz9aaV/GDDxl766tuDfiGKC06vu0IFTM7794F1phZ2JiUF80x+i71nVuURkZhegbbi7bU6ckMZiZm25789INXV5szmG9vbx/81SFnlV8+87AY7XnM/Qdlsuc/oT18+VE9qVcNHpESKRET6XTGri4oPDbQRcTL01mriS0EWa1S3/fMbFurWpiISSQsV8vOrffW9XNQJblzMmJkzDGGb3d36zqSkLEpkxgFFlPajtjTQ8wvbjorEZknrgSmqy6nwK0VptYqfbBSmSAODECWvOXRstqsY+rSv/93//f/8X/+S7MYQ2QiJmNqYjYE3FHv4T/8m3/FKXdkYkSVViN9/Rd//ce//rffrutfDflvu4Ihegcjdy393fom/pP/7X/v//n/dMvU0bWUfkz5//pa/vV/Wv+xfsMovYO/7/tfx82XUXPto+r//E9/+V/+8Z//aS0yppUSfflsc3aZePDz5Lj/hLg+wTi832qJUUQ8Ck6YQghXV1dd19Fhki6ORWutX3XDWEopfr17fejc6zQzCzGklOYBhKgAkCWfChPlmGqlr1/X//k//13M160xTSEDykQVtfHe9xgdNWXqIyuTZW3r9e1//S9/+h//Jtk3Me0DNvXfQ5Duuvzt33Us/+sfqTMijo3oe/ilu/5Ow3+wkeoXjNJ72Fz/17YhbUThpg7/429fK90o/S4xGl0x5SM8mh7muGOKLolFdTUex3pJl7bTcmVn5epHP/zBx3l2hZZiqimlVe66FHLOXkWATsyB9tGnAfMwDKWUvafIGJnvgbhzKeccQjDTZbENACBLPon1MGqTbhVjFznRUItyRyRETBSIFPmH70NJqFESIqbboOFGvl+N3/Xvb9OwsvhNKoboHVRJf9DMVkvPIpxm5/w3uvla6O57HK4wSu8g17XKOAbTwMVaJxaJJNxR0g3piv708wWJd4Kjh+HjKCB7MbJk24iG2zlXrT2yBBJx0R5jXK1WHnrkSv6SNAkRpZTKWEopqioS9ntpTMwi/qTxUgHMrA1OPABZcgxWq2BkRWk93o36TeWahImEpvhaEoIB/R7GLnZM0ozEQrBGY7La56x/Fn/7/euK/4Ahegd3cqWlDbYZKCQlofZNKP6BVgP9gfnqOljJGKV3cG1SOJQoFK5I86Z8VyJuv5CNNdx8siaZY7dokXJ68eWAf2aJgkH4yNCllPq+77rO80Avsqd4iLL+vvZ8pP0/CpiY2dS8v/ss9i5M2gHIknOh3W5+y92vobO0stZa1dEoEE/WgEKWvItN5i+euFgti0UOX4ea65gtqJV4hxF615dTTmQde1l5JZKwJhqk/YNV+fb/rdff/5vJn2GU3vPsYx0kNkkUcuFESZmI6ddaxho+Vek9zidZNiighS/l8R++xszdefX1Wb9m5ubLnIj/DpN69/3bK9qJXz8pY+gdJ7M0HP3nnQQSn2Lvx/I4SM+Ynh9XI1Izc0++2axlae5w/hFbf/n/20WoqtuKtG+c9J1LI5v/l7b592r6eIy3R7mvAkBETFOOu4dpMUuMYbXquy4LE5l5Y8qjrJ/Hd9Z8q75jTrxpj3vSRKSWOo5ja43DFCUnIqoW/MbhF4WuPT/jZqamzJxSEmFVWz6LIE4AZMmnWnp9/rVpVzesY2wWmwYiIZu+JgV1k99FPxoFD4XjkbkQtz6NMX8d7mRdUobYew8lbqgNEopI00ja2oroVw0yhGuukv4k3KGWwHtIRqSltqYs0WrmgelG+XeTO6U/EH1qaJxbsXNg95Mp0W6c7cuMXhpDDz9q96xmG9p/MH3DsR5bS8LsltCy1M/rNc+hraXl57/Vslz+7XLnfhIPSmbmLVlUdafSkRE/XxG5qdFSrHoCkk5KNsT4kXFTT4AmIyJeRA/OAjK+pTrlIyEqRCRbO9q0qaqp+ru8S4aqtdZaa8wcYqQ50ZOIq5qZNxP07HYPOhKe5A4/GvlPXj9PfuZrfslP1UjzqKoQQtkMROwdIo2p1uprRoTJvCtLcw3jz424uwbk2bt+UrYxxpyT2cltDQDIkp+IWkW4Y6Y+9VZy4C7GKzKZ93GI4WF/D3motMoamZgbaSBZF7WqcZB/dPOXf19uMUTv+c4zEvvKpUgZjKgF/mJE34g29Ps3aiUIknbexTomEiJqpIPYZmwboz9r9FvKsqLNfmXJiwbu0k/yOBZlrh385F990Jh49LG2NJvcKvWN88ln8tBCfd738vjCmTSEMPcnOfvb8weOrKeGQreeB22tlVLeJEtiyssdchYRIREJREI8juNHZIkRP5QlK9sqK1VtrY31uWSYRynvD/49ksuSSf3GICEEFhHxTBth9qYZwc3xcRyXsuQqhBCY1Ijp+qq/XnV+e6gpmVcuPlFj+onF/6wsmUu0edHe29vbsYzNjE2VloXCp3vU70e/Q0Xk0RqQZ+/6EGIMErquCyHYQt4QwkcBZMknE5hrIWKqQ+XGKcdWCypxfRwhpUBFKBldNwktfRlW1/aL3H3NLDfoBvMuSpRqTZL0haLaRsiUWIlu6LtG6ldFkVvyvoHtqBFp48ZBpHEYiIy/0CjJVtTtwVp9pYHiCbtvje3eVxHhXV0hu6/6uc3vtGeL2z4+n53fdDm69Xl2sSJPnqo99C08c+Eu7czMK9t6PdbXy5KmGuTe/eJT37SpmhHvfNpbVbHP+ixLfNL9cK01EX6+i8XzsiRJXMoS09ZaC8zb9W5m9xGMrbUQgpvrPh6lFGbuum61WuWchcXI3E80menn08bnUdDX7gKbw9Xu7u7cpRZETFhp8ib5HS9Mtg1d8+eGS/3XyxIjqrXGEFJKzA/ivV7l54GNBCBL9vntIhQicSBm++UXLeX3LgX0LdmD3svSIm3IOmMahRqHX/7w//yS/zb0/7Sufr/+FUP0Dr41HpPGv/yTv1r9mhoHCS1QuNHvadP/Nvyz0v7m+99glN7B/7uKv46bXwaNtU+q/8M//stAJPQLWUofLkjz4rf442Ch2UnyODD9SceCbzC/Q5Y8/ycsFEKYTb05sWQbQCLa3iDAHh9r1iTn98Xx1JW+3lsyu5uYOee84y15kZRSDBK8OSAzmTFziolVjdi0fWTSHzRSNIsxetfO7TWKWX32w99wLB+HsE2NMSP3lqSU3D0ybkfGP2W1WjHzarXKKTdttk2lmXNrlrLkpGoJvLjIHwuq7Qqh+8JiPAVvzPWytvcpxxj7vieiWquIPFpRz85CCESccooxmE1PGF7c8s97QV/cdgHg/TfOz7iebG20UY2lRYmdqokENhMyJiWyEfv676Jvu13e4+/rMep/u2lXQ/kF7TXet1otWLqj4Xvf/QWT1G7J9OLFAAADK0lEQVTDbGrrQn8M639od329GTBK72AQXXZ538jwi/ze28D2F19L/kO330l8w2P2R9nS968ai5AZqdprzPvnbYhHxtM2kIOMjJjZDUFh8d3ZD6dX6zOZAEfPLXnLQN2H3u2Ik7kT+fLNHszvP3tCxY4J+Xwr9dpMmAJzIDVTImKJpZkxGVF40QJ+9nWdrGS3CcjjeESmwrveYO85G/dZlTI+fI/5ojULzH4IX1SqpmxENB/Lzyqq8pRNYY9dIy/Kkv0umFeuz9n583zSi9Hu4mdmVQuBW9MoQlMFGSOZGowE71qvZEzN71Zir9bFb+ltompNLQgH4aYU+f7e3Inj8jXwfIGKQw87gCwBAAAAAAAAgM8DbgEAAAAAAAAAZAkAAAAAAAAAsgQAAAAAAAAAIEsAAAAAAAAAkCUAAAAAAAAAAFkCAAAAAAAAgCwBAAAAAAAAAMgSAAAAAAAAAGQJAAAAAAAAAECWAAAAAAAAACBLAAAAAAAAAACyBAAAAAAAAABZAgAAAAAAAACQJQAAAAAAAADIEgAAAAAAAACALAEAAAAAAABAlgAAAAAAAAAAZAkAAAAAAAAAsgQAAAAAAAAAIEsAAAAAAAAAkCUAAAAAAAAAAFkCAAAAAAAAgCwBAAAAAAAAAMgSAAAAAAAAAGQJAAAAAAAAAECWAAAAAAAAACBLAAAAAAAAAACyBAAAAAAAAABZAgAAAAAAAACQJQAAAAAAAADIEgAAAAAAAACALAEAAAAAAABAlgAAAAAAAAAAZAkAAAAAAAAAsgQAAAAAAAAAIEsAAAAAAAAAkCUAAAAAAAAAAFkCAAAAAAAAgCwBAAAAAAAAAMgSAAAAAAAAAGQJAAAAAAAAAECWAAAAAAAAACBLAAAAAAAAAACyBAAAAAAAAABZAgAAAAAAAACQJQAAAAAAAADIEgAAAAAAAACALAEAAAAAAABAlgAAAAAAAAAAZAkAAAAAAAAAsgQAAAAAAAAAIEsAAAAAAAAAkCUAAAAAAAAAAFkCAAAAAAAAgCwBAAAAAAAAAMgSAAAAAAAAAGQJAAAAAAAAAECWAAAAAAAAAE6L/x8khDf1oCizxwAAAABJRU5ErkJggg=="/><div class="c x0 y0 w7 hc"><div class="t m0 x4 h2 ye ff1 fs0 fc0 sc0 ls0 ws0">Sprawozdanie nt. informacji niefinansowych GK MIRBUD za 2025<span class="_ _1"></span> rok<span class="ff2"> </span></div><div class="t m0 x4 h2 yf ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hd y10 ff4 fs3 fc0 sc0 ls39 ws0">65<span class="ff5 fs8 ls0"> </span></div><div class="t m0 x4 h12 y348 ff6 fsb fc0 sc0 ls13 ws0">S1<span class="ls0">-6 Charakteryst<span class="_ _1"></span>yka pracownik<span class="_ _1"></span>ów jednostki <span class="_ _1"></span><span class="ff3"> </span></span></div><div class="t m0 x4 h6 y819 ff1 fs3 fc0 sc0 ls0 ws0">Tabele <span class="_ _0"></span>poniżej <span class="_ _2"></span>pr<span class="_ _1"></span>ezentują <span class="_ _0"></span>zestawienie podstawowych <span class="_ _0"></span>informacji <span class="_ _2"></span>o<span class="_ _1"></span> <span class="_ _2"></span>prac<span class="_ _1"></span>ownikach <span class="_ _0"></span>Grupy <span class="_ _0"></span>MIRBUD <span class="_ _0"></span>za <span class="_ _0"></span>rok </div><div class="t m0 x4 h6 y81a ff2 fs3 fc0 sc0 ls1 ws0">202<span class="ls0">5<span class="ff1">.  Poniew<span class="_ _1"></span>aż  grupa  za<span class="_ _1"></span>trudnia  jedynie  praco<span class="_ _1"></span>wników  w  Polsce,<span class="_ _1"></span>  Grupa  MIR<span class="_ _1"></span>BUD  nie  prezent<span class="_ _1"></span>uje </span></span></div><div class="t m0 x4 h6 y81b ff1 fs3 fc0 sc0 ls0 ws0">informacji o liczbie praco<span class="_ _1"></span>wników w podzi<span class="_ _1"></span>ale na kraje. <span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x4 h6 y81c ff2 fs3 fc0 sc0 ls0 ws0">W 2025 <span class="ff1">roku struktura z<span class="_ _1"></span>atrudnienia w Gr<span class="_ _1"></span>upie MIRBUD była nastę<span class="_ _1"></span>pująca:<span class="_ _1"></span></span> </div><div class="t m0 x6 h13 y81d ff9 fs3 fc0 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _c"> </span><span class="ff3 ls1">1072</span> <span class="ff1">zatrud<span class="_ _1"></span>nionych pracowników,<span class="_ _1"></span></span> </span></div><div class="t m0 x6 h13 y81e ff9 fs3 fc0 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _c"> </span><span class="ff3">Ponad 75%</span> <span class="ff1">zatrud<span class="_ _1"></span>nionych w Grupie s<span class="_ _1"></span>tanowili mężczy<span class="_ _1"></span>źni,<span class="_ _1"></span></span> </span></div><div class="t m0 x6 h13 y81f ff9 fs3 fc0 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _c"> </span><span class="ff3 ls1">2/3</span> <span class="ff1">pracowników by<span class="_ _1"></span>ło zatrudnionych na<span class="_ _1"></span> czas nieokreśl<span class="_ _1"></span>ony,<span class="_ _1"></span></span> </span></div><div class="t m0 x6 h13 y4d7 ff9 fs3 fc0 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _c"> </span><span class="ff3 ls1">208</span> <span class="ff1">osób <span class="_ _0"></span>odeszło <span class="_ _0"></span>z pracy w <span class="_ _2"></span>ok<span class="_ _1"></span>resie <span class="_ _0"></span>sprawozdawcz<span class="_ _1"></span>ym, a <span class="_ _0"></span>wskaźnik <span class="_ _0"></span>rotacji wyniósł <span class="ff2">ponad<span class="_ _1"></span> <span class="_ _0"></span>19<span class="lsb">%.</span> </span></span></span></div><div class="t m0 x4 h3d y820 ffa fs1 fc6 sc0 ls0 ws0"> </div></div><div class="c x4 y821 w124 h60"><div class="t m0 xf h53 y822 ff6 fs1 fc0 sc0 ls0 ws0">Płeć<span class="ff3"> </span></div></div><div class="c x11b y821 w125 h60"><div class="t m0 x11c h53 y822 ff6 fs1 fc0 sc0 ls0 ws0">Liczba pracownik<span class="_ _0"></span>ów<span class="ff3"> </span></div></div><div class="c x4 y823 w124 h61"><div class="t m0 xf h53 y6b3 ff3 fs1 fc0 sc0 ls0 ws0">Okres </div></div><div class="c x11b y823 w126 h61"><div class="t m0 x4f h53 y6b3 ff3 fs1 fc0 sc0 lsf ws0">202<span class="ls0">5 </span></div></div><div class="c x9f y823 w21 h61"><div class="t m0 x4f h53 y6b3 ff3 fs1 fc0 sc0 lsf ws0">2024<span class="ls0"> </span></div></div><div class="c x11d y823 w21 h61"><div class="t m0 x53 h53 y6b3 ff3 fs1 fc0 sc0 ls0 ws0">Zmiana r/r (%) </div></div><div class="c x4 y824 w124 hae"><div class="t m0 xf h15 y825 ff2 fs1 fc0 sc0 ls0 ws0">Kobiety </div></div><div class="c x11b y824 w126 hae"><div class="t m0 x67 h15 y825 ff2 fs1 fc0 sc0 lsf ws0">266<span class="ls0"> </span></div></div><div class="c x9f y824 w21 hae"><div class="t m0 x67 h15 y825 ff2 fs1 fc0 sc0 lsf ws0">216<span class="ls0"> </span></div></div><div class="c x11d y824 w21 hae"><div class="t m0 x5c h15 y825 ff2 fs1 fc0 sc0 lsf ws0">23%<span class="ls0"> </span></div></div><div class="c x4 y826 w124 hae"><div class="t m0 xf h15 y6e7 ff1 fs1 fc0 sc0 ls0 ws0">Mężczyźni<span class="ff2"> </span></div></div><div class="c x11b y826 w126 hae"><div class="t m0 x67 h15 y6e7 ff2 fs1 fc0 sc0 lsf ws0">806<span class="ls0"> </span></div></div><div class="c x9f y826 w21 hae"><div class="t m0 x67 h15 y6e7 ff2 fs1 fc0 sc0 lsf ws0">605<span class="ls0"> </span></div></div><div class="c x11d y826 w21 hae"><div class="t m0 x5c h15 y6e7 ff2 fs1 fc0 sc0 lsf ws0">33%<span class="ls0"> </span></div></div><div class="c x4 y827 w124 hae"><div class="t m0 xf h15 y825 ff2 fs1 fc0 sc0 ls0 ws0">Pozostali </div></div><div class="c x11b y827 w126 hae"><div class="t m0 x11e h15 y825 ff2 fs1 fc0 sc0 ls0 ws0">0 </div></div><div class="c x9f y827 w21 hae"><div class="t m0 x11e h15 y825 ff2 fs1 fc0 sc0 ls0 ws0">0 </div></div><div class="c x11d y827 w21 hae"><div class="t m0 x1 h15 y825 ff2 fs1 fc0 sc0 ls0 ws0">- </div></div><div class="c x4 y828 w124 hae"><div class="t m0 xf h15 y6e7 ff2 fs1 fc0 sc0 ls0 ws0">Nie ujawniono </div></div><div class="c x11b y828 w126 hae"><div class="t m0 x11e h15 y6e7 ff2 fs1 fc0 sc0 ls0 ws0">0 </div></div><div class="c x9f y828 w21 hae"><div class="t m0 x11e h15 y6e7 ff2 fs1 fc0 sc0 ls0 ws0">0 </div></div><div class="c x11d y828 w21 hae"><div class="t m0 x1 h15 y6e7 ff2 fs1 fc0 sc0 ls0 ws0">- </div></div><div class="c x4 y829 w124 h61"><div class="t m0 xf h53 y438 ff6 fs1 fc0 sc0 ls0 ws0">Łącznie pracownicy<span class="_ _0"></span> <span class="ff3"> </span></div></div><div class="c x11b y829 w126 h61"><div class="t m0 x11f h53 y438 ff3 fs1 fc0 sc0 lsf ws0">1072<span class="ls0"> </span></div></div><div class="c x9f y829 w21 h61"><div class="t m0 x67 h53 y438 ff3 fs1 fc0 sc0 lsf ws0">821<span class="ls0"> </span></div></div><div class="c x11d y829 w21 h61"><div class="t m0 x5c h53 y438 ff3 fs1 fc0 sc0 lsf ws0">31%<span class="ls0"> </span></div></div><div class="c x0 y0 w7 hc"><div class="t m0 x4 h3d y82a ffa fs1 fc6 sc0 ls0 ws0"> </div></div><div class="c x1d y82b w127 hbe"><div class="t m0 x4c h53 y10a ff3 fs1 fc0 sc0 ls0 ws0">Okres </div></div><div class="c x11b y82b w128 hbe"><div class="t m0 x19 h53 y10a ff3 fs1 fc0 sc0 lsf ws0">2025<span class="ls0"> </span></div></div><div class="c xce y82b w128 hbe"><div class="t m0 x19 h53 y10a ff3 fs1 fc0 sc0 lsf ws0">2024<span class="ls0"> </span></div></div><div class="c xf4 y82b w128 hbe"><div class="t m0 xaa h53 y10a ff3 fs1 fc0 sc0 ls0 ws0">Zmiana r/r (%) </div></div><div class="c x1d y6ef w127 hbf"><div class="t m0 x4c h53 y82c ff6 fs1 fc0 sc0 ls0 ws0">Płeć<span class="ff3"> </span></div></div><div class="c x11b y6ef w129 hbf"><div class="t m0 x1e h70 y5af ff3 fsc fc0 sc0 ls0 ws0">Kobiety </div></div><div class="c x120 y6ef w129 hbf"><div class="t m0 x4c h70 y5af ff6 fsc fc0 sc0 ls0 ws0">Mężczyź<span class="_ _0"></span>ni<span class="ff3"> </span></div></div><div class="c xf3 y6ef w86 hbf"><div class="t m0 x1e h70 y5af ff6 fsc fc0 sc0 ls0 ws0">Łącznie<span class="ff3"> </span></div></div><div class="c xce y6ef w129 hbf"><div class="t m0 x1e h70 y5af ff3 fsc fc0 sc0 ls0 ws0">Kobiety </div></div><div class="c xb y6ef w129 hbf"><div class="t m0 x4c h70 y5af ff6 fsc fc0 sc0 ls0 ws0">Mężczyź<span class="_ _0"></span>ni<span class="ff3"> </span></div></div><div class="c x121 y6ef w86 hbf"><div class="t m0 x1e h70 y5af ff6 fsc fc0 sc0 ls0 ws0">Łącznie<span class="ff3"> </span></div></div><div class="c xf4 y6ef w129 hbf"><div class="t m0 x1e h70 y5af ff3 fsc fc0 sc0 ls0 ws0">Kobiety </div></div><div class="c xb2 y6ef w129 hbf"><div class="t m0 x4c h70 y5af ff6 fsc fc0 sc0 ls0 ws0">Mężczyź<span class="_ _0"></span>ni<span class="ff3"> </span></div></div><div class="c xe1 y6ef w86 hbf"><div class="t m0 x1e h70 y5af ff6 fsc fc0 sc0 ls0 ws0">Łącznie<span class="ff3"> </span></div></div><div class="c x1d y193 w127 hc0"><div class="t m0 x4c h15 y82d ff1 fs1 fc0 sc0 ls0 ws0">Liczba osób za<span class="_ _0"></span>trudnionych na u<span class="_ _0"></span>mowa<span class="_ _0"></span>ch o </div><div class="t m0 x4c h15 y74f ff1 fs1 fc0 sc0 ls0 ws0">pracę<span class="ff2"> </span></div></div><div class="c x11b y193 w129 hc0"><div class="t m0 x2f h15 y10a ff2 fs1 fc0 sc0 lsf ws0">266<span class="ls0"> </span></div></div><div class="c x120 y193 w129 hc0"><div class="t m0 x2f h15 y10a ff2 fs1 fc0 sc0 lsf ws0">806<span class="ls0"> </span></div></div><div class="c xf3 y193 w86 hc0"><div class="t m0 x70 h53 y10a ff3 fs1 fc0 sc0 lsf ws0">1072<span class="ls0"> </span></div></div><div class="c xce y193 w129 hc0"><div class="t m0 x2f h53 y10a ff2 fs1 fc0 sc0 lsf ws0">216<span class="ff3 ls0"> </span></div></div><div class="c xb y193 w129 hc0"><div class="t m0 x2f h53 y10a ff2 fs1 fc0 sc0 lsf ws0">605<span class="ff3 ls0"> </span></div></div><div class="c x121 y193 w86 hc0"><div class="t m0 x2f h53 y10a ff3 fs1 fc0 sc0 lsf ws0">821<span class="ls0"> </span></div></div><div class="c xf4 y193 w129 hc0"><div class="t m0 x76 h15 y10a ff2 fs1 fc0 sc0 ls0 ws0">23,15% </div></div><div class="c xb2 y193 w129 hc0"><div class="t m0 x76 h15 y10a ff2 fs1 fc0 sc0 ls0 ws0">33,22% </div></div><div class="c xe1 y193 w86 hc0"><div class="t m0 x76 h53 y10a ff3 fs1 fc0 sc0 ls0 ws0">30,57% </div></div><div class="c x1d y677 w127 hc1"><div class="t m0 x4c h15 y82e ff1 fs1 fc0 sc0 ls0 ws0">Liczba osób za<span class="_ _0"></span>trudnionych na u<span class="_ _0"></span>mowa<span class="_ _0"></span>ch o </div><div class="t m0 x4c h15 y326 ff1 fs1 fc0 sc0 ls0 ws0">pracę na czas n<span class="_ _0"></span>ieokreślony<span class="ff2"> </span></div></div><div class="c x11b y677 w129 hc1"><div class="t m0 x2f h15 y267 ff2 fs1 fc0 sc0 lsf ws0">177<span class="ls0"> </span></div></div><div class="c x120 y677 w129 hc1"><div class="t m0 x2f h15 y267 ff2 fs1 fc0 sc0 lsf ws0">513<span class="ls0"> </span></div></div><div class="c xf3 y677 w86 hc1"><div class="t m0 x2f h53 y267 ff3 fs1 fc0 sc0 lsf ws0">690<span class="ls0"> </span></div></div><div class="c xce y677 w129 hc1"><div class="t m0 x2f h53 y267 ff2 fs1 fc0 sc0 lsf ws0">153<span class="ff3 ls0"> </span></div></div><div class="c xb y677 w129 hc1"><div class="t m0 x2f h53 y267 ff2 fs1 fc0 sc0 lsf ws0">395<span class="ff3 ls0"> </span></div></div><div class="c x121 y677 w86 hc1"><div class="t m0 x2f h53 y267 ff3 fs1 fc0 sc0 lsf ws0">548<span class="ls0"> </span></div></div><div class="c xf4 y677 w129 hc1"><div class="t m0 x76 h15 y267 ff2 fs1 fc0 sc0 ls0 ws0">15,69% </div></div><div class="c xb2 y677 w129 hc1"><div class="t m0 x76 h15 y267 ff2 fs1 fc0 sc0 ls0 ws0">29,87% </div></div><div class="c xe1 y677 w86 hc1"><div class="t m0 x76 h53 y267 ff3 fs1 fc0 sc0 ls0 ws0">25,91% </div></div><div class="c x1d y82f w127 h3f"><div class="t m0 x4c h15 y1dc ff1 fs1 fc0 sc0 ls0 ws0">Liczba osób za<span class="_ _0"></span>trudnionych na u<span class="_ _0"></span>mowa<span class="_ _0"></span>ch o </div><div class="t m0 x4c h15 y1dd ff1 fs1 fc0 sc0 ls0 ws0">pracę na czas o<span class="_ _0"></span>kreślony<span class="ff2"> </span></div></div><div class="c x11b y82f w129 h3f"><div class="t m0 x98 h15 y324 ff2 fs1 fc0 sc0 lsf ws0">89<span class="ls0"> </span></div></div><div class="c x120 y82f w129 h3f"><div class="t m0 x2f h15 y324 ff2 fs1 fc0 sc0 lsf ws0">293<span class="ls0"> </span></div></div><div class="c xf3 y82f w86 h3f"><div class="t m0 x2f h53 y324 ff3 fs1 fc0 sc0 lsf ws0">382<span class="ls0"> </span></div></div><div class="c xce y82f w129 h3f"><div class="t m0 x98 h53 y324 ff2 fs1 fc0 sc0 lsf ws0">63<span class="ff3 ls0"> </span></div></div><div class="c xb y82f w129 h3f"><div class="t m0 x2f h53 y324 ff2 fs1 fc0 sc0 lsf ws0">210<span class="ff3 ls0"> </span></div></div><div class="c x121 y82f w86 h3f"><div class="t m0 x2f h53 y324 ff3 fs1 fc0 sc0 lsf ws0">273<span class="ls0"> </span></div></div><div class="c xf4 y82f w129 h3f"><div class="t m0 x76 h15 y324 ff2 fs1 fc0 sc0 ls0 ws0">41,27% </div></div><div class="c xb2 y82f w129 h3f"><div class="t m0 x76 h15 y324 ff2 fs1 fc0 sc0 ls0 ws0">39,52% </div></div><div class="c xe1 y82f w86 h3f"><div class="t m0 x76 h53 y324 ff3 fs1 fc0 sc0 ls0 ws0">39,93% </div></div><div class="c x1d y830 w127 hc2"><div class="t m0 x4c h15 y106 ff1 fs1 fc0 sc0 ls0 ws0">Liczba osób za<span class="_ _0"></span>trudnionych na u<span class="_ _0"></span>mowa<span class="_ _0"></span>ch o </div><div class="t m0 x4c h15 y465 ff1 fs1 fc0 sc0 ls0 ws0">pracę, którym<span class="_ _0"></span> nie gwarantuje <span class="_ _0"></span>się god<span class="_ _0"></span>zin pracy<span class="ff2"> </span></div></div><div class="c x11b y830 w129 hc2"><div class="t m0 x6b h15 y831 ff2 fs1 fc0 sc0 ls0 ws0">0 </div></div><div class="c x120 y830 w129 hc2"><div class="t m0 x6b h15 y831 ff2 fs1 fc0 sc0 ls0 ws0">0 </div></div><div class="c xf3 y830 w86 hc2"><div class="t m0 x6b h53 y831 ff3 fs1 fc0 sc0 ls0 ws0">0 </div></div><div class="c xce y830 w129 hc2"><div class="t m0 x6b h53 y831 ff2 fs1 fc0 sc0 ls0 ws0">0<span class="ff3"> </span></div></div><div class="c xb y830 w129 hc2"><div class="t m0 x6b h53 y831 ff2 fs1 fc0 sc0 ls0 ws0">0<span class="ff3"> </span></div></div><div class="c x121 y830 w86 hc2"><div class="t m0 x6b h53 y831 ff3 fs1 fc0 sc0 ls0 ws0">0 </div></div><div class="c xf4 y830 w129 hc2"><div class="t m0 x122 h15 y831 ff2 fs1 fc0 sc0 ls0 ws0">- </div></div><div class="c xb2 y830 w129 hc2"><div class="t m0 x122 h15 y831 ff2 fs1 fc0 sc0 ls0 ws0">- </div></div><div class="c xe1 y830 w86 hc2"><div class="t m0 x122 h53 y831 ff3 fs1 fc0 sc0 ls0 ws0">- </div></div><div class="c x1d y832 w127 h44"><div class="t m0 x4c h15 y1eb ff1 fs1 fc0 sc0 ls0 ws0">Liczba osób za<span class="_ _0"></span>trudnionych na u<span class="_ _0"></span>mowa<span class="_ _0"></span>ch o </div><div class="t m0 x4c h15 y1dd ff1 fs1 fc0 sc0 ls0 ws0">pracę w pełn<span class="_ _0"></span>ym wymiarze c<span class="_ _0"></span>zasu pra<span class="_ _0"></span>cy<span class="ff2"> </span></div></div><div class="c x11b y832 w129 h44"><div class="t m0 x2f h15 y23c ff2 fs1 fc0 sc0 lsf ws0">244<span class="ls0"> </span></div></div><div class="c x120 y832 w129 h44"><div class="t m0 x2f h15 y23c ff2 fs1 fc0 sc0 lsf ws0">685<span class="ls0"> </span></div></div><div class="c xf3 y832 w86 h44"><div class="t m0 x2f h53 y23c ff3 fs1 fc0 sc0 lsf ws0">929<span class="ls0"> </span></div></div><div class="c xce y832 w129 h44"><div class="t m0 x2f h53 y23c ff2 fs1 fc0 sc0 lsf ws0">205<span class="ff3 ls0"> </span></div></div><div class="c xb y832 w129 h44"><div class="t m0 x2f h53 y23c ff2 fs1 fc0 sc0 lsf ws0">592<span class="ff3 ls0"> </span></div></div><div class="c x121 y832 w86 h44"><div class="t m0 x2f h53 y23c ff3 fs1 fc0 sc0 lsf ws0">797<span class="ls0"> </span></div></div><div class="c xf4 y832 w129 h44"><div class="t m0 x76 h15 y23c ff2 fs1 fc0 sc0 ls0 ws0">19,02% </div></div><div class="c xb2 y832 w129 h44"><div class="t m0 x76 h15 y23c ff2 fs1 fc0 sc0 ls0 ws0">15,71% </div></div><div class="c xe1 y832 w86 h44"><div class="t m0 x76 h53 y23c ff3 fs1 fc0 sc0 ls0 ws0">16,56% </div></div><div class="c x1d y4c3 w127 hc3"><div class="t m0 x4c h15 y833 ff1 fs1 fc0 sc0 ls0 ws0">Liczba osób za<span class="_ _0"></span>trudnionych na u<span class="_ _0"></span>mowa<span class="_ _0"></span>ch o </div><div class="t m0 x4c h15 y722 ff1 fs1 fc0 sc0 ls0 ws0">pracę w niepełn<span class="_ _0"></span>ym wymiarze<span class="_ _0"></span> czasu pracy<span class="ff2"> </span></div></div><div class="c x11b y4c3 w129 hc3"><div class="t m0 x6b h15 y834 ff2 fs1 fc0 sc0 ls0 ws0">9 </div></div><div class="c x120 y4c3 w129 hc3"><div class="t m0 x98 h15 y834 ff2 fs1 fc0 sc0 lsf ws0">20<span class="ls0"> </span></div></div><div class="c xf3 y4c3 w86 hc3"><div class="t m0 x98 h53 y834 ff3 fs1 fc0 sc0 lsf ws0">29<span class="ls0"> </span></div></div><div class="c xce y4c3 w129 hc3"><div class="t m0 x98 h53 y834 ff2 fs1 fc0 sc0 lsf ws0">11<span class="ff3 ls0"> </span></div></div><div class="c xb y4c3 w129 hc3"><div class="t m0 x98 h53 y834 ff2 fs1 fc0 sc0 lsf ws0">13<span class="ff3 ls0"> </span></div></div><div class="c x121 y4c3 w86 hc3"><div class="t m0 x37 h53 y834 ff3 fs1 fc0 sc0 lsf ws0">24<span class="ls0"> </span></div></div><div class="c xf4 y4c3 w129 hc3"><div class="t m0 x14 h15 y834 ff2 fs1 fc0 sc0 ls0 ws0">-18,18% </div></div><div class="c xb2 y4c3 w129 hc3"><div class="t m0 x76 h15 y834 ff2 fs1 fc0 sc0 ls0 ws0">53,85% </div></div><div class="c xe1 y4c3 w86 hc3"><div class="t m0 x76 h53 y834 ff3 fs1 fc0 sc0 ls0 ws0">20,83% </div></div><div class="c x0 y0 w7 hc"><div class="t m0 x4 h3d y4ee ffa fs1 fc6 sc0 ls0 ws0"> </div></div><div class="c x38 y835 w12a h84"><div class="t m0 x4c h53 y836 ff3 fs1 fc0 sc0 ls0 ws0">Okres </div></div><div class="c x87 y835 w104 h84"><div class="t m0 x99 h53 y836 ff3 fs1 fc0 sc0 lsf ws0">2025<span class="ls0"> </span></div></div><div class="c x123 y835 w12b h84"><div class="t m0 x99 h53 y836 ff3 fs1 fc0 sc0 lsf ws0">2024<span class="ls0"> </span></div></div><div class="c x38 y78 w12a h29"><div class="t m0 x4c h15 y47f ff1 fs1 fc0 sc0 ls0 ws0">Liczba osób za<span class="_ _0"></span>trudnionych na po<span class="_ _0"></span>dstawie u<span class="_ _0"></span>mów o pracę (li<span class="_ _0"></span>czba osób), </div><div class="t m0 x4c h15 y837 ff1 fs1 fc0 sc0 ls0 ws0">którzy odeszli<span class="_ _0"></span> z organizacji<span class="_ _0"></span> w okresie spraw<span class="_ _0"></span>ozdawczym<span class="ff2"> </span></div></div><div class="c x87 y78 w104 h29"><div class="t m0 x11 h15 y23c ff2 fs1 fc0 sc0 lsf ws0">208<span class="ls0"> </span></div><div class="t m0 x7e h15 y70e ff2 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x123 y78 w12b h29"><div class="t m0 x11 h15 y838 ff2 fs1 fc0 sc0 lsf ws0">139<span class="ls0"> </span></div></div><div class="c x38 y839 w12a h29"><div class="t m0 x4c h15 y49d ff1 fs1 fc0 sc0 ls0 ws0">Wskaźnik rota<span class="_ _0"></span>cji <span class="ff2"> </span></div></div><div class="c x87 y839 w104 h29"><div class="t m0 x25 h15 y49d ff2 fs1 fc0 sc0 ls0 ws0">19,40% </div></div><div class="c x123 y839 w12b h29"><div class="t m0 x25 h15 y49d ff2 fs1 fc0 sc0 ls0 ws0">16,93% </div></div><div class="c x0 y0 w7 hc"><div class="t m0 x4 h10 y449 ff2 fs8 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h12 y83a ff6 fsb fc0 sc0 ls13 ws0">S1<span class="ls0">-7 Charakteryst<span class="_ _1"></span>yka osób niebę<span class="_ _1"></span>dących pracownik<span class="_ _1"></span>ami jednostki <span class="_ _1"></span><span class="ff3"> </span></span></div><div class="t m0 x4 h6 yab ff1 fs3 fc0 sc0 ls0 ws0">Tabela <span class="_ _a"> </span>poniżej <span class="_ _a"> </span>prezentuje <span class="_ _a"> </span>informację <span class="_ _a"> </span>o <span class="_ _a"> </span>osobach <span class="_ _a"> </span>współpracujących <span class="_ _a"> </span>z <span class="_ _a"> </span>Grupą <span class="_ _a"> </span>MIRBUD <span class="_ _a"> </span>na <span class="_ _a"> </span>podstawie </div><div class="t m0 x4 h6 y83b ff1 fs3 fc0 sc0 ls0 ws0">innych <span class="_ _a"> </span>umów <span class="_ _a"> </span>niż <span class="_ _a"> </span>umowa <span class="_ _a"> </span>o <span class="_ _a"> </span>pracę. <span class="_ _a"> </span>Wi<span class="_ _1"></span>ększość <span class="_ _a"> </span>tych <span class="_ _a"> </span>osób <span class="_ _a"> </span>świadczy<span class="_ _1"></span> <span class="_ _a"> </span>pracę <span class="_ _a"> </span>na <span class="_ _a"> </span>rzecz <span class="_ _a"> </span>GK <span class="_ _a"> </span>MIRBUD <span class="_ _a"> </span>na </div><div class="t m0 x4 h6 yad ff1 fs3 fc0 sc0 ls0 ws0">podstawie umów B2B<span class="_ _1"></span>.