<?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" lang="pl" xmlns="http://www.w3.org/1999/xhtml"><head><title>Raport</title><style type="text/css">/*<![CDATA[*/
/*! 
 * Base CSS for pdf2htmlEX
 * Copyright 2012,2013 Lu Wang <coolwanglu@gmail.com> 
 * https://github.com/coolwanglu/pdf2htmlEX/blob/master/share/LICENSE
 */span[class*='ff']{z-index:999}div[class*='ff']{z-index:999}#sidebar{position:absolute;top:0;left:0;bottom:0;width:250px;padding:0;margin:0;overflow:auto}#page-container{position:absolute;top:0;left:0;margin:0;padding:0;border:0}@media screen{#sidebar.opened+#page-container{left:250px}#page-container{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}#sidebar{display:none}#page-container{width:auto;height:auto;overflow:visible;background-color:transparent}.d{display:none}}.pf{position:relative;background-color:white;overflow:hidden;margin:0;border:0}.pc{position:absolute;border:0;padding:0;margin:0;top:0;left:0;width:100%;height:100%;overflow:hidden;display:block;transform-origin:0 0;-ms-transform-origin:0 0;-webkit-transform-origin:0 0}.pc.opened{display:block}.bf{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{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(){.pf{overflow:visible;border:1px solid #fff}.pc{overflow:visible}}}.c{position:absolute;border:0;padding:0;margin:0;overflow:hidden;display:block}.t{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;-moz-font-feature-settings:"liga" 0}.t:after{content:''}.t:before{content:'';display:inline-block}.t span{position:relative;unicode-bidi:bidi-override}._{display:inline-block;color:transparent;z-index:-1}::selection{background:rgba(127,255,255,0.4)}::-moz-selection{background:rgba(127,255,255,0.4)}.pi{display:none}.d{position:absolute;transform-origin:0 100%;-ms-transform-origin:0 100%;-webkit-transform-origin:0 100%}.it{border:0;background-color:rgba(255,255,255,0.0)}.ir:hover{cursor:pointer}/*]]>*/</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);
  }
  #page-container {
    background-color:#9e9e9e;
    /* http://philbit.com/svgpatterns/#thinstripes */
    background-image: url("data:image/svg+xml;base64,PHN2ZyB4bWxucz0iaHR0cDovL3d3dy53My5vcmcvMjAwMC9zdmciIHdpZHRoPSI1IiBoZWlnaHQ9IjUiPgo8cmVjdCB3aWR0aD0iNSIgaGVpZ2h0PSI1IiBmaWxsPSIjOWU5ZTllIj48L3JlY3Q+CjxwYXRoIGQ9Ik0wIDVMNSAwWk02IDRMNCA2Wk0tMSAxTDEgLTFaIiBzdHJva2U9IiM4ODgiIHN0cm9rZS13aWR0aD0iMSI+PC9wYXRoPgo8L3N2Zz4=");
    -webkit-transition:left 500ms;
    transition:left 500ms;
  }
  .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 */
/*]]>*/</style><style type="text/css">/*<![CDATA[*/
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77QYXiGPF2S8BIS3VhlyPmcWn/2L5v7YDbURc2WD02xhxz6mw6Tu9x6VOrjnSWrr7zsT2fYAwBQXdLoe84A3W3ApSquntK2gGodkCPziltFCSm8W+W5f3D3v6yt7/fWyYUpmfw30GX8ttT6AIFlFRViQooSkXbWbAMq8NkYM0Zrg7+8tmaRLNzEs2iud81HJ4GojJnt5NdwzxyDLwgXH4aLFvsGFSF2LmCUpCvoEplTbWvhM6pdLAlxqkKCwo2leW1/sN+s8T/731Z0PaczxILvlpwUzhSdgjMT8tay6XUL9FaCeJM903TO5v3ryyqZBJCqaQSvRNNuZE6i6tta8cVchVDkjTH7CmONtj5UGs0vborxUgZqQgXyzSNaw53rrl7Y8paXF5o3dHjB4fXf3QiozZblRpTwBL3mGwmY6wlEOlMmSW8z2bxaKSmZEfIURcy2Dx2icZrNTh4pdrrNoSHD/XWTQzkFYQ0MzAu4It79k3i16QGC0Lv+KfaDNdIokASAmIzkCgBdDdiOaAFJ0kjQ4hD2Ucdyml88ymfSIRFnsFlGD/757Ic/pE3RX2CdH1QuqdEcJyhaTB+quwYopZCQUNJQzGnZkIvJKHLhBM4ljqXTEKvCXUu4ANSctbHAl8U+ELAawY+JfApgFcOLtEloSfv+YFVbdaeUvuBehWHgLYGSA1gbjLnwIJn5YELOIhfa1X7GGvc605Y6Aqn4FkJIZFT4B5SH2qOpTpDmn1KXWUrXnkMLAf7U5nfUyxFkvDl9xJDzGePeZ1q/EWZXCYiaSV9/r8T+E0zT1R5wTo4R0+QCqwR+8/aHCWzgMxc4Fhz0zhz2p/0JxWWZ/AX4Nz8RVUT1TlZnAaek04nudjsN02FB2XTYMNTar0gHf0iY58JvXIOQjKyd2G2ocmGTH7RPFMHsyCYA7WeCF70H3jKhV5zYSpV4T81P3MEMsTVCJUW8SuuEVShrevms3vrdyzLcVISF8kYKRVoWddSXNvstpYnuoprgxaDzYmPy5Q0qdVU0q4279aHdxfBZ7d+bk89q9OxKoPXaPbpKZ1Zp88M5OM9aSNj8eFJv4sxhqz12cobIjyx9k7EC0egPl4m3Sox8Zqgn0E4P85C/diwB+f0owIkB2jHnH4cAM6Fb58Ui7XcWfxb8EPaOf1oody0JDcnMU6wTOMgXbPMULLq7X52riqlOekrak+Ad2aJy338IgclAQoC2XEOCMQUileAnbMiCSOtLBOrnRlfptGCS8G3Zn6h1YppliKASq+QiD5tCXkc6vMeuVJGSFgdR/w5V28NmRmJPixw5QZBJh4ok58JPqMZvn8e4koca8ZeneOkrbNfeQoNuhVYIKbcfRJTKLBpKIkFYlo3jR96ylMWTKU8Dfwn7XbJYnMKlmXB4XlLgqxIUnPONTtC5PQFJLACdM9JgaCeho9jCThV/limoGdfuHdZhm6uvAgNLveE6iNCVZkieUJSGhUtttKcAizirSKy5u6rvDVLPK+MLDly8urQ0vYETxFwsjPh0kBiZH+nE4/eMLL5+GiguPfRK0aPrW/ysJW39PHOeKw1wqsDzbHiZvyrS774mXt2lhmVRut3O/y8RKFS1E/c0m0JZSfuWb3+4QPNwf7dt34quf34MrejfiiRGcwYXcg+D+LfETnJX8PooFyWOTG7Qupw8OKzAFmvErz2FO+QQPLlM07jlSk1QU/js1gplSqlIL4irg9NryGWShVUhWpIg2Yggcbp9RGcZm5GQniz4joT9IrwjNeKnO58xvuvEl8qGSSf9mazHp99jzVk5WUf/5RMa3Ib9vud+H+xHMfizMyfVQzL4uzMX4T3J50umnfrK0PgCYNLR7ucsJfYBDYqWiXqhxEei+ngTPNhMSyHlbAObAm2HFuLbcZ2Ywewo9ir5V0DW3aM7MgfvKb+Gv8V+8P77es2uTdJO3uZXqzcKmpVxtOa9I5r9m/qbU2nW3s37b9mh8S8YrXe3L33qv6rmq++tv3a5LZd2V3G0TXWNaqhZfwyvNgobqSCUUX0qmt3rVnWGI02Lluz69qrJN6JDU4vFnsp9hInMBH0w6WULyUv/wLQJ1Tv5xNI7i5nJp1K+mpHde2oqx3n/i656P3Fx4v/LuEvfO+56P5zzyNeiafT8Y+gl7+lEqmEG51Vckn480QqkUjhQ+h1xoga8Bvnr515Mp5OJt0gkU4nwDfQHyur0evf0NUfQWfER5MI3ROpyg9TqcTP4RtwPzxZhu52GL6ALydjmZlOeHZfPJ7G7bWLKhJ48lv0sR+n4+koPMFIDKvsI16DfhjlAQpYH9aPjTyLycEnocEUwbdPtbZKI5Ln4Fscs4NvY1IMgE/CYACXm0wlV0Z8BzHIdZUkd+AjWGnm9Z99Hb68BOc7DNx+du7Vc8qZr0OCDycD1AXn4IR/Am2vTXifN1sjeN4FfpfNVTkCcVE4C4jXzi8h2mbc+CFH3XCCBCGPzqaWSgmbVe5J2dmePlfWbyRFUjFBSiW+bLNr6YFu53cpvRCPUfBoQVA181VS8eafScVby0Wtbz2L/7awotEtPiSncVIm/aTfqnUnzA09clZOKkw6o1ki5RRUsHP9zANGD4rtPEazB93LM1MHfcSds2+K90DZ1WM/rDE8Wh6P62IxKqrXQ8+w6ZQ7wTAUPHkKc2cHDQytPwsiWBmLzv7xlNKF9yaQg7WjM50Svcqrr7pYPBEV2/yDtqWqpaQAS6USNP4Q/DFCYpcsgdgr55CZoxdO8DRcKp4wnf6nPiSeqIZiSAmcqwaCPuDi5hvnPBhIVV0YpBfiPTSkzu64mcErt4lUtrjTGbepiMpHcdoag+0WOht5PNoctzNALwJOuS2Q90yafAa5GwZxYjF8EVne+rWcowhE6UTmt3413359Ksu6CsHzMwQIFt2sAn6qmsu5BcNERZEXUyEf9zymxh+GzUb8KCbD9CA+pdgEw9HEJLkZK0HqBGoGWQ0yF4gRKcQdHAIkUXHwvv99vPK6NRCwguKHX/pwd+Wvjs7967ZvX7G3z4s773v5hjq3l7jH6y5f/9Xb2g+uTM6sDy+/TuA1t8y+SX4N9iWPdZ4KayM+/TS+EgKIPEZFIs40tIUtZQ5zZjZFeJqweDdZtii3kFuwmuyrekXQAZmjHmm3UEDprEVKAO+oBHVKXcMR8mu0Ke7xxs0UXvmBKF+yR8wsUfkhDlu93piJinq/FClHbcyPRT+X20JF3xO+sI1SyEQimYIiEue/xbEiGCMR2fPfm2+dCoSVzoJ/5gW8ECy62HBAkDvkcL+BY01Ba2t+GqPwR08llCEuPY1/Ycpbx03j102ZQ5BeSU7W1ekK00B+2r5JVxuuwM0QVCYRVhZePbcwzhiIElATiwZYY66QilkJG7ACsKAr4jeMvRgJpe0Kok9h8cQ83Yw16fGmLAzU3cj4XVuKxkx/2hD0OJVLKWnlXzlvffaqXalSUKuWUCQhopTMr/wFr6pydH6sX/a6nZ27e7KjHRklZY00+H5stuDfNsddmsofNJ501eZ6IFf7DrkT80KveW919k/RpsJZfA38cwzfW6bUjna64DOJFME5phScBl1lmb47LTClNHx3qqzoI3trvBPRMcEGoIEmod5NZdkHvMWimdsAFrMrXsfV3KmWiIJF2UE8R3yH0gesdr+Bbrt/9cSdK/2pDfes7bm6Hk1nD5zOb2Y3ZhMdIa0q0Jo2JlJZuxMSXZGIYumN3UNLbjm58cBzt3Q21AE4X2mxmFZSM+nWzsTQeCa/bTjJOnO1fO21s2/iZ4kfQpvZVZXapJedxteVGczIUjYqRhFygqolHKhpMFymyqFuL6u1d2mFQUJbQQOFXBLEXjiHpAQN710vhwKZS4+iQUsWGVdVHJZqZCrGz4qkckqqMVhV2mAkYWaE0VsYyhiw2YM6ytWYz5vlVrueJkU40eOOGimJVMK568Mzr8zFpsQ1c2e7k01elpDIKEYbhDZTxJ/FPyGmMTeWwZJTMkPmLDgBhRIBp8pKzrbTICP8j/N7kk8w+4l9cI6cQ5NkkT0IPPK9ajSbwz/hjOltGklkfX3rWMHoKK8rRXs9Mt5rsnh52VetWZvJr6dlOp/ZlHfhv1IoRVJako3EE4M76jv3DYUcDqCVUGKCEFOSSrfbawxmTdZc0OQMIT2O4i+C10krFsG8J51GjJ0GJ8qMkfpX3x4nq7VeoUUDQL2H/nbmhSoLvrT8UZK+Jn0ReB0nKYmEknNyud5o5aS8x2L28pQrFnfyPo9TpbBoJAQQPW90wCPEepWNr3xZQktFqO+4VgF/6uAHZCKJVGUX5ul/zv4Jx6DL0WIBzPYsxuPTmB3T4h8+Q5MeU5+yHXbzZ9+dw4QaxBFzElVfzEF+CShDCBqCgQJGxpbx+9M2OSl3ZAOBnF0ut+cCgaxDDr4wNwWIO+QauVgiV8vfWhLIO1nWmQ8ECy4Wwhjq2/dmfwd+JNol9M2O+vYZoW+fOUMrg7B3WzHYNeULiwEL9WW+d9zFvXuO0gXsjqBOZpSZM6FQyiJjrCmfN2WTy20pry9lZcCETI5MUy7DX1GoYdcYteJ82pO0KxR26DXT6JgWYtM63Ibn8XMqCeKI2HFBloeITfhPyANzstTiYgwG07j4TIA0eTuUHVCWiKmfe/WS3Z1r8RFewXC1+NdkWqfR5NLI9IwpbLeHTVRlh0zjMpqcWinQAdTYlCA+PEcAwPNQriSkBVSl6cI2rVboX//s70SjogZMDSMdyAM0+CRstuInMAozgOYpdrVrGrRMkmvfxgMuXDXBF/tF0WjLTS9ef/tXD+dbbn5BOFb+ZGlYU65bXXJYq0c7rj/40kdHhu751gF0HLz3mzcuvWk0Fll+dHjpjaui4RVH4XwxQL9XFMUxB2ab1MFw8YmTGMfQ0+C6k+ZV5BooObTa8QoKvxfg/u0rEngRopvXk7IqXuYtnISQKmi0CmHw2nxRg8RBszIRIWMZQrKPFnMhr9GlU0omRWICEFJaJvjfJRhGfBHKqBHrfBpa3N/mFhbO4n+HygyAhpNCPh8cLMvyHE+Io6uVELkPTIrHoNSSiKSc44QM18IywfvN139RTHPUjJu3q2Vi1qh+o9Ad4tS+On9xtDksl8ihy5HI1HVjh7vWHt+QMLZeOToJ/oC0vM3iN9JSfcjtirvN7NeiveWCyZJwaUx2k0wfdGosvJKzO3j/kn1d8XUTe1s+NJevb6nMEg/CMY9iW57GUvjPyvKBpf6BZv/AgL+ZUFim8f+ewhSys+AgtJwOcOBMgxr+6vPT4MqpnqXRaaA57XSSPav10+CqSXI9sp5aUntRev2VCzPrnnfIxr2PzPaDjYfPHmnftzynkEFfB/0bHe8Zb8oOFy2eji2t21k1JSIpTr6jOFpv50Mt0cyqjiQtpqUkDGW0DasPdq45viFpqVteKG3vDx8fvHtXk9ZiUSgtEYfBrhKb7WZTsi0U6kiapLzXZnVrJeZkW9BZHzbYPXaJ1mvTOXhO43EZwsMH++omlhQUuDi+ZDuaZ9ZZuahZFBZy24UpIWe9u5qznsY9T/EhpWNV1OSD0jqtHKPWicYEvpdEaz6C2dSS0573mCMWNfOqx+ZyxDP/pTQoJSSjUYBPi83x1lihK8A+ptRX4njlLrBvSyrzzTnX8E2JPuy2J6NhE/4dFEqIGZX8/KsJ/Iszt6J5MIsRxyF3bcTansZyuFvIAzOmafynUxhjn4bzoFgks9Pg0FR4FJrGIYzD+Jr6Z145V6WvgtZrKd6awkVvT7+i9nfIvx7vvGl6d3HrcJ6nUPaV9pbWtuRXl13Gho1dlmQ4qBXyr0O1/GuHtcu69aHtuee2P7K3jtXq+UzC5BWSr8bMYD7RnTKKSMLsw9M+lH611WUqb+BEYt0dgm+cgHz1LdKNJbF2rGEy0AA90CnGaGRS0/iTcMTQyhtP5vOkexqUptQrm6dB05yjXBhpNT0IFkYqQqCtXQzsVd3NOVFJzYkSb5UOPblr9LZNzX4lFx24dvKgf7AtoaaQ/6J8dUsSA/u63EBX174kPHHPmlDl75pwa9xSzCW0hnh3MtGV0IPPr/vsgZZA367bP7Oq95GH7t5ZlipUaq/P6tdRDEs3bD3WrTBr5NmJu3fnB9J6SmVQbLtzmcvVMAh1HZuVC7q2YYGnMSX+85NisQ5GJ6+fxHQkDE+uPmkcpdchwpVEeYtaan0h8QvSuZp1VlUI7wXDo8oalPn1Z+otUvC1mf+APJjk1fjfOT0rIZ4yh91O9XkXDGNFUqWBI/7CmILWxpxED7kTgfVBXfyZ9ECUymBtWP+zWBTfjWkwP767TFlZl1UDf6nsWfwxqLky/vgpKlVHhqaBesqwsmUaaBcUM5dqhCYIX2pra4sALRcl5uyxFj0BlGoRI3DTNQI1VJNPQWg1PMqz/rl0aHLv1i8eaHK1biilhups+d2f27HtwU1JW3Eo3bCh1V15beXw0Go+0h7vWeYw54ey0a64Ydvm9dvAqtW3j8UCw9cuza0f7nKYy32rsr3XjWWiI/vbMquXtJjtncNr8NaW3r5WezYRNQQ3z0x5GjJJkyGVbXD1Dw1C++yA8/Gn0Eej3HfdJEp1P3kKpbrrzuJPQEGVoXk6nZIsMs8w8sRNk5L1i8zz3AsL1nmJBDPxzhCfJX6qjg1fd/rq0IqenBbqS0ExgfKy3MjBPq9gkoFt944FGg9O7rvpsU3+yt8NyZ5kojOm58Nt8frt4LX+xz5zz64yo+K1Prc9qJdxamXDlmNdCqOGyW66a+WGzx1qGf3ML9ftuAtaY+NwPLskaXDN1Z8s5ipfErjKlwSucmWVq1z1PrkK8Wp6z8nrbjsx7kvtPXkUHv2Vv6kjfYV0T5xXRXvhMcHj/MHv3Ae5yrcPHnzpI4iz3LDyxhXhwNLrlsFjyL/06FxdhygFvXv8aSyAP1FmOStHw19Mr1a5VgU4JP4aIfgZpC0vIANE2aiLuMA/vagCH58vqmAlqKgCJ+BMPP+UUFRRq6mAMi1iTYjb/M+ZmAv+YpnnBG7jhfhuhcI9eIaPiYOrlZnFtKZQgF79XUjNoiSl4PkuU4Pw5zoISz39hVXtcTk0KLHc2Lnp6vKGu9fFje0Hxk6D/0b1BxfxmXhfU8FSbDM7zSjY9AaNbjvv77uiI7Vx696meS6zFHKZM3CMK7ANT2MJ/OcX1RhM43+FXKYN8tyTdXV8FlEYYaFecxqt068WSM6FSDZPZWKXYzH/6PJ8Hfe+lucJUqYsjR3pXrw8f+/6j27OakxWTmUJmNHqvNmUaPVHulLzBMaU7Ag7iojA2MQar83g4FnO6zYtEBgqs2Qczj0jxINzNf6Sv4i/uCB/oRyrfCaIiFedEiECA5Eh9cHpC3EOLXFbEh5PwszMzLJoiVsql4GHRcZwSzTdGVLvY/VoiftjYNuF9MUQ9dtjPpcK/y1a4UZt579XpS/C+jaaoxfxF8RlIX9BS9cN1UVlgb9QZ8FV0NHo3wN/+UDLx1lO9j6Wj5/d+rm99ZxOr6itHtMGi96YHoAEJm1Cq8epBfpC4Im1H67m22rrx1ga68T+fW5ttLu2NtoNQqVp/LFTjNnMZJ7BrxeW8hXVBVIMYwBLMMW5DFoRMZ14nPROz/4RZY28c3/wQmwpy9QrW4XUWus0KE+Vof+9cB2zurI/FppnQ8JiabewkP9PecDCOulikiV+LyTr5fr9j+4evWVDo0fBhvoPf+mgt685ysJ4gECY5s12xQevaLcDvtDSH95wx8pgpaLyN8fM2XRcq491xKJtUT04seHzh9oW0yyZQiVXqs0aW0BHyZVM/eZbewWitenDV6T6MiZEtLbfNeJyNg5jtXV9OXEW2qWlyrV+KazfT+O/OIlpSRXiWvrLcq25RfbsZdfYeU11hf0SRCtXX58RaBbkWbX1dYiwORjXmeespqtWYNAF4mcvQbzyzyDidcEKe/M0fsMpKtNARuZ0GYF0rCwzrGwTdAn9rfYCXdaomVBOdyE9Q9WfXbIWIGsGsiYgLQNKBMQdQNwOxG1A3ArEOSDOAnEGiNNAnAKyKJBFgCwMZCEgCwKxAxB2QMOus8T7685CTcOFP2CuYOfyrFFwBJekjS83HDixb9cjV+QdTeshbSxaczs/u2P7AxtitjykjeuaXZXXNaFSaGRIG26Pdy2xGjIDmWh7VDe+acN6sGrF7WsT4aVHBqvEsalvdbb/6FgyOnJlR2zlQIdFII4NrrxPg6hjPGoMbZg542nIJo2GZA5Rx5Fq3QRGPC9wx1asReCOj1e54zR+/SmPWq3PngVl6O0hiYQwKAku5o/IAgX0e1cOeZkiBTj5FqoUkjopdPAUHSkPxt5LlYItm4yAn/Q/WqWRWl3IYvUZKJZjGyaOdVlCuYm7a3UKu277VGL7XdU6hexAxijj9FXfuGL2dyLzYi75sMAlHxa4ZHaKnYBcMjtJbn1feS9z/dXPXHPDqSuSDVc/feS607tTlb/acgPx7EDebM0vSWYGc2bceNP37+7p+NB3brrl+8d7Om5/6cNbbh1yhJfftGLzbYPO8IoboT8wz76Jm0Wx+bzXJ086hLzX0ZPmcWElaEZYLL503qs0B6a4mbEmfZ6klXmKNypJXCKnX2cNFkiTonqpXcbKSJGMpQjlBkqkDrgNLgMnPiajxTghoaU1vwQdwlJRPVaP8JLH/7iQ9/oL5IZBsLOW99p9BlWtTqCk1/ZJ8eY5dviPJb14+GiI4TM7dVaVRKw0ar+SavaynDPjSiypC9BSulaQuHx7YdWxlRFD074VN4LPa7TjZq+elmgDTkfc71Y/mxxqLRoNIRtnsBogb3RqLFql2mHVBHu2NKTX7zw6dE1OGGvf7O+JdjjWFdiViCN+7m0c8UeII54FKqHMM19muLvqPl2H14o9gaqshJzxDaUd7LYDRBsn+GkQr9kPnC9je+ZzX2OXTH7941Wd7a2HPru2uKE7AZkFoVRQvoZlhVhH0mgsLG+cQM4erTvtiHQmjawz640Pl8MyMQWFSFJcbnhHeeC6FRFjsjOCkrMgN3JkOKDQGjiV0W8O2bRGrcaVtjkybrVY47aaXCqx1pOxQbGqDVY9RBqL1spzSqtF42wZb00MNcUYQhwqjwg1nW9BzhXCwtDT1E/FHew0vvWUjySx2DT495O8zxSfBlyZEkUckOk6xqktwhoI9P2IMS7mju+hPNKKC+TxhIa9nrbEXWgFrtLBahRiaOgMaKMt0eZYui3IXS+Ry8SVTXjldeAGjYn4c5QcLWPKqefE+ojX5Hc6eVBRGVkJCWfJzAMynQeXV/LVObF29g1oJ14YcQ8+jRVwfp5DPlLWYIrGPyjtJ+z4FfaH4IGAdpCfBnVT4U0whkgKbLJqEnNsElrFYj556XJE79vTYWgaaWslH+3tVz+8JrO6K66QQEIpocWMp7Akk+tL63ftNkUCHpVRY7ThVpkCrWEoZJVrGF5nYMfunciC0eW3rUlQnJZR6Nxmo0MtZtVKfbDO1dEhEouMDvBTlxVGkRaLz0i/BAgA/P37a77z98TdcK4kIXa0TQYgZOyay4vtnMIYOB0UT0WjatJmK7ungXJKPVGeBvI5Zwq9AvcB8mOSqiDmmdvd9bvvHx06srrRrVQGOnc/uMXVUR9WyiCM0LQrUfY1jTVYgTpR3+Jeft3S4PnuHj4WCSh1wUavr+hTg3UrPrQu5Wpateem7tLtNx0czcDgmnO6bT5eKqWkoZ6NOVrDymAYNNbVJ5YrqYFtJb0h2ijYgGf2TSK2wNdeq/G1VxBfg3H+rpP6TfSW98zXYmgdrvKQWOVMe9ONFkIMbqkkObVGiT/JahVi4jlz0GXhzp9XKKUEKdeyhDVVKCbF2qDA14pQFw9AXSC+1oPyYnF8q0DPtiymZ2dxtI+oGT9c5qh8c0Mm7heTod8bJjp+X1PKQgne+8yLVdFvMcOp6eeB+j2f3bzpkzsLxvzyunh30pjd+vFNE/eujeoTvanisqK58kb3oK/oVSm9TbHeZp061JVNQKDXBlsi6fYAB8xde/sDDhjz+nvbSiZdptwTbd7eF/S0bygFukp5nanY2gdejTcorX4973c5Ne6OitUS9nshHQgGeFPYzvFo3RXH2qGMjkIZpbF2yHVsGWimpzClEiuhk4BWayyeBXIY1zYDxWm3WxKdME4DdlKy9V24jvid82UiyTw14AVpHGX9Hbsf3J5c3hJE0QVKhtKBhiWJ0ppGO1Bn6pvty69fFqzb/sDYwDWrSl7uPB9q8EFD1fR08/FIAC/V33rzodU5RqVi5GojZ/NqJXJWHuzelGcEM716ydBtG7KO0uieW2x928pmY6TB3dsrYTg0/hwc/xY4frQGCbkOj38SGoMdvw5jMBNITnETnmmQvDTXEb1j3mxLbNOndvUdWNno5WKbPrl73yfGfJXzKm/BhxZt1Z6iN1hwKHD+hu8e73U1rb/63pEbv3tXb9/xb9+6444hR2jFjSu2V49wPh2ChlwWRaEGIih3duQpK8dhehrtTrr2pGsc5c6Uc7wCUZ8XBFC4TOKsdAEoEGWSkktm7kNeH5197SmtCfIh6Ch+I9VYQlZvWC/5glQuI9ea3DqZTOc2mbw8he/bSAE+6uHtPCu+g4TOlYBwef4Jiveitd4B2OcRUb1STPxyFr0fhjLuFd7/uxjJPAJ9xOFavqS+mi/ZVsuXgJ8i3ItCmUPcC/0TcK+aMzmsUa6TmxNud9xMVyYUvFxMwEAQxGhTuCWdaguq1in4yo145S+ABaFE/LG52p3HJLqwzxZx2zic1ppYiZhWMjPHo6BSiUPdbFiMd3W47nQwHUwjvPucgHfnlM4TTvwK50PwQDidZBHhXXQTdRYwAt5x7x/vLrX+UwW8agalvWHvZ7fUr+sIMShMl1ASyp4brkv0Zsw6GEqZ40Gfyqg1WXGftIrq0sp+fca99PiGNFg5cmxdSq5S00q922xwqiScVqX21QcgH9KIRCKDA/wEQp4eQZ6B/jaO+/qvRLpsq80fhHcNk6E6RGFQ2gTi3QjEO4jxipPRKOmFxyrWMXOT6V1w7qIUBajinBA3zuPclvyWj4wNHVlZ55TLvW07P7Hd21nwMxIRjvbGSZ3pFn/zqqIJd1+9ZORQv/tPnCvvSS5zaP3IfXhVYGL5hzZl3U2r99zY1XjrzQdXZaVyJc2ojCq7TyuhaCrSuynLu8PDB9Z5Cx6NUQNxzmiMNgg41wFteGRhDehHtTWgV2trQLtOGt8d5xYtAY1AdiKpfJxUOVK+TIOFkIKbK3GUplNx+BSrlUvmoO6/aXhehTrGFLAUEwLYEVge6mEC6sGFJbAmhHVBfCmmwtz4SJkyy21mFfyVJs9CAMSwenxbmZMm63Mxd1BM+H6vmyi9QVwe68SXhDrx5VeAJr7/nbX3bc4aMkOFaEfckNxw97oNd44GVq/NDGZNlb+0drS0K911wcYGrSbUHPFkXdzgQM8g8H3yIVvLtp5gf1u9ic+UeqKtO3r93vaN9cNHIsZCcy/4drK+LqELuJ1qW1fFZYoGfFqV1x83F0p1AgdDslhVs8ncpAWa4rYpBdZwFh+BVAACGVr5gYbJTIUnYOSuqKHZ3MrPK4X3tu6zCMeq6z6rFP623Z/e4e8vRVQUysnK3PnuWOuaegtQxQpNrlXXDrhzEx9ZM3zNaJ1L/nc+UOcN1HmUqJYtvRwvN9x689Wrs5RSpXR47RDDGJaJ9m7M0BqlLDh0sH/p7RuRrV5xo3EQ0i1TrMHhzvs1hvk6FdKDqA3CMC3+cXhqwx+A8boRjEyxw5BpLp0kl10uXtdeolDl5m/cdOtXDuWbb/7Gzbc9fyhf+ZO9tKqueU2DxVE9mvFjn/j7E2MrHv2fT3/yzS+NjT76t0/Jj53aGS3seXQvPEbye78ozBWhVoXUw5jd/DTmwO8py3QczdDmIXIpKpeCqPVS6tw/UqjiolmKhCEcQ/x+LypU8ZhcOlZ6iiBFwi7Z+ToVtD8W60Hx+n8txOt/EOL1zfNbT8HWM7WNptNg5aR4ZHHIXt3V+g+UqgjLOo65UpVfNg+FWF24FMiuaI4wMoWMxCWUunHsQBvaWmrouXnn/eD/XnZrqdtGm2Iu3q7nVF6PUdhaeu1dj+6obS1FtSqzvyMeRHtLUa1KAv/G22L331Rj9+UXbdGc35F5urohcxosq1nQu9aq/OPh+oP1h5+9tnXvsjxa5WGVdLx7Yr5QZZtcjYrhOGb7fKHKaEdCIRHCdSnfOHZl69p7N84XqoCrBo/vLGnMVlZlDjsiLpPdZIy3hULtyUWbMNuDTihMm8cm1XgteodOKdSpjBzqqW7CJOMDtTqVN0We2h7MhipvuWpunUdV4y1L5zc3nhT2NlYrkz8ocRF5tKrHGEvS7Y1bmIpsvlblRlSrEi2iWhWVFtWqPA6WgaP5+F8pVkbCyJz6a7VYJRIx4Q8yHCUSM2pmhozhB2eeqtrFEmgXx0kF5C5tKFZn5rnLC9AeGmubCPNo72B0EEboGwTGUjWBS673vHe+Iiz4EAv1KqXtQwmlVEygBR+Zr3lt02UqVji73aFGNSvg89sf2VOv5Hk5a/DbTF4drTPpjOmhfLxHKFsxLd41eA7HAUhW9w3W6lZUYuL7ghxiEMePC/sGBRz/Zg3H/w3huAppUdjI98+r5bhgE59YiTbxoVqOhjzaxAf7V6vlgP37gYBlHbO/JX5a28MXPFnNPQewMFYG/tMQxsLDaIPcpGTZBfHY//OyBfxrSx59+O75soWAnlJqlA2bj3UrTOpa2cLB1tGHf7EO5ZtdjSPxzJKU3iXsWcSfwf9C/odKImKgh75PqBW14C+C+8mfwzb5fFsj/m38iHCdYr4tDz+7R2hj59tc+Iv4t8gfwzblfFsLvG43+Qps4+bbemDbk8JnVfNtUfjZK4Tr1PNt9fC6KeE6zXxbFrY9ILRpq21QTw2zHvwv+ICQM3c+i2nAb1DOHPymLKMMT7KHXE+S1yyGX89F8Cu5CH3xv4SW37Ry7MYhDzyuWHPjoPf7Wnfa7k7ZlRp3xuZOOZRfXvuxrfnClo+Orbl/W76w9b6N/RsKvKm4trl/Yx4e11TnuWU2Du7HuyH2WiD2gqfLlIC9fzQfJA/XsuUC+JKXyZaD+2W832r16aiDnJYhcTElexy6IZvB4lKJTkHiShDwBW8sSnG51aA2QMDagotwQMDIEPWhcTaLH4GyyWK5pzENXn864og4MEjLRssqmeuLV5ivM+Nm3Y/9h5j0l4irq6HsK2PzQCv0Tvxeiyd4/IicrRg5vUIM+8je5IoaZPGoLR2wycSUhJBook39odbxVocitrKnEwQZ1TVBN6m0GvUOs155gyufCGm8UZVWJdU4TBaHxsCztsJAzNU2PN7a4hZkmoe63gPH048texqLgD+V5e1d7va8u73dnScUhmm8WDZjioZHMmWNoTMTf7ypO/gvVivZdEh2guOfQIawUCgx80roPdRJZC8G0Oyi3Oc8eooReOJ7MqsOt0d78g4ZDIRoRmKJ1HtKLSp/Q6iBZqSECBKicmd7PO0ohG1SOYUTJBNuHIw1b2qyd/b4W2NGS3mswUorWZlcbTfYzApOEY3wHgMj5iy81siKU1F3UMkrrT7ozyhGr2Ut6e5wxwYVTlhjDWguuGbj+Lfw1kX1nODUXHx/R5nlffroE7Xg/iB1+J2C+3cqiFBfgJFECv8Wy6yndF6hsr/ydRpCBSQCkr8RKmfK7c872PW0svIc+Ma/6T3e6+eM9XpS5bToXGajHNwhlkoIIfwq+8Dayr/N8SYPvhsvQb44/DSWA3fO5bLBf5UpTFH83HEY1uPO6dmvnIymOtGxzGl0nahG4vnIAdmX1PrH5/SMQCMU2vOBqyO02SS6BN8dX3G4x92S88nFMMAlpWKJPlAXdGU8as6d93nqzRpWbQD3wYGIWEXlV+qwtnlzuzddHm/zwLiWYTijWmPixAwrh4Gj2eDR0xKVDqw38VK1jQ/5bsBNhRVze5E8+JPQvqNYGctM+nLT4MwpSq+nYvCkzGJU+pFgkHR+gTtU/4WaV7s4ll/k3t6Ws9ZeMpbHnwwN7Gldc7DVQJvTwwcGDamQTSFB620ygytqjjUHNaaRdPPaesu/UTqPyZnXy01+s9lnoNONmzq8hfFbl4Q2bljZGoD4KzeZDBYlCb2PNd3m4YyO8upWS8AkV7HZrpCKs/ihfqPQRq+A+rVhPoj74P9W89Tgr2UZpiVUzxsP0IffPUtd27qPX0GQlLjypog1BmyBhI4QA1PleYUcJWDAm5B+icEftBajTjHzkpQS4zAGoPEWb4i3aaQkh7aVwPi9Hsp8CsrcBrG9Hut6FvOCSUyJ2cFkmTLSFqMS/kojZwGibzkwXWakoSTh+rT2UPEh4prLlG965kL37MWROyAWIvfsBYE7PvWFBzr2DoZ6+q1xp8rXs7uze2eHo6XUMfSTRDwRZ4wByzKOtcUcRq+ByRXrctS+vbpkf6683sd6Y3lnciBnNaW6YvVjDs96kHK7vHalxaBXxCrPqW1mk1JpMts4n9+LbC0Lx/0AHDfiNym01g6eEvLPddPgdFnhKz+CqjS/GD6k/7zkmkvVZ3rm883Zd+A5kiixiObgD1CW9MiBQVtdwsPAiUQrJOZA0RNvDWlxhcsf1beua7RAU+wYO9Cq/yZQmHwmk8/A0Aav0ZZ/Lbxp/cpWPwzNaUqhUUTtNEPZUm1eqZKRwJi40Dje4SuO3xrMdIbUnNWvM/vNClV1TsVm/w9+C/6xBX5wSuAHpxA/+DR71PUQecPlwvO38YNbXN37BpbubTU7u/YNrtzXbPw6o/ebDFAhCqgVi1dHga4lR0eTyZXX9PQcWZ3Krr66O9cX57Wxnmzjkgini/fMrdeAh/F7IT+wI37wTJnRcdfRAIXnR8nra+H52DvF5wsU4WGpzm+zBiBFUPGMCIhp6QkRrbLDCFVNaiQwjEPbvsB38xIRbTJwehVNbsQhLcdJsUjoRxwKqQXKJ4vy3BrcewZxhAgiCXVlmUz3mP+oPP0ZAotBbnBRBP4+mEGLnKm0qPQKkpBximtRBWjYbY37zDJSJhZJ2GBdX7gEsU8Z7MwNAjHLtnvtIs5hUhm1Wvkuk9/lVFu8ChUrUdl0JoNSq2ZMifagrb6pM1B2wzG4oI474RgGsasQL/hjWd7Z5+4sujs73UWCgbzAX05iTCYTwOLKOK6J39+CBQAfuMfGshrMprThhT/awAkbsNnIlqPPa76nwTUfE8xiDCHknr1rxgT/umYM/ROWXS7NG0SXibyzFwpoIe6GzKEzOry/PdCR96ukNCUzBYpBW9gkVzhzgRIlR7jJSFvLjcGkJR2ySqHICECI6WDjQLRhrGTjnClnsBTQfCXZnzHLFJzKbbNr5Eo5ozayKouGIhUGGL3IRQGXycNyLKnQq1mtQkppVQwfKvvNSb9VKjL4UnCuKGffxHfidwr8oXQRf/hQWQMD7eej34vi0ftrJOJa6voFEjH2QViEJIXvVDBlmb7GIt6glDK070XyMqFyJD3BrFNeppSVX+D/8vC007leXN3GKF5Psjaj1qrXykGXCMpDJIEwcKsVmCuCTSegPbTgx7A84okJyCHcYXeYMU2DN8o0xrycBumPnLACq0AiEp3oWFbrjJ2QKsYeChx5nv8ej/MfrRnAHIsYe/dNIt4LWARfJRFV0MVbggP7e8IdKRsjxcUSsczgywctYTtX1xRoNGlYjQ7cJFfIFZX/VkWV9etb3S+nhuvsUlrBWG1w3ogZBU1p7bzPL2G1IMyrrD6/fSsO+GgP8nFBON7V0P4RgvVNelLT4OQpiucpqLZTZRdG/TwO4nef8H/F/7Kf8PvJE/av2HH73ezR5/Pfy+P5++ZGiqx8bG6gb+MT+DvyCe9iOrHa3zXR2Lujze5YcvNGXSJoY0QQpCVS3ha0hOrcSmNXqHFp1vB1R1AX1dFau1Zr01A/Si5vdPqXXNnfd8vGAimlaTWvMSpIKChDMIcySJn+QjyqYGIlLyc3uKvx1Zt4PdSxpcoj/lpb7/YiHkGq/kV/hL7+UjyCuMRqN7yPiJK8QSiMAWsoaSBIbLbyn4xSIQev0UpKhDdzBp5XVNISClXHKijwE5svaBUpTIg/WKHsd0LZo/x/C7b+WSwITmAazI34g5V1VNe6k2fBaZT/hzTOTp2OvBj53xEikiNP+r7m+4GP8N1lOPq9JvBsE2i6u6qLqjIKY5fkFe+w/I2Yha/GLHhdI3HB2ncW3+npuaKnc2eXV+VMu0wRu8rVtq2zc2uLvSlX7vyBJx7xRVOsUUMziN6prDo5KsZOBU9Gu5ImbaglYogFvEq51Ruz+poTRn240ZvsNlmG/8fitJuMHo2U0/CVV1gDr2Uorc6okOtUtBPZpgnKpw/KJwhtc8mkIYRcCsYwWAYaadnjeLkIinc/b/6e+edmwmwmfxIHJ+Nfi+Pxe701R3zPvHXOm+fiNe+L3e6F5X0XwXcW73MO3LzRlI065KiMxuiO24J1HiUwdoQal2UNXiiPnq2t9q8zkCJqbBpaCh2oNgnWDR7bmBVTcrlG4zdLKZkhkLexalOmJ55aXnL5+68sJMpQOAa3zujWUQohVxHDr8JvIW0qiQiaCbRT1ObBrwcPk0bYZp5vi+PH8BbhOst8mwt+tlNos863KfHr8Z2kBrbZ5tsS8LoWUgHb7PNtQdi2WvisY77NAj9bL1znnG+zwut2Cte55ttMsK1PaHNX2zAwG519nXicTGJazPAspgVnMBq2npmilCQWQ/UHP4M2WSV+IFtLowKxRCRTm/0Wh48jaOLjMpVFOIeTjGFRfa+WFf0fNLOkSh4Ki8TaZ39F5kStQi1AA0TxcWzVs/Apv8YojAb/cUZLwV/7UBMFXodh4Wr42gln2esYj6XBz8qcffmDfesfbNlaeNAUe1DpmYAdK71wDgWAr1RZ3fwkqs2gt/WWfBfS926kEOyl1GafzelXERSxiVJb/DanD57PPOrs3NUzsrOkd3bs7BneWTa+KNc71Dqnlpbr7BqDk5cRh10dwiWG6iVNxhcVerta76hd4uApBglNwmqgI0Xf1CBRqOnfliY6feHujbmmzV2+YPdEKdrglHPuumAg51SoPZmZ8xdeMF6O1jsVnKcYDOQd6AJM0Hftu7FUYowTuHIChPGSaCXkyi5M/zxmIFowlmjGHPBIEnUCTX4nhiyem2ElW9N4R/fGeoO1abyzZ2Od4V6FNWItpdBrcxx/cR1Knm396OracdPyPc3G244vu6LZ9CEBu0dACTeLhjArpp9kdF+Gj6cxE+wAIXQgWUot/mphVF8hRieQgQK0FR2xCtxMKSpXy+UsfcMxtYqS30873UHtXloODtoNBrtLj0uHGJ3XYqEmpGKamrnKiJ5bBk14TLQGMh/blBxXPg8faYcPl2EheIbXHn6u+gUItaejhy5OB81949EC740ZKwNKrdJ4Y0s6k7fEvSaJjKGVtDfV6C4uK1q4UG/dfpCjWXBDkzEUyRmP944HogWVVmVxm61ymZajrZnukLdjYG3DQXs1P9IKXHgY6qgZ806WTdNEy0mXiww8BztZgN3VCqrKzAdsi76vwYcih4W0lheS06oIL8xpVQfBV5NaAA9H+rc2uBvjdrFUQskkpkDa1tE7MJanOY4qtvUl620pn0VKUTKWcSdKgS1XDHaPbcSNDasb7QynFkv1DoONVbFN+WJJb7foWvLherVOrXZYrbRMzdFr1vds0Yio8Wqs5gNpvEvUB2MiD+acJGg4ujNWp9HjkRifgYOTIC3M56zQyBDDRJRrjl9mq/SyagcEylF16ZodXr+l8isxIyPl9Mti1hi0NwabaeY/8F/+CufqjzEKBXNMxFr0kQIPjslVlEijrgRM4F8ro0jePcCNe6BvSmPup5Ehoh0hISRu9yXE/c7SnqeGb2OGHl/39hZf0W+USGUymdTgjtm6hrpWWOJ6jcIHRuRKVlH5my6my42WnXi8fmOHV0rLSdLq0ploOV3uqGuleQNYEjG7XNbTOGEpLBNkmYVzuQjtJIAVUM8jsOc+H2lDPedgzzOL5vSFPa9Gb7zOWpXtojoQ/iKqV3S3rK0fGC9oZPpwx3h7Kg/DcYYhleaAJdEa1gLH2tS2tTfn6jzNZqUtZrNFrAq8jBxTYdNtA5Hx9Stb/HKRlLd6dRKZNNSxOsl7Dx1pLus0LSszPO/LCPZeD6J4WtSJ6TD1l6E3asE0aFYKlrDA6cD8ilBGEDCeJsQy8g8yX8RsZ0kgq7xgsYBTGrWI1Fj0OvnMM5DeyDkKX9/eYoQcLgHseCOUlQHzYSnM+5ROFgp5PITluZoDTAj+Z17Nqeo2jLkvJ8/Nq/pt6R1UmOH1KUAtvdN47KbDx/qWd/QcOVIaLZjauocGH8gUsjnGEnUm4/JSRzFbKtU14Mq9147vKE1E/Gua1+80JdpCdWv9kbWgKZLOhLVOu5Uzlyofj7S57K3xVL72PUZZ4BP0HYL69k4ac8gzWCySGBqDr2aqEqL+Is8gQl9kuMhU306g5r6LRhhAUWaMdG5pj/TBcIShSZ0jYk61R7TAvjJWGEjqXM1r6wfHC9rb8VK9I2KRp0redvzXkfGNo20BFS21GF28jJEFO1YleZe1uKzQMN7uK4zfGj20TedPmxvbrKiGBDuNR4itCxgUhSooQQyKQnstvzcMilga17d0rCnoLQ3rWzvWFnR3KMxBS0McvZYjODd0/WgsPnp0Se24rHtdnr/y6i70KtjcSuwFnCE2wtjCOCVn+C/D5xsxGvZAJPQAgtBLcwmQeRS6GIQYmqncKYdx2+Hr3BRznHI4/ZqdNPNXi5Y3W7TgmTZNg0EvXSEWU7KZH/FV396BfQO3ETuxCBq5Cj7PDp8cgkd80cgXwIe4yG+DxeCD2wyVcVar1B9xhIx0MmuKuI0SGU2x2o1tuaGcSRnozO8CfgM2m+c9vih/2J6JeFXeBKtm9XadkVY6DJGSx97QMpjejPrWjT2Jm6BeylhossE1TURPmUxkNPA87F0O9lILj0qooQaslIIdTX1g8AGLwMcU6h4vuooRm1gqpqQSozdhbe3sXZmmWVaWb+6OFy0JBKmUTKFb3bthR3/7yjXgutSSjIlilaREY9aY5aw8F0tmNSaDuhD3pJRqpdKiN8pYx+BgaSUnki2t5gixL+M5Ym0Nd6xuOLozhNNI0wh3SnDalN837uT4ks3jNVf+BPVL0vQ3xAqDz1bnL1HMa+DVH4KDyf0UTVP7RYxe641rQA/DyghOWdmtB0crD1T3uTyJa4jlc7gTreFOFOJOVdqCrN837sCe13BH420fL3uzPr1EKpVJpXpnxNLe17rUFNWpFB7QyrByxXk+osksa7CDe1Ij9Q4JRYtIg0Wjg3M4V58sSFU8MPsMFovhEzhuSHRW/VADnL9+aCcBLFfFnWgNd6IQd0oQdxbm8QfCnSzud5ZHC33rsmqpLti6vjmekbIMTZNKk88UawpogG1VfHz0aDrvKhlZa9hSlwOfzixvcMSX7W/1LR3uLThpkURltGugUbnr+0Nq++Zt+ayaK/RGVO01joU9hXuI0TnMiULMKUHMKV8Kc9TzmOMhxFLyV1JP2GSTiyqV/2U2g4dUasLB6bVqpsKpGDHNynBJscCjvEEBe0zwczro52IQc2Ran8/hIEzP1RweFBzEnDkVc++AOfyFkMNfjDiR66698vruoebOg1cd3Nrc3td/TyqbSqfK8Yi8oSWXqqvP14Gr1m1fviqz3OcYzA2tWd6VGnR4hwDnjYS97qRFn6t811e0mYrBYDxc1e/kvH4hzmTgXEE4E0H99tRMU7JIwZfFGe+lYcYv04faNrSEuhQUnCWk1h4yxVuCWmAbiexc5SiNFnvXZzU3gfqCLWxi4vXuFjzsXTbSV+diKYlOZ9FAe3bX9wXVlo3r00sbHIml+32bV2ocYX2mKHB9bLaZNEK5yzHFWehbmzA54caQarWZ6iyRwBBR9KZKIaPdq7furX/ul1rW4pBoQy6tEBN/gXxcpBSnMAaTTjIw3ET/IQX63Nx/eEL8iVXa3nqVVSpZccribQ0ZjAH0uWckT+Dt0gTUvnQSuR0YyxAOraMdv2NmvzRxE4b9f+LUhCIAAHicY2BkYGBgs3oYoPw6KZ7f5iuDPAcDCNzrcUuG0f/1/hWzFXIYArkcDEwgUQBlPAwnAAB4nGNgZGDgMPz3n4GB7d9/vV/P2AoZgCLIQIgFAKi/BtcAAAB4nO3bz0sUYRzH8Y/f51mP0bVfXnQJgty82K66Ibq54WK2ZLB60Tos1EEEFTSqg2CHxEPQpSLyKIIQUZcOQf9AHirwEJ0iEBQk6Nr2