<span class="ff2"> </span></div></div></div><div class="pi" ></div></div><div id="pf42" class="pf w5 hc" ><div class="pc pc42 w5 hc"><img class="bi x0 y0 w6 h1" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w7 hc"><div class="t m0 x4 h2 ye ff1 fs0 fc0 sc0 ls0 ws0">Sprawozdanie nt. informacji niefinansowych GK MIRBUD za 2025<span class="_ _1"></span> rok<span class="ff2"> </span></div><div class="t m0 x4 h2 yf ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hd y10 ff4 fs3 fc0 sc0 ls39 ws0">66<span class="ff5 fs8 ls0"> </span></div></div><div class="c x38 y83c w12c hc4"><div class="t m0 x4c h53 y105 ff3 fs1 fc0 sc0 ls0 ws0">Okres </div></div><div class="c x124 y83c w122 hc4"><div class="t m0 x80 h53 y105 ff3 fs1 fc0 sc0 lsf ws0">202<span class="ls0">5 </span></div></div><div class="c x125 y83c w12d hc4"><div class="t m0 x80 h53 y105 ff3 fs1 fc0 sc0 lsf ws0">2024<span class="ls0"> </span></div></div><div class="c x38 y83d w12c hc5"><div class="t m0 x4c h53 y6e7 ff6 fs1 fc0 sc0 ls0 ws0">Liczba osób<span class="_ _0"></span><span class="ff3"> </span></div></div><div class="c x124 y83d w12e hc5"><div class="t m0 x7a h53 y6e7 ff3 fs1 fc0 sc0 ls0 ws0">Kobiety </div></div><div class="c x63 y83d w97 hc5"><div class="t m0 x59 h53 y6e7 ff6 fs1 fc0 sc0 ls0 ws0">Mężczyźni<span class="ff3"> </span></div></div><div class="c x125 y83d w12e hc5"><div class="t m0 x7a h53 y6e7 ff3 fs1 fc0 sc0 ls0 ws0">Kobiety </div></div><div class="c xb3 y83d w5a hc5"><div class="t m0 x59 h53 y6e7 ff6 fs1 fc0 sc0 ls0 ws0">Mężczyźni<span class="ff3"> </span></div></div><div class="c x38 y83e w12c h3f"><div class="t m0 x4c h15 y1dc ff1 fs1 fc0 sc0 ls0 ws0">Liczba osób pr<span class="_ _0"></span>acujących w<span class="_ _0"></span> oparciu o umow<span class="_ _0"></span>y cywilnopra<span class="_ _0"></span>wne (zlecenia, </div><div class="t m0 x4c h15 y1dd ff1 fs1 fc0 sc0 ls0 ws0">dzieło i kontrak<span class="_ _0"></span>t menedżerski)<span class="ff2"> </span></div></div><div class="c x124 y83e w12e h3f"><div class="t m0 x11 h15 y324 ff2 fs1 fc0 sc0 ls0 ws0">6 </div></div><div class="c x63 y83e w97 h3f"><div class="t m0 x66 h15 y324 ff2 fs1 fc0 sc0 lsf ws0">27<span class="ls0"> </span></div></div><div class="c x125 y83e w12e h3f"><div class="t m0 x11 h15 y324 ff2 fs1 fc0 sc0 ls0 ws0">2 </div></div><div class="c xb3 y83e w5a h3f"><div class="t m0 x11 h15 y324 ff2 fs1 fc0 sc0 ls0 ws0">4 </div></div><div class="c x38 y83f w12c hc6"><div class="t m0 x4c h15 y6d7 ff1 fs1 fc0 sc0 ls0 ws0">Liczba osób pr<span class="_ _0"></span>acujących w<span class="_ _0"></span> oparciu o umowę o<span class="_ _0"></span> współpra<span class="_ _0"></span>cy (B2B)<span class="ff2"> </span></div></div><div class="c x124 y83f w12e hc6"><div class="t m0 x66 h15 y6d7 ff2 fs1 fc0 sc0 lsf ws0">42<span class="ls0"> </span></div></div><div class="c x63 y83f w97 hc6"><div class="t m0 x83 h15 y6d7 ff2 fs1 fc0 sc0 lsf ws0">282<span class="ls0"> </span></div></div><div class="c x125 y83f w12e hc6"><div class="t m0 x66 h15 y6d7 ff2 fs1 fc0 sc0 lsf ws0">28<span class="ls0"> </span></div></div><div class="c xb3 y83f w5a hc6"><div class="t m0 x83 h15 y6d7 ff2 fs1 fc0 sc0 lsf ws0">247<span class="ls0"> </span></div></div><div class="c x38 y840 w12c h3f"><div class="t m0 x4c h15 y1dc ff1 fs1 fc0 sc0 ls0 ws0">Liczba osób świad<span class="_ _0"></span>czących pr<span class="_ _0"></span>acę na<span class="_ _0"></span> podstawie umów <span class="_ _0"></span>z agencjami p<span class="_ _0"></span>racy </div><div class="t m0 x4c h15 y1dd ff2 fs1 fc0 sc0 ls0 ws0">tymczasowej <span class="_ _0"></span> </div></div><div class="c x124 y840 w12e h3f"><div class="t m0 x11 h15 y324 ff2 fs1 fc0 sc0 ls0 ws0">0 </div></div><div class="c x63 y840 w97 h3f"><div class="t m0 x11 h15 y324 ff2 fs1 fc0 sc0 ls0 ws0">0 </div></div><div class="c x125 y840 w12e h3f"><div class="t m0 x11 h15 y324 ff2 fs1 fc0 sc0 ls0 ws0">0 </div></div><div class="c xb3 y840 w5a h3f"><div class="t m0 x11 h15 y324 ff2 fs1 fc0 sc0 ls0 ws0">0 </div></div><div class="c x38 y841 w12c hc7"><div class="t m0 x4c h53 y842 ff6 fs1 fc0 sc0 ls0 ws0">Łączna liczba<span class="_ _0"></span> osób współpracu<span class="_ _0"></span>jącyc<span class="_ _0"></span>h z jednostką na podst<span class="_ _0"></span>awie umów </div><div class="t m0 x4c h53 y476 ff6 fs1 fc0 sc0 ls0 ws0">innych niż umowa<span class="_ _0"></span> o pracę <span class="_ _0"></span><span class="ff3"> </span></div></div><div class="c x124 y841 w12e hc7"><div class="t m0 x66 h53 y843 ff3 fs1 fc0 sc0 lsf ws0">48<span class="ls0"> </span></div></div><div class="c x63 y841 w97 hc7"><div class="t m0 x83 h53 y843 ff3 fs1 fc0 sc0 lsf ws0">309<span class="ls0"> </span></div></div><div class="c x125 y841 w12e hc7"><div class="t m0 x66 h53 y843 ff3 fs1 fc0 sc0 lsf ws0">30<span class="ls0"> </span></div></div><div class="c xb3 y841 w5a hc7"><div class="t m0 x83 h53 y843 ff3 fs1 fc0 sc0 lsf ws0">251<span class="ls0"> </span></div></div><div class="c x0 y0 w7 hc"><div class="t m0 x4 h12 y844 ff6 fsb fc0 sc0 ls13 ws0">S1<span class="ls0">-9 Wskaźniki róż<span class="_ _1"></span>norodności <span class="_ _1"></span><span class="ff3"> </span></span></div><div class="t m0 x4 h6 y845 ff1 fs3 fc0 sc0 ls0 ws0">Grupa <span class="_ _16"> </span>MIRBUD <span class="_ _16"> </span>tworz<span class="_ _1"></span>y <span class="_ _16"> </span>środowisk<span class="_ _1"></span>o <span class="_ _16"> </span>pracy <span class="_ _16"> </span>wolne <span class="_ _d"> </span>od <span class="_ _16"> </span>dyskr<span class="_ _1"></span>yminacji <span class="_ _f"> </span>i<span class="_ _1"></span> <span class="_ _16"> </span>dba <span class="_ _16"> </span>o <span class="_ _16"> </span>r<span class="_ _1"></span>óżnorodność <span class="_ _16"> </span>wśród<span class="_ _1"></span> </div><div class="t m0 x4 h6 y846 ff1 fs3 fc0 sc0 ls0 ws0">pracowników. <span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x4 h6 y847 ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x38 y396 w12f h82"><div class="t m0 x4c h53 y848 ff3 fs1 fc0 sc0 ls0 ws0">Okres </div></div><div class="c x126 y396 w130 h82"><div class="t m0 x56 h53 y848 ff3 fs1 fc0 sc0 lsf ws0">202<span class="ls0">5 </span></div></div><div class="c x127 y396 w131 h82"><div class="t m0 x56 h53 y848 ff3 fs1 fc0 sc0 lsf ws0">2024<span class="ls0"> </span></div></div><div class="c x38 y849 w12f h3f"><div class="t m0 x4c h53 y1dc ff3 fs1 fc0 sc0 ls0 ws0">Osoby zatrudn<span class="_ _0"></span>ione na umowac<span class="_ _0"></span>h </div><div class="t m0 x4c h53 y1dd ff6 fs1 fc0 sc0 ls0 ws0">o pracę <span class="ff3"> </span></div></div><div class="c x126 y849 w132 h3f"><div class="t m0 x39 h53 y324 ff3 fs1 fc0 sc0 ls0 ws0">Kobiety </div></div><div class="c x128 y849 w133 h3f"><div class="t m0 x8a h53 y324 ff6 fs1 fc0 sc0 ls0 ws0">Mężczyźni<span class="ff3"> </span></div></div><div class="c x129 y849 w134 h3f"><div class="t m0 x76 h53 y324 ff3 fs1 fc0 sc0 ls0 ws0">Razem </div></div><div class="c x127 y849 w134 h3f"><div class="t m0 x39 h53 y324 ff3 fs1 fc0 sc0 ls0 ws0">Kobiety </div></div><div class="c x12a y849 w133 h3f"><div class="t m0 x8a h53 y324 ff6 fs1 fc0 sc0 ls0 ws0">Mężczyźni<span class="ff3"> </span></div></div><div class="c x12b y849 w134 h3f"><div class="t m0 x76 h53 y324 ff3 fs1 fc0 sc0 ls0 ws0">Razem </div></div><div class="c x38 y84a w12f hc8"><div class="t m0 x4c h53 y320 ff6 fs1 fc0 sc0 ls0 ws0">Łączna liczba<span class="_ _0"></span> osób, w tym:<span class="ff3"> </span></div></div><div class="c x126 y84a w132 hc8"><div class="t m0 xe h53 y320 ff3 fs1 fc0 sc0 lsf ws0">266<span class="ls0"> </span></div></div><div class="c x128 y84a w133 hc8"><div class="t m0 xe h53 y320 ff3 fs1 fc0 sc0 lsf ws0">806<span class="ls0"> </span></div></div><div class="c x129 y84a w134 hc8"><div class="t m0 x98 h53 y320 ff3 fs1 fc0 sc0 lsf ws0">1072<span class="ls0"> </span></div></div><div class="c x127 y84a w134 hc8"><div class="t m0 xe h53 y320 ff3 fs1 fc0 sc0 lsf ws0">216<span class="ls0"> </span></div></div><div class="c x12a y84a w133 hc8"><div class="t m0 xe h53 y320 ff3 fs1 fc0 sc0 lsf ws0">605<span class="ls0"> </span></div></div><div class="c x12b y84a w134 hc8"><div class="t m0 xe h53 y320 ff3 fs1 fc0 sc0 lsf ws0">821<span class="ls0"> </span></div></div><div class="c x38 y84b w12f hc8"><div class="t m0 x4c h15 y320 ff1 fs1 fc0 sc0 ls0 ws0">Grupa wiekowa: pow<span class="_ _0"></span>yżej 50 <span class="_ _0"></span>lat<span class="ff2"> </span></div></div><div class="c x126 y84b w132 hc8"><div class="t m0 x80 h15 y320 ff2 fs1 fc0 sc0 lsf ws0">51<span class="ls0"> </span></div></div><div class="c x128 y84b w133 hc8"><div class="t m0 xe h15 y320 ff2 fs1 fc0 sc0 lsf ws0">257<span class="ls0"> </span></div></div><div class="c x129 y84b w134 hc8"><div class="t m0 xe h15 y320 ff2 fs1 fc0 sc0 lsf ws0">308<span class="ls0"> </span></div></div><div class="c x127 y84b w134 hc8"><div class="t m0 x80 h15 y320 ff2 fs1 fc0 sc0 lsf ws0">39<span class="ls0"> </span></div></div><div class="c x12a y84b w133 hc8"><div class="t m0 xe h15 y320 ff2 fs1 fc0 sc0 lsf ws0">173<span class="ls0"> </span></div></div><div class="c x12b y84b w134 hc8"><div class="t m0 xe h15 y320 ff2 fs1 fc0 sc0 lsf ws0">212<span class="ls0"> </span></div></div><div class="c x38 y84c w12f hc9"><div class="t m0 x4c h15 y6b3 ff2 fs1 fc0 sc0 ls0 ws0">Grupa wiekowa: 30-50<span class="_ _0"></span> lat </div></div><div class="c x126 y84c w132 hc9"><div class="t m0 xe h15 y6b3 ff2 fs1 fc0 sc0 lsf ws0">161<span class="ls0"> </span></div></div><div class="c x128 y84c w133 hc9"><div class="t m0 xe h15 y6b3 ff2 fs1 fc0 sc0 lsf ws0">473<span class="ls0"> </span></div></div><div class="c x129 y84c w134 hc9"><div class="t m0 xe h15 y6b3 ff2 fs1 fc0 sc0 lsf ws0">634<span class="ls0"> </span></div></div><div class="c x127 y84c w134 hc9"><div class="t m0 xe h15 y6b3 ff2 fs1 fc0 sc0 lsf ws0">129<span class="ls0"> </span></div></div><div class="c x12a y84c w133 hc9"><div class="t m0 xe h15 y6b3 ff2 fs1 fc0 sc0 lsf ws0">367<span class="ls0"> </span></div></div><div class="c x12b y84c w134 hc9"><div class="t m0 xe h15 y6b3 ff2 fs1 fc0 sc0 lsf ws0">496<span class="ls0"> </span></div></div><div class="c x38 y84d w12f h82"><div class="t m0 x4c h15 y848 ff1 fs1 fc0 sc0 ls0 ws0">Grupa wiekowa: poni<span class="_ _0"></span>żej 30 la<span class="_ _0"></span>t<span class="ff2"> </span></div></div><div class="c x126 y84d w132 h82"><div class="t m0 x80 h15 y848 ff2 fs1 fc0 sc0 lsf ws0">54<span class="ls0"> </span></div></div><div class="c x128 y84d w133 h82"><div class="t m0 x80 h15 y848 ff2 fs1 fc0 sc0 lsf ws0">76<span class="ls0"> </span></div></div><div class="c x129 y84d w134 h82"><div class="t m0 xe h15 y848 ff2 fs1 fc0 sc0 lsf ws0">130<span class="ls0"> </span></div></div><div class="c x127 y84d w134 h82"><div class="t m0 x80 h15 y848 ff2 fs1 fc0 sc0 lsf ws0">48<span class="ls0"> </span></div></div><div class="c x12a y84d w133 h82"><div class="t m0 x80 h15 y848 ff2 fs1 fc0 sc0 lsf ws0">65<span class="ls0"> </span></div></div><div class="c x12b y84d w134 h82"><div class="t m0 xe h15 y848 ff2 fs1 fc0 sc0 lsf ws0">113<span class="ls0"> </span></div></div><div class="c x0 y0 w7 hc"><div class="t m0 x4 h12 y612 ff6 fsb fc0 sc0 ls0 ws0"> <span class="ls13">S1</span>-10 Odpowiedni<span class="_ _1"></span>e płace<span class="ff3"> </span></div><div class="t m0 x4 h6 y84e ff2 fs3 fc0 sc0 ls0 ws0">W <span class="_ _18"> </span>2025 <span class="_ _18"> </span><span class="ff1">wsz<span class="_ _1"></span>yscy <span class="_ _18"> </span>pracownicy<span class="_ _1"></span> <span class="_ _18"> </span>Grupy <span class="_ _18"> </span>MIRBUD <span class="_ _1f"> </span>otrzymywali <span class="_ _18"> </span>wyna<span class="_ _1"></span>grodzenie <span class="_ _18"> </span>p<span class="_ _1"></span>owyżej <span class="_ _18"> </span>ustaloneg<span class="_ _1"></span>o </span></div><div class="t m0 x4 h6 y84f ff2 fs3 fc0 sc0 ls0 ws0">wynagrodzenia adek<span class="_ _1"></span>watnego, czyli kwo<span class="_ _1"></span>ty wynagrodze<span class="_ _1"></span>nia minimalnego.<span class="_ _1"></span> </div><div class="t m0 x4 h12 y850 ff6 fsb fc0 sc0 ls13 ws0">S1<span class="ls0">-11 Ochrona soc<span class="_ _1"></span>jalna<span class="_ _1"></span><span class="ff3"> </span></span></div><div class="t m0 x4 h6 y851 ff1 fs3 fc0 sc0 ls0 ws0">Wszyscy<span class="_ _1"></span> <span class="_ _1"></span>pracownicy <span class="_ _8"></span>zatrudnieni <span class="_ _8"></span>na <span class="_ _1"></span>u<span class="_ _1"></span>mowę <span class="_ _8"></span>o <span class="_ _1"></span>pracę <span class="_ _8"></span>objęc<span class="_ _1"></span>i <span class="_ _1"></span>są <span class="_ _8"></span>ochroną <span class="_ _8"></span>prawną <span class="_ _8"></span>zapewnianą <span class="_ _8"></span>zgodnie <span class="_ _8"></span>z </div><div class="t m0 x4 h6 y23 ff1 fs3 fc0 sc0 ls0 ws0">Kodeksem <span class="_ _2"></span>Pracy. <span class="_ _0"></span>Osoby <span class="_ _2"></span>nie <span class="_ _0"></span>będące <span class="_ _2"></span>pracownikami <span class="_ _0"></span>nie <span class="_ _2"></span>są <span class="_ _2"></span>objęci <span class="_ _0"></span>ochroną <span class="_ _2"></span>socjalną <span class="_ _0"></span>w <span class="_ _2"></span>ramach <span class="_ _2"></span>pr<span class="_ _1"></span>ogramów </div><div class="t m0 x4 h6 y852 ff1 fs3 fc0 sc0 ls0 ws0">publicznych oraz świ<span class="_ _1"></span>adczeń oferowanyc<span class="_ _1"></span>h przez przed<span class="_ _1"></span>siębiorstwo. <span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x4 h12 y853 ff6 fsb fc0 sc0 ls13 ws0">S1<span class="ls0">-13 Wskaźniki do<span class="_ _1"></span>tyczące szkoleń i r<span class="_ _1"></span>ozwoju umiejętn<span class="_ _1"></span>ości<span class="_ _1"></span><span class="ff3"> </span></span></div><div class="t m0 x4 h6 y796 ff1 fs3 fc0 sc0 ls0 ws0">Grupa <span class="_ _2"></span>MIRBUD <span class="_ _2"></span>pr<span class="_ _1"></span>owadzi <span class="_ _2"></span>r<span class="_ _1"></span>egularne <span class="_ _2"></span>sz<span class="_ _1"></span>kolenia <span class="_ _2"></span>dla <span class="_ _0"></span>pracowników <span class="_ _2"></span>Grupy. <span class="_ _0"></span>Poniższe <span class="_ _2"></span>zestawienie <span class="_ _0"></span>prezentuje </div><div class="t m0 x4 h6 y384 ff1 fs3 fc0 sc0 ls0 ws0">średnią liczbę godzin szk<span class="_ _1"></span>oleniowych i rozmów roz<span class="_ _1"></span>wojowych prz<span class="_ _1"></span>ypadającą na pracownika<span class="_ _1"></span> w 202<span class="_ _1"></span><span class="ff2">5 r<span class="_ _1"></span>oku. </span></div></div><div class="c x38 y854 w135 h82"><div class="t m0 x4c h53 y848 ff3 fs1 fc0 sc0 ls0 ws0">Okres </div></div><div class="c xea y854 w136 h82"><div class="t m0 x12c h53 y848 ff3 fs1 fc0 sc0 lsf ws0">202<span class="ls0">5 </span></div></div><div class="c x38 y855 w135 h84"><div class="t m0 x4c h53 y856 ff3 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c xea y855 w137 h84"><div class="t m0 xbf h53 y857 ff3 fs1 fc0 sc0 ls0 ws0">Kobiety </div></div><div class="c x12d y855 w138 h84"><div class="t m0 x77 h53 y857 ff6 fs1 fc0 sc0 ls0 ws0">Mężczyźni<span class="ff3"> </span></div></div><div class="c x38 y858 w135 h82"><div class="t m0 x4c h15 y848 ff1 fs1 fc0 sc0 ls0 ws0">Średnia liczba<span class="_ _0"></span> godzin szkoleniow<span class="_ _0"></span>ych na jedną<span class="_ _0"></span> osobę<span class="ff2"> </span></div></div><div class="c xea y858 w137 h82"><div class="t m0 x36 h15 y848 ff2 fs1 fc0 sc0 ls0 ws0">3,54 </div></div><div class="c x12d y858 w138 h82"><div class="t m0 x8c h15 y848 ff2 fs1 fc0 sc0 ls0 ws0">5,78 </div></div><div class="c x0 y0 w7 hc"><div class="t m0 x4 h10 y859 ff2 fs8 fc0 sc0 ls0 ws0"> </div></div><div class="c x38 y85a w139 h82"><div class="t m0 x4c h53 y848 ff3 fs1 fc0 sc0 ls0 ws0">Okres </div></div><div class="c x12e y85a w13a h82"><div class="t m0 x35 h53 y848 ff3 fs1 fc0 sc0 lsf ws0">202<span class="ls0">5 </span></div></div><div class="c x38 y85b w139 h3f"><div class="t m0 x4c h53 y1dc ff6 fs1 fc0 sc0 ls0 ws0">Liczba rozmów<span class="_ _0"></span> rozwojowych na<span class="_ _0"></span> osobę zatru<span class="_ _0"></span>dniona na p<span class="_ _0"></span>odstawie </div><div class="t m0 x4c h53 y1dd ff6 fs1 fc0 sc0 ls0 ws0">umowy o pracę <span class="_ _0"></span><span class="ff3"> </span></div></div><div class="c x12e y85b w104 h3f"><div class="t m0 x1d h53 y324 ff3 fs1 fc0 sc0 ls0 ws0">Kobiety </div></div><div class="c x12f y85b w13b h3f"><div class="t m0 x29 h53 y324 ff6 fs1 fc0 sc0 ls0 ws0">Mężczyźni<span class="ff3"> </span></div></div><div class="c x10b y85b w13c h3f"><div class="t m0 xd h53 y324 ff6 fs1 fc0 sc0 ls0 ws0">Łącznie<span class="ff3"> </span></div></div><div class="c x38 y85c w139 h44"><div class="t m0 x4c h15 y1eb ff1 fs1 fc0 sc0 ls0 ws0">Liczba rozmów ro<span class="_ _0"></span>zwojowych<span class="_ _0"></span> na osobę <span class="_ _0"></span>zatrudniona na pod<span class="_ _0"></span>stawie </div><div class="t m0 x4c h15 y1dd ff1 fs1 fc0 sc0 ls0 ws0">umowy o pracę <span class="ff2"> </span></div></div><div class="c x12e y85c w104 h44"><div class="t m0 xaa h15 y23c ff2 fs1 fc0 sc0 ls0 ws0">0,03 </div></div><div class="c x12f y85c w13b h44"><div class="t m0 x20 h15 y23c ff2 fs1 fc0 sc0 ls0 ws0">0,001 </div></div><div class="c x10b y85c w13c h44"><div class="t m0 x11 h15 y23c ff2 fs1 fc0 sc0 ls0 ws0">0,008 </div></div><div class="c x0 y0 w7 hc"><div class="t m0 x4 h10 y85d ff2 fs8 fc0 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf43" class="pf w5 hc" ><div class="pc pc43 w5 hc"><img class="bi x0 y0 w6 h1" alt="" 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class="c x0 y0 w7 hc"><div class="t m0 x4 h2 ye ff1 fs0 fc0 sc0 ls0 ws0">Sprawozdanie nt. informacji niefinansowych GK MIRBUD za 2025<span class="_ _1"></span> rok<span class="ff2"> </span></div><div class="t m0 x4 h2 yf ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hd y10 ff4 fs3 fc0 sc0 ls39 ws0">67<span class="ff5 fs8 ls0"> </span></div></div><div class="c x38 y85e w13d hca"><div class="t m0 x4c h53 y85f ff3 fs1 fc0 sc0 ls0 ws0">Okres </div></div><div class="c x11d y85e w13e hca"><div class="t m0 xa h53 y860 ff3 fs1 fc0 sc0 lsf ws0">202<span class="ls0">5 </span></div></div><div class="c x38 y861 w13d h82"><div class="t m0 x4c h53 y56f ff3 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x11d y861 w13f h82"><div class="t m0 x76 h53 y320 ff3 fs1 fc0 sc0 ls0 ws0">Kobiety </div></div><div class="c x130 y861 w140 h82"><div class="t m0 x24 h53 y320 ff6 fs1 fc0 sc0 ls0 ws0">Mężczyźni<span class="ff3"> </span></div></div><div class="c x38 y862 w13d h83"><div class="t m0 x4c h15 y5af ff1 fs1 fc0 sc0 ls0 ws0">Liczba rozmów ro<span class="_ _0"></span>zwojowych<span class="_ _0"></span> proporcjonalna do<span class="_ _0"></span> uzgodnione<span class="_ _0"></span>j liczby ro<span class="_ _0"></span>zmów rozwojow<span class="_ _0"></span>ych dla </div><div class="t m0 x4c h15 y242 ff2 fs1 fc0 sc0 ls0 ws0">danego okresu<span class="_ _0"></span> </div></div><div class="c x11d y862 w13f h83"><div class="t m0 x84 h15 y56e ff2 fs1 fc0 sc0 ls0 ws0">1 </div></div><div class="c x130 y862 w140 h83"><div class="t m0 x7e h15 y56e ff2 fs1 fc0 sc0 ls0 ws0">1 </div><div class="t m0 x4c h15 y572 ff2 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x0 y0 w7 hc"><div class="t m0 x4 h10 y863 ff2 fs8 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h12 y4ff ff6 fsb fc0 sc0 ls13 ws0">S1<span class="ls0">-14 Wskaźniki b<span class="_ _1"></span>ezpieczeństwa<span class="_ _1"></span> i higieny pracy <span class="_ _1"></span><span class="ff3"> </span></span></div><div class="t m0 x4 h6 y864 ff2 fs3 fc0 sc0 ls0 ws0">W <span class="_ _9"></span>2025 <span class="_ _9"></span><span class="ff1">wystąpił<span class="_ _1"></span></span>o <span class="_ _9"></span>8 <span class="_ _9"></span><span class="ff1">wypadków <span class="_ _9"></span>wśród<span class="_ _1"></span> <span class="_ _9"></span>pracowników, <span class="_ _a"> </span>spośród <span class="_ _b"></span>n<span class="_ _1"></span>ich <span class="_ _9"></span>wszystkie <span class="_ _9"> </span>był<span class="_ _1"></span>y <span class="_ _9"></span>wypadami <span class="_ _9"></span>lekkimi.<span class="_ _b"></span></span> </div><div class="t m0 x4 h6 y865 ff1 fs3 fc0 sc0 ls0 ws0">Wystąpiły <span class="_ _9"></span>dwa <span class="_ _b"></span>wy<span class="_ _1"></span>padki <span class="_ _b"></span>ś<span class="_ _1"></span>miertelne<span class="ff2">.<span class="_ _1"></span> <span class="_ _b"></span>J<span class="_ _1"></span>eden <span class="_ _9"></span></span>dotyczył <span class="_ _9"></span>podwykonawców <span class="_ _9"></span>pracującyc<span class="_ _1"></span>h <span class="_ _b"></span>na <span class="_ _9"></span>terenie <span class="_ _9"></span>budowy<span class="_ _1"></span> </div><div class="t m0 x4 h6 y866 ff2 fs3 fc0 sc0 ls0 ws0">GK <span class="_ _a"> </span>MIRBUD<span class="_ _1"></span>, <span class="_ _a"> </span>dru<span class="_ _1"></span>gi <span class="_ _a"> </span><span class="ff1">dotycz<span class="_ _1"></span>ył <span class="_ _a"> </span>osoby <span class="_ _10"> </span>współpracującej <span class="_ _10"> </span>z <span class="_ _a"> </span>GK <span class="_ _10"> </span>MIRBUD <span class="_ _a"> </span>na <span class="_ _10"> </span>podstawie <span class="_ _a"> </span>um<span class="_ _1"></span>owy <span class="_ _a"> </span>innej <span class="_ _10"> </span>niż </span></div><div class="t m0 x4 h6 y867 ff1 fs3 fc0 sc0 ls0 ws0">umowa o pracę. <span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x4 h3d y416 ffa fs1 fc6 sc0 ls0 ws0"> </div></div><div class="c x38 y868 w141 hcb"><div class="t m0 x4c h53 y869 ff6 fs1 fc0 sc0 ls0 ws0">Wypadki wśród <span class="_ _0"></span>osób zatrudni<span class="_ _0"></span>onych na<span class="_ _0"></span> umowie o pracę<span class="_ _0"></span><span class="ff3"> </span></div></div><div class="c x38 y13c w142 hcc"><div class="t m0 x4c h53 y86a ff3 fs1 fc0 sc0 ls0 ws0">Okres </div></div><div class="c x63 y13c w143 hcc"><div class="t m0 x70 h53 y86a ff3 fs1 fc0 sc0 lsf ws0">202<span class="ls0">5 </span></div></div><div class="c x131 y13c wf6 hcc"><div class="t m0 x70 h53 y86a ff3 fs1 fc0 sc0 lsf ws0">2024<span class="ls0"> </span></div></div><div class="c x38 y86b w142 hcd"><div class="t m0 x4c h15 y3c0 ff2 fs1 fc0 sc0 ls0 ws0">Wypadki lekkie </div></div><div class="c x63 y86b w143 hcd"><div class="t m0 x7e h15 y3c0 ff2 fs1 fc0 sc0 ls0 ws0">8 </div></div><div class="c x131 y86b wf6 hcd"><div class="t m0 xa h15 y3c0 ff2 fs1 fc0 sc0 lsf ws0">14<span class="ls0"> </span></div></div><div class="c x38 y86c w142 hce"><div class="t m0 x4c h15 y86d ff1 fs1 fc0 sc0 ls0 ws0">Wypadki ciężkie<span class="_ _0"></span><span class="ff2"> </span></div></div><div class="c x63 y86c w143 hce"><div class="t m0 x7e h15 y86d ff2 fs1 fc0 sc0 ls0 ws0">0 </div></div><div class="c x131 y86c wf6 hce"><div class="t m0 x7e h15 y86d ff2 fs1 fc0 sc0 ls0 ws0">0 </div></div><div class="c x38 y86e w142 hce"><div class="t m0 x4c h15 y86d ff1 fs1 fc0 sc0 ls0 ws0">Wypadki śmiertelne<span class="_ _0"></span><span class="ff2"> </span></div></div><div class="c x63 y86e w143 hce"><div class="t m0 x7e h15 y86d ff2 fs1 fc0 sc0 ls0 ws0">0 </div></div><div class="c x131 y86e wf6 hce"><div class="t m0 x7e h15 y86d ff2 fs1 fc0 sc0 ls0 ws0">0 </div></div><div class="c x38 y552 w142 hcc"><div class="t m0 x4c h15 y86a ff2 fs1 fc0 sc0 ls0 ws0">Wypadki zbior<span class="_ _0"></span>owe </div></div><div class="c x63 y552 w143 hcc"><div class="t m0 x7e h15 y86a ff2 fs1 fc0 sc0 ls0 ws0">0 </div></div><div class="c x131 y552 wf6 hcc"><div class="t m0 x7e h15 y86a ff2 fs1 fc0 sc0 ls0 ws0">0 </div></div><div class="c x38 y5cc w144 hcc"><div class="t m0 x4c h53 y86a ff6 fs1 fc0 sc0 ls0 ws0">Łącznie liczba wypa<span class="_ _0"></span>dków<span class="ff3"> </span></div></div><div class="c x63 y5cc w143 hcc"><div class="t m0 x7e h53 y86a ff3 fs1 fc0 sc0 ls0 ws0">8 </div></div><div class="c x131 y5cc w145 hcc"><div class="t m0 xa h53 y86a ff3 fs1 fc0 sc0 lsf ws0">14<span class="ls0"> </span></div></div><div class="c x38 y86f w142 h3f"><div class="t m0 x4c h53 y1dc ff6 fs1 fc0 sc0 ls0 ws0">Wypadki wśród <span class="_ _0"></span>osób współprac<span class="_ _0"></span>ujących na<span class="_ _0"></span> podstawie um<span class="_ _0"></span>ów innych niż <span class="_ _0"></span>umowa o </div><div class="t m0 x4c h53 y1dd ff6 fs1 fc0 sc0 ls0 ws0">pracę<span class="ff3"> </span></div></div><div class="c x63 y86f w143 h3f"><div class="t m0 x4c h53 y324 ff3 fs1 fc0 sc0 ls0 ws0">  </div></div><div class="c x131 y86f wf6 h3f"><div class="t m0 x55 h53 y324 ff3 fs1 fc0 sc0 ls0 ws0">  </div></div><div class="c x38 y611 w142 hcf"><div class="t m0 x4c h15 y465 ff2 fs1 fc0 sc0 ls0 ws0">Wypadki lekkie </div></div><div class="c x63 y611 w143 hcf"><div class="t m0 x7e h15 y465 ff2 fs1 fc0 sc0 ls0 ws0">0 </div></div><div class="c x131 y611 wf6 hcf"><div class="t m0 x7e h15 y465 ff2 fs1 fc0 sc0 ls0 ws0">0 </div></div><div class="c x38 y870 w142 hce"><div class="t m0 x4c h15 y86d ff1 fs1 fc0 sc0 ls0 ws0">Wypadki ciężkie<span class="_ _0"></span><span class="ff2"> </span></div></div><div class="c x63 y870 w143 hce"><div class="t m0 x7e h15 y86d ff2 fs1 fc0 sc0 ls0 ws0">0 </div></div><div class="c x131 y870 wf6 hce"><div class="t m0 x7e h15 y86d ff2 fs1 fc0 sc0 ls0 ws0">0 </div></div><div class="c x38 y871 w142 hce"><div class="t m0 x4c h15 y86d ff1 fs1 fc0 sc0 ls0 ws0">Wypadki śmiertelne<span class="_ _0"></span><span class="ff2"> </span></div></div><div class="c x63 y871 w143 hce"><div class="t m0 x7e h15 y86d ff2 fs1 fc0 sc0 ls0 ws0">1 </div></div><div class="c x131 y871 wf6 hce"><div class="t m0 x7e h15 y86d ff2 fs1 fc0 sc0 ls0 ws0">0 </div></div><div class="c x38 y872 w142 hcb"><div class="t m0 x4c h15 y86d ff2 fs1 fc0 sc0 ls0 ws0">Wypadki zbior<span class="_ _0"></span>owe </div></div><div class="c x63 y872 w143 hcb"><div class="t m0 x7e h15 y86d ff2 fs1 fc0 sc0 ls0 ws0">0 </div></div><div class="c x131 y872 wf6 hcb"><div class="t m0 x7e h15 y86d ff2 fs1 fc0 sc0 ls0 ws0">0 </div></div><div class="c x38 y170 w142 hce"><div class="t m0 x4c h53 y86d ff6 fs1 fc0 sc0 ls0 ws0">Łącznie liczba wypa<span class="_ _0"></span>dków<span class="ff3"> </span></div></div><div class="c x63 y170 w143 hce"><div class="t m0 x7e h53 y86d ff3 fs1 fc0 sc0 ls0 ws0">1 </div></div><div class="c x131 y170 wf6 hce"><div class="t m0 x7e h53 y86d ff3 fs1 fc0 sc0 ls0 ws0">0 </div></div><div class="c x38 y873 w142 h3f"><div class="t m0 x4c h53 y1dc ff6 fs1 fc0 sc0 ls0 ws0">Wypadki wśród <span class="_ _0"></span>osób zatrudni<span class="_ _0"></span>onych przez<span class="_ _0"></span> firmy podwyko<span class="_ _0"></span>nawcze,<span class="_ _0"></span> pracujących na<span class="_ _0"></span> </div><div class="t m0 x4c h53 y1dd ff6 fs1 fc0 sc0 ls0 ws0">terenie zakładu<span class="_ _0"></span><span class="ff3"> </span></div></div><div class="c x63 y873 w143 h3f"><div class="t m0 x4c h53 y324 ff3 fs1 fc0 sc0 ls0 ws0">  </div></div><div class="c x131 y873 wf6 h3f"><div class="t m0 x55 h53 y324 ff3 fs1 fc0 sc0 ls0 ws0">  </div></div><div class="c x38 y874 w142 hce"><div class="t m0 x4c h15 y86d ff1 fs1 fc0 sc0 ls0 ws0">Wypadki śmiertelne<span class="_ _0"></span><span class="ff2"> </span></div></div><div class="c x63 y874 w143 hce"><div class="t m0 x7e h15 y86d ff2 fs1 fc0 sc0 ls0 ws0">1 </div></div><div class="c x131 y874 wf6 hce"><div class="t m0 x7e h15 y86d ff2 fs1 fc0 sc0 ls0 ws0">0 </div></div><div class="c x0 y0 w7 hc"><div class="t m0 x4 h10 y875 ff2 fs8 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h6 y876 ff1 fs3 fc0 sc0 ls0 ws0">Wśród <span class="_ _1"></span>pracown<span class="_ _1"></span>ików <span class="_ _1"></span><span class="ff2">GK <span class="_ _8"></span>MIRBUD <span class="_ _8"></span></span>liczba <span class="_ _1"></span>zarej<span class="_ _1"></span>estrowanych <span class="_ _1"></span>c<span class="_ _1"></span>horób <span class="_ _1"></span>zawodowych <span class="_ _1"></span>w<span class="_ _1"></span>yniosła <span class="_ _1"></span>0, <span class="_ _8"></span>natomiast<span class="_ _1"></span> </div><div class="t m0 x4 h6 y877 ff1 fs3 fc0 sc0 ls0 ws0">liczba <span class="_ _2"></span>dni <span class="_ _2"></span>niezdo<span class="_ _1"></span>lności <span class="_ _2"></span>do <span class="_ _2"></span>pr<span class="_ _1"></span>acy <span class="_ _2"></span>spowodow<span class="_ _1"></span>ana <span class="_ _2"></span>kontuzjami <span class="_ _2"></span>prz<span class="_ _1"></span>y <span class="_ _2"></span>pracy <span class="_ _0"></span>lub <span class="_ _6"></span>z<span class="_ _1"></span>łym <span class="_ _2"></span>stanem <span class="_ _2"></span>z<span class="_ _1"></span>drowia <span class="_ _2"></span>w <span class="_ _2"></span>wyniku<span class="_ _1"></span> </div><div class="t m0 x4 h6 y878 ff2 fs3 fc0 sc0 ls0 ws0">pracy <span class="ff1">wyniosła </span>52<span class="_ _1"></span>4<span class="lsd">. </span><span class="ff1">Wskaźnik wypa<span class="_ _1"></span>dków przy pracy p<span class="_ _1"></span>racowników w roku 202<span class="_ _8"></span></span>5 <span class="ff1">wyniósł <span class="_ _1"></span></span><span class="ls1">4,53</span>.  </div><div class="t m0 x4 h6 y879 ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x38 y87a w146 hd0"><div class="t m0 x4c h53 y324 ff3 fs1 fc0 sc0 ls0 ws0">Okres </div></div><div class="c x63 y87a w147 hd0"><div class="t m0 x70 h53 y324 ff3 fs1 fc0 sc0 lsf ws0">202<span class="ls0">5 </span></div></div><div class="c x131 y87a wf6 hd0"><div class="t m0 x70 h53 y324 ff3 fs1 fc0 sc0 lsf ws0">2024<span class="ls0"> </span></div></div><div class="c x38 y87b w146 h84"><div class="t m0 x4c h15 y857 ff1 fs1 fc0 sc0 ls0 ws0">Liczba przypadków<span class="_ _0"></span> zareje<span class="_ _0"></span>strowanych chorób <span class="_ _0"></span>zawodowych<span class="ff2"> </span></div></div><div class="c x63 y87b w147 h84"><div class="t m0 x7e h15 y857 ff2 fs1 fc0 sc0 ls0 ws0">0 </div></div><div class="c x131 y87b wf6 h84"><div class="t m0 x7e h15 y857 ff2 fs1 fc0 sc0 ls0 ws0">0 </div></div><div class="c x38 y87c w146 h83"><div class="t m0 x4c h15 y848 ff1 fs1 fc0 sc0 ls0 ws0">Liczba dni niezdo<span class="_ _0"></span>lności do prac<span class="_ _0"></span>y spowod<span class="_ _0"></span>owana wypadkami<span class="_ _0"></span> przy pracy<span class="ff2"> </span></div></div><div class="c x63 y87c w147 h83"><div class="t m0 x3a h15 y848 ff2 fs1 fc0 sc0 lsf ws0">524<span class="ls0"> </span></div></div><div class="c x131 y87c wf6 h83"><div class="t m0 x3a h15 y848 ff2 fs1 fc0 sc0 lsf ws0">757<span class="ls0"> </span></div></div><div class="c x38 y87d w146 hd0"><div class="t m0 x4c h15 y324 ff1 fs1 fc0 sc0 ls0 ws0">Wskaźnik w<span class="_ _0"></span>ypadków przy pr<span class="_ _0"></span>acy<span class="ff2"> </span></div></div><div class="c x63 y87d w147 hd0"><div class="t m0 x132 h15 y324 ff2 fs1 fc0 sc0 ls0 ws0">4,53 </div></div><div class="c x131 y87d wf6 hd0"><div class="t m0 x132 h15 y324 ff2 fs1 fc0 sc0 ls0 ws0">8,80 </div></div><div class="c x0 y0 w7 hc"><div class="t m0 x4 h10 y87e ff2 fs8 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h12 y87f ff6 fsb fc0 sc0 ls13 ws0">S1<span class="ls0">-15 Wskaźniki ró<span class="_ _1"></span>wnowagi między ży<span class="_ _1"></span>ciem zawodowym a prywatn<span class="_ _1"></span>ym <span class="_ _1"></span><span class="ff3"> </span></span></div><div class="t m0 x4 h6 y880 ff1 fs3 fc0 sc0 ls0 ws0">Wszyscy <span class="_ _16"> </span>pracownicy <span class="_ _d"> </span>zatrudnieni <span class="_ _16"> </span>na <span class="_ _16"> </span>umow<span class="_ _1"></span>ie <span class="_ _f"> </span>o <span class="_ _16"> </span>pr<span class="_ _1"></span>ace <span class="_ _16"> </span>są <span class="_ _16"> </span>upoważn<span class="_ _1"></span>ieni <span class="_ _16"> </span>do <span class="_ _16"> </span>skorz<span class="_ _1"></span>ystania <span class="_ _16"> </span>z <span class="_ _16"> </span>urlopu </div><div class="t m0 x4 h6 y7bf ff2 fs3 fc0 sc0 ls0 ws0">rodzicielskiego. W roku 2<span class="_ _1"></span>025 <span class="ff1">s<span class="_ _1"></span>korzystało z niego <span class="_ _1"></span></span>7<span class="lsd">,8</span>9% k<span class="_ _1"></span>obiet oraz 5,09<span class="ff1">%<span class="_ _1"></span> mężczyz<span class="_ _1"></span>n. </span> </div></div></div><div class="pi" ></div></div><div id="pf44" class="pf w5 hc" ><div class="pc pc44 w5 hc"><img class="bi x0 y0 w6 h1" alt="" src="data:image/png;base64,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class="c x0 y0 w7 hc"><div class="t m0 x4 h2 ye ff1 fs0 fc0 sc0 ls0 ws0">Sprawozdanie nt. informacji niefinansowych GK MIRBUD za 2025<span class="_ _1"></span> rok<span class="ff2"> </span></div><div class="t m0 x4 h2 yf ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hd y10 ff4 fs3 fc0 sc0 ls39 ws0">68<span class="ff5 fs8 ls0"> </span></div><div class="t m0 x4 h3d y881 ffa fs1 fc6 sc0 ls0 ws0"> </div></div><div class="c x38 y524 w148 hd1"><div class="t m0 x4c h53 y48a ff3 fs1 fc0 sc0 ls0 ws0">Okres </div></div><div class="c x90 y524 w72 hd1"><div class="t m0 x133 h53 y48a ff3 fs1 fc0 sc0 lsf ws0">202<span class="ls0">5 </span></div></div><div class="c x91 y524 w149 hd1"><div class="t m0 x133 h53 y48a ff3 fs1 fc0 sc0 lsf ws0">2024<span class="ls0"> </span></div></div><div class="c x38 y882 w148 hd1"><div class="t m0 x4c h53 y48a ff6 fs1 fc0 sc0 ls0 ws0">Płeć<span class="ff3"> </span></div></div><div class="c x90 y882 w14a hd1"><div class="t m0 x14 h53 y48a ff3 fs1 fc0 sc0 ls0 ws0">Kobiety </div></div><div class="c xd7 y882 w14b hd1"><div class="t m0 x8a h53 y48a ff6 fs1 fc0 sc0 ls0 ws0">Mężczyźni<span class="ff3"> </span></div></div><div class="c x91 y882 w14c hd1"><div class="t m0 x14 h53 y48a ff3 fs1 fc0 sc0 ls0 ws0">Kobiety </div></div><div class="c x134 y882 w14a hd1"><div class="t m0 x8a h53 y48a ff6 fs1 fc0 sc0 ls0 ws0">Mężczyźni<span class="ff3"> </span></div></div><div class="c x38 y883 w148 hd2"><div class="t m0 x4c h15 y884 ff1 fs1 fc0 sc0 ls0 ws0">% osób na umow<span class="_ _0"></span>ach o pracę<span class="_ _0"></span> upoważnionych do<span class="_ _0"></span> urlopu </div><div class="t m0 x4c h15 y80a ff1 fs1 fc0 sc0 ls0 ws0">rodzicielskiego w<span class="_ _0"></span> sumie osób <span class="_ _0"></span>zatrudnion<span class="_ _0"></span>ych na podstawie u<span class="_ _0"></span>mów o </div><div class="t m0 x4c h15 y569 ff1 fs1 fc0 sc0 ls0 ws0">pracę <span class="ff2"> </span></div></div><div class="c x90 y883 w14a hd2"><div class="t m0 x2f h15 y80a ff2 fs1 fc0 sc0 lsf ws0">100%<span class="ls0"> </span></div></div><div class="c xd7 y883 w14b hd2"><div class="t m0 x2f h15 y80a ff2 fs1 fc0 sc0 lsf ws0">100%<span class="ls0"> </span></div></div><div class="c x91 y883 w14c hd2"><div class="t m0 x2f h15 y80a ff2 fs1 fc0 sc0 lsf ws0">100%<span class="ls0"> </span></div></div><div class="c x134 y883 w14a hd2"><div class="t m0 x2f h15 y80a ff2 fs1 fc0 sc0 lsf ws0">100%<span class="ls0"> </span></div></div><div class="c x38 yb8 w148 hc7"><div class="t m0 x4c h15 y842 ff1 fs1 fc0 sc0 ls0 ws0">% osób na umow<span class="_ _0"></span>ach o pracę<span class="_ _0"></span> upoważnionych,<span class="_ _0"></span> które skor<span class="_ _0"></span>zystały z </div><div class="t m0 x4c h15 y476 ff2 fs1 fc0 sc0 ls0 ws0">urlopu rodziciels<span class="_ _0"></span>kiego </div></div><div class="c x90 yb8 w14a hc7"><div class="t m0 xbe h15 y843 ff2 fs1 fc0 sc0 ls0 ws0">7,89% </div></div><div class="c xd7 yb8 w14b hc7"><div class="t m0 xbe h15 y843 ff2 fs1 fc0 sc0 ls0 ws0">5,09% </div></div><div class="c x91 yb8 w14c hc7"><div class="t m0 xbe h15 y843 ff2 fs1 fc0 sc0 ls0 ws0">6,48% </div></div><div class="c x134 yb8 w14a hc7"><div class="t m0 xbe h15 y843 ff2 fs1 fc0 sc0 ls0 ws0">4,96% </div></div><div class="c x0 y0 w7 hc"><div class="t m0 x4 h10 y885 ff2 fs8 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h12 y886 ff6 fsb fc0 sc0 ls13 ws0">S1<span class="ls0">-16 Wskaźniki w<span class="_ _1"></span>ynagrodzeń <span class="_ _1"></span><span class="ff3"> </span></span></div><div class="t m0 x4 h6 y887 ff1 fs3 fc0 sc0 ls0 ws0">Nieskorygowana <span class="_ _b"></span>l<span class="_ _1"></span>uka <span class="_ _b"></span>płacowa <span class="_ _9"></span><span class="ff2">w <span class="_ _b"></span>roku <span class="_ _b"></span>202<span class="_ _1"></span>5 <span class="_ _b"></span></span>wynios<span class="_ _1"></span>ła <span class="_ _b"></span>1<span class="ff2 ls1">6,83<span class="ls0">%, <span class="_ _9"></span>obliczona <span class="_ _b"></span>zgo<span class="_ _1"></span>dnie <span class="_ _b"></span>ze <span class="_ _9"></span>wzorem: <span class="_ _b"></span>(</span></span>ś<span class="_ _1"></span><span class="ff2">redni </span></div><div class="t m0 x4 h6 y888 ff1 fs3 fc0 sc0 ls0 ws0">poziom <span class="_ _a"> </span>płacy <span class="_ _a"> </span>godz<span class="_ _1"></span>inowej <span class="_ _a"> </span>brutto <span class="_ _10"> </span>pracowników <span class="_ _a"> </span>płci <span class="_ _a"> </span>męsk<span class="_ _1"></span>iej <span class="_ _10"> </span><span class="ff2">- <span class="_ _a"> </span></span>średni <span class="_ _a"> </span>poziom <span class="_ _a"> </span>pła<span class="_ _1"></span>cy <span class="_ _a"> </span>godzinowej <span class="_ _a"> </span>brut<span class="_ _1"></span>to </div><div class="t m0 x4 h6 y889 ff1 fs3 fc0 sc0 ls0 ws0">pracowników płci żeńsk<span class="_ _1"></span>iej) / Średni poziom <span class="_ _1"></span>płacy godzinowej bru<span class="_ _1"></span>tto pracowników <span class="_ _1"></span>płci męskiej<span class="_ _1"></span><span class="ff2 lsd">. <span class="_ _1"></span><span class="ls0"> </span></span></div><div class="t m0 x4 h6 y88a ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h6 y1c ff2 fs3 fc0 sc0 ls0 ws0">CEO <span class="_ _9"></span>Pay <span class="_ _a"> </span>Ratio <span class="_ _9"></span><span class="ff1">w <span class="_ _9"> </span>2<span class="_ _1"></span>025 <span class="_ _9"></span>ro<span class="_ _1"></span>ku <span class="_ _9"></span>wyniósł<span class="_ _1"></span></span> <span class="_ _9"></span>16,8<span class="lsd">. <span class="_ _a"> </span></span><span class="ff1">Wskaźnik <span class="_ _a"> </span>wyraża <span class="_ _9"></span>stosunek <span class="_ _a"> </span>najwyżej <span class="_ _9"></span>opłacanej<span class="_ _1"></span> <span class="_ _9"></span>osoby <span class="_ _9"> </span>w<span class="_ _1"></span> </span></div><div class="t m0 x4 h6 y88b ff1 fs3 fc0 sc0 ls0 ws0">organizacji <span class="_ _33"> </span>do <span class="_ _33"> </span>m<span class="_ _1"></span>ediany <span class="_ _33"> </span>wy<span class="_ _1"></span>nagrodzeń <span class="_ _33"> </span>wsz<span class="_ _1"></span>ystkich <span class="_ _33"> </span>pozosta<span class="_ _1"></span>łych <span class="_ _33"> </span>pracow<span class="_ _1"></span>ników <span class="_ _33"> </span>w <span class="_ _33"> </span>okresi<span class="_ _1"></span>e </div><div class="t m0 x4 h6 y52f ff2 fs3 fc0 sc0 ls0 ws0">sprawozdawczym.<span class="_ _1"></span> </div><div class="t m0 x4 h6 y88c ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h6 y88d ff1 fs3 fc0 sc0 ls0 ws0">GK <span class="_ _2"></span>MIR<span class="_ _1"></span>BUD <span class="_ _0"></span>zgłasza <span class="_ _2"></span>k<span class="_ _1"></span>orektę <span class="_ _2"></span>w <span class="_ _0"></span>związku <span class="_ _0"></span>z <span class="_ _2"></span>po<span class="_ _1"></span>myłką <span class="_ _0"></span>przy <span class="_ _2"></span>obl<span class="_ _1"></span>iczaniu <span class="_ _2"></span>C<span class="_ _1"></span>EO <span class="_ _0"></span>Pay <span class="_ _2"></span>Ratio<span class="_ _1"></span> <span class="_ _0"></span>za <span class="_ _2"></span>rok <span class="_ _0"></span>2024. <span class="_ _0"></span>W <span class="_ _2"></span>tabeli </div><div class="t m0 x4 h6 y88e ff1 fs3 fc0 sc0 ls0 ws0">poniżej podana jes<span class="_ _1"></span>t wartość po korekc<span class="_ _1"></span>ie. <span class="ff2"> </span></div><div class="t m0 x4 h6 y88f ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x38 y890 w14d hd3"><div class="t m0 xf h28 y340 ff3 fs1 fc0 sc0 ls0 ws0">Okres<span class="fs0 fc5"> </span></div></div><div class="c x135 y890 w14e hd3"><div class="t m0 x98 h28 y340 ff3 fs1 fc0 sc0 lsf ws0">2025<span class="fs0 fc5 ls0"> </span></div></div><div class="c x136 y890 w14f hd3"><div class="t m0 x98 h28 y340 ff3 fs1 fc0 sc0 lsf ws0">2024<span class="fs0 fc5 ls0"> </span></div></div><div class="c x38 y891 w14d hd4"><div class="t m0 xf h15 y722 ff2 fs1 fc0 sc0 ls0 ws0">CEO Pay Ratio<span class="_ _0"></span> </div></div><div class="c x135 y891 w14e hd4"><div class="t m0 x6f h15 y722 ff2 fs1 fc0 sc0 ls0 ws0">16,8 </div></div><div class="c x136 y891 w14f hd4"><div class="t m0 x86 h15 y722 ff2 fs1 fc0 sc0 lsf ws0">19<span class="ls0">  </span></div></div><div class="c x38 y334 w14d h47"><div class="t m0 xf h15 y527 ff1 fs1 fc0 sc0 ls0 ws0">Nieskorygowan<span class="_ _0"></span>a luka płacowa<span class="ff2"> (%)<span class="_ _0"></span> </span></div></div><div class="c x135 y334 w14e h47"><div class="t m0 x84 h15 y527 ff2 fs1 fc0 sc0 ls0 ws0">16,83% </div></div><div class="c x136 y334 w14f h47"><div class="t m0 x84 h15 y527 ff2 fs1 fc0 sc0 ls0 ws0">10,25% </div></div><div class="c x0 y0 w7 hc"><div class="t m0 x4 h12 y892 ff6 fsb fc0 sc0 ls13 ws0">S1<span class="ls0">-17 Incydenty, s<span class="_ _1"></span>kargi i poważne<span class="_ _1"></span> wpływy na przestrzegan<span class="_ _1"></span>ie praw </span></div><div class="t m0 x4 h12 y893 ff6 fsb fc0 sc0 ls0 ws0">człowieka <span class="ff3"> </span></div><div class="t m0 x4 h6 y894 ff2 fs3 fc0 sc0 ls0 ws0">W <span class="_ _e"> </span>roku <span class="_ _18"> </span>202<span class="_ _1"></span>5 <span class="_ _e"> </span><span class="ff1">n<span class="_ _1"></span>ie <span class="_ _e"> </span>zan<span class="_ _1"></span>otowano <span class="_ _e"> </span>ż<span class="_ _1"></span>adnego <span class="_ _18"> </span>incydentu <span class="_ _18"> </span>dotycząc<span class="_ _1"></span>ego <span class="_ _e"> </span>posz<span class="_ _1"></span>anowania <span class="_ _18"> </span>praw <span class="_ _18"> </span>człowieka<span class="_ _1"></span> </span></div><div class="t m0 x4 h6 y895 ff1 fs3 fc0 sc0 ls0 ws0">związanego z pracown<span class="_ _1"></span>ikami własnymi.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x4 h11 y150 ff6 fsa fc0 sc0 ls0 ws0">S2 Pracownicy w<span class="_ _0"></span> łańcuchu wa<span class="_ _0"></span>rtości<span class="ff3"> </span></div><div class="t m0 x4 h12 y896 ff6 fsb fc0 sc0 ls13 ws0">SBM<span class="ls0">-2 Interesy i op<span class="_ _1"></span>inie zainteresowan<span class="_ _1"></span>ych stron <span class="_ _1"></span><span class="ff3"> </span></span></div><div class="t m0 x4 h6 y897 ff1 fs3 fc0 sc0 ls0 ws0">W <span class="_ _10"> </span>ramach  badania <span class="_ _15"> </span>istotności <span class="_ _15"> </span>prowadzone <span class="_ _15"> </span>były <span class="_ _15"> </span>wywiady <span class="_ _15"> </span>i <span class="_ _15"> </span>badania <span class="_ _15"> </span>ankietowe <span class="_ _15"> </span>z <span class="_ _15"> </span>przedstawicielami </div><div class="t m0 x4 h6 y898 ff1 fs3 fc0 sc0 ls0 ws0">podmiotów <span class="_ _9"></span>w <span class="_ _b"></span>ł<span class="_ _1"></span>ańcuchu <span class="_ _9"></span>wartości <span class="_ _9"></span>Grupy <span class="_ _b"></span>MIR<span class="_ _1"></span>BUD. <span class="_ _9"></span>Wpływy <span class="_ _9"></span>na <span class="_ _b"></span>pracow<span class="_ _1"></span>ników <span class="_ _9"></span>w <span class="_ _9"></span>łańcuchu <span class="_ _b"></span>wartośc<span class="_ _1"></span>i <span class="_ _9"></span>były </div><div class="t m0 x4 h6 y899 ff1 fs3 fc0 sc0 ls0 ws0">jednym <span class="_ _a"> </span>z <span class="_ _10"> </span>badanych, <span class="_ _a"> </span>potenc<span class="_ _1"></span>jalnie <span class="_ _a"> </span>istotnych <span class="_ _10"> </span>tematów. <span class="_ _a"> </span>Wniosk<span class="_ _1"></span>i <span class="_ _a"> </span>z <span class="_ _a"> </span>bad<span class="_ _1"></span>ania <span class="_ _a"> </span>isto<span class="_ _8"></span>tnośc<span class="_ _1"></span>i <span class="_ _a"> </span>będą <span class="_ _10"> </span>brane <span class="_ _a"> </span>pod </div><div class="t m0 x4 h6 y89a ff1 fs3 fc0 sc0 ls0 ws0">uwagę <span class="_ _13"> </span>w <span class="_ _1d"> </span>wewnętrznyc<span class="_ _1"></span>h <span class="_ _13"> </span>proc<span class="_ _1"></span>esach <span class="_ _13"> </span>zarz<span class="_ _1"></span>ądzania <span class="_ _13"> </span>r<span class="_ _1"></span>yzykami, <span class="_ _13"> </span>a <span class="_ _13"> </span>tak<span class="_ _1"></span>że <span class="_ _13"> </span>oprac<span class="_ _1"></span>owywania <span class="_ _13"> </span>p<span class="_ _1"></span>lanów </div><div class="t m0 x4 h6 y89b ff1 fs3 fc0 sc0 ls0 ws0">strategicznych w zakresie<span class="_ _1"></span> zrównoważonego rozwoj<span class="_ _1"></span>u. <span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x4 h6 y89c ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h6 y89d ff1 fs3 fc0 sc0 ls0 ws0">Grupa  MIRBUD <span class="_ _f"> </span>uwzględ<span class="_ _1"></span>niła  wpływy <span class="_ _f"> </span>na  pracow<span class="_ _1"></span>ników  w <span class="_ _f"> </span>łańcuchu  w<span class="_ _1"></span>artości  oprac<span class="_ _1"></span>owując  „Zasady<span class="_ _1"></span> </div><div class="t m0 x4 h6 y89e ff1 fs3 fc0 sc0 ls0 ws0">postępowania dla kontra<span class="_ _1"></span>hentów MIRBUD <span class="_ _1"></span>S.A.”<span class="ff2"> </span></div></div></div><div class="pi" ></div></div><div id="pf45" class="pf w5 hc" ><div class="pc pc45 w5 hc"><img class="bi x0 y0 w6 h1" alt="" src="data:image/png;base64,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class="c x0 y0 w7 hc"><div class="t m0 x4 h2 ye ff1 fs0 fc0 sc0 ls0 ws0">Sprawozdanie nt. informacji niefinansowych GK MIRBUD za 2025<span class="_ _1"></span> rok<span class="ff2"> </span></div><div class="t m0 x4 h2 yf ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hd y10 ff4 fs3 fc0 sc0 ls39 ws0">69<span class="ff5 fs8 ls0"> </span></div><div class="t m0 x4 h12 yfd ff6 fsb fc0 sc0 ls13 ws0">SBM<span class="ls0">-3 Istotne wpły<span class="_ _1"></span>wy, ryzyka i szans<span class="_ _1"></span>e oraz ich wzaj<span class="_ _1"></span>emne związki ze </span></div><div class="t m0 x4 h12 y215 ff6 fsb fc0 sc0 ls0 ws0">strategią i z modele<span class="_ _1"></span>m biznesowym <span class="_ _1"></span><span class="ff3"> </span></div><div class="t m0 x4 h6 y216 ff1 fs3 fc0 sc0 ls0 ws0">W <span class="_ _0"></span>modelu <span class="_ _0"></span>biznesowym <span class="_ _0"></span>Grupy <span class="_ _0"></span>MIRBUD <span class="_ _0"></span>dochodzi <span class="_ _0"></span>do <span class="_ _0"></span>interakcji z <span class="_ _2"></span>długimi ł<span class="_ _0"></span>ańcuchami wartości <span class="_ _2"></span>pro<span class="_ _1"></span>duktów </div><div class="t m0 x4 h6 y217 ff1 fs3 fc0 sc0 ls0 ws0">i materiałów niezbę<span class="_ _1"></span>dnych do realizacji inwesty<span class="_ _1"></span>cji budowlanych. <span class="_ _8"></span><span class="ff2"> </span></div><div class="t m0 x4 h6 y218 ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h6 y219 ff1 fs3 fc0 sc0 ls0 ws0">Grupa <span class="_ _9"></span>MIRBUD <span class="_ _9"> </span>w<span class="_ _1"></span>pływa <span class="_ _9"></span>na <span class="_ _a"> </span>poziom <span class="_ _9"></span>ryzyka <span class="_ _9"> </span>i <span class="_ _a"> </span>szansy <span class="_ _9"></span>względem <span class="_ _9"> </span>łańcuch<span class="_ _1"></span>a <span class="_ _9"></span>wartości <span class="_ _a"> </span>stosując <span class="_ _9"></span>elementy </div><div class="t m0 x4 h6 y21a ff1 fs3 fc0 sc0 ls0 ws0">procesu należytej <span class="_ _0"></span>starannośc<span class="_ _1"></span>i <span class="_ _0"></span>względem praw <span class="_ _0"></span>człowieka w <span class="_ _0"></span>relacjach z <span class="_ _0"></span>dostawcami i podwykonawcami<span class="_ _1"></span><span class="ff2">.<span class="_ _1"></span> </span></div><div class="t m0 x4 h6 y89f ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h13 y8a0 ff6 fs3 fc0 sc0 ls0 ws0">Charakterystyka pra<span class="_ _1"></span>cowników w łańcuchu w<span class="_ _1"></span>artości<span class="_ _1"></span><span class="ff3"> </span></div><div class="t m0 x4 h6 y8a1 ff1 fs3 fc0 sc0 ls0 ws0">Na poszczególnych et<span class="_ _1"></span>apach łańcucha wartoś<span class="_ _1"></span>ci zidentyfikowa<span class="_ _1"></span>no następujące grupy<span class="_ _1"></span> pracowników.<span class="_ _8"></span><span class="ff2"> </span></div><div class="t m0 x4 h6 y8a2 ff1 fs3 fc0 sc0 ls0 ws0">W <span class="_ _10"> </span>Upstream <span class="_ _10"> </span>w <span class="_ _10"> </span>tier <span class="_ _10"> </span>1 <span class="_ _10"> </span>pracownicy <span class="_ _10"> </span>w <span class="_ _10"> </span>łańcuchu <span class="_ _10"> </span>wartoś<span class="_ _1"></span>ci <span class="_ _10"> </span>są <span class="_ _10"> </span>to <span class="_ _a"> </span>n<span class="_ _1"></span>ajczęśc<span class="_ _1"></span>iej <span class="_ _10"> </span>pracownicy <span class="_ _10"> </span>wykonawców<span class="_ _1"></span> </div><div class="t m0 x4 h6 y8a3 ff1 fs3 fc0 sc0 ls0 ws0">realizujących <span class="_ _10"> </span>prace <span class="_ _a"> </span>na <span class="_ _a"> </span>budowach, <span class="_ _10"> </span>gdzie <span class="_ _a"> </span>MIRBUD <span class="_ _10"> </span>S.A. <span class="_ _a"> </span>jest <span class="_ _a"> </span>gen<span class="_ _1"></span>eralnym <span class="_ _a"> </span>wyk<span class="_ _1"></span>onawcą. <span class="_ _a"> </span>Wyk<span class="_ _1"></span>onawców </div><div class="t m0 x4 h6 y8a4 ff1 fs3 fc0 sc0 ls0 ws0">można podzielić na dw<span class="_ _1"></span>ie grupy:<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x6 h6 y3f3 ff9 fs3 fc0 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _c"> </span><span class="ff1">duzi wykonawcy z<span class="_ _1"></span>atrudniający prac<span class="_ _1"></span>owników wykonując<span class="_ _1"></span>ych wysokospecj<span class="_ _1"></span>alistyczne zadania,<span class="_ _8"></span></span> </span></div><div class="t m0 x6 h6 y8a5 ff9 fs3 fc0 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _c"> </span><span class="ff1">mniejsi <span class="_ _d"> </span>wykonawc<span class="_ _1"></span>y, <span class="_ _d"> </span>często <span class="_ _d"> </span>lokalni,<span class="_ _1"></span> <span class="_ _16"> </span>k<span class="_ _1"></span>tórzy <span class="_ _d"> </span>zatrudni<span class="_ _1"></span>ają <span class="_ _d"> </span>pracowników <span class="_ _d"> </span>z<span class="_ _1"></span>amieszk<span class="_ _1"></span>ujących <span class="_ _d"> </span>w </span></span></div><div class="t m0 x12 h6 y8a6 ff1 fs3 fc0 sc0 ls0 ws0">obrębie inwestyc<span class="_ _1"></span>ji. <span class="ff2"> </span></div><div class="t m0 x12 h6 y8a7 ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h6 y8a8 ff1 fs3 fc0 sc0 ls0 ws0">W <span class="_ _b"></span>tier <span class="_ _b"></span>2 <span class="_ _b"></span>są <span class="_ _9"></span>to <span class="_ _b"></span>pracownicy<span class="_ _1"></span> <span class="_ _b"></span>podwykonawców <span class="_ _9"></span>realizującyc<span class="_ _1"></span>h <span class="_ _b"></span>prace <span class="_ _b"></span>na <span class="_ _b"></span>z<span class="_ _1"></span>lecenie <span class="_ _b"></span>wykonawców <span class="_ _9"></span>w <span class="_ _b"></span>tier <span class="_ _b"></span>1, <span class="_ _b"></span>a<span class="_ _1"></span> </div><div class="t m0 x4 h6 y8a9 ff1 fs3 fc0 sc0 ls0 ws0">także <span class="_ _16"> </span>prac<span class="_ _1"></span>ownicy <span class="_ _16"> </span>w <span class="_ _d"> </span>firmach <span class="_ _16"> </span>produkuj<span class="_ _1"></span>ących <span class="_ _16"> </span>k<span class="_ _1"></span>omponenty <span class="_ _16"> </span>dostarcz<span class="_ _1"></span>ane <span class="_ _16"> </span>na <span class="_ _d"> </span>inwestycj<span class="_ _1"></span>e <span class="_ _16"> </span>Grupy <span class="_ _d"> </span>oraz </div><div class="t m0 x4 h6 y8aa ff1 fs3 fc0 sc0 ls0 ws0">pracownicy <span class="_ _10"> </span>zakładów <span class="_ _a"> </span>produkując<span class="_ _1"></span>ych <span class="_ _a"> </span>energię <span class="_ _a"> </span>e<span class="_ _1"></span>lektryczną <span class="_ _a"> </span>i <span class="_ _10"> </span>ciepło. <span class="_ _a"> </span>Na <span class="_ _a"> </span>eta<span class="_ _1"></span>pa<span class="_ _1"></span><span class="ff2">ch <span class="_ _10"> </span>od <span class="_ _a"> </span>cradle <span class="_ _a"> </span>do <span class="_ _a"> </span>ti<span class="_ _1"></span>er <span class="_ _a"> </span>3+ </span></div><div class="t m0 x4 h6 y8ab ff1 fs3 fc0 sc0 ls0 ws0">pracownicy <span class="_ _10"> </span>w <span class="_ _10"> </span>łańcuchu <span class="_ _10"> </span>wartości <span class="_ _a"> </span>z<span class="_ _1"></span>ajmują <span class="_ _10"> </span>się <span class="_ _10"> </span>produkcją <span class="_ _10"> </span>materiałów <span class="_ _10"> </span>budowlanych <span class="_ _10"> </span>oraz <span class="_ _10"> </span>wydobyciem </div><div class="t m0 x4 h6 y8ac ff1 fs3 fc0 sc0 ls0 ws0">surowców energetycz<span class="_ _1"></span>nych. <span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x4 h6 y8ad ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h6 y8ae ff1 fs3 fc0 sc0 ls0 ws0">W downstream <span class="_ _1"></span>identyfikuje <span class="_ _1"></span>się pracown<span class="_ _1"></span>ików klientów <span class="_ _1"></span>zlecającyc<span class="_ _1"></span>h realizację inwest<span class="_ _1"></span>ycji <span class="_ _1"></span>drogowych <span class="_ _8"></span>–<span class="ff2"> </span>s<span class="_ _1"></span>ą </div><div class="t m0 x4 h6 y8af ff1 fs3 fc0 sc0 ls0 ws0">to najczęśc<span class="_ _1"></span>iej podmioty <span class="_ _1"></span>publiczne i <span class="_ _1"></span>kubaturowyc<span class="_ _1"></span>h <span class="_ _1"></span>–<span class="ff2"> </span>za<span class="_ _1"></span>równo pod<span class="_ _1"></span>mioty publiczne, <span class="_ _1"></span>jak <span class="_ _1"></span>i podmioty <span class="_ _1"></span>prawa </div><div class="t m0 x4 h6 y8b0 ff1 fs3 fc0 sc0 ls0 ws0">handlowego. <span class="_ _18"> </span>W <span class="_ _18"> </span>downstre<span class="_ _1"></span>am <span class="_ _18"> </span>istotni <span class="_ _18"> </span>są <span class="_ _18"> </span>także <span class="_ _18"> </span>prac<span class="_ _1"></span>ownicy <span class="_ _18"> </span>naj<span class="_ _1"></span>emców <span class="_ _18"> </span>pow<span class="_ _1"></span>ierzchni <span class="_ _18"> </span>handlowyc<span class="_ _1"></span>h <span class="_ _18"> </span>i </div><div class="t m0 x4 h6 y8b1 ff2 fs3 fc0 sc0 ls0 ws0">logistycznych. <span class="_ _1"></span> </div><div class="t m0 x4 h6 y8b2 ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h6 y8b3 ff1 fs3 fc0 sc0 ls0 ws0">W <span class="_ _2"></span>ramach <span class="_ _2"></span>procesów<span class="_ _1"></span> <span class="_ _2"></span>prowadzonyc<span class="_ _1"></span>h <span class="_ _2"></span>w <span class="_ _2"></span>zakresie <span class="_ _2"></span>identyf<span class="_ _1"></span>ikacji <span class="_ _2"></span>ryzy<span class="_ _1"></span>ka, <span class="_ _2"></span>nie <span class="_ _2"></span>wskazano <span class="_ _2"></span>obszarów <span class="_ _0"></span>narażonych </div><div class="t m0 x4 h6 y8b4 ff1 fs3 fc0 sc0 ls0 ws0">na <span class="_ _10"> </span>szczególne <span class="_ _15"> </span>ryzyko <span class="_ _10"> </span>związane <span class="_ _15"> </span>z <span class="_ _10"> </span>naruszeniami <span class="_ _10"> </span>pra<span class="_ _1"></span>w <span class="_ _10"> </span>człowieka.<span class="_ _1"></span> <span class="_ _10"> </span>Nie <span class="_ _10"> </span>zidentyf<span class="_ _1"></span>ikowano <span class="_ _10"> </span>znacz<span class="_ _1"></span>ącego </div><div class="t m0 x4 h6 y14c ff1 fs3 fc0 sc0 ls0 ws0">ryzyka wystąpienia prac<span class="_ _1"></span>y dzieci lub prac<span class="_ _1"></span>y przymusowej<span class="_ _8"></span><span class="ff2 lsd">. <span class="ls0">.  </span></span></div><div class="t m0 x4 h12 y8b5 ff6 fsb fc0 sc0 ls13 ws0">S2<span class="ls0">-1 Polityki związ<span class="_ _1"></span>ane z pracowni<span class="_ _1"></span>kami w łańcuchu w<span class="_ _1"></span>artości<span class="_ _1"></span><span class="ff3"> </span></span></div><div class="t m0 x4 h6 y8b6 ff1 fs3 fc0 sc0 ls0 ws0">W Grupie <span class="_ _1"></span>Kapitało<span class="_ _1"></span>wej <span class="_ _1"></span>MIRBUD prz<span class="_ _1"></span>yjęty <span class="_ _1"></span>jest <span class="_ _1"></span>Kodeks <span class="_ _1"></span>Etyki Z<span class="_ _1"></span>awodowej <span class="_ _1"></span>Pracownika <span class="_ _1"></span>i <span class="_ _1"></span>Współpracownika, </div><div class="t m0 x4 h6 y8b7 ff1 fs3 fc0 sc0 ls0 ws0">który odnosi <span class="_ _0"></span>się do<span class="_ _0"></span> współpracowników, w <span class="_ _0"></span>tym podwykonawców, którym <span class="_ _0"></span>zaleca się stosowanie <span class="_ _0"></span>do <span class="_ _0"></span>niego </div><div class="t m0 x4 h6 y4a6 ff1 fs3 fc0 sc0 ls0 ws0">w <span class="_ _10"> </span>celu <span class="_ _a"> </span>u<span class="_ _1"></span>trzymania <span class="_ _10"> </span>wysokic<span class="_ _1"></span>h <span class="_ _10"> </span>standardów <span class="_ _10"> </span>jakości <span class="_ _10"> </span>i <span class="_ _a"> </span>e<span class="_ _1"></span>tyki <span class="_ _10"> </span>postępowan<span class="_ _8"></span><span class="ff2">ia. <span class="_ _10"> </span>Dodatkowo <span class="_ _10"> </span>w <span class="_ _10"> </span>GK <span class="_ _10"> </span>MIRBUD </span></div><div class="t m0 x4 h6 y8b8 ff1 fs3 fc0 sc0 ls0 ws0">funkcjonują <span class="_ _14"> </span>„Zasady <span class="_ _13"> </span>postępow<span class="_ _1"></span>ania <span class="_ _14"> </span>dla <span class="_ _14"> </span>K<span class="_ _1"></span>ontrahentów <span class="_ _14"> </span>MIRB<span class="_ _1"></span>UD <span class="_ _14"> </span>S.A.”, <span class="_ _14"> </span>w <span class="_ _13"> </span>któryc<span class="_ _1"></span>h <span class="_ _12"> </span>ws<span class="_ _1"></span>zystkich </div><div class="t m0 x4 h6 y8b9 ff1 fs3 fc0 sc0 ls0 ws0">kontrahentów zobow<span class="_ _1"></span>iązuje się do postępow<span class="_ _1"></span>ania zgodnie z postano<span class="_ _1"></span>wieniami Kodek<span class="_ _1"></span>su Etyki. <span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x4 h6 y5d7 ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h6 y8ba ff1 fs3 fc0 sc0 ls0 ws0">W <span class="_ _a"> </span>Zasadach <span class="_ _10"> </span>postępowania <span class="_ _10"> </span>zobowiązuje <span class="_ _a"> </span>się <span class="_ _10"> </span>Kontrahentów <span class="_ _a"> </span>do <span class="_ _10"> </span>przestrzegania <span class="_ _10"> </span>prawa, <span class="_ _a"> </span>które <span class="_ _10"> </span>dotyczy </div><div class="t m0 x4 h6 y8bb ff1 fs3 fc0 sc0 ls0 ws0">wszystkich <span class="_ _10"> </span>płaszczy<span class="_ _1"></span>zn <span class="_ _10"> </span>działalności, <span class="_ _10"> </span>w <span class="_ _10"> </span>szczególnośc<span class="_ _1"></span>i: <span class="_ _10"> </span>praw <span class="_ _10"> </span>człowieka, <span class="_ _10"> </span>w <span class="_ _10"> </span>tym <span class="_ _10"> </span>praw <span class="_ _10"> </span>prac<span class="_ _1"></span>owniczych, </div><div class="t m0 x4 h6 y8bc ff1 fs3 fc0 sc0 ls0 ws0">przepisów  dotyczący<span class="_ _1"></span>ch  ochrony  środowiska,  zapobiegania  łapownictwu  i <span class="_ _f"> </span><span class="ff2">prak<span class="_ _1"></span>tykom  korupcyjnym, </span></div><div class="t m0 x4 h6 y8bd ff1 fs3 fc0 sc0 ls0 ws0">udostępniania  informac<span class="_ _1"></span>ji  i  bezpieczeństwa  interes<span class="_ _1"></span>ów  konsumentów.  K<span class="_ _1"></span>olejnym  zobowiązanie<span class="_ _1"></span>m  dla </div><div class="t m0 x4 h6 y8be ff1 fs3 fc0 sc0 ls0 ws0">Kontrahentów <span class="_ _b"></span>wynikającym<span class="_ _1"></span> <span class="_ _8"></span>z <span class="_ _b"></span>Zasad <span class="_ _8"></span>jes<span class="_ _1"></span>t <span class="_ _8"></span>zobowiąza<span class="_ _1"></span>nie <span class="_ _8"></span>się <span class="_ _b"></span>do <span class="_ _8"></span>prz<span class="_ _1"></span>estrzegania <span class="_ _b"></span>wsz<span class="_ _1"></span>elkich <span class="_ _8"></span>norm <span class="_ _b"></span>i <span class="_ _8"></span>z<span class="_ _1"></span>asad </div><div class="t m0 x4 h6 y80f ff1 fs3 fc0 sc0 ls0 ws0">wynikających z powsz<span class="_ _1"></span>echnie obowiązujących ź<span class="_ _1"></span>ródeł pr<span class="_ _1"></span>awa krajowego oraz praw<span class="_ _1"></span>a międzynarodo<span class="_ _1"></span>wego.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x4 h6 y8bf ff1 fs3 fc0 sc0 ls0 ws0">Zasady <span class="_ _1"></span>mów<span class="_ _1"></span>ią <span class="_ _1"></span>także <span class="_ _8"></span>o <span class="_ _1"></span>wp<span class="_ _1"></span>ływie <span class="_ _8"></span>kontrahentów <span class="_ _8"></span>na <span class="_ _8"></span>ich <span class="_ _1"></span>p<span class="_ _1"></span>racowników <span class="_ _1"></span>poprz<span class="_ _1"></span>ez <span class="_ _1"></span>zape<span class="_ _1"></span>wnienie <span class="_ _1"></span>prac<span class="_ _1"></span>ownikom </div><div class="t m0 x4 h6 y680 ff1 fs3 fc0 sc0 ls0 ws0">(oraz <span class="_ _9"></span>innym <span class="_ _b"></span>osob<span class="_ _1"></span>om <span class="_ _b"></span>wyk<span class="_ _1"></span>onującym <span class="_ _9"></span>pracę <span class="_ _9"></span>na <span class="_ _b"></span>p<span class="_ _1"></span>odstawie <span class="_ _b"></span>p<span class="_ _1"></span>ozapracowniczyc<span class="_ _1"></span>h <span class="_ _b"></span>stos<span class="_ _1"></span>unków <span class="_ _b"></span>zatru<span class="_ _1"></span>dnienia)<span class="_ _1"></span> </div><div class="t m0 x4 h6 y8c0 ff1 fs3 fc0 sc0 ls0 ws0">warunków  pracy <span class="_ _10"> </span>wo<span class="_ _1"></span>lnych  od<span class="_ _0"></span> <span class="_ _15"> </span>wszelkich  przejawów  dyskryminacji, <span class="_ _15"> </span>mobbingu  l<span class="_ _1"></span>ub  i<span class="_ _0"></span>nnych  zachowań </div><div class="t m0 x4 h6 y8c1 ff1 fs3 fc0 sc0 ls0 ws0">naruszających <span class="_ _18"> </span>godność <span class="_ _18"> </span>p<span class="_ _1"></span>racownika. <span class="_ _18"> </span>Kontrahe<span class="_ _1"></span>nci <span class="_ _18"> </span>są <span class="_ _18"> </span>także <span class="_ _18"> </span>zobow<span class="_ _1"></span>iązani <span class="_ _18"> </span>do <span class="_ _18"> </span>terminowej<span class="_ _1"></span> <span class="_ _18"> </span>wypłaty </div></div></div><div class="pi" ></div></div><div id="pf46" class="pf w5 hc" ><div class="pc pc46 w5 hc"><img class="bi x0 y0 w6 h1" alt="" src="data:image/png;base64,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class="c x0 y0 w7 hc"><div class="t m0 x4 h2 ye ff1 fs0 fc0 sc0 ls0 ws0">Sprawozdanie nt. informacji niefinansowych GK MIRBUD za 2025<span class="_ _1"></span> rok<span class="ff2"> </span></div><div class="t m0 x4 h2 yf ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hd y10 ff4 fs3 fc0 sc0 ls3a ws0">70<span class="ff5 fs8 ls0"> </span></div><div class="t m0 x4 h6 y51 ff1 fs3 fc0 sc0 ls0 ws0">wynagrodzeń, <span class="_ _9"></span>w <span class="_ _9"></span>wysokośc<span class="_ _1"></span>i <span class="_ _b"></span>wyn<span class="_ _1"></span>ikającej <span class="_ _9"></span>z <span class="_ _9"></span>ilości <span class="_ _9"></span>i <span class="_ _b"></span>jako<span class="_ _1"></span>ści <span class="_ _b"></span>ś<span class="_ _1"></span>wiadczonej <span class="_ _9"></span>pracy. <span class="_ _9"></span>Kontrahe<span class="_ _1"></span>nci <span class="_ _b"></span>s<span class="_ _1"></span>ą <span class="_ _b"></span>rów<span class="_ _1"></span>nież </div><div class="t m0 x4 h6 y52 ff1 fs3 fc0 sc0 ls0 ws0">zobowiązani do n<span class="_ _1"></span>iezatrudniania dzieci oraz zero<span class="_ _1"></span>wej toleranc<span class="_ _1"></span>ji dla pracy przymuso<span class="_ _1"></span>wej i handlu ludźmi.<span class="_ _8"></span><span class="ff2"> </span></div><div class="t m0 x4 h12 y53 ff6 fsb fc0 sc0 ls13 ws0">S2<span class="ls0">-2 Procesy wsp<span class="_ _1"></span>ółpracy z osob<span class="_ _1"></span>ami wykonującym pracę<span class="_ _1"></span> w łańcuchu </span></div><div class="t m0 x4 h12 y8c2 ff6 fsb fc0 sc0 ls0 ws0">wartości w zakresi<span class="_ _1"></span>e wpływów<span class="_ _1"></span><span class="ff3"> </span></div><div class="t m0 x4 h6 y31e ff1 fs3 fc0 sc0 ls0 ws0">W  ramach  procesów  prowadzonych  w  20<span class="ff2 ls1">05<span class="_ _1"></span><span class="ls0">  roku  w  Grupie  MIRBUD  nie <span class="_ _15"> </span>ustalono  systemowe<span class="_ _1"></span>go </span></span></div><div class="t m0 x4 h6 y8c3 ff1 fs3 fc0 sc0 ls0 ws0">podejścia do <span class="_ _0"></span>współpracy z pracownikami <span class="_ _0"></span>w łańcuchu wartości. Współpraca z <span class="_ _0"></span>pracownikami w ł<span class="_ _0"></span>ańcuchu </div><div class="t m0 x4 h6 y8c4 ff1 fs3 fc0 sc0 ls0 ws0">wartości dotyczy najc<span class="_ _1"></span>zęściej pracowników podwykon<span class="_ _1"></span>awców, którz<span class="_ _1"></span>y pracują na budowach GK MIR<span class="_ _1"></span>BUD </div><div class="t m0 x4 h6 y8c5 ff1 fs3 fc0 sc0 ls0 ws0">i związana jest z z<span class="_ _1"></span>apewnieniem bez<span class="_ _1"></span>pieczeństwa i higieny prac<span class="_ _1"></span>y pracowników w ł<span class="_ _1"></span>ańcuchu wartości. <span class="_ _8"></span><span class="ff2"> </span></div><div class="t m0 x4 h12 y8c6 ff6 fsb fc0 sc0 ls13 ws0">S2<span class="ls0">-3 Procesy niwe<span class="_ _1"></span>lowania negat<span class="_ _1"></span>ywnych wpływ<span class="_ _1"></span>ów i kanały zgłaszania </span></div><div class="t m0 x4 h12 y8c7 ff6 fsb fc0 sc0 ls0 ws0">problemów przez pr<span class="_ _1"></span>acowników w łańcu<span class="_ _1"></span>chu wartości <span class="_ _1"></span><span class="ff3"> </span></div><div class="t m0 x4 h6 y8c8 ff1 fs3 fc0 sc0 ls0 ws0">W Grupie <span class="_ _1"></span>Kapitałowej <span class="_ _1"></span>MIRBUD prz<span class="_ _1"></span>yjęta jest <span class="_ _1"></span>„Procedur<span class="_ _1"></span>a zgłaszania <span class="_ _1"></span>nieprawidłow<span class="_ _1"></span>ości i naduży<span class="_ _1"></span>ć, w ty<span class="_ _1"></span>m </div><div class="t m0 x4 h6 y8c9 ff1 fs3 fc0 sc0 ls0 ws0">korupcji”, <span class="_ _a"> </span>k<span class="_ _1"></span>tóra <span class="_ _a"> </span>wyznac<span class="_ _1"></span>za <span class="_ _a"> </span>ścieżkę <span class="_ _10"> </span>zgłaszania <span class="_ _a"> </span>wszelkic<span class="_ _1"></span>h <span class="_ _a"> </span>naruszeń <span class="_ _a"> </span>lu<span class="_ _1"></span>b <span class="_ _a"> </span>nieprawid<span class="_ _1"></span>łowości<span class="_ _1"></span><span class="ff2"> <span class="_ _10"> </span></span>również <span class="_ _a"> </span>dla </div><div class="t m0 x4 h6 y52c ff1 fs3 fc0 sc0 ls0 ws0">pracowników w łańcuch<span class="_ _1"></span>u wartości (opisana <span class="_ _1"></span>w ujawnieniu S1<span class="_ _1"></span><span class="ff2">-<span class="ls1">3)<span class="_ _1"></span></span> </span></div><div class="t m0 x4 h12 y8ca ff6 fsb fc0 sc0 ls13 ws0">S2<span class="ls0">-4 Podejmowani<span class="_ _1"></span>e działań dotyc<span class="_ _1"></span>zących istotny<span class="_ _1"></span>ch wpływów na os<span class="_ _1"></span>oby </span></div><div class="t m0 x4 h12 y8cb ff6 fsb fc0 sc0 ls0 ws0">wykonujące pracę <span class="_ _1"></span>w łańcuchu wartoś<span class="_ _1"></span>ci oraz stosowanie <span class="_ _1"></span>podejść </div><div class="t m0 x4 h12 y35c ff6 fsb fc0 sc0 ls0 ws0">służących zarządz<span class="_ _1"></span>aniu istotnymi r<span class="_ _1"></span>yzykami i wykorz<span class="_ _1"></span>ystywaniu istotn<span class="_ _1"></span>ych </div><div class="t m0 x4 h12 y8cc ff6 fsb fc0 sc0 ls0 ws0">szans związanych <span class="_ _1"></span>z osobami wyk<span class="_ _1"></span>onującymi pracę <span class="_ _1"></span>w łańcuchu wart<span class="_ _1"></span><span class="ls26">ości </span></div><div class="t m0 x4 h12 y5eb ff6 fsb fc0 sc0 ls0 ws0">oraz skuteczność t<span class="_ _1"></span>ych działań <span class="_ _1"></span><span class="ff3"> </span></div><div class="t m0 x4 h6 y3fd ff2 fs3 fc0 sc0 ls0 ws0">W <span class="_ _1"></span>202<span class="_ _1"></span>5 <span class="_ _1"></span><span class="ff1">roku<span class="_ _1"></span> <span class="_ _1"></span>kon<span class="_ _1"></span>tynuowane <span class="_ _8"></span>były <span class="_ _8"></span>dział<span class="_ _1"></span>ania <span class="_ _8"></span>dotyczące <span class="_ _8"></span>istotnych <span class="_ _8"></span>wp<span class="_ _1"></span>ływów <span class="_ _8"></span>na <span class="_ _1"></span>prac<span class="_ _1"></span>owników <span class="_ _8"></span>w <span class="_ _8"></span>łańcuch<span class="_ _1"></span>u </span></div><div class="t m0 x4 h6 y3fe ff1 fs3 fc0 sc0 ls0 ws0">wartości. <span class="_ _10"> </span>Wszyscy <span class="_ _10"> </span>wykonawcy <span class="_ _10"> </span>zawierający <span class="_ _a"> </span>umowy <span class="_ _10"> </span>i <span class="_ _10"> </span>real<span class="_ _0"></span>izujący<span class="_ _1"></span> <span class="_ _a"> </span>prac<span class="_ _1"></span>e <span class="_ _a"> </span>na <span class="_ _10"> </span>rzecz <span class="_ _10"> </span>Grupy <span class="_ _a"> </span>Kapita<span class="_ _1"></span>łowej </div><div class="t m0 x4 h6 y3ff ff1 fs3 fc0 sc0 ls0 ws0">MIRBUD zobowiąz<span class="_ _1"></span>ani są do przestrzegan<span class="_ _1"></span>ia „Zasad pos<span class="_ _1"></span>tępowania dla Kontrahe<span class="_ _1"></span>ntó<span class="_ _1"></span>w MIRBUD<span class="_ _1"></span> S.A.”<span class="ff2"> </span></div><div class="t m0 x4 h6 y8cd ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h6 y8ce ff2 fs3 fc0 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf47" class="pf w12 h25" ><div class="pc pc47 w12 h25"><img class="bi x4 y0 w150 h26" alt="" 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"/><div class="c x0 y0 w14 h25"><div class="t m0 x4 h2 y22b ff1 fs0 fc0 sc0 ls0 ws0">Sprawozdanie nt. informacji niefinansowych GK MIRBUD za 2025<span class="_ _1"></span> rok<span class="ff2"> </span></div><div class="t m0 x4 h2 y22c ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hd y22d ff4 fs3 fc0 sc0 ls3a ws0">71<span class="ff5 fs8 ls0"> </span></div><div class="t m0 x4 h12 y41d ff6 fsb fc0 sc0 ls13 ws0">S2<span class="ls0">-5 Cele dotyczą<span class="_ _1"></span>ce zarządzani<span class="_ _1"></span>a istotnymi negatywn<span class="_ _1"></span>ymi wpływami<span class="_ _1"></span>, zwiększan<span class="_ _1"></span>ia pozytywnych wpł<span class="_ _1"></span>ywów i </span></div><div class="t m0 x4 h12 y802 ff6 fsb fc0 sc0 ls0 ws0">zarządzania istotny<span class="_ _1"></span>mi ryzykami i szan<span class="_ _1"></span>sami<span class="_ _1"></span><span class="ff3"> </span></div><div class="t m0 x4 h10 y8cf ff2 fs8 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h6 y8d0 ff1 fs3 fc0 sc0 ls0 ws0">W ramach strategii Zrówn<span class="_ _1"></span>oważonego R<span class="_ _1"></span>ozwoju Grupa <span class="_ _1"></span>Kapitałowa MIRBUD prz<span class="_ _1"></span>yjęła cel strate<span class="_ _1"></span>giczny związany<span class="_ _1"></span> z podnoszeniem standard<span class="_ _1"></span>ó<span class="_ _8"></span>w bezpieczeństw<span class="_ _1"></span>a </div><div class="t m0 x4 h6 y8d1 ff1 fs3 fc0 sc0 ls0 ws0">pracowników w łańcuch<span class="_ _1"></span>u wartości. Cel o<span class="_ _1"></span>peracyjny przyj<span class="_ _1"></span>ęty w typ obszarze dotycz<span class="_ _1"></span>y redukcji wypadków ś<span class="_ _1"></span>miertelnych i c<span class="_ _8"></span>iężkich wśró<span class="_ _1"></span>d podwykonawców:<span class="_ _1"></span><span class="ff2"> </span></div></div><div class="c x38 y8d2 w151 hba"><div class="t m0 xf h5a y808 ff3 fsd fc0 sc0 ls0 ws0">CEL STRATEGIC<span class="_ _1"></span>ZNY<span class="ff2"> </span></div></div><div class="c x137 y8d2 w152 hba"><div class="t m0 xf h5a y808 ff3 fsd fc0 sc0 ls0 ws0">ZAKRES CELU<span class="_ _1"></span><span class="ff2"> </span></div></div><div class="c xc2 y8d2 w153 hba"><div class="t m0 x59 h5a y808 ff3 fsd fc0 sc0 ls0 ws0">ROK BAZOWY<span class="_ _1"></span> </div><div class="t m0 x59 h5a y476 ff3 fsd fc0 sc0 ls0 ws0">2023 </div></div><div class="c xca y8d2 w154 hba"><div class="t m0 xf h5a y808 ff6 fsd fc0 sc0 ls0 ws0">CEL KRÓTKOTE<span class="_ _1"></span>RMINOWY<span class="_ _1"></span><span class="ff3"> </span></div><div class="t m0 xf h5a y476 ff3 fsd fc0 sc0 ls0 ws0">2025 </div></div><div class="c xbc y8d2 w155 hba"><div class="t m0 xf h5a y808 ff6 fsd fc0 sc0 ls0 ws0">CEL ŚREDNIOTE<span class="_ _1"></span>RMINOWY<span class="_ _1"></span><span class="ff3"> </span></div><div class="t m0 xf h5a y476 ff3 fsd fc0 sc0 ls0 ws0">2030 </div></div><div class="c xee y8d2 w156 hba"><div class="t m0 xf h5a y808 ff3 fsd fc0 sc0 ls0 ws0">WYNIK W 2025<span class="_ _1"></span><span class="ff2"> </span></div></div><div class="c x138 y8d2 w157 hba"><div class="t m0 xf h5a y809 ff3 fsd fc0 sc0 ls0 ws0">OSOBA </div><div class="t m0 xf h5a y80a ff3 fsd fc0 sc0 ls0 ws0">ODPOWIEDZIALNA<span class="_ _1"></span><span class="ff2"> </span></div></div><div class="c x38 y8d3 w158 hd5"><div class="t m0 xf h53 y263 ff6 fs1 fc0 sc0 ls0 ws0">ZWIĘKSZYM<span class="_ _0"></span>Y </div><div class="t m0 xf h53 y8d4 ff3 fs1 fc0 sc0 ls0 ws0">STANDARDY </div><div class="t m0 xf h53 y482 ff6 fs1 fc0 sc0 ls0 ws0">BEZPIECZEŃS<span class="_ _0"></span>TWA<span class="ff3"> </span></div></div><div class="c x137 y8d3 w152 hd5"><div class="t m0 xf h15 y263 ff2 fs1 fc0 sc0 ls0 ws0">Upstream </div></div><div class="c xc2 y8d3 w153 hd5"><div class="t m0 x59 h15 y263 ff1 fs1 fc0 sc0 ls0 ws0">Nastąpił jeden </div><div class="t m0 x59 h15 y8d4 ff2 fs1 fc0 sc0 ls0 ws0">wypadek </div><div class="t m0 x59 h15 y482 ff1 fs1 fc0 sc0 ls0 ws0">śmiertelny.<span class="ff2"> </span></div></div><div class="c xca y8d3 w154 hd5"><div class="t m0 xf h15 y263 ff1 fs1 fc0 sc0 ls0 ws0">Zero wypadków<span class="_ _0"></span> </div><div class="t m0 xf h15 y8d4 ff1 fs1 fc0 sc0 ls0 ws0">śmiertelnych i obn<span class="_ _0"></span>iżenie </div><div class="t m0 xf h15 y482 ff1 fs1 fc0 sc0 ls0 ws0">wskaźnika wypad<span class="_ _0"></span>ków </div><div class="t m0 xf h15 y31f ff1 fs1 fc0 sc0 ls0 ws0">ciężkich wśród </div><div class="t m0 xf h53 y320 ff1 fs1 fc0 sc0 ls0 ws0">podwykonawców.<span class="ff3"> </span></div></div><div class="c xbc y8d3 w155 hd5"><div class="t m0 xf h15 y263 ff1 fs1 fc0 sc0 ls0 ws0">Zero wypadków<span class="_ _0"></span> </div><div class="t m0 xf h15 y8d4 ff1 fs1 fc0 sc0 ls0 ws0">śmiertelnych i <span class="_ _0"></span>zero </div><div class="t m0 xf h15 y482 ff1 fs1 fc0 sc0 ls0 ws0">wypadków cię<span class="_ _0"></span>żkich wśród </div><div class="t m0 xf h53 y31f ff1 fs1 fc0 sc0 ls0 ws0">podwykonawców.<span class="ff3"> </span></div></div><div class="c xee y8d3 w156 hd5"><div class="t m0 xf h15 y263 ff2 fs1 fc0 sc0 ls0 ws0">Cel niezrealizowa<span class="_ _0"></span>ny. W </div><div class="t m0 xf h15 y8d4 ff1 fs1 fc0 sc0 ls0 ws0">2025 wystąpił<span class="_ _0"></span> 1  <span class="ff2"> </span></div><div class="t m0 xf h15 y482 ff2 fs1 fc0 sc0 ls0 ws0">wypade<span class="ff1">k śmierteln<span class="_ _0"></span>y<span class="ff2">. </span></span></div></div><div class="c x138 y8d3 w157 hd5"><div class="t m0 xf h15 y263 ff1 fs1 fc0 sc0 ls0 ws0">Kierownik Działu<span class="_ _0"></span> BHP<span class="ff2"> </span></div></div></div><div class="pi" ></div></div><div id="pf48" class="pf w5 hc" ><div class="pc pc48 w5 hc"><img class="bi x0 y0 w6 h1" alt="" 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class="c x0 y0 w7 hc"><div class="t m0 x4 h2 ye ff1 fs0 fc0 sc0 ls0 ws0">Sprawozdanie nt. informacji niefinansowych GK MIRBUD za 2025<span class="_ _1"></span> rok<span class="ff2"> </span></div><div class="t m0 x4 h2 yf ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hd y10 ff4 fs3 fc0 sc0 ls3a ws0">72<span class="ff5 fs8 ls0"> </span></div><div class="t m0 x4 h11 y8d5 ff6 fsa fc0 sc0 ls0 ws0">S3 Społecznośc<span class="_ _0"></span>i dotknięte<span class="_ _0"></span> wpływem<span class="ff3"> </span></div><div class="t m0 x4 h12 y8d6 ff6 fsb fc0 sc0 ls13 ws0">SBM<span class="ls0">-2 Interesy i op<span class="_ _1"></span>inie zainteresowan<span class="_ _1"></span>ych stron <span class="_ _1"></span><span class="ff3"> </span></span></div><div class="t m0 x4 h6 y8d7 ff1 fs3 fc0 sc0 ls0 ws0">Społeczności <span class="_ _1"></span>lokalne <span class="_ _1"></span>uwzględn<span class="_ _1"></span>iane są <span class="_ _1"></span>w <span class="_ _1"></span>strategi<span class="_ _1"></span>i bizn<span class="_ _1"></span>esowej <span class="_ _1"></span>Grupy <span class="_ _1"></span>MIRBUD <span class="_ _1"></span>jako <span class="_ _1"></span>szc<span class="_ _1"></span>zególnie istotny<span class="_ _1"></span> </div><div class="t m0 x4 h6 y8d8 ff1 fs3 fc0 sc0 ls0 ws0">interesariusz. <span class="_ _e"> </span>Realizac<span class="_ _1"></span>ja <span class="_ _d"> </span>i<span class="_ _1"></span>nwestycji <span class="_ _e"> </span>budowlanych <span class="_ _18"> </span>docelowo <span class="_ _e"> </span>wpływa<span class="_ _1"></span> <span class="_ _d"> </span>pozy<span class="_ _1"></span>tywnie <span class="_ _e"> </span>na <span class="_ _e"> </span>jak<span class="_ _1"></span>ość <span class="_ _e"> </span>życia </div><div class="t m0 x4 h6 y8d9 ff1 fs3 fc0 sc0 ls0 ws0">lokalnych społeczności, <span class="_ _0"></span>jednak<span class="_ _1"></span> <span class="_ _0"></span>w <span class="_ _0"></span>trakcie ich realizacji <span class="_ _0"></span>mogą stano<span class="_ _1"></span>wić uciążliwości. <span class="_ _0"></span>Utrzymanie dobrych </div><div class="t m0 x4 h6 y34d ff1 fs3 fc0 sc0 ls0 ws0">relacji <span class="_ _9"></span>ze <span class="_ _9"></span>społecznościami <span class="_ _9"> </span>lokalny<span class="_ _1"></span>mi <span class="_ _9"></span>przekłada <span class="_ _9"></span>się <span class="_ _9"></span>na <span class="_ _9"></span>sprawność<span class="_ _1"></span> <span class="_ _9"></span>i <span class="_ _b"></span>t<span class="_ _1"></span>erminowość <span class="_ _9"> </span>realiz<span class="_ _1"></span>acji <span class="_ _9"></span>inwestycji.<span class="_ _1"></span> </div><div class="t m0 x4 h6 y8da ff1 fs3 fc0 sc0 ls0 ws0">Wnioski <span class="_ _8"></span>i <span class="_ _8"></span>wątpliwoś<span class="_ _1"></span>ci <span class="_ _1"></span>od<span class="_ _1"></span>nośnie <span class="_ _8"></span>do <span class="_ _8"></span>rea<span class="_ _1"></span>lizacji <span class="_ _8"></span>danej <span class="_ _8"></span>inw<span class="_ _1"></span>estycji <span class="_ _8"></span>mogą <span class="_ _8"></span>być <span class="_ _8"></span>zgł<span class="_ _1"></span>aszane <span class="_ _8"></span>przez <span class="_ _8"></span>s<span class="_ _1"></span>połeczności </div><div class="t m0 x4 h6 y8db ff2 fs3 fc0 sc0 ls0 ws0">lokalne <span class="_ _a"> </span>podcz<span class="_ _1"></span>as <span class="_ _a"> </span>sp<span class="_ _1"></span><span class="ff1">otkań <span class="_ _a"> </span>oraz <span class="_ _10"> </span>kanałami <span class="_ _a"> </span>komunikacj<span class="_ _1"></span>i. <span class="_ _a"> </span>Na <span class="_ _10"> </span>początku <span class="_ _a"> </span>realizacji <span class="_ _a"> </span>in<span class="_ _1"></span>westycji, <span class="_ _a"> </span>s<span class="_ _1"></span>zczególnie </span></div><div class="t m0 x4 h6 y325 ff1 fs3 fc0 sc0 ls0 ws0">podczas <span class="_ _1"></span>r<span class="_ _1"></span>ealizacji <span class="_ _1"></span>kontrakt<span class="_ _1"></span>ów <span class="_ _1"></span>drogo<span class="_ _1"></span>wych, <span class="_ _1"></span>odbywaj<span class="_ _1"></span>ą <span class="_ _1"></span>s<span class="_ _1"></span>ię <span class="_ _1"></span>spotka<span class="_ _1"></span>nia, <span class="_ _1"></span>podczas <span class="_ _8"></span>któryc<span class="_ _1"></span>h <span class="_ _1"></span>wyjaś<span class="_ _1"></span>niane <span class="_ _1"></span>jest <span class="_ _8"></span>w </div><div class="t m0 x4 h6 y351 ff1 fs3 fc0 sc0 ls0 ws0">jaki <span class="_ _9"> </span>s<span class="_ _1"></span>posób <span class="_ _a"> </span>będzie <span class="_ _9"> </span>wy<span class="_ _1"></span>glądała <span class="_ _a"> </span>realizacja <span class="_ _9"> </span>d<span class="_ _1"></span>anego <span class="_ _9"> </span>ko<span class="_ _1"></span>ntraktu. <span class="_ _a"> </span>W <span class="_ _9"> </span>tym <span class="_ _a"> </span>czasie <span class="_ _a"> </span>mieszk<span class="_ _8"></span>ańcy <span class="_ _a"> </span>mogą <span class="_ _a"> </span>zgłosić </div><div class="t m0 x4 h6 y8dc ff1 fs3 fc0 sc0 ls0 ws0">swoje <span class="_ _0"></span>uwagi <span class="_ _2"></span>i <span class="_ _2"></span>wąt<span class="_ _1"></span>pliwości, <span class="_ _0"></span>co <span class="_ _2"></span>pozwa<span class="_ _1"></span>la <span class="_ _2"></span>na <span class="_ _0"></span>zażegnanie <span class="_ _2"></span>p<span class="_ _1"></span>otencjalnych <span class="_ _0"></span>sytuacji <span class="_ _0"></span>kryzysowych <span class="_ _2"></span>jes<span class="_ _1"></span>zcze <span class="_ _0"></span>przed </div><div class="t m0 x4 h6 y8dd ff1 fs3 fc0 sc0 ls0 ws0">rozpoczęciem realizacj<span class="_ _1"></span>i inwestycj<span class="_ _1"></span>i. <span class="ff2"> </span></div><div class="t m0 x4 h12 y8de ff6 fsb fc0 sc0 ls13 ws0">SBM<span class="ls0">-3 Istotne wpły<span class="_ _1"></span>wy, ryzyka i szans<span class="_ _1"></span>e oraz ich wzaj<span class="_ _1"></span>emne związki ze </span></div><div class="t m0 x4 h12 y8df ff6 fsb fc0 sc0 ls0 ws0">strategią i z modele<span class="_ _1"></span>m biznesowym <span class="_ _1"></span><span class="ff3"> </span></div><div class="t m0 x4 h6 y8e0 ff1 fs3 fc0 sc0 ls0 ws0">Społeczności <span class="_ _8"></span>lokalne <span class="_ _1"></span>s<span class="_ _1"></span>tanowią <span class="_ _8"></span>istotnego <span class="_ _8"></span>interesariusz<span class="_ _1"></span>a <span class="_ _8"></span>Grupy <span class="_ _1"></span>Ka<span class="_ _1"></span>pitałowej <span class="_ _1"></span>MIR<span class="_ _1"></span>BUD, <span class="_ _8"></span>mającego <span class="_ _8"></span>wpływ<span class="_ _1"></span> </div><div class="t m0 x4 h6 y8e1 ff1 fs3 fc0 sc0 ls0 ws0">na <span class="_ _0"></span>strategię <span class="_ _0"></span>i <span class="_ _0"></span>model <span class="_ _0"></span>biznesowy Grupy. <span class="_ _0"></span>Współpraca <span class="_ _0"></span>ze <span class="_ _0"></span>społecznościami <span class="_ _0"></span>lokalnymi pozwala <span class="_ _2"></span>n<span class="_ _1"></span>a <span class="_ _0"></span>realizację<span class="_ _1"></span> </div><div class="t m0 x4 h6 y8e2 ff1 fs3 fc0 sc0 ls0 ws0">kontraktów w termin<span class="_ _1"></span>ie i na uniknięcie ry<span class="_ _1"></span>zyk związanych z<span class="_ _1"></span> kon<span class="_ _1"></span>fliktami ze społec<span class="_ _1"></span>znościami lokalnymi. <span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x4 h6 y8e3 ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h6 y8e4 ff1 fs3 fc0 sc0 ls0 ws0">Społeczności lokalne, na kt<span class="_ _1"></span>óre Grupa Kapitał<span class="_ _1"></span>owa MIRBUD może wy<span class="_ _1"></span>wierać istotn<span class="_ _1"></span>e oddziaływania to:<span class="_ _8"></span><span class="ff2"> </span></div><div class="t m0 x6 h6 y8e5 ff9 fs3 fc0 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _c"> </span><span class="ff1">społeczności <span class="_ _1"></span>zamieszkujące <span class="_ _1"></span>w s<span class="_ _1"></span>ąsiedztwie i<span class="_ _1"></span>nwestycji r<span class="_ _1"></span>ealizowanyc<span class="_ _1"></span>h przez G<span class="_ _1"></span>rupę <span class="_ _1"></span>Kapitałową </span></span></div><div class="t m0 x12 h6 y8e6 ff2 fs3 fc0 sc0 ls0 ws0">MIRBUD, </div><div class="t m0 x6 h6 y8e7 ff9 fs3 fc0 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _c"> </span><span class="ff1">organizacje pozarząd<span class="_ _1"></span>owe funkcjonujące na <span class="_ _1"></span>terenie realizacji <span class="_ _1"></span>inwestycji, <span class="_ _1"></span></span> </span></div><div class="t m0 x6 h6 y702 ff9 fs3 fc0 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _c"> </span><span class="ff1">środowiskowe  organizacje<span class="_ _1"></span>  pozarządowe,  które <span class="_ _15"> </span>działają  na  rzecz  ochrony  środowi<span class="_ _0"></span>ska  na </span></span></div><div class="t m0 x12 h6 y8e8 ff1 fs3 fc0 sc0 ls0 ws0">terenach inwestyc<span class="_ _1"></span>ji realizowanych przez G<span class="_ _1"></span>rupę MIRBUD,<span class="_ _8"></span><span class="ff2"> </span></div><div class="t m0 x6 h6 y8e9 ff9 fs3 fc0 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _c"> </span><span class="ff1">lokalne społecznośc<span class="_ _1"></span>i zamieszk<span class="_ _1"></span>ujące sąsiedztwo wytwórni mas bitum<span class="_ _1"></span>icznych. <span class="_ _8"></span></span> </span></div><div class="t m0 x12 h6 y8ea ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h6 y8eb ff1 fs3 fc0 sc0 ls0 ws0">W <span class="_ _a"> </span>przypadku <span class="_ _a"> </span>całego <span class="_ _a"> </span>łańcucha <span class="_ _a"> </span>wartości <span class="_ _a"> </span>społeczności <span class="_ _a"> </span>dotknięte <span class="_ _a"> </span>wpływem <span class="_ _a"> </span>to <span class="_ _a"> </span>najczęściej <span class="_ _a"> </span>mieszkańcy </div><div class="t m0 x4 h6 y8ec ff1 fs3 fc0 sc0 ls0 ws0">okolic <span class="_ _a"> </span>zakładów <span class="_ _a"> </span>produkują<span class="_ _1"></span>cych <span class="_ _a"> </span>materiały <span class="_ _a"> </span>uż<span class="_ _1"></span>ytkowane <span class="_ _a"> </span>do <span class="_ _a"> </span>realizacji <span class="_ _a"> </span>inwes<span class="_ _1"></span>tycji, <span class="_ _a"> </span>jak <span class="_ _a"> </span>np. <span class="_ _a"> </span>cementown<span class="_ _1"></span>ia, </div><div class="t m0 x4 h6 y8ed ff1 fs3 fc0 sc0 ls0 ws0">bądź s<span class="_ _1"></span>połeczności <span class="_ _1"></span>zamiesz<span class="_ _1"></span>kujące <span class="_ _1"></span>sąsiedztwo <span class="_ _1"></span>miejsc, <span class="_ _1"></span>w <span class="_ _1"></span>których <span class="_ _1"></span>wyd<span class="_ _8"></span>obywane <span class="_ _1"></span>są <span class="_ _1"></span>k<span class="_ _1"></span>ruszywa <span class="_ _1"></span>(upstream) </div><div class="t m0 x4 h6 y8ee ff1 fs3 fc0 sc0 ls0 ws0">lub składowane odpady (d<span class="_ _1"></span>ownstream). <span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x4 h6 y8ef ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h6 y8f0 ff1 fs3 fc0 sc0 ls0 ws0">Wpływ <span class="_ _25"> </span>G<span class="_ _1"></span>rupy  K<span class="_ _1"></span>apitałowej <span class="_ _f"> </span>MIRBUD <span class="_ _16"> </span>na <span class="_ _f"> </span>lokalne  s<span class="_ _1"></span>połeczności <span class="_ _f"> </span>ogran<span class="_ _1"></span>icza  s<span class="_ _1"></span>ię <span class="_ _f"> </span>najczęś<span class="_ _1"></span>ciej  do <span class="_ _f"> </span>czasu </div><div class="t m0 x4 h6 y762 ff1 fs3 fc0 sc0 ls0 ws0">realizacji <span class="_ _10"> </span>inw<span class="_ _1"></span>estycji, <span class="_ _10"> </span>brak<span class="_ _1"></span> <span class="_ _10"> </span>jest <span class="_ _15"> </span>trwałego <span class="_ _10"> </span>n<span class="_ _1"></span>egatywnego <span class="_ _15"> </span>oddziaływania. <span class="_ _15"> </span>Negatywny <span class="_ _15"> </span>wpływ <span class="_ _10"> </span>najcz<span class="_ _1"></span>ęściej </div><div class="t m0 x4 h6 y8f1 ff1 fs3 fc0 sc0 ls0 ws0">ogranicza <span class="_ _8"></span>się <span class="_ _8"></span>uciążliwości<span class="_ _1"></span> <span class="_ _8"></span>związanej <span class="_ _8"></span>z <span class="_ _8"></span>produkcj<span class="_ _1"></span>ą <span class="_ _1"></span>masy<span class="_ _1"></span> <span class="_ _1"></span>bitum<span class="_ _1"></span>icznej <span class="_ _1"></span>w<span class="_ _1"></span> <span class="_ _1"></span>o<span class="_ _8"></span>taczarn<span class="_ _1"></span>iach, <span class="_ _1"></span>które<span class="_ _1"></span> <span class="_ _1"></span>i<span class="_ _1"></span>nstalowane </div><div class="t m0 x4 h6 y8f2 ff1 fs3 fc0 sc0 ls0 ws0">są <span class="_ _0"></span>na <span class="_ _2"></span>c<span class="_ _1"></span>zas <span class="_ _0"></span>realizacji <span class="_ _0"></span>kontraktu <span class="_ _0"></span>na <span class="_ _2"></span>teren<span class="_ _1"></span>ie <span class="_ _2"></span>b<span class="_ _1"></span>udowy. <span class="_ _0"></span>Na <span class="_ _0"></span>instalację <span class="_ _0"></span>otaczarni <span class="_ _0"></span>każdorazowo <span class="_ _0"></span>uzyskiwana <span class="_ _0"></span>jest </div><div class="t m0 x4 h6 y8f3 ff1 fs3 fc0 sc0 ls0 ws0">decyzja środowiskowa, <span class="_ _0"></span>a <span class="_ _0"></span>jej lokalizacja <span class="_ _0"></span>dobierana jest <span class="_ _0"></span>w <span class="_ _0"></span>sposób <span class="_ _0"></span>minimalizujący uciążliwość dl<span class="_ _0"></span>a lokalnej </div><div class="t m0 x4 h6 y8f4 ff1 fs3 fc0 sc0 ls0 ws0">społeczności.