WTCInMDcXR/UzwveMMPsM/Pd2dMsjK0jA7IloG4FiH1CysbRbo24648gxR6xArvGmtgIG2B5lmZd/gmm6h4D/h2K3Jct9T8xH3qGg8I/xP3QM/yP+ku1mdfH99d9qAWfQy70DFI5W8W90DPsB/YDbbtaBwxVexYREdk9e4pv/zx2Eyt7Ocu26/PZL+T1/+ZmMB16ht/8Ii7bFxxz39HvNtHtR9Dg1tDvu1B0b5Hwnejjdjbiufl45HPzBAq2jJNuAXk3iz73AU3uAYbdexTcMOLuI9rcZ/S45zjPptkVdpWdZTfYRZZlyXLb5stEz+cSSFsMp+wVLtgLJG0DjfYS3fYVOXuGZu53cLs16h5UstZeI8G1cRvDOZvgukkctVtosds4Y9d5zjk02ChO7Phzq6XmavyusTvoqcZ5RKR2yv8zhp5BREREREREREREREREREREREREREREREREDhcbQwsbYJ0sw06zHGtlHVvHI9+n2/E1ikiyQZZlvSzB8izNMixV3v5zTWmxsu8lIiIiIiIicriU3oSeQCScX7qXcZd4nO3CO0gCcQAH4NP0sLLzlZp6vv7qmXennuIgEdEQIQ3h0ODQFCESDSIhEhESTU3NDRHiJA6O4SDSGM7R4OAkEdEgDQ0RQTQ4JZbR68f3URQlvlmgNqmijMia8tOxmiKrjCsXlRfKS/qY7tE9lUJV+gnG079C9WtMkCGcfbfJ+X+g/vOoXe/YAfgjLvpNaT/JOiJbI3E+9cTkNQ5NUfOozWsbuoSuqWf0W/q2Yd/QmU4ZRWPOlDZ1zTFzwXw/c2KRWw6tCuuKtW1bt1VZmmVYE7vLPtkL9qZj2dFwMs6ks+XKua7da+51d9ldJSzhiETmyBJZJSmyQbZJnhT7tDyMJ++lvRlv15fynXEsd9yn7Xf5D2a52aOAPLAXaPJJvsVf8R3+ln/gnwWVoBdYgRMkYWMw0QF/DgcAAAAAAAAAAAAAAAAflBHL4mMwHayF1KFsqBRWhDMDVMJdKSaVpLtIIlKJtKPx6Mmr+qsrAAAAAAAAABjCDcD/9QKDxBSdAAAAAQAAGy0AgAAQAGYABQACABAALwBgAAAM+AE/AAMAAXictVlPbxvHFR9bcmw5tlEUTROgbTKX1nJKUI4DJIF9KUVREhOKFEjKik/BcHdIjr3cXezsimG+Qz9Deytybj9FC/TQHHso+hmKnnpof+/NLLmkJMMNWstcvpl98/7/mRkKId6/EYsbgv/d2Ln5Iw/fELe36h6+Kba3fuXhLfHuVuHhbXFv63cevgX4zx5+S7y99Q8P3xbPtuceviPe2f6bh3fED2696+G7N05v/9HDb4tf7lgP3xPv7PzJw/dv33v3Xx5+IH7+wRCS3NjegXA/ZKkIviEebL3v4ZviztYnHt4S9a2Wh7fFe1u/9vAtwH/w8Fvix1t/9fBtcbH1bw/fER9u/97DO0Ju/9PDd2/+9tauh98Wz3d+4uF74sOd33j4/oP3dv7u4Qfi8w/uiG+FFE/EY/GR+AzQiTAiEJlIhMVnLHLMNQFlIuWnwowBFIs63jREhD8p+pibiCneWR5pfGtgX+AZAvO+uCuOAY8wp8UcOD3Q06AyFAuGpOiA9gKUC+YZAZqwLBKfBDgLrC25yKXUj8XHgH6xHH0qaiyBAoUUuBJ8FfgQjUC88rifYzTFLL0tIKFdajTEvGEtomvlGbMlpNjHeIQ3NKvYDus6OjqJ11QylwJvA9a3tO8cazOeKYAVst0k5qc8dyLakImsY3hdzJZ9xus1Y2gxA0+yc8hP6SUqcSXPW/aqgSyl/1Z60PscUhistLCC+FY+efzRZ/LEBFlik3Eum0mWJpnKTRLXZSOKZN9MprmVfW11dqHD+v27x3qU6bnspToeLlItO2qRFLmMkokJZJCki4yWSCL9+GP5C/r6tCb7Kkqn8ljFQRK8wuznyTSWx0VoidFwaqyMqnTGSSb3zSgygYqk5wicBEylTYos0JLknatMyyIOdSbzqZYn7aHsmEDHVj+TVmupZyMdhjqUkZuVobZBZlLSj3mEOlcmsjBFkz1r2KsGQxWZUQZgH7aLYDmxn0R4Xk6bp5w41cVytWhp2afSU5SOzrUr1tGec5TYpSc/gdeeIBPEc51ZUuKT+pOPN6lt0rqaowtaxSFI6R5ygFGIvuJgHq8F5+ViMeFxgUArsSn1ZhhTGhoOxfpKH3hPyTxToZ6p7JVMxs5jy8ibZEmR0nSQzFIVG01OefMiJa6MYYF0KkBhF5hWPPIpIMUR00ywWnSKYFfZR4gEeZQlSf46Q82wxOWty3LFmSd9DTRshDFmZ5xhC4zmgHKuThaCjABHLIAzHVUBg+fE1w9HNWdHOJ4x53nAysY+Fqh6tdkUY8yQCQquK5bpal+hDGe6qxCWa6Vl97o6TnUs9fMllxnoRGzQ1EsZY2bGXB1Ny/VjJQFxTFkX547SGU72iGsp1cepr+cklQuQgOU3rHG+rPbOZo6Lq26x18sF2IgxVxJXNSKrfc3rnNavMK5fSs2HTG3GFBZsh8J3r6q9y7CPfX3POHxy72W7rNyafS19EjhtnIwTj0OZ+42nnkML56GLpZcUxwgl3WxNrzLYA0iimH/g+W+m1CxB9UNRVLFFycvMWI7VzEQLOTf5VNpilEdaIrfi0MQTVFCg5nqGlXGIVMti1JG6bOdyrFVeZNrKTKPkmhw8AluTdqbQBQKVAqYlsyLKTQqScTHTGTCtzpmAlWmWIO8o7UA9ipK5nKITSIN0DnJpYplTY4BkWIKCHIMX0n1kJkzYMcr11zkWm1e6XhbMh1bOVLyQQYEG5OSmyhGjI2QKumTGUvnXaiZRQMAGFCeYseYboOcJFLoglZREt5g5XlQmgqnKIJjOYFEKvpwT4qnYw1/ImwgK9NmlClT3dW4P8IIDf8IOok3IArMKIeA2E2Ka56l9urcXJoGtz8oCVUeF28sXaTLJVDpd7KkR+t5KBidBxHWLwm7MKeXSznFmuiAbFYGy4ySGA0Dy6mppOThTTgG3aSjpUXK8YEldQiw4kN1GIl9ujkrsMnwDX2IoGGtcTwkv9ZuoajlJOVliH8aOivZj5UuH5sA3rLmTbsRylAm4ucHJ/QpXErJLM+OlDrU36mGueIVs69wXSbeddXxrSz6bGrhkn7OdAi5tV9ls7jU1vDGNeAvqNsqXbU9rXAHcBf6jtQ3f1dSdDN/XttXtpGtC0reRnD0XrJXzTQ1WxXtTrmeVGCBNnC6uqZVdO1s2yJBbRMytQl2rqYs9tRZVrsAm/um0cnDBeeS28yGXW+O34o4OYUZcsq+PUXfoib1nVtTLDDGV5jfl9mK8nd0hiD5Db+kx78dcMywtvR7ZNfaOYjhcbgU2jwab2bC7UTM0H23m3PwMRwB5VmGOrDQBRvluz9P8auO48chn8KpirBpXKc1/c6B7wwOU/OkGjU5JQ/5sGdEvMed8VUaOa6SRP3itIvx1h8IyMq8/GJbeO11mkK1swJ3fXTRoz8/V/9j7v8Z6Z/7QVu6MXRufeF+X8eziK/UbO8ch4W2iYl3LaFFidTjerGv/B38sraRYd7Kd8TU/9Dkb+K1hzLJWj5qGN4+W49PLeL1/AQ/Wj8fw+KOKjcLKhraaE29MT6w24SX21VWutlHlSttvro54E2s29C7lWl1drDJn1ZFKH9ZEeZigQ0M51pUISfm4EHG8TSud1kk9Ylm071jF0pfVeuJ8uOc9bjlToqUMZW6vx9KbW7Xa6Z2W1Y6zHtMrS8zZjrPv6ceyKxR8GHKW0RUJQn4Sz5VdXgIjqPSQ/DU12XWAkDUoO9/TS9Xc7e8uGL7qwirmflF2nOqRouwZV9WV9VWW64Xz18jrfnX/Vdd4NVtawHKkxkzdZdLlw9r3jYJqrzsWLcboiUOMztE9+zzTxpxENe3jzXOMDjB7gJmHwBj49w/ZY+fck46Bd8b9ztHo49nF+AXXukMheUyjL4DfBS1a2xJfMo8WqA0Ys8+0TzDbwXfL49GKJmbOMCb4iKuh49fFKncF1/b90Uk6xLxcarguVZs5lpKdYNQH/WP/tgHabaZH8hP/Q4a7SzkPvaQNthFRJppNSNThEc2e4fsUeAPm32CdnbRd1uEQ750uLZaAONe9rg6P7PPcvyEfkXwd/K20arANjlmalf2a+D6F5ET/CG+H3Cl6WHnAmg7Yei1vM9K2w6OVVs5TTdaGrEo2OAB8gs/R0nZ9fjpZ+hVq67Y75/crLKdfwz+bbLkej5w3mjwasq/obc37ss96bHI950hsMVaDNR4sI+SQo9dJX0an49GrSOL4kW+rspRRLV+TI45K+f7Me/qyXcjqDbYJyTVYcr6OssvPyt2YLdI0MjqUdGysyxdJgcP1QhZW41BtLE/TmTnItMp1TYbGppFauLN/mhm8DYCi8a1w4tfZzOQ5yI0WfCgvr1lxqp7hdJ+VwJg41C5f+qVZEhZBXqObiwusrdGakgGO8vOpCaYVyeZgauIgKkIdrqRP4mghd80jd91bQQeF10nrbodNPJGZtnlmAnd3UTLgK4uS1jO2wK4Bl1zP6H4xo0uWMJnHUaLCdespZyqdkToJWOFZ5GmRy1CTmoQz1VG6btG6bMQLj04OMXylMjUjk/PF+/27Qwg9TuhqhYT2xq7JkbKQNomXd+ClG3b9RYGO63PzyqQ6NKqeZJM9Gu0B8yt/W/4IDubA4AsTInP19f5V1/J/8RgdwviODP0ygVZkHH2hoyR1Bl//AYCMufYTAKl3Sg6yfK0N3WEGjXWTTME6YU2OM635fniqsgm0JjvDXvAqCMhklCsTk1kU/whRxtqb60EiKWuTwCiKkTAJihm8otxvBSaCbXaJ4pq+cuB/hfjuEUsU8uWZ88SVeHwtR9OVkKv5kCPpy9eRQaw63kQrcz/DgAMnEmlYo6s/M6ZvzQZJCyhkp5y0ID0qKIEtTfo4gYZ7UNxqutFLUuMu4K4V1SU9WLrE8ZZmIebTZPYaHSkViiyGMJoJhIm0CcvyUgd5GWKrSEYChIaT72kZ5mqUXOjKz0lxklPiuNs/45PZxYp/Zad0gTjSa/mrKqpmJIDNEU4GTlpeVb7OBC7rjlty0Dscnjf6LdkeyNN+73n7oHUgHzYGGD+syfP28Lh3NpTA6De6wxeydygb3Rfyi3b3oCZbX572W4OB7PVl++S0025hrt1tds4O2t0juY913d5QdtrIRxAd9iQx9KTarQERO2n1m8cYNvbbnfbwRU0etoddonkIog152ugP282zTqMvT8/6p71BC+wPQLbb7h72waV10uoO6+CKOdl6joEcHDc6HWbVOIP0fZav2Tt90W8fHQ/lca9z0MLkfguSNfY7LccKSjU7jfZJTR40ThpHLV7VA5U+o3npzo9bPAV+DfxvDtu9LqnR7HWHfQxr0LI/XC49bw9aNdnotwdkkMN+D+TJnFjRYyJY1205KmRqueYRoND4bNBayXLQanRAa0CLq8jw5//ysvfNLnjFfwCKd0fteJxs1kO4HQsXtuuUbVetZMfWmp6xbdu2newd27Zt27Zt2/b5D74aq3GqMefbqqc17quSocn+n+cPn2xIsv+fx8v2f36QZGgyLBmdTE6mJNOS6cmMZGYyK5mdzEnmJvOSJSAogiE4QiAkQiE0wiAswiE8IiAiIiEyoiAqoiE6YiAmYiE24iAu4iEJSHIkBfIPkhJJhaRG0iBpkXRIeiQDkhHJhGRGsiBZkWxIdiQHkhNJRAJIEAkhYSSCRJEYEkdyIbmRPEheJB+SHymAFEQKIYWRIkhRpBhSHCmBlERKIaWRMkhZpBxSHqmAVEQqIZWRKkhVpBpSHamB1ERqIbWROkhdpB5SH2mANEQaIY2RJkhTpBnSHGmBtERaIa2RNkhbpB3SHumAdEQ6IZ2RLkhXpBvSHemB9ER6Ib2RPkhfpB/yL/If0h8ZgAxEBiGDkSHIUGQYMhwZgYxERiGjkTHIWGQcMh6ZgExEJiGTkSnIVGQaMh2ZgcxEZiGzkTnIXGQeMh9ZgCxEFiGLkSXIUmQZshxZgaxEViGrkTXIWmQdsh7ZgGxENiGbkS3IVmQbsh3ZgexEdiG7kT3IXmQfsh85gBxEDiGHkSPIUeQYchw5gZxETiGnkTPIWeQcch65gFxELiGXkSvIVeQach25gdxEbiG3kTvIXeQech95gDxEHiGPkSfIU+QZ8hx5gbxEXiGvkTfIW+Qd8h75gHxEPiGfkS/IV+Qb8h35gfxEfiG/kT/IXzQZiqAoiqE4SqAkSqE0yqAsyqE8KqAiKqEyqqAqqqE6aqAmaqE26qAu6qEJaHI0BfoPmhJNhaZG06Bp0XRoejQDmhHNhGZGs6BZ0WxodjQHmhNNRANoEA2hYTSCRtEYGkdzobnRPGheNB+aHy2AFkQLoYXRImhRtBhaHC2BlkRLoaXRMmhZtBxaHq2AVkQroZXRKmhVtBpaHa2B1kRrobXROmhdtB5aH22ANkQboY3RJmhTtBnaHG2BtkRboa3RNmhbtB3aHu2AdkQ7oZ3RLmhXtBvaHe2B9kR7ob3RPmhftB/6L/of2h8dgA5EB6GD0SHoUHQYOhwdgY5ER6Gj0THoWHQcOh6dgE5EJ6GT0SnoVHQaOh2dgc5EZ6Gz0TnoXHQeOh9dgC5EF6GL0SXoUnQZuhxdga5EV6Gr0TXoWnQduh7dgG5EN6Gb0S3oVnQbuh3dge5Ed6G70T3oXnQfuh89gB5ED6GH0SPoUfQYehw9gZ5ET6Gn0TPoWfQceh69gF5EL6GX0SvoVfQaeh29gd5Eb6G30TvoXfQeeh99gD5EH6GP0SfoU/QZ+hx9gb5EX6Gv0TfoW/Qd+h79gH5EP6Gf0S/oV/Qb+h39gf5Ef6G/0T/oXywZhmAohmE4RmAkRmE0xmAsxmE8JmAiJmEypmAqpmE6ZmAmZmE25mAu5mEJWHIsBfYPlhJLhaXG0mBpsXRYeiwDlhHLhGXGsmBZsWxYdiwHlhNLxAJYEAthYSyCRbEYFsdyYbmxPFheLB+WHyuAFcQKYYWxIlhRrBhWHCuBlcRKYaWxMlhZrBxWHquAVcQqYZWxKlhVrBpWHauB1cRqYbWxOlhdrB5WH2uANcQaYY2xJlhTrBnWHGuBtcRaYa2xNlhbrB3WHuuAdcQ6YZ2xLlhXrBvWHeuB9cR6Yb2xPlhfrB/2L/Yf1h8bgA3EBmGDsSHYUGwYNhwbgY3ERmGjsTHYWGwcNh6bgE3EJmGTsSnYVGwaNh2bgc3EZmGzsTnYXGweNh9bgC3EFmGLsSXYUmwZthxbga3EVmGrsTXYWmwdth7bgG3ENmGbsS3YVmwbth3bge3EdmG7sT3YXmwfth87gB3EDmGHsSPYUewYdhw7gZ3ETmGnsTPYWewcdh67gF3ELmGXsSvYVewadh27gd3EbmG3sTvYXewedh97gD3EHmGPsSfYU+wZ9hx7gb3EXmGvsTfYW+wd9h77gH3EPmGfsS/YV+wb9h37gf3EfmG/sT/YXzwZjuAojuE4TuAkTuE0zuAszuE8LuAiLuEyruAqruE6buAmbuE27uAu7uEJeHI8Bf4PnhJPhafG0+Bp8XR4ejwDnhHPhGfGs+BZ8Wx4djwHnhNPxAN4EA/hYTyCR/EYHsdz4bnxPHhePB+eHy+AF8QL4YXxInhRvBheHC+Bl8RL4aXxMnhZvBxeHq+AV8Qr4ZXxKnhVvBpeHa+B18Rr4bXxOnhdvB5eH2+AN8Qb4Y3xJnhTvBneHG+Bt8Rb4a3xNnhbvB3eHu+Ad8Q74Z3xLnhXvBveHe+B98R74b3xPnhfvB/+L/4f3h8fgA/EB+GD8SH4UHwYPhwfgY/ER+Gj8TH4WHwcPh6fgE/EJ+GT8Sn4VHwaPh2fgc/EZ+Gz8Tn4XHwePh9fgC/EF+GL8SX4UnwZvhxfga/EV+Gr8TX4Wnwdvh7fgG/EN+Gb8S34Vnwbvh3fge/Ed+G78T34Xnwfvh8/gB/ED+GH8SP4UfwYfhw/gZ/ET+Gn8TP4Wfwcfh6/gF/EL+GX8Sv4Vfwafh2/gd/Eb+G38Tv4Xfwefh9/gD/EH+GP8Sf4U/wZ/hx/gb/EX+Gv8Tf4W/wd/h7/gH/EP+Gf8S/4V/wb/h3/gf/Ef+G/8T/4XyIZgRAogRE4QRAkQRE0wRAswRE8IRAiIREyoRAqoRE6YRAmYRE24RAu4REJRHIiBfEPkZJIRaQm0hBpiXREeiIDkZHIRGQmshBZiWxEdiIHkZNIJAJEkAgRYSJCRIkYESdyEbmJPEReIh+RnyhAFCQKEYWJIkRRohhRnChBlCRKEaWJMkRZohxRnqhAVCQqEZWJKkRVohpRnahB1CRqEbWJOkRdoh5Rn2hANCQaEY2JJkRTohnRnGhBtCRaEa2JNkRboh3RnuhAdCQ6EZ2JLkRXohvRnehB9CR6Eb2JPkRfoh/xL/Ef0Z8YQAwkBhGDiSHEUGIYMZwYQYwkRhGjiTHEWGIcMZ6YQEwkJhGTiSnEVGIaMZ2YQcwkZhGziTnEXGIeMZ9YQCwkFhGLiSXEUmIZsZxYQawkVhGriTXEWmIdsZ7YQGwkNhGbiS3EVmIbsZ3YQewkdhG7iT3EXmIfsZ84QBwkDhGHiSPEUeIYcZw4QZwkThGniTPEWeIccZ64QFwkLhGXiSvEVeIacZ24QdwkbhG3iTvEXeIecZ94QDwkHhGPiSfEU+IZ8Zx4QbwkXhGviTfEW+Id8Z74QHwkPhGfiS/EV+Ib8Z34QfwkfhG/iT/EXzIZiZAoiZE4SZAkSZE0yZAsyZE8KZAiKZEyqZAqqZE6aZAmaZE26ZAu6ZEJZHIyBfkPmZJMRaYm05BpyXRkejIDmZHMRGYms5BZyWxkdjIHmZNMJANkkAyRYTJCRskYGSdzkbnJPGReMh+ZnyxAFiQLkYXJImRRshhZnCxBliRLkaXJMmRZshxZnqxAViQrkZXJKmRVshpZnaxB1iRrkbXJOmRdsh5Zn2xANiQbkY3JJmRTshnZnGxBtiRbka3JNmRbsh3ZnuxAdiQ7kZ3JLmRXshvZnexB9iR7kb3JPmRfsh/5L/kf2Z8cQA4kB5GDySHkUHIYOZwcQY4kR5GjyTHkWHIcOZ6cQE4kJ5GTySnkVHIaOZ2cQc4kZ5GzyTnkXHIeOZ9cQC4kF5GLySXkUnIZuZxcQa4kV5GryTXkWnIduZ7cQG4kN5GbyS3kVnIbuZ3cQe4kd5G7yT3kXnIfuZ88QB4kD5GHySPkUfIYeZw8QZ4kT5GnyTPkWfIceZ68QF4kL5GXySvkVfIaeZ28Qd4kb5G3yTvkXfIeeZ98QD4kH5GPySfkU/IZ+Zx8Qb4kX5GvyTfkW/Id+Z78QH4kP5GfyS/kV/Ib+Z38Qf4kf5G/yT/kXyoZhVAohVE4RVAkRVE0xVAsxVE8JVAiJVEypVAqpVE6ZVAmZVE25VAu5VEJVHIqBfUPlZJKRaWm0lBpqXRUeioDlZHKRGWmslBZqWxUdioHlZNKpAJUkApRYSpCRakYFadyUbmpPFReKh+VnypAFaQKUYWpIlRRqhhVnCpBlaRKUaWpMlRZqhxVnqpAVaQqUZWpKlRVqhpVnapB1aRqUbWpOlRdqh5Vn2pANaQaUY2pJlRTqhnVnGpBtaRaUa2pNlRbqh3VnupAdaQ6UZ2pLlRXqhvVnepB9aR6Ub2pPlRfqh/1L/Uf1Z8aQA2kBlGDqSHUUGoYNZwaQY2kRlGjqTHUWGocNZ6aQE2kJlGTqSnUVGoaNZ2aQc2kZlGzqTnUXGoeNZ9aQC2kFlGLqSXUUmoZtZxaQa2kVlGrqTXUWmodtZ7aQG2kNlGbqS3UVmobtZ3aQe2kdlG7qT3UXmoftZ86QB2kDlGHqSPUUeoYdZw6QZ2kTlGnqTPUWeocdZ66QF2kLlGXqSvUVeoadZ26Qd2kblG3qTvUXeoedZ96QD2kHlGPqSfUU+oZ9Zx6Qb2kXlGvqTfUW+od9Z76QH2kPlGfqS/UV+ob9Z36Qf2kflG/qT/UXzoZjdAojdE4TdAkTdE0zdAszdE8LdAiLdEyrdAqrdE6bdAmbdE27dAu7dEJdHI6Bf0PnZJORaem09Bp6XR0ejoDnZHORGems9BZ6Wx0djoHnZNOpAN0kA7RYTpCR+kYHadz0bnpPHReOh+dny5AF6QL0YXpInRRuhhdnC5Bl6RL0aXpMnRZuhxdnq5AV6Qr0ZXpKnRVuhpdna5B16Rr0bXpOnRduh5dn25AN6Qb0Y3pJnRTuhndnG5Bt6Rb0a3pNnRbuh3dnu5Ad6Q70Z3pLnRXuhvdne5B96R70b3pPnRfuh/9L/0f3Z8eQA+kB9GD6SH0UHoYPZweQY+kR9Gj6TH0WHocPZ6eQE+kJ9GT6Sn0VHoaPZ2eQc+kZ9Gz6Tn0XHoePZ9eQC+kF9GL6SX0UnoZvZxeQa+kV9Gr6TX0WnodvZ7eQG+kN9Gb6S30VnobvZ3eQe+kd9G76T30XnofvZ8+QB+kD9GH6SP0UfoYfZw+QZ+kT9Gn6TP0WfocfZ6+QF+kL9GX6Sv0VfoafZ2+Qd+kb9G36Tv0XfoefZ9+QD+kH9GP6Sf0U/oZ/Zx+Qb+kX9Gv6Tf0W/od/Z7+QH+kP9Gf6S/0V/ob/Z3+Qf+kf9G/6T/0XyYZgzAogzE4QzAkQzE0wzAswzE8IzAiIzEyozAqozE6YzAmYzE24zAu4zEJTHImBfMPk5JJxaRm0jBpmXRMeiYDk5HJxGRmsjBZmWxMdiYHk5NJZAJMkAkxYSbCRJkYE2dyMbmZPExeJh+TnynAFGQKMYWZIkxRphhTnCnBlGRKMaWZMkxZphxTnqnAVGQqMZWZKkxVphpTnanB1GRqMbWZOkxdph5Tn2nANGQaMY2ZJkxTphnTnGnBtGRaMa2ZNkxbph3TnunAdGQ6MZ2ZLkxXphvTnenB9GR6Mb2ZPkxfph/zL/Mf058ZwAxkBjGDmSHMUGYYM5wZwYxkRjGjmTHMWGYcM56ZwExkJjGTmSnMVGYaM52ZwcxkZjGzmTnMXGYeM59ZwCxkFjGLmSXMUmYZs5xZwaxkVjGrmTXMWmYds57ZwGxkNjGbmS3MVmYbs53ZwexkdjG7mT3MXmYfs585wBxkDjGHmSPMUeYYc5w5wZxkTjGnmTPMWeYcc565wFxkLjGXmSvMVeYac525wdxkbjG3mTvMXeYec595wDxkHjGPmSfMU+YZ85x5wbxkXjGvmTfMW+Yd8575wHxkPjGfmS/MV+Yb8535wfxkfjG/mT/MXzYZi7Aoi7E4S7AkS7E0y7Asy7E8K7AiK7Eyq7Aqq7E6a7Ama7E267Au67EJbHI2BfsPm5JNxaZm07Bp2XRsejYDm5HNxGZms7BZ2WxsdjYHm5NNZANskA2xYTbCRtkYG2dzsbnZPGxeNh+bny3AFmQLsYXZImxRthhbnC3BlmRLsaXZMmxZthxbnq3AVmQrsZXZKmxVthpbna3B1mRrsbXZOmxdth5bn23ANmQbsY3ZJmxTthnbnG3BtmRbsa3ZNmxbth3bnu3AdmQ7sZ3ZLmxXthvbne3B9mR7sb3ZPmxfth/7L/sf258dwA5kB7GD2SHsUHYYO5wdwY5kR7Gj2THsWHYcO56dwE5kJ7GT2SnsVHYaO52dwc5kZ7Gz2TnsXHYeO59dwC5kF7GL2SXsUnYZu5xdwa5kV7Gr2TXsWnYdu57dwG5kN7Gb2S3sVnYbu53dwe5kd7G72T3sXnYfu589wB5kD7GH2SPsUfYYe5w9wZ5kT7Gn2TPsWfYce569wF5kL7GX2SvsVfYae529wd5kb7G32TvsXfYee599wD5kH7GP2SfsU/YZ+5x9wb5kX7Gv2TfsW/Yd+579wH5kP7Gf2S/sV/Yb+539wf5kf7G/2T/sXy4Zh3Aoh3E4R3AkR3E0x3Asx3E8J3AiJ3Eyp3Aqp3E6Z3AmZ3E253Au53EJXHIuBfcPl5JLxaXm0nBpuXRcei4Dl5HLxGXmsnBZuWxcdi4Hl5NL5AJckAtxYS7CRbkYF+dycbm5PFxeLh+XnyvAFeQKcYW5IlxRrhhXnCvBleRKcaW5MlxZrhxXnqvAVeQqcZW5KlxVrhpXnavB1eRqcbW5Olxdrh5Xn2vANeQacY25JlxTrhnXnGvBteRaca25Nlxbrh3XnuvAdeQ6cZ25LlxXrhvXnevB9eR6cb25Plxfrh/3L/cf158bwA3kBnGDuSHcUG4YN5wbwY3kRnGjuTHcWG4cN56bwE3kJnGTuSncVG4aN52bwc3kZnGzuTncXG4eN59bwC3kFnGLuSXcUm4Zt5xbwa3kVnGruTXcWm4dt57bwG3kNnGbuS3cVm4bt53bwe3kdnG7uT3cXm4ft587wB3kDnGHuSPcUe4Yd5w7wZ3kTnGnuTPcWe4cd567wF3kLnGXuSvcVe4ad527wd3kbnG3uTvcXe4ed597wD3kHnGPuSfcU+4Z95x7wb3kXnGvuTfcW+4d9577wH3kPnGfuS/cV+4b9537wf3kfnG/uT/cXz4Zj/Aoj/E4T/AkT/E0z/Asz/E8L/AiL/Eyr/Aqr/E6b/Amb/E27/Au7/EJfHI+Bf8Pn5JPxafm0/Bp+XR8ej4Dn5HPxGfms/BZ+Wx8dj4Hn5NP5AN8kA/xYT7CR/kYH+dz8bn5PHxePh+fny/AF+QL8YX5InxRvhhfnC/Bl+RL8aX5MnxZvhxfnq/AV+Qr8ZX5KnxVvhpfna/B1+Rr8bX5Onxdvh5fn2/AN+Qb8Y35JnxTvhnfnG/Bt+Rb8a35Nnxbvh3fnu/Ad+Q78Z35LnxXvhvfne/B9+R78b35Pnxfvh//L/8f358fwA/kB/GD+SH8UH4YP5wfwY/kR/Gj+TH8WH4cP56fwE/kJ/GT+Sn8VH4aP52fwc/kZ/Gz+Tn8XH4eP59fwC/kF/GL+SX8Un4Zv5xfwa/kV/Gr+TX8Wn4dv57fwG/kN/Gb+S38Vn4bv53fwe/kd/G7+T38Xn4fv58/wB/kD/GH+SP8Uf4Yf5w/wZ/kT/Gn+TP8Wf4cf56/wF/kL/GX+Sv8Vf4af52/wd/kb/G3+Tv8Xf4ef59/wD/kH/GP+Sf8U/4Z/5x/wb/kX/Gv+Tf8W/4d/57/wH/kP/Gf+S/8V/4b/53/wf/kf/G/+T/8XyGZgAiogAm4QAikQAm0wAiswAm8IAiiIAmyoAiqoAm6YAimYAm24Aiu4AkJQnIhhfCPkFJIJaQW0ghphXRCeiGDkFHIJGQWsghZhWxCdiGHkFNIFAJCUAgJYSEiRIWYEBdyCbmFPEJeIZ+QXyggFBQKCYWFIkJRoZhQXCghlBRKCaWFMkJZoZxQXqggVBQqCZWFKkJVoZpQXagh1BRqCbWFOkJdoZ5QX2ggNBQaCY2FJkJToZnQXGghtBRaCa2FNkJboZ3QXuggdBQ6CZ2FLkJXoZvQXegh9BR6Cb2FPkJfoZ/wr/Cf0F8YIAwUBgmDhSHCUGGYMFwYIYwURgmjhTHCWGGcMF6YIEwUJgmThSnCVGGaMF2YIcwUZgmzhTnCXGGeMF9YICwUFgmLhSXCUmGZsFxYIawUVgmrhTXCWmGdsF7YIGwUNgmbhS3CVmGbsF3YIewUdgm7hT3CXmGfsF84IBwUDgmHhSPCUeGYcFw4IZwUTgmnhTPCWeGccF64IFwULgmXhSvCVeGacF24IdwUbgm3hTvCXeGecF94IDwUHgmPhSfCU+GZ8Fx4IbwUXgmvhTfCW+Gd8F74IHwUPgmfhS/CV+Gb8F34IfwUfgm/hT/CXzGZiIioiIm4SIikSIm0yIisyIm8KIiiKImyqIiqqIm6aIimaIm26Iiu6IkJYnIxhfiPmFJMJaYW04hpxXRiejGDmFHMJGYWs4hZxWxidjGHmFNMFANiUAyJYTEiRsWYGBdzibnFPGJeMZ+YXywgFhQLiYXFImJRsZhYXCwhlhRLiaXFMmJZsZxYXqwgVhQriZXFKmJVsZpYXawh1hRribXFOmJdsZ5YX2wgNhQbiY3FJmJTsZnYXGwhthRbia3FNmJbsZ3YXuwgdhQ7iZ3FLmJXsZvYXewh9hR7ib3FPmJfsZ/4r/if2F8cIA4UB4mDxSHiUHGYOFwcIY4UR4mjxTHiWHGcOF6cIE4UJ4mTxSniVHGaOF2cIc4UZ4mzxTniXHGeOF9cIC4UF4mLxSXiUnGZuFxcIa4UV4mrxTXiWnGduF7cIG4UN4mbxS3iVnGbuF3cIe4Ud4m7xT3iXnGfuF88IB4UD4mHxSPiUfGYeFw8IZ4UT4mnxTPiWfGceF68IF4UL4mXxSviVfGaeF28Id4Ub4m3xTviXfGeeF98ID4UH4mPxSfiU/GZ+Fx8Ib4UX4mvxTfiW/Gd+F78IH4UP4mfxS/iV/Gb+F38If4Uf4m/xT/iXymZhEiohEm4REikREm0xEisxEm8JEiiJEmypEiqpEm6ZEimZEm25Eiu5EkJUnIphfSPlFJKJaWW0khppXRSeimDlFHKJGWWskhZpWxSdimHlFNKlAJSUApJYSkiRaWYFJdySbmlPFJeKZ+UXyogFZQKSYWlIlJRqZhUXCohlZRKSaWlMlJZqZxUXqogVZQqSZWlKlJVqZpUXaoh1ZRqSbWlOlJdqZ5UX2ogNZQaSY2lJlJTqZnUXGohtZRaSa2lNlJbqZ3UXuogdZQ6SZ2lLlJXqZvUXeoh9ZR6Sb2lPlJfqZ/0r/Sf1F8aIA2UBkmDpSHSUGmYNFwaIY2URkmjpTHSWGmcNF6aIE2UJkmTpSnSVGmaNF2aIc2UZkmzpTnSXGmeNF9aIC2UFkmLpSXSUmmZtFxaIa2UVkmrpTXSWmmdtF7aIG2UNkmbpS3SVmmbtF3aIe2Udkm7pT3SXmmftF86IB2UDkmHpSPSUemYdFw6IZ2UTkmnpTPSWemcdF66IF2ULkmXpSvSVemadF26Id2Ubkm3pTvSXemedF96ID2UHkmPpSfSU+mZ9Fx6Ib2UXkmvpTfSW+md9F76IH2UPkmfpS/SV+mb9F36If2Ufkm/pT/SXzmZjMiojMm4TMikTMm0zMiszMm8LMiiLMmyrMiqrMm6bMimbMm27Miu7MkJcnI5hfyPnFJOJaeW08hp5XRyejmDnFHOJGeWs8hZ5WxydjmHnFNOlANyUA7JYTkiR+WYHJdzybnlPHJeOZ+cXy4gF5QLyYXlInJRuZhcXC4hl5RLyaXlMnJZuZxcXq4gV5QryZXlKnJVuZpcXa4h15RrybXlOnJduZ5cX24gN5QbyY3lJnJTuZncXG4ht5Rbya3lNnJbuZ3cXu4gd5Q7yZ3lLnJXuZvcXe4h95R7yb3lPnJfuZ/8r/yf3F8eIA+UB8mD5SHyUHmYPFweIY+UR8mj5THyWHmcPF6eIE+UJ8mT5SnyVHmaPF2eIc+UZ8mz5TnyXHmePF9eIC+UF8mL5SXyUnmZvFxeIa+UV8mr5TXyWnmdvF7eIG+UN8mb5S3yVnmbvF3eIe+Ud8m75T3yXnmfvF8+IB+UD8mH5SPyUfmYfFw+IZ+UT8mn5TPyWfmcfF6+IF+UL8mX5SvyVfmafF2+Id+Ub8m35TvyXfmefF9+ID+UH8mP5SfyU/mZ/Fx+Ib+UX8mv5TfyW/md/F7+IH+UP8mf5S/yV/mb/F3+If+Uf8m/5T/yXyWZgiiogim4QiikQim0wiiswim8IiiiIimyoiiqoim6YiimYim24iiu4ikJSnIlhfKPklJJpaRW0ihplXRKeiWDklHJpGRWsihZlWxKdiWHklNJVAJKUAkpYSWiRJWYEldyKbmVPEpeJZ+SXymgFFQKKYWVIkpRpZhSXCmhlFRKKaWVMkpZpZxSXqmgVFQqKZWVKkpVpZpSXamh1FRqKbWVOkpdpZ5SX2mgNFQaKY2VJkpTpZnSXGmhtFRaKa2VNkpbpZ3SXumgdFQ6KZ2VLkpXpZvSXemh9FR6Kb2VPkpfpZ/yr/Kf0l8ZoAxUBimDlSHKUGWYMlwZoYxURimjlTHKWGWcMl6ZoExUJimTlSnKVGWaMl2ZocxUZimzlTnKXGWeMl9ZoCxUFimLlSXKUmWZslxZoaxUVimrlTXKWmWdsl7ZoGxUNimblS3KVmWbsl3ZoexUdim7lT3KXmWfsl85oBxUDimHlSPKUeWYclw5oZxUTimnlTPKWeWccl65oFxULimXlSvKVeWacl25odxUbim3lTvKXeWecl95oDxUHimPlSfKU+WZ8lx5obxUXimvlTfKW+Wd8l75oHxUPimflS/KV+Wb8l35ofxUfim/lT/KXzWZiqioiqm4SqikSqm0yqisyqm8KqiiKqmyqqiqqqm6aqimaqm26qiu6qkJanI1hfqPmlJNpaZW06hp1XRqejWDmlHNpGZWs6hZ1WxqdjWHmlNNVANqUA2pYTWiRtWYGldzqbnVPGpeNZ+aXy2gFlQLqYXVImpRtZhaXC2hllRLqaXVMmpZtZxaXq2gVlQrqZXVKmpVtZpaXa2h1lRrqbXVOmpdtZ5aX22gNlQbqY3VJmpTtZnaXG2htlRbqa3VNmpbtZ3aXu2gdlQ7qZ3VLmpXtZvaXe2h9lR7qb3VPmpftZ/6r/qf2l8doA5UB6mD1SHqUHWYOlwdoY5UR6mj1THqWHWcOl6doE5UJ6mT1SnqVHWaOl2doc5UZ6mz1TnqXHWeOl9doC5UF6mL1SXqUnWZulxdoa5UV6mr1TXqWnWdul7doG5UN6mb1S3qVnWbul3doe5Ud6m71T3qXnWful89oB5UD6mH1SPqUfWYelw9oZ5UT6mn1TPqWfWcel69oF5UL6mX1SvqVfWael29od5Ub6m31TvqXfWeel99oD5UH6mP1SfqU/WZ+lx9ob5UX6mv1TfqW/Wd+l79oH5UP6mf1S/qV/Wb+l39of5Uf6m/1T/qXy2Zhmiohmm4RmikRmm0xmisxmm8JmiiJmmypmiqpmm6ZmimZmm25miu5mkJWnIthfaPllJLpaXW0mhptXRaei2DllHLpGXWsmhZtWxadi2HllNL1AJaUAtpYS2iRbWYFtdyabm1PFpeLZ+WXyugFdQKaYW1IlpRrZhWXCuhldRKaaW1MlpZrZxWXqugVdQqaZW1KlpVrZpWXauh1dRqabW1OlpdrZ5WX2ugNdQaaY21JlpTrZnWXGuhtdRaaa21NlpbrZ3WXuugddQ6aZ21LlpXrZvWXeuh9dR6ab21PlpfrZ/2r/af1l8boA3UBmmDtSHaUG2YNlwboY3URmmjtTHaWG2cNl6boE3UJmmTtSnaVG2aNl2boc3UZmmztTnaXG2eNl9boC3UFmmLtSXaUm2Ztlxboa3UVmmrtTXaWm2dtl7boG3UNmmbtS3aVm2btl3boe3Udmm7tT3aXm2ftl87oB3UDmmHtSPaUe2Ydlw7oZ3UTmmntTPaWe2cdl67oF3ULmmXtSvaVe2adl27od3Ubmm3tTvaXe2edl97oD3UHmmPtSfaU+2Z9lx7ob3UXmmvtTfaW+2d9l77oH3UPmmftS/aV+2b9l37of3Ufmm/tT/aXz2Zjuiojum4TuikTum0zuiszum8LuiiLumyruiqrum6buimbum27uiu7ukJenI9hf6PnlJPpafW0+hp9XR6ej2DnlHPpGfWs+hZ9Wx6dj2HnlNP1AN6UA/pYT2iR/WYHtdz6bn1PHpePZ+eXy+gF9QL6YX1InpRvZheXC+hl9RL6aX1MnpZvZxeXq+gV9Qr6ZX1KnpVvZpeXa+h19Rr6bX1OnpdvZ5eX2+gN9Qb6Y31JnpTvZneXG+ht9Rb6a31NnpbvZ3eXu+gd9Q76Z31LnpXvZveXe+h99R76b31PnpfvZ/+r/6f3l8foA/UB+mD9SH6UH2YPlwfoY/UR+mj9TH6WH2cPl6foE/UJ+mT9Sn6VH2aPl2foc/UZ+mz9Tn6XH2ePl9foC/UF+mL9SX6Un2Zvlxfoa/UV+mr9TX6Wn2dvl7foG/UN+mb9S36Vn2bvl3foe/Ud+m79T36Xn2fvl8/oB/UD+mH9SP6Uf2Yflw/oZ/UT+mn9TP6Wf2cfl6/oF/UL+mX9Sv6Vf2afl2/od/Ub+m39Tv6Xf2efl9/oD/UH+mP9Sf6U/2Z/lx/ob/UX+mv9Tf6W/2d/l7/oH/UP+mf9S/6V/2b/l3/of/Uf+m/9T/6XyOZgRiogRm4QRikQRm0wRiswRm8IRiiIRmyoRiqoRm6YRimYRm24Riu4RkJRnIjhfGPkdJIZaQ20hhpjXRGeiODkdHIZGQ2shhZjWxGdiOHkdNINAJG0AgZYSNiRI2YETdyGbmNPEZeI5+R3yhgFDQKGYWNIkZRo5hR3ChhlDRKGaWNMkZZo5xR3qhgVDQqGZWNKkZVo5pR3ahh1DRqGbWNOkZdo55R32hgNDQaGY2NJkZTo5nR3GhhtDRaGa2NNkZbo53R3uhgdDQ6GZ2NLkZXo5vR3ehh9DR6Gb2NPkZfo5/xr/Gf0d8YYAw0BhmDjSHGUGOYMdwYYYw0RhmjjTHGWGOcMd6YYEw0JhmTjSnGVGOaMd2YYcw0ZhmzjTnGXGOeMd9YYCw0FhmLjSXGUmOZsdxYYaw0VhmrjTXGWmOdsd7YYGw0NhmbjS3GVmObsd3YYew0dhm7jT3GXmOfsd84YBw0DhmHjSPGUeOYcdw4YZw0ThmnjTPGWeOccd64YFw0LhmXjSvGVeOacd24Ydw0bhm3jTvGXeOecd94YDw0HhmPjSfGU+OZ8dx4Ybw0XhmvjTfGW+Od8d74YHw0PhmfjS/GV+Ob8d34Yfw0fhm/jT/GXzOZiZioiZm4SZikSZm0yZisyZm8KZiiKZmyqZiqqZm6aZimaZm26Ziu6ZkJZnIzhfmPmdJMZaY205hpzXRmejODmdHMZGY2s5hZzWxmdjOHmdNMNANm0AyZYTNiRs2YGTdzmbnNPGZeM5+Z3yxgFjQLmYXNImZRs5hZ3CxhljRLmaXNMmZZs5xZ3qxgVjQrmZXNKmZVs5pZ3axh1jRrmbXNOmZds55Z32xgNjQbmY3NJmZTs5nZ3GxhtjRbma3NNmZbs53Z3uxgdjQ7mZ3NLmZXs5vZ3exh9jR7mb3NPmZfs5/5r/mf2d8cYA40B5mDzSHmUHOYOdwcYY40R5mjzTHmWHOcOd6cYE40J5mTzSnmVHOaOd2cYc40Z5mzzTnmXHOeOd9cYC40F5mLzSXmUnOZudxcYa40V5mrzTXmWnOdud7cYG40N5mbzS3mVnObud3cYe40d5m7zT3mXnOfud88YB40D5mHzSPmUfOYedw8YZ40T5mnzTPmWfOced68YF40L5mXzSvmVfOaed28Yd40b5m3zTvmXfOeed98YD40H5mPzSfmU/OZ+dx8Yb40X5mvzTfmW/Od+d78YH40P5mfzS/mV/Ob+d38Yf40f5m/zT/mXyuZhViohVm4RVikRVm0xVisxVm8JViiJVmypViqpVm6ZVimZVm25Viu5VkJVnIrhfWPldJKZaW20lhprXRWeiuDldHKZGW2slhZrWxWdiuHldNKtAJW0ApZYStiRa2YFbdyWbmtPFZeK5+V3ypgFbQKWYWtIlZRq5hV3CphlbRKWaWtMlZZq5xV3qpgVbQqWZWtKlZVq5pV3aph1bRqWbWtOlZdq55V32pgNbQaWY2tJlZTq5nV3GphtbRaWa2tNlZbq53V3upgdbQ6WZ2tLlZXq5vV3eph9bR6Wb2tPlZfq5/1r/Wf1d8aYA20BlmDrSHWUGuYNdwaYY20RlmjrTHWWGucNd6aYE20JlmTrSnWVGuaNd2aYc20ZlmzrTnWXGueNd9aYC20FlmLrSXWUmuZtdxaYa20VlmrrTXWWmudtd7aYG20NlmbrS3WVmubtd3aYe20dlm7rT3WXmuftd86YB20DlmHrSPWUeuYddw6YZ20TlmnrTPWWeucdd66YF20LlmXrSvWVeuadd26Yd20blm3rTvWXeuedd96YD20HlmPrSfWU+uZ9dx6Yb20XlmvrTfWW+ud9d76YH20PlmfrS/WV+ub9d36Yf20flm/rT/WXzuZjdiojdm4TdikTdm0zdiszdm8LdiiLdmyrdiqrdm6bdimbdm27diu7dkJdnI7hf2PndJOZae209hp7XR2ejuDndHOZGe2s9hZ7Wx2djuHndNOtAN20A7ZYTtiR+2YHbdz2bntPHZeO5+d3y5gF7QL2YXtInZRu5hd3C5hl7RL2aXtMnZZu5xd3q5gV7Qr2ZXtKnZVu5pd3a5h17Rr2bXtOnZdu55d325gN7Qb2Y3tJnZTu5nd3G5ht7Rb2a3tNnZbu53d3u5gd7Q72Z3tLnZXu5vd3e5h97R72b3tPnZfu5/9r/2f3d8eYA+0B9mD7SH2UHuYPdweYY+0R9mj7TH2WHucPd6eYE+0J9mT7Sn2VHuaPd2eYc+0Z9mz7Tn2XHuePd9eYC+0F9mL7SX2UnuZvdxeYa+0V9mr7TX2Wnudvd7eYG+0N9mb7S32Vnubvd3eYe+0d9m77T32Xnufvd8+YB+0D9mH7SP2UfuYfdw+YZ+0T9mn7TP2Wfucfd6+YF+0L9mX7Sv2Vfuafd2+Yd+0b9m37Tv2Xfuefd9+YD+0H9mP7Sf2U/uZ/dx+Yb+0X9mv7Tf2W/ud/d7+YH+0P9mf7S/2V/ub/d3+Yf+0f9m/7T/2XyeZgziogzm4QzikQzm0wziswzm8IziiIzmyoziqozm6YzimYzm24ziu4zkJTnInhfOPk9JJ5aR20jhpnXROeieDk9HJ5GR2sjhZnWxOdieHk9NJdAJO0Ak5YSfiRJ2YE3dyObmdPE5eJ5+T3yngFHQKOYWdIk5Rp5hT3CnhlHRKOaWdMk5Zp5xT3qngVHQqOZWdKk5Vp5pT3anh1HRqObWdOk5dp55T32ngNHQaOY2dJk5Tp5nT3GnhtHRaOa2dNk5bp53T3ungdHQ6OZ2dLk5Xp5vT3enh9HR6Ob2dPk5fp5/zr/Of098Z4Ax0BjmDnSHOUGeYM9wZ4Yx0RjmjnTHOWGecM96Z4Ex0JjmTnSnOVGeaM92Z4cx0ZjmznTnOXGeeM99Z4Cx0FjmLnSXOUmeZs9xZ4ax0VjmrnTXOWmeds97Z4Gx0NjmbnS3OVmebs93Z4ex0djm7nT3OXmefs9854Bx0DjmHnSPOUeeYc9w54Zx0TjmnnTPOWeecc9654Fx0LjmXnSvOVeeac9254dx0bjm3nTvOXeeec9954Dx0HjmPnSfOU+eZ89x54bx0XjmvnTfOW+ed89754Hx0PjmfnS/OV+eb89354fx0fjm/nT/OXzeZi7ioi7m4S7ikS7m0y7isy7m8K7iiK7myq7iqq7m6a7ima7m267iu67kJbnI3hfuPm9JN5aZ207hp3XRuejeDm9HN5GZ2s7hZ3WxudjeHm9NNdANu0A25YTfiRt2YG3dzubndPG5eN5+b3y3gFnQLuYXdIm5Rt5hb3C3hlnRLuaXdMm5Zt5xb3q3gVnQruZXdKm5Vt5pb3a3h1nRrubXdOm5dt55b323gNnQbuY3dJm5Tt5nb3G3htnRbua3dNm5bt53b3u3gdnQ7uZ3dLm5Xt5vb3e3h9nR7ub3dPm5ft5/7r/uf298d4A50B7mD3SHuUHeYO9wd4Y50R7mj3THuWHecO96d4E50J7mT3SnuVHeaO92d4c50Z7mz3TnuXHeeO99d4C50F7mL3SXuUneZu9xd4a50V7mr3TXuWnedu97d4G50N7mb3S3uVnebu93d4e50d7m73T3uXnefu9894B50D7mH3SPuUfeYe9w94Z50T7mn3TPuWfece9694F50L7mX3SvuVfeae9294d50b7m33TvuXfeee9994D50H7mP3SfuU/eZ+9x94b50X7mv3TfuW/ed+9794H50P7mf3S/uV/eb+9394f50f7m/3T/uXy+Zh3ioh3m4R3ikR3m0x3isx3m8J3iiJ3myp3iqp3m6Z3imZ3m253iu53kJXnIvhfePl9JL5aX20nhpvXReei+Dl9HL5GX2snhZvWxedi+Hl9NL9AJe0At5YS/iRb2YF/dyebm9PF5eL5+X3yvgFfQKeYW9Il5Rr5hX3CvhlfRKeaW9Ml5Zr5xX3qvgVfQqeZW9Kl5Vr5pX3avh1fRqebW9Ol5dr55X32vgNfQaeY29Jl5Tr5nX3GvhtfRaea29Nl5br53X3uvgdfQ6eZ29Ll5Xr5vX3evh9fR6eb29Pl5fr5/3r/ef198b4A30BnmDvSHeUG+YN9wb4Y30RnmjvTHeWG+cN96b4E30JnmTvSneVG+aN92b4c30ZnmzvTneXG+eN99b4C30FnmLvSXeUm+Zt9xb4a30VnmrvTXeWm+dt97b4G30NnmbvS3eVm+bt93b4e30dnm7vT3eXm+ft9874B30DnmHvSPeUe+Yd9w74Z30TnmnvTPeWe+cd9674F30LnmXvSveVe+ad9274d30bnm3vTveXe+ed9974D30HnmPvSfeU++Z99x74b30XnmvvTfeW++d99774H30PnmfvS/eV++b99374f30fnm/vT/e34RkCUgCmoAl4AlEAplAJdAJTAKbwCXwCUKCmCAlyAlKgpqgJegJRoKZYCXYCU6Cm+AlJCQkp7q2a5lYJBj/v/8DOXP+v//hwoXpcg3bNi3bNHvO/43E/43A/0bofyP8vxH534j+b8T+N+LM/96T01+J/gr4K+ivkL/C/or4K+qvmL/8RsBvBPxGwG8E/EbAbwT8RsBvBPxGwG8E/EbQbwT9RtBvBP1G0G8E/UbQbwT9RtBvBP1GyG+E/EbIb4T8RshvhPxGyG+E/EbIb4T8RthvhP1G2G+E/UbYb4T9RthvhP1G2G+E/UbEb0T8RsRvRPxGxG9E/EbEb0T8RsRvRPxG1G9E/UbUb0T9RtRvRP1G1G9E/UbUb0T9RsxvxPxGzG/E/EbMb8T8RsxvxPxGzG/E/Ebcb8T9RtxvxP1G3G/E/Ubcb8T9RtxvxOOsf4M5YSbCDMAMwgzBDMOMwIzCjMGEWiLUEqGWCLVEqCVCLRFqiVBLhFoi1BKhFoBaAGoBqAWgFoBaAGoBqAWgFoBaAGpBqAWhFoRaEGpBqAWhFoRaEGpBqAWhFoJaCGohqIWgFoJaCGohqIWgFoJaCGphqIWhFoZaGGphqIWhFoZaGGphqIWhFoFaBGoRqEWgFoFaBGoRqEWgFoFaBGpRqEWhFoVaFGpRqEWhFoVaFGpRqEWhFoNaDGoxqMWgFoNaDGoxqMWgFoNaDGpxqMWhFodaHGpxqMWhFodaHGpxqIElAbAkAJYEwJIAWBIASwJgSQAsCYAlAbAkAJYEwJIAWBIASwJgSQAsCYAlAbAkAJYEwJIAWBIASwJgSQAsCYAlAbAkAJYEwJIAWBIASwJgSQAsCYAlAbAkAJYEwJIAWBIASwJgSQAsCYAlAbAkAJYEwJIAWBIASwJgSQAsCYAlAbAkAJYEwJIAWBIASwJgSQAsCYAlAbAkAJYEwJIAWBIASwJgSQAsCYAlAbAkAJYEwJIAWBIASwJgSQAsCYAlAbAkAJYEwJIAWBIASwJgSQAsCYAlAbAkAJYEwJIAWBIASwJgSQAsCYAlAbAkAJYEwJIAWBIASwJgSQAsCYAlAbAkAJYEwJIAWBIES4JgSRAsCYIlQbAkCJYEwZIgWBIES4JgSRAsCYIlQbAkCJYEwZIgWBIES4JgSRAsCYIlQbAkCJYEwZIgWBIES4JgSRAsCYIlQbAkCJYEwZIgWBIES4JgSRAsCYIlQbAkCJYEwZIgWBIES4JgSRAsCYIlQbAkCJYEwZIgWBIES4JgSRAsCYIlQbAkCJYEwZIgWBIES4JgSRAsCYIlQbAkCJYEwZIgWBIES4JgSRAsCYIlQbAkCJYEwZIgWBIES4JgSRAsCYIlQbAkCJYEwZIgWBIES4JgSRAsCYIlQbAkCJYEwZIgWBIES4JgSRAsCYIlQbAkCJYEwZIgWBIES4JgSRAsCYIlIbAkBJaEwJIQWBICS0JgSQgsCYElIbAkBJaEwJIQWBICS0JgSQgsCYElIbAkBJaEwJIQWBICS0JgSQgsCYElIbAkBJaEwJIQWBICS0JgSQgsCYElIbAkBJaEwJIQWBICS0JgSQgsCYElIbAkBJaEwJIQWBICS0JgSQgsCYElIbAkBJaEwJIQWBICS0JgSQgsCYElIbAkBJaEwJIQWBICS0JgSQgsCYElIbAkBJaEwJIQWBICS0JgSQgsCYElIbAkBJaEwJIQWBICS0JgSQgsCYElIbAkBJaEwJIQWBICS0JgSQgsCYElIbAkBJaEwJIQWBICS0JgSQgsCYElIbAkBJaEwJIQWBIGS8JgSRgsCYMlYbAkDJaEwZIwWBIGS8JgSRgsCYMlYbAkDJaEwZIwWBIGS8JgSRgsCYMlYbAkDJaEwZIwWBIGS8JgSRgsCYMlYbAkDJaEwZIwWBIGS8JgSRgsCYMlYbAkDJaEwZIwWBIGS8JgSRgsCYMlYbAkDJaEwZIwWBIGS8JgSRgsCYMlYbAkDJaEwZIwWBIGS8JgSRgsCYMlYbAkDJaEwZIwWBIGS8JgSRgsCYMlYbAkDJaEwZIwWBIGS8JgSRgsCYMlYbAkDJaEwZIwWBIGS8JgSRgsCYMlYbAkDJaEwZIwWBIGS8JgSRgsCYMlYbAkDJaEwZIwWBIGS8JgSRgsCYMlEbAkApZEwJIIWBIBSyJgSQQsiYAlEbAkApZEwJIIWBIBSyJgSQQsiYAlEbAkApZEwJIIWBIBSyJgSQQsiYAlEbAkApZEwJIIWBIBSyJgSQQsiYAlEbAkApZEwJIIWBIBSyJgSQQsiYAlEbAkApZEwJIIWBIBSyJgSQQsiYAlEbAkApZEwJIIWBIBSyJgSQQsiYAlEbAkApZEwJIIWBIBSyJgSQQsiYAlEbAkApZEwJIIWBIBSyJgSQQsiYAlEbAkApZEwJIIWBIBSyJgSQQsiYAlEbAkApZEwJIIWBIBSyJgSQQsiYAlEbAkApZEwJIIWBIBSyJgSQQsiYAlEbAkApZEwJIIWBIFS6JgSRQsiYIlUbAkCpZEwZIoWBIFS6JgSRQsiYIlUbAkCpZEwZIoWBIFS6JgSRQsiYIlUbAkCpZEwZIoWBIFS6JgSRQsiYIlUbAkCpZEwZIoWBIFS6JgSRQsiYIlUbAkCpZEwZIoWBIFS6JgSRQsiYIlUbAkCpZEwZIoWBIFS6JgSRQsiYIlUbAkCpZEwZIoWBIFS6JgSRQsiYIlUbAkCpZEwZIoWBIFS6JgSRQsiYIlUbAkCpZEwZIoWBIFS6JgSRQsiYIlUbAkCpZEwZIoWBIFS6JgSRQsiYIlUbAkCpZEwZIoWBIFS6JgSRQsiYIlUbAkCpZEwZIoWBIFS6JgSRQsiYIlMbAkBpbEwJIYWBIDS2JgSQwsiYElMbAkBpbEwJIYWBIDS2JgSQwsiYElMbAkBpbEwJIYWBIDS2JgSQwsiYElMbAkBpbEwJIYWBIDS2JgSQwsiYElMbAkBpbEwJIYWBIDS2JgSQwsiYElMbAkBpbEwJIYWBIDS2JgSQwsiYElMbAkBpbEwJIYWBIDS2JgSQwsiYElMQAkBoDEAJAYABIDQGIASAwAiQEgMQAkBoDEAJAYABIDQGIASAwAiQEgMQAkBoDEAJAYABIDQGIASAwAiQEgMQAkBmrEQI0YqBEDNWKgRgzUiIEaMVAjBmrEQI0YqBEDNWKgRgzUiIEaMVAjBmrEQY04qBEHNeKgRhzUiIMacVAjDmrEQY04qBEHNeKgRhzUiIMacVAjDmrEQY04qBEHNeKgRhzUiIMacVAjDmrEQY04qBEHNeKgRhzUiIMacVAjDmrEQY04qBEHNeKgRhzUiIMacVAjDmrEQY04qBEHNeKgRhzUiIMacVAjDmrEQY04qBEHNeKgRhzUiIMacVAjDmrE4QskDoDEAZA4ABIHQOIASBwAiQMgcQAkDoDEAZA4ABIHQOIASBwAiQMgcQAkDoDEAZA4ABIHQOIASBwAiQMgcQAkDoDE4QskDpbEwZI4WBIHS+JgSRwsiYMlcbAkDpbEwZI4WBIHS+JgSRwsiYMlcbAkHo9z/99MzJkzZ5KdmGQHkuwg7MRQkh1OsiNJdjTJjiXZSbqBJN1Akm4gSTeQpBtI0g0k6QaSdANJuoEk3UCSbjBJN5ikG0zSDSbpBpN0g0m6wSTdYJJuMEk3mKQbStINJemGknRDSbqhJN1Qkm4oSTeUpBtK0g0l6YaTdMNJuuEk3XCSbjhJN5ykG07SDSfphpN0w0m6kSTdSJJuJEk3kqQbSdKNJOlGknQjSbqRJN1Ikm40STeapBtN0o0m6UaTdKNJutEk3WiSbjRJN5qkG8vJNG/Ts0OL/7MC/gr6K+SvsL8i/or6K+av+P9W3H9zPNFffiPuN+J+I+434n4j7jfifiP+v8b/OXF/Jfor4K+gv0L+Cvsr4q+ov2L+8huJfiPRbyT6jUS/keg3Ev1Got9I9BuJfiPRbwT8RsBvBPxGwG8E/EbAbwT8RsBvBPxGwG8E/UbQbwT9RtBvBP1G0G8E/UbQbwT9RtBvhPxGyG+E/EbIb4T8RshvhPxGyG+E/EbIb4T9RthvhP1G2G+E/UbYb4T9RthvhP1G2G9E/EbEb0T8RsRvRPxGxG9E/EbEb0T8RsRvRP1G1G9E/UbUb0T9RtRvRP1G1G9E/UbUb/jXnRjzG/6dJ/p3nujfeaJ/54n+nSf6d57o33mif+eJ/p0n+nee6N95on/nif6dJ/p3nujfeaJ/54n+nSf6dx7w7zzg33nAv/OAf+cB/84D/p0H/DsP+Hce8O884N95wL/zgH/nAf/OA/6dB/w7D/h3HvDvPODfecC/84B/5wH/zgP+nQf8Ow/4dx7w7zzg3/n/VcQdI9GJwEAUvNJ+zUjA/S9mJ+7NFDEkr0i6GJ2Pzkfno/PR+eh8dD46H52Pzkfno/PR+eh8dD46H52Pzkfno/PR+eh8dD46H52Pzkfno/PR+eh8dD46H52Pzkfno/PR+eh8dD46H52Pzkfno/PR+eh8dD46H52Pzkfno/PR+eh8dD46H52Pzkfno/PR+eh8dD7qHnWPukfdo+5R96h71D3f/0/+9/ZRd9QddUfdUXfUHXVH3VF31B11R91Rd9QddUfdUXfUHXVH3VF31B11R91Rd9QddUfdUXfUHXVH3VF31B11R91Rd9QddUfdUXfUHXVH3VF31B11R91Rd9QddUfdUXfUHXVH3VF31B11R91Rd9QddUfdUXfUHXVH3VF31B11R91Rd9QddUfdUXfUHXVH3VF31B11R91Rd9QddUfdUXd8xaPz6Dw6j86j8+g8Oo/Oo/PovDqvzqvz6rw6r86r8+q8Oq/Oq/PqvDqvzqvz6rw6r86r8+q8Oq/Oq/PqvDqvzqvz6rw6r86r8+q8Oq/Oq/PqvDqvzqvz6rw6r86r8+q8Oq/Oq/PqvDqvzqvz6rw6r86r8+q8Oq/Oq/PqvDqvzqvz6rw6r86r8+q8Oq/Oq/PqvDqvzqvz6rw6r86r8+q8Oq/Oq/PqvDqvzqvz6rw6r86r8+q8Oq/Oq/PqvDqvzqvz6nx1vjpfna/OV+er89X56nx1vjpfna/OV+er89X56nx1vjpfna/OV+er89X56nx1vjpfna/OV+er89X56nx1vjpfna/OV+er89X56nx1vjpfna/OV+er89X56nx1vjpfna/OV+er89X56nx1vjpfna/OV+er89X56nx1vjpfna/OV+er89X56nx1vjpfna/OV+er89X56nx1vjpfna/OV+er89X56nx1vjpfna/OV+er89X56nx1vjpfna/OT+en89P56fx0fjo/nZ/OT+en89P56fx0fjo/nZ/OT+en89P56fx0fjo/nZ/OT+en89P56fx0fjo/nZ/OT+en89P56fx0fjo/nZ/OT+en89P56fx0fjo/nZ/OT+en89P56fx0fjo/nZ/OT+en89P56fx0fjo/nZ/OT+en89P56fx0fjo/nZ/OT+en89P56fx0fjo/nZ/OT+en89P56fx0fjo/nZ/OT+en89P56fx0fjo/nZ/OT+en89P56fzR+aPzR+ePzh+dPzp/dP7o/NH5o/NH54/OH50/On90/uj80fmj80fnj84fnT86f3T+6PzR+aPzR+ePzh+dPzp/dP7o/NH5o/NH54/OH50/On90/uj80fmj80fnj84fnT86f3T+6PzR+aPzR+ePzh+dPzp/dP7o/NH5o/NH54/OH50/On90/uj80fmj80fnj84fnT86f3T+6PzR+aPzR+ePzh+dPzp/dP7o/NH5o/NH54/OH50/On90/uj80fmj80fnj84fnT86f3T+6PzR+aPzR+ePzl+dvzp/df7q/NX5q/NX56/OX52/On91/ur81fmr81fnr85fnb86f3X+6vzV+avzV+evzl+dvzp/df7q/NX5q/NX56/OX52/On91/ur81fmr81fnr85fnb86f3X+6vzV+avzV+evzl+dvzp/df7q/NX5q/NX56/OX52/On91/ur81fmr81fnr85fnb86f3X+6vzV+avzV+evzl+dvzp/df7q/NX5q/NX56/OX52/On91/ur81fmr81fnr85fnb86f3X+6vzV+avzV+evzl+dvzp/df7q/NP5p/NP55/OP51/Ov90/un80/mn80/nn84/nX86/3T+6fzT+afzT+efzj+dfzr/dP7p/NP5p/NP55/OP51/Ov90/un80/mn80/nn84/nX86/3T+6fzT+afzT+efzj+dfzr/dP7p/NP5p/NP55/OP51/Ov90/un80/mn80/nn84/nX86/3T+6fzT+afzT+efzj+dfzr/dP7p/NP5p/NP55/OP51/Ov90/un80/mn80/nn84/nX86/3T+6fzT+afzT+efzj+dfzr/dP7p/NP5p/NP59+/zue/f53/vX6uccVV17rO9bhel42fjZ+Nn42fjZ+Nn42fjZ+Nn42fjbExNsbG2BgbY2NsjI2xMTZiIzZiIzZiIzZiIzZiIzZqozZqozZqozZqozZqozbWxtpYG2tjbayNtbE21sbaOBtn42ycjbNxNs7G2TgbZ+Ox8dh4bDw2HhuPjcfGY+Ox8dh4bbw2XhuvjdfGa+O18dp4bbw2Phufjc/GZ+Oz8dn4bHw2Phs6p+CGghsKbii4oeCGghsKbii4oeCGghsKbii4oeCGghsKbii4oeCGghsKbii4oeCGghsKbii4oeCGghsKbii4oeCGghsKbii4oeCGghsKbii4oeCGghsKbii4oeCGghsKbii4oeCGghsKbii4oeCGghsKbii4oeCGghsKbii4oeCGghsKbii4oeCGghsKbii4oeCGghsKbii4oeCGghsKbii4oeCGghsKbii4oeCGghsKbii4oeCGghsKbii4oeCGghsKbii4oeCGghsKbii4oeCGghsKbii4oeCGghsKbii4oeCGghsKbii4oeCGghsKbii4oeCGghsKbii4oeCGghsKbii4oeCGghsKbii4oeCGghsKbii4oeCGghsKbii4oeCGghsKbii4oeCGghsKbii4oeCGghsKbii4Yd+GfRv2bdi3Yd+GfRv2bdi3Yd+GfRv2bdi3Yd+GfRv2bdi3Yd+GfRv2bdi3Yd+GfRv2bdi3Yd+GfRv2bdi3Yd+GfRv2bdi3Yd+GfRv2bdi3Yd+GfRv2bdi3Yd+GfRv2bdi3Yd+GfRv2bdi3v5cNdVNwQ8ENBTcU3FBwQ8ENBTcU3FBwQ8ENBTcU3FBwQ8ENBTcU3FBwQ8ENBTcU3FBwQ8ENBTcU3FBwQ8ENBTcU3FBwQ8ENBTcU3FBwQ8ENBTcU3FBwQ8ENBTcU3FBwQ8ENBTcU3FBwQ8ENBTcU3FBwQ8ENBTcU3FBwQ8ENBTcU3FBwQ8ENBTcU3FBwQ8ENBTcU3FBwQ8ENBTcU3FBwQ8ENBTcU3FBwQ8ENBTcU3FBwQ8ENBTcU3FBwQ8ENBTcU3FBwQ8ENBTcU3FBwQ8ENBTcU3FBwQ8ENBTcU3FBwQ8ENBTcU3FBwQ8ENBTcU3FBwQ8ENBTcU3FBwQ8ENBTcU3FBwQ8ENBTcU3FBwQ8ENBTcU3FBwQ8ENBTcU3FBwQ8ENBTcU3FBwQ8ENBTcU3FBwQ8ENBTcU3FBwQ8ENBTcU3FBwQ8ENBTcU3FBwQ8ENBTcU3FBwQ8ENBTcU3FBwQ8ENBTcU3FBwQ8ENBTcU3FBwQ8ENBTcU3FBwQ8ENBTcU3FBwQ8ENBTcU3FBwQ8ENBTcU3FBwQ8ENBTcU3FBwQ8ENBTcU3FBwQ8ENBTcU3FBwQ8ENBTcU3FBwQ8ENBTcU3FBwQ8ENBTcU3FBwQ8ENBTcU3FBwQ8ENBTcU3FBwQ8ENBTcU3FBwQ8ENBTcU3FBwQ8ENBTcU3FBwQ8ENBTcU3FBwQ8ENBTcU3FBwQ8ENBTcU3FBwQ8ENBTcU3FBwQ8ENBTcU3FBwQ8ENBTcU3FBwQ8ENBTcU3FBwQ8ENBTcU3FBwQ8ENBTcU3FBwQ8ENBTcU3FBwQ8ENBTcU3FBwQ8ENBTcU3FBwQ8ENBTcU3FBwQ8ENBTcU3FBwQ8ENBTcU3FBwQ8ENBTcU3FBwQ8ENBTcU3FBwQ8ENBTcU3FBwQ8ENBTcU3FBwQ8ENBTcU3FBwQ8ENBTcU3FBwQ8ENBTcU3FBwQ8ENBTcU3FBwQ8ENBTcU3FBwQ8ENBTcU3FBwQ8ENBTcU3FBwQ8ENBTcU3FBwQ8ENBTcU3FBwQ8ENBTcU3FBwQ8ENBTcU3FBwQ8ENBTcU3FBwQ8ENBTcU3FBwQ8ENBTcU3FBwQ8ENBTcU3FBwQ8ENBTcU3FBwQ8ENBTcU3FBwQ8ENBTcU3FBwQ8ENBTcU3FBwQ8ENBTcU3FBwQ8ENBTcU3FBwQ8ENBTcU3FBwQ8ENBTcU3FBwQ8ENBTcU3FBwQ8ENBTcU3FBwQ8ENBTcU3FBwQ8ENBTcU3FBwQ8ENBTcU3FBwQ8ENBTcU3FBwQ8ENBTcU3FBwQ8ENBTcU3FBwQ8ENBTcU3FBwQ8ENBTcU3FBwQ8ENBTcU3FBwQ8ENBTcU3FBwQ8ENBTcU3FBwQ8ENBTcU3FBwQ8ENBTcU3FBwQ8ENBTcU3FBwQ8ENBTcU3FBwQ8ENBTcU3FBwQ8ENBTcU3FBwQ8ENBTcU3FBwQ8ENBTcU3FBwQ8ENBTcU3FBwQ8ENBTcU3FBwQ8ENBTcU3FBwQ8ENBTcU3FBwQ8ENBTcU3FBwQ8ENBTcU3FBwQ8ENBTcU3FBwQ8ENBTcU3FBwQ8ENBTcU3FBwQ8ENBTcU3FBwQ8ENBTcU3FBwQ8ENBTcU3FBwQ8ENBTcU3FBwQ8ENBTcU3FBwQ8ENBTcU3FBwQ8ENBTcU3FBwQ8ENBTcU3FBwQ8ENBTcU3FBwQ8ENBTcU3FBwQ8ENBTcU3FBwQ8ENBTcU3FBwQ8ENBTcU3FBwQ8ENBTcU3FBwQ8ENBTcU3FBwQ8ENBTcU3FBwQ8ENBTcU3FBwQ8ENBTcU3FBwQ8ENBTcU3FBwQ8ENBTcU3FBwQ8ENBTcU3FBwQ8ENBTcU3FBwQ8ENBTcU3FBwQ8ENBTcU3FBwQ8ENBTcU3FBwQ8ENBTcU3FBwQ8ENBTcU3FBwQ8ENBTcU3FBwQ8ENBTcU3FBwQ8ENBTcU3FBwQ8ENBTcU3FBwQ8ENBTcU3FBwQ8ENBTcU3FBwQ8ENBTcU3FBwQ8ENBTcU3FBwQ8ENBTcU3FBwQ8ENBTcU3FBwQ8ENBTcU3FBwQ8ENBTcU3FBwQ8ENBTcU3FBwQ8ENBTcU3FBwQ8ENBTcU3FBwQ8ENBTcU3FBwQ8ENBTcU3FBwQ8ENBTcU3FBwQ8ENBTcU3FBwQ8ENBTcU3FBwQ8ENBTcU3FBwQ8ENBTcU3FBwQ8ENBTcU3FBwoeBCwYWCCwUXCi4UXCi4UHCh4ELBhYILBRcKLhRcKLhQcKHgQsGFggsFFwouFFwouFBwoeBCwYWCCwUXCi4UXCi4UHCh4ELBhYILBRcKLhRcKLhQcKHgQsGFggsFFwouFFwouFBwoeBCwYWCCwUXCi4UXCi4UHCh4ELBhYILBRcKLhRcKLhQcKHgQsGFggsFFwouFFwouFBwoeBCwYWCCwUXCi4UXCi4UHCh4ELBhYILBRcKLhRcKLhQcKHgQsGFggsFFwouFFwouFBwoeBCwYWCCwUXCi4UXCi4UHCh4ELBhYILBRcKLhRcKLhQcKHgQsGFggsFFwouFFwouFBwoeBCwYWCCwUXCi4UXCi4UHCh4ELBhYILBRcKLhRcKLhQcKHgQsGFggsFFwouFFwouFBwoeBCwYWCCwUXCi4UXCi4UHCh4ELBhYILBRcKLhRcKLhQcKHgQsGFggsFFwouFFwouFBwoeBCwYWCCwUXCi4UXCi4UHCh4ELBhYILBRcKLhRcKLhQcKHgQsGFggsFFwouFFwouFBwoeBCwYWCCwUXCi4UXCi4UHCh4ELBhYILBRcKLhRcKLhQcKHgQsGFggsFFwouFFwouFBwoeBCwYWCCwUXCi4UXCi4UHCh4ELBhYILBRcKLhRcKLhQcKHgQsGFggsFFwouFFwouFBw8S+48HDh4cLDhYcLDxceLjxceLjwcOHhwsOFhwsPFx4uPFx4uPBw4eHCw4WHCw8XHi48XHi48HDh4cLDhYcLDxceLjxceLjwcOHhwsOFhwsPFx4uPFx4uPBw4eHCw4WHCw8XHi48XHi48HDh4cLDhYcLDxceLjxceLjwcOHhwsOFhwsPFx4uPFx4uPBw4eHCw4WHCw8XHi48XHi48HDh4cLDhYcLDxceLjxceLjwcOHhwsOFhwsPFx4uPFx4uPBw4eHCw4WHCw8XHi48XHi48HDh4cLDhYcLDxceLjxceLjwcOHhwsOFhwsPFx4uPFx4uPBw4eHCw4WHCw8XHi48XHi48HDh4cLDhYcLDxceLjxceLjwcOHhwsOFhwsPFx4uPFwouFBwoeBCwYWCCwUXCi4UXCi4UHCh4ELBhYILBRcKLhRcKLhQcKHgQsGFggsFFwouFFwouFBwoeBCwYWCCwUXCi4UXCi4UHCh4ELBhYILBRcKLhRcKLhQcKHgQsGFggsFFwouFFwouFBwoeBCwYWCCwUXCi4UXCi4UHCh4ELBhYILBRcKLhRcKLhQcKHgQsGFggsFFwouFFwouFBwoeBCwYWCCwUXCi4UXCi4UHCh4ELBhYILBRcKLhRcKLhQcKHgQsGFggsFFwouFFwouFBwoeBCwYWCCwUXCi4UXCi4UHCh4ELBhYILBRcKLhRcKLhQcKHgQsGFggsFFwouFFwouFBwoeBCwYWCCwUXCi4UXCi4UHCh4ELBhYILBRcKLhRcKLhQcKHgQsGFggsFFwouFFwouFBwoeBCwYWCCwUXCi4UXCi4UHCh4ELBhYILBRcKLhRcKLhQcKHgQsGFggsFFwouFFwouFBwoeBCwYWCCwUXCi4UXCi4UHCh4ELBhYILBRcKLhRcKLhQcKHgQsGFggsFFwouFFwouFBwoeBCwYWCCwUXCi4UXCi4UHCh4ELBhYILBRcKLhRcKLhQcKHgQsGFggsFFwouFFwouFBwoeBCwYWCCwUXCi4UXCi4UHCh4ELBhYILBRcKLhRcKLhQcKHgQsGFggsFFwouFFwouFBwoeBCwYWCCwUXCi4UXCi4UHCh4ELBhYILBRcKLhRcKLhQcKHgQsGFggsFFwouFFwouFBwoeBCwYWCCwUXCi4UXCi4UHCh4ELBhYILBRcKLhRcKLhQcKHgQsGFggsFFwouFFwouFBwoeBCwYWCCwUXCi4UXCi4UHCh4ELBhYILBRcKLhRcKLhQcKHgQsGFggsFFwouFFwouFBwoeBCwYWCCwUXCi4UXCi4UHCh4ELBhYILBRcKLhRcKLhQcKHgQsGFggsFFwouFFwouFBwoeBCwYWCCwUXCi4UXCi4UHCh4ELBhYILBRcKLhRcKLhQcKHgQsGFggsFFwouFFwouFBwoeBCwYWCCwUXCi4UXCi4UHCh4ELBhYILBRcKLhRcKLhQcKHgQsGFggsFFwouFFwouFBwoeBCwYWCCwUXCi4UXCi4UHCh4ELBhYILBRcKLhRcKLhQcKHgQsGFggsFFwouFFwouFBwoeBCwYWCCwUXCi4UXCi4UHCh4ELBhYILBRcKLhRcKLhQcKHgQsGFggsFFwouFFwouFBwoeBCwYWCCwUXCi4UXCi4UHCh4ELBhYILBRcKLhRcKLhQcKHgQsGFggsFFwouFFwouFBwoeBCwYWCCwUXCi4UXCi4UHCh4ELBhYILBRcKLhRcKLhQcKHgQsGFggsFFwouFFwouFBwoeBCwYWCCwUXCi4UXCi4UHCh4ELBhYILBRcKLhRcKLhQcKHgQsGFggsFFwouFFwouFBwoeBCwYWCCwUXCi4UXCi4UHCh4ELBhYILBRcKLhRcKLhQcKHgQsGFggsFFwouFFwouFBwoeBCwYWCCwUXCi4UXCi4UHCh4ELBhYILBRcKLhRcKLhQcKHgQsGFggsFFwouFFwouFBwoeBCwYWCCwUXCi4UXCi4UHCh4ELBhYILBRcKLhRcKLhQcKHgQsGFggsFFwouFFwouFBwoeBCwYWCCwUXCi4UXCi4UHCh4ELBhYILBRcKLhRcKLhQcKHgQsGFggsFFwouFFwouFBwoeBCwYWCCwUXCi4UXCi4UHCh4ELBhYILBRcKLhRcKLhQcKHgQsGFggsFFwquFFwpuFJwpeBKwZWCKwVXCq4UXCm4UnCl4ErBlYIrBVcKrhRcKbhScKXgSsGVgisFVwquFFwpuFJwpeBKwZWCKwVXCq4UXCm4UnCl4ErBlYIrBVcKrhRcKbhScKXgSsGVgisFVwquFFwpuFJwpeBKwZWCKwVXCq4UXCm4UnCl4ErBlYIrBVcKrhRcKbhScKXgSsGVgisFVwquFFwpuFJwpeBKwZWCKwVXCq4UXCm4UnCl4ErBlYIrBVcKrhRcKbhScKXgSsGVgisFVwquFFwpuFJwpeBKwZWCKwVXCq4UXCm4UnCl4ErBlYIrBVcKrhRcKbhScKXgSsGVgisFVwquFFwpuFJwpeBKwZWCKwVXCq4UXCm4UnCl4ErBlYIrBVcKrhRcKbhScKXgSsGVgisFVwquFFwpuFJwpeBKwZWCKwVXCq4UXCm4UnCl4ErBlYIrBVcKrhRcKbhScKXgSsGVgisFVwquFFwpuFJwpeBKwZWCKwVXCq4UXCm4UnCl4ErBlYIrBVcKrhRcKbhScKXgSsGVgisFVwquFFwpuFJwpeBKwZWCKwVXCq4UXCm4UnCl4ErBlYIrBVcKrhRcKbhScKXgSsGVgisFVwquFFwpuFJwpeBKwZWCKwVXCq4UXCm4UnCl4ErBlYIrBVcKrhRcKbhScKXgSsGVgisFVwquFFwpuFJwpeBKwZWCKwVXCq4UXCm4UnCl4ErBlYIrBVcKrhRcKbhScKXgSsGVgisFVwquFFwpuFJwpeBKwZWCKwVXCq4UXCm4UnCl4ErBlYIrBVcKrhRcKbhScKXgSsGVgisFVwquFFwpuFJwpeBKwZWCKwVXCq4UXCm4UnCl4ErBlYIrBVcKrhRcKbhScKXgSsGVgisFVwquFFwpuFJwpeBKwZWCKwVXCq4UXCm4UnCl4ErBlYIrBVcKrhRcKbhScKXgSsGVgisFVwquFFwpuFJwpeBKwZWCKwVXCq4UXCm4UnCl4ErBlYIrBVcKrhRcKbhScKXgSsGVgisFVwquFFwpuFJwpeBKwZWCKwVXCq4UXCm4UnCl4ErBlYIrBVcKrv4KVx6uPFx5uPJw5eHKw5WHKw9XHq48XHm48nDl4crDlYcrD1cerjxcebjycOXhysOVhysPVx6uPFx5uPJw5eHKw5WHKw9XHq48XHm48nDl4crDlYcrD1cerjxcebjycOXhysOVhysPVx6uPFx5uPJw5eHKw5WHKw9XHq48XHm48nDl4crDlYcrD1cerjxcebjycOXhysOVhysPVx6uPFx5uPJw5eHKw5WHKw9XHq48XHm48nDl4crDlYcrD1cerjxcebjycOXhysOVhysPVx6uPFx5uPJw5eHKw5WHKw9XHq48XHm48nDl4crDlYcrD1cerjxcebjycOXhysOVhysPVx6uPFx5uPJw5eHKw5WHKw9XHq48XHm48nDl4crDlYcrD1cerjxcebjycOXhysOVhysPVx6uPFx5uPJw5eHKw5WHKw9XHq48XHm48nDl4crDlYcrD1cerjxcebjycOXhysOVhysPVx6uPFx5uPJw5eHKw5WHKw9XHq48XHm48nDl4crDlYcrD1cerjxcebjycOXhysOVhysPVx6uPFx5uPJw5eHKw5WHKw9XHq48XHm48nDl4crDlYcrD1cerjxcebjycOXhysOVhysPVx6uPFx5uPJw5eHKw5WHKw9XHq48XHm48nDl4crDlYcrD1cerjxcebjycOXhysOVhysPVx6uPFx5uPJw5eHKw5WHKw9XHq48XHm48nDl4crDlYcrD1cerjxcebjycOXhysOVhysPVx6uPFx5uPJw5eHKw5WHKw9XHq48XHm48nDl4crDlYcrD1cerjxcebjycOXhysOVhysPVx6uPFx5uPJw5eHKw5WHKw9XHq48XHm48nDl4crDlYcrD1cerjxcebjycOXhysOVhysPVx6uPFx5uPJw5eHKw5WHKw9XHq48XHm48nDl4crDlYcrD1cerjxcebjycOXhysOVhysPVx6uPFx5uPJw5eHKw5WHKw9XHq48XHm48nDl4crDlYcrD1cerjxcebjycOXhysOVhysPVx6uPFx5uPJw5eHKw5WHKw9XHq48XHm48nDl4crDlYcrD1cerjxcebjycOXhysOVhysPVx6uPFx5uPJw5eHKw5WHKw9XHq48XHm48nDl4crDlYcrD1cerjxcebjycOXhysOVhysPVx6uPFx5uPJw5eHKw5WHKw9XHq48XHm48nDl4crDlYcrD1cerjxcebjycOXhysOVhysPVx6uPFx5uPJw5eHKw5WHKw9XHq48XHm48nDl4crDlYcrD1cerjxcebjycOXhysOVhysPVx6uPFx5uPJw5eHKw5WHKw9XHq48XHm48nDl4crDlYcrD1cerjxcebjycOXhysOVhysPVx6uPFx5uPJw5eHKw5WHKw9XHq48XHm48nDl4crDlYcrD1cerjxcebjycOXhysOVhysPVx6uPFx5uPJw5eHKw5WHKw9XHq48XHm48nDl4crDlYcrD1cerjxcebjycOXhysOVhysPVx6uPFx5uPJw5eHKw5WHKw9XHq48XHm48nDl4crDlYcrD1cerjxcebjycOXhysOVhysPVx6uPFx5uPJw5eHKw5WHKw9XHq48XHm48nDl4crDlYcrD1cerjxcebjycOXhysOVhysPVx6uPFx5uPJw5eHKw5WHKw9XHq48XHm48nDl4crDlYcrD1cerjxcebjycOXhysOVhysPVx6uPFx5uPJw5eHKw5WHKw9XHq48XHm48nDl4crDlYcrD1cerjxcebjycOXhysOVh1sebnm45eGWh1sebnm45eGWh1sebnm45eGWh1sebnm45eGWh1sebnm45eGWh1sebnm45eGWh1sebnm45eGWh1sebnm45eGWh1sebnm45eGWh1sebnm45eGWh1sebnm45eGWh1sebnm45eGWh1sebnm45eGWh1sebnm45eGWh1sebnm45eGWh1sebnm45eGWh1sebnm45eGWh1sebnm45eGWh1sebnm45eGWh1sebnm45eGWh1sebnm45eGWh1sebnm45eGWh1sebnm45eGWh1sebnm45eGWh1sebnm45eGWh1sebnm45eGWh1sebnm45eGWh1sebnm45eGWh1sebnm45eGWh1sebnm45eGWh1sebnm45eGWh1sebnm45eGWh1sebnm45eGWh1sebnm45eGWh1sebnm45eGWh1sebnm45eGWh1sebnm45eGWh1sebnm45eGWh1sebnm45eGWh1sebnm45eGWh1sebnm45eGWh1sebnm45eGWh1sebnm45eGWh1sebnm45eGWh1sebnm45eGWh1sebnm45eGWh1sebnm45eGWh1sebnm45eGWh1sebnm45eGWh1sebnm45eGWh1sebnm45eGWh1sebnm45eGWh1sebnm45eGWh1sebnm45eGWh1sebnm45eGWh1sebnm45eGWh1sebnm45eGWh1sebnm45eGWh1sebnm45eGWh1sebnm45eGWh1sebnm45eGWh1sebnm45eGWh1sebnm45eGWh1sebnm45eGWh1sebnm45eGWh1sebnm45eGWh1sebnm45eGWh1sebnm45eGWh1sebnm45eGWh1sebnm45eGWh1sebnm45eGWh1sebnm45eGWh1sebnm45eGWh1sebnm45eGWh1sebnm45eGWh1sebnm45eGWh1sebnm45eGWh1sebnm45eGWh1sebnm45eGWh1sebnm45eGWh1sebnm45eGWh1sebnm45eGWh1sebnm45eGWh1sebnm45eGWh1sebnm45eGWh1sebnm45eGWh1sebnm45eGWh1sebnm45eGWh1sebnm45eGWh1sebnm45eGWh1sebnm45eGWh1sebnm45eGWh1sebnm45eGWh1sebnm45eGWh1sebnm45eGWh1sebnm45eGWh1sebnm45eGWh1sebnm45eGWh1sebnm45eGWh1sebnm45eGWh1sebnm45eGWh1sebnm45eGWh1sebnm45eGWh1sebnm45eGWh1sebnm45eGWh1sebnm45eGWh1sebnm45eGWh1sebnm45eGWh1sebnm45eGWh1sebnm45eGWh1sebnm45eGWh1sebnm45eGWh1sebnm45eGWh1sebnm45eGWh1sebnm45eGWh1sebnm45eGWh1sebnm45eGWh1sebnm45eGWh1sebnm45eGWh1sebnm45eGWh1sebnm45eGWh1sebnm45eGWh1sebnm45eGWh1sebnm45eGWh1sebnm45eGWh1sebnm45eGWh1sebnm45eGWh1sebnm45eGWh1sebnm45eGWh1sebnm45eGWh1sebnm45eGWh1sebnm45eGWh1sebnm45eGWh1sebnm45eGWh1sebnm45eGWh1sebnm45eGWh1sebnm45eGWh1sebnm45eGWh1sebnm45eGWh1sebnm45eGWh1sebnm45eGWh1sebnm45eGWh1sebnm45eGWh1sebnm45eGWh1sebnm45eGWh1sebnm45eGWh1sebnm45eGWh1sebnm45eGWh1sebnm45eGWh1sebnm45eGWh1sebnm45eGWh1sebnm45eGWh1sebnm45eGWh1sebnm45eGWh1sebnm45eGWh1sebnm45eGWh1sebnm45eGWh1sebnm45eGWh1sebnm45eGWh1sebnm45eGWh1sebnm45eGWh1sebnm45eGWh1sebnm45eGWh1sebnm45eGWh1sebnm45eGWh1sebnm45eGWh1sebnm45eGWh1sebnm45eGWh1sebnm45eGWh1sebnm45eGWh1sebnm45eGWh1sebnm45eGWh1sebnm45eGWh1sebnm45eGWh1sebnm45eGWh1sebnm45eGWh1sebnm45eGWh1sebnm45eGWh1sebnm45eGWh1sebnm45eGWh1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9Q7WVV06mVCLHr4PkD6MDJUaZR2U0extjW8Y460miO6f2wKDTlefKza5kqU61FzennnUQWyHOtsz2NWY3ZM3Kme9eQNcxd5C5mV9Yv+TbG6fOjnCyzwjF8todnWZ/Bb+P8PmjniQDS+38IKqehnWb8piojd64Ud3mCW57t1plgJl+geF2yLk41FHTUbKmlzYJuTUT7EGgT/GY6sbAPjlZ4MXQyz4H2BoSV2TMe/9vdseG5zh1z5zwYOOK58vzaX8+eq6be2nRngNwTvPPI/uebq0YNj9bN2r7jEc9rf577wsx7W8b/e97muieoLBaDzi4DWRSjB1RjpBDb/CZzTKRCcIBIWmHNUNE4YaPaWVE4kAxysrkS6DJjN+FhAAATVHNIP8zkl6SQ3Z/Nsf6QAdMu1iN3WIjnP+yLuLGLCsCN3z5pifs8JZ2NT15qT4ApXdNnS22k/aKSvGi2OGs7RUCFYK32QqvTIhCqHZ2bGWmAxvMCFQkK5hYsfs62ZdGm1+5dYyzxeVz7Dm6ZcdM+x9GSy08fu7BqVf2E1Efn3vwer3c8uPHMrTdvZ/ewexbOumv77XnH3/h4/9JnaqP3JF5PXbhAbXkZLHxsgYbnRdBxAzHPDWQ1GCA3HuUHcm1kc6uu5y0UZNovddkjIIL2Hwq/U5xaD9jATDp37upBihAEhPUou57ltWtWqRLHY1YQEVkD8lJUiV/DIY+I3brpp8gaREV0EfQiQmGUagRIhIokUAmeojLArr9aw7xF/5kbDyX3HaL40/FH0OtvuNNwdSM6oA7S8TzhdTqBEyU9y+uMer3A60ycqOj36DHxQ5d4Bb1NEPREz7JehtgYhmDBxDKEUfRXCCaiLsDxbfh51SgILMswSKd/0nTnHa6wW7mEXPE6hf5eoopbB4/orDXX1raUhVvWnm0pc1HbDGceu0UxnuXOnm3RloJS10LNNoij1iATYHCAKSjkhSIm/uW/XhqcPPx3HMef1wZ0FY3c6cuD8BOpyaQ3XvzJvbc9A21k0CSEuN7QRgvKRiH0e3VwgV8xx+x0UZvbZH8z+80c1hrKyQ4V2K0yl1ckW0PZOTneNBzZrIFQqLAQsVnZAdwYYok3JxCyIJ2zWNdGdqsGYzHKG53XmLc+j83La8O/V705gFNIzM4Wc3LWiCYUgV5Eg4o0uBo0thOqRinfali1emQnToWVNG79ix5PUvWoCydRXTwM/rAOpBKpU5J1GQRDsI+pygt1dWmdj+JAhdNLOvXaiINwAHS+DAcDTKCiug+h+h+YhKP4jVvrprcM27hlxfKtn29PPYuLfv98z5s2pd5qx6M2liWW9rv9eGobd1oyT9g1aVVbeeHDTavOr2KGbL6jz+SiK7tEZeRtA+fM1zDxdMeX3Ifg77PQ/tbdOmxt6/isFZDABmvVCMavUAmb/eCxXPRQD9kcY102FymwxZVBzEqFVYw2h92tWEy1xntlXHsPxXbWUioz7lJWRKDj5CbVZlpjdBSXCzgiYCGWbeyfE+tPFf0L5VKieSRwlktdQJAAILhkBu0Bj53GAg0MAA2wk0dBPzIr1qpABesUQCp+gTfbKC6wv3t1aurAJ6nvU2/+4wPc66844DyZc3xH6rsn7jl/dO8PhM1Kpa7iQbgcb8PMl5d/Z97/8Dfvpj7/73+8Qe1zCujWUdAtE/Kje9VhTj80MpsukM1vK7c9Z2NN2OQnIpazfTgr2+eP4IhfGMxhv6JkNMznD2AcIsRaqwRCJqTzFOvG5gIrElRzWnsGBRZjDOpDtQdUJYEB/hLUD/wwMqMlF8G/KaAmXEvGwUGTE4nmbmpBAPn5YD517vDbB4M2FII+TMEV+PT+8Sufqp//zIu3T9+R+uNXD68eUTW454gptzYO3p1Kcqedvv3/uO9I6tNP13qdT+RYgqXDpl85cPRln1PTganQ/iPQfhmdVXuHSRHTk6jCdMJJDCEypxNZnUHPimKmqTwXAHAREMMGQgAWkhgIyUgnvIp4zLeRaSc5jhWZVwmBbTVHZOGL4hrN7XeakT5tRvN/bkaa6Yzs8vnh1fTwRc2kLiUudpqStrzekihMghEBvGi0AOQlgL1o/1NxlM0NXn2skRkSvNo2j9kX5E4fTNUcTJEnNE6D3uz4kg+A/vvRO6eQFzTcDEo/2Ie9xUYKL0ZN779qpRpB9b8vbMi2LJstu5d9kMIhnOthfCgn5Pf5Mkjq81prLfca/SEUICGMeUepkckp5UVrsYWIRGHacB/VmespLpdwRMJSjAEpKgwTkGIUVzT8qAsrZ/CotGn8QPc+wF32ARwoCf/gLXWgJ1wn2mqe4prnDOPqAMOzQX9hgVmx5FHqoBlMLgtqRNmhlRkcJHesXZX61e7UmUc2/hXP+OihHzfknPG99sD+1Ne//PjMy3/qR/o9kXx6ROMrv8AI6/CR95pf3Gvf8+gzqV+c//S/b8O90vKrR4jXabpzQR3Gijodx0gyKAXLsAY9keVOpREEr46zwceixEJjJSLzHEdAQkSm2hRC4LVEQVijEzkOrtJG7lKDBpEQII7/oT2I04EC6ZyD/ouqUJi6I9wJuj8jjrD57bXN7nSSfqtrTaEZooVOhcr4sU50BtcFCB3FUSZgjeKgNcDU4+hr68iP686m3j17T1LcyZ1O7ic3XR5EWpMj03KhPGI+yIVB96miwmERxznCtXWcaS0ojmlrV1Bbq4U2e4wwTEZQVCIMSANazjAHtJYj1RKMA2GGc82e3JgCV3+E1WzokT3dbAg6HVr3cyvqZM5dtBm+ALACjcHLoBGpd6m3hSsOAD44FJ7Xjh5X85YruNykmsaYGk1LTIcMbQYB2bDMGIxGr6y3ybIeNwJ/36a6eT3hS82iwSAajcWy2KhfDKRCr5H9M2qWyBRHbHHbaNs9NtZWLztCekV2yg5pUJOm6eEuRR+ZDK/+V+aBE9f1U3tcuXSxxZjWdKrkGZ9greY1RaZAaI0y4CpzCypjN5xQZk3uO8Pncn/82oXIn54+cRo/bZgQGntTrz6R1azpym/++9VDe/tr/UMx/x+a3v6oTrQgBvuwj2QxWTzglU6SOIZhYSmTayrMAEFivZxk4zhJ4HmvqLPBqTwniTqB4Qx6CTpM5lhNpUM6Aem4NlytGgxLKO5nnMApXA0Mj2opdQCU/ddlApu6OoszTQd0LSPTzaVaqIM1l1FHQVenA13U1R3hSf/xDarMu/SUs+s1rv6+agRs4l2WUEykCzj02VFYI819hidpAdOS/lMbjrEhiyuGw5OoQuOAiIMiZsCHnN3FZGNbciL+7pPUpNS5maDTfciryaev7iNfgmPNS+v1OPDuFSA3Di1TXderLdh1iINmvwrRX5GaJWgqfL3x8mnoP4WL0P8D/alj7ML8bupLFTcgjIPHTf2T/ARofvlrLZ6ZDDh0GZ7LRUaq8f0eXMVUC9VilTJYGCwOUoZaJjFTLDczC9gm3XyxSd9kWGRpsi7yrLKs82xhNprvsjxp+dBywZO133PBQ9LyPSYhj5uj4K83UEt9X/WANzAqcnbMrsKCsxsZhGWgkTpM4EmhL2n3UWFraJx1CpmgC4x+/oWOM4iDfxYsOMiwgHu8AEioB3uSTYrZbLTa7HaLw+ly2TcbdaK/rWNWK2cx+9twSB1nB8pOOM5rsdssnM5i18G22Wgzc8RsFCXJKxvBII2U1LvsNrgCh132yUQ0rtGFAEQwAV2wmM2yDHEa0okiaGsbXnaco/SWtOFeKjgxtMYl2u2iy7WLAzum2FQUjmlre762VuuMSswYkffLh2VmkbxOviAzcsQT9xDPryR4iDVg8btEP3cPRxo5zHFuj1G2u8DYXddhtJvCLDAazbGHV/+ZLpV/Na9WEs2vUKm5u+B69Zn0Dj3FrWgcoNtGGrYRvWaYgri2bq9T2imOXw/hLTpYc9034EY0Ljn7vy5QTU0NrqmhBtOcWAL6ZnU4q6oxBf4qKy/goBa3MJNxxT/vyxF77yDk+9S7rzxQOSOeSJ5/cZdNdLte405fHfb8f92XZLaBT3j73zi645dX+zL/dft/vdJ8dZJmRzNBX42gr1Y8Q21ayiznVhmZWuMk42yuybhe4Qr11fqZ5uXScrmFbDEIOhCyYDQpisFssSqKVTFYM4anB3ySBBt8TBSDwSsQCOwIdDah3EyYrLcalMkkZNDrofcNhjZ8WfXowa2uwdBlenpVUa+/IgqqsF4gQhvepBYhEW6ghT9W67XYRxRsIYwkAcxXcML9tH6lGB5Od8MZasqd4VC6Z9M+N9OT/0xoa+0TevDaCZlD/53pWKR1pkJ7M16nXZz26LXgshMVW67rtLTJHlf8kj4mUOSDNepEPc3dQS/SfqQOHGsdOBNHX/p3c7+CiqyiYy+n3n01dd9NVabwaYC9j6/+18ynTr3O3Hh5EDP6s6d3vH91o5bnex64YhlwRQX50G7VU0hCMlll3WAjLhosXAsbtCBKVmJeyhi9FJWtYrbDmpXNhvAQ10Qr8EGGsZcaRE8xT60sryamrbNytbUKDxpbD2x6bMBcXI7ADWIU81N6OCodL9EsKwi+ezZQw3hoqVVBAYiRbIIWKuTmkWobzaH0wZbKGAnmoufx67g/tuBJE/u+0bz70HOpC/e/Mv+DZc3vPJr4/tgXqQNkNt6MP0/tS33wh5Nb3qwacgiXHrj9w9XzX8bOlk8wm1pB5dAAvvN+LV7yoH1qzSH2oJWUWHtaV1q3WFij4jFZFaNiz7ISs8dkyuipWQkA3CG3RwsaTKCNnjb8spprL47wcX4M38gv5tfzPN8EIdZSTLo8ZtM1d/kD8IQv0nymKwhIdoZLmWi6ttbcGU8jGghoOTMjTYwGGGuggsZMNJpuwFEyc//+ucOal/bbfk9q5637cf8XnptXM3tnajN3euiRhVNeWN3HFEg+Q34a+0RiyJSw1v+N0O4/QrudKA99o94eoKFxDnW/E2VMsVyxWEwOV54zy+Wwipwv3+rIczoz7beAJIyyDc6ymGQm31jgky1OcZMjq9EVcDjsdhTM0yTjNIVMICddXp7odHY6T0D34/mir9jPl/OE719AneiO/mkPCnIBlfhf6G8GG7tLDCIH5fNMxADuCqRnpNbEpa0LXctJULui/9dyE1SWPEftyEpBsAyHMRWqlpegUm0Eqc458cL8v6WujCmaWrP4k6baoRVzl13c/CQ2vVC76O5RPW9sTuVyp3sfWt/6dbBX7e13pb7G5vtuHh5JLmOKOXnUhhHqtNw0z7in40tuGthaNfroFCoBezKYY8XUnmg2XU+FvrTsjiJSxVbpagKMWIVZ+mEMPgzQZIVAF/mRqtL7ZMZkkItLynhHZU5tNqrFOTkOjCuDpQ6GL60U8RpEvaChsNhvKbcQk2WxhVjaSLS1RizuQY1Rglv1eDOn2NOYTXeV3FDMn12eTSLZ72d/ls1kt5GtrbVvQWco34Nru5S8FIagLdHcLaVhro0oFxUtu5mJ0CgkwcpaLdgyGc5CiORBoJWxzjyvCccKy8BiBcpznfRXkz4LNn3PGTLq2K3PnepRceGZ+Iwbb/1md+sPi/CLsm38rikHJg2oGRp77ZG6MfU7O9Avf0q9jj+2RCdsH/ngjIG1NY3DQ30fmN58onHlW1NEu6lPsPf46JDqKVUTinLqB4Uq9zSueHvhR2n5d4CuP67lFPerVVkE+5FfqILwlhF1mGdIiAZ0ac3mSACY8bUIDnTWh2nYQiEtkBvTAhd9tjcWQeXoOQiIQOCvn9BpTHDHKaBOXZn/tAaHqbX/Z/K/rivcvz7gTQRwoBqCfYx/g00pX5C9I5gKpv7JWQ8evNyebssbHV/wIuWGgNoVoiKaY4WK3zPF3mRfgVfa+W5hDct6HcjmcCCDHiMSEkotYgicZq/jxuJNeqynmiKq8hiZIBnLbWSOavTgx9jiTQgvhvs85gD/2uqO3UGTwxcTzWBpgNcXYR2Oo/YwEMS6zlAG1mk6omkEEPF0ONMH02iGJ9DNVBmq8e6zLzhPb1/8yuLSJ8+2lu1O/fDcE9+tKgJ6sWZx1fJ75rz1CVN49fE/pTr2LXx1zcgX4BlSGV4hoYdU6wA8gIzH44GZd5HOto5FaphDkh98f4DTQTCjQxh7CWcjwDKBHWqkUQKquEanSq/pTmMniPBHVc/58RqVPMY9L/szveb2KEnXJU87rNtdF93tLo/ms9P54Z8TsW6kizY5cI1WEVfqixefihin9iLyr67+Cdq2+x/3vrCQOUPjUkA+pLsN2uPFU1VXyImHoKHuBjTJ3YSa3KvQKvdmtMUtpb3/SSf2+zaBXlHFkyEMomNtdtjIUulelgJ03YV0dr1G1+E5M3Q9kabr6ki3JyvLpRN4DvSZiCajwaDIEM1agJ0rOV59ltfrFfUQ9Omdit3udThBUZzeLNHpV7IUkfE67AY9IV6XU2dfo4IqrD2q+J1tuE+rK6CA6vQ5bghkES9uw79tRQHRfxrPRQr+7fGs58VdPhCpiugIYxKUpj3ZriS/gD+PW0l6XO3pp63rDBFrKcvtokSwygD12ZbuG9qPtjH8OfcNDadQVsdnJxS/6IdnRWsjkVsjQHJrJmUYUoDRCJLdJtA+0bomzXk1sovx5Mlv5jICwaur8Eu/6qFjLGVDg/ixt5KO3/YQ2N5FKRZoUzj2heoxj7s8mxlx9eCu96KzfjGI6QkUauWSJ7aOvDokbYsVgCsuLc/wlNp/qPwAQIkpZCaEaig2QSxkNJrtdoPdppdZJ6ahtcwZzWYv5mwYIguzExv13CY5AKK2bTIHQJpVrXagti+S3cgIWOGEWHS3KpuAokUAa55zPHcK90Bp6jQS7JHGlF8kPwc4+dycBpG0KJE5E37TAFtQjJr7O1uXzsJGqzGIgw8WmjSswbxQFQ0IFVZyfm9ZOJFf3rM2BR7xO/PV9p2FJQbGF9zFLGiricgAgwcfuDrpmRL+IG27IbWICWiY2qC6oL1diYUAVnguICALOcycxhxi8YVWTjjMt2HuKEdHnsytyK2bcwrz6ZaMvJi8BG3RGpOsiyevhcdWCI6DOCoY8O14V84nqWOf5qQWCcO3/vTrrZr8OzanFoER02eYquaAMQFyQ+jIsDaG5jcC2MKxAV5Q+MMc3LyVxYchSOROMMJAFp2CuP7CcWak7q93aQDXDjT9Ukak1z8FToCcQHmqA9iVWpzzKR7xpxy8K7VoK1+5FXjU5I6v2Cq2DypElegVdeyUUpwv5ctBfX5JTzwM8xFdrW5iYE6AjZUUy2wkVGBgTCjfGwyFGatBqvCEwuESyQAhj8GR53Ni5zirzyMUSBU+RnY2mBwYTO811Rvx8wVVJr8XNSjBxUES7PCqZksMeRXvIi/jfYGsBGpRAEttHCIRHvlDAtpDZZuELeq64+3JhJZ6MmboZW2n39HGKdPOHBx5fib5BNhNB6KpL+8ao9QsimK7M1hgBUpuJBmYZ5Qbn52x69jYTTf1xhOG2cviq5bsDJys+e7U67c0uHtlO06aehdMnP3IHf2abpr8ROOGscOfaZm05QaL3pgzrEc8r2JWQnnk0I2DFk9YnPrxttEVN8bwFyZFNIZvrB0xfdpTlKsOABkPofElCqKr6mwPzWR76YINjM5fZr/L/KT5lJkvMkfy4/mD7fX22XZ+dQAzgHW5VnhIC5Odx/A+KyFBjMDywBlixOT5fLxgDSHJ5TPJot8Sz8YoO5Idzx6d/U02l51NGb0eQXjZGT+CdapuUYth4mg0moZYhOrzNNdfP+tnGaAl/xE4ujrzAYnm/lMbWhdn4+pwYlI6F04pQfLitcxQ12haSxr6MsMnlLhGmcxwsZGBjioUrIKWOeyqjxiAK44vqN824v43xyy/bUPvpgOlxQvwHTdN2z/79mnTH68Gb5u8NLrv+Q+2/23/tMiiJW/jY7mb796IPSs23bfn4WVg17eArB2gz1lomyrVMk22OVl7eFYbL5tAxyelrWYyNatJuVVcpTyg43ibw1Yk9scNpEHHm/KMN8g4rxyCi3soN2ItPllw+1gZNfhxOQRC3xodfqEg29SAjIqRGIfn1AzvrLPRRtAB164bPLuYqQ6hA2YZzaQDAA67lv/n0wpYxQSOD7hy4Jk/3oXxL59+6yi+5cYFB6asbGh4FN9pffOVz95+Fo85/Mp+/awld6W+vGPz5k1a/HMztPNtLe7zoUOnUA6wcmiehbZzGmiWyPBGNsfNNOnbDCeMgsNoyykSgvbBxolG3ubEERyQSuz10myJ64krpDr7cNxPGmbnXSaTXpZtoh5l+UTBZJRsPiIb3jE26N9RTNNMi0wHTKypDeedCCh+rsBfcArnZ1BQC4QBCy/S9tfBP80vAW6v1Xo/gZtp/+fzaRlUgTVqwb9GuTOFFUbCKPue3PP2/m9WvjFr5bHUuwdT5SXzhq2ZuWnDzL7zm4Y8ePTCB6/ivgdeJr0uD8IvLlo/Yf1Tl2+7u+fWP1B5zAN59IV+d6NcdOYUCoAcRBCIj8aFDiqVBioVPpS71bXVzbrcgz0Atsfdr7uZAqZEXuFp8bCInouyPIixYLMpB+UpuBHoCVbwGNhg8Q1slqfEfI/lAEQlFtbv0wtO0A0IUO5Vs2x+XUEwx29Snf4YMimmxaYLIKk+eQV90goSTmtIWjyaegBMK0lgpOm6Amft22GqLEuaKenGTj7DOtPqYhMCmRQ7DmTqLpgxzxWkvnlx+etzHsXo/pf+Yrz6L3bLjMSxVB6wzM3zl76Mmyx3fr3g/Y3P4sH7v35n1Dif+/6HV+PV2frNOw+AnSQQYvpDTOdAb6jzggIO4SK5VrhgvWDjXLjAUmVhWAAZ1s5Y7A6HGbYRp5f1jCwazQ5HEHHgLLnRRmz0i9hGShgrSIRleAfgkXWpjVmqAHG1LLXbRYejAYnsUohBIulKI9sxp/jrbYA33aLki90ijItgOZGLmThDq26gRTnNFFo6wd9Sq7wtcErnYBBONNMEgzVYHa2m5VdOgQrIBJ43yCReeSznMZ8resuMgXcGpvaprLa5fpXzq1eYB7ftaZ7ZN+cRV+WMJduuzk7XjlWmJrIbQIdyURTnnEIFaZvq0ZZeV1AtilPU7mHrQVhXrTihYFbB+kouP1xeSfIt+fY4qvOxDoe9xOmUJHfIEHK53UHJCd7RifMQUmj5CblbjRoiPpsABJoP+QwS78sxuVyi290AUYAT5CU61zmxzxlxrne+52SnOTECv9pG8o+JQb8C8dp7ajbx74BI63WlIC5hRAcuQ05FckoxqWBat9GcRDP+Avzn5wod0UkkmpdoWb8MlL+vrf7ZleBFLqqYmtRpzNw1zqMFeC1G5awuDeOaHYd9mHekK9viuJtNV0cZI0krrtXm1MJpS8a2e54kufk9Rj0+JBKybN//6EdPf732N815T/whuOTXG9efmvKl3btowKTnFuyc3+/W+dWN5j59zI4JtS/X72j/qBWXPPDGs1c6nnxxbr9149zkhgXVI8euxfyKO/cN3vkryuUGAFT3ojEltqkrBrO4QMA+vc9ARJyvG4oH6SYyLbp3zcIcYbVuNfja53XPm3lWZo3EJtsAdZwuQlyuYJoAinp90KDYINywgn+lntYAOi1CoKFvMIg7FKwoYsQQN6wzvGdgFcNowzTDIgNrMLSRtWqphw6Sulyg8RZMw+6fOVu3iJFiAH9rcNb36T5c2uV102NuI38+ZJpovm40TuvDrjK8eHunbXQmjgRj2izgZwlKNHfzugITtGbQFgsMdbbLZj07dcO9/juPt+QMGTD96KziaeBiz02fsHVJze7kdnLntrxYvzmtb6ZqQHl7g5HkaeOoAo6o0kHmDeZL5nuGFWlWYUSkJjZaXC++LzI+MSLuFw+LL4sdIo84lsUMiBLIdYgIQpDFNnpkBpUtz/FCiJVAaoKwkBUVTWqAJPSCLrjgevZ9lrAQQsTYZTRLwWYElxFauJmOswIfOc6qI8vi2tfEeEGcVfvka3utwwvSR419A3DUFoKFJZj+KKc8vc6OpNfOzKmijZ6aU6jtHXUH4uHuP5P+o48yUEWX7d2yIgLXDZ/CzVpFmjXK4IHhY+HUgPPHz7Pt585dsbIFVz6mdWO61EQS1GRrQefUwVtEHLFNpLkNScKM3mAgHEsFyJo5WSAGQ1DCNvqJJkWZF/xmEwjRYPBLIkIiptGOJIIc8Wk1V5RUU+00gAlFikhxabTESvWiZA1hihlWqb61+wgwHTlIpHM/q0d+lqaANAX081wmcHKtwRmYSMMybTcCbFY4rQIkrYTpejxtfJjmU2gqHITQGk4q/j7lPQfmXzj+Rbhm+KbBVB4/bXjQPPIwW37l8HvDZ2ox6iCw7YV0bBjPPIWkjm/VIlmJ+TmVm8LOY7eye9kHOUFksYkJMo9Kn0vfS1yTuIHZw59j2MzQbEhU9OaYRAuWQYSI5XVI0hmQYJAZUDyZKHIDcGCaZYKnV8J1ybCWjEjH9rRj41puIksdw/NC14C0TFieY1gdkeVgtzHpaHpMWtSJki4o8DZB4CFu5sE1GvSAObS3OJbXxqQlsQ23qWGJnRHhMLctrmEJY6DPow1TX0OOej08YP02rVhJq1WiWbmRSW0nQcnntdFrTQ276HfZtTHr7oPXnfl5IT2EraubRKG9GbBdY+g4KuIgIzCDcPTYS0T5JtULW9744E/DuNNXb8E/pZYmZ5PAS6mH0zmEKlDeHE1vU+qERg6P5tZz73OMDvu4CLefO8y9zHVwAmGYYNfgNGIAUbUB6YWdQGlBL6P3EFmP3geYUWWIDeemqyrqp3VlJMHal6SNHakuSxx1Gjuixq7tGbOrYQ+MPF2loeU8q9NrMG7UadyIGrd2FIwbZVCCrk/2pR8GLddbfJfJ/+91HGDhdHASVwGgZqo4qGz6I8SvBz5RjIeqvQeZcYkqSrH9Jc8HXy55z/l28EvCP+B8IPis49ncwyXPO/mBxnrdBONEy2zjuhJexLm6XGOlLmocpONL6KOPNigxpqiYkOJiKkvsV2qX0pwczvF6gz6/zU8P+LHP5zdZLEGrzWajB2zYarXl+3i3T6/X/Blf7PPSsLGkDf9WNdhMoqXBpiCrYiUQIc5XDb4cxdsARMOn+IiPHvEhohQ3XKePYegav+KzKVYKx2lwSP+ntTOtnOnN7ltnsaIxO/jpJHgQ6INaAtoYMwp6/eY1bxam7iwMNC8qaM7M+T+6tO7b/c8fz5+1PzFjo31s64yNG507jt9r7Vc39lAiePPx3Urf2Mgn5+U2sQWHm+ubbpw547YlPZqT48lL9fmxuun7f5lMknNDfTF1+uHHUlKGY9RCXzrRN+oYbQ5EkOTpqsggXT2ZqJ9NVulWmp8yvwzU4h3d22Yj43ACQDDE6dT6SlVqF2t9laEXChxYouAMy2DacEo1E4L5kN5pMACjozQB4OHkUX2DAisVCAe+RjaeJ2shziH49FFnA6YQb+3WN65r9CKdZ8tkvpMXw+kyK1jUheN1yK1cdGncISNxyh7SEteG7jPJYXRN4t1lDQ894PzjhfNP33T7Lk/L8e32oQO3fhSdwxacWjBz27Je65JryaPTI5X93vouZdG49UyIz8aB/IzIj1aeQmbg0jcAl87SSv1F3Ji7OJfwXJbd5mUm2Sbb6731vkX2Rh/fn8NLleW2NZ7V3mMMl+1jBQjKZZMfqaWRGCoIuP1IUITFAiPcklswq1s0fm1IlkIb0F9om1WprtIakk7qV2v5H9IVf848uef7M3+/L/XNnlt/Pf/4PYt6Lpk+0O7buXDCtuZKvAtXv3Po23dOpl4/NO/Vnbv3RRrXDJ4x5Z79Yx96j/rvv6ea2CHQPjMKoMtq7kBfPXujabJ9vonraa/0DWRHmobauXy2zBS2V7N1Jk5pA1821khHqWExybUSr3JtwXvQjwHe7SrQ1+AheI4y18XrAthiJkyOk5jNGQhVFGNOmpvyTp9RNoeQUfR7kGeah3jaSEDNo1kf0WwGGrpZQ1dapYZGiCg3RCEV5Uq/7nO9y++a5nE9xaSgS7lAe4ZnphM9Zojrr+V5WrRBSS0qgDA/Ac6jU1kIzXgUMplAoDMOsOPoQV9i17i9by088Hj9y00rj5jdS4Y/dOb2xoHLZ/VLNXEv3nfT8E/ffSL1zROjXk2+zAxdUdZ3DJ52smXX0J2/TdshMwXkbEKX1DUis0ncpdspsrzBYXhC9yb7V/YywxeQEFuDq8gQvApvwYLRRBiZmEydBL9Bx8sZ8ZnSjshkakCqUYlpI7wWgDZUTtM/EK81osXgkr4Fu0pbGIPqFc0v/foUrus2WKYxpmZa0XUKIXAotkDG3Rid4FEMjrSbKXVq66PejIeZlGFV4f+R1cc72STqlDIocacxpmNcGQ84f6B03MPjqkYPi9RMe6t2Mlvw0ZrlhYdyP0i1p+qpDxoFdseAvErQv47LxSZzzNfW8QdaVU5r0lQ3bNxveCjwUC6znFnt3i3fr2dlqpB+GvTCOkDPGgAbG5mtrsflJwzsIGaVvFlmivV5gdxgjZ7162UmB3wVrFnszHOMs6I8jIs8PqvA+YrkHL8KMdNSXELTJCJu8KdrKNqITVVKacb4W50f5Sv5JP9bh1ZVmVcUQw7FQT5zYMcrZfWvpE26OTzyUiJ5MQGbS9oB0Jq78mzaZBU6XpBOA6N0gIozg7rXxnTztCFdav7p6luaCNYGc7Xi/tzCggnHy2+vX7kyLz/151D/AW8de+s37BF2/bIb55Z6175fVX/Tmy1tt9+O58ujFg5q7BspLl7jLlo05LZjp/boGxfXV1QUeKomx25YMXrvlClTtDzkP8i93CHkQZvV4mGm2ablphbTXuMD1oPic9lnsr+yglPBDHKbkEUuMevBPzOy6VszeIKjylLLaZxCVpLVamsQ9W0k66hhqfwCyQJlzUIiCEnOKwFlVcQdIiO2kR2tWTWtdBQgEb508RKt2YdlOg+XrIubtXQJ1Z58Sr0LIVavpqkSazVDEyTpvBL+u7dv75vVcs/tO3J2VL839qj3yBpnfnHdrvvMlaGBwdtI0zbMrU3dti15fLHDnwvtWw96tZwtAD+UUpe5dW7xfvmEcEL60v65SwD2K27Qb3LdL9wvPc08yesKpWrXcmG5tFS/zMWX4IhSax5qZu1uF7hHh9vmAG+4Drrb4abukdPZdOXgHnWYjofq3A5R5+RDJh+R3S6J84Qcbh2nOBsc1PGZXA1xN1bco93T3IvcrBui8NYssHDqM7P1/nIOv899xn3LMRGOlvy6nZyT80g1r2TgbxQ12vQcSa1KoLN+ivLo9BhxGuKoi0xXgSbCGoM2ds0JSGRymlps0zlurEU6Qcb98ltr9uSuP363ZejgETubAo6cxuPnD575cPvs/r8gs5KTJkTq+g+7rb76LvxrCAIx2g98sRpk6sF2teBzNzZlX8gmRe7B7hXWTcx6eZP+DutG13rPHvH3ti/Fr6SvrMZsLZANxLRyiP4QGSkmo9Fs0Muy0e5wOm0ut8fjpAEIL2kDqTzvQUar06ZVITpnSBIlHVbjDJvNw8/wIMl6msxENjLrpCfb6fRYGsyn8Skkk5mtZyB8bMOnWkkDBh8zs5XWwbThV1TRBA7GnbV9mzZXqnnkD81fKMkfEin3D66ke9TAWQO+cI1UfvgHCFQrI0sPSLdreT0MAZY2fEqTxJ3jpP9TESAlf+FEszYwmoUp8QPxWjsLyDKDosZFz5ZbCestLku+HtSRiuaLx5M/vRBiSVFN6ku2IBVMXfJOmb1gFilOtq/61aZ/4P++8jFZ1PPQ/FuTuylOotRYdi3I3ob2qjf4HeWyqlcdLRIn6mWDQ3RKxXKNgdfpRIPRKCBsR1asY0yKEhWMEOMZDUZJUBiDDqQvSSKvkxi/FbyKYsTwZ5QaRHya3IvsmDkCglIuRtojAGNaEJ0ZoDenR7OuD6e1Iwp7VlenuVhzdSbjpo0PQ7hBcUuuqazOLYn1PHJ0jMuMP3kxOWX63hnx1OynFHdgyly2KPnl/v3MxCsjn1uSjtdCwGPd0E4zOqWO2UTuMhBeXobXsaulxYavZH4gHi4RvSxJBoZgFqJQA2bZaHqET1pKA+DRAhaiOh7nmUwKotgeNUtWp3O4qCw1U8YqUeK66qiwVDNC+Pww3FWVjTH0jeUbbbjkUlgLES5dpKHBpYujFKomKD6yvZkK42I8s+Yy4+qKsau8EDVrsVa0GtMR4G7Dv6Ec0qv38NtrUsv8TKUreabHTXtq8GOBbeTOAUMNe5YkV1U3imBdHR1pHsqdthSgGEJmAT2AXgK52FWJ4Fx2/JBCggOn8N9REQrjMD1/cmocHR+F8wu08/9KesL58gmC+vYryFdxuBJp19XGnbTrhjLX/SZ9XYxz5JuGFGKcfd1158F1+2rXLU5fF2dlrhuNsmzmuiA5uCsZotXGf6RW+QwRHCERA4uwTmYZmSUCTwRQUqyTOE6SgjJrk2VWIIKObMU6GyYY64Q2XHVMp2MlQkcAKzCWuBCL5JAkQR/pOD1ZqqXdDHqat1BY6G9ZlEBl5Yg8TV4kM3IbmaKKBpFVZOc3265NDU50KxzWqCNdalXFF+nyYheVoVNK6ZH2Fl06IdGZpzTBD+1QqxCnqbFqE2aCL+0N7N1xfNUj/kceOE4WjX1oDHku+cL4feOT+Wk5a3GYJudoRs5/hQ+crYBCfFvHx8eopF3XJK19R+NA2neqM995sLNvyqw30m+UXtc3mo1o59dlzt+RuYfV0IZf1+5h+dk90t/Zm/kOjz5fce0b6n98A3dcxb9iF5EpwChzTgETqFUlRDwccrMP9Os27bRHOVMZsLPsLfhXO3fSOIrW4HDwq81fHXaE4OdxGeKRQKqPIo5tw2XHGCQJdOM4Rm4dz9HPCWJw/1ZxykuUJAAnABOsG5lM13EpV2HRozyQef8BBqp71c+cuapy6Arys2do7HYLLBZq8wxENE0N0NkZPsbHAsmeyBKeiAzLiJjoBvKIIQg8TRv+TnWAL2OaxYGkOcKP5qfxDO+Wem52dcWkVB8QwF9Eacdapk0QNIabRaIyqY4Kny+KfzLgg7+E3wnjJUw2Lkk9fzWZuvvcOZA1tjOtDDyPUoDGmGn/jMFTaX+CtHlwSsNPDilEmJAuWWOWaSUW7fmb1ToVPc6RxRzmQNMxFwILGcAyNhYUBBNYIhYLhN3J4HtICHEfMEwIpHdCQG5+ygatY0amUxhISQJTuJiuc+8c7e4cMqntmj/ejK3QGAaz+ti7lU1MK7Z8/33qH2DXXzMzmNu53yEXWqGOlUS90aSYBSD0xAWE1CogltE5LQZB4DkXUFSrxayYwK3bWIHRYYnnZBqe2BSb38bY1vIcku/hy7h76GT+X7jPbdbIoPbahbpkoq42UpcuksCZYol09aO12uEsKIwCgFY7eQFYMXWkhVXVBV+X7R9ixTsZ25yNZetW9160sufoYTXLl1bczj5zd03R8QEz7o+V3F1srNw8YfTm7cMm7Chzw22n4TbyDFkAekkJ/xpEDjMPcvgwKPTyfpk6GeWHiyjSTm8cEKZBkJaP244fp7awt+MrZijIgkGlJ0DDQYNJXxn3hJ67FTQX8BZ/B92yEA+gVVlJrZoTiESPcgF84FzG9vDVr13c3y/bNby8u+NL9j7uCcDNV48Pcq5wEi3eUcx01shnai1EMoYYLNxihbLFyhQ6832DnHuy3gBiaHbY7CGUjxWZUYwWs8Pht1psVqvF6TFqk+zNrQFj3NOG5aOWYeDpVqp6q90Rt1lZwR8wmOlLFkQLE893F8rxnDaysTVE3xbRObc+0p7h48DOaUXZxWuzI7qqpcEMotHOSC8z6R4oZbpmvHO2vZXOpeyMsDODxDvaSP9b1PHP3rxz+ejtvR/5lLwTTP5uYZ87Bx768L5Ucvdtr96Ef2Ep1PXbNHjp+QVr7hsxQib/eCK1tbT0/CtPpv7ywJK3ZkpajuZpkN1W7gzKAZ90v2rvmT0sm7jouwjcdFFYnH5nxmcqrfhVsteYVwVXFLcUcwFdZc4gNAetUrY4twQFpwPR3EY+nbOb70UhP/ODc5jjNx6/lQv4JYPz4fw4/7DDU+KNG9zhNrLpyIRrFQQjL2VGyJOXfmjXpBJOxy6ZuZS4MxFFX64BpFt720Y6njNiJs2+05LCD43YM+zgx49te+vEd6Pqjry5dvdLhkPG+SPHPr58woM3Ddg7b9fcle8y4+Lxi6/8dPQBLP/706+P/33h888qK+bd9u/kX299cs5v52569O+aTiUAc6kPFtHT4IOxj83SMVGmiu8gV3iWzsnldLL0v07KFUOI+uBlrQqdlItfPcFxCsu8Ct74VdXFsoq4Zmm3WWkSnZc8/39I9dPyLrq6mLj4s7p7pavwXlOjTMl9t6m3CVzBnAom5ZsYJng1uZXOui09mJyjtQ1YCh+BtunR5+q4ueJcCbiDKAIQhWSggfrOJskSz0hekbfBZzwmvEi8DG9jGF7kCcMaDTKPGUmECANP1fvp/BZZ0a/BdLj6rRMGWO/4VbpJdA4tTQnTJnjcSruLDlzUOa+NVwDjS49XdG1QRNWihM6ZJaeQruP9Vkc2nVyirfnMWpd5sYuQWcPxr47Cuvu0u4D1WrUrQ+qWp3r/9sPB/Yetxw1/Sw64hVQzd6bGbzuw+VF8+OrCzLtW0GPg21cBZ5bQw+pwSyHj1w+SVP0Y/RZhs7he/0v8hHQS0ym0koMtlGoQ0Cgxmp5gCzGnjkTTVVvpcl5eQpLYgHSKjgBBtqtmotUWfYuZRXgH8LUO+TQeqZXC0VRH8vvEtTJeihfd6ZMWFNBJhDrJ4qSTCNOFo1rT8Jhnn5ticsTG4hkvJw+wBcmTjR8130vW0TgTT2YPksvamM1A1VbPzCErCANAy+zEmKD1oLJtRFBNO0ArH2RORYD8EIDxNjzqSKf/hggvmdCy9wmtwBDiMDz5hYupH9iD2JpqB5klv+p4jZU1TB+kStVkLqLjv4hpw/taAeJJX4OG73/R8F2FL8wG4uHH6/GizmJmT/IH2vT2SJ1Z86QctCr5Fbf08OV1vXnlp2+Bc2lzgIRC4FxZaZ6GP8EL0lw+kDOXcnn/Kfy3Lh6A1gLIKdr7RH6rOseTmXgmacbNBPgUTbeOx+s5jssUymvrHG9mdrAnvbY50rOE8wym2HUjWnz3ES2Mxc9odAxfKCyJda+8pxdEmQtq6UGTKEEUUpMe6qrZfX0RnqazS/6fc4hxeroRTdMza+mwcoHWx3ezp8hD3F5oaz7w3IGIg3ieDMSn8cfgSm84soHqV1IL0NM8UxulvTtyoZw9deECjdhS4/Au0H4r8qlGWY+wUKjodchSCL0YibZXxHGk/Z2K8+fgm11pJfqCKzpHIlqBd2WNUaeHswb0GLVhs5sZE0l9vz5YnRsb3xCvGrbMaByi2ZUL7KoH6KEBHVUH2ng6td3AMoafRzVeA2szGFihVAcfk1IIVSCAIbIUCOkNOuFVnU5vJK9ibNS/KtMXXBhNHEfnQRro+w5oYcZeVTRC9GJwnrnjuhcb/WxMGwDWDGFLJnbpnOzaLXpJSzwdtKDOoCVf4CjG/u754PM7z67Am4Kp1cvI98Grg8nkuU/OJSeTZz86+HHyfTovFjvJp+QP3DvgR1aqVoYV4JgQArQt6XxRE9mnGhlGJ36kCwlY3if8qHseV4OgRFx9VAPTj1U9kmgWH0nSuSHXvaOAAisQi3bNOyQRNKU94xXClKB2vnPLygvVfaCzGfyLRXPuyxpxomLxw/BYtiHedY4F8aSZ9ste8ilTCc+Zg+apDpZlHWR9Fs7KhujDac66kP1NNsmGRz2KcoynyUPIAGBhyflIKjTjnMPZ+4Qym8dnOGVsIyXHkdu74GTnC9G012vQAuX29uRFhRJTeC7Nx2sgYtXyZj9/q5DAC9orlvb69h6e5QrGew8ZZX3A+8iGu7bWld4/qb8dr3GTT+c+M6PWnV9cUF3T0zS/edWksQN6TK6MZa2ibXmS/JqJQltCaK3qNsn4qr3DccXJiEZB9hsK35ewJFlZRNuBidDKFhY46baDCCcKPrIWenAxBDMnghXC4ZwypQ33P+o45YSWncQ/IndRZ9vaLwFWAa3LNK1dY3eRRHvnxBjUjLu9PymMq53/y9uTaCrxyR3OcT2Hju47vMgZ6DtT7VU7xLHLs3vVXXeNaRjW6xfb1jzOPKbUVg2pLKuZj3tWh6p7VFrrm24Z1ydh946radi2EnBRe4+MhotKBhf/lsZFmosYlMlF/O1avKvN79LO92bOX9p5fq1Di49rrjtfmzegnR/MnG+H8/NUA3aqnuzYaOcOJ3Ga24h0bEgYY0fXdxM0qdH5ff6vXd//HOvwWC1ahm/h17Ro2dENuWmsMxtNZqewoyDqNSEn8qFCoEvVKI4Go9FoIpoG9HMRWoHWobfUGXNvHjN+/NSGlbfW1C1eGippnJk3YoheN0BlkQ5+s/15dSV5eSV1TEN2rNymKK7sUcOWL1kyffagfretrqpYOM/iGFdP+J596uE398bJXs/k1fMmT563mpmdKxmLy8oKcmejyPlztZFz75+jtCUSiSjvn1POQdgHW+foZvd/7TwcSa+Vd9Pn/+zk/zgfLMIWzK2MRSsKM2trZu3MrDs/F362//P1zz//+X7+z67feT/mg/JYrPw+uvh3tEe0Rx7dSlVXwM8z0R49omQcXSY99AC5s+vc5LPlsYoK7WT8Fv0sNZUu/01Pvo9uMbthUQ57qT9Goz0uwA7eAxv19GJrYIFfrIhUJofA1v3l5THiz5yUEmDjK/q1j2LlsTLYSM+h0KUm4nfBp5tQrRpAhAQNJpvBZNIJ6XqaHQbWgEy8QSf5BMKZUDwKvqsifgZHEu9URFsyLjRdlVSYzq9WW/G76YqkWf4+5eNCpqwL4FNpQZLnQfPk3PVsuZYvvvbTA2hF6gyah1VmPpKBi5Sp2avELSJZKOJlzEaGTGcwX2ZDZXpjoeQoZCEI/lM7uM/z4HZpUQO2CSSQa45VWwIVQoxOM0w7UQqHWDUMT5373jAcR7/fu/SmSq/TnF6Spl79U+sw6dUf355smVazdGKJtoRnS52EZxnETAJrHqUWGU0mZxmvyOYyQ0Qfp68EQWWYp5PVMfwyImO2KryBYbLoYyXPV7RrmmmOmqM4cr69IpKgAlNgI0pJQteL39KRqFCVmVehUYDUyfs9t4yePaR23ISWJfh7d2pdpLF+9uAR82fdtXD0RDxCWFw/qnZYTxGvX3Wgpld8ZsvEcbVxkN2L8LxxkJ0H5aEGtcpaNlHAgh/kCK6+LCunUBA1H3iPeED8TPxWZBfhdcCVL2DgTSLmcgvNXKHTjCJ/alfSD59INNPnpzKORtqV8xUJSnAE+oKm3O5PTCkL3WNi2nAgLa+OH8CO7OhDxb3Wz433v3nO3ZenL3l9UTz68srhU5YMnUEOCx5Hzh8Glcdu3Dppwo/v3XuoTzS1fcaU4TOn0fh5FcTPjWxvrQZgnFq1ItASIBNz5uSQFdkt2WSle7ObNNjn2slK22YbKVJwAQRNccWJnc6gL26w+HUGjx+1kSNaBAwPrzmRtI5oeqLNm6D1tRD69iFMRfodZLnaRBbywjsfjtn9+42zHr65dvT9fzRO29FYfsvaafc09ljK9v7Dm/ekXlxYPW/fzLuTLy682mfCrtebN2wffy8sd4BoQWnIu2w1xDdx1QZxDJYQOo2JDWJXbQIi14a9R3legkc7CoqD4mfjIFdzLY6AlDUbMuOoiypIIEhn1mgEA//16NHRb63Jf+Kfg5YxQ6oSBYfLNgxOx1N0akU1yCmMJqrFPV2Yz3fkk+J87I3LgPZT+Zt5wssyLrXHHQ6cjxx2e7Hi591w+9biOESqIJ5auD3cnT5Cmp7VJqKRqNb/wCYSRbgPU92HqYzRabtGIhRW0fcugZyMrGBkICT+xdVGfc3i1k237qv3OstHVlXOGK9ajlVh9s3G7YnSYO9x0+ZEp902JiyT/VWr1qyujo4ZNLjYW1Xk8vWeWmc98VJ4ZFOf+PRRvaNhe0FdRbFV82vm1EzWwfYGjyZ3PJpai8QjKFvrzswYQVVqLlvHFsLn9R2HUrfTz61t5Lmuzx8H/dnAnbHwaOJPdD/zLlPY12mfb0WIqeDOKAISO2jGkx7LvEcTzpG0/cy7JGFf1vYz+TDYr9f2z8D+AbgG3MOersv5lDsEcVpPNBY9rc5pGo03DMPLh+FluXhOLl4ewKty8NwcXJONiyy4VsHFCkaDe+AeVVXeMS7b2F5O1xida4irwcW4xmCOGzPGcENecX7+4GKfARvy81xOZw9baS9VlXylxcyYqhGlEB1Dc+JxDYe1XkxWVJij71YAJLdnOjNKzTextuXsWeNZLv36p0T0miHQn0CQRhzaLCIwBpaqnPZCgUx/92HS/c0LjJEB84ClYOTsNi/RKn44/3mZKV+w4bFZv/vE2XP6/ee2vPSXUlH2Dl4yftquJeP9R8LLH/vDtluPNFcqphqb1yaaZhQs2rBrxKR1EyuzxcDABcOnnNi3yBYZ4M8rGBUvfP6ZuubZk4dWmZ1RpXRMsLahjz84fNm48KLH58ciU7dOqVo7JPXTtLvnj/YXDSR/0LvdbtlQUqP265tTNrzKG5t1741a/u0k8LB/QV8UoihqUSfPqVhR0VLB9CwbVkY25+GNfrzcjwv9uMWHl/vwRAuuN+NaA64V8CyC7y7EUwrXFJKhhThUiAsRctuKi0pCnpxi+mYzVFgU8Hi4SKmJyS3lRA1gaISQlnpFBY3oYEEFe72YE5iKmAKOpcuEiBAw4i5R4kAm5WYk3F1lyx98/dYNnzzcsPJ32Hdo47vbhzKiSX/lRY7rdfOeKRO2NE8uuHqC2cKyJ1qnPLWzGR9ofGxZvzF7z+94E4/9/q6hd72x1l3Vf3y1r2fWrH1NVZFJt43BTd4az/EXe604nsYO+r6L32vviGtW+3r9fi8iNkSqyWBCCELGXLOsNyj07StGk81oGmJaaSJFploTcZqwyWgxm4lQ6nUyion4DcgIenj27FkKZ/QN0ODwqAQ0QKNDjtxZM6g84FoiwxMC1q6mCgyd2RntpmZsv1aD5cCeO9rWjXA8dQbXnCjTFS+4/d5R03+xvJ/BeIIZVregd8vKiTtfnnP1Anf6j9GJffOLp+1rjt7S7+pTaQwWK6BdvdFJtalaj8Olpd6ycltZeXlZGTIarBYTfWuFYrYp5uVmPMSMi8zAlrFZUZDPO9Hb4iXeXr17p6Uxl+BJBFfTd3vAlXuVV5eGvXl5bpvVSsRSt9tiJqVlyKT0pnZ49oOzygcgArC8Cs3sIhpDArXokgWuSNAPXGn9SIsHDDMD+p0cKpGWTsYAu4vH2V1MwevOYq60GpW8gbP7LXt6ZZfYCm++bfuQkXfM6KfXVd26+b6RDffOqTWaTpxpNZrzBs3uv+wpeiozrG9zbOBNvbOvk6hv4KIx/W8eESqaev+CytWDr8Jp6rLa/jf2ykqfltah1o4v+XLuNOjQErXPSmmzRFp40A6jl0780MtmxTDRMMdADE4628ObC6zS6/XbqLIZDchPOrXIaVKoAKORtPZQVcIZeaQVJ6FhGNUkl9IppQRmqPGkCw9p/UJ1sNPCgHmSQd2VKPXWz5SIO331REaNXprLBC4P6q5GDK336vgafMSz2njxCLUQybKECeF4nmFZryjZRFEKAxyIOkEQWTHA6xgJSDOKJ8/CH/WlFHdbtIfVOrciomkEfeetEGSiQqA6ag3iXLIt/2L7xfzksvzP27/gTj975bFnn2Vv7HyXG5+tvfNgkzpMkpBO0Gk3lnQ6B9A1UYI4WyLYiyQb9Visngg8wzOMl+VsLFfEbeGIiw7OiQUCHYjjOcJgxHYaKoTTibOamWbUMCPplrCCXmnhMo+diNKdcIuOTj4MBDFVRgYHMOf8IXnf3ldx7NW9zHhsurqB/D4Z5k4nS8nvkjmZOZXL2T7IhorRNnXKigK83LXJRSa65rjIRhMuNOGtelyix5Iey3KWvFVmiiQsS1kSqcfYarEEzTabGVEjNU+zLbIRxYZtthK7X4GmWG2Sxczn+YyCx0dkDYABd85S+KU0LxFdq02W7a4p135ojZFG+tj0JCs6cVJD34wlsYzy4FMjbr+xsmjojFtuU9+YlX/swsFUuTVaP2DYHTfVBOMTetRNH1VbYHnwaO3Cx+ZNP7J75YTSlw9e+RgfKJs7sWfiwdfnxmcMzI+Ov3npEkQ6LqbmkoL0PB/UX80jLBiqIAR5ZOMxx6NafgsQNFpUKvAsRzDPICPlhGfPn/30LM5o/dl0Q1po+U56RkF1NBvXHEu9iWccKzmWmsu9eLk/v+kdqjMDQQ8WaDqzUR2a1ploRme6FCZ6ncIwPB/kWBvHsUM5XAP6EmGnsYQlAhZ5nqOZZlbqxHaa/dLQrEX5v+jM/6gyUcwcfSe1YUkrrjr2MnF8mXyBZCU/Bytcj/+e7ND0fVHHvzRZOdFAtVCUJErmHTabw2Eb5sAOZMN0lPZbG2NzOiCE4X02ySB3RqFUWM1d9lahMWicQYeqam3GcAYXorinTgqELUVOuXhydu3wEotD/+djeEawT06gmGMeksWc2OCiyuU9WVqbtw7IxPtcKWBAvVoqiaKsExBEv7yAUBDzNoz5lTzmMcswtPKDyCWcwOugY7GkdeOnZ5Wk1o/d0EA5e1YByV2j+bSCMEorCHGPo2dfyXml5mjNSzkvMQ9uxbrUj1sztSupiVqNYAV6QJ3YsxxP9OJB8JdTn0OGOHC2xxN097C5XU5U0cM90Y3dC3tgBahlD12syB/Kz9fJBkNQJ9l0VCXoeEmPUl+23+RxyxJfFDKYfTpEMrJ8t0LrbNiiz90tJNHoZEJTSfrma+N/WFinaXWr3yOZ91h2wbKz8zit6Os9a0hIq+kbMqTnwhuHOZ3Zjcc/sg+/tXXN8I0zerLM040z+jZP7mc582F+v0nRgY/SQr/6srr+xSOa4jVb8K+v/Dj94KqBgYFzBlu9Zl9W3cjA8DWT0vNPVwM3nwe6lIuq0C3qiI2VeHklnlOJt/hwTc7cHLIqe0s2GZaN86zYbsUOS4GFLNXhWTo8XocH6bCuYmsuzo0jpMRDoZqKuKfUr5PlXDbotxu0mCkSzUSVEM23Jyy1P6d7GCiyVl2cpnmdmBPH+BrUEEr82HmHbrhzzqjeZbaa3TNv2DC1x9j73lvXuO/mnll9Ztxz5tbmVNvAO2bU5fapj47ePLM2Nz6VO71j8JJpowf2DZT1i07bOHb5bx6aUrdw37RR9+7a88uTTY2XX6mbf/+kXg09c2KNW8b3nDGk6P8HX/b/nW1D/JaZgwnxXJn2vvlTAIlFbDMgtR3dpfY3Ga0SxDtW1sqyUY63cRDO89t5vIbH88DmBaITQWYY4FSwwXcQAtfEkBKdyShZWd5uBySAiPUYixEndfnciMVZezYDCf+nrisBjuI60/2/7p6Z7p57ek5pNEfrRC0JaZDEcGm4JE4Jy5wCmcNIAoFRZBACyQeLQDKQ5VjWSZyYwy7C7voALDAGxVnvetl4ExI73t2knKPs7OFaV3ZxAkm5fGhG+7/umZE4XEAV6D3evPcf3//9/zsmw455jf+h0VBiOPGHiK1xihBshGKoBOVsNTIc5Mclb09N2a//jFx+t2qyQTBwnCR78zyvQH1qhOtO7gS1oLp0UiC3tKy6MPVr7Z35RlxbO67NyYQYFfn+rMMKbFX2KuQZL9jDL/hhn/+4n/j9bJhhCqGwUChXXaFwKBxWtOghVgh1AhEYl6qqQkgVMdW+HFYxoGSyn3gWLLJBoTWGOWhruuoC+oN1SsQV0elrQSbmlgIbyfhEhN3x6LqF+y60JZN34F9WDaxWn0xe+NOMzqZyZfqysi8vgPORPfP8gWkb6scYsiKnr3XVgZZyrrtw/vr44wdLHUVzqsqm5BhH38uP1yv58WK3jp1Pjn3K/ZQbYEqYvsQCzOg2R2FFFOqjsCoIntyVuaTPB4NOOOiAvRbYhr/NIIfdbuS0JfYSUlJSGgozol0kIlMiu0vwV34gZKMVlPwQL6UlkK3z6RyEZt93Z3/Z5I+es0AibyxnMxCg4SH3VNHmge9v6bry9Lz21z8/0fHt9unmK0L+jNUzOy8+Mb906bbE7O71S4Kw8aFDm2pnPzH8+MnkSGflmv5F4bLGeKT5+D/vXNn/UGHh/E0zNPxrQn2/h/o2M37msUT9Og8s9MAaO+wSDgikQGgTSI/poIl0cDDIQi8Lm1kwhPWray5zjh+jhZmRzQyj1zktqln0q4xWYNHqaa13cfO7lgq6gq3AKQgLWSXDbBja+4+DDatfS31+MZX47ceH3+6Pq8v7m25x3TP3vNbz3Gcvrzs9b9/V7gV7VlXqeqM2ewHXIDFrE6UITRL9zga7hIQRLIKBF+kpTa20RiqgDpA8qYIAvEqocYoqjBvng2wzloGwEnBl31VnfzXac4fdEU0umUOGosm9i8j7XPfZ1M2zqXPp+WzD+QjIBSYxgsA5kE+zgIROotQNkEgZTbLRZKow1hmJkag8bwTVhNMZNhg1PvB1s9GmQ9FUm4biinALk8fmkmA0+V/bRu6wpez7qXfOpkz42VQufWOf8ma050Jk1kvnh6AmBJ0eWOuBTje0SLBFhDUi+ETYYoA1+JuHgvz8YNQZdrmUQqQtUUWOKgqD8S1aHAzbMdi5ClVFYX0hCxr169FwiGEp9t7Sa0rJdzNGPYEM6KWluy28QHtoY7y8MW7iiNN19IUp7uhg6qsju94cXLD1h8B+b8cLXXOsF81qQ0fD7pF98145PXKxOHU+SszfXblybt8rnSeBvLVj8srehvyKJTXB5Sfe7jr1d20j57K2MabZxt7ELCKIEuVjogziThGm0ioN2OmJXd7CmoyckeMUDcAfRyXp1xdMgkpYlpdECtKX7gLpGxSm0xjdeq/ZpLMl7Un+CH0yXXFpz6dz1mtdyeGukdsjG0jjhmtETH7Gdafi8I4+V/gC58oysYSPpROlRushmJRB2nRZarTDGdYI4x+kfUoMTDgwjgDMpLFP2efwbz4mkfA+4wIfgOL2ym6v1+0OSNawaPJ5cag3RMntCAGFp1hSo3RAU2uqtGyRAdIVvzqYmEWTP3sWdww0Pvu85QLP1y+uaSjPEV/8AXRuOdFSsn9vzUyXb5Krob4gsWIy+RLn00T3HzU9nEjM70VbEoSYyMoiK4hD6KkiCzTfkGSGkYhEfyoSTrtDx1tMbFYvaaWILH+/OpzxG1mPAe2xKtSDM44OQ3kod2OIslCabECrloT4Sjl6ErBVyz2Mmn4w+eBq/z31iw8fvnbnWg/53hfJi0Q5nerHWPkBKU7l6etgN+E6eGZGIsBr76vgf8b5TQQYTUuXuTS03LgXBnUwQXNgE0nb7ZH3ENS7RyuyWMb/Esd3M58mjh2SYZsMxTKccoLsdMb0Q7MnJRiUoFcCWcqXCC/BX1kAabtGPXjDHv4ZnnRqGZqfB5GH5zjYxcFKDji7jce0kvS6wZ0xrlWklxCyXruy6KUPJOphHKFBrBNAwLSPOC02u0lwyxIN5ldNPMpc0GWedgIvjelVmbqVLve0QwBSFWzPeP6QngfA/f/S8xtQWIUqwpUH3tgsqIUY9/GFfzAk/+/IUe7Ghdtf7BIMQJxTFHj9S/bIaA/7/OhmVI1nyqZwqGMG+TDj719pdjacaJ8KsErqkMhBBnoZaGMg4/0g7hYHRTKH8rJqIxQZwU2vNQAGjxgBmRBwQDd9hwgoNBA2Y38NWVwgrElgha/FhXg6yN8jlgw3bdVI3L0iaI1oEnDR15pjnHgltYm7eun2MJzmrg6zLaPn0UrOsy163tI/dov3ILa7mVJmf2Jd56S+SWTtJGgp6Sw5XMKuyYflYWgL9YQOhtjlIViR15ZHMN1b6YPNMtTI9TJBOrxNhLi4UCQ+FnK0K73EaCxzhLuKjhUROy1oh6KSOeQZ3x1rbb13fyyL6VWzuInZiiu985OhMuTp+v4tD8dDZQ/3Llr30v5GtXnP/37j+uAi9eHeZ1/b3Pvm/vqtb3w2VLqko3f/7KX9K8qa/vKfeur7Wqawo/Oeuty17tXv7lsXWzhwdceJz692aOunej6MerYib1mdqNptGjQRQ9juOk6JiTXHbPNbKDmxMrKV2Y12UWGtsxKrTTWb/RbrBI5CMfzWgxCcLjJDUSjhVPSjJBpFScDfdJ1pmzzrL945lPpk7QjUjp4/XVS/Pv4J1121ek998zc7pqVWkkXd26fMKbQy2fn+G87Xg7z6qUTdXv8hP2FpTuCWGbfLLTCMLWzPgZwcMWLyhoSQICiiJIuSRJ8PIaKb8apOl4sFk0kMqRI1OeqGaZOj4ReRzhHTNgjvYw1IMumDQtmiscKWs8imMSppx2BsyLm9+jctFSoR7ulfnAxUzVhc+eLWkTvE8sMff/ATqFtZmPw+TD9zfsee1CWorWkodaTsXPeRgVOv+jlfWyM0tncsaNDfpkAOPQvtMs78INFTXwu1tVBYC/0VcDgfBiKwKwIrI+0RsssLPR4YMsEhFgptNbZ6G2sT5XBRHNOKThUkda1KVKbIXkSKiiqnh8J5eWK4qxIeqYSKyrrKpkq2Mk5fYSMoNt5WkxcKRVW/CqqfD9VQwh0N+TOEu1Xf3IprRQnqkq3ZLa9WBCa6WU173UPCx0m3N4/NJOZF2nkinagWYY41RT8KzQ5BTrwlMWvrUjU4p3Np8+FNtXP3jfTuu7Sj2nCFP3Oivmtpcc7cnataD6woXnrg4qabP+bZUNXS6hyfOqMgMkXNtzvVhi1LGgc3Tq1pO7ra3P9kuGZBUcHUsgKXa9qSDdOW9TVPevVllO3LaENHtLxzUaLAkOCXIQ7x2pE2QhT6hCXHNbHrWcKwdhaNi1MpNA0TViMLGk/JhEeaGyOrbdW5JBoCcq6tqf6fX/t56uko+/fs+6MV7PtnqT73oz5/g58ZYR5NlC/IhQjyiHRhPs+quBwOxW6V7XaryQ72JusxK9Gf6YuEHXZKL/JcgZAVjOMp+g19GmkgTG/2TKAa/HiOzk7Y8UI8bJJCUxp3n9vRd2ZdvlUauHZQsrqrV8/tGHhItR95Ez6q3tn16GK1em3fvKqOKWRL8ujkluLS+lhuZcuTS8hxupZBlN+HuBYb5rUzRcniMYDRALVcA0cwNY7R7y9CrkcsNluMng6kof0AQBv0YEivQwpmsEgiR2wc/eLNS8P0leC6uyIgQnrFOPUdyiC7gybn9HkXjGusW4tr3IfJxI/+deQIy7OE2BQv/Inr/uoY4vuP3NFIRFbmFbLTsuegDW/hnAuYm4mexRz4MY7nBnJjhMMoxRUE5gdIwL8H40ZBQSx9blzwCETyYjz3e2OSIEsSggscBGiH3UCKaPVR9MMWAn5iLrJbrTGLWbaYLZaDErRLu5F9mRW7N1fgDOaCgNXC+CnWSATM4+EtvWJccFVFltfE9Yim1ybs9BYhTIhvtCzky/xUl0Y51CpoGppcPAa6cUVf3s1DkmnUZGR4K/nLl5owYeIMijc1/2rda3YMu4T35+aYYOBXMzm0cJazlwVhGRUeu6U67rAtrBg9i5Qg1nyg0DG9bpqd/Dm5oXhN8xzn5N2zCT0ifBRt4Pda3NiTmE1pjtlkMMRoXZtDXzKjONKqHwTopbJKe9ZUbgG3h3uGQ/5lMosc8KzVwPAT/GtcKhnFV/nutQYHxLXFo8dpS/VqtvD75PPtI+2pt989L4dF17QqaMAVfCMVgv8gx1MnSpcowYap8BgDWt1plVabaU9UGjkLR7iYZJElC4dxgqlzgtNJ5J0OWO6Aagc4LBYimEya5UpGVaB6JA6VnjihGZtWtY2lt/1bW3V4pDuRQxxVE06astRaQOfTLn3SL1TAnLNvtE4hH4TLa9xJRIqt0aTsi7n9HvKf58m5vJJy59mzyUZPmdNDZViNXHkjzteCEW8+Y7GATTKaRUy0zALHG0BAtwORFQXBaDani+SN6I9anXwjzZd1Nk2/TAu5Fgsa1bpsztBqp36cz/4zrUjWqq1jQu2PHhpOZ5/ItiecHGbrkrblj4W3PzXSBgXh1G8WkVr45vS/nk4eSkXOPnsm9SI9s6HxK4PgLBQr0+ct+5D7exIiYdQKjydBQL1OhvXTktVjY2PXU820Joj9lfSd1bb03dJIFJjxO6tajUkbtyA97g59XEzZymy2BMCkieMyjTjuBW3covSd1c9wIOt1NIdzV3w+Rhua9kOSsYz/H+xXqt+FvJIeleMIwVG58VH1+5mUJ2vzmHzvPMw2g4T/w3zXPLS4bhCxf3X6fuYYs0zvP21mTQ32n3a3PKitauNn7nPezozv8ggi9nfd35//JNv/Y+atzPgP6s+Ujf2BvEr+6DAKv4bHxg4ywmVcKjpBdVrOp1Ae68gfXEbmi7HBpMIYhxlq+dW0DfGQnNfavhzrvqctf+yP5AK5jW1fjfUnC2hboZRui2DbJfIRfuZH0Dk2SNtyMm012HaN3Ma238FebKPzcUyYzwvkJ6zC39Ta/5ts0Nq97Hj735KbbDH/U209n5CNWrs4oX1zqpmeGUL52HQ7YBNp+2p9ZKJ9vYH97mj97Gk7jKf7zZvH8+P9tDMd9Dyx6ND1Q5oRYzR5R/K9XpR3JHsauBp9OW/sDlnMjyDnejmxldblQzmQ583NgaDPH5CDPk9AzvPmnQ7CsSDkBcuDTwVZWxCCwRx3QA4wOYDMVgnIciAgvxSA7wSgNwCeAARkX7f+2KZXzgv6vEH8ZcgJ3F/Zn+DrtFasY1Zmd9F6w45/NJilP9U9P/Z11f86yF59fsAugPKtyLdOXXnihejZB+wGnNt+ejv5XfL6rlO7qAy3o2/upvfJRW/aN2+lZV1TK7vGZZ2WndMg6b53EnUd5Uc0O/ot6hrtyEKoHf0/0cvPGAAAAHicY2BkYGBgZ2Bom3JkYzy/zVcGeQ4GELjX45YCo/+++BfIacSuzsDEwAHEQAAAXFUMLwB4nGNgZGBgV/8XyMDAGfb3xV9vTiOGFAZRBiTAHQ0Ai1AGJQB4nO2az2sTQRTHv7M7G1tRUUHUg4IgIoKUCg3kICjWHrfBQ/rLoocgUlqqLIpWquLBH4jF0ksRRBQPutWTh1p/QKVo/oQexJOCogE99qBdv7NJoSbRbuqaWngfeMzbN+/XTHYnl7HyaAaxfEoqHB9bfjBCvZFyWnsY1p5q4HiGcoK2U/oRnjqZYNrJoMPJ4Rmli/rhRAo56pnQB2imrYsxhxI+OmnPcv45be3Uj3K8qd8joP6G+uyKGwp83sPY1