<span class="ff2"> </span></div><div class="t m0 x4 h12 y8f5 ff6 fsb fc0 sc0 ls13 ws0">S3<span class="ls0">-1 Polityki związ<span class="_ _1"></span>ane ze społecz<span class="_ _1"></span>nościami dotknięty<span class="_ _1"></span>mi wpływem<span class="_ _1"></span><span class="ff3"> </span></span></div><div class="t m0 x4 h6 y12a ff1 fs3 fc0 sc0 ls0 ws0">Grupa <span class="_ _10"> </span>Kapitałowa <span class="_ _10"> </span>MIRBU<span class="_ _1"></span>D <span class="_ _10"> </span>odnosi <span class="_ _10"> </span>się <span class="_ _10"> </span>do <span class="_ _10"> </span>relacji <span class="_ _10"> </span>ze <span class="_ _10"> </span>s<span class="_ _1"></span>połecznościami <span class="_ _10"> </span>lokalnym<span class="_ _1"></span>i <span class="_ _10"> </span>w <span class="_ _10"> </span>„Kodeksie <span class="_ _10"> </span>Etyki<span class="_ _1"></span> </div><div class="t m0 x4 h6 ya8 ff1 fs3 fc0 sc0 ls0 ws0">Zawodowej Pracown<span class="_ _1"></span>ika i Ws<span class="_ _1"></span>półpracownika”, gdz<span class="_ _1"></span>ie zaznacza, że <span class="_ _1"></span>bierze pod uwag<span class="_ _1"></span>ę interesy otoczeni<span class="_ _1"></span>a, </div><div class="t m0 x4 h6 ya9 ff1 fs3 fc0 sc0 ls0 ws0">a w szczególności stara s<span class="_ _1"></span>ię utożsamiać interes włas<span class="_ _1"></span>ny z interesem <span class="_ _1"></span>środowisk<span class="_ _1"></span>a lokalnego oraz w miar<span class="_ _1"></span>ę </div><div class="t m0 x4 h6 y8f6 ff1 fs3 fc0 sc0 ls0 ws0">możliwości wspiera społeczności lokalne, na terenie których Spółka realizuje inwestycje. Zobowiązanie </div><div class="t m0 x4 h6 y8f7 ff1 fs3 fc0 sc0 ls0 ws0">do przestrzegania K<span class="_ _1"></span>odeksu Etyki jest także n<span class="_ _1"></span>akładane na kontra<span class="_ _1"></span>hentów GK MIRB<span class="_ _1"></span>UD. <span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x4 h6 y83b ff1 fs3 fc0 sc0 ls0 ws0">Dokument został sz<span class="_ _1"></span>czegółowo opisany w r<span class="_ _1"></span>amach ujawnienia S<span class="_ _1"></span>1<span class="_ _1"></span><span class="ff2">-<span class="ls1">1.</span> </span></div></div></div><div class="pi" ></div></div><div id="pf49" class="pf w5 hc" ><div class="pc pc49 w5 hc"><img class="bi x0 y0 w6 h1" alt="" src="data:image/png;base64,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class="c x0 y0 w7 hc"><div class="t m0 x4 h2 ye ff1 fs0 fc0 sc0 ls0 ws0">Sprawozdanie nt. informacji niefinansowych GK MIRBUD za 2025<span class="_ _1"></span> rok<span class="ff2"> </span></div><div class="t m0 x4 h2 yf ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hd y10 ff4 fs3 fc0 sc0 ls3a ws0">73<span class="ff5 fs8 ls0"> </span></div><div class="t m0 x4 h12 yfd ff6 fsb fc0 sc0 ls13 ws0">S3<span class="ls0">-2 Procesy wsp<span class="_ _1"></span>ółpracy w zakr<span class="_ _1"></span>esie wpływów ze spo<span class="_ _1"></span>łecznościami </span></div><div class="t m0 x4 h12 y215 ff6 fsb fc0 sc0 ls26 ws0">dotkniętymi wpływem <span class="_ _1"></span><span class="ff3 ls0"> </span></div><div class="t m0 x4 h6 y216 ff1 fs3 fc0 sc0 ls0 ws0">Grupa <span class="_ _1"></span>K<span class="_ _1"></span>apitałowa <span class="_ _8"></span>MIRBUD <span class="_ _8"></span>przy <span class="_ _8"></span>realizacji <span class="_ _1"></span>k<span class="_ _1"></span>ażdej <span class="_ _8"></span>inwes<span class="_ _1"></span>tycji <span class="_ _1"></span>budowlan<span class="_ _1"></span>ej <span class="_ _1"></span>zak<span class="_ _1"></span>łada <span class="_ _1"></span>bliską <span class="_ _8"></span>współpracę<span class="_ _1"></span> <span class="_ _1"></span>z<span class="_ _1"></span>e </div><div class="t m0 x4 h6 y217 ff1 fs3 fc0 sc0 ls0 ws0">społecznościami <span class="_ _9"></span>lokalnymi. <span class="_ _9"></span>Współpraca <span class="_ _9"></span>rozpoczyna <span class="_ _9"></span>się <span class="_ _9"></span>już <span class="_ _b"></span>na <span class="_ _9"></span>samym <span class="_ _b"></span>poc<span class="_ _1"></span>zątku <span class="_ _9"></span>realizacji <span class="_ _9"></span>inwestycji, </div><div class="t m0 x4 h6 y218 ff1 fs3 fc0 sc0 ls0 ws0">kiedy <span class="_ _2"></span>to<span class="_ _1"></span> <span class="_ _2"></span>org<span class="_ _1"></span>anizowane <span class="_ _0"></span>są <span class="_ _2"></span>s<span class="_ _1"></span>potkania <span class="_ _2"></span>z<span class="_ _1"></span> <span class="_ _0"></span>mieszkańcami <span class="_ _0"></span>mające <span class="_ _2"></span>na<span class="_ _1"></span> <span class="ff2">celu <span class="_ _2"></span>przekazan<span class="_ _1"></span>ie <span class="_ _2"></span>i<span class="_ _1"></span>m <span class="_ _2"></span>inform<span class="_ _1"></span>acji <span class="_ _0"></span>na <span class="_ _2"></span>tema<span class="_ _1"></span>t </span></div><div class="t m0 x4 h6 y219 ff1 fs3 fc0 sc0 ls0 ws0">realizacji <span class="_ _a"> </span>danej <span class="_ _a"> </span>inwestycji, <span class="_ _a"> </span>jej <span class="_ _a"> </span>harmonogramu <span class="_ _a"> </span>i <span class="_ _a"> </span>wpływu <span class="_ _a"> </span>inwestycji <span class="_ _a"> </span>na <span class="_ _a"> </span>lokalne <span class="_ _a"> </span>społeczności. <span class="_ _a"> </span>Podczas </div><div class="t m0 x4 h6 y21a ff1 fs3 fc0 sc0 ls0 ws0">spotkań <span class="_ _a"> </span>mieszkańcy <span class="_ _a"> </span>mogą<span class="_ _1"></span> <span class="_ _a"> </span>zgłosić <span class="_ _a"> </span>swoje <span class="_ _a"> </span>uwagi <span class="_ _a"> </span>i <span class="_ _a"> </span>obiekcje, <span class="_ _a"> </span>które <span class="_ _a"> </span>w <span class="_ _a"> </span>miarę <span class="_ _a"> </span>możliwośc<span class="_ _1"></span>i <span class="_ _a"> </span>brane <span class="_ _a"> </span>są <span class="_ _a"> </span>pod </div><div class="t m0 x4 h6 y89f ff1 fs3 fc0 sc0 ls0 ws0">uwagę. <span class="_ _f"> </span>Dodatkow<span class="_ _1"></span>o <span class="_ _f"> </span>inform<span class="_ _1"></span>acje <span class="_ _f"> </span>o <span class="_ _f"> </span>realizac<span class="_ _1"></span>ji <span class="_ _f"> </span>inwestycj<span class="_ _1"></span>i  prz<span class="_ _1"></span>ekazywane <span class="_ _f"> </span>są<span class="_ _1"></span> <span class="_ _f"> </span>przy <span class="_ _f"> </span>pomocy<span class="_ _1"></span> <span class="_ _f"> </span>mediów, <span class="_ _16"> </span>w </div><div class="t m0 x4 h6 y8a0 ff1 fs3 fc0 sc0 ls0 ws0">szczególności <span class="_ _b"></span>lokalnej <span class="_ _b"></span>prasy<span class="_ _1"></span>, <span class="_ _8"></span>tak<span class="_ _1"></span> <span class="_ _8"></span>aby <span class="_ _b"></span>miały <span class="_ _b"></span>sz<span class="_ _1"></span>ansę <span class="_ _b"></span>dotrzeć <span class="_ _b"></span>do <span class="_ _b"></span>jak <span class="_ _b"></span>największego <span class="_ _b"></span>grona <span class="_ _b"></span>spo<span class="_ _1"></span>łeczności, </div><div class="t m0 x4 h6 y8a1 ff1 fs3 fc0 sc0 ls0 ws0">które dotknięte są w<span class="_ _1"></span>pływem inwestycj<span class="_ _1"></span>i. <span class="ff2"> </span></div><div class="t m0 x4 h6 y8a2 ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h6 y8a3 ff1 fs3 fc0 sc0 ls0 ws0">W <span class="_ _18"> </span>trakcie <span class="_ _18"> </span>r<span class="_ _1"></span>ealizacji <span class="_ _18"> </span>inwe<span class="_ _1"></span>stycji <span class="_ _18"> </span>mieszkańc<span class="_ _1"></span>y <span class="_ _18"> </span>bądź <span class="_ _18"> </span>i<span class="_ _1"></span>nni <span class="_ _18"> </span>członkowie <span class="_ _1f"> </span>społeczności <span class="_ _18"> </span>lokalnyc<span class="_ _1"></span>h <span class="_ _18"> </span>mogą </div><div class="t m0 x4 h6 y8a4 ff1 fs3 fc0 sc0 ls0 ws0">nawiązywać <span class="_ _d"> </span>kontakt <span class="_ _16"> </span>z <span class="_ _d"> </span>kierownictwem <span class="_ _d"> </span>budowy, <span class="_ _d"> </span>któremu <span class="_ _d"> </span>mogą <span class="_ _16"> </span>zg<span class="_ _1"></span>łaszać <span class="_ _16"> </span>nie<span class="_ _1"></span>prawidłowości, <span class="_ _d"> </span>mogą </div><div class="t m0 x4 h6 y8f8 ff1 fs3 fc0 sc0 ls0 ws0">kontaktować <span class="_ _2"></span>s<span class="_ _1"></span>ię <span class="_ _2"></span>bezpośr<span class="_ _1"></span>ednio <span class="_ _2"></span>z <span class="_ _0"></span>Dyrektorem <span class="_ _2"></span>ds. <span class="_ _0"></span>Komunikacji <span class="_ _0"></span>Korporacyjnej, <span class="_ _2"></span>bąd<span class="_ _1"></span>ź<span class="_ _1"></span> <span class="_ _2"></span>prz<span class="_ _1"></span>ez <span class="_ _2"></span>kanały <span class="_ _2"></span>ko<span class="_ _1"></span>ntaktu </div><div class="t m0 x4 h6 y8f9 ff1 fs3 fc0 sc0 ls0 ws0">dostępne dla interesari<span class="_ _1"></span>uszy zewnętrzny<span class="_ _1"></span>ch.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x4 h6 y3a8 ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h6 y8fa ff1 fs3 fc0 sc0 ls0 ws0">Takie <span class="_ _8"></span>działanie<span class="_ _1"></span> <span class="_ _1"></span>ma<span class="_ _1"></span> <span class="_ _8"></span>pozyty<span class="_ _1"></span>wny <span class="_ _8"></span>wpływ <span class="_ _8"></span>n<span class="_ _1"></span>a <span class="_ _1"></span>s<span class="_ _1"></span>połeczność<span class="_ _1"></span>, <span class="_ _1"></span>k<span class="_ _1"></span>tóra <span class="_ _8"></span>rozumie, <span class="_ _8"></span>j<span class="_ _1"></span>ak <span class="_ _8"></span>realiza<span class="_ _1"></span>cja <span class="_ _8"></span>inwestycji <span class="_ _8"></span>wp<span class="_ _1"></span>łynie </div><div class="t m0 x4 h6 y8fb ff1 fs3 fc0 sc0 ls0 ws0">na ich codzienne f<span class="_ _1"></span>unkcjonowanie or<span class="_ _1"></span>az na unikanie syt<span class="_ _1"></span>uacji konfliktowy<span class="_ _1"></span>ch, a co za ty<span class="_ _1"></span>m idzie, terminową </div><div class="t m0 x4 h6 y8fc ff1 fs3 fc0 sc0 ls0 ws0">realizację <span class="_ _9"></span>inwestyc<span class="_ _1"></span>ji. <span class="_ _9"></span>GK <span class="_ _9"></span>MIRBUD <span class="_ _9"></span>uzn<span class="_ _1"></span>aje <span class="_ _9"></span>podjęte <span class="_ _9"></span>działa<span class="_ _1"></span>nia <span class="_ _9"> </span>z<span class="_ _1"></span>a <span class="_ _9"></span>wystarcz<span class="_ _1"></span>ające <span class="_ _9"></span>zarówno <span class="_ _9"></span>w <span class="_ _9"></span>kontekśc<span class="_ _1"></span>ie </div><div class="t m0 x4 h6 y8fd ff1 fs3 fc0 sc0 ls0 ws0">zarządzania wpływem <span class="_ _1"></span>na tę grupę interesar<span class="_ _1"></span>iuszy, jak i z perspektywy<span class="_ _1"></span> zarządzania ryz<span class="_ _1"></span>ykiem.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x4 h12 y8fe ff6 fsb fc0 sc0 ls13 ws0">S3<span class="ls0">-3 Procesy rem<span class="_ _1"></span>ediacji negaty<span class="_ _1"></span>wnych wpływów i kanały <span class="_ _1"></span>zgłaszania </span></div><div class="t m0 x4 h12 y8ff ff6 fsb fc0 sc0 ls0 ws0">problemów przez s<span class="_ _1"></span>połeczności dotkni<span class="_ _1"></span>ęte wpływem<span class="_ _1"></span><span class="ff3"> </span></div><div class="t m0 x4 h6 y900 ff1 fs3 fc0 sc0 ls0 ws0">Procesy <span class="_ _9"> </span>reme<span class="_ _1"></span>diacji <span class="_ _9"></span>negaty<span class="_ _1"></span>wnych <span class="_ _9"> </span>wp<span class="_ _1"></span>ływów <span class="_ _9"> </span>na <span class="_ _a"> </span>społeczności <span class="_ _a"> </span>lokalne <span class="_ _9"></span>w <span class="_ _9"> </span>prz<span class="_ _1"></span>ypadku <span class="_ _9"> </span>Gr<span class="_ _1"></span>upy <span class="_ _9"> </span>Kapit<span class="_ _1"></span>ałowej </div><div class="t m0 x4 h6 y901 ff1 fs3 fc0 sc0 ls0 ws0">MIRBUD zakładają wspó<span class="_ _1"></span>łpracę ze społecz<span class="_ _1"></span>nościami oraz wyprac<span class="_ _1"></span>owanie rozwiązań, które pom<span class="_ _1"></span>ogą im w </div><div class="t m0 x4 h6 y772 ff1 fs3 fc0 sc0 ls0 ws0">codziennym <span class="_ _8"></span>funkcjonowani<span class="_ _1"></span>u, <span class="_ _1"></span>a <span class="_ _8"></span>także <span class="_ _8"></span>zrekompensują <span class="_ _8"></span>ewentualne <span class="_ _8"></span>straty. <span class="_ _8"></span>Z<span class="_ _1"></span>azwyc<span class="_ _1"></span>zaj <span class="_ _1"></span>j<span class="_ _1"></span>est <span class="_ _1"></span>to <span class="_ _8"></span>związane <span class="_ _1"></span>z<span class="_ _1"></span> </div><div class="t m0 x4 h6 y902 ff2 fs3 fc0 sc0 ls0 ws0">dodatkowymi <span class="_ _2"></span>e<span class="_ _1"></span>lementami <span class="_ _2"></span>i<span class="_ _1"></span>nwestycj<span class="_ _1"></span>i, <span class="_ _2"></span>np. <span class="_ _2"></span>chodniki,<span class="_ _1"></span> <span class="_ _2"></span>placami <span class="_ _2"></span>z<span class="_ _1"></span>abaw, <span class="_ _2"></span>nasa<span class="_ _1"></span>dzeniami <span class="_ _0"></span>drzew, <span class="_ _2"></span>czy <span class="_ _0"></span>remontami. <span class="_ _8"></span> </div><div class="t m0 x4 h6 y903 ff1 fs3 fc0 sc0 ls0 ws0">Główne kanały kom<span class="_ _1"></span>unikacji, w tym kanały zg<span class="_ _1"></span>łaszania naruszeń to:<span class="_ _8"></span><span class="ff2"> </span></div><div class="t m0 x6 h6 y904 ff9 fs3 fc0 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _c"> </span>internet <span class="ff1">–</span> <span class="ff1">przez me<span class="_ _1"></span>dia społecz<span class="_ _1"></span>nościowe, stronę www, <span class="_ _1"></span>e</span>-mai<span class="_ _1"></span>l; </span></div><div class="t m0 x6 h6 y905 ff9 fs3 fc0 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _c"> </span>telefon  <span class="ff1">–</span> <span class="_ _f"> </span>kontakt  d<span class="_ _1"></span>o  biur<span class="_ _1"></span>a  budowy  s<span class="_ _1"></span>ekretariatu <span class="_ _25"> </span>fir<span class="_ _1"></span>my  lub <span class="_ _25"> </span>do<span class="_ _1"></span>  Dyrektora <span class="_ _f"> </span>ds. <span class="_ _25"> </span>Kom<span class="_ _1"></span>unikacji </span></div><div class="t m0 x12 h6 y30d ff2 fs3 fc0 sc0 ls0 ws0">Korporacyjnej;<span class="_ _1"></span> </div><div class="t m0 x6 h6 y906 ff9 fs3 fc0 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _c"> </span>spotkania <span class="_ _9"></span><span class="ff1">–</span> <span class="_ _9"></span><span class="ff1">odbywają <span class="_ _9"></span>się <span class="_ _9"></span>przed <span class="_ _9"></span>rozpoczęciem <span class="_ _9"></span>procesu <span class="_ _9"></span>inwestycy<span class="_ _1"></span>jnego <span class="_ _9"></span>oraz <span class="_ _b"></span>w<span class="_ _1"></span> <span class="_ _9"></span>trakcie, <span class="_ _b"></span>j<span class="_ _1"></span>eśli </span></span></div><div class="t m0 x12 h6 y907 ff1 fs3 fc0 sc0 ls0 ws0">zajdzie <span class="_ _1"></span>taka <span class="_ _1"></span>potrzeba. <span class="_ _1"></span>W <span class="_ _1"></span>trakc<span class="_ _1"></span>ie spotkań <span class="_ _1"></span>przek<span class="_ _1"></span>azywane <span class="_ _1"></span>są <span class="_ _1"></span>też <span class="_ _1"></span>informacje, <span class="_ _1"></span>gdzie <span class="_ _1"></span>znajduj<span class="_ _1"></span>e si<span class="_ _1"></span>ę </div><div class="t m0 x12 h6 y518 ff2 fs3 fc0 sc0 ls0 ws0">biuro budowy. <span class="_ _1"></span> </div><div class="t m0 x4 h6 yf4 ff1 fs3 fc0 sc0 ls0 ws0">Każda <span class="_ _10"> </span>z <span class="_ _10"> </span>inwesty<span class="_ _1"></span>cji <span class="_ _10"> </span>oznakowan<span class="_ _1"></span>a <span class="_ _10"> </span>jest <span class="_ _10"> </span>w <span class="_ _10"> </span>taki <span class="_ _10"> </span>s<span class="_ _1"></span>posób, <span class="_ _10"> </span>aby <span class="_ _10"> </span>kana<span class="_ _1"></span>ły <span class="_ _10"> </span>kontaktu <span class="_ _10"> </span>by<span class="_ _1"></span>ły <span class="_ _10"> </span>łatwo <span class="_ _10"> </span>dostępne <span class="_ _10"> </span>d<span class="_ _1"></span>la </div><div class="t m0 x4 h6 yf5 ff1 fs3 fc0 sc0 ls0 ws0">społeczności lokalnych. <span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x4 h12 y125 ff6 fsb fc0 sc0 ls13 ws0">S3<span class="ls0">-4 Podejmowani<span class="_ _1"></span>e działań dotyc<span class="_ _1"></span>zących istotny<span class="_ _1"></span>ch wpływów na </span></div><div class="t m0 x4 h12 y908 ff6 fsb fc0 sc0 ls26 ws0">dotknięte społeczn<span class="_ _1"></span>ości oraz stosowanie podej<span class="_ _1"></span>ść służącyc<span class="_ _1"></span>h zarządzaniu </div><div class="t m0 x4 h12 y909 ff6 fsb fc0 sc0 lsa ws0">istotnymi ryzykami<span class="_ _1"></span> i wykorzysty<span class="_ _1"></span>waniu i<span class="_ _1"></span>stotnych szans zwi<span class="_ _1"></span>ązanych z tymi </div><div class="t m0 x4 h12 y90a ff6 fsb fc0 sc0 ls0 ws0">społecznościami or<span class="_ _1"></span>az skuteczność ty<span class="_ _1"></span>ch działań<span class="_ _1"></span><span class="ff3"> </span></div><div class="t m0 x4 h6 y90b ff1 fs3 fc0 sc0 ls0 ws0">Działania <span class="_ _1"></span>dotyczące <span class="_ _1"></span>istotnych wp<span class="_ _1"></span>ływów <span class="_ _1"></span>na <span class="_ _1"></span>lokalne spo<span class="_ _1"></span>łeczności pod<span class="_ _1"></span>ejmowane <span class="_ _1"></span>są w <span class="_ _1"></span>przy<span class="_ _1"></span>padku każdej<span class="_ _1"></span> </div><div class="t m0 x4 h6 y90c ff1 fs3 fc0 sc0 ls0 ws0">inwestycji <span class="_ _8"></span>i <span class="_ _8"></span>dostosow<span class="_ _1"></span>ane <span class="_ _8"></span>do <span class="_ _8"></span>j<span class="_ _1"></span>ej <span class="_ _8"></span>specyfiki <span class="_ _8"></span>oraz <span class="_ _8"></span>potrzeb<span class="_ _1"></span> <span class="_ _8"></span>lokalnej <span class="_ _8"></span>społecznośc<span class="_ _1"></span>i. <span class="_ _1"></span>Dzi<span class="_ _1"></span>ałania <span class="_ _8"></span>te <span class="_ _8"></span>realizowan<span class="_ _1"></span>e </div><div class="t m0 x4 h6 y90d ff1 fs3 fc0 sc0 ls0 ws0">są niezw<span class="_ _1"></span>łocznie <span class="_ _1"></span>w tr<span class="_ _1"></span>akcie r<span class="_ _1"></span>ealizacji <span class="_ _1"></span>inwestycj<span class="_ _1"></span>i. Służą <span class="_ _1"></span>on<span class="_ _1"></span>e <span class="_ _1"></span>zarówn<span class="_ _1"></span>o reme<span class="_ _1"></span>diacji <span class="_ _1"></span>negatywnych <span class="_ _1"></span>wpływów <span class="_ _8"></span>–<span class="ff2"> </span></div><div class="t m0 x4 h6 y4ca ff1 fs3 fc0 sc0 ls0 ws0">w prz<span class="_ _1"></span>ypadku <span class="_ _1"></span>działań <span class="_ _1"></span>usprawniający<span class="_ _1"></span>ch <span class="_ _1"></span>mieszkańcom <span class="_ _1"></span>funkc<span class="_ _1"></span>jonowanie <span class="_ _1"></span>w <span class="_ _1"></span>trakcie <span class="_ _1"></span>realizacji <span class="_ _1"></span>inwes<span class="_ _1"></span>tycji, <span class="_ _1"></span>jak </div><div class="t m0 x4 h6 y90e ff1 fs3 fc0 sc0 ls0 ws0">i <span class="_ _b"></span>mają <span class="_ _9"></span>pozytywny<span class="_ _1"></span> <span class="_ _b"></span>wpływ <span class="_ _9"></span>–<span class="ff2"> <span class="_ _9"></span></span>dodatkowe <span class="_ _9"></span>elementy <span class="_ _9"></span>inwestycj<span class="_ _1"></span>i, <span class="_ _b"></span>które <span class="_ _9"></span>wpływają <span class="_ _b"></span>n<span class="_ _1"></span>a <span class="_ _b"></span>po<span class="_ _1"></span>prawę <span class="_ _b"></span>j<span class="_ _1"></span>akości <span class="_ _9"></span>życia </div><div class="t m0 x4 h6 y90f ff1 fs3 fc0 sc0 ls0 ws0">mieszkańców  po <span class="_ _10"> </span>zak<span class="_ _1"></span>ończonej <span class="_ _15"> </span>inwestycji.  Niekiedy <span class="_ _15"> </span>samorządy, <span class="_ _15"> </span>na <span class="_ _15"> </span>terenie <span class="_ _15"> </span>któryc<span class="_ _1"></span>h <span class="_ _10"> </span>G<span class="_ _1"></span>rupa <span class="_ _10"> </span>rea<span class="_ _1"></span>lizuje </div><div class="t m0 x4 h6 y910 ff1 fs3 fc0 sc0 ls0 ws0">inwestycje, <span class="_ _8"></span>zgłaszają <span class="_ _8"></span>pi<span class="_ _1"></span>lne <span class="_ _8"></span>potrzeby <span class="_ _8"></span>mieszkańców <span class="_ _8"></span>w<span class="_ _1"></span> <span class="_ _1"></span>zakres<span class="_ _1"></span>ie <span class="_ _1"></span>popra<span class="_ _1"></span>wy <span class="_ _1"></span>kom<span class="_ _1"></span>unikacj<span class="_ _1"></span>i <span class="_ _1"></span>do <span class="_ _8"></span>nieruchomoś<span class="_ _1"></span>ci </div><div class="t m0 x4 h6 y911 ff1 fs3 fc0 sc0 ls0 ws0">sąsiadujących <span class="_ _1a"> </span>z <span class="_ _11"> </span>daną <span class="_ _1a"> </span>inwestycj<span class="_ _1"></span>ą <span class="_ _11"> </span>lub <span class="_ _11"> </span>ws<span class="_ _1"></span>parcia <span class="_ _1a"> </span>w <span class="_ _11"> </span>z<span class="_ _1"></span>akresie <span class="_ _11"> </span>miejscowej<span class="_ _1"></span> <span class="_ _11"> </span>gos<span class="_ _1"></span>podarki <span class="_ _11"> </span>wodn<span class="_ _b"></span><span class="ff2 ls1">o <span class="_ _11"> </span></span>–<span class="_ _1"></span><span class="ff2"> </span></div></div></div><div class="pi" ></div></div><div id="pf4a" class="pf w5 hc" ><div class="pc pc4a w5 hc"><img class="bi x0 y0 w6 h1" alt="" src="data:image/png;base64,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class="c x0 y0 w7 hc"><div class="t m0 x4 h2 ye ff1 fs0 fc0 sc0 ls0 ws0">Sprawozdanie nt. informacji niefinansowych GK MIRBUD za 2025<span class="_ _1"></span> rok<span class="ff2"> </span></div><div class="t m0 x4 h2 yf ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hd y10 ff4 fs3 fc0 sc0 ls3a ws0">74<span class="ff5 fs8 ls0"> </span></div><div class="t m0 x4 h6 y51 ff1 fs3 fc0 sc0 ls0 ws0">kanalizacyjnej <span class="_ _10"> </span>(np. <span class="_ _a"> </span>odbioru <span class="_ _10"> </span>wód <span class="_ _a"> </span>deszczowy<span class="_ _1"></span>ch <span class="_ _a"> </span>przez<span class="_ _1"></span> <span class="_ _a"> </span>instalację <span class="_ _10"> </span>wod<span class="_ _1"></span><span class="ff2">-</span>kan <span class="_ _a"> </span>zaproj<span class="_ _1"></span>ektowaną <span class="_ _10"> </span>do <span class="_ _a"> </span>obsługi </div><div class="t m0 x4 h6 y52 ff1 fs3 fc0 sc0 ls0 ws0">budowanej <span class="_ _1"></span>inwestycj<span class="_ _1"></span>i). W <span class="_ _1"></span>miarę <span class="_ _1"></span>możliwości <span class="_ _1"></span>spółki <span class="_ _1"></span>z <span class="_ _1"></span>Grupy <span class="_ _1"></span>wspierają <span class="_ _1"></span>lokalny<span class="_ _1"></span> samorz<span class="_ _1"></span>ąd i <span class="_ _1"></span>miesz<span class="_ _1"></span>kańców </div><div class="t m0 x4 h6 y80 ff2 fs3 fc0 sc0 ls0 ws0">w tym zakresie.  </div><div class="t m0 x4 h6 y81 ff2 fs3 fc0 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf4b" class="pf w12 h25" ><div class="pc pc4b w12 h25"><img class="bi x4 y0 w159 h26" alt="" 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"/><div class="c x0 y0 w14 h25"><div class="t m0 x4 h2 y22b ff1 fs0 fc0 sc0 ls0 ws0">Sprawozdanie nt. informacji niefinansowych GK MIRBUD za 2025<span class="_ _1"></span> rok<span class="ff2"> </span></div><div class="t m0 x4 h2 y22c ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hd y22d ff4 fs3 fc0 sc0 ls3a ws0">75<span class="ff5 fs8 ls0"> </span></div><div class="t m0 x4 h10 y589 ff2 fs8 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h12 y58a ff6 fsb fc0 sc0 ls13 ws0">S3<span class="ls0">-5 Cele dotyczą<span class="_ _1"></span>ce zarządzani<span class="_ _1"></span>a istotnymi negatywn<span class="_ _1"></span>ymi wpływami<span class="_ _1"></span>, zwiększan<span class="_ _1"></span>ia pozytywnych wpł<span class="_ _1"></span>ywów i </span></div><div class="t m0 x4 h12 y912 ff6 fsb fc0 sc0 ls0 ws0">zarządzania istotny<span class="_ _1"></span>mi ryzykami i szan<span class="_ _1"></span>sami  <span class="_ _1"></span><span class="ff3"> </span></div><div class="t m0 x4 h6 y8d0 ff1 fs3 fc0 sc0 ls0 ws0">Cele związane ze sp<span class="_ _1"></span>ołecznościami lokalnym<span class="_ _1"></span>i przyjęte zostały w S<span class="_ _1"></span>trategii Zrówno<span class="_ _1"></span>ważonego Rozwoju GK <span class="_ _1"></span>MIRBUD. <span class="_ _8"></span><span class="ff2"> </span></div><div class="t m0 x4 h3d y913 ffa fs1 fc6 sc0 ls0 ws0"> </div><div class="t m0 x4 h10 y914 ff2 fs8 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h6 y915 ff1 fs3 fc0 sc0 ls0 ws0">Realizacja <span class="_ _b"></span>po<span class="_ _1"></span>wyższyc<span class="_ _1"></span>h <span class="_ _b"></span>celów <span class="_ _b"></span>spowoduje,<span class="_ _1"></span> <span class="_ _b"></span>że <span class="_ _b"></span>pro<span class="_ _1"></span>wadzone <span class="_ _b"></span>d<span class="_ _1"></span>o <span class="_ _b"></span>tej <span class="_ _9"></span>pory <span class="_ _b"></span>działania <span class="_ _9"></span>będą <span class="_ _b"></span>prz<span class="_ _1"></span>ebiegały <span class="_ _b"></span>zgodn<span class="_ _1"></span>ie <span class="_ _b"></span>z <span class="_ _9"></span>procedurą, <span class="_ _b"></span>dla <span class="_ _b"></span>k<span class="_ _1"></span>ażdej <span class="_ _9"></span>i<span class="_ _8"></span><span class="ff2">nwestyc<span class="_ _1"></span>ji <span class="_ _b"></span>w <span class="_ _b"></span>taki <span class="_ _b"></span>s<span class="_ _1"></span>am, </span></div><div class="t m0 x4 h6 y916 ff1 fs3 fc0 sc0 ls0 ws0">uporządkowany sposó<span class="_ _1"></span>b. Pozwoli to tak<span class="_ _1"></span>że na lepszy monitorin<span class="_ _1"></span>g skuteczności dz<span class="_ _1"></span>iałań remediacyjnyc<span class="_ _1"></span>h.</div></div><div class="c x38 y807 w15a hba"><div class="t m0 xf h5a y808 ff3 fsd fc0 sc0 ls0 ws0">CEL STRATEGIC<span class="_ _1"></span>ZNY<span class="ff2"> </span></div></div><div class="c x139 y807 w15b hba"><div class="t m0 xf h5a y808 ff3 fsd fc0 sc0 ls0 ws0">ZAKRES CELU<span class="_ _1"></span><span class="ff2"> </span></div></div><div class="c x13a y807 w15c hba"><div class="t m0 xf h5a y808 ff3 fsd fc0 sc0 ls0 ws0">ROK BAZOWY<span class="_ _1"></span> </div><div class="t m0 xf h5a y476 ff3 fsd fc0 sc0 ls0 ws0">2023 </div></div><div class="c xf6 y807 w15d hba"><div class="t m0 xf h5a y808 ff6 fsd fc0 sc0 ls0 ws0">CEL KRÓTKOTE<span class="_ _1"></span>RMINOWY<span class="_ _1"></span><span class="ff3"> </span></div><div class="t m0 xf h5a y476 ff3 fsd fc0 sc0 ls0 ws0">2025 </div></div><div class="c x2a y807 w15e hba"><div class="t m0 xf h5a y808 ff6 fsd fc0 sc0 ls0 ws0">CEL ŚREDNIOTE<span class="_ _1"></span>RMINOWY<span class="_ _1"></span><span class="ff3"> </span></div><div class="t m0 xf h5a y476 ff3 fsd fc0 sc0 ls0 ws0">2030 </div></div><div class="c x13b y807 w15f hba"><div class="t m0 xf h5a y808 ff3 fsd fc0 sc0 ls0 ws0">WYNIK W 2025<span class="_ _1"></span><span class="ff2"> </span></div></div><div class="c xd1 y807 w160 hba"><div class="t m0 xf h5a y809 ff3 fsd fc0 sc0 ls0 ws0">OSOBA </div><div class="t m0 xf h5a y80a ff3 fsd fc0 sc0 ls0 ws0">ODPOWIEDZIALNA<span class="_ _1"></span><span class="ff2"> </span></div></div><div class="c x38 y917 w161 hd6"><div class="t m0 xf h53 y918 ff6 fs1 fc0 sc0 ls0 ws0">DZIAŁAMY NA RZ<span class="_ _0"></span>ECZ </div><div class="t m0 xf h53 y919 ff3 fs1 fc0 sc0 ls0 ws0">DOBREGO </div><div class="t m0 xf h53 y91a ff6 fs1 fc0 sc0 ls0 ws0">SĄSIEDZTWA<span class="ff3"> </span></div></div><div class="c x139 y91b w15b hd7"><div class="t m0 xf h15 y1e3 ff2 fs1 fc0 sc0 ls0 ws0">Operacje </div><div class="t m0 xf h15 y91c ff1 fs1 fc0 sc0 ls0 ws0">własne, </div><div class="t m0 xf h15 y1e5 ff2 fs1 fc0 sc0 ls0 ws0">downstream </div></div><div class="c x13a y91b w15c hd7"><div class="t m0 xd h15 y91d ff2 fs1 fc0 sc0 ls0 ws0">Metodyka nie </div><div class="t m0 x80 h15 y91e ff1 fs1 fc0 sc0 ls0 ws0">została </div><div class="t m0 x82 h15 y3b3 ff2 fs1 fc0 sc0 ls0 ws0">opracowana </div></div><div class="c xf6 y91b w15d hd7"><div class="t m0 xf h15 y1e3 ff2 fs1 fc0 sc0 ls0 ws0">Wypracowanie <span class="_ _0"></span>metodyki </div><div class="t m0 xf h15 y91c ff1 fs1 fc0 sc0 ls0 ws0">(działania, kryteria,<span class="_ _0"></span> cele, osob<span class="_ _0"></span>y </div><div class="t m0 xf h15 y1e5 ff2 fs1 fc0 sc0 ls0 ws0">odpowiedzialne, <span class="_ _0"></span>sposoby </div><div class="t m0 xf h15 y1e6 ff2 fs1 fc0 sc0 ls0 ws0">komunikacji i <span class="_ _0"></span>zbierania danych)<span class="_ _0"></span> do </div><div class="t m0 xf h15 y1e7 ff1 fs1 fc0 sc0 ls0 ws0">wspomagania <span class="_ _0"></span>społeczności </div><div class="t m0 xf h15 y1e8 ff2 fs1 fc0 sc0 ls0 ws0">lokalnej przy inwes<span class="_ _0"></span>tycjach </div><div class="t m0 xf h15 y1e9 ff1 fs1 fc0 sc0 ls0 ws0">powodujących dla n<span class="_ _0"></span>ich </div><div class="t m0 xf h53 y380 ff1 fs1 fc0 sc0 ls0 ws0">niedogodno<span class="_ _0"></span>ści<span class="ff3">. </span></div></div><div class="c x2a y91b w15e hd7"><div class="t m0 xf h15 y1e3 ff1 fs1 fc0 sc0 ls0 ws0">Przy każdej inwes<span class="_ _0"></span>tycji </div><div class="t m0 xf h15 y91c ff1 fs1 fc0 sc0 ls0 ws0">powodującej niedo<span class="_ _0"></span>godności </div><div class="t m0 xf h15 y1e5 ff1 fs1 fc0 sc0 ls0 ws0">dla społecznoś<span class="_ _0"></span>ci lokalnej <span class="ff2">- </span></div><div class="t m0 xf h15 y1e6 ff2 fs1 fc0 sc0 ls0 ws0">spotkanie z </div><div class="t m0 xf h15 y1e7 ff2 fs1 fc0 sc0 ls0 ws0">przedstawiciela<span class="_ _0"></span>mi i </div><div class="t m0 xf h15 y1e8 ff1 fs1 fc0 sc0 ls0 ws0">wypracowanie d<span class="_ _0"></span>ziałań </div><div class="t m0 xf h15 y1e9 ff1 fs1 fc0 sc0 ls0 ws0">zastępczych (p<span class="_ _0"></span>oprawa </div><div class="t m0 xf h15 y380 ff1 fs1 fc0 sc0 ls0 ws0">jakości).<span class="ff2"> </span></div><div class="t m0 xf h53 y1dc ff3 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 xf h15 y1dd ff2 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x13b y91b w15f hd7"><div class="t m0 xf h15 y1e3 ff2 fs1 fc0 sc0 ls0 ws0">Cel niezrealizowa<span class="_ _0"></span>ny. </div><div class="t m0 xf h15 y91c ff2 fs1 fc0 sc0 ls0 ws0">Horyzont realiza<span class="_ _0"></span>cji celu </div><div class="t m0 xf h15 y1e5 ff1 fs1 fc0 sc0 ls0 ws0">zostaje przesunię<span class="_ _0"></span>ty na </div><div class="t m0 xf h15 y1e6 ff2 fs1 fc0 sc0 ls0 ws0">rok 2026 </div></div><div class="c xd1 y91b w160 hd7"><div class="t m0 xf h15 y1e3 ff2 fs1 fc0 sc0 ls0 ws0">Dyrektor Komun<span class="_ _0"></span>ikacji </div><div class="t m0 xf h15 y91c ff2 fs1 fc0 sc0 ls0 ws0">Korporacyjnej </div></div><div class="c x139 y917 w15b h20"><div class="t m0 xf h15 y1f1 ff2 fs1 fc0 sc0 ls0 ws0">Operacje </div><div class="t m0 xf h15 y1f2 ff1 fs1 fc0 sc0 ls0 ws0">własne, </div><div class="t m0 xf h15 y1f3 ff2 fs1 fc0 sc0 ls0 ws0">downstream </div></div><div class="c x13a y917 w15c h20"><div class="t m0 xf h15 y1f1 ff2 fs1 fc0 sc0 ls0 ws0">Standard nie </div><div class="t m0 xf h15 y1f2 ff1 fs1 fc0 sc0 ls0 ws0">został </div><div class="t m0 xf h15 y1f3 ff2 fs1 fc0 sc0 ls0 ws0">opracowany </div></div><div class="c xf6 y917 w15d h20"><div class="t m0 xf h15 y1f1 ff1 fs1 fc0 sc0 ls0 ws0">Sporządzenie i <span class="_ _0"></span>spisanie standar<span class="_ _0"></span>du </div><div class="t m0 xf h15 y1f2 ff2 fs1 fc0 sc0 ls0 ws0">nt. skutecznej dw<span class="_ _0"></span>utorowej </div><div class="t m0 xf h15 y1f3 ff1 fs1 fc0 sc0 ls0 ws0">komunikacji ze <span class="_ _0"></span>społecznościami<span class="_ _0"></span> </div><div class="t m0 xf h15 y202 ff2 fs1 fc0 sc0 ls0 ws0">lokalnymi oraz w<span class="_ _0"></span>ypracowanie </div><div class="t m0 xf h15 y1db ff1 fs1 fc0 sc0 ls0 ws0">mierników skute<span class="_ _0"></span>czności </div><div class="t m0 xf h15 y1dc ff2 fs1 fc0 sc0 ls0 ws0">komunikacji. </div><div class="t m0 xf h15 y1dd ff2 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x2a y917 w15e h20"><div class="t m0 xf h15 y1f1 ff1 fs1 fc0 sc0 ls0 ws0">Wdrożenie standa<span class="_ _0"></span>rdu we </div><div class="t m0 xf h15 y1f2 ff2 fs1 fc0 sc0 ls0 ws0">wszystkich (100<span class="_ _0"></span>%) </div><div class="t m0 xf h15 y1f3 ff2 fs1 fc0 sc0 ls0 ws0">inwestycjach.<span class="_ _0"></span> </div></div><div class="c x13b y917 w15f h20"><div class="t m0 xf h15 y1f1 ff2 fs1 fc0 sc0 ls0 ws0">Cel niezrealizowa<span class="_ _0"></span>ny. </div><div class="t m0 xf h15 y1f2 ff2 fs1 fc0 sc0 ls0 ws0">Horyzont realiza<span class="_ _0"></span>cji celu </div><div class="t m0 xf h15 y1f3 ff1 fs1 fc0 sc0 ls0 ws0">zostaje przesunię<span class="_ _0"></span>ty na </div><div class="t m0 xf h15 y202 ff2 fs1 fc0 sc0 ls0 ws0">rok 2026 </div></div><div class="c xd1 y917 w160 h20"><div class="t m0 xf h15 y1f1 ff2 fs1 fc0 sc0 ls0 ws0">Dyrektor Komun<span class="_ _0"></span>ikacji </div><div class="t m0 xf h15 y1f2 ff2 fs1 fc0 sc0 ls0 ws0">Korporacyjnej </div></div></div><div class="pi" ></div></div><div id="pf4c" class="pf w5 hc" ><div class="pc pc4c w5 hc"><img class="bi x0 y0 w6 h1" alt="" 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class="c x0 y0 w7 hc"><div class="t m0 x4 h2 ye ff1 fs0 fc0 sc0 ls0 ws0">Sprawozdanie nt. informacji niefinansowych GK MIRBUD za 2025<span class="_ _1"></span> rok<span class="ff2"> </span></div><div class="t m0 x4 h2 yf ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hd y10 ff4 fs3 fc0 sc0 ls3a ws0">76<span class="ff5 fs8 ls0"> </span></div><div class="t m0 x4 he y11 ff6 fs9 fc2 sc0 ls0 ws0">Informacje<span class="_ _0"></span> związane z<span class="_ _0"></span> ładem zarząd<span class="_ _0"></span>czym<span class="ff3"> </span></div><div class="t m0 x4 h11 y785 ff6 fsa fc0 sc0 ls0 ws0">G1 Praktyki b<span class="_ _0"></span>iznesowe<span class="ff3"> </span></div><div class="t m0 x4 h12 y786 ff6 fsb fc0 sc0 lsa ws0">G1<span class="ls0">-1 Kultura korpor<span class="_ _1"></span>acyjna i Polityki pr<span class="_ _1"></span>owadzenia dzia<span class="_ _1"></span>łalności </span></div><div class="t m0 x4 h12 y91f ff6 fsb fc0 sc0 ls0 ws0">gospodarczej<span class="ff3"> </span></div><div class="t m0 x4 h6 y920 ff1 fs3 fc0 sc0 ls0 ws0">Tematy związane <span class="_ _0"></span>z <span class="_ _0"></span>kulturą korporacyjną <span class="_ _0"></span>pojawiają <span class="_ _0"></span>się na <span class="_ _0"></span>posiedzeniach <span class="_ _0"></span>zarówno Rady Nadzorczej, <span class="_ _0"></span>jak </div><div class="t m0 x4 h6 y921 ff1 fs3 fc0 sc0 ls0 ws0">i <span class="_ _1f"> </span>Zarządu. <span class="_ _11"> </span>Raz <span class="_ _1f"> </span>do <span class="_ _1f"> </span>r<span class="_ _1"></span>oku <span class="_ _1f"> </span>prz<span class="_ _1"></span>eprowadzane <span class="_ _1f"> </span>jes<span class="_ _1"></span>t <span class="_ _1f"> </span>p<span class="_ _1"></span>odsumowanie <span class="_ _11"> </span>tematów <span class="_ _1f"> </span>związanyc<span class="_ _1"></span>h <span class="_ _1f"> </span>z <span class="_ _1f"> </span>k<span class="_ _1"></span>ulturą </div><div class="t m0 x4 h6 y922 ff1 fs3 fc0 sc0 ls0 ws0">korporacyjną, <span class="_ _1"></span>które w <span class="_ _1"></span>danym r<span class="_ _1"></span>oku zostały <span class="_ _1"></span>zrealizowane <span class="_ _1"></span>oraz zasy<span class="_ _1"></span>gnalizowa<span class="_ _1"></span><span class="ff2">n<span class="_ _1"></span>ie potrzeb na<span class="_ _1"></span> kolejny <span class="_ _1"></span>rok.<span class="_ _1"></span> </span></div><div class="t m0 x4 h6 y503 ff1 fs3 fc0 sc0 ls0 ws0">Wynikiem  omawiania <span class="_ _15"> </span>ww.  kwestii <span class="_ _10"> </span>było  podjęcie <span class="_ _15"> </span>decyzji  o <span class="_ _10"> </span>r<span class="_ _1"></span>ealizacji <span class="_ _15"> </span>szkoleń <span class="_ _15"> </span>na  temat <span class="_ _15"> </span>mobbingu <span class="_ _15"> </span>i </div><div class="t m0 x4 h6 y923 ff1 fs3 fc0 sc0 ls0 ws0">dyskryminacji. <span class="_ _a"> </span>W <span class="_ _9"> </span>p<span class="_ _1"></span>ierwszym <span class="_ _a"> </span>kwartale <span class="_ _9"> </span>k<span class="_ _1"></span>ażdego <span class="_ _a"> </span>roku <span class="_ _a"> </span>odbywają <span class="_ _9"> </span>s<span class="_ _1"></span>ię <span class="_ _9"> </span>spotkan<span class="_ _1"></span>ia <span class="_ _a"> </span>koordynacyjne <span class="_ _a"> </span>pionów, </div><div class="t m0 x4 h6 y924 ff1 fs3 fc0 sc0 ls0 ws0">podczas których oma<span class="_ _1"></span>wiane są tematy związ<span class="_ _1"></span><span class="ff2">ane z rozw<span class="_ _1"></span>ojem kultury k<span class="_ _1"></span>orporacyjnej. <span class="_ _1"></span> </span></div><div class="t m0 x4 h6 y925 ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h6 y926 ff1 fs3 fc0 sc0 ls0 ws0">Podczas comiesięcznych spotkań Zarządu z wyższą k<span class="_ _0"></span>adrą zarządzającą budowami tematy związane <span class="_ _0"></span>z </div><div class="t m0 x4 h6 y927 ff1 fs3 fc0 sc0 ls0 ws0">kulturą korporacyj<span class="_ _1"></span>ną poruszane są w raz<span class="_ _1"></span>ie potrzeb.  <span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x4 h6 y928 ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h6 y929 ff1 fs3 fc0 sc0 ls0 ws0">Zarząd <span class="_ _b"></span>jest <span class="_ _9"></span>organem, <span class="_ _b"></span>który<span class="_ _1"></span> <span class="_ _b"></span>przyj<span class="_ _1"></span>muje <span class="_ _b"></span>kluczowe <span class="_ _b"></span>po<span class="_ _1"></span>lityki <span class="_ _b"></span>z <span class="_ _9"></span>obszaru <span class="_ _b"></span>kultury <span class="_ _9"></span>korporacyjnej <span class="_ _b"></span>i <span class="_ _9"></span>działalności </div><div class="t m0 x4 h6 y92a ff1 fs3 fc0 sc0 ls0 ws0">gospodarczej. Naj<span class="_ _1"></span>ważniejsze polityki <span class="_ _1"></span>i dokumenty obejmuj<span class="_ _1"></span>ące te obszary to:<span class="_ _8"></span><span class="ff2"> </span></div><div class="t m0 x4 h13 y92b ff3 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h13 y35d ff6 fs3 fc0 sc0 ls0 ws0">Kodeks Etyki Zawodow<span class="_ _1"></span>ej Pracownika i W<span class="_ _1"></span>spółpracow<span class="_ _1"></span>nika <span class="_ _1"></span><span class="ff3"> </span></div><div class="t m0 x4 h6 y92c ff1 fs3 fc0 sc0 ls0 ws0">Kodeks <span class="_ _9"> </span>ten<span class="_ _1"></span> <span class="_ _9"></span>wyznacza <span class="_ _a"> </span>normy <span class="_ _9"></span>i <span class="_ _9"></span>wartoś<span class="_ _1"></span>ci <span class="_ _9"> </span>etycz<span class="_ _1"></span>ne <span class="_ _9"></span>wyrażające <span class="_ _a"> </span>standardy <span class="_ _9"></span>postępo<span class="_ _1"></span>wania <span class="_ _9"></span>pracown<span class="_ _1"></span>ików <span class="_ _a"> </span>i </div><div class="t m0 x4 h6 y92d ff1 fs3 fc0 sc0 ls0 ws0">współpracowników <span class="_ _1"></span>na <span class="_ _1"></span>rzecz<span class="_ _1"></span> wy<span class="_ _1"></span>pełniania <span class="_ _1"></span>misji <span class="_ _1"></span>Spółki o<span class="_ _1"></span>raz <span class="_ _1"></span>realizacji jej<span class="_ _1"></span> str<span class="_ _1"></span>ategii biz<span class="_ _1"></span>nesowej. <span class="_ _1"></span>Skuteczn<span class="_ _1"></span>e </div><div class="t m0 x4 h6 y92e ff1 fs3 fc0 sc0 ls0 ws0">wdrożenie <span class="_ _a"> </span>Kodeksu <span class="_ _9"></span>Etyki <span class="_ _a"> </span>jest <span class="_ _9"></span>dla <span class="_ _9"> </span>Z<span class="_ _1"></span>arządu <span class="_ _9"> </span>spraw<span class="_ _1"></span>ą <span class="_ _9"></span>pr<span class="_ _1"></span>iorytetową<span class="_ _1"></span>. <span class="_ _a"> </span>Każdy <span class="_ _9"></span>pracown<span class="_ _1"></span>ik <span class="_ _9"></span>GK <span class="_ _a"> </span>MIRBUD <span class="_ _9"></span>jest<span class="_ _1"></span> </div><div class="t m0 x4 h6 y92f ff1 fs3 fc0 sc0 ls0 ws0">zobowiązany <span class="_ _1"></span>do <span class="_ _8"></span>przestrzegani<span class="_ _1"></span>a <span class="_ _1"></span>wymogów <span class="_ _8"></span>Kodeksu <span class="_ _1"></span>Et<span class="_ _1"></span>yki, <span class="_ _1"></span>niezależnie <span class="_ _8"></span>od <span class="_ _1"></span>zajmow<span class="_ _1"></span>anego <span class="_ _1"></span>stanowiska <span class="_ _8"></span>w </div><div class="t m0 x4 h6 y930 ff1 fs3 fc0 sc0 ls0 ws0">strukturze <span class="_ _f"> </span>firmy.<span class="_ _1"></span> <span class="_ _f"> </span>Kodeks <span class="_ _f"> </span>t<span class="_ _1"></span>en <span class="_ _f"> </span>jest <span class="_ _f"> </span>r<span class="_ _1"></span>ównież <span class="_ _f"> </span>zb<span class="_ _1"></span>iorem <span class="_ _f"> </span>ws<span class="_ _1"></span>kazówek <span class="_ _f"> </span>dla <span class="_ _16"> </span>naszych <span class="_ _16"> </span>współprac<span class="_ _1"></span>owników <span class="_ _f"> </span>i<span class="_ _1"></span> </div><div class="t m0 x4 h6 y3d1 ff1 fs3 fc0 sc0 ls0 ws0">podwykonawców, <span class="_ _10"> </span>którym <span class="_ _a"> </span>z<span class="_ _1"></span>aleca <span class="_ _a"> </span>się<span class="_ _1"></span> <span class="_ _a"> </span>stosow<span class="_ _1"></span>anie <span class="_ _10"> </span>do <span class="_ _a"> </span>n<span class="_ _1"></span>iego <span class="_ _a"> </span>w <span class="_ _10"> </span>celu <span class="_ _a"> </span>utrz<span class="_ _1"></span>ymania <span class="_ _10"> </span>wysokich <span class="_ _a"> </span>stand<span class="_ _1"></span>ardów </div><div class="t m0 x4 h6 y3d2 ff1 fs3 fc0 sc0 ls0 ws0">jakości i etyki postępowa<span class="_ _1"></span>nia w relacjac<span class="_ _1"></span>h z GK MIRBUD oraz wsz<span class="_ _1"></span>ystkimi spółkami<span class="_ _1"></span> Grupy.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x4 h6 y11d ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h13 y931 ff6 fs3 fc0 sc0 ls0 ws0">Zasady postępowania dl<span class="_ _1"></span>a Kontrahentó<span class="_ _1"></span>w<span class="ff2"> </span></div><div class="t m0 x4 h6 y2e0 ff1 fs3 fc0 sc0 ls0 ws0">Dokument <span class="_ _10"> </span>określa <span class="_ _10"> </span>zasady <span class="_ _10"> </span>współpracy<span class="_ _1"></span> <span class="_ _10"> </span>oparte <span class="_ _10"> </span>na <span class="_ _10"> </span>wartościach <span class="_ _10"> </span>etycznych, <span class="_ _10"> </span>przes<span class="_ _1"></span>trzeganiu <span class="_ _10"> </span>przepisów<span class="_ _1"></span> </div><div class="t m0 x4 h6 y3d5 ff1 fs3 fc0 sc0 ls0 ws0">prawa <span class="_ _9"> </span>oraz<span class="_ _1"></span> <span class="_ _9"> </span>poszanow<span class="_ _1"></span>aniu <span class="_ _9"> </span>praw<span class="_ _1"></span> <span class="_ _9"></span>człowieka.<span class="_ _1"></span> <span class="_ _9"></span>Wszysc<span class="_ _1"></span>y <span class="_ _9"></span>kontrahenci <span class="_ _a"> </span>są <span class="_ _9"></span>zobowiązani <span class="_ _a"> </span>do <span class="_ _9"></span>przestrz<span class="_ _1"></span>egania </div><div class="t m0 x4 h6 y3d6 ff1 fs3 fc0 sc0 ls0 ws0">Kodeksu Etyki <span class="_ _1"></span>firmy, z<span class="_ _1"></span>apewniania <span class="_ _1"></span>uczciwych war<span class="_ _1"></span>unków <span class="_ _1"></span>pracy, prz<span class="_ _1"></span>eciwdzia<span class="_ _8"></span>łania korupc<span class="_ _1"></span>ji oraz <span class="_ _1"></span>dbania o<span class="_ _1"></span> </div><div class="t m0 x4 h6 y3d7 ff1 fs3 fc0 sc0 ls0 ws0">środowisko.  Dokument <span class="_ _15"> </span>jest  udostępniany <span class="_ _15"> </span>kontrahentom  przy <span class="_ _15"> </span>zawarciu  mo<span class="_ _0"></span>wy  współpracy <span class="_ _f"> </span>–<span class="ff2">  </span>każdy </div><div class="t m0 x4 h6 y932 ff1 fs3 fc0 sc0 ls0 ws0">kontrahent <span class="_ _1"></span>j<span class="_ _1"></span>est <span class="_ _8"></span>zobowiązan<span class="_ _1"></span>y <span class="_ _1"></span>do<span class="_ _1"></span> <span class="_ _1"></span>pośw<span class="_ _1"></span>iadczenia <span class="_ _8"></span>zapoznania <span class="_ _8"></span>się <span class="_ _8"></span>z <span class="_ _8"></span>dokume<span class="_ _1"></span>ntem <span class="_ _8"></span>i <span class="_ _8"></span>akceptacji <span class="_ _1"></span>j<span class="_ _1"></span>ego <span class="_ _1"></span>tr<span class="_ _1"></span>eści </div><div class="t m0 x4 h6 y1c3 ff1 fs3 fc0 sc0 ls0 ws0">na piśmie.<span class="ff2"> </span></div><div class="t m0 x4 h6 y933 ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h6 y443 ff1 fs3 fc0 sc0 ls0 ws0">Współpraca <span class="_ _1"></span>z <span class="_ _1"></span>partnerami <span class="_ _1"></span>biznesowymi <span class="_ _1"></span>opiera <span class="_ _1"></span>się <span class="_ _1"></span>na <span class="_ _1"></span>obiektywnych <span class="_ _1"></span>kryteriach, <span class="_ _1"></span>taki<span class="_ _1"></span>ch j<span class="_ _1"></span>ak <span class="_ _1"></span>jakość, c<span class="_ _1"></span>ena i </div><div class="t m0 x4 h6 y7df ff1 fs3 fc0 sc0 ls0 ws0">rzetelność, a brak akcept<span class="_ _1"></span>acji tych zasad wyklucz<span class="_ _1"></span>a możliwość nawiąza<span class="_ _1"></span>nia współprac<span class="_ _1"></span>y.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x4 h6 y7e0 ff1 fs3 fc0 sc0 ls0 ws0">Polityka <span class="_ _d"> </span>dotyc<span class="_ _1"></span>zy <span class="_ _d"> </span>ws<span class="_ _1"></span>zystkich <span class="_ _d"> </span>podmiotów <span class="_ _d"> </span>wspó<span class="_ _1"></span>łpracujący<span class="_ _1"></span>ch <span class="_ _d"> </span>z <span class="_ _e"> </span>MIRBUD <span class="_ _d"> </span>S.A. <span class="_ _d"> </span>i <span class="_ _e"> </span>odnosi <span class="_ _d"> </span>s<span class="_ _1"></span>ię <span class="_ _d"> </span>do <span class="_ _d"> </span>ic<span class="_ _1"></span>h </div><div class="t m0 x4 h6 y7e1 ff1 fs3 fc0 sc0 ls0 ws0">zobowiązań <span class="_ _1f"> </span>wobec <span class="_ _1f"> </span>pr<span class="_ _1"></span>awa, <span class="_ _1f"> </span>etyki <span class="_ _1f"> </span>biznesow<span class="_ _1"></span>ej <span class="_ _1f"> </span>oraz <span class="_ _1f"> </span>uczciwej <span class="_ _1f"> </span>k<span class="_ _1"></span>onkurencji. <span class="_ _1f"> </span>Najwyż<span class="_ _1"></span>szym <span class="_ _1f"> </span>organem </div><div class="t m0 x4 h6 y7e2 ff1 fs3 fc0 sc0 ls0 ws0">odpowiedzialnym za j<span class="_ _1"></span>ej wdrożenie jest Czło<span class="_ _1"></span>nek Zarządu, Dyrektor ds. Fi<span class="_ _1"></span>nansowych.<span class="_ _8"></span><span class="ff2"> </span></div><div class="t m0 x4 h13 y7e3 ff3 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h13 y7e4 ff6 fs3 fc0 sc0 ls0 ws0">Polityka różnorodności <span class="_ _1"></span><span class="ff3"> </span></div><div class="t m0 x4 h6 y7e5 ff1 fs3 fc0 sc0 ls0 ws0">Polityka <span class="_ _a"> </span>różnorodn<span class="_ _1"></span>ości <span class="_ _a"> </span>Grupy <span class="_ _a"> </span>K<span class="_ _1"></span>apitałowej <span class="_ _a"> </span>MIR<span class="_ _1"></span>BUD <span class="_ _a"> </span>promuje <span class="_ _a"> </span>int<span class="_ _1"></span>egracyjne <span class="_ _a"> </span>pode<span class="_ _1"></span>jście <span class="_ _a"> </span>do <span class="_ _a"> </span>zarządza<span class="_ _1"></span>nia </div><div class="t m0 x4 h6 y7e6 ff1 fs3 fc0 sc0 ls0 ws0">zasobami lud<span class="_ _0"></span>zkimi, zakładając <span class="_ _0"></span>równość <span class="_ _0"></span>i <span class="_ _0"></span>poszanowanie praw <span class="_ _0"></span>wszystkich <span class="_ _0"></span>pracownik<span class="_ _1"></span>ów, <span class="_ _0"></span>bez <span class="_ _0"></span>względu <span class="_ _0"></span>na </div><div class="t m0 x4 h6 y7e7 ff1 fs3 fc0 sc0 ls0 ws0">płeć, <span class="_ _1f"> </span>wiek, <span class="_ _11"> </span>stan <span class="_ _1f"> </span>zdrow<span class="_ _1"></span>ia, <span class="_ _1f"> </span>orientację <span class="_ _11"> </span>seksualną, <span class="_ _1f"> </span>w<span class="_ _1"></span>yznanie, <span class="_ _1f"> </span>rasę, <span class="_ _11"> </span>k<span class="_ _1"></span>raj <span class="_ _1f"> </span>poch<span class="_ _1"></span>odzenia <span class="_ _1f"> </span>czy<span class="_ _1"></span> <span class="_ _1f"> </span>formę<span class="_ _1"></span> </div><div class="t m0 x4 h6 y934 ff1 fs3 fc0 sc0 ls0 ws0">zatrudnienia.  Celem  tej  polityki  jest  stworzenie  otwartego,  różnorodn<span class="_ _1"></span>ego  środowiska  pracy,  które<span class="_ _1"></span> </div><div class="t m0 x4 h6 y935 ff1 fs3 fc0 sc0 ls0 ws0">eliminuje wszelkie for<span class="_ _1"></span>my dyskryminacji i zapewnia rów<span class="_ _1"></span>ny dostęp do szans z<span class="_ _1"></span>awodowych oraz inf<span class="_ _1"></span>ormacji </div><div class="t m0 x4 h6 y72a ff2 fs3 fc0 sc0 ls0 ws0">o standardach etycznych w Grupi<span class="_ _0"></span>e. <span class="ff1">Realizowane przez Grupę MIRBUD cele zrównoważonego rozwoju </span></div></div></div><div class="pi" ></div></div><div id="pf4d" class="pf w5 hc" ><div class="pc pc4d w5 hc"><img class="bi x0 y0 w6 h1" alt="" 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class="c x0 y0 w7 hc"><div class="t m0 x4 h2 ye ff1 fs0 fc0 sc0 ls0 ws0">Sprawozdanie nt. informacji niefinansowych GK MIRBUD za 2025<span class="_ _1"></span> rok<span class="ff2"> </span></div><div class="t m0 x4 h2 yf ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hd y10 ff4 fs3 fc0 sc0 ls3a ws0">77<span class="ff5 fs8 ls0"> </span></div><div class="t m0 x4 h6 y51 ff1 fs3 fc0 sc0 ls0 ws0">ONZ, <span class="_ _a"> </span>takie <span class="_ _9"></span>jak <span class="_ _a"> </span>mniejsze <span class="_ _9"> </span>nierówności <span class="_ _a"> </span>oraz <span class="_ _9"> </span>równ<span class="_ _1"></span>ość <span class="_ _a"> </span>płci, <span class="_ _9"></span>są <span class="_ _a"> </span>fundamentem <span class="_ _9"> </span>dz<span class="_ _1"></span>iałań <span class="_ _9"> </span>w <span class="_ _a"> </span>ramach <span class="_ _9"> </span>po<span class="_ _1"></span>lityki </div><div class="t m0 x4 h6 y52 ff1 fs3 fc0 sc0 ls0 ws0">różnorodności.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x4 h6 y80 ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h6 y81 ff1 fs3 fc0 sc0 ls0 ws0">W <span class="_ _1"></span>szc<span class="_ _1"></span>zególności, <span class="_ _1"></span>MIR<span class="_ _1"></span>BUD <span class="_ _1"></span>S.A. <span class="_ _8"></span>dąży <span class="_ _8"></span>do <span class="_ _1"></span>pro<span class="_ _1"></span>mowania <span class="_ _8"></span>równowagi <span class="_ _8"></span>płciowej <span class="_ _8"></span>i <span class="_ _1"></span>róż<span class="_ _1"></span>norodności <span class="_ _1"></span>w <span class="_ _8"></span>składac<span class="_ _1"></span>h </div><div class="t m0 x4 h6 y82 ff1 fs3 fc0 sc0 ls0 ws0">organów <span class="_ _1f"> </span>zarz<span class="_ _1"></span>ądu <span class="_ _1f"> </span>oraz<span class="_ _1"></span> <span class="_ _1f"> </span>rad <span class="_ _1f"> </span>n<span class="_ _1"></span>adzorczych, <span class="_ _11"> </span>kładąc <span class="_ _1f"> </span>nacisk <span class="_ _11"> </span>na <span class="_ _1f"> </span>zróżnicowanie<span class="_ _1"></span> <span class="_ _1f"> </span>w <span class="_ _1f"> </span>z<span class="_ _1"></span>akresie <span class="_ _1f"> </span>wieku<span class="_ _1"></span>, </div><div class="t m0 x4 h6 y83 ff1 fs3 fc0 sc0 ls0 ws0">wykształcenia, <span class="_ _10"> </span>doświadcze<span class="_ _1"></span>nia <span class="_ _10"> </span>zawodowego <span class="_ _10"> </span>i <span class="_ _10"> </span>płci. <span class="_ _10"> </span>Zasady <span class="_ _10"> </span>polityki <span class="_ _10"> </span>różnorodnoś<span class="_ _8"></span>c<span class="_ _1"></span>i <span class="_ _10"> </span>obejmują <span class="_ _10"> </span>również </div><div class="t m0 x4 h6 y84 ff1 fs3 fc0 sc0 ls0 ws0">wdrożenie procedur anty<span class="_ _1"></span>mobbingowych i anty<span class="_ _1"></span>dyskryminacyjny<span class="_ _1"></span>ch oraz coroczne raportowan<span class="_ _1"></span>ie wyników </div><div class="t m0 x4 h6 y85 ff1 fs3 fc0 sc0 ls0 ws0">polityki. <span class="_ _9"></span>Dzięki <span class="_ _a"> </span>tym <span class="_ _9"></span>działaniom, <span class="_ _9"></span>Grupa <span class="_ _a"> </span>MIRBUD <span class="_ _9"></span>stawi<span class="_ _1"></span>a <span class="_ _9"></span>na <span class="_ _9"></span>tworzenie <span class="_ _9"> </span>k<span class="_ _1"></span>ultury <span class="_ _9"> </span>org<span class="_ _1"></span>anizacyjnej, <span class="_ _9"> </span>w <span class="_ _a"> </span>której </div><div class="t m0 x4 h6 y86 ff1 fs3 fc0 sc0 ls0 ws0">najważniejszy<span class="_ _1"></span>mi <span class="_ _2"></span>kry<span class="_ _1"></span>teriami <span class="_ _2"></span>oceny <span class="_ _0"></span>pracownik<span class="_ _1"></span>ów <span class="_ _2"></span>s<span class="_ _1"></span>ą <span class="_ _2"></span>ich <span class="_ _0"></span>zaangażowani<span class="_ _1"></span>e <span class="_ _2"></span>i <span class="_ _0"></span>kwalifikacje <span class="_ _0"></span>zawodowe. <span class="_ _2"></span>Pol<span class="_ _1"></span>ityka </div><div class="t m0 x4 h6 y3d ff1 fs3 fc0 sc0 ls0 ws0">ta jest monitorowana <span class="_ _1"></span>i realizowana we wszy<span class="_ _1"></span>stkich spółkach grupy.