VYquMq4Tkoz83gceyk9nOvm2GTsKoe9KhfUcb6FepI1DoT+HrLaC75wHSbWZYyJv8g6d/gMys6CD/MXcvcwfkexlhvOhz7B9wQUwr1JheJZ02oDSlBXlLa3IF/cwyPsfdTozDdEGSv1L4Vr7p7TuQ9fK/oA9xbK8z9j+apzqXuoFpX58SnOfObdr2TnezVYZvPV0K/P2GdGvk+bFlOb+TYyxyjlYRR/800vps7fYs6EhXzMGWGkFv0IgiAIgiAIgiAIgiAIgiAIgiAIgrA80a9wrJLd3DGodS+CUC3q1lJ3IAjC75mdrGAbp7ysVQfaw1l7Pdp0GrZuwbrQlkaS9vslfsP2Zlyfu/NXtA3p85ic7+e8RjaxCuPODNrrM2jj+MS2gryzH13FmF7+f36wZ3DQWol+Y7PSuEC7uW83YJ6Nv5kz9/n0yWBCX4OrpzCoP6JV91Ovg+s0YEB/g6s+w7U97KJPq/0CrU6O83nON+Kc7oMb1nxLWx/XtBZj+h0u6eO4nOgo3J/TvVzDmmBirn/maPoX+2z6ieobrnmq/A5YmV9/YX1RMXv1x3z5aPnMXlZTNyrmd5j/WwjxYPnYTblNqadsL9q2UZIlfneL44OFcprvPEptcxaUxfJsiNZ5fPA82RpHHnN+xVGDezwSRz+CsHz4CdVitPh4nGNgYNCBwgyGNQwvGJkYyxivMcUwvWAWYnZi3sKSwPKINYn1AVsDOw97CvsdjgqOI1wyXN+4q7i/8azhzeG9xOfBt4F/hoCYQITALEEfISahMqF/wtNEFET+iG4QixN7Jb5LwkNST/KclJ3UJ+kuGTeZbbIJcnJyk+SF5LXk7eTD5LPkPynwKKgo2CmEKRQprAHDL4o8cBimuA8I7ygxAeECZR0MOAsEVXSQ4BQaw2M0gz+Ig6oCSLANDpdB4Q3VG2oBeOASdS71FixwDgVwCwa8ov5uFI7CUTgKR+EoHIWjcBSOwlE4CkfhKESGGr8QUNNsFFId2o3CYQVb4PCOlgNZcI7WFW0H7QAgTNDOgMIC7SrtJu0uIJykPQsCdRJ0PunG6YnoNekd0lcAwiX6dwysDFqA8IRhguELwxdGGkZFRlVGL4zTjB+YOJl0mZwzDTBdZnrGTMSswmyFuYf5HgsbiykWUyw5LLdZfrAKs9pgHQGE22z4wDCHBNiCFc6w2YABj+CAd9DgF0xoy0MCVLG1GTLQxzbKNsO2DAhbbKdA4RIg3IIBT2CBd+DwC7nQro4IOAkFzsIKV4zCUTiSIACh5XvIAAAAAQAADNIAgAAQAGYAAwACABAALwBWAAACkAJNAAIAAXictRlNbyRHtZwZ7242u0kklhBir7ckUNaGXtubHDbZ5UB7pu3p7Hhm6BmvY3GIeqZrPL1udzfdPTtyLogDB/gLOYRrFCSE4II4cuCQE0QIIcSBKwhxyAEJOPDeq6r+GH9odyXW6+5Xr16973qvuswYa9XGbIHRv4VXXuAKXmCLtW8p+AV2qdZTcI2t1T5VcJ1dq/1TwYvsWv01BV9iL9UfKPgyu1vX9FfY64uvKPhFZi3+UsHXL1+98SpwXqjXQNbLS0sKrrM3lr5J8CLhdxSM+H2CLwH+2lKq4Dp7fekHBF8m/EcKRvwnBF8h/G8UjPjfEfwiGLlC1iG8wK7WNhUM9LUtBdeYU9tXMKyt/UHBiwD/V8GX2Gv1ryn4MhvWdxR8hW3W/6LgF9mPF1cVfP3lG4v/Jvgq2fh3BaON/yH4JcDfWP6KguuML98h+BrgX13uKrjOlpddgl8G/JXl7yu4Dmt/RPCryH/5YwUD/+WfEfwlwn+mYMT/meAbaPvyvxQM9t5cJPjLSH/zloKB/uYGwa8R/qGCEf9dgr+KfG7OFIx8fkjwEtF/rGCkl/rcJPrPFIz0fyL4FuG/UDDgVxYI/jryWVlSMPBZkTnzDcLvKBjxMnZ3kM9KqmDkQzlzhfy/8pGCkf5Tgsmuld8qGPF/RPiapP9CwYC/VSOY4nLrloIhLrfusk8YZ2+xTXaX3QNowCZMwHuXRSyE34ydsJgwDRglAOPTBbxPFOswY7IAfjhzAHcI6zOW0kjAWwD1E3h6RHmdXaXfFmCGMCPYDLBdkhCCbC2rDRJOgP8UeHHgHQFfn40AHgEcw1ySy+K5BZvsbYDezEf3mEF6uMAhBloOcl2QgzxG7EjRvgejCWBxdgp6prld6AufbAnO1WdM/uBsC8ZDmEGsS96o2ij5RMpSTlKmMDsie3E0Bt4zWJsQZgpUHnmPA17HxAad0Ds+rQvJvw9ovSAKwY5BJnrboydXGmlaTvgUMOi/OI9iYQfOZ6CFDytT8AL7hL+1efceH0wE343CKDuJBW9ESRwlbuZH4To3g4A7/uEkS7kjUpE8Ed46v371+tWWGCZixruxCAe4qu2eRNOMB9GhP+KjKD5JcBVHAZtv8zfxdc/gjhvEE95yw1E0OgLse9Ek5K2pl6KswcRPeVDmM44SvuUPA3/kBlxJBJoIhPI0miYjAa9xNnMTwaehJxKeoSX2gLf9kQhT8YCnQnBxPBSeJzweSCz3RDpK/BhNJBmeyFw/SMEhJvkOY8zMxHfhZZPHpKeZnbnAg53aQPdLC+XmOIQgBxRwXmHB2Sqs9ilIUZ4aa8BS+f8+yQVvH04DN+FSIl/d9UdJhMausYqsinpyqVbyEWVYmmfBPYg47hz2SCQpmn5vfXOzzO00L82qLFEmu0upi8XCo8RES49oE4yfq9Ao3SG6Ls8S1xPHbnLEo/H5ucmeWQo7j9fpgPJSvWoSkxkwCSGsWNHG8OOr3X2HAh7BzvTJyx2amQAGw59SleqREgnN+OS6PjyLKoAOvcveZe9AbcsTgdO+aibuzA8PeXc8huTld7gTDf2Qd/zRJArc1OA9N0v8ke/yvktbIOV3330H2ZxKMqwkU7ApphDLCjImuzOqiAdUtTgF84SqlKwqWV4pNTXiIqrXWM/QNkF2ekQXq4pqUJqEJCcm6+XakeIi1Ngl3jF54hioMprDVUPSQ1fI+WqXqRWy9ianMOPcBiMfF9X2tHdiGnuwZgRjQ1Ve7HBSrpHLmbdARn5GfhpRLzrLZzNlqU9dKqB+pHvnvO9xTUDQKtCvVar/2dylDs/r23Jv0XmeUDfReas30VkWaOmn9XpQygG0RNqSkTy9PRPqRyeUPxF4KaQe7J5rqcw9t5JVspdG6imtkjB29Vj1dtRWR1PzQUo8QVyUo/IcFKrIFNz1DvGVlxM6bfhUCzIVW30q0sVqTJUhIEu1p6uZbVB0XII9lQunzwnzu2GVzkto6322AT+CyirKOKLTgKDIuoBDLx0ChZ7bUDw/mDt7rKkdXFSMNPea1uZZTndPeZriy3M82poHv5ln9GPAyVjpzBF0Eg3UKazI8ItOiDozzz8l6uj18h2UljqqjLvMBqHkHVJOhyr+BtmdqBOcrEFYIVyKgYy1zmeZX7HqCFIC9hV5YgvzbHFZcVKer2v/h3jkXnLJ9kj1MF1HPMJMwTdyrxTtllOXDFTerGodz48vw75YOStDxNdKPvKo2wSVenPaxgv4URX2aZ2mPrvKGXNVTvt+fjV6TdbVst1ar+I7ptg5RUfSMTSo7kckZZyPRSlDsH7JCKXArei0Uush6SJUx5rmsSzXExnDDRXxlHZKkOug93Y1l57eq+VOL60sd5xqTheemJEfj58zjror4HdWqDwjShp49ESZhV8eA8Wo1EOyC2qy7AAeWaA73/1T1dwFrhFVnrO/XuWZUnecwke6qxV+KteV6qqU6oWM11DZfnb/dc+JapJ7IKVMDYm73EmyC5e7+/NmQbnXtZhFFF22DaN96J4OYWzA4XnYgZlHMGoCtgmY20DRV/O3KWL71JNaQLdH/U7ycODZgfEB1bptxmmMo4dA3wFeuNZi75MMC7j1idIh3ruAbcPbUnS4ogGYPRgjvEPVUMrrwCr5PW6r/ig1HQCe5xZWtbJJotZsF0YO8G+pWRN428QP9Uf52wR3cj23laYm+Qg5I88GaNSmEWL34N0Duj7JN8lmqW2HbNiGeWmLRRqg5HVlq6RD/zxSMxgj1K8NP4VVJvmgRdoU/mvAuweaI/8dmB1Qp+jCyiZZ2ifvWcpnaG2bRoVVMlINsga9ij5oArwLvzu57xx6Sl2cEreq7/ZpvqCS9pnq2SDPdWkko9Gg0YBihbOGiqVDdsxL3adMtIjKJIv7eYZsU/ZK7XV2ShndkiZSHsa2rIvOan7BHpFc9PyeivRpv6DXTfIJ6tXPJZ/HGb6Y81sEnk7jOPCFx8dRmK3zg2jKj90TPk0Fz/AeBtE8i/goEW4mDO75aRy4JwZ3Q4/HiQ+zIyAR8HZTHovk2M8yYDc8oTsYfdOSwUTKo0QDY5Rg4JtuanJ14iTypqPM4HjHBGsNXKMFwPfubAIfvCXNZiDUD0fB1MMLKa19FAYnfNVfkzc+JXLgcJG28oIIP7MTkeLnNF4KFAJwec7rAXlg1QcpmTjGG4TEB6leNAuDyPWq3nOlq0SC5kQgCp7TLJ5m3BNoJtJMRBBXPbrOzfBEkWNAgCH4Z+IPfdB5HW/f8CJjHAVBRHcDytkGH7opaBuF+TWYDsPqJMvi+xsbIlyf+Ud+LDzfXY+Sww0cbQDlB+rCbA0CTImRomrI5uwbvrNu5n6vKNpI8Tk6+nEEVqFzxBMRRLF0ePUOEJ1ZuQVE83oYoJTuqMB2cIOAdYeJC97xDD5OhMAMGk3c5BCsRj+DvyCqwIBHw8z1Q3SLS/eQOtee3g5UyU3TaOS7mCNeNJoeQ1RceV3oB+CbVeRYsZf31UXk52ukkSfwNktG4kw6PvOzCaJLKWeolEPt9XTgQ65K2cgrkZexIIE2Elpo8OPI88f4FuSQeAoGpRPatMB6OMUNnCJS5QlYuAGGpyIIkANGW3npTFXlpgeRcuMoT5MSs0l0fIGNuBWmSQjKCGLgRTyNSJfHYpTpFCsyGTaA59Pmu6/T3B1GT0TpRjmMMtw4pBFutbjIFTWVTlywaygq+9ctmZqgAmkG6YRXjrCF5Xa/yAVy17Us3u9uD/ZNx+J2n/ec7iO7aTX5bbMP49sG37cHre7egAOFY3YGB7y7zc3OAX9od5oGt97vOVa/z7sOt3d7bdsCnN1ptPeadmeHb8G6TnfA2zbsR2A66HIUqFjZVh+Z7VpOowVDc8tu24MDg2/bgw7y3AamJu+ZzsBu7LVNh/f2nF63b4H4JrDt2J1tB6RYu1ZnsA5SAcetRzDg/ZbZbpMocw+0d0i/Rrd34Ng7rQFvddtNC5BbFmhmbrUtKQqMarRNe9fgTXPX3LFoVRe4OESmtNtvWYQCeSb8bwzsbgfNaHQ7AweGBljpDPKl+3bfMrjp2H10yLbTBfboTljRJSawrmNJLuhqXokIkOB4r28VujQtsw28+ri4TAy9sEGfDnjofgIH2Ood9/zcEY0/ZP84g3Z+7qi09ixKPfPwXLrKTO0ntV/Xflr7Re1XtZ9X6eZmnsWesoSIPnGmF+hQUBR/IfgejAU7728Rera58B0YZ3N0BVbe02sp8zpX5wobBHx2nGefnHtK3+ajE/qIOZtSz6F1f1Wf1vO6zs3V36g36t+um/V36m9VKedmHl6QV/NzT2nTwmYehaMq3dxMj0ULLl2bhafsmZ8L6YPWZ38jqEo7P2eBlA/pI3PeourMs+TrM/j+mfk+Qz7/D0rYFzIAeJxt2lOwpVkXrev1mbNs25ptfCzbtm3btm3btm3btm2eHWefP/t7ceqickRU5mwrK6I/MS/eEX9k5L+fR0b++Wvk1JH/n3/KF//Pv7wRfyQYKUbKkdFHxhwZe2SckXFHxhuZdGSKkWlGph2ZbmT6kRlGZhqZeWSWkVlHZhuZfWSOkeGIRtxIPdKMtCPdSD8y58g8I/OOzD+y8MgiI4uOLDay+MgSI0uOLDWy9MgyI8uOLDey/MgKIyuOrDSyysiqI6uNrD6y5sjaI+uM7OH5I/96wchHXuhFXuwlIzd6qZd5uVd4pTfwRvNG98bwxvTG8sb2xvHG9cbzxvcm8Cb0JvIm9ibxJvUm8yb3pvCm9Kbypvam8ab1pvOm92bwZvRm8mb2ZvFm9WbzZvfm8IaePOdVXu01Xut1Xu/N6c3lze3N483rzefN7y3gLegt5C3sLeIt6i3mLe4t4S3pLeUt7S3jLest5y3vreCt6K3kreyt4q3qreat7q3hremt5a3treOt663nre9t4G3obeRt7G3ibept5m3ubeFt6W3lbe1t423rbedt7+3g7ejt5O3s7eLt6u3m7e7t4e3p7eXt7e3j7evt5+3vHeAd6B3kHewd4h3qHeYd7h3hHekd5R3tHeMd6x3nHe+d4J3oneSd7J3ineqd5p3uneGd6Z3lne2d453rneed713gXehd5F3sXeJd6l3mXe5d4V3pXeVd7V3jXetd513v3eDd6N3k3ezd4t3q3ebd7t3h3end5d3t3ePd693n3e894D3oPeQ97D3iPeo95j3uPeE96T3lPe094z3rPec9773gvei95L3sveK96r3mve694b3pveW97b3jveu9573vfeB96H3kfex94n3qfeZ97n3hfel95X3tfeN9633nfe/94P3o/eT97P3i/er95v3u/eH96f3l/e394/3r/eeP+J7v+4Ef+pEf+4mf+pmf+4Vf+gN/NH90fwx/TH8sf2x/HH9cfzx/fH8Cf0J/In9ifxJ/Un8yf3J/Cn9Kfyp/an8af1p/On96fwZ/Rn8mf2Z/Fn9WfzZ/dn8Of+jLd37l137jt37n9/6c/lz+3P48/rz+fP78/gL+gv5C/sL+Iv6i/mL+4v4S/pL+Uv7S/jL+sv5y/vL+Cv6K/kr+yv4q/qr+av7q/hr+mv5a/tr+Ov66/nr++v4G/ob+Rv7G/ib+pv5m/ub+Fv6W/lb+1v42/rb+dv72/g7+jv5O/s7+Lv6u/m7+7v4e/p7+Xv7e/j7+vv5+/v7+Af6B/kH+wf4h/qH+Yf7h/hH+kf5R/tH+Mf6x/nH+8f4J/on+Sf7J/in+qf5p/un+Gf6Z/ln+2f45/rn+ef75/gX+hf5F/sX+Jf6l/mX+5f4V/pX+Vf7V/jX+tf51/vX+Df6N/k3+zf4t/q3+bf7t/h3+nf5d/t3+Pf69/n3+/f4D/oP+Q/7D/iP+o/5j/uP+E/6T/lP+0/4z/rP+c/7z/gv+i/5L/sv+K/6r/mv+6/4b/pv+W/7b/jv+u/57/vv+B/6H/kf+x/4n/qf+Z/7n/hf+l/5X/tf+N/63/nf+9/4P/o/+T/7P/i/+r/5v/u/+H/6f/l/+3/4//r/+f8FI4AV+EARhEAVxkARpkAV5UARlMAhGC0YPxgjGDMYKxg7GCcYNxgvGDyYIJgwmCiYOJgkmDSYLJg+mCKYMpgqmDqYJpg2mC6YPZghmDGYKZg5mCWYNZgtmD+YIhoECF1RBHTRBG3RBH8wZzBXMHcwTzBvMF8wfLBAsGCwULBwsEiwaLBYsHiwRLBksFSwdLBMsGywXLB+sEKwYrBSsHKwSrBqsFqwerBGsGawVrB2sE6wbrBesH2wQbBhsFGwcbBJsGmwWbB5sEWwZbBVsHWwTbBtsF2wf7BDsGOwU7BzsEuwa7BbsHuwR7BnsFewd7BPsG+wX7B8cEBwYHBQcHBwSHBocFhweHBEcGRwVHB0cExwbHBccH5wQnBicFJwcnBKcGpwWnB6cEZwZnBWcHZwTnBucF5wfXBBcGFwUXBxcElwaXBZcHlwRXBlcFVwdXBNcG1wXXB/cENwY3BTcHNwS3BrcFtwe3BHcGdwV3B3cE9wb3BfcHzwQPBg8FDwcPBI8GjwWPB48ETwZPBU8HTwTPBs8FzwfvBC8GLwUvBy8ErwavBa8HrwRvBm8FbwdvBO8G7wXvB98EHwYfBR8HHwSfBp8FnwefBF8GXwVfB18E3wbfBd8H/wQ/Bj8FPwc/BL8GvwW/B78EfwZ/BX8HfwT/Bv8F46EXuiHQRiGURiHSZiGWZiHRViGg3C0cPRwjHDMcKxw7HCccNxwvHD8cIJwwnCicOJwknDScLJw8nCKcMpwqnDqcJpw2nC6cPpwhnDGcKZw5nCWcNZwtnD2cI5wGCp0YRXWYRO2YRf24ZzhXOHc4TzhvOF84fzhAuGC4ULhwuEi4aLhYuHi4RLhkuFS4dLhMuGy4XLh8uEK4YrhSuHK4SrhquFq4erhGuGa4Vrh2uE64brheuH64QbhhuFG4cbhJuGm4Wbh5uEW4ZbhVuHW4TbhtuF24fbhDuGO4U7hzuEu4a7hbuHu4R7hnuFe4d7hPuG+4X7h/uEB4YHhQeHB4SHhoeFh4eHhEeGR4VHh0eEx4bHhceHx4QnhieFJ4cnhKeGp4Wnh6eEZ4ZnhWeHZ4TnhueF54fnhBeGF4UXhxeEl4aXhZeHl4RXhleFV4dXhNeG14XXh9eEN4Y3hTeHN4S3hreFt4e3hHeGd4V3h3eE94b3hfeH94QPhg+FD4cPhI+Gj4WPh4+ET4ZPhU+HT4TPhs+Fz4fPhC+GL4Uvhy+Er4avha+Hr4Rvhm+Fb4dvhO+G74Xvh++EH4YfhR+HH4Sfhp+Fn4efhF+GX4Vfh1+E34bfhd+H34Q/hj+FP4c/hL+Gv4W/h7+Ef4Z/hX+Hf4T/hv+F/0UjkRX4URGEURXGURGmURXlURGU0iEaLRo/GiMaMxorGjsaJxo3Gi8aPJogmjCaKJo4miSaNJosmj6aIpoymiqaOpommjaaLpo9miGaMZopmjmaJZo1mi2aP5oiGkSIXVVEdNVEbdVEfzRnNFc0dzRPNG80XzR8tEC0YLRQtHC0SLRotFi0eLREtGS0VLR0tEy0bLRctH60QrRitFK0crRKtGq0WrR6tEa0ZrRWtHa0TrRutF60fbRBtGG0UbRxtEm0abRZtHm0RbRltFW0dbRNtG20XbR/tEO0Y7RTtHO0S7RrtFu0e7RHtGe0V7R3tE+0b7RftHx0QHRgdFB0cHRIdGh0WHR4dER0ZHRUdHR0THRsdFx0fnRCdGJ0UnRydEp0anRadHp0RnRmdFZ0dnROdG50XnR9dEF0YXRRdHF0SXRpdFl0eXRFdGV0VXR1dE10bXRddH90Q3RjdFN0c3RLdGt0W3R7dEd0Z3RXdHd0T3RvdF90fPRA9GD0UPRw9Ej0aPRY9Hj0RPRk9FT0dPRM9Gz0XPR+9EL0YvRS9HL0SvRq9Fr0evRG9Gb0VvR29E70bvRe9H30QfRh9FH0cfRJ9Gn0WfR59EX0ZfRV9HX0TfRt9F30f/RD9GP0U/Rz9Ev0a/Rb9Hv0R/Rn9Ff0d/RP9G/0Xj8Re7MdBHMZRHMdJnMZZnMdFXMaDeLR49HiMeMx4rHjseJx43Hi8ePx4gnjCeKJ44niSeNJ4snjyeIp4yniqeOp4mnjaeLp4+niGeMZ4pnjmeJZ41ni2ePZ4jngYK3ZxFddxE7dxF/fxnPFc8dzxPPG88Xzx/PEC8YLxQvHC8SLxovFi8eLxEvGS8VLx0vEy8bLxcvHy8QrxivFK8crxKvGq8Wrx6vEa8ZrxWvHa8TrxuvF68frxBvGG8UbxxvEm8abxZvHm8RbxlvFW8dbxNvG28Xbx9vEO8Y7xTvHO8S7xrvFu8e7xHvGe8V7x3vE+8b7xfvH+8QHxgfFB8cHxIfGh8WHx4fER8ZHxUfHR8THxsfFx8fHxCfGJ8UnxyfEp8anxafHp8RnxmfFZ8dnxOfG58Xnx+fEF8YXxRfHF8SXxpfFl8eXxFfGV8VXx1fE18bXxdfH18Q3xjfFN8c3xLfGt8W3x7fEd8Z3xXfHd8T3xvfF98f3xA/GD8UPxw/Ej8aPxY/Hj8RPxk/FT8dPxM/Gz8XPx8/EL8YvxS/HL8Svxq/Fr8evxG/Gb8Vvx2/E78bvxe/H78Qfxh/FH8cfxJ/Gn8Wfx5/EX8ZfxV/HX8Tfxt/F38ffxD/GP8U/xz/Ev8a/xb/Hv8R/xn/Ff8d/xP/G/8X/JSOIlfhIkYRIlcZIkaZIleVIkZTJIRktGT8ZIxkzGSsZOxknGTcZLxk8mSCZMJkomTiZJJk0mSyZPpkimTKZKpk6mSaZNpkumT2ZIZkxmSmZOZklmTWZLZk/mSIaJEpdUSZ00SZt0SZ/MmcyVzJ3Mk8ybzJfMnyyQLJgslCycLJIsmiyWLJ4skSyZLJUsnSyTLJsslyyfrJCsmKyUrJyskqyarJasnqyRrJmslaydrJOsm6yXrJ9skGyYbJRsnGySbJpslmyebJFsmWyVbJ1sk2ybbJdsn+yQ7JjslOyc7JLsmuyW7J7skeyZ7JXsneyT7Jvsl+yfHJAcmByUHJwckhyaHJYcnhyRHJkclRydHJMcmxyXHJ+ckJyYnJScnJySnJqclpyenJGcmZyVnJ2ck5ybnJecn1yQXJhclFycXJJcmlyWXJ5ckVyZXJVcnVyTXJtcl1yf3JDcmNyU3Jzcktya3JbcntyR3Jncldyd3JPcm9yX3J88kDyYPJQ8nDySPJo8ljyePJE8mTyVPJ08kzybPJc8n7yQvJi8lLycvJK8mryWvJ68kbyZvJW8nbyTvJu8l7yffJB8mHyUfJx8knyafJZ8nnyRfJl8lXydfJN8m3yXfJ/8kPyY/JT8nPyS/Jr8lvye/JH8mfyV/J38k/yb/JeOpF7qp0EaplEap0maplmap0VapoN0tHT0dIx0zHSsdOx0nHTcdLx0/HSCdMJ0onTidJJ00nSydPJ0inTKdKp06nSadNp0unT6dIZ0xnSmdOZ0lnTWdLZ09nSOdJgqdWmV1mmTtmmX9umc6Vzp3Ok86bzpfOn86QLpgulC6cLpIumi6WLp4ukS6ZLpUunS6TLpsuly6fLpCumK6Urpyukq6arpaunq6Rrpmula6drpOum66Xrp+ukG6YbpRunG6Sbppulm6ebpFumW6Vbp1uk26bbpdun26Q7pjulO6c7pLumu6W7p7uke6Z7pXune6T7pvul+6f7pAemB6UHpwekh6aHpYenh6RHpkelR6dHpMemx6XHp8ekJ6YnpSenJ6Snpqelp6enpGemZ6Vnp2ek56bnpeen56QXphelF6cXpJeml6WXp5ekV6ZXpVenV6TXptel16fXpDemN6U3pzekt6a3pbent6R3pneld6d3pPem96X3p/ekD6YPpQ+nD6SPpo+lj6ePpE+mT6VPp0+kz6bPpc+nz6Qvpi+lL6cvpK+mr6Wvp6+kb6ZvpW+nb6Tvpu+l76fvpB+mH6Ufpx+kn6afpZ+nn6Rfpl+lX6dfpN+m36Xfp9+kP6Y/pT+nP6S/pr+lv6e/pH+mf6V/p3+k/6b/pf9lI5mV+FmRhFmVxlmRplmV5VmRlNshGy0bPxsjGzMbKxs7GycbNxsvGzybIJswmyibOJskmzSbLJs+myKbMpsqmzqbJps2my6bPZshmzGbKZs5myWbNZstmz+bIhpkyl1VZnTVZm3VZn82ZzZXNnc2TzZvNl82fLZAtmC2ULZwtki2aLZYtni2RLZktlS2dLZMtmy2XLZ+tkK2YrZStnK2SrZqtlq2erZGtma2VrZ2tk62brZetn22QbZhtlG2cbZJtmm2WbZ5tkW2ZbZVtnW2TbZttl22f7ZDtmO2U7Zztku2a7Zbtnu2R7Zntle2d7ZPtm+2X7Z8dkB2YHZQdnB2SHZodlh2eHZEdmR2VHZ0dkx2bHZcdn52QnZidlJ2cnZKdmp2WnZ6dkZ2ZnZWdnZ2TnZudl52fXZBdmF2UXZxdkl2aXZZdnl2RXZldlV2dXZNdm12XXZ/dkN2Y3ZTdnN2S3Zrdlt2e3ZHdmd2V3Z3dk92b3Zfdnz2QPZg9lD2cPZI9mj2WPZ49kT2ZPZU9nT2TPZs9lz2fvZC9mL2UvZy9kr2avZa9nr2RvZm9lb2dvZO9m72XvZ99kH2YfZR9nH2SfZp9ln2efZF9mX2VfZ19k32bfZd9n/2Q/Zj9lP2c/ZL9mv2W/Z79kf2Z/ZX9nf2T/Zv9l4/kXu7nQR7mUR7nSZ7mWZ7nRV7mg3y0fPR8jHzMfKx87HycfNx8vHz8fIJ8wnyifOJ8knzSfLJ88nyKfMp8qnzqfJp82ny6fPp8hnzGfKZ85nyWfNZ8tnz2fI58mCt3eZXXeZO3eZf3+Zz5XPnc+Tz5vPl8+fz5AvmC+UL5wvki+aL5Yvni+RL5kvlS+dL5Mvmy+XL58vkK+Yr5SvnK+Sr5qvlq+er5Gvma+Vr52vk6+br5evn6+Qb5hvlG+cb5Jvmm+Wb55vkW+Zb5VvnW+Tb5tvl2+fb5DvmO+U75zvku+a75bvnu+R75nvle+d75Pvm++X75/vkB+YH5QfnB+SH5oflh+eH5EfmR+VH50fkx+bH5cfnx+Qn5iflJ+cn5Kfmp+Wn56fkZ+Zn5WfnZ+Tn5ufl5+fn5BfmF+UX5xfkl+aX5Zfnl+RX5lflV+dX5Nfm1+XX59fkN+Y35TfnN+S35rflt+e35Hfmd+V353fk9+b35ffn9+QP5g/lD+cP5I/mj+WP54/kT+ZP5U/nT+TP5s/lz+fP5C/mL+Uv5y/kr+av5a/nr+Rv5m/lb+dv5O/m7+Xv5+/kH+Yf5R/nH+Sf5p/ln+ef5F/mX+Vf51/k3+bf5d/n3+Q/5j/lP+c/5L/mv+W/57/kf+Z/5X/nf+T/5v/l/xUjhFX4RFGERFXGRFGmRFXlRFGUxKEYrRi/GKMYsxirGLsYpxi3GK8YvJigmLCYqJi4mKSYtJismL6YopiymKqYupimmLaYrpi9mKGYsZipmLmYpZi1mK2Yv5iiGhQpXVEVdNEVbdEVfzFnMVcxdzFPMW8xXzF8sUCxYLFQsXCxSLFosVixeLFEsWSxVLF0sUyxbLFcsX6xQrFisVKxcrFKsWqxWrF6sUaxZrFWsXaxTrFusV6xfbFBsWGxUbFxsUmxabFZsXmxRbFlsVWxdbFNsW2xXbF/sUOxY7FTsXOxS7FrsVuxe7FHsWexV7F3sU+xb7FfsXxxQHFgcVBxcHFIcWhxWHF4cURxZHFUcXRxTHFscVxxfnFCcWJxUnFycUpxanFacXpxRnFmcVZxdnFOcW5xXnF9cUFxYXFRcXFxSXFpcVlxeXFFcWVxVXF1cU1xbXFdcX9xQ3FjcVNxc3FLcWtxW3F7cUdxZ3FXcXdxT3FvcV9xfPFA8WDxUPFw8UjxaPFY8XjxRPFk8VTxdPFM8WzxXPF+8ULxYvFS8XLxSvFq8VrxevFG8WbxVvF28U7xbvFe8X3xQfFh8VHxcfFJ8WnxWfF58UXxZfFV8XXxTfFt8V3xf/FD8WPxU/Fz8Uvxa/Fb8XvxR/Fn8Vfxd/FP8W/xXjpRe6ZdBGZZRGZdJmZZZmZdFWZaDcrRy9HKMcsxyrHLscpxy3HK8cvxygnLCcqJy4nKSctJysnLycopyynKqcupymnLacrpy+nKGcsZypnLmcpZy1nK2cvZyjnJYqnRlVdZlU7ZlV/blnOVc5dzlPOW85Xzl/OUC5YLlQuXC5SLlouVi5eLlEuWS5VLl0uUy5bLlcuXy5QrliuVK5crlKuWq5Wrl6uUa5ZrlWuXa5TrluuV65frlBuWG5UblxuUm5ablZuXm5RblluVW5dblNuW25Xbl9uUO5Y7lTuXO5S7lruVu5e7lHuWe5V7l3uU+5b7lfuX+5QHlgeVB5cHlIeWh5WHl4eUR5ZHlUeXR5THlseVx5fHlCeWJ5UnlyeUp5anlaeXp5RnlmeVZ5dnlOeW55Xnl+eUF5YXlReXF5SXlpeVl5eXlFeWV5VXl1eU15bXldeX15Q3ljeVN5c3lLeWt5W3l7eUd5Z3lXeXd5T3lveV95f3lA+WD5UPlw+Uj5aPlY+Xj5RPlk+VT5dPlM+Wz5XPl8+UL5YvlS+XL5Svlq+Vr5evlG+Wb5Vvl2+U75bvle+X75Qflh+VH5cflJ+Wn5Wfl5+UX5ZflV+XX5Tflt+V35fflD+WP5U/lz+Uv5a/lb+Xv5R/ln+Vf5d/lP+W/5X+DkYE38AfBIBxEg3iQDNJBNsgHxaAcDAajDUYfjDEYczDWYOzBOINxB+MNxh9MMJhwMNFg4sEkg0kHkw0mH0wxmHIw1WDqwTSDaQfTDaYfzDCYcTDTYObBLINZB7MNZh/MMRgONHCDalAPmkE76Ab9YM7BXIO5B/MM5h3MN5h/sMBgwcFCg4UHiwwWHSw2WHywxGDJwVKDpQfLDJYdLDdYfrDCYMXBSoOVB6sMVh2sNlh9sMZgzcFag7UH6wzWHaw3WH+wwWDDwUaDjQebDDYdbDbYfLDFYMvBVoOtB9sMth1sN9h+sMNgx8FOg50Huwx2Hew22H2wx2DPwV6DvQf7DPYd7DfYf3DA4MDBQYODB4cMDh0cNjh8cMTgyMFRg6MHxwyOHRw3OH5wwuDEZIPtNttu2022Sjb5v7/G226w0S47bxLv9H9/2fP//SXfc+Ptdt5go4022XbndNkNttlkmU1mm+N/j+H/Hvrfo/rfo/7fo/nfo/3fo/vfo8/+9zlzjHq5Ua9q1KsZ9er+99Ko36dRv0/1qNeoP6F21GvUn3Wj1txw1GvU57lRn+dGfV416vfVGvUa9dM3oz6vGfUpzag/24z6WZpRP0s3aqMb9Sn9qI1+1H/tR31KP+pT+lGf0o/6G/V9Pur/5Bz2HNpT9nT2rOxZ27OxZ2vPzp62NrS1oa0NbW1oa0NbG9ra0NaGtja0taGtydZkE7IJ2YRsQjYhm5BNyCacTTj7Czlbc7bmbM3ZmrM1Z2vO1pytVbZW2Vpla5WtVbZW2Vpla5WtVbZW2Vpta7Wt1bZW21pta7Wt1bZW21pta7WtNbbW2Fpja42tNbbW2Fpja42tNbbW2Fpra62ttbbW2lpra62ttbbW2kRrE51NdDbR2URnE51NdDbR2URnf6HO1jpb622tt7Xe1npb622tt7Xe1npb623N1JCpIVNDpoZMDZkaMjVkasjUkKkhU0OmhkwNmRoyNWRqyNSQqSFTQ6aGTA2ZGpKtGSAyQGSAyNSQqSFTQ6aGTA2ZGjI1ZGrI1JCpIVNDpoZMDZkaMjVkasjUkKkhU0OmhkwNmRoyNWRqyNSQqSGjQkaFjAoZFTIqZFTIqJBRIfNB5oPMB5kPMhRkKMhQkKEgQ0GGggwFGQoyFNTahKEgQ0GGggwFGQoyFGQoyFCQSSCTQCaBTAKZBDIJZBLIJJBJIDt/2c07u3lnN+/s5p3dvLObd3bzzm7e2c07u3lnN+/s5p3dvLObd3bzzm7e2c07u3lnN+/s5p3dvLObd3bzzm7e2c07u3lnXxqcnb+z83d2/s7O39n5Ozt/Z+fv7Pydnb+z83d2/s7O39n5Ozt/Z+fv7Pydnb+z83d2/s7O39n5Ozt/Z+fv7Pydnb+z83f2pcGZBM4kcCaBMwmcSeBMAmcSOJPA2ZcGZyg4Q8EZCs5QcPalwZkPznxw5oMzH5z54MwHZz4488GZD86+NDijwhkVzqhwRoUzKpxR4YwKZ1Q4o8LZ9wdnajhTw5kaztRwpoYzNZyp4UwNZ2o4+/7gDBBn3x+cWVKZJZVZUpkllVlSmSWVWVKZJZVZUpkllVlSmSWVWVKZJZVZUpkllVlSmSWVWVKZJZVZUpkllVlSmSWVWVKZJZVZUpkllVlSmSWVWVKZJZVZUpkllVlSmSWVWVKZJZVZUpkllVlSmSWVWVKZJZVZUpkllVlSmSWVWVKZJZVZUpkllVlSmSWVWVKZJZVZUpkllVlSmSWVWVKZJZVZUpkllVlSmSWVWVKZJZVZUpkllVlSmSWVWVKZJZVZUpkllVlSmSWVWVKZJZVZUpkllVlSmSWVWVKZJZVZUpkllVlSmSWVWVKZJZVZUpkllVlSmSWVWVKZJZVZUpkllVlSmyW1WVKbJbVZUpsltVlSmyW1WVKbJbVZUpsltVlSmyW1WVKbJbVZUpsltVlSmyW1WVKbJbVZUpsltVlSmyW1WVKbJbVZUpsltVlSmyW1WVKbJbVZUpsltVlSmyW1WVKbJbVZUpsltVlSmyW1WVKbJbVZUpsltVlSmyW1WVKbJbVZUpsltVlSmyW1WVKbJbVZUpsltVlSmyW1WVKbJbVZUpsltVlSmyW1WVKbJbVZUpsltVlSmyW1WVKbJbVZUpsltVlSmyW1WVKbJbVZUpsltVlSmyW1WVKbJbVZUpsltVlSmyW1WVKbJbVZUpsltVlSmyW1WVKbJbVZ0pgljVnSmCWNWdKYJY1Z0pgljVnSmCWNWdKYJY1Z0pgljVnSmCWNWdKYJY1Z0pgljVnSmCWNWdKYJY1Z0pgljVnSmCWNWdKYJY1Z0pgljVnSmCWNWdKYJY1Z0pgljVnSmCWNWdKYJY1Z0pgljVnSmCWNWdKYJY1Z0pgljVnSmCWNWdKYJY1Z0pgljVnSmCWNWdKYJY1Z0pgljVnSmCWNWdKYJY1Z0pgljVnSmCWNWdKYJY1Z0pgljVnSmCWNWdKYJY1Z0pgljVnSmCWNWdKYJY1Z0pgljVnSmCWNWdKYJY1Z0pgljVnSmCWNWdKYJY1Z0pgljVnSmCWNWdKaJa1Z0polrVnSmiWtWdKaJa1Z0polrVnSmiWtWdKaJa1Z0polrVnSmiWtWdKaJa1Z0polrVnSmiWtWdKaJa1Z0polrVnSmiWtWdKaJa1Z0polrVnSmiWtWdKaJa1Z0polrVnSmiWtWdKaJa1Z0polrVnSmiWtWdKaJa1Z0polrVnSmiWtWdKaJa1Z0polrVnSmiWtWdKaJa1Z0polrVnSmiWtWdKaJa1Z0polrVnSmiWtWdKaJa1Z0polrVnSmiWtWdKaJa1Z0polrVnSmiWtWdKaJa1Z0polrVnSmiWtWdKaJa1Z0polrVnSmiWtWdKaJa1Z0polrVnSmSWdWdKZJZ1Z0pklnVnSmSWdWdKZJZ1Z0pklnVnSmSWdWdKZJZ1Z0pklnVnSmSWdWdKZJZ1Z0pklnVnSmSWdWdKZJZ1Z0pklnVnSmSWdWdKZJZ1Z0pklnVnSmSWdWdKZJZ1Z0pklnVnSmSWdWdKZJZ1Z0pklnVnSmSWdWdKZJZ1Z0pklnVnSmSWdWdKZJZ1Z0pklnVnSmSWdWdKZJZ1Z0pklnVnSmSWdWdKZJZ1Z0pklnVnSmSWdWdKZJZ1Z0pklnVnSmSWdWdKZJZ1Z0pklnVnSmSWdWdKZJZ1Z0pklnVnSmSWdWdKZJZ1Z0pklnVnSmSWdWdKZJZ1Z0pslvVnSmyW9WdKbJb1Z0pslvVnSmyW9WdKbJb1Z0pslvVnSmyW9WdKbJb1Z0pslvVnSmyW9WdKbJb1Z0pslvVnSmyW9WdKbJb1Z0pslvVnSmyW9WdKbJb1Z0pslvVnSmyW9WdKbJb1Z0pslvVnSmyW9WdKbJb1Z0pslvVnSmyW9WdKbJb1Z0pslvVnSmyW9WdKbJb1Z0pslvVnSmyW9WdKbJb1Z0pslvVnSmyW9WdKbJb1Z0pslvVnSmyW9WdKbJb1Z0pslvVnSmyW9WdKbJb1Z0pslvVnSmyW9WdKbJb1Z0pslvVnSmyW9WdKbJb1Z0pslvVnSmyV93xf/33M4xxxz4D3EW3g7vCu8a7wbvFu8O7yxO8TuELtD7A6xO8TuELtD7A6xO8TuELvCrrAr7Aq7wq6wK+wKu8KusOuw67DrsOuw67DrsOuw67DrsOuwW2G3wm6F3Qq7FXYr7FbYrbBbYbfCbo3dGrs1dmvs1titsVtjt8Zujd0auw12G+w22G2w22C3wW6D3Qa7DXYb7LbYbbHbYrfFbovdFrstdlvstthtsdtht8Nuh90Oux12O+x22O2w22G3w26P3R67PXZ77PbY7bHbY7fHbo9deDWEV0N4NYRXQ3g1hFdDeDWEV0N4NYRXQ3g1hFdDeDWEV0N4NYRXQ3g1hFdDeDWEV0N4NYRXQ3g1hFdDeDWEV0N4NYRXQ3g1hFdDeDWEV0N4NYRXQ3g1hFdDeDWEV0N4NYRXQ3g1hFdDeDWEV0N4NYRXQ3g1hFdDeDWEV0N4NYRXQ3g1hFdDeDWEV0N4NYRXQ3g1hFdDeDWEV0N4NYRXQ3g1hFdDeDWEV0N4NYRXQ3g1hFdDeDWEV0N4NYRXQ3g1hFdDeDWEV0N4NYRXQ3g1hFdDeDWEV0N4NYRXQ3g1hFdDeDWEV0N4NYRXQ3g1hFdDeDWEV0N4NYRXQ3gleCV4JXgleCV4JXgleCV4JXgleCV4JXgleCV4JXgleCV4JXgleCV4JXgleCV4JXgleCV4JXgleCV4JXgleCV4JXgleCV4JXgleCV4JXgleCV4JXgleCV4JXgleCV4JXgleCV4JXgleCV4JXgleCV4JXgleCV4JXgleCV4JXgleCV4JXgleCV4JXgleCV4JXgleCV4JXgleCV4JXgleCV4JXgleCV4JXgleCV4JXgleCV4JXgleCV4JXgleCV4JXgleCV4JXgleOXglYNXDl45eOXglYNXDl45eOXglYNXDl45eOXglYNXDl45eOXglYNXDl45eOXglYNXDl45eOXglYNXDl45eOXglYNXDl45eOXglYNXDl45eOXglYNXDl45eOXglYNXDl45eOXglYNXDl45eOXglYNXDl45eOXglYNXDl45eOXglYNXDl45eOXglYNXDl45eOXglYNXDl45eOXglYNXDl45eOXglYNXDl45eOXglYNXDl45eOXglYNXDl45eOXglYNXDl45eOXglYNXDl45eOXglYNXDl45eOXglYNXDl45eFXBqwpeVfCqglcVvKrgVQWvKnhVwasKXlXwqoJXFbyq4FUFryp4VcGrCl5V8KqCVxW8quBVBa8qeFXBqwpeVfCqglcVvKrgVQWvKnhVwasKXlXwqoJXFbyq4FUFryp4VcGrCl5V8KqCVxW8quBVBa8qeFXBqwpeVfCqglcVvKrgVQWvKnhVwasKXlXwqoJXFbyq4FUFryp4VcGrCl5V8KqCVxW8quBVBa8qeFXBqwpeVfCqglcVvKrgVQWvKnhVwasKXlXwqoJXFbyq4FUFryp4VcGrCl5V8KqCVxW8quBVBa8qeFXBqwpeVfCqglc1vKrhVQ2vanhVw6saXtXwqoZXNbyq4VUNr2p4VcOrGl7V8KqGVzW8quFVDa9qeFXDqxpe1fCqhlc1vKrhVQ2vanhVw6saXtXwqoZXNbyq4VUNr2p4VcOrGl7V8KqGVzW8quFVDa9qeFXDqxpe1fCqhlc1vKrhVQ2vanhVw6saXtXwqoZXNbyq4VUNr2p4VcOrGl7V8KqGVzW8quFVDa9qeFXDqxpe1fCqhlc1vKrhVQ2vanhVw6saXtXwqoZXNbyq4VUNr2p4VcOrGl7V8KqGVzW8quFVDa9qeFXDqxpe1fCqhlc1vKrhVQ2vanjVwKsGXjXwqoFXDbxq4FUDrxp41cCrBl418KqBVw28auBVA68aeNXAqwZeNfCqgVcNvGrgVQOvGnjVwKsGXjXwqoFXDbxq4FUDrxp41cCrBl418KqBVw28auBVA68aeNXAqwZeNfCqgVcNvGrgVQOvGnjVwKsGXjXwqoFXDbxq4FUDrxp41cCrBl418KqBVw28auBVA68aeNXAqwZeNfCqgVcNvGrgVQOvGnjVwKsGXjXwqoFXDbxq4FUDrxp41cCrBl418KqBVw28auBVA68aeNXAqwZeNfCqgVcNvGrgVQOvGnjVwKsGXjXwqoFXLbxq4VULr1p41cKrFl618KqFVy28auFVC69aeNXCqxZetfCqhVctvGrhVQuvWnjVwqsWXrXwqoVXLbxq4VULr1p41cKrFl618KqFVy28auFVC69aeNXCqxZetfCqhVctvGrhVQuvWnjVwqsWXrXwqoVXLbxq4VULr1p41cKrFl618KqFVy28auFVC69aeNXCqxZetfCqhVctvGrhVQuvWnjVwqsWXrXwqoVXLbxq4VULr1p41cKrFl618KqFVy28auFVC69aeNXCqxZetfCqhVctvGrhVQuvWnjVwqsWXrXwqoVXLbxq4VULr1p41cGrDl518KqDVx286uBVB686eNXBqw5edfCqg1cdvOrgVQevOnjVwasOXnXwqoNXHbzq4FUHrzp41cGrDl518KqDVx286uBVB686eNXBqw5edfCqg1cdvOrgVQevOnjVwasOXnXwqoNXHbzq4FUHrzp41cGrDl518KqDVx286uBVB686eNXBqw5edfCqg1cdvOrgVQevOnjVwasOXnXwqoNXHbzq4FUHrzp41cGrDl518KqDVx286uBVB686eNXBqw5edfCqg1cdvOrgVQevOnjVwasOXnXwqoNXHbzq4FUHrzp41cGrDl518KqDVz286uFVD696eNXDqx5e9fCqh1c9vOrhVQ+venjVw6seXvXwqodXPbzq4VUPr3p41cOrHl718KqHVz286uFVD696eNXDqx5e9fCqh1c9vOrhVQ+venjVw6seXvXwqodXPbzq4VUPr3p41cOrHl718KqHVz286uFVD696eNXDqx5e9fCqh1c9vOrhVQ+venjVw6seXvXwqodXPbzq4VUPr3p41cOrHl718KqHVz286uFVD696eNXDqx5e9fCqh1c9vOrhVQ+venjVw6seXvXwqodXPbzq4VUPr3p41cOrHl718KqHVz286uFVD6/Qtwt9u9C3C3270LcLfbvQtwt9u9C3C3270LcLfbvQtwt9u9C3C3270LcLfbvQtwt9u9C3C3270LcLfbvQtwt9u9C3C3270LcLfbvQtwt9u9C3C3270LcLfbvQtwt9u9C3C3270LcLfbvQtwt9u9C3C3270LcLfbvQtwt9u9C3C3270LcLfbvQtwt9u9C3C3270LcLfbvQtwt9u9C3C3270LcLfbvQtwt9u9C3C3270LcLfbvQtwt9u9C3C3270LcLfbvQtwt9u9C3C3270LcLfbvQtwt9u9C3C3270LcLfbvQtwt9u9C3C3270LcLfbvQtwt9u9C3C3270LcLfbvQtwt9u9C3C3270LcLfbvQtwt9u9C3C3270LcLfbvQtwt9u9C3C3270LcLfbvQtwt9u9C3C3270LcLfbvQtwt9u9C3C3270LcLfbvQtwt9u9C3C3270LcLfbvQtwt9u9C3C3270LcLfbvQtwt9u9C3C3270LcLfbvQtwt9u9C3C3270LcLfbvQtwt9u9C3C3270LcLfbvQtwt9u9C3C3270LcLfbvQtwt9u9C3C3270LcLfbvQtwt9u9C3C3270LcLfbvQtwt9u9C3C3270LcLfbvQtwt9u9C3C3270LcLfbvQtwt9u9C3C3270LcLfbvQtwt9u9C3C3270LcLfbvQtwt9u9C3C3270LcLfbvQtwt9u9C3C3270LcLfbvQtwt9u9C3C3270LcLfbvQtwt9u9C3C3270LcLfbvQtwt9u9C3C3270LcLfbvQtwt9u9C3C3270LcLfbvQtwt9u9C3C3270LcLfbvQtwt9u9C3C3270LcLfbvQtwt9u9C3C3270LcLfbvQtwt9u9C3C3270LcLfbvQtwt9u9C3C3270LcLfbvQtwt9u9C3C3270LcLfbvQtwt9u9C3C3270LcLfbvQtwt9u9C3C3270LcLfbvQtwt9u9C3C3270LcLfbvQtwt9u9C3C3270LcLfbvQtwt9u9C3C3270LcLfbvQtwt9u9C3C3270LcLfbvQtwt9u9C3C3270LcLfbvQtwt9u9C3C3270LcLfbvQtwt9u9C3C3270LcLfbvQtwt9u9C3C3270LcLfbvQtwt9u9C3C3270LcLfbvQtwt9u9C3C3270LcLfbvQtwt9u9C3C3270LcLfbvQtwt9u9C3C3270LcLfbvQtwt9u9C3C3270LcLfbvQtwt9u9C3C3270LcLfbvQtwt9u9C3C3270LcLfbvQtwt9u9C3C3270LcLfbvQtwt9u9C3C3270LcLfbvQtwt9u9C3C3270LcLfbvQtwt9u9C3C3270LcLfbvQtwt9u9C3C3270LcLfbvQtwt9u9C3C3270LcLfbvQtwt9u9C3C3270LcLfbvQtwt9u9C3C3270LcLfbvQtwt9u9C3C3270LcLfbvQtwt9u9C3C3270LcLfbvQtwt9u9C3C3270LcLfbvQtwt9u9C3C3270LcLfbvQtwt9u9C3C3270LcLfbvQtwt9u9C3C3270LcLfbvQtwt9u9C3C3270LcLfbvQtwt9u9C3C3270LcLfbvQtwt9u9C3C3270LcLfbvQtwt9u9C3C3270LcLfbvQtwt9u9C3C3270LcLfbvQtwt9u9C3C3270LcLfbvQtwt9u9C3C3270LcLfbvQtwt9u9C3C3270LcLfbvQtwt9u9C3C3270LcLfbvQtwt9u9C3C3270LcLfbvQtwt9u9C3C3270LcLfbvQtwt9u9C3C3270LcLfbvQtwt9u9C3C3270LcLfbvQtwt9u9C3C3270LcLfbvQtwt9u9C3C3270LcLfbvQtwt9u9C3C3270LcLfbvQtwt9u9C3C3270LcLfbvQtwt9u9C3C3270LcLfbvQtwt9u9C3C3270LcLfbvQtwt9u9C3C3270LcLfbvQtwt9u9C3C3270LcLfbvQtwt9u9C3C3270LcLfbvQtwt9u9C3C3270LcLfbvQtwt9u9C3C3270LcLfbvQtwt9u9C3C3270LcLfbvQtwt9u9C3C3270LcLfbvQtwt9u9C3C3270LcLfbvQtwt9u9C3C3270LcLfbvQtwt9u9C3C3270LcLfbvQtwt9u9C3C3270LcLfbvQtwt9u9C3C3270LcLfbvQtwt9u9C3C3270LcLfbvQtwt9u9C3C3270LcLfbvQtwt9u9C3C3270LcLfbvQtwt9u9C3C3270LcLfbvQtwt9u9C3C3270LcLfbvQtwt9u9C3C3270LcLfbvQtwt9u9C3C3270LcLfbvQtwt9u9C3C3270LcLfbvQtwt9u9C3C3270LcLfbvQtwt9u9C3C3270LcLfbvQtwt9u9C3C3270