<span class="_ _8"></span><span class="ff2"> </span></div><div class="t m0 x4 h13 y87 ff3 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h13 yde ff6 fs3 fc0 sc0 ls0 ws0">Procedura zgłaszania ni<span class="_ _1"></span>eprawidłowości <span class="_ _1"></span>i nadużyć, w tym korupcj<span class="_ _1"></span>i <span class="_ _1"></span><span class="ff3"> </span></div><div class="t m0 x4 h6 ydf ff1 fs3 fc0 sc0 ls0 ws0">Ustanowiona <span class="_ _b"></span>proc<span class="_ _1"></span>edura <span class="_ _b"></span>zg<span class="_ _1"></span>łaszania <span class="_ _b"></span>nieprawid<span class="_ _1"></span>łowości <span class="_ _b"></span>i <span class="_ _9"></span>nadużyć <span class="_ _b"></span>ma <span class="_ _b"></span>na <span class="_ _b"></span>ce<span class="_ _1"></span>lu <span class="_ _b"></span>zdefiniowan<span class="_ _1"></span>ie <span class="_ _b"></span>jednolitych </div><div class="t m0 x4 h6 ye0 ff1 fs3 fc0 sc0 ls0 ws0">zasad <span class="_ _11"> </span>postęp<span class="_ _1"></span>owania <span class="_ _11"> </span>w<span class="_ _1"></span> <span class="_ _11"> </span>przy<span class="_ _1"></span>padkach <span class="_ _11"> </span>wykryc<span class="_ _1"></span>ia <span class="_ _11"> </span>nadużyć, <span class="_ _1a"> </span>w <span class="_ _11"> </span>tym <span class="_ _11"> </span>koru<span class="_ _1"></span>pcji. <span class="_ _1a"> </span>Dotyczy <span class="_ _11"> </span>wsz<span class="_ _1"></span>ystkich </div><div class="t m0 x4 h6 ye1 ff1 fs3 fc0 sc0 ls0 ws0">pracowników <span class="_ _10"> </span>oraz <span class="_ _10"> </span>osób <span class="_ _10"> </span>współpracującyc<span class="_ _1"></span>h <span class="_ _10"> </span>z <span class="_ _10"> </span>GK <span class="_ _a"> </span>M<span class="_ _1"></span>IRBUD. <span class="_ _10"> </span>Zgłoszenia <span class="_ _10"> </span>dotyczą <span class="_ _10"> </span>ni<span class="_ _8"></span>eprawidłowośc<span class="_ _1"></span>i <span class="_ _10"> </span>w </div><div class="t m0 x4 h6 ye2 ff1 fs3 fc0 sc0 ls0 ws0">zakresie <span class="_ _b"></span>naruszenia <span class="_ _b"></span>przepisów <span class="_ _b"></span>prawa, <span class="_ _b"></span>takich <span class="_ _b"></span>jak <span class="_ _b"></span>koru<span class="_ _1"></span>pcja, <span class="_ _b"></span>oszustwa, <span class="_ _b"></span>naruszenia<span class="_ _1"></span> <span class="_ _b"></span>praw <span class="_ _b"></span>człowieka <span class="_ _8"></span>c<span class="_ _1"></span>zy </div><div class="t m0 x4 h6 ye3 ff1 fs3 fc0 sc0 ls0 ws0">zagrożenia dla <span class="_ _1"></span>bezpieczeństwa <span class="_ _1"></span>i ochrony ś<span class="_ _1"></span>rodowiska. <span class="_ _1"></span>Procedura obejm<span class="_ _1"></span>uje równ<span class="_ _1"></span>ież sposób <span class="_ _1"></span>zgłaszania </div><div class="t m0 x4 h6 ye4 ff1 fs3 fc0 sc0 ls0 ws0">podejrzeń <span class="_ _10"> </span>o <span class="_ _10"> </span>naduży<span class="_ _1"></span>ciach <span class="_ _10"> </span>oraz <span class="_ _10"> </span>dzia<span class="_ _1"></span>łania <span class="_ _10"> </span>związ<span class="_ _1"></span>ane <span class="_ _10"> </span>z <span class="_ _10"> </span>ich <span class="_ _10"> </span>doku<span class="_ _1"></span>mentowaniem. <span class="_ _10"> </span>Z<span class="_ _1"></span>głoszenia <span class="_ _10"> </span>mogą <span class="_ _10"> </span>być<span class="_ _1"></span> </div><div class="t m0 x4 h6 ye5 ff1 fs3 fc0 sc0 ls0 ws0">dokonywane na kilka <span class="_ _0"></span>sposo<span class="_ _1"></span>bów, w <span class="_ _0"></span>tym za pomocą Bezpiecznej Linii, a także <span class="_ _0"></span>bezpośrednio do Zarządu </div><div class="t m0 x4 h6 ye6 ff1 fs3 fc0 sc0 ls0 ws0">lub Rady Nadzorcz<span class="_ _1"></span>ej, z zachowaniem a<span class="_ _1"></span>nonimowości, w zależn<span class="_ _1"></span>ości od preferencj<span class="_ _1"></span>i zgłaszającego.<span class="_ _8"></span><span class="ff2"> </span></div><div class="t m0 x4 h6 ye7 ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h6 ye8 ff1 fs3 fc0 sc0 ls0 ws0">Po przeprowadzeniu weryfikacji zgłoszenia, <span class="_ _0"></span>podejmow<span class="_ _1"></span>ane są <span class="_ _0"></span>odpowiednie kroki, w <span class="_ _0"></span>tym <span class="_ _0"></span>powiadomienie<span class="_ _1"></span> </div><div class="t m0 x4 h6 ye9 ff1 fs3 fc0 sc0 ls0 ws0">organów <span class="_ _16"> </span>ścigania, <span class="_ _16"> </span>w<span class="_ _1"></span>drożenie <span class="_ _16"> </span>działań <span class="_ _16"> </span>kory<span class="_ _1"></span>gujących <span class="_ _16"> </span>lub <span class="_ _16"> </span>sporządze<span class="_ _1"></span>nie <span class="_ _16"> </span>dokumentacj<span class="_ _1"></span>i <span class="_ _f"> </span>w <span class="_ _16"> </span>prz<span class="_ _1"></span>ypadku </div><div class="t m0 x4 h6 yea ff1 fs3 fc0 sc0 ls0 ws0">uznania <span class="_ _2"></span>z<span class="_ _1"></span>głoszenia <span class="_ _0"></span>za <span class="_ _2"></span>n<span class="_ _1"></span>iezasadne. W<span class="_ _0"></span>szelkie <span class="_ _0"></span>zgłoszenia <span class="_ _0"></span>są <span class="_ _2"></span>trakt<span class="_ _1"></span>owane <span class="ff2">poufnie, <span class="_ _0"></span>a <span class="_ _0"></span>procedura <span class="_ _2"></span>ma<span class="_ _1"></span> <span class="_ _2"></span>n<span class="_ _1"></span>a <span class="_ _2"></span>cel<span class="_ _1"></span>u </span></div><div class="t m0 x4 h6 yeb ff1 fs3 fc0 sc0 ls0 ws0">zapewnienie <span class="_ _25"> </span>r<span class="_ _1"></span>zetelności <span class="_ _f"> </span>postępow<span class="_ _1"></span>ania,  z <span class="_ _f"> </span>p<span class="_ _1"></span>oszanowaniem <span class="_ _f"> </span>praw <span class="_ _f"> </span>osób <span class="_ _f"> </span>podejrz<span class="_ _1"></span>anych <span class="_ _25"> </span>o <span class="_ _f"> </span>n<span class="_ _1"></span>adużycia. </div><div class="t m0 x4 h6 yec ff1 fs3 fc0 sc0 ls0 ws0">Najwyższ<span class="_ _1"></span>ym szczeblem odpowiedzialny<span class="_ _1"></span>m za wdrożenie polityki jes<span class="_ _1"></span>t Zarząd Spółki<span class="_ _1"></span>. <span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x4 h6 yed ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h6 y4b8 ff1 fs3 fc0 sc0 ls0 ws0">Najbardziej <span class="_ _1"></span>zagrożone <span class="_ _1"></span>korupcj<span class="_ _1"></span>ą i <span class="_ _1"></span>przekupstwem <span class="_ _1"></span>stano<span class="_ _1"></span>wiska z<span class="_ _1"></span>najdują s<span class="_ _1"></span>ię w <span class="_ _1"></span>Dziale <span class="_ _1"></span>Zakupów <span class="_ _1"></span>oraz <span class="_ _1"></span>są <span class="_ _1"></span>to </div><div class="t m0 x4 h6 y4b9 ff1 fs3 fc0 sc0 ls0 ws0">osoby <span class="_ _2"></span>zarz<span class="_ _1"></span>ądzające <span class="_ _2"></span>budowami. <span class="_ _0"></span>Pomimo <span class="_ _2"></span>wdrożeni<span class="_ _1"></span>a <span class="_ _2"></span>odpowiednich <span class="_ _2"></span>proc<span class="_ _1"></span>edur, <span class="_ _2"></span>spó<span class="_ _1"></span>łka <span class="_ _2"></span>nie <span class="_ _2"></span>posiada <span class="_ _2"></span>o<span class="_ _1"></span>becnie </div><div class="t m0 x4 h6 y69b ff1 fs3 fc0 sc0 ls0 ws0">polityki <span class="_ _b"></span>antykorupcyj<span class="_ _1"></span>nej, <span class="_ _b"></span>której <span class="_ _9"></span>zgodność <span class="_ _8"></span>z<span class="_ _1"></span> <span class="_ _b"></span>wymogam<span class="_ _1"></span>i <span class="_ _b"></span>Konwencji<span class="_ _1"></span><span class="ff2"> <span class="_ _b"></span></span>Naro<span class="_ _1"></span>dów <span class="_ _b"></span>Zjednocz<span class="_ _1"></span>onych <span class="_ _b"></span>przeciwko<span class="_ _1"></span> </div><div class="t m0 x4 h6 y69c ff1 fs3 fc0 sc0 ls0 ws0">Korupcji (UNCAC) zosta<span class="_ _1"></span>łaby formalni<span class="_ _1"></span>e zweryfikowana.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x4 h13 y4bc ff3 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h13 y4bd ff6 fs3 fc0 sc0 ls0 ws0">Procedura przeciwdział<span class="_ _1"></span>ania mobbingo<span class="_ _1"></span>wi oraz dyskrymin<span class="_ _1"></span>acji<span class="_ _1"></span><span class="ff3"> </span></div><div class="t m0 x4 h6 y4be ff1 fs3 fc0 sc0 ls0 ws0">Procedura <span class="_ _e"> </span>m<span class="_ _1"></span>a <span class="_ _e"> </span>na <span class="_ _e"> </span>c<span class="_ _1"></span>elu <span class="_ _e"> </span>zapew<span class="_ _1"></span>nienie <span class="_ _e"> </span>odpo<span class="_ _1"></span>wiednich <span class="_ _18"> </span>warunków <span class="_ _e"> </span>pracy<span class="_ _1"></span>, <span class="_ _e"> </span>elimin<span class="_ _1"></span>ując <span class="_ _e"> </span>wszelkie <span class="_ _18"> </span>formy </div><div class="t m0 x4 h6 y69d ff1 fs3 fc0 sc0 ls0 ws0">mobbingu, <span class="_ _10"> </span>dysk<span class="_ _1"></span>ryminacji <span class="_ _10"> </span>i <span class="_ _10"> </span>molestowa<span class="_ _1"></span>nia. <span class="_ _10"> </span>Każdy <span class="_ _10"> </span>prac<span class="_ _1"></span>ownik <span class="_ _10"> </span>jest <span class="_ _10"> </span>zobowiąza<span class="_ _1"></span>ny <span class="_ _10"> </span>do <span class="_ _10"> </span>zapoznania <span class="_ _10"> </span>si<span class="_ _1"></span>ę <span class="_ _10"> </span>z </div><div class="t m0 x4 h6 y69e ff1 fs3 fc0 sc0 ls0 ws0">procedurą, <span class="_ _1f"> </span>a <span class="_ _18"> </span>GK <span class="_ _1f"> </span>MIRBU<span class="_ _1"></span>D <span class="_ _18"> </span>wprowadza<span class="_ _1"></span> <span class="_ _18"> </span>środki<span class="_ _1"></span> <span class="_ _18"> </span>zap<span class="_ _1"></span>obiegawcze, <span class="_ _18"> </span>tak<span class="_ _1"></span>ie <span class="_ _1f"> </span>jak <span class="_ _18"> </span>szk<span class="_ _1"></span>olenia <span class="_ _11"> </span>i <span class="_ _18"> </span>materiały<span class="_ _1"></span> </div><div class="t m0 x4 h6 y4c1 ff1 fs3 fc0 sc0 ls0 ws0">informacyjne.  Po<span class="_ _1"></span>lityka  odnosi  si<span class="_ _1"></span>ę  do  kwestii  tak<span class="_ _1"></span>ich  jak  nierówne  traktow<span class="_ _1"></span>anie,  molestowan<span class="_ _1"></span>ie  oraz </div><div class="t m0 x4 h6 y4c2 ff1 fs3 fc0 sc0 ls0 ws0">działania przeciwko <span class="_ _0"></span>osobom zmagającym <span class="_ _0"></span>się <span class="_ _0"></span>z mobbingiem <span class="_ _0"></span>lub dyskryminacją, <span class="_ _0"></span>stanowiąc podstawę do </div><div class="t m0 x4 h6 y4c3 ff1 fs3 fc0 sc0 ls0 ws0">ukarania sprawców<span class="_ _1"></span>.<span class="ff2"> </span></div><div class="t m0 x4 h6 y69f ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h6 y6a0 ff1 fs3 fc0 sc0 ls0 ws0">Zakres <span class="_ _9"></span>polityki <span class="_ _b"></span>obejmuje <span class="_ _9"></span>całość <span class="_ _9"></span>działań <span class="_ _9"></span>mających <span class="_ _9"></span>na <span class="_ _9"></span>celu <span class="_ _b"></span>przeciwdz<span class="_ _1"></span>iałanie <span class="_ _b"></span>sz<span class="_ _1"></span>kodliwym <span class="_ _9"></span>zjawiskom <span class="_ _b"></span>w<span class="_ _1"></span> </div><div class="t m0 x4 h6 y4c4 ff1 fs3 fc0 sc0 ls0 ws0">miejscu <span class="_ _8"></span>prac<span class="_ _1"></span>y, <span class="_ _8"></span>a <span class="_ _b"></span>Komisja <span class="_ _b"></span>ds. <span class="_ _b"></span>przeciwdziałania <span class="_ _b"></span>mobbingowi<span class="_ _1"></span> <span class="_ _8"></span>i <span class="_ _b"></span>dyskryminacji <span class="_ _b"></span>odpowiada <span class="_ _b"></span>za <span class="_ _8"></span>wdr<span class="_ _1"></span>ażanie <span class="_ _b"></span>i </div><div class="t m0 x4 h6 y6a1 ff2 fs3 fc0 sc0 ls0 ws0">monitorowanie jej <span class="_ _2"></span>re<span class="_ _1"></span>alizacji. Polityka <span class="_ _0"></span>ta <span class="_ _0"></span>ma <span class="_ _2"></span>z<span class="_ _1"></span>astosowani<span class="_ _1"></span>e <span class="_ _0"></span>do <span class="ff1">wszystkich <span class="_ _0"></span>pracownikó<span class="_ _1"></span>w <span class="_ _0"></span>i <span class="_ _0"></span>jest <span class="_ _2"></span>d<span class="_ _1"></span>ostępna na </span></div><div class="t m0 x4 h6 y6a2 ff1 fs3 fc0 sc0 ls0 ws0">stronie intranetowej, a jej<span class="_ _1"></span> przestrzeganie j<span class="_ _1"></span>est nadzorowane prz<span class="_ _1"></span>ez Zarząd. <span class="_ _8"></span><span class="ff2"> </span></div><div class="t m0 x4 h6 y6a3 ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h6 y6a4 ff1 fs3 fc0 sc0 ls0 ws0">Wszystkie  wyżej  opisane  dokumenty  są  udostępn<span class="_ _1"></span>ione  na  stronie  internetowej  GK  MIRBUD  oraz<span class="_ _1"></span> </div><div class="t m0 x4 h6 y936 ff1 fs3 fc0 sc0 ls0 ws0">udostępniane <span class="_ _15"> </span>bezpośrednio <span class="_ _15"> </span>zainteresowanym<span class="_ _1"></span> <span class="_ _10"> </span>strono<span class="_ _1"></span>m <span class="_ _10"> </span>w <span class="_ _10"> </span>z<span class="_ _1"></span>ależności <span class="_ _15"> </span>od <span class="_ _10"> </span>p<span class="_ _1"></span>otrzeb.<span class="_ _8"></span><span class="ff2"> <span class="_ _10"> </span></span>G<span class="_ _1"></span>rupa <span class="_ _10"> </span>jes<span class="_ _1"></span>t <span class="_ _10"> </span>także<span class="_ _1"></span> </div><div class="t m0 x4 h6 y937 ff1 fs3 fc0 sc0 ls0 ws0">zobowiązana <span class="_ _1"></span>d<span class="_ _1"></span>o <span class="_ _1"></span>przestrzegani<span class="_ _1"></span>a <span class="_ _1"></span>krajowych <span class="_ _1"></span>prz<span class="_ _1"></span>episów <span class="_ _1"></span>prawny<span class="_ _1"></span>ch <span class="_ _1"></span>dotycz<span class="_ _1"></span>ących <span class="_ _1"></span>implemen<span class="_ _1"></span>tacji <span class="_ _1"></span>dyrektywy<span class="_ _1"></span> </div><div class="t m0 x4 h6 y6e2 ff1 fs3 fc0 sc0 ls0 ws0">Unii <span class="_ _16"> </span>Europejskiej <span class="_ _16"> </span>w <span class="_ _16"> </span>sprawie <span class="_ _16"> </span>ochrony <span class="_ _16"> </span>sygn<span class="_ _1"></span>alistów. <span class="_ _16"> </span>GK <span class="_ _16"> </span>MIRBUD <span class="_ _16"> </span>nie <span class="_ _16"> </span>posiad<span class="_ _1"></span>a <span class="_ _f"> </span>polity<span class="_ _1"></span>ki <span class="_ _f"> </span>w<span class="_ _1"></span> <span class="_ _f"> </span>zakr<span class="_ _1"></span>esie </div><div class="t m0 x4 h6 y938 ff1 fs3 fc0 sc0 ls0 ws0">prowadzenia szk<span class="_ _1"></span>oleń wewnątrz organ<span class="_ _1"></span>izacji na temat pr<span class="_ _1"></span>owadze<span class="_ _1"></span>nia działalnośc<span class="_ _1"></span>i gospodarczej.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x4 h6 y939 ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h6 y93a ff1 fs3 fc0 sc0 ls0 ws0">W ramach Strategii Zrównoważone<span class="_ _1"></span>go Rozwoju GK MIRBUD Grupa przyjęła cele związane z rozwoje<span class="_ _1"></span>m </div><div class="t m0 x4 h6 y93b ff2 fs3 fc0 sc0 ls0 ws0">swojej Kultury Korp<span class="_ _1"></span>oracyjnej</div></div></div><div class="pi" ></div></div><div id="pf4e" class="pf w2e h25" ><div class="pc pc4e w2e h25"><img class="bi x4 y0 w162 h26" alt="" 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"/><div class="c x0 y0 w30 h25"><div class="t m0 x4 h2 y22b ff1 fs0 fc0 sc0 ls0 ws0">Sprawozdanie nt. informacji niefinansowych GK MIRBUD za 2025<span class="_ _1"></span> rok<span class="ff2"> </span></div><div class="t m0 x4 h2 y22c ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hd y22d ff4 fs3 fc0 sc0 ls3a ws0">78<span class="ff5 fs8 ls0"> </span></div><div class="t m0 x4 h3d y93c ffa fs1 fc6 sc0 ls0 ws0"> </div></div><div class="c x38 y93d w163 hd2"><div class="t m0 xf h5a y36c ff3 fsd fc0 sc0 ls0 ws0">CEL STRATEGIC<span class="_ _1"></span>ZNY<span class="ff2"> </span></div></div><div class="c x13c y93d w164 hd2"><div class="t m0 xf h5a y36c ff3 fsd fc0 sc0 ls0 ws0">ZAKRES CELU<span class="_ _1"></span><span class="ff2"> </span></div></div><div class="c x13d y93d w165 hd2"><div class="t m0 xf h5a y36c ff3 fsd fc0 sc0 ls0 ws0">ROK BAZOWY<span class="_ _1"></span> </div><div class="t m0 xf h5a y104 ff3 fsd fc0 sc0 ls0 ws0">2023 </div></div><div class="c xcc y93d w166 hd2"><div class="t m0 xf h5a y36c ff3 fsd fc0 sc0 ls0 ws0">CEL </div><div class="t m0 xf h5a y93e ff6 fsd fc0 sc0 ls0 ws0">KRÓTKOTERMIN<span class="_ _1"></span>OWY<span class="ff3"> </span></div><div class="t m0 xf h5a y476 ff3 fsd fc0 sc0 ls0 ws0">2025 </div></div><div class="c x13e y93d w167 hd2"><div class="t m0 xf h5a y36c ff3 fsd fc0 sc0 ls0 ws0">CEL </div><div class="t m0 xf h5a y93e ff6 fsd fc0 sc0 ls0 ws0">ŚREDNIOTERMIN<span class="_ _1"></span>OWY<span class="ff3"> </span></div><div class="t m0 xf h5a y476 ff3 fsd fc0 sc0 ls0 ws0">2030 </div></div><div class="c x13f y93d w168 hd2"><div class="t m0 xf h5a y36c ff3 fsd fc0 sc0 ls0 ws0">WYNIK W 2025<span class="_ _1"></span><span class="ff2"> </span></div></div><div class="c x140 y93d w169 hd2"><div class="t m0 xf h5a y93f ff3 fsd fc0 sc0 ls0 ws0">OSOBA </div><div class="t m0 xf h5a y23f ff3 fsd fc0 sc0 ls0 ws0">ODPOWIEDZIALNA<span class="_ _1"></span><span class="ff2"> </span></div></div><div class="c x38 y940 w16a hd8"><div class="t m0 xf h53 y941 ff6 fs1 fc0 sc0 ls0 ws0">PRZECIWDZIAŁA<span class="_ _0"></span>MY </div><div class="t m0 xf h53 y942 ff3 fs1 fc0 sc0 ls0 ws0">KORUPCJI </div></div><div class="c x13c y943 w164 hd7"><div class="t m0 xf h15 y944 ff1 fs1 fc0 sc0 ls0 ws0">Operacje wła<span class="_ _0"></span>sne, </div><div class="t m0 xf h15 y945 ff2 fs1 fc0 sc0 ls0 ws0">downstream </div></div><div class="c x13d y943 w165 hd7"><div class="t m0 xf h15 y944 ff2 fs1 fc0 sc0 ls0 ws0">Metodyka nie </div><div class="t m0 xf h15 y945 ff1 fs1 fc0 sc0 ls0 ws0">została </div><div class="t m0 xf h15 y946 ff2 fs1 fc0 sc0 ls0 ws0">opracowana </div></div><div class="c xcc y943 w166 hd7"><div class="t m0 xf h15 y944 ff2 fs1 fc0 sc0 ls0 ws0">Podpisanie z </div><div class="t m0 xf h15 y945 ff2 fs1 fc0 sc0 ls0 ws0">partnerami </div><div class="t m0 xf h15 y946 ff2 fs1 fc0 sc0 ls0 ws0">biznesowymi </div><div class="t m0 xf h15 y947 ff1 fs1 fc0 sc0 ls0 ws0">zobowiązań do<span class="_ _0"></span> </div><div class="t m0 xf h15 y1f2 ff2 fs1 fc0 sc0 ls0 ws0">stosowania proced<span class="_ _0"></span>ur </div><div class="t m0 xf h15 y1f3 ff2 fs1 fc0 sc0 ls0 ws0">antykorupcyjnych <span class="ff1">–<span class="_ _0"></span><span class="ff2"> </span></span></div><div class="t m0 xf h15 y1da ff2 fs1 fc0 sc0 ls0 ws0">przeprowad<span class="_ _0"></span>zenie </div><div class="t m0 xf h15 y1ea ff2 fs1 fc0 sc0 ls0 ws0">ankiety self a<span class="_ _0"></span>ssessment </div><div class="t m0 xf h15 y1eb ff2 fs1 fc0 sc0 ls0 ws0">u wszystkich (100<span class="_ _0"></span>%) </div><div class="t m0 xf h15 y326 ff1 fs1 fc0 sc0 ls0 ws0">partnerów.<span class="ff2"> </span></div></div><div class="c x13e y943 w167 hd7"><div class="t m0 xf h15 y944 ff2 fs1 fc0 sc0 ls0 ws0">- </div><div class="t m0 xf h53 y945 ff3 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x3a h15 y946 ff2 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x13f y943 w168 hd7"><div class="t m0 xf h6c y944 ff2 fs1 fc0 sc0 ls0 ws0">Cel zrealizowan<span class="_ _0"></span>y.<span class="ff5 fs8"> </span><span class="ls3b">W </span></div><div class="t m0 xf h15 y945 ff2 fs1 fc0 sc0 ls0 ws0">2025 w GK MIR<span class="_ _0"></span>BUD </div><div class="t m0 xf h15 y946 ff1 fs1 fc0 sc0 ls0 ws0">obowiązywał<span class="ff2"> zapi<span class="_ _0"></span>s w </span></div><div class="t m0 xf h15 y947 ff2 fs1 fc0 sc0 ls0 ws0">umowach z </div><div class="t m0 xf h15 y1f2 ff2 fs1 fc0 sc0 ls0 ws0">partnerami </div><div class="t m0 xf h15 y1f3 ff2 fs1 fc0 sc0 ls0 ws0">biznesowymi, <span class="ff1">że </span></div><div class="t m0 xf h15 y1da ff1 fs1 fc0 sc0 ls0 ws0">zapoznali się <span class="_ _0"></span>z </div><div class="t m0 xf h15 y1ea ff2 fs1 fc0 sc0 ls0 ws0">procedurami i<span class="_ _0"></span> </div><div class="t m0 xf h15 y1eb ff1 fs1 fc0 sc0 ls0 ws0">zobowiązują<span class="ff2"> </span>się do<span class="_ _0"></span> </div><div class="t m0 xf h15 y326 ff2 fs1 fc0 sc0 ls0 ws0">realizacji <span class="ff1">ich zapi<span class="_ _0"></span>sów<span class="ff2">. </span></span></div></div><div class="c x140 y943 w169 hd7"><div class="t m0 xf h15 y944 ff1 fs1 fc0 sc0 ls0 ws0">Dyrektor Działu<span class="_ _0"></span> </div><div class="t m0 xf h15 y945 ff2 fs1 fc0 sc0 ls0 ws0">Prawnego </div></div><div class="c x13c y948 w164 h24"><div class="t m0 xf h15 y1e1 ff1 fs1 fc0 sc0 ls0 ws0">Operacje wła<span class="_ _0"></span>sne, </div><div class="t m0 xf h15 y1e2 ff2 fs1 fc0 sc0 ls0 ws0">downstream </div></div><div class="c x13d y948 w165 h24"><div class="t m0 xf h15 y1e1 ff1 fs1 fc0 sc0 ls0 ws0">Pakiet nie zosta<span class="_ _0"></span>ł </div><div class="t m0 xf h15 y1e2 ff2 fs1 fc0 sc0 ls0 ws0">opracowany </div></div><div class="c xcc y948 w166 h24"><div class="t m0 xf h15 y1e1 ff2 fs1 fc0 sc0 ls0 ws0">Opracowanie pa<span class="_ _0"></span>kietu </div><div class="t m0 xf h15 y1e2 ff1 fs1 fc0 sc0 ls0 ws0">dla partnerów<span class="_ _0"></span> </div><div class="t m0 xf h15 y1e3 ff2 fs1 fc0 sc0 ls0 ws0">biznesowych pa<span class="_ _0"></span>kietu </div><div class="t m0 xf h15 y1e4 ff2 fs1 fc0 sc0 ls0 ws0">informacyjno-</div><div class="t m0 xf h15 y946 ff2 fs1 fc0 sc0 ls0 ws0">edukacyjnego dot<span class="_ _0"></span>. </div><div class="t m0 xf h15 y947 ff1 fs1 fc0 sc0 ls0 ws0">przeciwdziałania </div><div class="t m0 xf h15 y1f2 ff2 fs1 fc0 sc0 ls0 ws0">korupcji i przeka<span class="_ _0"></span>zanie </div><div class="t m0 xf h15 y1f3 ff1 fs1 fc0 sc0 ls0 ws0">go do partnerów<span class="_ _0"></span> </div><div class="t m0 xf h15 y1da ff2 fs1 fc0 sc0 ls0 ws0">biznesowych <span class="ff1">–</span> w<span class="_ _0"></span>szyscy </div><div class="t m0 xf h15 y1ea ff2 fs1 fc0 sc0 ls0 ws0">(100%) partner<span class="_ _0"></span>zy z </div><div class="t m0 xf h15 y1eb ff1 fs1 fc0 sc0 ls0 ws0">którymi GK MIR<span class="_ _0"></span>BUD </div><div class="t m0 xf h15 y326 ff2 fs1 fc0 sc0 ls0 ws0">ma umowy ramowe<span class="_ _0"></span>. </div></div><div class="c x13e y948 w167 h24"><div class="t m0 xf h15 y1e1 ff2 fs1 fc0 sc0 ls0 ws0">Aktualizacja pakie<span class="_ _0"></span>tu </div><div class="t m0 xf h15 y1e2 ff2 fs1 fc0 sc0 ls0 ws0">informacyjno-</div><div class="t m0 xf h15 y1e3 ff2 fs1 fc0 sc0 ls0 ws0">edukacyjnego dot<span class="_ _0"></span>. </div><div class="t m0 xf h15 y1e4 ff1 fs1 fc0 sc0 ls0 ws0">przeciwdziałania </div><div class="t m0 xf h15 y946 ff2 fs1 fc0 sc0 ls0 ws0">korupcji i przeka<span class="_ _0"></span>zanie </div><div class="t m0 xf h15 y947 ff1 fs1 fc0 sc0 ls0 ws0">go do partnerów<span class="_ _0"></span> </div><div class="t m0 xf h15 y1f2 ff2 fs1 fc0 sc0 ls0 ws0">biznesowych.<span class="_ _0"></span> </div><div class="t m0 xf h15 y1f3 ff2 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x13f y948 w168 h24"><div class="t m0 xf h15 y1e1 ff2 fs1 fc0 sc0 ls0 ws0">Cel zrealizowan<span class="_ _0"></span>y. </div><div class="t m0 xf h15 y1e2 ff2 fs1 fc0 sc0 ls0 ws0">Zaimplementowa<span class="_ _0"></span>no </div><div class="t m0 xf h15 y1e3 ff2 fs1 fc0 sc0 ls0 ws0">klauzule </div><div class="t m0 xf h15 y1e4 ff2 fs1 fc0 sc0 ls0 ws0">antykorupcyjne w </div><div class="t m0 xf h15 y946 ff2 fs1 fc0 sc0 ls0 ws0">umowach ramow<span class="_ _0"></span>ych </div><div class="t m0 xf h15 y947 ff2 fs1 fc0 sc0 ls0 ws0">z wszystkimi (10<span class="_ _0"></span>0%) </div><div class="t m0 xf h15 y1f2 ff2 fs1 fc0 sc0 ls0 ws0">podwykonawca<span class="_ _0"></span>mi.  </div></div><div class="c x140 y948 w169 h24"><div class="t m0 xf h15 y1e1 ff1 fs1 fc0 sc0 ls0 ws0">Dyrektor Działu<span class="_ _0"></span> </div><div class="t m0 xf h15 y1e2 ff2 fs1 fc0 sc0 ls0 ws0">Prawnego / D<span class="_ _0"></span>yrektor </div><div class="t m0 xf h15 y1e3 ff2 fs1 fc0 sc0 ls0 ws0">Komunikacji </div><div class="t m0 xf h15 y1e4 ff2 fs1 fc0 sc0 ls0 ws0">Korporacyjnej </div><div class="t m0 xf h15 y946 ff2 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x13c y940 w164 h1f"><div class="t m0 xf h15 y1f5 ff1 fs1 fc0 sc0 ls0 ws0">Operacje wła<span class="_ _0"></span>sne<span class="ff2"> </span></div></div><div class="c x13d y940 w165 h1f"><div class="t m0 xf h15 y1f5 ff2 fs1 fc0 sc0 ls0 ws0">Szkolenia </div><div class="t m0 xf h15 y1f6 ff2 fs1 fc0 sc0 ls0 ws0">przeprowad<span class="_ _0"></span>zono. </div></div><div class="c xcc y940 w166 h1f"><div class="t m0 xf h15 y1f5 ff2 fs1 fc0 sc0 ls0 ws0">Coroczne </div><div class="t m0 xf h15 y1f6 ff2 fs1 fc0 sc0 ls0 ws0">przeprowad<span class="_ _0"></span>zenie </div><div class="t m0 xf h15 y3c7 ff1 fs1 fc0 sc0 ls0 ws0">szkoleń pracow<span class="_ _0"></span>ników w </div><div class="t m0 xf h15 y1f3 ff2 fs1 fc0 sc0 ls0 ws0">zakresie polit<span class="_ _0"></span>yki </div><div class="t m0 xf h15 y1da ff2 fs1 fc0 sc0 ls0 ws0">antykorupcyjnej <span class="ff1">–<span class="_ _0"></span><span class="ff2"> </span></span></div><div class="t m0 xf h15 y1db ff2 fs1 fc0 sc0 ls0 ws0">wszystkie (100<span class="_ _0"></span>%) </div><div class="t m0 xf h15 y1dc ff2 fs1 fc0 sc0 ls0 ws0">osoby na stanow<span class="_ _0"></span>iskach </div><div class="t m0 xf h15 y1dd ff1 fs1 fc0 sc0 ls0 ws0">menedżerskich 100<span class="_ _0"></span>%.<span class="ff2"> </span></div></div><div class="c x13e y940 w167 h1f"><div class="t m0 xf h15 y1f5 ff2 fs1 fc0 sc0 ls0 ws0">Szkolenie </div><div class="t m0 xf h15 y1f6 ff1 fs1 fc0 sc0 ls0 ws0">pracowników w </div><div class="t m0 xf h15 y3c7 ff2 fs1 fc0 sc0 ls0 ws0">zakresie polit<span class="_ _0"></span>yki </div><div class="t m0 xf h15 y1f3 ff2 fs1 fc0 sc0 ls0 ws0">antykorupcyjnej- o<span class="_ _0"></span>soby </div><div class="t m0 xf h15 y1da ff2 fs1 fc0 sc0 ls0 ws0">na stanowiskach<span class="_ _0"></span> </div><div class="t m0 xf h15 y1db ff1 fs1 fc0 sc0 ls0 ws0">menedżerskich 100<span class="_ _0"></span>% </div><div class="t m0 xf h15 y1dc ff2 fs1 fc0 sc0 ls0 ws0">co roku. </div></div><div class="c x13f y940 w168 h1f"><div class="t m0 xf h15 y1f5 ff2 fs1 fc0 sc0 ls0 ws0">Cel zrealizowan<span class="_ _0"></span>y. </div><div class="t m0 xf h15 y1f6 ff1 fs1 fc0 sc0 ls0 ws0">Szkoleniem objęto<span class="_ _0"></span> </div><div class="t m0 xf h15 y3c7 ff2 fs1 fc0 sc0 ls0 ws0">wszystkie (100<span class="_ _0"></span>%) </div><div class="t m0 xf h15 y1f3 ff2 fs1 fc0 sc0 ls0 ws0">osoby na </div><div class="t m0 xf h15 y1da ff2 fs1 fc0 sc0 ls0 ws0">stanowiskach </div><div class="t m0 xf h15 y1db ff1 fs1 fc0 sc0 ls0 ws0">menedżerskich.<span class="_ _0"></span><span class="ff2"> </span></div></div><div class="c x140 y940 w169 h1f"><div class="t m0 xf h15 y1f5 ff1 fs1 fc0 sc0 ls0 ws0">Dyrektor Działu<span class="_ _0"></span> </div><div class="t m0 xf h15 y1f6 ff2 fs1 fc0 sc0 ls0 ws0">Prawnego / D<span class="_ _0"></span>yrektor </div><div class="t m0 xf h15 y3c7 ff1 fs1 fc0 sc0 ls0 ws0">Działu Kadr<span class="ff2"> </span></div><div class="t m0 xf h15 y1f3 ff2 fs1 fc0 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf4f" class="pf w2e h25" ><div class="pc pc4f w2e h25"><img class="bi x4 y0 w162 h26" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w30 h25"><div class="t m0 x4 h2 y22b ff1 fs0 fc0 sc0 ls0 ws0">Sprawozdanie nt. informacji niefinansowych GK MIRBUD za 2025<span class="_ _1"></span> rok<span class="ff2"> </span></div><div class="t m0 x4 h2 y22c ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hd y22d ff4 fs3 fc0 sc0 ls3a ws0">79<span class="ff5 fs8 ls0"> </span></div></div><div class="c xcc y949 w166 h1c"><div class="t m0 xf h15 y1da ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 xf h15 y1ea ff2 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x13e y949 w167 h1c"><div class="t m0 xf h15 y1da ff2 fs1 fc0 sc0 ls0 ws0">Do 2035 <span class="ff1">–</span> szkolenie </div><div class="t m0 xf h15 y1ea ff1 fs1 fc0 sc0 ls0 ws0">pracowników w </div><div class="t m0 xf h15 y1eb ff2 fs1 fc0 sc0 ls0 ws0">zakresie polit<span class="_ _0"></span>yki </div><div class="t m0 xf h15 y326 ff2 fs1 fc0 sc0 ls0 ws0">antykorupcyjnej. </div></div><div class="c x13c y94a w164 h5f"><div class="t m0 xf h15 y3c7 ff1 fs1 fc0 sc0 ls0 ws0">Operacje wła<span class="_ _0"></span>sne<span class="ff2"> </span></div></div><div class="c x13d y94a w165 h5f"><div class="t m0 xf h15 y3c7 ff2 fs1 fc0 sc0 ls0 ws0">Polityki nie </div><div class="t m0 xf h15 y3b8 ff2 fs1 fc0 sc0 ls0 ws0">ustanowiono. </div></div><div class="c xcc y94a w166 h5f"><div class="t m0 xf h15 y3c7 ff1 fs1 fc0 sc0 ls0 ws0">Przegląd i ewentua<span class="_ _0"></span>lna </div><div class="t m0 xf h15 y3b8 ff2 fs1 fc0 sc0 ls0 ws0">rewizja polityki<span class="_ _0"></span> </div><div class="t m0 xf h15 y3b9 ff2 fs1 fc0 sc0 ls0 ws0">antykorupcyjnej. </div><div class="t m0 xf h15 y94b ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 xf h15 y386 ff2 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x13e y94a w167 h5f"><div class="t m0 xf h15 y3c7 ff2 fs1 fc0 sc0 ls0 ws0">Regularny (co ro<span class="_ _0"></span>ku) </div><div class="t m0 xf h15 y3b8 ff1 fs1 fc0 sc0 ls0 ws0">przegląd i rewi<span class="_ _0"></span>zja </div><div class="t m0 xf h15 y3b9 ff2 fs1 fc0 sc0 ls0 ws0">polityki </div><div class="t m0 xf h15 y94b ff2 fs1 fc0 sc0 ls0 ws0">antykorupcyjnej. </div><div class="t m0 xf h15 y386 ff2 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x13f y94a w168 h5f"><div class="t m0 xf h15 y3c7 ff2 fs1 fc0 sc0 ls0 ws0">Cel zrealizowa<span class="lsf">ny</span>. </div><div class="t m0 xf h15 y3b8 ff1 fs1 fc0 sc0 ls0 ws0">Politykę ustanow<span class="_ _0"></span>iono </div><div class="t m0 xf h15 y3b9 ff2 fs1 fc0 sc0 ls0 ws0">w styczniu 2024 ro<span class="_ _0"></span>ku. </div><div class="t m0 xf h15 y94b ff1 fs1 fc0 sc0 ls0 ws0">Przegląd </div><div class="t m0 xf h15 y386 ff2 fs1 fc0 sc0 ls0 ws0">przeprowad<span class="_ _0"></span>zono w </div><div class="t m0 xf h15 y1dd ff2 fs1 fc0 sc0 lsf ws0">2025<span class="ls0">.  </span></div></div><div class="c x140 y94a w169 h5f"><div class="t m0 xf h15 y3c7 ff1 fs1 fc0 sc0 ls0 ws0">Dyrektor Działu<span class="_ _0"></span> </div><div class="t m0 xf h15 y3b8 ff2 fs1 fc0 sc0 ls0 ws0">Prawnego  </div><div class="t m0 xf h15 y3b9 ff2 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x38 y94c w16a hd9"><div class="t m0 xf h53 y932 ff6 fs1 fc0 sc0 ls0 ws0">ROZWIJAMY KUL<span class="_ _0"></span>TURĘ </div><div class="t m0 xf h53 y61c ff6 fs1 fc0 sc0 ls0 ws0">KORPORACYJN<span class="_ _0"></span>Ą OPARTĄ </div><div class="t m0 xf h53 y94d ff6 fs1 fc0 sc0 ls0 ws0">O NASZE WAR<span class="_ _0"></span>TOŚCI <span class="ff2"> </span></div></div><div class="c x13c y94e w164 hda"><div class="t m0 xf h15 y1f0 ff1 fs1 fc0 sc0 ls0 ws0">Operacje wła<span class="_ _0"></span>sne<span class="ff2"> </span></div></div><div class="c x13d y94e w165 hda"><div class="t m0 xf h15 y1f0 ff2 fs1 fc0 sc0 ls0 ws0">Nie </div><div class="t m0 xf h15 y1f1 ff2 fs1 fc0 sc0 ls0 ws0">przeprowad<span class="_ _0"></span>zono </div><div class="t m0 xf h15 y1f2 ff2 fs1 fc0 sc0 ls0 ws0">analizy. </div></div><div class="c xcc y94e w166 hda"><div class="t m0 xf h15 y1f0 ff2 fs1 fc0 sc0 ls0 ws0">Przeprowadzenie </div><div class="t m0 xf h15 y1f1 ff2 fs1 fc0 sc0 ls0 ws0">analizy struktury<span class="_ _0"></span> i </div><div class="t m0 xf h15 y1f2 ff2 fs1 fc0 sc0 ls0 ws0">przypisanie </div><div class="t m0 xf h15 y1f3 ff1 fs1 fc0 sc0 ls0 ws0">odpowiedzialnoś<span class="_ _0"></span>ci za </div><div class="t m0 xf h15 y202 ff1 fs1 fc0 sc0 ls0 ws0">kwestie związane<span class="_ _0"></span> ze </div><div class="t m0 xf h15 y1db ff1 fs1 fc0 sc0 ls0 ws0">zrównoważonym<span class="_ _0"></span> </div><div class="t m0 xf h15 y1dc ff2 fs1 fc0 sc0 ls0 ws0">rozwojem. </div><div class="t m0 xf h15 y1dd ff2 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x13e y94e w167 hda"><div class="t m0 xf h15 y1f0 ff1 fs1 fc0 sc0 ls0 ws0">Przegląd i rewiz<span class="_ _0"></span>ja </div><div class="t m0 xf h15 y1f1 ff1 fs1 fc0 sc0 ls0 ws0">odpowiedzialnoś<span class="_ _0"></span>ci </div><div class="t m0 xf h15 y1f2 ff2 fs1 fc0 sc0 ls0 ws0">oraz ewentualne </div><div class="t m0 xf h15 y1f3 ff2 fs1 fc0 sc0 ls0 ws0">zmiany; opinia </div><div class="t m0 xf h15 y202 ff1 fs1 fc0 sc0 ls0 ws0">organów </div><div class="t m0 xf h15 y1db ff2 fs1 fc0 sc0 ls0 ws0">korporacyjny<span class="_ _0"></span>ch. </div><div class="t m0 x51 h15 y1dc ff2 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x13f y94e w168 hda"><div class="t m0 xf h15 y1f0 ff1 fs1 fc0 sc0 ls0 ws0">Odpowiedzialnoś<span class="_ _0"></span>ć </div><div class="t m0 xf h15 y1f1 ff2 fs1 fc0 sc0 ls0 ws0">operacyjna za </div><div class="t m0 xf h15 y1f2 ff2 fs1 fc0 sc0 ls0 ws0">zbieranie danych n<span class="_ _0"></span>t. </div><div class="t m0 xf h15 y1f3 ff1 fs1 fc0 sc0 ls0 ws0">poszczególny<span class="_ _0"></span>ch </div><div class="t m0 xf h15 y202 ff1 fs1 fc0 sc0 ls0 ws0">istotnych zagadn<span class="_ _0"></span>ień </div><div class="t m0 xf h15 y1db ff1 fs1 fc0 sc0 ls0 ws0">zostało przypisan<span class="_ _0"></span>e do </div><div class="t m0 xf h15 y1dc ff1 fs1 fc0 sc0 ls0 ws0">konkretnych o<span class="_ _0"></span>sób<span class="ff2"> <span class="ls3">z </span></span></div><div class="t m0 xf h15 y1dd ff1 fs1 fc0 sc0 ls0 ws0">różnych działów.<span class="_ _0"></span> <span class="ff2"> </span></div></div><div class="c x140 y94e w169 hda"><div class="t m0 xf h15 y1f0 ff2 fs1 fc0 sc0 ls0 ws0">Dyrektor Komun<span class="_ _0"></span>ikacji </div><div class="t m0 xf h15 y1f1 ff2 fs1 fc0 sc0 ls0 ws0">Korporacyjnej </div><div class="t m0 xf h15 y1f2 ff2 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x13c y94f w164 h58"><div class="t m0 xf h15 y1e6 ff1 fs1 fc0 sc0 ls0 ws0">Operacje wła<span class="_ _0"></span>sne<span class="ff2"> </span></div></div><div class="c x13d y94f w165 h58"><div class="t m0 xf h15 y1e6 ff1 fs1 fc0 sc0 ls0 ws0">Proces należytej </div><div class="t m0 xf h15 y950 ff1 fs1 fc0 sc0 ls0 ws0">staranności nie </div><div class="t m0 xf h15 y37e ff1 fs1 fc0 sc0 ls0 ws0">został wdrożon<span class="_ _0"></span>y.<span class="ff2"> </span></div></div><div class="c xcc y94f w166 h58"><div class="t m0 xf h15 y1e6 ff1 fs1 fc0 sc0 ls0 ws0">Wdrożenie wsz<span class="_ _0"></span>ystkich </div><div class="t m0 xf h15 y950 ff1 fs1 fc0 sc0 ls0 ws0">elementów proce<span class="_ _0"></span>sów </div><div class="t m0 xf h15 y37e ff1 fs1 fc0 sc0 ls0 ws0">należytej staranno<span class="_ _0"></span>ści </div><div class="t m0 xf h15 y202 ff2 fs1 fc0 sc0 ls0 ws0">(polityki, procedur<span class="_ _0"></span>y, </div><div class="t m0 xf h15 y1db ff1 fs1 fc0 sc0 ls0 ws0">uruchomienie stał<span class="_ _0"></span>ych </div><div class="t m0 xf h15 y1dc ff1 fs1 fc0 sc0 ls0 ws0">procesów).<span class="ff2"> </span></div><div class="t m0 xf h15 y1dd ff2 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x13e y94f w167 h58"><div class="t m0 xf h15 y1e6 ff1 fs1 fc0 sc0 ls0 ws0">Przegląd i rewiz<span class="_ _0"></span>ja oraz </div><div class="t m0 xf h15 y950 ff2 fs1 fc0 sc0 ls0 ws0">wprowad<span class="_ _0"></span>zenie zmian </div><div class="t m0 xf h15 y37e ff2 fs1 fc0 sc0 ls0 ws0">do polityk i pro<span class="_ _0"></span>cedur; </div><div class="t m0 xf h15 y202 ff1 fs1 fc0 sc0 ls0 ws0">opinia organó<span class="_ _0"></span>w </div><div class="t m0 xf h15 y1db ff2 fs1 fc0 sc0 ls0 ws0">korporacyjny<span class="_ _0"></span>ch <span class="ff1">–</span> co </div><div class="t m0 xf h15 y1dc ff1 fs1 fc0 sc0 ls0 ws0">roku spełnione </div><div class="t m0 xf h15 y1dd ff2 fs1 fc0 sc0 ls0 ws0">Minimalne Gwar<span class="_ _0"></span>ancje. </div></div><div class="c x13f y94f w168 h58"><div class="t m0 xf h15 y1e6 ff2 fs1 fc0 sc0 ls0 ws0">Cel zrealizowan<span class="_ _0"></span>y. </div><div class="t m0 xf h15 y950 ff1 fs1 fc0 sc0 ls0 ws0">Procesy należytej<span class="_ _0"></span> </div><div class="t m0 xf h15 y37e ff1 fs1 fc0 sc0 ls0 ws0">staranności </div><div class="t m0 xf h15 y202 ff1 fs1 fc0 sc0 ls0 ws0">funkcjonują w<span class="_ _0"></span> GK </div><div class="t m0 xf h15 y1db ff2 fs1 fc0 sc0 ls0 ws0">MIRBUD.  </div></div><div class="c x140 y94f w169 h58"><div class="t m0 xf h15 y1e6 ff1 fs1 fc0 sc0 ls0 ws0">Dyrektor Działu<span class="_ _0"></span> </div><div class="t m0 xf h15 y950 ff2 fs1 fc0 sc0 ls0 ws0">Prawnego </div><div class="t m0 xf h15 y37e ff2 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x13c y951 w164 hdb"><div class="t m0 xf h15 y952 ff1 fs1 fc0 sc0 ls0 ws0">Operacje wła<span class="_ _0"></span>sne<span class="ff2"> </span></div></div><div class="c x13d y951 w165 hdb"><div class="t m0 xf h15 y952 ff1 fs1 fc0 sc0 ls0 ws0">System zgła<span class="_ _0"></span>szania </div><div class="t m0 xf h15 y953 ff1 fs1 fc0 sc0 ls0 ws0">nie został </div><div class="t m0 xf h15 y954 ff2 fs1 fc0 sc0 ls0 ws0">uruchomiony.<span class="_ _0"></span> </div></div><div class="c xcc y951 w166 hdb"><div class="t m0 xf h15 y952 ff2 fs1 fc0 sc0 ls0 ws0">Uruchomienie <span class="_ _0"></span>systemu </div><div class="t m0 xf h15 y953 ff1 fs1 fc0 sc0 ls0 ws0">zgłaszania (ochr<span class="_ _0"></span>ona </div><div class="t m0 xf h15 y954 ff1 fs1 fc0 sc0 ls0 ws0">sygnalistów).<span class="_ _0"></span><span class="ff2"> </span></div><div class="t m0 xf h15 y955 ff2 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x13e y951 w167 hdb"><div class="t m0 xf h15 y952 ff2 fs1 fc0 sc0 ls0 ws0">Przeprowadzenie </div><div class="t m0 xf h15 y953 ff1 fs1 fc0 sc0 ls0 ws0">analizy i obsługa<span class="_ _0"></span> </div><div class="t m0 xf h15 y954 ff1 fs1 fc0 sc0 ls0 ws0">zgłoszeń w ramach<span class="_ _0"></span> </div><div class="t m0 xf h15 y955 ff2 fs1 fc0 sc0 ls0 ws0">systemu <span class="ff1">–</span> 100%<span class="_ _0"></span> </div><div class="t m0 xf h15 y956 ff1 fs1 fc0 sc0 ls0 ws0">zgłoszeń.<span class="ff2"> </span></div></div><div class="c x13f y951 w168 hdb"><div class="t m0 xf h15 y952 ff2 fs1 fc0 sc0 ls0 ws0">Cel zrealizowan<span class="_ _0"></span>o. </div><div class="t m0 xf h15 y953 ff1 fs1 fc0 sc0 ls0 ws0">System zgła<span class="_ _0"></span>szania </div><div class="t m0 xf h15 y954 ff1 fs1 fc0 sc0 ls0 ws0">został uruchomion<span class="_ _0"></span>y.<span class="ff2"> </span></div></div><div class="c x140 y951 w169 hdb"><div class="t m0 xf h15 y952 ff1 fs1 fc0 sc0 ls0 ws0">Dyrektor Działu<span class="_ _0"></span> </div><div class="t m0 xf h15 y953 ff2 fs1 fc0 sc0 ls0 ws0">Prawnego </div><div class="t m0 xf h15 y954 ff2 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x13c y94c w164 h58"><div class="t m0 xf h15 y1f6 ff1 fs1 fc0 sc0 ls0 ws0">Operacje wła<span class="_ _0"></span>sne<span class="ff2"> </span></div></div><div class="c x13d y94c w165 h58"><div class="t m0 xf h15 y1f6 ff2 fs1 fc0 sc0 ls0 ws0">Procedura ochron<span class="_ _0"></span>y </div><div class="t m0 xf h15 y1f2 ff1 fs1 fc0 sc0 ls0 ws0">sygnalistów nie </div><div class="t m0 xf h15 y1f3 ff1 fs1 fc0 sc0 ls0 ws0">została wdrożona<span class="_ _0"></span>.<span class="ff2"> </span></div></div><div class="c xcc y94c w166 h58"><div class="t m0 xf h15 y1f6 ff1 fs1 fc0 sc0 ls0 ws0">Wdrożenie procedu<span class="_ _0"></span>r </div><div class="t m0 xf h15 y1f2 ff1 fs1 fc0 sc0 ls0 ws0">ochrony sygnalis<span class="_ _0"></span>tów.<span class="ff2"> </span></div><div class="t m0 xf h15 y1f3 ff2 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x13e y94c w167 h58"><div class="t m0 xf h15 y1f6 ff2 fs1 fc0 sc0 ls0 ws0">Przeprowadzenie </div><div class="t m0 xf h15 y1f2 ff1 fs1 fc0 sc0 ls0 ws0">szkoleń dla </div><div class="t m0 xf h15 y1f3 ff1 fs1 fc0 sc0 ls0 ws0">pracowników i </div><div class="t m0 xf h15 y1da ff1 fs1 fc0 sc0 ls0 ws0">partnerów </div><div class="t m0 xf h15 y1ea ff2 fs1 fc0 sc0 ls0 ws0">biznesowych w </div><div class="t m0 xf h15 y1dc ff2 fs1 fc0 sc0 ls0 ws0">zakresie ochro<span class="_ _0"></span>ny </div></div><div class="c x13f y94c w168 h58"><div class="t m0 xf h15 y1f6 ff2 fs1 fc0 sc0 ls0 ws0">Cel zrealizowan<span class="_ _0"></span>o. </div><div class="t m0 xf h15 y1f2 ff1 fs1 fc0 sc0 ls0 ws0">Procedurę zgłos<span class="_ _0"></span>zeń </div><div class="t m0 xf h15 y1f3 ff1 fs1 fc0 sc0 ls0 ws0">wewnętrznych i<span class="_ _0"></span> </div><div class="t m0 xf h15 y1da ff1 fs1 fc0 sc0 ls0 ws0">ochrony sygnalis<span class="_ _0"></span>tów </div><div class="t m0 xf h15 y1ea ff1 fs1 fc0 sc0 ls0 ws0">wdrożono w </div><div class="t m0 xf h15 y1dc ff1 fs1 fc0 sc0 ls0 ws0">październiku 2024<span class="_ _0"></span> </div><div class="t m0 xf h15 y1dd ff2 fs1 fc0 sc0 ls0 ws0">roku. </div></div><div class="c x140 y94c w169 h58"><div class="t m0 xf h15 y1f6 ff1 fs1 fc0 sc0 ls0 ws0">Dyrektor Działu<span class="_ _0"></span> </div><div class="t m0 xf h15 y1f2 ff2 fs1 fc0 sc0 ls0 ws0">Prawnego / D<span class="_ _0"></span>yrektor </div><div class="t m0 xf h15 y1f3 ff1 fs1 fc0 sc0 ls0 ws0">Działu Kadr <span class="ff2"> </span></div><div class="t m0 xf h15 y1da ff2 fs1 fc0 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf50" class="pf w2e h25" ><div class="pc pc50 w2e h25"><img class="bi x4 y0 w162 h26" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w30 h25"><div class="t m0 x4 h2 y22b ff1 fs0 fc0 sc0 ls0 ws0">Sprawozdanie nt. informacji niefinansowych GK MIRBUD za 2025<span class="_ _1"></span> rok<span class="ff2"> </span></div><div class="t m0 x4 h2 y22c ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hd y22d ff4 fs3 fc0 sc0 ls3c ws0">80<span class="ff5 fs8 ls0"> </span></div><div class="t m0 x4 h10 y957 ff2 fs8 fc0 sc0 ls0 ws0"> </div></div><div class="c x13e y958 w167 hdb"><div class="t m0 xf h15 y952 ff1 fs1 fc0 sc0 ls0 ws0">sygnalistów –<span class="ff2"> 100<span class="_ _0"></span>% </span></div><div class="t m0 xf h15 y953 ff2 fs1 fc0 sc0 ls0 ws0">przeszkolony<span class="_ _0"></span>ch. </div></div><div class="c x38 y959 w16a hdc"><div class="t m0 xf h53 y915 ff3 fs1 fc0 sc0 ls0 ws0">DBAMY O DOB<span class="_ _0"></span>RE RELACJE<span class="_ _0"></span> </div><div class="t m0 xf h53 y95a ff3 fs1 fc0 sc0 ls0 ws0">Z PARTNERAMI<span class="_ _0"></span> </div><div class="t m0 xf h53 y95b ff3 fs1 fc0 sc0 ls0 ws0">BIZNESOWYMI<span class="ff2"> </span></div></div><div class="c x13c y95c w164 h5f"><div class="t m0 xf h15 y3c7 ff1 fs1 fc0 sc0 ls0 ws0">Operacje wła<span class="_ _0"></span>sne, </div><div class="t m0 xf h15 y3b8 ff2 fs1 fc0 sc0 ls0 ws0">upstream </div></div><div class="c x13d y95c w165 h5f"><div class="t m0 xf h15 y3c7 ff2 fs1 fc0 sc0 ls0 ws0">Progi </div><div class="t m0 xf h15 y3b8 ff1 fs1 fc0 sc0 ls0 ws0">środowiskowe nie </div><div class="t m0 xf h15 y3b9 ff1 fs1 fc0 sc0 ls0 ws0">zostało </div><div class="t m0 xf h15 y377 ff2 fs1 fc0 sc0 ls0 ws0">wprowad<span class="_ _0"></span>zone. </div></div><div class="c xcc y95c w166 h5f"><div class="t m0 xf h15 y3c7 ff2 fs1 fc0 sc0 ls0 ws0">Stworzenie i </div><div class="t m0 xf h15 y3b8 ff2 fs1 fc0 sc0 ls0 ws0">wprowad<span class="_ _0"></span>zenie progu </div><div class="t m0 xf h15 y3b9 ff1 fs1 fc0 sc0 ls0 ws0">wymagań </div><div class="t m0 xf h15 y377 ff1 fs1 fc0 sc0 ls0 ws0">środowiskowy<span class="_ _0"></span>ch dla </div><div class="t m0 xf h15 y1dc ff1 fs1 fc0 sc0 ls0 ws0">dostawców i </div><div class="t m0 xf h15 y1dd ff1 fs1 fc0 sc0 ls0 ws0">podwykonawców.<span class="ff2"> </span></div></div><div class="c x13e y95c w167 h5f"><div class="t m0 xf h15 y3c7 ff2 fs1 fc0 sc0 ls0 ws0">- </div></div><div class="c x13f y95c w168 h5f"><div class="t m0 xf h15 y3c7 ff2 fs1 fc0 sc0 ls0 ws0">Realizacja celu </div><div class="t m0 xf h15 y3b8 ff1 fs1 fc0 sc0 ls0 ws0">przełożona na<span class="ff2"> rok </span></div><div class="t m0 xf h15 y3b9 ff2 fs1 fc0 sc0 lsf ws0">202<span class="ls0">6. </span></div></div><div class="c x140 y95c w169 h5f"><div class="t m0 xf h15 y3c7 ff1 fs1 fc0 sc0 ls0 ws0">Dyrektor Działu<span class="_ _0"></span> </div><div class="t m0 xf h15 y3b8 ff2 fs1 fc0 sc0 ls0 ws0">Prawnego / Kiero<span class="_ _0"></span>wnik </div><div class="t m0 xf h15 y3b9 ff1 fs1 fc0 sc0 ls0 ws0">Działu Ochrony<span class="_ _0"></span> </div><div class="t m0 xf h15 y377 ff1 fs1 fc0 sc0 ls0 ws0">Środowiska / Dyre<span class="_ _0"></span>ktor </div><div class="t m0 xf h15 y1dc ff1 fs1 fc0 sc0 ls0 ws0">Działu Zakupów<span class="_ _0"></span><span class="ff2"> </span></div><div class="t m0 xf h15 y1dd ff2 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x13c y959 w164 h24"><div class="t m0 xf h15 y1e1 ff1 fs1 fc0 sc0 ls0 ws0">Operacje wła<span class="_ _0"></span>sne<span class="ff2"> </span></div></div><div class="c x13d y959 w165 h24"><div class="t m0 xf h15 y1e1 ff1 fs1 fc0 sc0 ls0 ws0">Przegląd nie <span class="_ _0"></span>został </div><div class="t m0 xf h15 y1e2 ff2 fs1 fc0 sc0 ls0 ws0">dokonany. </div></div><div class="c xcc y959 w166 h24"><div class="t m0 xf h15 y1e1 ff1 fs1 fc0 sc0 ls0 ws0">Przegląd (ew. </div><div class="t m0 xf h15 y1e2 ff2 fs1 fc0 sc0 ls0 ws0">ujednolicenie/ </div><div class="t m0 xf h15 y95d ff2 fs1 fc0 sc0 ls0 ws0">rozszerzenie) klau<span class="_ _0"></span>zul </div><div class="t m0 xf h15 y91c ff1 fs1 fc0 sc0 ls0 ws0">środowiskowy<span class="_ _0"></span>ch dla </div><div class="t m0 xf h15 y1e5 ff1 fs1 fc0 sc0 ls0 ws0">dostawców i </div><div class="t m0 xf h15 y1e6 ff1 fs1 fc0 sc0 ls0 ws0">podwykonawców </div><div class="t m0 xf h15 y1e7 ff1 fs1 fc0 sc0 ls0 ws0">(zobowiązanie do<span class="_ _0"></span> </div><div class="t m0 xf h15 y1e8 ff2 fs1 fc0 sc0 ls0 ws0">przekazywania dan<span class="_ _0"></span>ych </div><div class="t m0 xf h15 y1e9 ff1 fs1 fc0 sc0 ls0 ws0">do sporządzenia </div><div class="t m0 xf h15 y1db ff2 fs1 fc0 sc0 ls0 ws0">raportu zgodneg<span class="_ _0"></span>o z </div><div class="t m0 xf h15 y1dc ff2 fs1 fc0 sc0 ls0 ws0">ESRS). </div><div class="t m0 xf h15 y1dd ff2 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x13e y959 w167 h24"><div class="t m0 xf h15 y1e1 ff2 fs1 fc0 sc0 ls0 ws0">- </div></div><div class="c x13f y959 w168 h24"><div class="t m0 xf h15 y1e1 ff2 fs1 fc0 sc0 ls0 ws0">Realizacja celu </div><div class="t m0 xf h15 y1e2 ff1 fs1 fc0 sc0 ls0 ws0">przełożona na<span class="_ _0"></span> rok </div><div class="t m0 xf h15 y95d ff2 fs1 fc0 sc0 lsf ws0">2026.<span class="ls0"> </span></div></div><div class="c x140 y959 w169 h24"><div class="t m0 xf h15 y1e1 ff1 fs1 fc0 sc0 ls0 ws0">Dyrektor Działu<span class="_ _0"></span> </div><div class="t m0 xf h15 y1e2 ff2 fs1 fc0 sc0 ls0 ws0">Prawnego / Kiero<span class="_ _0"></span>wnik </div><div class="t m0 xf h15 y95d ff1 fs1 fc0 sc0 ls0 ws0">Działu Ochrony<span class="_ _0"></span> </div><div class="t m0 xf h15 y91c ff1 fs1 fc0 sc0 ls0 ws0">Środowiska / Dyre<span class="_ _0"></span>ktor </div><div class="t m0 xf h15 y1e5 ff1 fs1 fc0 sc0 ls0 ws0">Działu Zakupów<span class="_ _0"></span><span class="ff2"> </span></div><div class="t m0 xf h15 y1e6 ff2 fs1 fc0 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf51" class="pf w5 hc" ><div class="pc pc51 w5 hc"><img class="bi x0 y0 w6 h1" alt="" 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class="c x0 y0 w7 hc"><div class="t m0 x141 h2 ye ff1 fs0 fc0 sc0 ls0 ws0">SPRAWOZDANIE ZARZĄDU Z DZIAŁAŁNOŚCI GRUPY KAPITAŁOWEJ MIRBUD<span class="ff2"> </span></div><div class="t m0 x13a h2 y95e ff1 fs0 fc0 sc0 ls34 ws0">W <span class="ls0">I PÓŁROCZU <span class="ls33">202</span>4 ROKU<span class="ff2"> </span></span></div><div class="t m0 x142 h2 y95f ff1 fs0 fc0 sc0 ls33 ws0">81<span class="ff2 ls0"> </span></div><div class="t m0 x4 h6c y960 ff5 fs8 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h12 y2c7 ff6 fsb fc0 sc0 lsa ws0">G1<span class="ls0">-2 Zarządzanie s<span class="_ _1"></span>tosunkami z do<span class="_ _1"></span>stawcami <span class="_ _1"></span><span class="ff3"> </span></span></div><div class="t m0 x4 h6 y5a9 ff1 fs3 fc0 sc0 ls0 ws0">Płatności <span class="_ _8"></span>na <span class="_ _b"></span>rzecz <span class="_ _b"></span>dostawców <span class="_ _b"></span>realizowane <span class="_ _b"></span>są <span class="_ _8"></span>z<span class="_ _1"></span>godnie <span class="_ _b"></span>z <span class="_ _8"></span>prawodawstw<span class="_ _1"></span>em <span class="_ _8"></span>krajow<span class="_ _1"></span>ym. <span class="_ _8"></span>Zabezp<span class="_ _1"></span>ieczenie </div><div class="t m0 x4 h6 y5aa ff1 fs3 fc0 sc0 ls0 ws0">znajduje się także w u<span class="_ _1"></span>mowach z dostawca<span class="_ _1"></span>mi, które wskaz<span class="_ _1"></span>ują na brak zaległości.<span class="_ _8"></span><span class="ff2"> </span></div><div class="t m0 x4 h6 y54 ff2 fs3 fc0 sc0 ls0 ws0">  </div><div class="t m0 x4 h6 y55 ff1 fs3 fc0 sc0 ls0 ws0">Odpowiedni <span class="_ _11"> </span>wybór <span class="_ _1a"> </span>dostawc<span class="_ _1"></span>ów <span class="_ _11"> </span>jest <span class="_ _11"> </span>niezbęd<span class="_ _1"></span>ny <span class="_ _11"> </span>w <span class="_ _11"> </span>c<span class="_ _1"></span>elu <span class="_ _11"> </span>zachowania <span class="_ _11"> </span>term<span class="_ _1"></span>inowej <span class="_ _11"> </span>realizac<span class="_ _1"></span>ji <span class="_ _11"> </span>prac </div><div class="t m0 x4 h6 y56 ff1 fs3 fc0 sc0 ls0 ws0">budowlanych. <span class="_ _1f"> </span>Ryzy<span class="_ _1"></span>ka <span class="_ _1f"> </span>związane <span class="_ _1f"> </span>z<span class="_ _1"></span> <span class="_ _1f"> </span>przerwan<span class="_ _1"></span>iem <span class="_ _1f"> </span>łańcucha <span class="_ _11"> </span>dostaw <span class="_ _1f"> </span>minimalizowan<span class="_ _1"></span>e <span class="_ _1f"> </span>są <span class="_ _1f"> </span>poprzez<span class="_ _1"></span> </div><div class="t m0 x4 h6 y57 ff1 fs3 fc0 sc0 ls0 ws0">dywersyfikację dostawców.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x4 h6 y58 ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h6 y59 ff1 fs3 fc0 sc0 ls0 ws0">Większość <span class="_ _0"></span>dostawców <span class="_ _2"></span>to <span class="_ _2"></span>dostawcy<span class="_ _1"></span> <span class="_ _2"></span>krajowi, <span class="_ _2"></span>w <span class="_ _0"></span>dużej <span class="_ _2"></span>mierze <span class="_ _0"></span>lokalni. <span class="_ _2"></span>GK <span class="_ _2"></span>MIRBUD <span class="_ _0"></span>dokonuje <span class="_ _2"></span>szc<span class="_ _1"></span>zegółowej </div><div class="t m0 x4 h6 y5a ff1 fs3 fc0 sc0 ls0 ws0">weryfikacji <span class="_ _1f"> </span>s<span class="_ _1"></span>woich <span class="_ _1f"> </span>part<span class="_ _1"></span>nerów <span class="_ _1f"> </span>biz<span class="_ _1"></span>nesowych, <span class="_ _11"> </span>aby <span class="_ _1f"> </span>upewnić <span class="_ _11"> </span>się, <span class="_ _1f"> </span>że <span class="_ _1f"> </span>prz<span class="_ _1"></span>estrzegają <span class="_ _11"> </span>oni <span class="_ _1f"> </span>przepisów<span class="_ _1"></span> </div><div class="t m0 x4 h6 y5b ff1 fs3 fc0 sc0 ls0 ws0">dotyczących <span class="_ _0"></span>praw <span class="_ _2"></span>c<span class="_ _1"></span>złowieka, <span class="_ _0"></span>równości <span class="_ _0"></span>i <span class="_ _2"></span>przeciwdz<span class="_ _1"></span>iałania <span class="_ _2"></span>dy<span class="_ _1"></span>skryminacj<span class="_ _1"></span>i<span class="_ _1"></span>. <span class="_ _2"></span>W <span class="_ _0"></span>ramach um<span class="_ _0"></span>ów <span class="_ _0"></span>z <span class="_ _2"></span>dostawc<span class="_ _1"></span>ami </div><div class="t m0 x4 h6 y5c ff1 fs3 fc0 sc0 ls0 ws0">uwzględniane są zapisy dotyczące przestrzegania standardów etycznyc<span class="_ _1"></span>h, takich <span class="_ _0"></span>jak równe traktowanie </div><div class="t m0 x4 h6 y5d ff1 fs3 fc0 sc0 ls0 ws0">pracowników, zapob<span class="_ _1"></span>ieganie mobbing<span class="_ _1"></span>owi oraz zapewn<span class="_ _1"></span>ienie godziwych warunk<span class="_ _1"></span>ów pracy. <span class="_ _8"></span><span class="ff2"> </span></div><div class="t m0 x4 h12 y168 ff6 fsb fc0 sc0 lsa ws0">G1<span class="ls0">-6 Praktyki płatn<span class="_ _1"></span>icze <span class="_ _1"></span><span class="ff3"> </span></span></div><div class="t m0 x4 h6 y961 ff1 fs3 fc0 sc0 ls0 ws0">W Grupie MI<span class="_ _1"></span>RBUD ob<span class="_ _1"></span>owiązuje <span class="_ _1"></span>30 dniowy t<span class="_ _1"></span>ermin regu<span class="_ _1"></span>lacji faktury <span class="_ _1"></span>i dotyc<span class="_ _1"></span>zy on ws<span class="_ _1"></span>zystkich <span class="_ _1"></span>dostawców i </div><div class="t m0 x4 h6 y962 ff1 fs3 fc0 sc0 ls0 ws0">podwykonawców. <span class="_ _1"></span>Płatności realizowane są z<span class="_ _1"></span>godnie z obowiązującymi <span class="_ _1"></span>przepisami prawa. <span class="_ _8"></span><span class="ff2">W 2025 roku<span class="_ _1"></span> </span></div><div class="t m0 x4 h6 y963 ff1 fs3 fc0 sc0 ls0 ws0">76,67% płatności był z<span class="_ _1"></span>godny z terminem<span class="_ _1"></span><span class="ff2"> umow<span class="_ _1"></span>nym.  </span></div><div class="t m0 x4 h6 y964 ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h6 y63 ff2 fs3 fc0 sc0 ls0 ws0">W 2025 <span class="_ _0"></span>roku <span class="ff1">Grupa MIRBUD nie <span class="_ _0"></span>była stroną w<span class="ff2"> </span>nierozstrzygniętych postępowań sądowych w <span class="_ _0"></span>związku z </span></div><div class="t m0 x4 h6 y64 ff1 fs3 fc0 sc0 ls0 ws0">opóźnieniami w płatn<span class="_ _1"></span>ościach.<span class="_ _1"></span><span class="ff2">  </span></div><div class="t m0 x4 h1b y92c ffa fs0 fc6 sc0 ls0 ws0"> </div><div class="t m0 x4 h10 y7b0 ff2 fs8 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h10 y965 ff2 fs8 fc0 sc0 ls0 ws0"> </div></div><div class="c x2e y7d8 w16b hdd"><div class="t m0 x5c h15 y3bd ff2 fs1 fc0 sc0 ls0 ws0">Jerzy Mirgos </div></div><div class="c x26 y7d8 w16c hdd"><div class="t m0 x143 h15 y3bd ff1 fs1 fc0 sc0 ls0 ws0">Sławomir Nowa<span class="_ _0"></span>k<span class="ff2"> </span></div></div><div class="c x2e y966 w16b hde"><div class="t m0 x144 h15 y3bd ff1 fs1 fc0 sc0 ls0 ws0">Prezes Zarządu<span class="ff2"> </span></div></div><div class="c x26 y966 w16c hde"><div class="t m0 x5f h15 y3bd ff1 fs1 fc0 sc0 ls0 ws0">Wiceprezes Zar<span class="_ _0"></span>ządu<span class="ff2"> </span></div></div><div class="c x2e y967 w16b hdf"><div class="t m0 x145 h15 y968 ff2 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x26 y967 w16c hdf"><div class="t m0 x146 h15 y969 ff2 fs1 fc0 sc0 ls0 ws0">  </div></div><div class="c x2e y2ea w16b hdd"><div class="t m0 x62 h15 y3bd ff1 fs1 fc0 sc0 ls0 ws0">Paweł Korzeniow<span class="_ _0"></span>ski<span class="ff2"> </span></div></div><div class="c x26 y2ea w16c hdd"><div class="t m0 x5e h15 y3bd ff1 fs1 fc0 sc0 ls0 ws0">Tomasz Sałata<span class="ff2"> </span></div></div><div class="c x2e y96a w16b he0"><div class="t m0 x5 h15 y240 ff1 fs1 fc0 sc0 ls0 ws0">Członek Zarządu<span class="_ _0"></span><span class="ff2"> </span></div></div><div class="c x26 y96a w16c he0"><div class="t m0 x62 h15 y240 ff1 fs1 fc0 sc0 ls0 ws0">Członek Zarządu<span class="_ _0"></span><span class="ff2"> </span></div></div><div class="c x38 y96b w16d he1"><div class="t m0 xf1 h15 y96c ff2 fs1 fc0 sc0 ls0 ws0">  </div></div><div class="c x147 y96b w16e he1"><div class="t m0 xf1 h15 y96c ff2 fs1 fc0 sc0 ls0 ws0">  </div></div><div class="c x148 y96d w16f h64"><div class="t m0 x4c he2 y320 ff5 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x148 y96e w16f h64"><div class="t m0 x59 h15 y0 ff2 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x148 y96f w16f h64"><div class="t m0 x4c he2 y0 ff5 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x148 y96b w16f h64"><div class="t m0 x4c he2 y0 ff5 fs3 fc0 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf52" class="pf w5 hc" ><div class="pc pc52 w5 hc"><img class="bi x0 y0 w6 h1" alt="" 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class="c x0 y0 w7 hc"><div class="t m0 x141 h2 ye ff1 fs0 fc0 sc0 ls0 ws0">SPRAWOZDANIE ZARZĄDU Z DZIAŁAŁNOŚCI GRUPY KAPITAŁOWEJ MIRBUD<span class="ff2"> </span></div><div class="t m0 x13a h2 y95e ff1 fs0 fc0 sc0 ls34 ws0">W <span class="ls0">I PÓŁROCZU <span class="ls33">202</span>4 ROKU<span class="ff2"> </span></span></div><div class="t m0 x142 h2 y95f ff1 fs0 fc0 sc0 ls33 ws0">82<span class="ff2 ls0"> </span></div><div class="t m0 x4 h6c y960 ff5 fs8 fc0 sc0 ls0 ws0"> </div></div><div class="c x38 y970 w16d he3"><div class="t m0 xc h15 y834 ff1 fs1 fc0 sc0 ls0 ws0">Anna Więzows<span class="_ _0"></span>ka<span class="ff2"> </span></div></div><div class="c x147 y970 w16e he3"><div class="t m0 x144 h15 y834 ff1 fs1 fc0 sc0 ls0 ws0">Michał Niemyt<span class="ff2"> </span></div></div><div class="c x148 y971 w16f h66"><div class="t m0 x4c he2 y972 ff5 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x148 y970 w16f h64"><div class="t m0 x59 h15 y0 ff2 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x38 y973 w16d he4"><div class="t m0 xc h15 y974 ff1 fs1 fc0 sc0 ls0 ws0">Członek Zarządu<span class="_ _0"></span><span class="ff2"> </span></div></div><div class="c x147 y973 w16e he4"><div class="t m0 xc h15 y974 ff1 fs1 fc0 sc0 ls0 ws0">Członek Zarządu<span class="_ _0"></span><span class="ff2"> </span></div></div><div class="c x148 y973 w16f he4"><div class="t m0 x4c he2 y975 ff5 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x0 y0 w7 hc"><div class="t m0 x4 h6c y976 ff5 fs8 fc0 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div></div><div class="loading-indicator"><img alt="" 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