LcLfbvQtwt9u9C3C3270LcLfbvQtwt9u9C3C3270LcLfbvQtwt9u9C3C3270LcLfbvQtwt9u9C3C3270LcLfbvQtwt9u9C3C3270LcLfbvQtwt9u9C3C3270LcLfbvQtwt9u9C3C3270LcLfbvQtwt9u9C3C3270LcLfbvQtwt9u9C3C3270LcLfbvQtwt9u9C3C3270LcLfbvQtwt9u9C3C3270LcLfbvQtwt9u9C3C3270LcLfbvQtwt9u9C3C3270LcLfbvQtwt9u9C3C3270LcLfbvQtwt9u9C3C3270LcLfbvQtwt9u9C3C3270LcLfbvQtwt9u9C3C3270LcLfbvQtwt9u9C3C3270LcLfbvQtwt9u9C3C3270LcLfbvQtwt9u9C3C3270LcLfbvQtwt9u9C3C3270LcLfbvQtwt9u9C3C3270LcLfbvQtwt9u9C3C3270LcLfbvQtwt9u9C3C3270LcLfbvQtwt9u9C3C3270LcLfbvQtwt9u9C3C3270LcLfbvQtwt9u9C3C3270LcLfbvQtwt9u9C3C3270LcLfbvQtwt9u9C3C3270LcLfbvQtwt9u9C3C3270LcLfbvQtwt9u9C3C3270LcLfbvQtwt9u9C3C3270LcLfbvQtwt9u9C3C3270LcLfbvQtwt9u9C3C3270LcLfbvQtwt9u9C3C3270LcLfbvQtwt9u9C3C3270LcLfbvQtwt9u9C3C3270LcLfbvQtwt9u9C3C3270LcLfbvQtwt9u9C3C3270LcLfbvQtwt9u9C3C3270LcLfbvQtwt9u9C3C3270LcLfbvQtwt9u9C3C3270LcLfbvQtwt9u9C3C3270LcLfbvQtwt9u9C3C3270LcLfbvQtwt9u9C3C3270LcLfbvQtwt9u9C3C3270LcLfbvQtwt9u9C3C3270LcLfbvQtwt9u9C3C3270Lc79O0OfbtD3+7Qtzv07Q59u0Pf7tC3O/TtDn27Q9/u0Lc79O0OfbtD3+7Qtzv07Q59u0Pf7tC3O/TtDn27Q9/u0Lc79O0OfbtD3+7Qtzv07Q59u0Pf7tC3O/TtDn27Q9/u0Lc79O0OfbtD3+7Qtzv07Q59u0Pf7tC3O/TtDn27Q9/u0Lc79O0OfbtD3+7Qtzv07Q59u0Pf7tC3O/TtDn27Q9/u0Lc79O0OfbtD3+7Qtzv07Q59u0Pf7tC3O/TtDn27Q9/u0Lc79O0OfbtD3+7Qtzv07Q59u0Pf7tC3O/TtDn27Q9/u0Lc79O0OfbtD3+7Qtzv07Q59u0Pf7tC3O/TtDn27Q9/u0Lc79O0OfbtD3+7Qtzv07Q59u0Pf7tC3O/TtDn27Q9/u0Lc79O0OfbtD3+7Qtzv07Q59u0Pf7tC3O/TtDn27Q9/u0Lc79O0OfbtD3+7Qtzv07Q59u0Pf7tC3O/TtDn27Q9/u0Lc79O0OfbtD3+7Qtzv07Q59u0Pf7tC3O/TtDn27Q9/u0Lc79O0OfbtD3+7Qtzv07Q59u0Pf7tC3O/TtDn27Q9/u0Lc79O0OfbtD3+7Qtzv07Q59u0Pf7tC3O/TtDn27Q9/u0Lc79O0OfbtD3+7Qtzv07Q59u0Pf7tC3O/TtDn27Q9/u0Lc79O0OfbtD3+7Qtzv07Q59u0Pf7tC3O/TtDn27Q9/u0Lc79O0OfbtD3+7Qtzv07Q59u0Pf7tC3O/TtDn27Q9/u0Lc79O0OfbtD3+7Qtzv07Q59u0Pf7tC3O/TtDn27Q9/u0Lc79O0OfbtD3+7Qtzv07Q59u0Pf7tC3O/TtDn27Q9/u0Lc79O0OfbtD3+7Qtzv07Q59u0Pf7tC3O/TtDn27Q9/u0Lc79O0OfbtD3+7Qtzv07Q59u0Pf7tC3O/TtDn27Q9/u0Lc79O0OfbtD3+7Qtzv07Q59u0Pf7tC3O/TtDn27Q9/u0Lc79O0OfbtD3+7Qtzv07Q59u0Pf7tC3O/TtDn27Q9/u0Lc79O0Offv/eXf/D5SaZIAAAHicjZNNbBtVEMffWxvvOo4bx00Th8iZDaYCvHaSOqWmSYjXjt1W3VIncUDeUCkVFYdKFaAmRUVICZeoIFRYhMShF5ASotC06fNaCmtXIr1y5dAThxx6SkA58S0I8946aSpx4K3nPzszv7cz2rfONpNJyeYX3SZRAlJFYmQYPav6otB/X7pNKNGlFfvkgO5IK9XQkRT3tszDb6rN4dR8tlVaJvfQNtB20LykH7WINo3mwe3L9qecX7anhaueH099wP25V1Ii1s+4vinoev+g6/sHOLdULVzn8VI1NejG8WNu/OxRbB+SlnDGHaEtqH1oGbR5NC82X6oeibrb/G1822L16a5Uy4a0iMQi7lsUIy7qTVgOF31FWdrJpvFtUPKl0Hmh00IzQvuEtjSqW7y70A2h94T2Cc0ILQp9W6jg6c94/YTXNl5bdEsPkwQlQEMJGgKqJ6gOtEb9NGAfh88cGtDTx6FXHYUU2oB6GhLoAe39+BlIovXE85Cm+FzipxJRSEcHISTcqugOvfPtPzeCf98IEr9DM3b8HGT9dJDUvbzdCbRbaF47fhW+w92qCAlRpVUb/ko69DUb/gRHoTb8AY5E9cPwOzyC3+A+/AJn4fv4KtSQumWDA44Xqa/ijrSqt8DHMIHDPYLrcAXeUkXpSg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w+7VlpqyQKbAwbIzDlZVpIZFpGBPqQNdMQQYxYTjCd0OYEp6apjDKB6pIkq5qqaCLV9SgBFAZQZEmKqopflURVYRJoRJXwDKYjE0FWFJ0oooAyiFJo0JfpKGTBLAJ0lOXZTXoIrSQWaUP5bHKQ4E76PF4ylEgY37R3Huk7kjCaBviCG2QNJ3Qj/hEccViuVCSWizcPckkxmpSm9BZCk4z2zq5v2if2nuhN822raureWtbdf2yT6q0lNrtIZzt0dbafNWem5VBNZ6NguvFlNEIiQRKzoL2dtLfXICshpkIMRDYZqqHiNvoM/KLvSvhL6oXU6tRfzhN39j1AF/X94eSddOf3qWZCyWzUj38gLwMkBsOtGxWKZFYDYtQdNXI9slczHB6HrzSyWRVLncWRM/ThzqGexkirNs45zphBZsAMOsMxI3a7ep9npfcx56PGs84d2g59h3OH8Ya+3/mG8YnzY+Mjz1+1r3xfRL43fowUBIIxEiMkCtQPQENmsDJoBVcFhWB3/+5NvsZgN31za1YgAGaMK5STUepyu5F3FAw3apoV3eAC1yM5Jaa8W+6R0SwZ8i6ZyfutAjALoCD2MrSj3s8i1OYb9ACtBAvagEFTPuDVn9940Sm2GZ1dqFPchpzGwL4mD1etRHtTRrXkJtu6QCcnvhGxvI1hfIXwFcQXsifBGTAEIFadB1l+SQ4EA75YMSuOFyegoaZ6BNTVxosLYnBX6h2oofeue+mqw38ZVnPxTamX410jxiQuv7Fi7b/XzB5Zcmdqi7hzdPftL/07t3bab1Ov3wTyiqrcT4fdNKqtJJTWvRrk10zklxNKdqAZ/c4aoTfK0hlz0cLQEngc6EwZXJTIUWrISZYULNdcNleYIc2Qr4drpOXy0/R1+i31uPGU8+A8KmQMheYkbpdUUhivhe7+Dy0Vd6SQqvN3x1De9NqRMElC2aBorvZtFSnoRMe9jUQhzX0o4vamnVPCFvxsSwdZQksHEmX0JbqPCESi+zaL1MG/tsW5iht4um8TUZyv0DOJg55FRGTZakuV9tsa7Rb4cQazcNYyXb0d9pOw69mFocQk48TEE73GiSOTkIfpPdLc245ca+7FDQSHBoemrRvpQo1B5ahpgFhDTIb6mmocairZ2X3TaoRY2ckX7sqa9xzMrjnK/vz15ydzGP2a05iSOf1HhVFCMykgVfCsdcV1Jcsit2XfmXNPiegVmGSSGqZ7x0RGZY+L3xW5O74j8kbkk8gn8W+K9UAYkjXvs2PJY5WHa04mvk5+XakUhod5Z3kv9S4I3xjeQbZHPqbvhd4PH4t8Gf9biWtmGKoKc1ieS/YAifUXQmE3eqlITmWOldOR05NzOEfMibncGiv3ldPj5VCOSrK5OtxsjyX+9FjgtUcrJ8/dXB7366hchLpxkyBzySK0XMfR+3WzQmtIzMLvxiz8YszCb8Us/IY7Bv1o/ksFWR4VzQMjz8yjed10tBVxTPHUEDyBdrh3o7y4DbfprnT3u0XUw2ZLqzFRHAvdNiNHW6HSUUGruW5uELg+HwweQo0OV5/5ps2w9s4EGrfO3na+23Wi92RnF7qxPjyMP0faO5t7+Q6OqHntyd5OFCEuRt5gI9q99nbU6K7OjPaBpTUSfIGl4qhmtI+0Q9EIqKkOcO2TsvzBWHHcBQX5xXW19Q34W1dbXJAvAX7GPw1wlWyAo6ljlV+99tYeT01pKPWFR2h+6pw7fvvKv98a7R0/buIsgEjiwzOTY88YeVVjgH4fWrH26cWVCz///dmjzhk2YsyE3931yDafJ9RUWDGiOfWyLEWqC4dXj26+8FKUn/EoPz2oox7kwQdW5zgDikmhnu+IGTFvzGf6C4MjvTPYOnIMHD0xGCU8qlBmeAy3hxpZLpYjMYN6vR5KTSBoIwm6o5xSSc6Ku3QPohhihAtVq7Sydr16UKXrVZirrlT7VcaRg6keVwW1GyZsMZGnqKvmJs9i5M/D21uRWStMEuyGHRsnpg2gbf/QDnZ2JTLmr7kXfwesHoQak560A8O/5Qoecu3h/OCq1cldTYbilFM6LvvSdLVJLUvj0f2Yl7TePXndm3PXrJ935PKiW66fMvb2Gdecs3DS5eLOVKCp5rMPHkh99cI5+9bDxsuXLThydeetF91t27gbkX53oP5lk23W0OxsKHXMorPY5fRydiO9kd0gduTelb2ePEefZ7+NPJe9CbbS7Z4Nub6ENpSOpQzCxOV1k26ab+nhuKBH3bDLDW7+vtkb12VSCM2wCKgb0Af1AyTxbSushDWwCyRwjyIuw2W6mCuSGyjk3sWUj8uC/NecIdNDnGq9tt3pbURB7kpyKT7S3oWbNJW4m0CjA6Ik2MLnLUQKBcUKJJALbMGrZ+iFRqf+tWn/P1ZB/u9ePuxKfaXNGnvOqolzRo9eCqvKd776rz/9Dmo37lmbO2vqTd8uPG/+RdwmXd9/VJyFMuUmOeQd6+Gi7FZ2lqPVPz40Pue6HPkMbVhoWPbMrLa8pXnPkOcDe8lRcsz1Lfk3+15zlWolWYu9HXlCFkPddlIAlzOiU59Ig07mAuJ2my7wu3APNF9c1CNIJJcbyUCmANppEzpgKbC1sAGoDOiYoRLdqQh5RiFRDMVUjiuC8tdcCA55Ky1XvegJkDrJ3sR/ypQHdXpAolxG0540DCXoPBvS+mqQmuqgLwanCRMV4qnjoUkPz336LTB737/8KoiebLhq6qTlk2+afMuvr5ow8rNPST888Twt+vGbrqWXf3rxVStSxzjNFqMcdaAcBYkJH1oP3OW9J0qDUfDeq97lvMPVqwo+RKsBjeUoES2qhzzhLF/Ua85SlHuM5dFX1G2uA+on6l8UWZc1Lw9RDGYIRp4RHRUdbWrTnfOdN8jXea+L3i3/0vyN+rTzZXmXclD5SOnRPta/kL9SfpC/V/7l/zHnRDSQ8NzlpTOil0R/rTFTCe0yYaUJZjf9ygoSMJCctI0TGkDy5sZ9snpA4Ya9qKSWj1ZWOK+2TYFWRNU2wXuQ5KLSTVusGq8Ud+jKTeqB3ND9IZobgtAoEjACZoAFluabhbfjJQvTlvu4W3D/NTYgxJ29fNvVeYJLMBrWHURKexaJ/+PyYHpERyFlPAwfN6G7SNj2lptxtNzNvdwmh3O5W8m18Fu53Lfkct+Saw2e7OG6goCqvasJMirS3olmpAutuv2vjf7vNmmNKv8PWqOSHux3avqdmn7nst9tdKVtfhp04WViaYveIHIBInW1DfUxbpWKMkZfFub0VcL1M1YihSf8+MT7qRPXPw3Vf/w89QNcNmvW/WHY6VEvu+0XiccfB/ehj5///J8fLZjj0669dtntNhawUpOFH1GGikgtTLDuNethefD2JK0vmOSckD+pVCgOllRWkRoQwu5ioC3BvdnH69k9yaX1v6tYlxTa6heXdNTfkbe8RBxW0ZI9Jm9s2cyQGE+UVAz1DQ03JsRy35BqGnLoehhE4gg5ykMsrEeys0097MeD2foQVyQsVZZmyUPiLs0gJt4S4QMjO1khEdNMErmUuJDgYmnMrdeVhHUj8hLNRwMapuMtM3sk0ZP6Kp25dVPfrTOm+3CnTV+r79KP67LeDa9Z2fUoKCuKC4nH8Jie4x7B89c6PajXafdVcq1usqXmm14MutF3HzGO2Id2N/dl/DfXcQ78lrsqEuKgojeeruft9g9BzqOJ7AyK/jx0H9w5N4OUNpb13Fg2xJgrbTxPtwHot8+CZN5Zw85tGBIxwtov1zyx765vll62oaoEnN3lI9pueOb8zz6HaVdMmXD/hBvaJt5aag4tq0jGCnNGxG+vvunTP70EQ9d2XPzyyXvf27ZwnPnYZh8NXb+k650LOu+5YckFSNQpyOzfoH3FgAJk6x5THctWqWsxIj+uSgEIMeqmbkbR0okhISSuk9er+4S90l75A6mX9rJjgrNAKBCTar1UL08XZ0hL1dXSavlp6Wn5GHMqVEHvzDbQDWw33c16aA/7in7FFJ5OAIbAi1ARJCbgv5YkUyZ+fmQVW8s2MMa4/gXDGAyyIsslACECfkvW0DNxv75JmoKe7mHLLSP4WiVDK979CkXGOGfHxow57kwMxqf81/gm0XmaObZZ1MizBvyVce+oV50YbPLEgMyTA3dAtD71WR5E/5z6DH33yVU/fsz99ES8mS/tPMA31h8UUZRCAnMwt5ajRjXBOxbGsbHCOOUK4X5huS63sBb1Ymkxe4j9UnqGbWGvsffYx+rH2l/YUfUH9QfNkJiqqtpZrIvdxj5RP9GULPaESotIXCqQC5Sks16qkquUMdJZ8khlBpuuzRfnS5fJC5Rl0lLnasZzCc+SdbBOelbbzrrlvWyfvE/5gHwMH9KP2EfCB+J70kfyR8r7eo/zGBxlf5W+kL9QvhW/lb5XvlG/1WqFbnqtNUscTBtomsh4HkFTkTOCQnXdTGcRmMCo0CBqflHEE1VNMWUJOSZJAn5Vt9MImihIiNoQqilTojKsQaZ007GWNyrCSrFfpEQ0xPXiLlEQETpva3UecqJb5mzU9Ck2UOMZBtgBozIZBgRq7TZyxlj1FCcxWAVPowf9aSPnJwdoOIZO7eBIuB7KSpPStFwx9igI6ozTcgwxnmM4vEmLZXIMNtBOx7k7COs/bHkdKBpGo4AvxXDj6Ob5BjvjgIKSyTeAL8ZkNhFqILoWroVrUtP+kvrswVfPEnf2iXBJ6pa+OfC336b+kI5f21DP/svWsxstHxFNcZW4VuwRD4vHRXkDBn7ckg0/qy4pzmBLkUZ7yT7Yyz6ED9gx+JbplLEMF+xMoQIGm7KBHEZtIWATTkgj3AHR78pgkAGBt8P4RBdHr+h0ayAv9TZPbuE3xxEi/RvtfILKlrdeHiO3hJmC0aniV0zBy+OrTWfW2WFWf3NdW/m8clqsvOj4XdZzsU8dH7o/8MvJcn50d/nhcrHIXeQtyi7KLR5SnGggjXK9u97bkF0/ZLTe4m7xtmS35E3XZ7hnZC+nd+p3m0vLnyPrHM+4n/E+l/VM9vPms4n15Vv1zc5t7m3Z2/I2lO8jbzj2Gm9kvZ7zeu4bsb2lexP4/4yPfB9nfZDzsflJ7IPSY+So8UXW0Zy/mV/EjpZ+T75zjFwGB8vponKglA0pLQWX2zCcPq/H45cLaHwIKwWnYZgevx+PZOfkmLl5/tzcPCgtNRPEj+w1PJ6c3NzShBYs1bQCjA2BSH5PXi5JGIalTUl6+j30oAc83fQVS8+Zksztz6UHcyH3JfoKRp1Ax24q5XZpvOWvTMC8BLQmViVoYkWZJ5gbTNjGCQPDRIZHPA5JZ2Fs6ea/Nm5sMnptIce/03KcrgHpdg26GdvH7NkzuFH2nAYyEglbmt39xzYZjf5ue3Cmh0h3/3EcsnHYajSaISMt3IPAQrYdUibKkVnMV58Jbk7tu8B+B3FwZT/54nW3eRveXrRkRc5dqc/uCtfVXT51eOLi1GfLgo3VyYsmZDuy56c+E4pvfeyimW0L7+poWN63mN59g1FW0zn57VQevW1RrLR+6AUTC5ekQrauTEf7+hLKZBgut7ZoMqA8SrKsuAWvIpnZbQoLU3jR+FRGS2YIx8gx95cGe9PYG9gb+sQQtji2O/fJe3XhmaxNyjZtiy7UB8dIz2jPOIWiYIPW4Kz3C0WkUCt2sg+1D/SPXOx5N/xWfk59zsWul290X2+wMVqLc4bGaDAUwpDB4XCrmq5kQUhBW+hw+/EAhEJmmPjDYaI7HKGw5i0Vuai4HSRs6FMcdlaipW6VA75y9Duo6TjooG5H0tHsYKZjiYM6umm15QhNaQ1DeEXEEQzbosHDUxtuoEAMBKcD4en/IgxgY4zT2N80CDYykIMnTm0hUGx+u7v7P8RBS3MfZeH4xgznB/j+HyyX0lyuBSNn/sYLbn84dnPqs1tyRg5rfqzMLDmXM/WemRNW3zT0ib5n6bnLIw3Nl80YsSt1NuKKmzAG2Y88dJAIedGqHRfuyfkx/H1E2B9+M0KH0LhS4o2HW7zjwm0584XrwneFj+foBsfTBofSRpzJwUzOh49WJR4MxlXdWSjxFIBktdRJ1ui69dJBic6VVkrrpX5JIJIhmVKbdFwSpW5ErQEzB3L8hQaKFCLH42g4/5o9ZKIdCLT32ikA1JIERgK9iQR/2Vayq9NnkFg1ycJtfgVAWtrTULv+JpgI7r+BktqW+tvqY12sevF57avabjrv2rYudFtxmJvq+ySVSt113acwYf6NV30yp2vZxSs5nu7/OnW58CHSwyB55Efr/onOsd4xgdE5871iLVrHNnO+t8N8hDzuftxYR55xb3Nv9r5B9rr2Gkfdxn3u+wxaqBUGqIJoyu2b7+kxRepxuYFmg8vvcHkoMwCjWYP4DT5ZKRvF0Y8BEgZAocL1GJxRhVNtpdKv0LkKP8DSEVWb0sEjKpiw3TRhKYZmNrZyp7GVQQzowfjPMI2lGAKGo92weuP0TGKrayI3X+12HiXR1fufAe9p8e4eWzQ70yI5IGWGjOg3zn4S8boAaWgEZzwy49n961e/9e7Cq1KfwaHrp7TcMaNr5pTl44XiK8aO+PxI6rPXn3uh7yM2+6a7L/lq/uIl1/wl7WPPJIRxmXOTz6z2Ilqk1ap72SeOvzukKQyNiOQIOopIsTPpaXBOkGfocz2L5A5pOewje5173R84jzq9Thagj8sPu4Rp8mqZohNxukCiqkCd4HKZbuJ3u4nLrand8KKl2t4Bg0zJjkKG17VJYEjAhZBKPDXoMWWYJy+VqbxiPfoMl+0Ztre6wb3CcAd30h0QyOCcI71G+zftXUdsgRxU+QFSpnNRnI62ge9KZ3htKx2U07YYyWiCI7F6/YiWK+Nl4x+dXjqGK+fbR6N/c3W8tD+12aZPOerkZUifMti0gxQgzFExdAqZuCnqxlBUbSzAwbpPbzQqzIrKCquirULUXMqQer3FsbjgE+d7RcecilwgFgUKfEWFRWO00QUyUifSU8HMitr8+qLR+S1FVkU7Odc1NastMCU4o3Bq8dyytorFiWWJx1zPZ61NrC3bULE/a39gd2JP2feRbLSuCDTNWH5BYVGx019KBAhGQ+AORUNzQ4sw4uDpW683p9SPsB+RyzxYC7tBgG6WY7m9QmmpHhqVDDYHW4MMTeicrUphTxzinB9xvY7EjbgZr4xbcTG+oiI6yoDCJAGeGqZtZD05SL4igp0uc7Si+hg9BjVR2rvhqc3lZ6bTBTby7Oo1eNIg0ZkuuaazBkLaNgmZrIGQyRrwcVOBtzmdnUV+pjHnFgH8QEn7LPvblj+HG7ocnjjI4dYuxxr8Cv6/RlttgnbCoNOuftkf+YrScSMvqcQL48WZgD8oFse5oc7yBwP8N8vPg8pyCBRdOfeCM4ZkBc5PnRxx/nm3A33rnZzUt1lJa/bs1pLwXe+0XJQ6+vmPMKRs5riyvERuMGBOr550yy3nLlm9tGJYbrwpXhIxSoafcc41D//5OZSdx/qPMlNcjT75gPXvVraSHWL4B0EBHlR+oX8isBuFO4U7lDvDAoBbrheYkz3J9rHXhY/YEUEqYUvYPYxRKguiiEojS6oUCtCA6JE8CLQDnmPKYePL8HHJcyj7MBwRPpOEQxi0HPJ8FBb2SHuMd+F9Qdiu7PLsgb2C8JTytPpM6KnwBnhJlpZ6lmY/JKxWVqtrBWlm6Dr1+tBSaam81JDyw6OFFnUmm6nOypLylWLVNAo95VnFIQltAzMFU4xJMbwTXRdCgQALswCRFUEnsijovH4TAPxMcGkuj+FjPI4ZIgi6wHQzwPx4vuwm0I+UiUsgoaU8jrIT9+meAxu4ENEWyykdkDEy7ZdhA8ZBL9E5JJsoaBZUHQ6s4RWtMDcSWXrhqsCGwO4AS+evdgdOBMTATno2iUAWx/NcDHuPnOg6Yhy5wfgOxTGUPHGi0679dDY39bVjUOtKB0EklOTp2MYE37jxZ7mNGV3Gnp8CA15ZQIBh56F8DTUNRaxGLmCZbJKczkk0+B4ru68Axk1cX7ahPVza4Du7fPykR+4pmsUmv/f866lV76XOut4TK5Lfc1+zoGojvGDbl1VoX04IxXjn463rqGI0nqEO909UJ/qfEkWf5tGpEgqRcKiElITMnLGhjpy1OT05GskBjWiguBUjTENGOFLkKPIMjYyNTHNN9cx3zndd5FlMr3Fd7Vnm2SPuM14Pvk8PBT6IHM9B6+Hz+vxeNxNEZvjkLJ/L7fX8vv8H4sKX0P9vEuo/bp3pQQfm9qLl9oIgmCHix5sgKKSG5PFqcmmWHsoucXtJyPAsXuI96KVRb7O31cvwdNO7xPuVl3m74UMrJhSSEKwKrQ1tCO0O9YREM1QZoiHVGwwFQ9na5OnpbFEikUQWQRrCpQFcwthNuDlPY7hMnihTD4eh+OPJlMvRZfJgFd1lBohwM5/AUDNTuqEN9Q0YcsYaMiyCCojeHhpVVzx+0ohsX+AynqY4kbfh4O2r84Xivns7cyrOzD3j7BEVC+CHHz9e9dzqWxqeSvvJhzDm24F8csB71i4XKiXVvLJfEyUmK1ksrAhe4jhj8G+UDJ9Knyqfqkc04U3hbXGv9Ib2uuNT+qkoP6evdW0gm2G7/JK2Q5fvFpbJT5AnxCekR/V1knyZfKm2RLhBvk5Z4rqDyRP0c+XJSps6VbucXsrkOlIvVImN2lC92TWayCUkKZRJ5XKpUugwXXIxqUd3PloaJY/XLdfd+u2OdzUNQ1/QRV0iWgDCukxFQdZ49iIICPCYoKmKIiEeR/SnqEym5CUax9k66HfblupwWAe9m5pWUCNTFqETOQwMDhzSQHt8rrpIperv6ViErQL8hshEpL+2tLnSImmJ9JUkoDOfY+UQ7slNuVK25A7U68OIjD8g1KTNlNFu+v1m52SurCfaUSPRT6DL6G3vtfd4eGf0cv7WpCvtxkC7hNHHc4dpF7GDaP2HN6vBWrm7//B2HKmJG2757aJu56DydtqI3XZC+A1LCzYqIW+jbHhtKG8j+SE4NZQTH/A/YV3qX7Wpl1Pf3En6x8MEEAthHJj0qb45KCRD6T7+Qio5U5OFb1Em/PBna0sxAy8JjFHuVA4Hjiti1G8F6DHfN+IJ6Vtd+Cv9K/ur8LkuvC6+Jn1A32PvCeI2cav0On2NvSaIT7Pn5a10C9siiA+xB4WHpQeU31BxKVsmrvDd6X+IitfSa9li8XrfcirOUtpQbC9TF/nF0cIE33Q6mc2UxTo2VGlUx9BRTERDLRSrdVRoVpf7VglMQpZTJgigLjbcXqd6ZKkAwmI/53w3zLXisuCXZfwYoVk+8fsJ8SsyR2neuNPtrrEQx9IO2zyfY4X8ysilMqQ52oYcXYs8PS4rMi/ylglkymE4DhSuFr6o9Fv+pf5VfsHATY//sF9AnO03/fP8u/Gt5N9J/0Gy6N6Nv0P+8zRx3yDXebMFOS16U06P4UmoubeTy0U19NqWeg9HygPSwMsSurOW54U2q85aG1hozgGB4Emo034yYZ6EgR2KAgrQNm+jWOLm5YPDW92N/oH0FRcPX8wXCHJDAi6KALyBG/0XIG9sNht6QQoq+zomt98+59yucG3VHdNQQr46MOU3W+GDH7seuPpM8333Pm4/8jE+L0ZZUcG3VeLwEfD/WLN4Hh5E2iF1yMKDCNRoMXqxVmhlrUKr3Kq0qrxZo01fQOfL8/QO/X6yElbQe+RH5HV0nbyL7KK72AZ5l3qA7Gd7pN3yfrVH6pH/QQpwQj9YKpUY5bUV2t3fszXYSOOol/0924ONUhz1XeaYL4AfyyXBRjmuQpxo6oGo0oyhz0t0NG+ysCsplNsLp1QjRnThwEq2hlH07C1bidzmQsLhZ+icm3GKYe2ZSjvS6Zx4operNW+7SO/aLG3qSyQQpCfsEa24nUNEt4r8GWi7iMn5Q+iYVFGSjSzo2wr9Va/SOw6/0HfFMUL6+9PxsfihFzWOEI9MViMeJSTL0ihkM2tsnELeDlpPhpAEJPj5c1KzeW8Gnq/a5x+lyAWib6Nk+Ai3y4JEHbGva9eQ7evqmetuSl8XIEePjY0DRH9y3cV43Q77us70dWFB5rpVVQ5H5rpIkOEYxD7Dc95kp5WbdK530uNOIApwQIQ6KaEPEVUFNFEcqcKviUD/idZUxz2LaPRLK6yIQrMARDAEyjdLBSbc6JynaxoP1LMUKsumAn5F4QlOWUE4YPDE8CZ5SrqKr4CywqGcnuM8Lbk/ECjdYPwQStZEcECVwD1ifBNBJezlWMgOQLPRLDa4AU2j3PD1gxBddGXJosdTn12/qgShaXff3xt3N/ZF6JkTdqdpacdLNi2DGVquxg9yLTe0lkO5v3JsQosAQOUAQTsT7XX8e7Z+iO/g93Ls7/2FPInfwzgD3Np67aDWowma0A2Tt4xNADgH2YFfxskTlFWR2H2nTVsobJdQLL+2QkQUtjOiycJ2FE5FErdTtkHd9WeOD5v6mlBQmyb2cWr0NRkncVNVGct0oSLNyUmT7T5pieRHYgq7070+t+DmXeSniPK0xcoiPCIBvpGN7GitxDeoU/s2e7NqUc/2WUncEfSlnovqeeHW1MeKG/Tdeo8uI5QSZUURqKSqjNjNBXZvDCu1NEnAaUjjVI28xEyi4KmTN6tCB6rcbsutjEt3bjD1G239znR59kSvgTgXgyy7YNPJO9Hs9ovlotHkShfNE+k8fAIKsu0sPIa+v35y9lgon5iqhpxhqSNwDf07zErdf/Lt1N9sPkI92yi4xJ1GMSm3+VEOC/GD8q0EqGKTPm10szcDIvlueMhyj43LTBYqWaXa4VzqlNoTszhkxOvQX9s0u8A6I4BeBj2RWzaID/y8Qi6arAi/UytMFZazzWyzsFl8lb0qvCv4RQFjHxkJ9TEl8lGkjWmpXKnC0vvH0vmUiSdO4Kzt7p9gdbqbwodGhEG9WAfVdQvYRvB8913qK8IlYwrKyIt4H16SR0pInzXCLIXpBqyDZ6NrS3eXChc5HpaeJT2lwgzfjOg8/XipkNDjjspS5iuJ5un+uK6E8qLRTHOo38f7DYPxgyVQYpYcKqHJktaSDSW7S4SSaG4eb1qjQM0oP6nciwpPjFAJqmpSWYSmdX9hiVUK6c6RStc81xrXLpfsOq+jFErzdtIHSZQW/ryJdIjdREpnDDSR8izSN+1dvadqPH2ZXsT2zmQn7pxWs+MoWRabBhKd3ODWQKw6mEd5/5PdgygUsEw6iTchslgmtRSbAjXw9W9GLlw96a4VnUtWp77768HPH79rlHVG7JYv34aC7TdPWHhL6hFxp+aevfrcGzZXRNdcdEfvAnZZ2UWNQ8c6pJPx5MKmcXPTtvDV/s/Fb8V3MZ7bZFW0oouzXJZbkIPBYEJNaAn/WLHV3eIfH5pFZ7PZjtUqGsqwq9U9103dO+F3xEv3W5rOkqQZacIIPxTGQ8MElZQsgl1AW2EurEEMd6u7hJOWuvZbuXA4F8xcK7ctd16ukBso4ZhlXroNlKKFeGxzTmN1Jlg0Otu7TvAscnu6TacZAclAkw6STJRIgUk8do+OkO7RkWi6R0e4ASpnpZ74KvXv1P/bDwv+9A8ojqQOhe7uuvmj25675Zo/UqPi29SPMApqf4A1n/Z/mrP0qkdSr/zXht2P2DYFlUQ8kOn/etzKvzMEDaTOOyE4wzsjujNrR/DNrDcDatTrzUiez8uly0OUPFu6IukG5HAJ0QyNahErBmYMdsUgFn0ZRclLC/+3nmTe2kWf31h9qrd1sKv4dGk6rQ5G2tMyI2T5Ke+LK4jjzBvqvRmRmYWCcu/TFeeuvGZaxda7L33mvD8+8+gzvxwx64aLx9feuV7cKapDL16x48re1AMLp5YE/j5k6GRwbX/iVxHvYJ1PvBNpoJKt6PRghjBD+UAV0PupgqpmJi6JvJkUjabKBD5z9PlUtVULOXnmth4JNkgg7aRnEUbPtPyrkCzUoLsx0IiYOrRhICPwbl/1f+/S1v6zS3uSnajtmngElWzQa2bafX/W7Iu0kdPl7zaoEWhtX9l4+npN37DbxJ1fp9Z+3bcK57i1/6g0DuU/BlN3ENNuX45x/NXpawyzEr2RjWMz9eV5D+c9lbc2qu6im/MwxAQJEVy6mygY4d1EhllG486KvCHRYdJQ91CjMdoGc9xzjDWwJu/J6BrzKfIsfUF4n74f/QHyPFleMxrNp+CnFKImFXPM9SgZnHo6mDbdgXhzulGPVFGd6wX883LNyuJHXIzmlwA18Pwz0de1Emgja8gh0o++MRzdn+5JKtzahoiUAj8n11tieYB4wPCA5+mCcImltqnz0r2GVEV125ZPgzRfa9xBXySDfSKoel+32wW9vvYTtv3KtIvYatjZ3Me7PNub+tqb7Ob4gVwAyegm8Gwf92wY8QsFZrzYU9tQT/5DSZvx8zvoqjuuTq1fnzr+wOvT5sN1qRTUVKeOFj1984Mn7ln36/MPjC9P3cPcffdOWHDjOmh+f8/fQfj7/5g33fJI6tWXd2xsKLb7GFpQaZ+1a9I9O+yWmrNa0gFHs5Uem4anx5ra9JistEdrZLy8dpUICMqoJc6gbeI8cYm4VtxLj1Je0HYY4lxxjbhB7BFFSwTKWHSgeE2ZLef0FTqKrwchpi3BZgdZRdaSDUTgUjyPMIPAYQLz8BglnwlpFV+Ylmfefxg+Ekmjv9BPa9xdaPnSlUxe6G5BTS7PFLpt3TwD8Ry3T36022fvDvRLdIH/OrLYv88rDGVDvZWBBVTwCF6v12dgsEe4sHqZgObMS3wEoz5+DcoTDYauORX/YDO/vhOexTnttxyiyttWs0oocPh62+YOP/i76RjLcJYsRWqdlwVByNKevX1QZPq+sVvwbRlpau77nM/FdZq3O5W5Q67TTOKnKJOrq29gT0HJjvHHv3/3HRGCUts5VycLqsWdJ+9Krfnh1WcLEnlluWPGj6r9J973HMSkz9rY5UmrwpShiKRToPWkng0XLHE6O0doExdhLNAhPsvcp3gmMNtEiURJ22eR64efY/h5whrhoHBIkIRImwwy5TaJZay0Y9AcST/192lrhOb5NDt0epOC3WAbk+dw3vXTL2vEnT+e8TXe/zmEyDLev4POTaO1bQQBlc70bnrrZk3iYdytlkdEYO1yOkyMmCnfIITtsQw1XEsdMhPRDFMdBIWnYXjbVrBxoG8/WdNXU5PkwXiypqaqMtv6H5ekyqoymoxmY7QrlWulO8k9cId0XHVUuixXj4u5ZdURp2WO8fIYxxJ5lbzLoYbViCPqKialahlPYTGdOT4nXyrHHMddkoSxkJsqoipLCtPk18hBZa/2ur7PIT6sPe7YQl5StqrbHdJd2n2OX0lr5DXKo6p0o3qTY6V0v7xSuVuVFjjmua4nS6Ql8o2KNE5pccxUZzoWSQtlqVEd6miVzpYFB52vyHKMOJBtDlXT8nWHX9cdoiDkM+rn2XdgDp0ywy1HETS8Qu9AiXbQ29CRjNriCgYjGqdhyVz9kE6X6P06devwFR/X6LBShyU4A30RPxrVW5HwOwEjS9hkBZoRrhwC5oYlqAqI/1dCPwjwCn7MiGjr+a1WcqWwS+gXWKVgCW3CImEJyo4khJ16kAWdTsHhcFKFIndQSQRl6A2hBGnmP5wh+JdI1xwn9h6xizKpb9Iq0dnZ1Tdp9MWjPufLIXrb7WyrXRU/fWHYcgFHMS1e1ybDSZiwQZ88c7NLdQr8/FmnJVLsgvmsIaBDzE6d4S9bk/qfui9Sx6EaXiyHE7A59VaqF2LCGz82oGT2CeyHMTyiomRz/+fSGPSJBsklV1vhgC8UCEeCuSVCsWNB4A3hdV1VBVGnaA32b3Kq2dxRlUksVMI9ymGMgSJWdF50bZRFPSW80ZGuJcAVCG3hYXIcr88hXl4a4nV1dvJu7E6OcXh2qdeOi3zoLBDSIbLzU6Egv5AW2d7CaxdWyeZ4zf+DEfsxdGv9OHXP399KfXk1lHavvuGzh3au+u/U32jzbav+ADlPp15MfXEsNenLneB78OED/wUtj//utZTdh436Jz5p92FHyEarXKUBscQ3wz3LNyOyKOcj36GcL3xaXaQnhzZGwMCTIoPW0WNwtONyuyEc4aYkioKYXteUVcLha5t8WBbkW5M5Vs68HJYT+T8WMmX/x0KmtC3p/b8wDU+VDa5RciHkG1ybVAEYf99qr02aumbHwuk3r7qh5Y9/qG7/au2c5LSHPhR3TvjddYveuWWkR/t30x2tdaPQIpJb+o+KlyKfS6HTuvlMebwxzjMx+1LnAuMK36LcC4esgjXKmsCa4KqcB/Kez96R/aZjt2df9qslWaQMxjjGxSYUsDGqpU/Ka422mkvLJCka1oJ5WdH6/Il6q3NMnhU9K2blP5W3z/da0cd5H5uGUkIKjUJa+HWgxMiCrEhZTskiN6yxG/vLLDeUDLTFhhNvV2diSTuWSrfr85LlQErRwSu+kdzamIkbB0/ZRXwBfIeb0dHRsWmO2TEhFo2HdUfcG9gJs3hUssnLgO+KdP/GuMpxDEYTA92TdiyevZ2IkLUoAIFumGW514d3hQ+GWTScDDeHWTi9uC2M4r7Vyw7aq1tnWT7R8jWuRXywW2QYNYuVIkOvwv9Bcx8G+DxiSXS2p4OWdLKzk/dltvuKAkEu07wEWliBDERxHwBHp+qfJJZfWHwbRKUhZ276xR31xakXfjUbHCl0Xtmu1CH9tiU3X15Vta5v9CWoyv94JfW3LvjEfXflpMsmjCyP/eLCJy/bceJfbzgv7Zh5VvOQ0nFXjLroV6+mepf8D/f936AO/JavqYWIdV6HCm7mFlyiS/pIPkalj2iP0COyzfIbdJ/MfkN/I2+hbI2wRnyWsLvpvfIjlC0md5A7gVnSJeQSYC0wlrYKrJk1Cy2EyYP6groh2T5XFQU02Ya4w07+jqpj6UFMD3bXQWhUnd1vYEod0lqJEWm3dFg6bpcsLtliqqASvnQwH4QdBoNKtpYhfOlghxljFuNLG0BG1eKVEAQpWxQVgst2QIjYfUift3dCYyevZh0xMKREkbLZfeRUVHWa2x78gU6uag0YP9B3ULFIakqNcHtNaqbw2tdf2/jpOCHKvdyPw2brNgfNoZQpqq46mPd9+WONXiW/I9OkmHTVkTrW7BrNxiutrulsrjhXmiufp8x1LSBXiFdIV8jXsNvIHexe5VfiVvI6+Ss7LJzg2TYJnauuEMc7pAd9oUa500efmPZ/fJEyExSHjsZYUSRJ5I1Yt20leodOEUds2azdywk2ezPcSzEwm225mBiVZkfllTKN8l5WuMJyKFG2kpNxLk8dwxWblL9gPPD5FgPR0bIdLBeJl2zv7UW4zz0W+qV/GCfw74TdImMMVn/4dvkg/A9mikBbaaXmrNUQtGxWvTZ4yayDzaxb5k3kdqZf7j+8SeedXD04UN7V5+R5/8xwfJujUQ8hgOy2CwJc1XEQ+QfeRsXwNtrdrx7++cBguYxGxcRXyI2vwEBD4ECy7X+tLImvpw7G+r5MvdEAcSd8Cy358BcoFCp/7EHXmBLoSZV9a/P8b8iXFnvt5lXW/UwE71i6kN5C71Hv0nbQbcpO58fa36lmEgzDaMw5lDaIjc7xSotzhvNS5TJ9nvsa+SrlGvV6vcP9K+UJ/Rn6jHMffV17n/W4IxhUqpImOLOcY5gk76bOQTWSdVnQow6nH7EF+hddiKaFALkvsIwDQqYXWr42R4/jsIMRR6XDcsxzdDhERze0b3HLX3IpmLW5GVVlJ2zkTgmdNPD0J3dHq9A1oerwdGil3ZrSARLq0eFNLkDEe4i+QwYCFrtzxOA1ofZBT/XzitDPSkPJTLfy5l9wuev/cLMnzOVh9ybdrgG1Z+TBXhbtdxjuRmfIhS8cTWcjNfX0WhFIr8/l7AoEMXD0IaCpS727OLUQRm4bGSiquvcgnNc3j57BlqQu+OWZI8e9CkNOXmzz7EpC2B70cyE43/qNgsj1c+Gw3A/HZalH/lA9TD5nQg/5kH7APhSFvWyvsE/cLQsb5B3qbrKPCuvJ7+AFB8Zz16k3OO5zLI0IRYF6tS5rDBWKabFoqmPES9hlDuksY3QWLTT4B8zwuH0w1wf9PvDxhhhf3AUhyoIYioT4+nTVY5Agw6BF9eMbkOxFnBL0SyDFiV3/CfM2GqSXxGvBdgC33ugxDhuM92NsIgdgJx2HsCJ/K5siyAeknTQf/Vq+FW4W5go0KYBbWCVQQzCFr3h1IizwHi362kAepbPrxIkjRt8R3LZ3ZtjYmeAdGImm08O2zJoCxB4YnvYlkP/VjRM2FJ0zYcPwybNnbkR8N/SnJd12kAtQpwoaajCi481xdleXLLmB1Zft35T6bNPasrXBnHD+8ivueHDoJVZVyPAYQvE7J3/Lpr5zxbKkNaHyrYKof9oE3mdopibbdRpGvHC5tRndMo0YYY8wUb1Z3c32egYXYaRXZTC+vGMtXWsv0pD4Mo+kv16qdFQ6672j5TM9l0jXe34pPmasE9aJ6zzrvOv9Bx3H6BfsmHDM22eElot3e5b6WYs0Q5ghMoU5PBHD9LdIT9Gn2Fr/FrqN9fj1zHIPr3dguYeXL/fwEj8e8Ti8DqeG5nQVo8cZHEZV4ws+1MyCD6eb8zXbF6w13LDUDXwhroVu9ybN7fWVEC9fCxJPrwWJW5rXeSDpgGYHOHih393vhVYveFf4VG/Q68Pg5r/StaOmND+BJ8OMdBkpnaPh7XfV6bUiyLWmzGrc05b2/HzRSLqnsdNe+phOmlG7q5EXVet9sAzM+tThPDBfaWuc/vtrLygfnRw2ptFeSHLy5tSSKUvMXs9scHN9g+uE37IbxQ+Rb42WA+lhoHvpAIydumGq5WTQQb5LHwwLO2E7RMhA3QANC/fH7fx2YlBAx0F16uVd4oepP/Hrplj/H9lX4gG87hmWJjMg4OTea6ST9qIqJFFkejFSB1ZNBLS/n8MHmWeMREJ935x6wIhYADWpjS+KI14cLql2bcyOd+QzvMW8GsFrY3QEXEjCeO8r8yBPahqboBDbQesGS1toU/hao1ahGO+lw6qvtNc/HBcFIsapKfJFB9BA+doHsYgUQVJkQKnJCNpspILGWy0ZZ/f4TTTTSImyskJgdut05f9fTTBdSulMP+uj0l7IIxTzVTyc5pOE/fQp8R28n5rtJuMLjxhK3zALOQJoKMaRdYiakODdsG3jJRl6H7Hp3dvOqY2XvBOiDanPxHdS3+P8KlOz7U4oP0Hp0x0E5LmGQyHeZgyOSXNNb3UzJHsPVP/5rapK0ZYTu4mvocZenF1T3QAvFLSfdVkyOrJyzLOJWNkIT/iDZ0uGFtW3ThtRlVPWVDFUTuex8lA31nN/St62KuOKqTYrltqmtKkdSoeqEA2cApOpU5Bk6hB1DRwileWoBn5NA3EXSxABY3NKnLjngN9v1tC4dmMgr1Onw3EeT0bzJoh921RNAc1Qeb5H5+3CaxSmRNx2mkfOpHl0twaVGmhNLu2nVR07NDuV5eFwMVOeTW+J8Q2vzGa4lCnQtvMVNUWyyDXJJzeAugIqLoGrq1L3zqdf1Pz4xVU7q5iXrkt59v/tQCrwNS2++O+2LNr1GFsWW9KyiFHGhQM17+mZmnfdqZq3HcPZ50/LnF8zcH7CO4WfX/GT8+1nT8g+PF9J13PhMhiJPNbAdM1zdbiYC+n3pV3N9fxE5DE0m09mC+cKk4iMkXOQREmcJEkDacY7bSUzyFxyCVlEFpMlZJ914YKFbVOnzpl53U1DmzquLimbd1Hh2WMdyihLwH+rkByzsKmssLCsic3Mqa30G0YoZ9L4a7u6Lpg/5sxbbqivvvIyb2DKdCoNGzEdf/PPm50XmX3DZbNnX3YDm5+vuUorKorz55Pkn99qTL7V8xbHnMlk0uh5y3jL04i7xlt89/SXfR4k06Pxdvr8n538H+cjF/0F+XW1NdXxzOjLjMHMOPC5/LP3Px9//vnP3xf97PoD/4/9qbK2tvIXfPNtTVVNVSHfSzVU48/vaqqqaugUvu2L8AP09sFz+16srK2utk+Gffyz1By+/Zaf/Au+x1bjphLfpT6oqak6hG/gYdyZzi92I27glepkXd9Y3PtlZWUtNTMnpWTcOca/9lFtZW0F7tg6bPvpKWgL3aTOyqGEmG6n3+12umWl0glO4pacihaXqcgNB1qO6ubdkGx/u7pmuZExa6e5Gt4XSKe8MnnojFdsJ3Nu0m12C8WDPmZV3VOsgy+COPVTxXM6E/r/W/wlYrwmlMWV1tCAz+fWHK3Dq6rdDke0epK/unoS0mRSMDfXnFQ5yZrEJk2KT24qIWR0STLeHG+Ns/gk9/jhGLpvJ03VjqqqhvE80M/NVwNKAw/oRcbzU2j5PDyv+nY1jo04jd5MqrW9xmP/pudk7Nnj2uMB+wjObwSrqbbrum5wsSx/IBjDiL8JGlysIL+C1tWOEBArNQwsHKAyuEDmJ+ZRu1USfGVX/+bjh+b/9sbRHm+pJ9uv6a7UAVGE8vm3PHH+jJUXNQSGnr/63ftv3n6mKC7sGHX5jHEx6p984PKpV7eYOTUtZRN/efO5fiF6+W+uHFp2/mNXNqyYtqft9ivmlCQmFAcaQ65cV3xMvZmcdcuks25cNK+tOctnenKaSmbODTW2j059FizxumpaZtYUnVESyJ94S7tdH+V1M5XnjtACTLBCpKS0NBouKauoaEyY+ZmyJyktQ9u72TTFGp4q9LO4TUjVTvQhGXvfruYUrK7mqereaqQk0mqQJrRhgGwu6rZXiHNy1DdArL6utoJyQokryrsefXPZg3/+5dn1V/x64dBLL7m49prfLxuHIZLkPimykrbrJ1/xQn3f0/T3LD563tCpdy2cCg+c/+Sipqm/Onzf4q8+3NIULc6SW1e9cX3eWaNGZlu52ZNunpm88ip4sNCcfO3E4qp5K1HWeC34PV4jJNdZDSaPypgf2EwGjQxKGATRsQK4C5xej8vjckXdht9tNBpQakDQAKPNDW6m8CSpw/QGmceg/HkNCmnes2dP8x5bI5AKNYi+lts5Xi45XmhEx9I+cKyqEgOfU+LBH/UlnyKOLJxMffh7Rek6f849F1q+TakPYSh4y0svuPruKaPvXTRacng0dkt8Yu6l5zVd/tDMky+LO9+pnzE8Fpv2wCL/mZPPq+J+eDYh6hk4x6HkF1ZjfMiQaGmZv7RsaBmU8aWHPq/b63ZHDY/f8AQ94DEMyG4YIMRQnH8bADSUcTZvjWebJlP5fJ2+APN6aOkQgz/8yZ5wesqc17YlsCduTxGqPTV8yqdoAKfe2/Mf5Hpm/sDnHxxULb7Qy06Eps8R/oU0MczGiWWzlp3fPEiUKV88XnnZvEmBioVLHpo2YVXHKIf79zbxYsNaK6bcOs/ysFvGnzF8cpV/kFQLl2TVzWmpnzkilj/tgStLr2w5eRu7pXh0UePZSX/d3Dtb0zhmXf8xqVB8CWXkSqvCQFq5PH4XlwhXvQeCnriHejxmATAWNYnfJCX2Oi7DRFQ4KBqq4VHcLl6W+7lo2ERIC0V7e83NnDxiaMB4xlhmSRdqDAbFsYbTNAhuhZLTJANKUvtS/zhdMgxdfOnkbYOywUb9MPrdn8tG/78xfn7D7pebasUwhOXrpEUxqukIwnSch65riqoSrQ11XuTP0NvM1x7wR0sBzqVvD/7xaSRtc5jMmEibvdVJNI+8OaiA1cixhhrf17V0be3LB1+u7Tu/9qWDwqvffXey7ttv2X6bxqiH0uV4Hxq5zWrRNKLISlTV/Ijt8N9rCOIQ70WJ5sc74eQVHOhWGJOkqCj4RVEQ0wUbJqgyFSSRYgAhDKghhkL2PabvbfmeAWovTxjkD3bjln2/fD+xXLnZlkjgcsjXTovnpR5OFT+R+hjqIX4/fRWWnjxJP+uLijv7LqGP9iUHnv0i2uu5csjV1rhgNtCA03XquS0LXDDDBWHXEFeji8kucFUB2N1p3LYMPqaFoYBIkbhTl31xKuoENGLrE//j99/LPVF72nBkHBGKih05/PTpLA3/59NZCiD75L3/y9NZHui759TDWWj/V+j3Hxd32P19LVZcYBTBOQGpXgIeFYsUqU5F3lhO+SPpZMIkoC5+x3v+vOe/T6M3tCPFjeV8sQB/8B1fGUBHp15NHYPh0QYINwjFPyTE91YBS/VxOTgbefuxLQdrrfNGa1CvQaEGv1LgMgT5tliYtlio6pMACwAyomHaotGaFo1HMDRIS4eZlo4WEcRWAQQ0HSrPpxIuHtqAKnIBwfutbh8UEGhHt/9TCUHKh5LLbflIp5F/IiWCP3Uw1XtZ6nOUkuyN8AuY3fcD/DvlFHee3A2/7etL92le3/85XSbu9EpazJb5+TyqFStQ99qtGrxzTVRUQaW6xrTB/FGxCqqASsnTPZVcvjVFpHFd4bkjm9p9e4z/HlTBU1PgFE+bWRSQgbwNp31v8t7Nqc8335e8rxEijULx4ZM72ZjDoKS+s++pJDXZXhvTQO60xocjdfXQ0GDWh/z19aF4PdSbIQiGIBTKbyyKx838Qn9+fmFhvstT6ETm5Bv5Zj7Lb6gvKpTi5XGXMz8SwsjGH+foEOW4xsZW1Zzs6RvurR4AVYMGcEC2uWjzTsqiAYtX3yBK/owttJ9Iwg9yaZIGsdQILl1CmTlnxYEVi568KClrEISJ05rntiRd4fU9IxeMi+dfB9ElIW+sLJI/acJZYc2vz4foxQ8fuKmueNTcxnAyGhNloTGRO+LCMTc8Fx87v3nYf9HhfU925gSH5Hmzh04bFpxQC0f7+wfsJvLSb9Mtw1sSJs1WgabrhFIzGPYHwyVhCJOgETSDLIifalSOB3VDH4DLe05zkxluDdj8+obgqcn76LIPXA4zHiwIh7LPaKz1tcwdFnK4UFVOOkZPdUZyBPErSVfEIaNnV1YtaBYElLfMM1O8EnHba3v/gMqxSuhCjc4i91tjlCyHh7mcDsEhCCYSV0R1AVGUwvxBbNTNW4oAFUv2Ex7PyyAzGnc7PAqTeG/BKgwnXaIsdbNZWwQgojZobZPtGLTtyfiFtM/n3OTi2M6BQPvpx5DvjVyV4hhLc3fHEA7GK1hcWJV6vyBVsjD1Kn0b5Jd0XygaXAzRmIziD9u3C12pt3MS5XXF/++DorpEacTuN0WcI7yH8zMwfm0gF1lD5UQwQRMVhZHiQhTPiBmhkUhDoweIl3i9ZoPpR9E2waxsgIYExD0e4o03aCRudrOZNo7FufQ2nmLQKdeBcNbobeTJFZnzaQTjTXkVUMDwrf2Ov+Gl3DSIy1R0EfnH6BmJm5qn+sIVBVlFxb7zJ71W89LigkCiIOsM/7yJqbepePZ9C62iptbSs2fWz1vWlnfvolQzu+9NSpk/WhKKDhEoTbX+SxKCheXZVlCR6MOBMy6ZXD/zrApn4dUXNF87t1lhAqRxy7L+fwhfCHdiLH+eVRvMAdkP/sLJWednPZDFsrIa+OMBcbJxGo8PiRZyWG+i5fFnkXgW/hZG4m7k7ebCOPqiNKjHiJp7+QFf1ItkaOcZpvZBYO/NIDexgnGkNgDrhfurFy1be8Gl65e0XPDi8ZXzn7purJY6IscbRxWOuWF2bW5NS2LSvQ1w8YUrzk0MX/xi51qQdlxcO/fOyaVlI0p8w6994coz5zSGL7oCfe25yOP/QR47UJdarQqfCoIKopKlUKnQxPn5HdlOl8t0EL+DFJNr8RuVDnC44g7NGScDfP0P4IXBid26lGFYQQx4dy61ESdMhPOWvfvAxPYXv3005YfDKx6ccf+FdSXjLm4Suqo6dt614vj6C9jdffMaLn3sgnEXDs9O0573MX2E96mTi61qtN8aoxQxVaFGmYYeSyPOTK+l/bwUgCpitweKcUUhQhzwTjercfSCA+EUcOP4Uymci0dsq8+tBtp2eeB3zj/ZfVV9vxhCR1b17aqjt1UJXV/s/uLbLwbu61G8L5VMtxJ8oWv6YQSMd/789I5MUonUO+2GNqnEdjkD91Pzc6X46Y0wvI2zq/r+VAaHqlOxC/Aeer5MVWXkUiyy5fJKqxHvwYwX++Px4nhxsDAUKubgubIYYrhTbBTT4uIhZiFxmk7qLC6Ix4MhplBakB33cuEsiCv6gKZ6G+3AfRAptfPI08ND+FPJCP7wqv8QVUiLarpnkW5K0rILq25YuWbaDS8tOXP2i6mnr91wfYsrddhz+UWTll887NYrpj/QkAWPHUqVFZ9ZnTv6phcX3A/kD10Vs247p3rcjKFXPLXwztsqSy7BeaKs0oVIa0aSVtbAo3GgGDEChUreo2dTlaWpepojsInIzv0nmP8Uun5cYctTdf8/2Hd4rWwywsLQjJkR4kerF4nkGr5Ct4ky7jYigTiTEbTbYo7Qsa/aDsLRz3BSLD8VUwx6laJT4QX9CKJrssZd+ejFs++YPkSWwCOI5TUFlbGAKnT1BS56dEFd6aRFo3KrwrmRmtx4Vah85JB0bCneZ8v5Q9bZCuIr2ZREP2IsW5hECeUdtDSYURkThDV4Yf7wAQSRulOloCGqM3XCn4paqYOOIiZLuiYMTALpshtdyilp415jACxwCGGjdiWjycZywV6EgfGTMjBZ+3nLjMeVZ4N5AQ3BZX3vwdjUG0f/OCl1GN1IHexPlfedD9/fkbo3zTPWi/MRyRgrX/QIMb4OCAQEuIMMnAbIwTG8ydBm4GaW0VPkYE37z+K5NCtjMmfmbtRHoevkYlsP8f9Io/D/hMk+60Zdk5UMrp0lXSrdLbFSaZg0XmLZSCdNu8MB8x0wwwFFDvA5YJYThjnBGc4iDkEyCAJE1ZNd7QOfr8BHJRz504RMj9fvsR9sS4u99d4xXiZ7wVuJPt3tQvpmkbDi8ckSatHMbYbToSoebTCI37MHHbiNiNsHAni+m8bE+FGmHMjx5sB8IZ0Ka7Cr7gXoCDnijPnygAfvRZrHF/FBNTz4z9QPLwqpKX85R3gx9cM/4cFmRgFgbnZ5ZUMRbf5xBas7uZ+/UOJeKWxIlodJhlZiiS1jz1oXt8gz5EtkHqdmwP1zIpQgblmnwLkKjFVgmAJlCkQUUJX/r7wr/W3juOLzZrlLUhS5uzx0USSX5IqHGUo8REsM1WhtRYovJa7tNDoqu67lpLZjN5ChOHV8BYmjuEidBLDhtoHTK0V6pKiTqoXtOq7T+EsPfyhqFOiHOkWKFFUBf6g/FAVqrvpmdikpqNF/oJK+8XF23tuZ3/u9N/OewCWwC6AaK4AhXvcwhRaaoqupQJvsdmF8N45gHMb2o7uJyWH0yF7rvMflJA1Ss2wR2x5TUyXLHOVywxqNsAym+EsH/uLREvjqFUgI50D5h/l38yPhLCrXS3/779P0an0tz7cdQTwsIR4GSBfpN7QmXYuCGgUShWg0HdSPk1cwzmJlOGnZE0+LCHwNL9aAOvRfgd4HQG+kjdj+7rJpsZ1ZOjL9M7L4+lNXTo0+cfHu2ZlfnNoEeX3NY+XRF6erRw9uPDldg5tn7l7cM/js/Ow58+ITDx6bf2pgajA+MPv9A7PHawe/Z9VjMY71Lr4LlWhk1Ohy6opFq5D8B/yqX1Vt78HsGUgrClIqjnLq//Ydt7nNGnzJBzkQAgKnVmBTq4k78NqhC7PVB/c+N9B95JEjY+9Xd62djBVKmXzgEXTF8Q3PjO348vb+ZrfTnBZeNv/p9viH8ukHkA415o1oSiKkmzxj3C/7g35NlYP4542oqlPXUpBKkUJndz6Sj0RWKBH0y51qs9fbne7sJHmuzLxfjTSWBleIJT/8VbV6L8VKPawnSm7u6PWVKsoQhdYAMl1AsovKwgoWmQPnxB3q2PX6vv6+nXObobwtcdL8+YHkYGtzezTdoe8E7aGxjvCqTl86KT+65msFx0xs5IubHz48fr/PEZoeNT/+18PjisstUrNK38Il3aHnQsm8SOlHFjfZtHjbsRvXW4WcMDb0oeLxnC616T0YqbS/gSCsSQXpVUYJlD6iVypxfYcCSoUQj+DCT6OFtmg7yEw4FU3jt0NCuuCJpkONdalWp1QrV8F6jvO7yiuT6VVOGxUmhpjBmoXw7B/agaW1rH68Ar8ph945KjSWcwWeFHfve2x/R+3z68YOrY8NH7uw9/d/lsw/CcHsmuJnNgXKk+vWH53sHXnh2rMz73xpEL6yfcdATct3JVvCw1umyuMntqQufLe5sycRLCWCibgeClU27tnw+NmdhdWPvzbJ7PIDXCNv8vhos5FxyDwYcjobbQUphZcAsQL6ELKsTp8SpAW2uC2gsFNhDCmXM2ElhhHFAoIhu2wmwOA184dF4VdF8+1rwqmFhbuH8Lnncf+jk8UhdxlVfzCoyWpQVjOI1YS39H5VdshyLMG8fowEY/gw5EgxLUZjsuBKx4JtHr+65DCt1OJ/5xaXuMUnkoo8ZF5BCOBToD0vy2Nb8sMldEjtvpOgHde2vfDB6cPf/lxGkRG7vj48EaiO+GOZ1o5Jg87U3z5z8yWjf/zJ3sIJu37hPfRtH6M+OfIFo7JKz3bpelSP9LdCa0uL4tV9PllXIpJTxJAyktMJORYBNQIkAhGn3iL4skqEGZX4LF5kQy/z9kjl0LbKLdxUt1kkMqXUS2r5FoJHXOimvZWkT3ByD8RApMzdEbogDLvKXE8QrnSjv3EIXn/IY/7SvFODNgndOkhiS0e7C7yQ7ATA9yz5SskPIVX/kJ4O9NyXdLn1+4qt9cOofD07OtQXUGtGTaE99d91DNTKaurEVurhNA11/wn6qhHU3UXmjPVzjnMOuscB+0TIiuAQHYKoSU7WAl1iDr9RuEDBAYLGaobYw9cBVAF4KzBKWFMAUaDMHi6bJ15fylexdbacopprW1pxc5z+gJWmsm/BIcYc3m3ehNU/hknYWr+8G27RM+Y4vFXfa+rWWR/CA06YxQaPGnmRt2PXrEqmLM5Mktxxq8MxxZDA4xDQ1sSZdjfRtGM5sCrzkMTa/mWW43coDPs4QUguVZxHi/TXpqsoPJerh+iB4t/otxZ+U1+7YPfGYvzLS542Br3NzURukjxuiqSQAbnoEjBGclPeQQM9uIgGFEUiDFFI0BLFHyLghxR/PZLIyJmnQc781oGwcgPnyLFpxQ4ts4N9DlQMo52Dy+f7k9v2Z/bPgrYZEhnz1jpkcPBy7UqNrjLnzr933vzRglUjj/5byvpTTUX7nH4H+TRpMZooyWZE0UD7XRImrOP2yuLi4vvmBMvDoHzSrpH/wK5ljyeALNfI8/idj9tljztojQskt0qWDYDcynF57f0f+bhpe9wsDuRj/4fi0nxbm8djWHIsLrkkCSiXQzmJ/CVUtEZF1k9xVOfyqHwe3F/weVTs+vI/NOZR7Q+F8BvVT+jH15FEUX7AvocAGEtyeW+zQzRYMfnKeW80J9j5LsrL1ryFjG2Pyc+2tizb46fmBDuXRDnF1m+tLTc0hGZe6gEgLP6VXhYvkzh53hjV4mEai8TDQhSpnYCsSqL8Zr9PlqXOeDjO2jwhlwzHg+F4Jj4W/yriRyyqhSGMUjEcIxaNhsM+yZOWgx5+O6bEosobPNN1wzrsXspoKXONwy3mAuzrIryU/x45vUFgK42+uO8bmW8O3SO3F3wz+503xMumc+bqQfP6PZJ825++OksX7Nwy2lBk/RGaWm3bbLVtk8kuran/R9v8BzSUuiUAAAB4nGNgZGBgYGdg2My6zjie3+YrgzwHAwjc63HLgNH/mP8FclqzWzMwMXAAMRAAACU8CnoAeJxjYGRgYLf+F8jAwGn/j/lvOqc1QwqDKAMS4PYFAHnrBVUAeJztmj1IHFEQx/+7+95KILZCCiWkUkjADxCOIBEJSIwJp8KBd1dbimBhDsXyqghCmiCkCpiwrVimMM0VNrZpYxGCwQ8SrcT1P3t3IXp3YQl7XnKZHwyzb2Z2Zt5j32v2ud/wGMQNKCmR8J0thV9tCVOUrNnHkFlEnnqCepm6QL1EPcr4aT4/o053dOMJbRnKitkPT71ujNH3gHk3aFv3U3jFcacB7kUxklPyMRffH5FY8flwEPWTinpa9XadYVzD+VJrSxrOfZrykTIrY/ac5hy2K72Ns9+HtOX9ADNio2/LZsrP1Kv0nVVzdazhuGI/aFSPc50v5w7vNm1SN4gbOC9a3cOf4GQuvCTzyXdRzy57p8YWOM+vjtEvmt9ST5I9NUK+95uoU7c290zcWDmTmtmLoiiKoiiKoiiKoiiKoiiKoiiKoij/NmYHc/Xs7fI/XmlvnI1Wd6Aoyv+EfYun9hzb9hNmbz1C1u7ivdcVfrevf96ZK7gD4ZFZwKS7hILY3DTmaO+t5pB48UV3CffCHXOIrCmhaE6QM0XkTR/ydgTFyrs5bw+D5gdj7iPn9yJnb1MmsGJeIhvVPKNvGZPmDgJzgDdi86fwIfJtYsv0hZ+rtZljrCnrwn7ixkZzLpXn1zCG6xA3n6xR3Njf1uQaJpGnJu8v66/8vcjejhV3Xr4T22p4hiRyb1POrGbXUJT24BI4FYDVAAB4nGNgYNCBwgRGLsYPTCeYq1hmsVqxHmGLY2/gKOHk49LgKuHex7OAV4P3Fl8Wf4fALME8oQrhPhEDEQ+RGJESkQ5RJlE5URvRAjB8JsYFh36kQnE+8VkSMkDYJ1kEhK+kMqROgLgyHbI8sjxyXHJrQFB+mfwyhQZkqBijGKNkQQeYQkM4gUi4Cgl+gkFlKSj0A8JrZMB3lEAVNqxwFIyCUTAKRsEoGAWjYBSMglEwCkbBKEABqgZIMGsUUh0WjcJRSA5U01JboC6kvklDQSNF45DGIU0dzQzNa5r3NO9paWjtAcMj2nzaYtptOnw6FTpndCV0o3TPAeEXPQe9FXp39Iv0HxlYGEwxmGIoZbjM8JGRFxCeMDphrGacAYaHSIC3sMJ3JmxoUAorNCICepEAk4YhLMMCuyiHpixEQAkUOGkUjsJRCIEAtwyhwwABAAAM0gCAABAAZQADAAIAEAAvAFYAAAVBAl8AAgABeJy1Wc1vG9cRfwrXH3HipkHdII1kaZwGtpQykpwAtWOnhSl+mIwpkl1SVhwUDZbcR3Gt1e52d2lCOfWQQ9C/oIei6KGXAEXRoj20KIpecsyhaNpL20MT9JICveZUtJ2Z93a5pERGMVzLIufNmzcfv5k3b/dJCFHN9cWC4H8LTz0Gml4Qp3Kvafox8UTuTU3nxOXcrzRtiKdz/9X0KfGk8TVNnxZPGW9o+oy4anyg6bPi2VObmn5clE/9WdPnz5y7cBU1Lxg5tLW8+JqmDfHi4reZPoX85xbf1bQhLi/+hOnTyL+w+IGmDQGLHzN9BvnPLBmaNsTzS0tMnyU9S7c0jXqWlP7HMchljo7oBXEut6lp1JPb0nRO1BErRaPO3F81fUo8azyt6dNi2biu6TOiaww0fVZsGv/R9OPi+6dqmj7/hQunF5k+R7EvvaNpjH1JxfgE8l9Y+oOmDbG59CnTT1IsF1c1jbFcLDH9Bea7mia+wu2LyH/+4s81bYj1i39i+ksU47KhaYxrWWF1AflLy7c0bYjV5e8w/WXyZ/ldTaM/yz9j+hnyf/nvmkb/VxSeXyG7K3lNo92VFtOL5OfK9zSNfq78kOmLlNOV9zWNOV35C9MryH925d+aNsQL8AzTL5Cf8Jqm0U94k+kXSR7e0TTJ/4jplyheeF/TGC/8jeizjP8loWn0/xIwzXFdqmua+Iztk0r+B5om/q+Z5rxc+oemMa7nhXhPgHhZbIqr4hpSHTEQEr+3hS88/I3FoQiYU8RRiDR9Wsh3WGIdZwrCxR8QJvL2cH0sIh5J/JYo/QA/bZY8L87xbxU5XZyRYoTcJlvw0HZiq44WDlH/EHUB6vZRryN6SPeQDnAuTG1BGsGmeAWpy+nomsizHxZqCFAW0K6FdkhHT+xr2ddxNEAuzQ7RzyiNi7BwOBZ3pj99xgPEFo67OENci9GYjFHp8XWkwFaGONvjeGnUR90jXBsyZ4hSNqMHyE9yUkOfCB2H13mM701eL1lCigO0SWjb/Anao0QWmB8hh/AL0iyO46D5GL1wcGWEKIj34OXNq9egM5Cw7Xt+fBhIKPph4IdW7PjeOhRcF0xnbxBHYMpIhg+kvQ7nz50/V5XdUI6gGUivQ6vq1qE/jMH195we9PzgMKRVQAY2X4HL9HUtD6blBgOoWl7P7+0j93V/4EF1aEdkqzNwInCzevp+CFtO13V6lgvaIsr4aBQifxj2JH7145EVShh6tgwhpkhqHag7PelF8iZEUoI86Erblja4igu2jHqhE1CIbMOWseW4EQJSYOwox6IQOhZ+bSF2LqNdY+wU5mLLd22oxRaqFEf2042MHpihAcQqrnM4W35aI2uoTCfiBjsAGUOwuu30Qp9CXhMnMCGOaBDiLpddlJbGNSwD2k7irgwjwuPa+uZmVnmi+qhi0puozTqjdoPFtU3dxObKpdrf513Sf6hOpIPB9FsQh5YtD6xwH/z+7OIVn9uKmKXraIoh09BKrGSESjxsHdTy+vjj6O3/ErcpH7euw4g3eGbAsFoIFbWxFjsR8ozD0LXxc9wmCNCr4lVxHZtfWiDAG68UWiPH24Nmv4/VDS+B6XcdDxpOb+C7VpSHlhWHTs+xoG3xHong6qvXSc2R4qNWM8SYAk6zajF9jjvmlnmP2xpwMg+5jam2E6etNJEmns8NnRoexSY5TpvlAt1y81wmHtsJOHq1tqe1SD22WHfASBygVMxztKrLfiQtdLodxnqFas7hEU4/jSGfjsft+Cg6AY9tXNPDcV63ZjoCld18amc6ApX5EePU48PqOMxGOlKHjzGXD6zkcJ3Gnta4TK2i/NrE8XC8duXDw2KbPXySOg/5uEnqNtlEx0WQWD/q181MDVAkKpaY7SXbM+QD65Drx0eUPD6krZmRqtqzJqpKHba+/lRRKZqO/UAf/uRtks1ED0nSI8a8GlUPSp7OzFh7skMcjXLIjyMO94JY5zZ5bEqaVZ87g8uRJkhPVnaes2MxbetaOPogMb0bVvmBimK9ITbwR3JbJRv7/LggObMW8gilPZRI5ja0zremHk7W9A4ed4woRS3x5vM8/p3wcQuWpnTUEx1wMa3o+8hTuUoqR/Kjqqsf08YVPu8RMqnM2Y+RSfZa6Q6KMqeryruqBqnt7XFNezr/eY471I94qgdRh7A4ByrXST2r+gr0iaAs0LmiHum8tFosMX6Unu5r/4d8pChZHLuvz7Ckj9jMGSI2aq+Mj1vgU9LVdbOa+Dg7v4LOxYmHacz4WgYjm08bd6LfHI1xjj7uwg6vS6SP73L5qS6XYD+9mlBTfTUbd+LX+EVnvHPGJ1KSwzz3fZ+t9NOxzFQI9S+VoQi1jU9a5XWXfZH6xBqmucz2E5XDDZ3xiHeKm/qQ7O3JWjo5qtmTXkWZPXEma3qMxIhxPHjIPCanAr2IeRoZmfHA5k+yOcblPkr0MmdIPKcnqxPA5giSk+/GkW5uoVafO8/xr7fqmTI5ccYYJafaGKdsX5lcFXG/UPnq6tiPP3+tGVkNUwQirlSPtaudpE7h7On+sFWQPeuqoswSTVHB0S6eniZzasij52ETZ+7iqITcEnKuoERbz1/hjO3ymVRFuR0+75QOEz8bOL7Hva4igMc0uoPyDdRFa8viDbZRRm1tljRZ9zZy6/hd1nK0ooicHRwTfZu7obLXwFXqhb2mz0flaQf5kEY46VWNLSaebePIRP1VPVtA3TXWR/6T/QrTjdTPiva0wBiRZtJZRI/qPCLuDn63UK7N9gscs/K2wTFUcF7FUmYPyPK6jlXJET539QzliPyr4884qgJjUGVvxvgV8buFnpP+2zjb4ZOiiStLHGmb0StrzCjaOo/GUalMFTkaQpUwKCG9jb+3U+xM/lS+mBltk9jt8vxYSsVX0J9FRq7JI5WNIo86nCuazetcmhzHtNVdrsQySxU44nZaIRWuXuV9Up3KRjPjibJHuc36klQ1zNkjSksyv6MzfRQXQr3AmJBf7dTyLM34xpxeMEA0DALXkTb0fS9eh3v+EA6sQxhGEmK6qCE2xD70QmnFMg+2EwWudZgHy7MhCB2c7aGIxG8rgkCGB04co7ruIV/SJFcxMU5E4IcJ0ScLefrmq5zUnSD07WEvzgNdQuHaPK1JDOD77miAL7wZz0Zo1PF67tCmG6vEe99zD2HVWVNXQhlx1DDPW3WDRK/ZoYzodZouBcYGaHmq6yYjsOqglVge0A1C6KBV2x95rm/Zk+hZCioZUjg+msLPYRwMY7AlhUkyA+kGk4iuQ8E71OKUEFSI+AycroM+r9P1HF1k9H3X9fluQIOdh64Vobe+l96TJWlYHcRxcGNjQ3rrI2ffCaTtWOt+uLdBow2UfEvfqK1hgrkwInKN1Bx/BXjc1d0ftUSdJD4koO/7GBWBIx9I1w8U4JOXhATmxDUhhdeiBEV8X4WxIwwS1+2FFqJj56EfSkkV1BtY4R5GTTgjXphVVAB+N7Ycj2Cx+KIyqbWTx0EuWVHk9xyLasT2e8MDzIql7hMdF7FZJY0T8UJb31R+uMYe2ZJus1QmjpWDkRMPiJ0pubwuOfI+mXYdrFVlm3SF6rYWLfBGogjzcODbTp++JQMSDDGgaMCbFlV3h7SBI2LqOsEINzDwSLouaaBsa5SOdVVtejSpNo5Gmp0YDfyDOTHSVhiGHjojWYHtQ+SzL/dlL05KbFzJuAFshzffjaTMra7/QGaunD0/po3DHtFWC8a1oqeigYVxdeXE/rUyoYbkQBRjOdGVI25htd3nQaB2XbUM7Wals1swy1BrQ8ts3q2VyiW4Umjj+EoedmudanOnAyhhFhqde9CsQKFxD+7UGqU8lN9omeV2G5om1LZb9VoZebVGsb5TqjVuwxauazQ7UK/hfkSlnSaQQa2qVm6Tsu2yWazisLBVq9c69/JQqXUapLOCSgvQKpidWnGnXjChtWO2mu0ymi+h2katUTHRSnm73Oiso1XkQfkuDqBdLdTrbKqwg96b7F+x2bpn1m5XO1Bt1ktlZG6V0bPCVr2sTGFQxXqhtp2HUmG7cLvMq5qoxWQx7d1utcwstFfA/8VOrdmgMIrNRsfEYR6jNDvp0t1au5yHgllrEyAVs4nqCU5c0WQluK5RVloIapjICIrQeKddHvtSKhfqqKtNi7PCeBY28JF1jx9cY/1KPdRX5w9wPHnn/VmysRgunMfH509wbp/n3hb/OkbPPLm+fpTfz+ieXH28RIW9ivkReNbKGTK5d3O/y72f+z1+/kJA7se53+Z+mvtl7jc4mlg/Vy7BxtHYFE+A4yxZuoCil50HfL0T85Vo1mPiTmo82YrbfCkTiewfUL6LUnJK2zy5CmbNRew/Ra2fqL+3LXwLOfERrGfLJfojnQ9fJH+rSLw93p958nd5LoulxEqZ1DNLpsrzD7iy5lfQfMkWvxaG/IqpXiStTJ0e8ivipL6TrcjWi6+z8pG+3pjG6jNkjRXjm8ZNo2h83bhu3DK+YdwxXhVgPIecW0YBeS9P6juRfEfv548+Y9/Pk6t8JvbHS9yh2YWr9OK/sJlW6/7U2tlSd7ifBUirCxt/weJLVO8IsvMlPb7scMQ/1cXJwtPi49xXxcGUjtlSdX31BRzl23w9MY3fLJlH2XseYa09Ur8eQe/6Hz4mouUAAHicbdpjsKZnGrbtdduxbes5rpuxbdu2bdu27WQmmElmgpnYtgfhTDRM8r1V3zvr3H+8/aP7qlq9zqO7q2ur58c+5o+N/fL92NhPh4y9Mfb/+FG+/H9+8sb8sWBskrHZxhYYa8YWG1t2bLmx5cdWGFtxbOWxVcdWH1tjbM2xtcbWHltnbL2x9cc2GNtwbOOxTcc2GzvI88d+9oKxT7zQi7zYS7zUy7zcK7zSq7wJvAm9ibyJvUm8Sb3JvMm9Kbwpvam8qb1pvGm96bzpvRm8Gb2ZvJm9WbxZvdm82b05vDm9uby5vXm8eb35vPm9BbwFvYW8kSfPebXXeK3Xeb03eAt7i3iLeot5i3tLeEt6S3lLe8t4y3rLect7K3greit5K3ureKt6q3mre2t4a3preWt763jreut563sbeBt6G3kbe5t4m3qbeZt7W3hbelt5W3vbeNt623nbezt4O3o7eTt7u3i7ert5u3t7eHt6e3l7e/t4+3r7eft7B3gHegd5B3uHeId6h3mHe0d4R3pHeUd7x3jHesd5x3sneCd6J3kne6d4p3qnead7Z3hnemd5Z3vneOd653nnexd4F3oXeRd7l3iXepd5l3tXeFd6V3lXe9d413rXedd7N3g3ejd5N3u3eLd6t3m3e3d4d3p3eXd793j3er/yfu3d593vPeA96P3G+633kPew9zvv994j3qPeY97j3h+8P3pPeE96T3lPe894z3rPec97L3gvei95L3uveK96r3mve294b3pveW9773jveu9573sfeB96H3kfe594n3qfeX/y/uz9xfur97n3hfel95X3tfeN9zfv79633nfe994P3o/eP7x/ev/y/u39x/uv95P3s/eLP+Z7vu8HfuhHfuwnfupnfu4XfulX/gT+hP5E/sT+JP6k/mT+5P4U/pT+VP7U/jT+tP50/vT+DP6M/kz+zP4s/qz+bP7s/hz+nP5c/tz+PP68/nz+/P4C/oL+Qv7Il+/82m/81u/83h/8hf1F/EX9xfzF/SX8Jf2l/KX9Zfxl/eX85f0V/BX9lfyV/VX8Vf3V/NX9Nfw1/bX8tf11/HX99fz1/Q38Df2N/I39TfxN/c38zf0t/C39rfyt/W38bf3t/O39Hfwd/Z38nf1d/F393fzd/T38Pf29/L39ffx9/f38/f0D/AP9g/yD/UP8Q/3D/MP9I/wj/aP8o/1j/GP94/zj/RP8E/2T/JP9U/xT/dP80/0z/DP9s/yz/XP8c/3z/PP9C/wL/Yv8i/1L/Ev9y/zL/Sv8K/2r/Kv9a/xr/ev86/0b/Bv9m/yb/Vv8W/3b/Nv9O/w7/bv8u/17/Hv9X/m/9u/z7/cf8B/0f+P/1n/If9j/nf97/xH/Uf8x/3H/D/4f/Sf8J/2n/Kf9Z/xn/ef85/0X/Bf9l/yX/Vf8V/3X/Nf9N/w3/bf8t/13/Hf99/z3/Q/8D/2P/I/9T/xP/c/8P/l/9v/i/9X/3P/C/9L/yv/a/8b/m/93/1v/O/97/wf/R/8f/j/9f/n/9v/j/9f/yf/Z/yUYC7zAD4IgDKIgDpIgDbIgD4qgDKpggmDCYKJg4mCSYNJgsmDyYIpgymCqYOpgmmDaYLpg+mCGYMZgpmDmYJZg1mC2YPZgjmDOYK5g7mCeYN5gvmD+YIFgwWChYBQocEEdNEEbdEEfDMHCwSLBosFiweLBEsGSwVLB0sEywbLBcsHywQrBisFKwcrBKsGqwWrB6sEawZrBWsHawTrBusF6wfrBBsGGwUbBxsEmwabBZsHmwRbBlsFWwdbBNsG2wXbB9sEOwY7BTsHOwS7BrsFuwe7BHsGewV7B3sE+wb7BfsH+wQHBgcFBwcHBIcGhwWHB4cERwZHBUcHRwTHBscFxwfHBCcGJwUnBycEpwanBacHpwRnBmcFZwdnBOcG5wXnB+cEFwYXBRcHFwSXBpcFlweXBFcGVwVXB1cE1wbXBdcH1wQ3BjcFNwc3BLcGtwW3B7cEdwZ3BXcHdwT3BvcGvgl8H9wX3Bw8EDwa/CX4bPBQ8HPwu+H3wSPBo8FjwePCH4I/BE8GTwVPB08EzwbPBc8HzwQvBi8FLwcvBK8GrwWvB68EbwZvBW8HbwTvBu8F7wfvBB8GHwUfBx8EnwafBZ8Gfgj8Hfwn+GnwefBF8GXwVfB18E/wt+HvwbfBd8H3wQ/Bj8I/gn8G/gn8H/wn+G/wU/Bz8Eo6FXuiHQRiGURiHSZiGWZiHRViGVThBOGE4UThxOEk4aThZOHk4RThlOFU4dThNOG04XTh9OEM4YzhTOHM4SzhrOFs4ezhHOGc4Vzh3OE84bzhfOH+4QLhguFA4ChW6sA6bsA27sA+HcOFwkXDRcLFw8XCJcMlwqXDpcJlw2XC5cPlwhXDFcKVw5XCVcNVwtXD1cI1wzXCtcO1wnXDdcL1w/XCDcMNwo3DjcJNw03CzcPNwi3DLcKtw63CbcNtwu3D7cIdwx3CncOdwl3DXcLdw93CPcM9wr3DvcJ9w33C/cP/wgPDA8KDw4PCQ8NDwsPDw8IjwyPCo8OjwmPDY8Ljw+PCE8MTwpPDk8JTw1PC08PTwjPDM8Kzw7PCc8NzwvPD88ILwwvCi8OLwkvDS8LLw8vCK8MrwqvDq8Jrw2vC68PrwhvDG8Kbw5vCW8NbwtvD28I7wzvCu8O7wnvDe8Ffhr8P7wvvDB8IHw9+Evw0fCh8Ofxf+PnwkfDR8LHw8/EP4x/CJ8MnwqfDp8Jnw2fC58PnwhfDF8KXw5fCV8NXwtfD18I3wzfCt8O3wnfDd8L3w/fCD8MPwo/Dj8JPw0/Cz8E/hn8O/hH8NPw+/CL8Mvwq/Dr8J/xb+Pfw2/C78Pvwh/DH8R/jP8F/hv8P/hP8Nfwp/Dn+JxiIv8qMgCqMoiqMkSqMsyqMiKqMqmiCaMJoomjiaJJo0miyaPJoimjKaKpo6miaaNpoumj6aIZoxmimaOZolmjWaLZo9miOaM5ormjuaJ5o3mi+aP1ogWjBaKBpFilxUR03URl3UR0O0cLRItGi0WLR4tES0ZLRUtHS0TLRstFy0fLRCtGK0UrRytEq0arRatHq0RrRmtFa0drROtG60XrR+tEG0YbRRtHG0SbRptFm0ebRFtGW0VbR1tE20bbRdtH20Q7RjtFO0c7RLtGu0W7R7tEe0Z7RXtHe0T7RvtF+0f3RAdGB0UHRwdEh0aHRYdHh0RHRkdFR0dHRMdGx0XHR8dEJ0YnRSdHJ0SnRqdFp0enRGdGZ0VnR2dE50bnRedH50QXRhdFF0cXRJdGl0WXR5dEV0ZXRVdHV0TXRtdF10fXRDdGN0U3RzdEt0a3RbdHt0R3RndFd0d3RPdG/0q+jX0X3R/dED0YPRb6LfRg9FD0e/i34fPRI9Gj0WPR79Ifpj9ET0ZPRU9HT0TPRs9Fz0fPRC9GL0UvRy9Er0avRa9Hr0RvRm9Fb0dvRO9G70XvR+9EH0YfRR9HH0SfRp9Fn0p+jP0V+iv0afR19EX0ZfRV9H30R/i/4efRt9F30f/RD9GP0j+mf0r+jf0X+i/0Y/RT9Hv8RjsRf7cRCHcRTHcRKncRbncRGXcRVPEE8YTxRPHE8STxpPFk8eTxFPGU8VTx1PE08bTxdPH88QzxjPFM8czxLPGs8Wzx7PEc8ZzxXPHc8TzxvPF88fLxAvGC8Uj2LFLq7jJm7jLu7jIV44XiReNF4sXjxeIl4yXipeOl4mXjZeLl4+XiFeMV4pXjleJV41Xi1ePV4jXjNeK147XideN14vXj/eIN4w3ijeON4k3jTeLN483iLeMt4q3jreJt423i7ePt4h3jHeKd453iXeNd4t3j3eI94z3iveO94n3jfeL94/PiA+MD4oPjg+JD40Piw+PD4iPjI+Kj46PiY+Nj4uPj4+IT4xPik+OT4lPjU+LT49PiM+Mz4rPjs+Jz43Pi8+P74gvjC+KL44viS+NL4svjy+Ir4yviq+Or4mvja+Lr4+viG+Mb4pvjm+Jb41vi2+Pb4jvjO+K747vie+N/5V/Ov4vvj++IH4wfg38W/jh+KH49/Fv48fiR+NH4sfj/8Q/zF+In4yfip+On4mfjZ+Ln4+fiF+MX4pfjl+JX41fi1+PX4jfjN+K347fid+N34vfj/+IP4w/ij+OP4k/jT+LP5T/Of4L/Ff48/jL+Iv46/ir+Nv4r/Ff4+/jb+Lv49/iH+M/xH/M/5X/O/4P/F/45/in+NfkrHES/wkSMIkSuIkSdIkS/KkSMqkSiZIJkwmSiZOJkkmTSZLJk+mSKZMpkqmTqZJpk2mS6ZPZkhmTGZKZk5mSWZNZktmT+ZI5kzmSuZO5knmTeZL5k8WSBZMFkpGiRKX1EmTtEmX9MmQLJwskiyaLJYsniyRLJkslSydLJMsmyyXLJ+skKyYrJSsnKySrJqslqyerJGsmayVrJ2sk6ybrJesn2yQbJhslGycbJJsmmyWbJ5skWyZbJVsnWyTbJtsl2yf7JDsmOyU7Jzskuya7JbsnuyR7Jnsleyd7JPsm+yX7J8ckByYHJQcnBySHJoclhyeHJEcmRyVHJ0ckxybHJccn5yQnJiclJycnJKcmpyWnJ6ckZyZnJWcnZyTnJucl5yfXJBcmFyUXJxcklyaXJZcnlyRXJlclVydXJNcm1yXXJ/ckNyY3JTcnNyS3Jrcltye3JHcmdyV3J3ck9yb/Cr5dXJfcn/yQPJg8pvkt8lDycPJ75LfJ48kjyaPJY8nf0j+mDyRPJk8lTydPJM8mzyXPJ+8kLyYvJS8nLySvJq8lryevJG8mbyVvJ28k7ybvJe8n3yQfJh8lHycfJJ8mnyW/Cn5c/KX5K/J58kXyZfJV8nXyTfJ35K/J98m3yXfJz8kPyb/SP6Z/Cv5d/Kf5L/JT8nPyS/pWOqlfhqkYRqlcZqkaZqleVqkZVqlE6QTphOlE6eTpJOmk6WTp1OkU6ZTpVOn06TTptOl06czpDOmM6Uzp7Oks6azpbOnc6RzpnOlc6fzpPOm86XzpwukC6YLpaNUqUvrtEnbtEv7dEgXThdJF00XSxdPl0iXTJdKl06XSZdNl0uXT1dIV0xXSldOV0lXTVdLV0/XSNdM10rXTtdJ103XS9dPN0g3TDdKN043STdNN0s3T7dIt0y3SrdOt0m3TbdLt093SHdMd0p3TndJd013S3dP90j3TPdK9073SfdN90v3Tw9ID0wPSg9OD0kPTQ9LD0+PSI9Mj0qPTo9Jj02PS49PT0hPTE9KT05PSU9NT0tPT89Iz0zPSs9Oz0nPTc9Lz08vSC9ML0ovTi9JL00vSy9Pr0ivTK9Kr06vSa9Nr0uvT29Ib0xvSm9Ob0lvTW9Lb0/vSO9M70rvTu9J701/lf46vS+9P30gfTD9Tfrb9KH04fR36e/TR9JH08fSx9M/pH9Mn0ifTJ9Kn06fSZ9Nn0ufT19IX0xfSl9OX0lfTV9LX0/fSN9M30rfTt9J303fS99PP0g/TD9KP04/ST9NP0v/lP45/Uv61/Tz9Iv0y/Sr9Ov0m/Rv6d/Tb9Pv0u/TH9If03+k/0z/lf47/U/63/Sn9Of0l2ws8zI/C7Iwi7I4S7I0y7I8K7Iyq7IJsgmzibKJs0mySbPJssmzKbIps6myqbNpsmmz6bLpsxmyGbOZspmzWbJZs9my2bM5sjmzubK5s3myebP5svmzBbIFs4WyUabMZXXWZG3WZX02ZAtni2SLZotli2dLZEtmS2VLZ8tky2bLZctnK2QrZitlK2erZKtmq2WrZ2tka2ZrZWtn62TrZutl62cbZBtmG2UbZ5tkm2abZZtnW2RbZltlW2fbZNtm22XbZztkO2Y7ZTtnu2S7Zrtlu2d7ZHtme2V7Z/tk+2b7ZftnB2QHZgdlB2eHZIdmh2WHZ0dkR2ZHZUdnx2THZsdlx2cnZCdmJ2UnZ6dkp2anZadnZ2RnZmdlZ2fnZOdm52XnZxdkF2YXZRdnl2SXZpdll2dXZFdmV2VXZ9dk12bXZddnN2Q3ZjdlN2e3ZLdmt2W3Z3dkd2Z3ZXdn92T3Zr/Kfp3dl92fPZA9mP0m+232UPZw9rvs99kj2aPZY9nj2R+yP2ZPZE9mT2VPZ89kz2bPZc9nL2QvZi9lL2evZK9mr2WvZ29kb2ZvZW9n72TvZu9l72cfZB9mH2UfZ59kn2afZX/K/pz9Jftr9nn2RfZl9lX2dfZN9rfs79m32XfZ99kP2Y/ZP7J/Zv/K/p39J/tv9lP2c/ZLPpZ7uZ8HeZhHeZwneZpneZ4XeZlX+QT5hPlE+cT5JPmk+WT55PkU+ZT5VPnU+TT5tPl0+fT5DPmM+Uz5zPks+az5bPns+Rz5nPlc+dz5PPm8+Xz5/PkC+YL5QvkoV+7yOm/yNu/yPh/yhfNF8kXzxfLF8yXyJfOl8qXzZfJl8+Xy5fMV8hXzlfKV81XyVfPV8tXzNfI187XytfN18nXz9fL18w3yDfON8o3zTfJN883yzfMt8i3zrfKt823ybfPt8u3zHfId853ynfNd8l3z3fLd8z3yPfO98r3zffJ98/3y/fMD8gPzg/KD80PyQ/PD8sPzI/Ij86Pyo/Nj8mPz4/Lj8xPyE/OT8pPzU/JT89Py0/Mz8jPzs/Kz83Pyc/Pz8vPzC/IL84vyi/NL8kvzy/LL8yvyK/Or8qvza/Jr8+vy6/Mb8hvzm/Kb81vyW/Pb8tvzO/I787vyu/N78nvzX+W/zu/L788fyB/Mf5P/Nn8ofzj/Xf77/JH80fyx/PH8D/kf8yfyJ/On8qfzZ/Jn8+fy5/MX8hfzl/KX81fyV/PX8tfzN/I387fyt/N38nfz9/L38w/yD/OP8o/zT/JP88/yP+V/zv+S/zX/PP8i/zL/Kv86/yb/W/73/Nv8u/z7/If8x/wf+T/zf+X/zv+T/zf/Kf85/6UYK7zCL4IiLKIiLpIiLbIiL4qiLKpigmLCYqJi4mKSYtJismLyYopiymKqYupimmLaYrpi+mKGYsZipmLmYpZi1mK2YvZijmLOYq5i7mKeYt5ivmL+YoFiwWKhYlSocEVdNEVbdEVfDMXCxSLFosVixeLFEsWSxVLF0sUyxbLFcsXyxQrFisVKxcrFKsWqxWrF6sUaxZrFWsXaxTrFusV6xfrFBsWGxUbFxsUmxabFZsXmxRbFlsVWxdbFNsW2xXbF9sUOxY7FTsXOxS7FrsVuxe7FHsWexV7F3sU+xb7FfsX+xQHFgcVBxcHFIcWhxWHF4cURxZHFUcXRxTHFscVxxfHFCcWJxUnFycUpxanFacXpxRnFmcVZxdnFOcW5xXnF+cUFxYXFRcXFxSXFpcVlxeXFFcWVxVXF1cU1xbXFdcX1xQ3FjcVNxc3FLcWtxW3F7cUdxZ3FXcXdxT3FvcWvil8X9xX3Fw8UDxa/KX5bPFQ8XPyu+H3xSPFo8VjxePGH4o/FE8WTxVPF08UzxbPFc8XzxQvFi8VLxcvFK8WrxWvF68UbxZvFW8XbxTvFu8V7xfvFB8WHxUfFx8UnxafFZ8Wfij8Xfyn+WnxefFF8WXxVfF18U/yt+HvxbfFd8X3xQ/Fj8Y/in8W/in8X/yn+W/xU/Fz8Uo6VXumXQRmWURmXSZmWWZmXRVmWVTlBOWE5UTlxOUk5aTlZOXk5RTllOVU5dTlNOW05XTl9OUM5YzlTOXM5SzlrOVs5ezlHOWc5Vzl3OU85bzlfOX+5QLlguVA5KlW6si6bsi27si+HcuFykXLRcrFy8XKJcslyqXLpcply2XK5cvlyhXLFcqVy5XKVctVytXL1co1yzXKtcu1ynXLdcr1y/XKDcsNyo3LjcpNy03KzcvNyi3LLcqty63Kbcttyu3L7codyx3Kncudyl3LXcrdy93KPcs9yr3Lvcp9y33K/cv/ygPLA8qDy4PKQ8tDysPLw8ojyyPKo8ujymPLY8rjy+PKE8sTypPLk8pTy1PK08vTyjPLM8qzy7PKc8tzyvPL88oLywvKi8uLykvLS8rLy8vKK8sryqvLq8pry2vK68vryhvLG8qby5vKW8tbytvL28o7yzvKu8u7ynvLe8lflr8v7yvvLB8oHy9+Uvy0fKh8uf1f+vnykfLR8rHy8/EP5x/KJ8snyqfLp8pny2fK58vnyhfLF8qXy5fKV8tXytfL18o3yzfKt8u3ynfLd8r3y/fKD8sPyo/Lj8pPy0/Kz8k/ln8u/lH8tPy+/KL8svyq/Lr8p/1b+vfy2/K78vvyh/LH8R/nP8l/lv8v/lP8tfyp/Ln+pxiqv8qugCquoiqukSqusyquiKquqmqCasJqomriapJq0mqyavJqimrKaqpq6mqaatpqumr6aoZqxmqmauZqlmrWarZq9mqOas5qrmruap5q3mq+av1qgWrBaqBpVqlxVV03VVl3VV0O1cLVItWi1WLV4tUS1ZLVUtXS1TLVstVy1fLVCtWK1UrVytUq1arVatXq1RrVmtVa1drVOtW61XrV+tUG1YbVRtXG1SbVptVm1ebVFtWW1VbV1tU21bbVdtX21Q7VjtVO1c7VLtWu1W7V7tUe1Z7VXtXe1T7VvtV+1f3VAdWB1UHVwdUh1aHVYdXh1RHVkdVR1dHVMdWx1XHV8dUJ1YnVSdXJ1SnVqdVp1enVGdWZ1VnV2dU51bnVedX51QXVhdVF1cXVJdWl1WXV5dUV1ZXVVdXV1TXVtdV11fXVDdWN1U3VzdUt1a3VbdXt1R3VndVd1d3VPstUeO+yx+3a7JNv9/7/G+2y1zX77bpcfvO0e+261zTbb7b5vuvpWu2232nYLLPS/x+h/D/3vUf/v0fzv0f7v0f3v0f/vMWT/u7PQ+Gs0/tL4y42/6vFXM/5qx1/d+Gv8ssYva/yyxi9r/LLGL2v8ssYva/yy+vHX+IYb33DjG258w41vuPENN77hxi+78ctu/HI9frkev1yPX67HL9fjl+vxy/X45Xr8cj1+uRm/3IxfbsYvN+P3mvF7zfi/RjN+uRm/3Ixfbscvt+P32vE/aTt+uR2/3I5fbscvd+Pf0Y3/vm78q/34lX58dxj/ewzjXx3Gv3cY3xjGrwzjf/phyMf/Jy5kz5E9ZU9nz9qejT1be3b27O1payNbG9nayNZGtjaytZGtjWxtZGsjWxvZmmxNNiGbkE3IJmQTsgnZhGzC2YSzv5CzNWdrztacrTlbc7bmbM3ZWm1rta3VtlbbWm1rta3VtlbbWm1rta01ttbYWmNrja01ttbYWmNrja01ttbYWmtrra21ttbaWmtrra21ttbaWmtrra11ttbZWmdrna11ttbZWmdrna11ttbZWm9rva31ttbbWm9rva31ttbbWm9rva0NtjbY2mBrg60NtjbY2mBrg60NtmaAyACRASIDRAaIDBAZIDJAZIDIAJEBIgNEBogMEBkgMkBkgMgAkQEiA0QGiAwQydbMEpklMktkgMgAkQEiA0QGiAwQGSAyQGSAyACRASIDRAaIDBAZIDJAZIDIAJEBIgNEBogMEBkgMkBkgMgAkakhU0OmhkwNmRoyNWRqyNSQUSGjQkaFjAqZDzIfZD7IfJD5IPNB5oPMB5kPMh9kPsh8kPkg80Hmg8wHmQ8yH2Q+yFCQoSBDQYaCDAUZCjIUZCjIUJChIENBJoEzCZxJ4EwCZxI4k8CZBM4kcCaBMwmcSeBMAmcSOJPAmQTOJHAmgTMJnEngTAJnEjiTwJkEziRwJoEzCZx9qnCGgjMUnKHgDAVnKDhDwRkKzlBwhoIzFJyh4AwFZyg4Q8EZCs5QcIaCMxScoeAMBWcoOEPBGQrOUHCGgjMUnH2qcOaDMx+c+eDMB2c+OPPBmQ/OfHD2qcIZFc6ocEaFMyqcfapwpoYzNZyp4UwNZ2o4U8OZGs7UcKaGMzWcqeFMDWdqOFPDmRrO1HCmhjM1nKnh7FOFM0CcAeIMEGeAOAPEGSDOAHEGiDNAnAHiDBBnnyqcWVKbJbVZUpsltVlSmyW1WVKbJbVZUpsltVlSmyW1WVKbJbVZUpsltVlSmyW1WVKbJbVZUpsltVlSmyW1WVKbJbVZUpsltVlSmyW1WVKbJbVZUpsltVlSmyW1WVKbJbVZUpsltVlSmyW1WVKbJbVZUpsltVlSmyW1WVKbJbVZUpsltVlSmyW1WVKbJbVZUpsltVlSmyW1WVKbJbVZUpsltVlSmyW1WVKbJbVZUpsltVlSmyW1WVKbJbVZUpsltVlSmyW1WVKbJbVZUpsltVlSmyW1WVKbJbVZUpsltVlSmyW1WVKbJbVZUpsltVlSmyW1WVKbJbVZUpsltVnSmCWNWdKYJY1Z0pgljVnSmCWNWdKYJY1Z0pgljVnSmCWNWdKYJY1Z0pgljVnSmCWNWdKYJY1Z0pgljVnSmCWNWdKYJY1Z0pgljVnSmCWNWdKYJY1Z0pgljVnSmCWNWdKYJY1Z0pgljVnSmCWNWdKYJY1Z0pgljVnSmCWNWdKYJY1Z0pgljVnSmCWNWdKYJY1Z0pgljVnSmCWNWdKYJY1Z0pgljVnSmCWNWdKYJY1Z0pgljVnSmCWNWdKYJY1Z0pgljVnSmCWNWdKYJY1Z0pgljVnSmCWNWdKYJY1Z0pgljVnSmCWNWdKYJY1Z0pgljVnSmCWNWdKYJY1Z0polrVnSmiWtWdKaJa1Z0polrVnSmiWtWdKaJa1Z0polrVnSmiWtWdKaJa1Z0polrVnSmiWtWdKaJa1Z0polrVnSmiWtWdKaJa1Z0polrVnSmiWtWdKaJa1Z0polrVnSmiWtWdKaJa1Z0polrVnSmiWtWdKaJa1Z0polrVnSmiWtWdKaJa1Z0polrVnSmiWtWdKaJa1Z0polrVnSmiWtWdKaJa1Z0polrVnSmiWtWdKaJa1Z0polrVnSmiWtWdKaJa1Z0polrVnSmiWtWdKaJa1Z0polrVnSmiWtWdKaJa1Z0polrVnSmiWtWdKaJa1Z0polrVnSmiWtWdKZJZ1Z0pklnVnSmSWdWdKZJZ1Z0pklnVnSmSWdWdKZJZ1Z0pklnVnSmSWdWdKZJZ1Z0pklnVnSmSWdWdKZJZ1Z0pklnVnSmSWdWdKZJZ1Z0pklnVnSmSWdWdKZJZ1Z0pklnVnSmSWdWdKZJZ1Z0pklnVnSmSWdWdKZJZ1Z0pklnVnSmSWdWdKZJZ1Z0pklnVnSmSWdWdKZJZ1Z0pklnVnSmSWdWdKZJZ1Z0pklnVnSmSWdWdKZJZ1Z0pklnVnSmSWdWdKZJZ1Z0pklnVnSmSWdWdKZJZ1Z0pklnVnSmSWdWdKZJZ1Z0pklnVnSmSWdWdKZJZ1Z0pklnVnSmyW9WdKbJb1Z0pslvVnSmyW9WdKbJb1Z0pslvVnSmyW9WdKbJb1Z0pslvVnSmyW9WdKbJb1Z0pslvVnSmyW9WdKbJb1Z0pslvVnSmyW9WdKbJb1Z0pslvVnSmyW9WdKbJb1Z0pslvVnSmyW9WdKbJb1Z0pslvVnSmyW9WdKbJb1Z0pslvVnSmyW9WdKbJb1Z0pslvVnSmyW9WdKbJb1Z0pslvVnSmyW9WdKbJb1Z0pslvVnSmyW9WdKbJb1Z0pslvVnSmyW9WdKbJb1Z0pslvVnSmyW9WdKbJb1Z0pslvVnSmyW9WdKbJb1Z0pslvVnSmyW9WdKbJb1ZMpglg1kymCWDWTKYJYNZMpglg1kymCWDWTKYJYNZMpglg1kymCWDWTKYJYNZMpglg1kymCWDWTKYJYNZMpglg1kymCWDWTKYJYNZMpglg1kymCWDWTKYJYNZMpglg1kymCWDWTKYJYNZMpglg1kymCWDWTKYJYNZMpglg1kymCWDWTKYJYNZMpglg1kymCWDWTKYJYNZMpglg1kymCWDWTKYJYNZMpglg1kymCWDWTKYJYNZMpglg1kymCWDWTKYJYNZMpglg1kymCWDWTKYJYNZMpglg1kymCWDWTKYJYNZMpglg1kymCWDWTKYJYNZMpglg1kymCXDMBT/9zlaaKGF8B7hLbwd3jXeDd4t3h3ePd7YHWF3hN0RdkfYHWF3hN0RdkfYHWF3hF1hV9gVdoVdYVfYFXaFXWFX2HXYddh12HXYddh12HXYddh12HXYrbFbY7fGbo3dGrs1dmvs1titsVtjt8Fug90Guw12G+w22G2w22C3wW6D3Ra7LXZb7LbYbbHbYrfFbovdFrstdjvsdtjtsNtht8Nuh90Oux12O+x22O2x22O3x26P3R67PXZ77PbY7bHbY3fA7oDdAbsDdgfsDtgdsDtgd8AuvBrBqxG8GsGrEbwawasRvBrBqxG8GsGrEbwawasRvBrBqxG8GsGrEbwawasRvBrBqxG8GsGrEbwawasRvBrBqxG8GsGrEbwawasRvBrBqxG8GsGrEbwawasRvBrBqxG8GsGrEbwawasRvBrBqxG8GsGrEbwawasRvBrBqxG8GsGrEbwawasRvBrBqxG8GsGrEbwawasRvBrBqxG8GsGrEbwawasRvBrBqxG8GsGrEbwawasRvBrBqxG8GsGrEbwawasRvBrBqxG8GsGrEbwawasRvBrBqxG8GsGrEbwawasRvBrBqxG8GsGrEbwawasRvBrBqxG8GsGrEbwSvBK8ErwSvBK8ErwSvBK8ErwSvBK8ErwSvBK8ErwSvBK8ErwSvBK8ErwSvBK8ErwSvBK8ErwSvBK8ErwSvBK8ErwSvBK8ErwSvBK8ErwSvBK8ErwSvBK8ErwSvBK8ErwSvBK8ErwSvBK8ErwSvBK8ErwSvBK8ErwSvBK8ErwSvBK8ErwSvBK8ErwSvBK8ErwSvBK8ErwSvBK8ErwSvBK8ErwSvBK8ErwSvBK8ErwSvBK8ErwSvBK8ErwSvBK8ErwSvBK8ErwSvHLwysErB68cvHLwysErB68cvHLwysErB68cvHLwysErB68cvHLwysErB68cvHLwysErB68cvHLwysErB68cvHLwysErB68cvHLwysErB68cvHLwysErB68cvHLwysErB68cvHLwysErB68cvHLwysErB68cvHLwysErB68cvHLwysErB68cvHLwysErB68cvHLwysErB68cvHLwysErB68cvHLwysErB68cvHLwysErB68cvHLwysErB68cvHLwysErB68cvHLwysErB68cvHLwysErB68cvHLwysErB68cvKrhVQ2vanhVw6saXtXwqoZXNbyq4VUNr2p4VcOrGl7V8KqGVzW8quFVDa9qeFXDqxpe1fCqhlc1vKrhVQ2vanhVw6saXtXwqoZXNbyq4VUNr2p4VcOrGl7V8KqGVzW8quFVDa9qeFXDqxpe1fCqhlc1vKrhVQ2vanhVw6saXtXwqoZXNbyq4VUNr2p4VcOrGl7V8KqGVzW8quFVDa9qeFXDqxpe1fCqhlc1vKrhVQ2vanhVw6saXtXwqoZXNbyq4VUNr2p4VcOrGl7V8KqGVzW8quFVDa9qeFXDqxpe1fCqhlc1vKrhVQ2vanhVw6sGXjXwqoFXDbxq4FUDrxp41cCrBl418KqBVw28auBVA68aeNXAqwZeNfCqgVcNvGrgVQOvGnjVwKsGXjXwqoFXDbxq4FUDrxp41cCrBl418KqBVw28auBVA68aeNXAqwZeNfCqgVcNvGrgVQOvGnjVwKsGXjXwqoFXDbxq4FUDrxp41cCrBl418KqBVw28auBVA68aeNXAqwZeNfCqgVcNvGrgVQOvGnjVwKsGXjXwqoFXDbxq4FUDrxp41cCrBl418KqBVw28auBVA68aeNXAqwZeNfCqgVcNvGrgVQOvGnjVwKsGXjXwqoFXDbxq4VULr1p41cKrFl618KqFVy28auFVC69aeNXCqxZetfCqhVctvGrhVQuvWnjVwqsWXrXwqoVXLbxq4VULr1p41cKrFl618KqFVy28auFVC69aeNXCqxZetfCqhVctvGrhVQuvWnjVwqsWXrXwqoVXLbxq4VULr1p41cKrFl618KqFVy28auFVC69aeNXCqxZetfCqhVctvGrhVQuvWnjVwqsWXrXwqoVXLbxq4VULr1p41cKrFl618KqFVy28auFVC69aeNXCqxZetfCqhVctvGrhVQuvWnjVwqsWXrXwqoVXLbxq4VULr1p41cKrDl518KqDVx286uBVB686eNXBqw5edfCqg1cdvOrgVQevOnjVwasOXnXwqoNXHbzq4FUHrzp41cGrDl518KqDVx286uBVB686eNXBqw5edfCqg1cdvOrgVQevOnjVwasOXnXwqoNXHbzq4FUHrzp41cGrDl518KqDVx286uBVB686eNXBqw5edfCqg1cdvOrgVQevOnjVwasOXnXwqoNXHbzq4FUHrzp41cGrDl518KqDVx286uBVB686eNXBqw5edfCqg1cdvOrgVQevOnjVwasOXnXwqoNXHbzq4FUHrzp41cGrDl518KqDVx286uFVD696eNXDqx5e9fCqh1c9vOrhVQ+venjVw6seXvXwqodXPbzq4VUPr3p41cOrHl718KqHVz286uFVD696eNXDqx5e9fCqh1c9vOrhVQ+venjVw6seXvXwqodXPbzq4VUPr3p41cOrHl718KqHVz286uFVD696eNXDqx5e9fCqh1c9vOrhVQ+venjVw6seXvXwqodXPbzq4VUPr3p41cOrHl718KqHVz286uFVD696eNXDqx5e9fCqh1c9vOrhVQ+venjVw6seXvXwqodXPbzq4VUPr3p41cOrHl718KqHVz286uFVD696eNXDqwFeDfBqgFcDvBrg1QCvBng1wKsBXg3waoBXA7wa4NUArwZ4NcCrAV4N8GqAVwO8GuDVAK8GeDXAqwFeDfBqgFcDvBrg1QCvBng1wKsBXg3waoBXA7wa4NUArwZ4NcCrAV4N8GqAVwO8GuDVAK8GeDXAqwFeDfBqgFcDvBrg1QCvBng1wKsBXg3waoBXA7wa4NUArwZ4NcCrAV4N8GqAVwO8GuDVAK8GeDXAqwFeDfBqgFcDvBrg1QCvBng1wKsBXg3waoBXA7wa4NUArwZ4NcCrAV4N8GqAVwO8GuDVAK8GeDXAqwFeDfBqgFfo24W+Xejbhb5d6NuFvl3o24W+Xejbhb5d6NuFvl3o24W+Xejbhb5d6NuFvl3o24W+Xejbhb5d6NuFvl3o24W+Xejbhb5d6NuFvl3o24W+Xejbhb5d6NuFvl3o24W+Xejbhb5d6NuFvl3o24W+Xejbhb5d6NuFvl3o24W+Xejbhb5d6NuFvl3o24W+Xejbhb5d6NuFvl3o24W+Xejbhb5d6NuFvl3o24W+Xejbhb5d6NuFvl3o24W+Xejbhb5d6NuFvl3o24W+Xejbhb5d6NuFvl3o24W+Xejbhb5d6NuFvl3o24W+Xejbhb5d6NuFvl3o24W+Xejbhb5d6NuFvl3o24W+Xejbhb5d6NuFvl3o24W+Xejbhb5d6NuFvl3o24W+Xejbhb5d6NuFvl3o24W+Xejbhb5d6NuFvl3o24W+Xejbhb5d6NuFvl3o24W+Xejbhb5d6NuFvl3o24W+Xejbhb5d6NuFvl3o24W+Xejbhb5d6NuFvl3o24W+Xejbhb5d6NuFvl3o24W+Xejbhb5d6NuFvl3o24W+Xejbhb5d6NuFvl3o24W+Xejbhb5d6NuFvl3o24W+Xejbhb5d6NuFvl3o24W+Xejbhb5d6NuFvl3o24W+Xejbhb5d6NuFvl3o24W+Xejbhb5d6NuFvl3o24W+Xejbhb5d6NuFvl3o24W+Xejbhb5d6NuFvl3o24W+Xejbhb5d6NuFvl3o24W+Xejbhb5d6NuFvl3o24W+Xejbhb5d6NuFvl3o24W+Xejbhb5d6NuFvl3o24W+Xejbhb5d6NuFvl3o24W+Xejbhb5d6NuFvl3o24W+Xejbhb5d6NuFvl3o24W+Xejbhb5d6NuFvl3o24W+Xejbhb5d6NuFvl3o24W+Xejbhb5d6NuFvl3o24W+Xejbhb5d6NuFvl3o24W+Xejbhb5d6NuFvl3o24W+Xejbhb5d6NuFvl3o24W+Xejbhb5d6NuFvl3o24W+Xejbhb5d6NuFvl3o24W+Xejbhb5d6NuFvl3o24W+Xejbhb5d6NuFvl3o24W+Xejbhb5d6NuFvl3o24W+Xejbhb5d6NuFvl3o24W+Xejbhb5d6NuFvl3o24W+Xejbhb5d6NuFvl3o24W+Xejbhb5d6NuFvl3o24W+Xejbhb5d6NuFvl3o24W+Xejbhb5d6NuFvl3o24W+Xejbhb5d6NuFvl3o24W+Xejbhb5d6NuFvl3o24W+Xejbhb5d6NuFvl3o24W+Xejbhb5d6NuFvl3o24W+Xejbhb5d6NuFvl3o24W+Xejbhb5d6NuFvl3o24W+Xejbhb5d6NuFvl3o24W+Xejbhb5d6NuFvl3o24W+Xejbhb5d6NuFvl3o24W+Xejbhb5d6NuFvl3o24W+Xejbhb5d6NuFvl3o24W+Xejbhb5d6NuFvl3o24W+Xejbhb5d6NuFvl3o24W+Xejbhb5d6NuFvl3o24W+Xejbhb5d6NuFvl3o24W+Xejbhb5d6NuFvl3o24W+Xejbhb5d6NuFvl3o24W+Xejbhb5d6NuFvl3o24W+Xejbhb5d6NuFvl3o24W+Xejbhb5d6NuFvl3o24W+Xejbhb5d6NuFvl3o24W+Xejbhb5d6NuFvl3o24W+Xejbhb5d6NuFvl3o24W+Xejbhb5d6NuFvl3o24W+Xejbhb5d6NuFvl3o24W+Xejbhb5d6NuFvl3o24W+Xejbhb5d6NuFvl3o24W+Xejbhb5d6NuFvl3o24W+Xejbhb5d6NuFvl3o24W+Xejbhb5d6NuFvl3o24W+Xejbhb5d6NuFvl3o24W+Xejbhb5d6NuFvl3o24W+Xejbhb5d6NuFvl3o24W+Xejbhb5d6NuFvl3o24W+Xejbhb5d6NuFvl3o24W+Xejbhb5d6NuFvl3o24W+Xejbhb5d6NuFvl3o24W+Xejbhb5d6NuFvl3o24W+Xejbhb5d6NuFvl3o24W+Xejbhb5d6NuFvl3o24W+Xejbhb5d6NuFvl3o24W+Xejbhb5d6NuFvl3o24W+Xejbhb5d6NuFvl3o24W+Xejbhb5d6NuFvl3o24W+Xejbhb5d6NuFvl3o24W+Xejbhb5d6NuFvl3o24W+Xejbhb5d6NuFvl3o24W+Xejbhb5d6NuFvl3o24W+Xejbhb5d6NuFvl3o24W+Xejbhb5d6NuFvl3o24W+Xejbhb5d6NuFvl3o24W+Xejbhb5d6NuFvl3o24W+Xejbhb5d6NuFvl3o24W+Xejbhb5d6NuFvl3o24W+Xejbhb5d6NuFvl3o24W+Xejbhb5d6NuFvl3o24W+Xejbhb5d6NuFvl3o24W+Xejbhb5d6NuFvl3o24W+Xejbhb5d6NuFvl3o24W+Xejbhb5d6NuFvl3o24W+Xejbhb5d6NuFvl3o24W+Xejbhb5d6NuFvl3o24W+Xejbhb5d6NuFvl3o24W+Xejbhb5d6NuFvl3o24W+Xejbhb5d6NuFvl3o24W+Xejbhb5d6NuFvl3o24W+Xejbhb5d6NuFvl3o24W+Xejbhb5d6NuFvl3o24W+Xejbhb5d6NuFvl3o24W+Xejbhb5d6NuFvl3o24W+Xejbhb5d6NuFvl3o24W+Xejbhb5d6NuFvl3o24W+Xejbhb5d6NuFvl3o24W+Xejbhb5d6NuFvl3o24W+Xejbhb5d6NuFvl3o24W+Xejbhb5d6NuFvl3o24W+Xejbhb5d6NuFvl3o24W+Xejbhb5d6NuFvl3o24W+Xejbhb5d6NuFvl3o24W+Xejbhb5d6NuFvl3o24W+Xejbhb5d6NuFvl3o24W+Xejbhb5d6NuFvl3o24W+Xejbhb5d6NuFvl3o24W+Xejbhb5d6NuFvl3o24W+Xejbhb5d6NuFvl3o24W+Xejbhb5d6NuFvl3o24W+Xejbhb5d6NuFvl3o24W+Xejbhb5d6NuFvl3o24W+Xejbhb5d6NuFvl3o24W+Xejbhb5d6NuFvl3o24W+Xejbhb5d6NuFvl3o24W+Xejbhb5d6NuFvl3o24W+Xejbhb5d6NuFvl3o24W+Xejbhb5d6NuFvl3o24W+Xejbhb5d6NuFvl3o24W+Xejbhb5d6NuFvl3o24W+Xejbhb5d6NuFvl3o24W+Xejbhb5d6NuFvl3o24W+Xejbhb5d6NuFvl3o24W+Xejbhb5d6NuFvl3o24W+Xejbhb5d6NuFvl3o24W+Xejbhb5d6NuFvl3o24W+Xejbhb5d6NuFvl3o24W+Xejbhb5d6NuFvl3o24W+Xejbhb5d6NuFvl3o24W+Xejbhb5d6NuFvl3o24W+Xejbhb5d6NuFvl3o24W+Xejbhb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')format("woff");}.ff10{font-family:ff10;line-height:0.682617;font-style:normal;font-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dl4uLj9vu0ZW/uGmx+/ctMdo7E3S525kc6ENLp6f48b/1/la9Y1WZKGNWsNFoNGKzclwrxoNUrRtbeO93785Af2dCf6N/VGW4Jd69KmYFbFNnzuLbyJWgUMIAb2NmJ7KuYxuqHmY4rAe9xuoydGBm3aKezks5QSHLDVBOn1aVmPRDD9yrQMRRCC9dz534oAqalpN4Eox2aVVn3J4CHGGi0m4i0Okq0fEZU3ca0nFwylHSz+NDzMhtRD8m9CeY8kefKhYM6r0Xhzf2zmtaou8sSNUCFpWtDyAGAgdO4t4k3qMGgG9zZSqSQBQcaJhJs0UPq4wRiDPx5F76YM8CQlZQbcRn3MQ9mCfbYhqUpICVJRUok+Yz+rWjXNmTMyBqm36s7kaigolov4BFU4aAabb8iEOh5YDQ+idkC86fBUvn2WZyVPSzSadUjED7cSVVDsHI6xuMaLULGz+KPYKt4SzIdDOadAfFaX8FVeray1BnlRL1IkrxOxH1WiKkxQ6aggr0Mw6fi3/w3bJco8SXIapHcYkg3il1DviuDYAszErN3uCBNaUhPSmqawDYpRaR0kNY6QXZsNs97EgHeIm0epfRrKB0IGoqWC8zwwXcQv1dCZZ9RbakpCNIqMto7QLznmUE04ICT7KSqcjG0Y6ZbWzAnPJC45Em5PxMzgLlPfxn3Fvm0ddvzVQF9o5id10cEt1pwhWWy+7Preyv5ZebqZ13IqZCcCA8VQrG8L0p9OaJvOQYwsIA3GGlH6Jrz+NWAFQfgoAhfmnzAMxqawwKTC1E3FNDLd0yogS1+vWg9yvqFAPm2ePSaJc47iplsf373rxBWZuaPK23Kkqyk3Ukq5NXNH+NXlhz966+Xt6U13ri8/fP9t29HRnviypDXSM759RzLeA496xy+/QuX/8XNv0WbiJbASfKqRsudBEo+dcvsN+sxp/ASUjw7sd6f0Rb2/5zT+OfirTfhJRVL8/QMtA1GDImjLnVPnXpyEzyn4rGjRQaeBsEUGGhQCJOC/UglL2yEm0DfpVAOqew3ho+jQhy31W6VSTUw0RM2izmoQjAmgxCCD68ZNBqauUBYDdG1EzfjQZpYMXXblseWcK9bsj7e6BCz1B9YQ6spmunwSNoxhrLMlFUnZ2ARGY2FK60oHQik7jzVjdGhlWbHjOm8uEoLXic9p/eL+n7zyt9s0ModTokmHh2d+KptFCh0TEd7OG6xahuRlceawKOL3I11D4jRzUBCUR784sV7SQeVjRRV7Y+Uk1L2XQAbsWRAxBIyG2Gn8SfguP/75SasVOb+fKxrFkBoIsEbXgHGlZqSGTqGgonm2kJ6eDQ3EJd82h2FVtbDWNsM89CyGfA0xM/FLmvaP7L599PecI1YMJ1qsuPSLEzgpeZpDsbSVwzfjubXLC1Zc42tNKBniM5JX3nzm716/vvJ5SRZoRmeVsQSxUXLyeggNwRu1M/etfORTj61D2qVDtJ/7dwCIBPEijEePNtL+AuAIM3CBAGFUtJTLGqGkCPyBOsYGprDwZKrs59CzYlxZVaBcaToHTQ+kMJ2WC7K+oPuZ7mco6jzP++vxpQZjMJ/qqsmAzx9GUCCxwarHJIwvzUSCpBmcsVsqm7B1WolgBK1RnDllMJI0TRCMZNBiX6j8vUYLL+iMIh42aYlHGbffy9njjpkZo5n1BINug8XKOlwOVjCa7TJOGm28xx906g3V2Ke7ckKNHY1gFOxWhHjONAo8IGfMF6fw+59ZtWzVshyP4kW9Z3Ss6+zKkeRALgaMpjxtJ1DgFx6EXnh0wj4crSOZgIHftKo307oXofk5g7CZTkOnBeEpyFBGFsV7S4eFhAbTVoOaDmxeRKMCVcLwXy8O/yLnCRcnKbsl6TRbrcM6kWIFmvU15Wx79wn2hLcbP7EwLqw8/g4h5Nvvc4QNIasfhj86kXV5HFCmRaa/1xJPZuzNgAKgcg3xv2Gug3KoDjAG1oORZ5LmpJntXMbjRTAAGOyrEHYvDgALMOxpRU/ioTaaWOOQ5MNrsDXLGXwUlF57/bUtr792Fj6fRbHij6Z1Mz+aVqUMwgdTLfV/iAgCqBpad2MQpW4Iomq88cCsQKkRUFXeaijjNYQx4n+/PUL0zQTxo97le8tuIhkye/QMZqMCdiHdE9VL0BaFizE7zTIkzTNspK3Hv2LPcn/l+ySr4TQJrzNgoFHALcV8dr+BqYQpzVu/ozR/HCeX//EFQm7dtSpP3yAJOMWxT/gc7kyH2xhyyZJW0mgYp8fJMHotH+haM/NJzul18ZKG05lEweVx8xqR1ZpnfNBOwdyRoSCeReBUtC1rkoKR0EXWOMZ0YzBRLdVMdCYbqjvsgIpIOEIE5vlwCI1qY7DaIUM7CNGVC0UydgZ/GZ95RlxRWlbAHsZ/iEuubDicsbPELymTJ2p5vKk7aiJvprAXjNFsZ+xrtqCJIgPVdAxaU9cf/8kmW2TS88efz567zRZ1aLTBYuztCoFHCiFZ44jYVJt79Nwb1DBlBAmwrzELViwJ4POazAIfXgu8vNkk+BIspVvrmMKunVSo9fXA34LsLcxzX3lJzW0V7QXfPi8Yroe/BF3Tu/oJ8iu2qz559vj7v37Qa38E1/rykXAO5q6P6DQtG0vKgdEOzSdgeAPz1ww8i712/PQtpWXv+9atBIDU0jR8mAHDhwcCkZX7VxB0/Ry0LecmYXz3f8gm4IeZ6QZF8gOrJSRKYYEPBKXT+CEY0/D4/5wElnBoCnMokhBwiaLetUu/l9oLzclyYoVqTpADgRb2zMxfYTAH0E3b0nmoCep/emhNQuZqXJvGfEzdtdQdMRMgfMTPSMzR2dqUszKYu7LnCkbvb0+ksjrJAMXSECy1dA5Etfjr+BtYeJs/ZoIBmIb/xpQEfSdjjvmJj+sM0GnyJv3nKkOIponKCeIXkKYS6AX7FDGZCvh7LNZe8zLFdBp/GaaQBfzUM1qtH6SsU/hdE/7eHkSbbFaiFosruitvcu3tfI2/ah5906UXX6yTeAbFa2f0qj+FdM4jk2rI6KDCRxaTazAbVZtJ1Gwmhsj/JsnyDBPMFFz5kRaH3pt2dbsruy9nDYFiKpnWaPUQBlOklO8aCGuIBwnRYlhm88i02bNWK1aewn+FhX/Kezx2Btk5U6TN58glk5bcd6Y0Mk/Q5ngNIUIw6d8+avU5rLoWk9OsYyWDQHoRZNASpuHDf5Bh4IY5YCs4oPDBTDaQDZizpvhp/C2AZOV3it1joqK3BrHgP3qAmbCZ4jwR/bsMlsnooSvVT9h2Zqcww4R+TwNyKIsGRxKWApT1abAlAVOmV2ZQopjOq7UgaC3VUg5R97LzKjfhBFZNhudqOMR/uFsHU2ElZbe1rD3y4ObKp0N+7lk658cGx+7cmK78rrvjE9mHUr1xY0QOtoe/0vpMbiBrIYZyG/pbdbQ725NIbVzX1+IKhokHwkFb67qrYk1ve7MdlSssMAmp/M6Z7kY+Nw8AuQ7iYQYhUHgenvmJwltcbo1k0UisawrrmZB3uqew3gl2EbWFaqELxfRYlaQlq1Ekuc7euePEdz9aOaOx6WnqWSYbwBx3Tt7QXfm9vWPL2n13XTV2cH1HWMY/vfKTJ+/cUWRklwndc+aKB45n1nZ4Zy6P9G7ceWU1T2uG/DsJ77cJbFJkzmhiTWw4ZAqJVtEKQjDAsSlCOBaK6oyY0ehlpzDnRGynCT15l+QWqrLB1FaNmfK6l3JznIL0ML6cRT0gfDnTAgrNxEmC4SU9X3lfClthwQiG08AXp5ux283Q8kCJnPm2zqajyGeZtA9vl6BYMq5g0GP4pyDn9gec+krFx7mDIbee0zsNiFy9Sl8S2qnrIX1hsFLRVunzmjxeUQQeSJ3rOW/A5DEa7ZCy/lOBnfYG44RoKtQpQgTJ+YX0VMloLB2a4R+Ed6wXKp/JY71WSJZGFipfHyKg+Q2Hsw4O/yad9eJOQSAJ1hsKeQ2VKOPyB936yh28BnkaDU+cDgd1tfvHZqBNMoGwogUmgRdMPCAp3a5GO6pWFM7m8vO8Zc0DYDlUoAyFszC3/y6u9ebCoayLxzyoDAmzdZ54g5NQaipxAJw7B6zn3sJXUE/qw+A0ADoaj1lVOTn39Ln/i4/D+4iClKIBUbfoirpd8EYCu6xT2L0T1JUN0lAtcKj3U3VRZD0DbfBO2Dd1zeuOrjZGw0GPiNiv5WBk7zbawg4Dcx/KjsKhnIPHMV/5mpEYFANJL1PeWCJk5QVedDV58e+jm4dkcDWsyBZ4j61gtRKlTQyUWIpuopJNpoTZnPB5c7vMXiNjgmcSPt4R3uXYq13gjFQnDG8bhbNqNUZfqJZkVFOzdKnFsKDUQrZQokGqfOwnDCN4CqlY2iEQP94NicmHVOZ/p8YEp4BvwI5xJm82Eml2iyTNykaLrnJPJWRwCyJMd0joarE3K1B8ONVzEb/iqkdcZRh7WtByKAOs6TB+CtLtBElFsto0QLJqJII17LJNYSsXGpqqpKhBRmieDtZogNKLnyJoQWvSVAidFerbNzHIhhCUGQH/HNYnCZ+nXaGoz6Rq2TfqovP2GSO8jyaY8+egrhXBDqUF8EVBzEqZbCZlTVtsIXswFLRaBL51p0WyB3mQztisopDKhoo6T3SnZ++iyKDGDfUfYgL6mTtqDAtrKfu8uBBrjAvNDLUPk9ww/kvZGexxvJIjtTAa9DbZJewO/DEcXoqEUzYG/wbbGvlStBg2U7sJbNQUyy1Lfjnq5+bUJfv233ISC3NtiSVa3v4fdZYQE7Emjb+YmHkJL8Xa/JqmWNW+QkzIT0PedIEVSgB05ZMao6eJCUtupn2X28iAZJPkCee7BJt/p20vuWcJcVSLX5BfZ9IqzzRYAkMxcIqIBGZT7jrFZovBTVhQvj3L0Z/xLeGvRSL8raxBllmcEiWJ3oMLjoQ/kLDQKr1/605xR3iDHl6mNZKW3YgL9ia/P2GjibFYU6gJ+7Z3cHjQ5xtYOeCpkPMpDkcqmwIrV670BYZGhkPYd+vXqvnn2nO/IT9Kdqr1rQyqaP1erWj9Xq1orZww7I4h+WQaTUe9rHWh0hX5UVf3zvu/fuzA5w8VHF077n3xpmueONBc+a0pM9zeu3uo2SOZs6valB1DzT4t/o3VX/zMfftKqa33Xj7yxc/ef6CU33Hv0fRwiyu/7qoDV0Zyw832zOo9B/ZV7xv5jH+FcozWtLYp+vrClYU1iyIFomxuCn9TsQGqwFo4szsqMoFYE1p5atoZ2Cs3CvFZNfiDjDyLVlrUagKS3rP5XEMMg3mwOdOSxi6wHEX8a2DFzlKiIIcJUgoUk/Gcg8O8lMHdFCqvgtYlD5MfJ4u/SGf9WNvG27a1VqahyUle27a7eyRrItIdV23oMWg3rH7Z6BBYiUFyLfwqXIgYKrfOivnXw0Fn55Y9pqBVU/m/vuYSkuXrIS7fh7j4QYsiAJY1cgar0cAap7CB5wycxrNT0+iTCgUU9L52VnWcZ6ssnUdYYF4x5PsEK0AfX/k8dFbQTmag0X/ibQ2M00WNzBFA5Eic94ZDbsPbfz17i10GgxgIBp2yAd7bTihrD0E9i4EOxRIDHjfMnPjgrpgHPrnNAKZQVWu42FFVLX51SXFxPmVuTKdk4+jdz1599HPbHZYb63acx4/b1m5vHutJisdxrbsZnoO+Frt51wN7WooHP3MtfnndTM48fPMBd8doCd8953PhvT8M7eY34L13gi1KTgqKIWgqQ9ZO0JnLBnwW6OusbbviuwBvkTKBbFAQO625UNqnWzKdQsUZGCi/pDuLUsmqJ6tazVmL2ULMWcxwvcJZTzRmjzCaIf+ZMUaWNbf1BCU/Xvk1a4l0pjr7QwK2GqcdhUxT1kqncWyc1gfak4msjY7i2Agle1qamnIyr03ojDwBcwcZPzLzUYNJQMd64nFPQE9RglE3g+MEBkM8+EKW3n4bJwCMmCjGFAuomLwP2s08xCQIWhU7jEFETBAFzy4BE4FVClrsHK3fRS8MgZC1RKSipGpOzogUVi2KVL1BlTZ8Q3/VJUPdIfpf4ilbd1skZReImzBMYg2+1nhrh95ow+6qfLwucNgefFkwaoThhk6s3IB9QEQe2Fi933P/CuPox6ButIA1LwCBaAY+ECJyikz5nBlzjNLG4A900BRMh1dOZnb6hClsaMIy397PfAv+N1dwVAtq1ZJjtcRDzC8pzhZ75tcU3TjxGMVC38TLVrnCYF+RYFQhQFhnthnsGpqkGYLx+XG8clTWkqjeKOF36EwiSbzJ+sJ+XjRYXcaZ500w2wlDD8/LJpFx+TycMRPCyyYj9PsRrxHGsqqNDJ57gwTUYZAEPeCJBSs8ekF2uT3eQFt7wVlwwhBKD1CZkUvJfKHdTzL5KWxMkSKDTr0skBpLn2aocwobnbd0ofJyWo1UXpmux92aM9V/egzVop+91I+aXQ0JR9RyWXhujQxCqx6SNR+Da6E1Vn0MsOZWHbxnfPS2tJZs6+pMkBhTXSlLOVi8nxK1Wkbfu35HrjDaHbVylRnGEvUlN63ulpyBsfbo8raYU4Pf0fPQgx/Y293TO2QyGI1UoL5kVnnEks+l9d5lzV5XbvnK1SVba5OzZfONK+5ua4ko67ddMbv+f4A6AFBV4qMLcOZ9yZIfXuD8bQhfranJT0T64EkOsLQmg2q4zsHi4sV7dQERZZvTMK3J51RoUclJc2m/v2j1fzbIt8wG+PVycNWMErvqq/8OtZxbGOuKWnlrftWBezZE+jsy8jZc46mtQ1ZuhhDGVrTFHJpc64IOgI4QRGxoTWTZyRMQWdkVNWOv1mGdWd3WHlk2vn17Ymi45bIbVkDdHKycIBTqGBgDf7FgPUTvlj2n8WOgA8j4fYo80FlWBjqUAbN5QOkgQVxEBf5V/W4oU9FnOzxBfbncqtb8gyM18TqjOjkUtJyxFNRIdXbxqaAuzYkX+wnzVuuqIlhd6q87zHBEXVGZl0PV3GcHVisEW9wYoRAU9KMsbbB69N6038pqP6sVCVbUGITH/0Lu2HjTquY+niIJmhM0HA1Pa9G7uI8dFiWYfukM0kGDrnvTTavszXEvTVNUM+3wwxybZmh9pDsxZDDx3lAQOuHfrrtlLKGDQiLRTh88gRO4IVpK4r+Vrbw3GHIZdoy+b32C4kSa0qsxFeIBfT3kwW3gIXB2UhfmI1N4Qkmnr92757o9g91dK7tW7um6LpNNg7Qgfvgj9/D38OCe9J7916V7AOhJX7d/D+1cf/sU/qQiOtE78xkesKvbEZY39g/uhfBOdl9bvgK+VqTVI/GhdCR8z0d0tOl+tIQRGL4bPp0yDVJ989Yy5hYzSmcQB1R7M53WVxmZbrA7utllet3d6JXailRl8mIzYppvZ5AHqj6/a7ZiC8wS8QSugalMMGPn8DIpabSsoXfsiuZ2pE2cBWkTtFgZLdneqS6P/IoQOcYazPnTStzOah+UYG4oaA3CyYuVCGXX/VfYe7syMFLE/o41x6CJG+nWOP3jbTHVxFF9UC2ZpWxauGr7entXmkxoHZy8i2IvXZiuGFOFSaIpesZTt5IfgFZy2dj2K6qyxX6TuhF8A/wQM00+OHhiJdLpPeAEft+p67xNnuRp/D5QBh78xuce+vLk9/6GfIo/jW8HMngKf0DpeGzL6vV7rt17DbH/uhtzMHO6d6B88vbEQz5ZH3wMyl9b+faH5OBjjwXlh24vt0E55MF6wP/N9yZJ5gwUKkUzNfhk38rknrL+Mdq02g4FcOIT/ffCp2du7BscaEKS+czJB71V2ZxYPdI7hUVO5VZphs4iyWQaF9eQSJaguM3A/6tFNVU+q00ys4JZszMoRqjGCZYCao6ZNT2WugWaNUQLPN95BTLcKI++i5dTU4P98s1dsFzQ07LftOZGVLlN64i2rq4E+WsotawlhKQ2YeO0JzWiKrX8Qx+TOzcdX92xRuAJihO0HKsz2WVVaE9UTl2cSMty1+YbR+z5hAcauYUmU8KGDHL3zo/udPR0pZHIo6aQcBD5JOjxNTWPD5UtNuvxNyOPHxyrqUPd4/f2DiOPT36QYuGPDGV+pC7zM+L6Oy5L6UTOzLgDMKshaRLpBP6rpZRBH1XmKcN6qAxNVcsq0Y4AfEtNoZZdMXabeoUhOfqdFLIbqU9rLchQ1Qf6x/bKCepuqD8PgO9Mvr/zjq7T+P1gHNwBtWdX1UHeB4rQQd6o5O/qWTtClMc37Nx8VbAlE6N23dJRvPPqD4t3mcc37ypefZfZfNfVxV2bxxmobl3jniLZg1zoxIf7b0EKcVVfZ4d7A1KIO9+v31leiy71jLRAhZgIrmpcZG5QggXSX11rrso9etS/k7y/Swk3X7qAU3cTNCtIqhQZoBRZOO1jqASnOt6H5wSWhmfmCeyDlVOP6Ds33bS6dbVEUegjNJwU8akf8PCliCv6DPU6RVNtNamg6YsUucqG9483ySKl1VRFTlLP/8eFBe7ysdvG4RUYd8l1H08+BuVoIzgIBieTsnkUcvhZpT+auQq7ago7eWp7UadNQf6f2giK5Si8eMo8wg01umSV77qfohUfdVEEMjNnnitzvWtz1Ng3SNJhD/0l1NkVCqJ2r/srz3zyIr1h18YbVzkyYQdV4xjLaI0OvafJa2G1+H2sJdwRj7fYCIaxRIrxRN5BEC/6A28/Mdsf9vKFHV4NWJ6mZJF2+uFb4B9TuYnxC3oW67HVbyDuHwdPgd3PgxNYRBFuX3XdEHaz62GS3oXUbE3/csSLTF808wXsC6i58lPxjx+/CbiRNu5bORgvW9Hb6JEGNawp4Sw76vFSPbv+07zCggtLcXmBpi7o/fzFe2XtOzfeOIJYSsPPQdcZRjYhlvogS7G3ZiVFzUvur5w6j0ITp1jE9niLnWDQUSLebCfw31+Y5RfUMp6mdWL1l6uqGx/xBeeL1TsqOPajpWVG1dUDMCJf86zPDTrJ8A4kIiNQXW/Gbkbqes2A19OFIusrB8pt8HkiPGKbwkIT1CJjPV9lUapdqzQtEo934OuFpQYKh6GB+cSD+rb1N6zztERsJFJEDvEBKqLRGvXZuIfqkUDrCo6rXmQkKBqeFLSs80RDL1e1OTJfm011bcb+E7J+fAmNJjfcuTEJBY6ktCJauXMh/dQFO5rw39Y5zZsYtx9ygUCM7m6aY/TWsds3JJfUbX8AG1nEqfn6/SXwTXBQ4bp8RTe4jO75DNLYe/rfh7i2Hyr2aew0Uuynd3d2eD0bkWI/cfddu8ujs242/I4MfAdVvzhG4u9tsHghzlP/ADl/4zpPM+I8TdKcpOE4rcFutMa8KucfkbugO+xYK/CMZJBY2WTX+VLIJLx34eEFDcb4EmaAHL9zY+odpKYCdTepE1mz2NwSq2vuf7wnZkOVs0azsaScqXUS+gDM0e8CZUVz3CDdPnC0r7jec4QsRVCefWV/YRxZg+SO8hokc6URtZl2nveel0mXqhWid+5Q/1OT4tmcopZ/0wfsXtThzs3rcJ/z7+9lDoyr2bfaJf4X2CreGsyj9il+frO8BMMpktNJs83y70XuOxvUNzbbq3xjn4H24dtgp6I7bZC+NfBM34bitWOer9JbEOcmnuz/BIq/7+4bX1+4DhmGz34meVv5ELq0ZWQ1jL+fLa1agpcLo/A/jad/zryyJgPsM3ZP5cw8GSBf3jbnud8gpHpGGYcZ5YNqgA4zypMPv2NG+WBl8j0xGcMGuWvn/Tscvd1plkAC5FEFCE1bDHPWEGrPaBQgNG1B8TqhQYD+ixNJiSG4BpkTZDT2IdVlDsYPx8Au0Klw2/uCCreJjMnITKzrDyxDZsIyXO5AIX5shFgY4tdthLqc/d5ag0fIjlIk5+T/DBqv1tuCJhNqgSTf/14pc83uvgH193GwQRE+1dcT3FriHqH7EZoTD/TfiVT3SN8yJbANqe5HPmzZV74MXeofKaJaUmzVQnwX6e1F4vxn1FDqZ2RXdzTr5PD/3rpO184H5tV1kBlHKzl+k+G/Q8EaKjVVOaCaoE7dDVZP3nLL+BHE+C39ySZ2JWS8Ig6m8lzC9/5j14+XVyD+50e0U9jaCd/w4tJJtYm2KgJ6NEdYX3p/xznC94LfqkRRTWrZQ/zrUZwKx6w+u55lBVbScVwo2+bq3NQNk2+KGK88f0nrEdmoCyqNGqEzjM7iMnjSPiurwcpRyEV1OovDo9/SicRJ3hOEkVVlizYmRUMMx2hlQyYZ4jidyNhaRzsFl9cnYZMXu4LBQu7JmuoqCFXT9+9Au0xRkGXfMc/GTcw1UH9fAgcU7utfv24otZdY81XEokf774NPz93Ut3IQsvFKxEYB8vCvn3v2oZPXlXeomfnIclQAy69ampkqO8+cqXFzVqUvmal/Bt0+jxAw16D1ZSQEBImEwKbnWJ4VoRAEs+1ICDw4zLc2VKbOWxt7L6N1WzZWlyCJhdG6U+9L+SycKkEaNUq8RAm6JMNwaUE7C3N9WaoH7ZQh1h1fIHTqfCX2KvFStS/UBFBfKOBJSjdANTiDardftXFsQV9oYG6ucWJuKNY/O7J4vH6k9nkHoL/fqc76RsAxcOx54CYwRWs8dmB/z8Foz7GD28a2j6rzvkZ+rKdl9JqBsW0Hj20fjfawyY0BNM17ykZtHNiL1jyGhrqmMGIiObJA1F+HPkuudnGcOfNadSQYzRapS3Bo8n96rkGnlgo2lgRquWq4uTYEo4p0N9FW14fWub4epDMLmlHxCGOJokzfQTKMLVIdHcZTMOnvqM8TRzriiWYncc6y5e6nryruHM7SPMvZtGKoe0tv+3gpLuEMJzDm5WPbMn3bOx0cs19dzw5moGztpWje6DHHLltd0g1iNby5xUPIwYVDye3XPrI1IshGTohGMymdrDNlRoq8yx/Re7uz7nDvlnZPfwh317k18+/mjNkacWibt9yyEjs2x0T83IrKCVxRedgBji+Y1+7IGjOQfzpF5LOeTMbYle1o7UR8m6RaBxJT2MikYqsvWaNZbNTHloeMmje6fZG/tPQM92JTVGdLgbVWmUHCVDoGk+pWB1H5F7lt7OhItpdFpoEXtRzNCzrRGvNY2a+pcg0xX2rCmxq7Y2NKy9AaDeNCWotjuC5QbCI+PW/eG+GE/QbqVgTkFa0QjQCX0xXxO0HUP2CBRE1QjZKrO/OS2k2BmvrOZLLUecnBmi7qzqWLuE91/j5BHYY2oH9BZ4gOWgSFB7xJgCahj6q2bqi2wF7dOkMRFl9U+zkax8eRkYDuNawOiTNzQ+KzVmKunaV6P7SLeBVsQjuBNNyPZXkymSpYzH7fKv+mTfBvt/uFdYNyFI1/O5WBwXZoi3lgTgr+TauWFzT57oH8kHOodmu1kW6YNKBu4Fpb9hk5n6tPhE++i4+aR+ySs+EXGhevBbYmmAtTn8K1XqTldo7YR9KBZHT9SBcaG0cnEXJX0VSwqX5y6Vnyy65sL461uUhL/2V72/q2Fe0s65+bKLckLekFE+XwZNbSVDjvmLmnbTARLBdDkRVbWgP9odm5fBHyKA+uX8AjQ1SWXXonFHat6BHTIiER4hS2TdEpyUG9U466IrQFKsCsuEClRltVoAbleku22u9y3t9Y0OXyjuiaCZFEybnA6c122T/c1yaunu+vNHXsnNZS/1BI63GYaJr4SyaYyTc5GYZpHjvSXTm0GJd7E+UWN0lzFA2x2HruX/D/Qz4NVizcWUVxtTYl2hI9LLeMW9bGJRKZNkubBWR6ym3LOtkmlIbBKK61jEK2ScU3t3lHYTp3Vh2cPoua+KrDA2qjr05t9nU8e7GfUMPpQtFdbRR0NlxTgy9IE4Ogg8EXisD9ttkIHAZfznrwNb5fEhmdXb8vqjp/NbmNfku+6PhHtsptLeGFsTDYCnOY78Ec5nawdvLgwb1o+Vfhbuq/rnxtuejeigJgrmPLunZPcG95GQp41w3nUZEgOKIvL0xiZ5OYUmleFnP+9LWxFn1p0M1fz/1efT3XVm+keqxWLhIeQ/Xl46uLa0WOEY0SjFgd9frygUtHHDthROXqEXsOxa/0O3Zc1QrEnKmhQHypTLp87H3j9bYsHMk/+XMYDwyCraD9ebAR+u3VRTEDmfSclA71KcWyAbLoVGiYWlBgOFvNR3Q/nZ4XV1463osXdf5XDRkHR9xfOXRpaEK7EMWXxe3MejVQqwUMtS1g5ozpy5eKWdCPrV5YLldtB7WV/Bm4Hgwo3OWX+w5uggneGjVPT6zmUmTftXv3bCo3IxHvG37nPN2ipnW6M/Il5HPvTqqryflWNS8Tzqwjq3mZgWV5pg5tF4SWIFFedtu7EORbs9VXKKrNXkIidan8eLM+hvymuWpv2F5ob06BQwp34tMnPn0PtC2q1dE91f9E+fPlR8ofL2/bWiy471CNz5bbO7aTx+4p70YsOTZ8IRukTgjUMu9S1Q4V6rP676Ex+hO4Os9qsb3VJUyY/roNC9s/H6lm2qtFnpaMElqv0qlvebiy/88tDNDG6bo31XP0C9o4xnJJNu7dy898awiq9pDZDO3hcXA/2PTssfL+8r7yR2A2o4i3b9u1K3T1tmxGFMZUMRpN5yRycFu5HcnP4PA72Mk56VE1HNrLUql08SbzT5GKRbaVHiU01fgJ2daDf26e44pqiS11SzybPF+CJX73nF3KZuPgL/AXiBbKjeaXwIrn/AHAtDgCME39B8Um04BJtAQcTj9HeA6Hn7IeyXxFvJa4BvJzkFjZwE/UI5xP56tjoWo/5ZKb35m11eZ3fLbQgL9ExDMpLyFxsUJfON+XMGi9+f5NxeZ1HpZoSqV8xD8ZMp5A3q+jJKtsyaVCLP5zjVarWWWI+c3+4qqmyMYNa7qDkVhCo5G0T9l9yRVrglqHUfI090UgffdA+oK0CGKgE4wrEu9y55tbnPBHL8ensJ8qDsC3NMe9FJP+cugIDNDRxMQBzTXtX2GunUdnw/jFdG3rRbUJGssv7iStC5wGY2o5Y2NnJ04EVSoLzWMeFlfp/yQmWEMuZ8gIHTat48V4c5enpT8uf5cSLXpLLhliBUPS62/2yeTK2MbL1nSFovEmhAOhY3iagFkz8117p8UQcOhCnStbRbtZ42lZES7YPYnetaDG5920AMKgDYwpIpMGjkibE4SdbWnEbAdktjNMEr4D8HSaocQ4ZHduKXbP7tU2faY+JyGr4ydL871x6gGvTz1U+e6BfI9Dvrf0JWStDyGSHTK14oI17IRQMFjlN4asx5/3y06PtTkVYOqsjwbMwa7hWHTjhtVdQb8d00LyCQICUdkEBWD5mlAo7GtdEUB0fwLSTUL5ToIOtJIkypzB4Ad0a4o7jf0QSn0Ke1mxAlkW6ZPRr7a+2Iq3trqyj8SOiJ9yNQpAbZi/up3hdBr1VMrqIGO1tbJxQ8IL7UdIJjd9eEs7hrW0x/rbwpyWYDQ8ny4NBpdd0RvQBYvrDvZ1b+l0fT0YcCV9Fiab6ArL5E2JgRY3LXPxqKgV9bTL5xV4rchY86vaopsvW9sdsjd1Jkx2gzdpF012GAcQ2O/wh2g76AMHlNZCOlVMiWaLYLGkhGIqX9TpivkUCXwpi1MoRgsvsBj7eOmgOf2kWDgUPRXDYp93Hp2PAGqBUVcpwRZ9QvX4cwMejSkdpi6CQ3LpegyAL4wBGvpJ8fmldfwh6H041mX0B1lhG8/SgkHcuoGPdo21xdoZmuIknrMa9Ha9RI31cBwl6jXLBHh5tNUQdJoIiqB+xwYjLiEUz4gSH425KwO5VW1OnqFFLhR1MbzBY8a+IOn4cNRVyI+0OgiKISlUCwT349/G/gB1BNVzWxSL0R3xAN7jRs9o+8U/UMHDtgZ1mNur8WxtJH6p4mvVIJgZ7N8ovSvp9cbgXVKyuwkdkY9jgiXicgZNNL4PE6HgF0IE9RVbwMzz5oDNGjALgjkw42AEhoRhKoOb4AOh0ag9UP8M+Yup99sGuk61JY1NYAr3KEY+6WlqSzYZSVtOS+UOx75ka2Bk6fWz1dueK1Qucd+1al0tXpsrE2NvU3KdChJS4fPGjOTn+Wj3WHu0kyUJNJVP86JB5w6yB6FVizhdQSODL6aJza0tekSWEBgqlPARJBGK4EFEHQEf1Lz5HvzbhBPa7hwYVaJoO0mSiEUNxogRcSSmd+spQzRGpQ4b3Z4IKfkP2K6RGtij2uzqrgvp2bkVGcvn6vsXQPm0LL19QW1LrjogTrP5iYMsxdtibk/YxOH7C3OUfQpLtruCJgbbforWOSMuV8TEkTOSx/KZitFKqYOSrMRitsov6kwkdJKELHal9Qcw0CIIJH01erF/g/QaQFyRDQLgBR7wBoGkNAeoBsKqQtfIuvo9Y2vUW3OGTLVbg4YUx3/G8Ohv8+hva6ClZNDfuw//NvkBaBvHwXalWUmm2pOFQbPZb/GNV6uR8uTIkejkiiOAt/jaU0mzXxhXBguafOfh/DXOaxpvqeYg0dRXtR5Z3bgznV90l7Uiovb8p9RgoaGsaDHSDNmFi5YwxN1EYyWctJiNmXSYTWKiBVKMmKEQuNlqyKTQySoMBhrbR0SQr9FqkoXeYLg1aCK1yUJPMKVE9RhF4j+v8wXr4B2ize7M9ydenzsn2SSb1dncN3cOt2gkSbPaHPcZ9d6EFT1b4+0+U7JW77kXyq0N4tqO9jdImC0+s78dIuqDgGYgmD6LWWhP+OO8M3J4EYwqirUNDi4KPGI+UhAi/Aeq/1QlskQQZqs5X0UDQYRkYR8uGH3WKh7FFcHUspgeo8k5CcE6JSdrs7tb+qL/WD+HWxmBJmo0W+NFb41WHHwSxVeQVhn4QPYFSP0/AD2ww8BK4vV2xvSY9ojrc8wiT1po2NCg7hNqLrLmRYmgLlQcPdR/912Ry+6/6q67vhPLJjpDciyT6ITOcHl80/hIMXBkn/KhqwcPH0umM+W1wUQ607euygMo2/hx1e+3KtagVmfXOoA9yP9V7Ag6JE3uw6aFKlWaPotsYn52dxNSdWIL5bJekTVbzPhxtAYrsYLDZElGPcwsylDm8EjG4pZpXKuLJjMWo4+hKJy0+cMeI+/NL/O9Nl+YCFpghm0Jt45hKHjvX8ZfwHdQn1Ij1oheHwGFJPzz/gLNtMOflD9SONSeyifpwJOM3548JD1lbwS4WoiqFl3PpHNzrhmz6s7WqyrQJTO1iKW1HrDUdsxrLWFLF1F30KJBvDqOk2ab08ZrUCeApi8WUxIWikp1cyza5KVkxmblz3JEYMl/F6IR18saE2s2iybR53PQGlkXaAlJEeM/SzIfCbuuZXi0eQjPXKv2UYEX8ZegXTKCfrDr6XhsCvv2hL29bQo7NanRapqmsFcVvtWuaW3V2AkQPY39GLhBN/ZjRQa9h7OH4+1awhSAzOUW61VJDdyqQzPqVqjTOR3an1LdqROrk7/UbqcWg6nuANHh7G6n5AdIMnn7qNSd98ctrO1DlORKRyJpG4dlcIwyxUKeoJ7GLMQXSNEcrMa0btIUjwY0uGCLuF1oP8EZ3sq/7+1DRlHtbQtV/kHU8aR6/He8kZH0AkXA0KVykuOwfaq7gMJSeYDjAuNbd2SqJ9ia/8D+nbBD3JJg5QSLtjF1npJ9ejl8GvspvO7FfqLIZjOQWTFx2Kd3HNZfLR5txAiNMKM6fbo+OiTXWhs1RG3nRQzKRgMus9uY2inalCuN5D4mljoCMT3OfWQ3RvDWqMsbhCa44EyG3RIm2OK+bIT8T8YitR296bblP9DpKF4WvoL9kTbBjJsnCFYSKk9FRzdsTCJnVd279SD+ffxjlAYkwNoXAIffCxzAgx9RPJTDbeb1US8ZYCkpAH+AGbCeJ6KH3NyThqvnkbZgGwG09wgi72e66fpGAhhD1CLVub1Jsdn4FG3HgX8M5hE4rdX+/ju8QAlGTeWQpMVJEqdk+Q9f4QSKN2ixo1qJ/ANtspgZnUtb+Z1Gw0Zibo2O1htlWnYZMJ1Gz4bDLqFqOwEZxpPUk9DfG4HvBcDj/w+eprBPT2qNO+dtgvA62v5lbqa2Kp0UJjOWcHs0mrOTDG2FR5G8naz8gUr4M25Jcmf8tedfVP/WJ879G/5Fai8wgTToUIwmGIEJjoA5SibcapeEjoJJ/+On3MO6hnHgmR/UBikhegt8Ua1rYOmtNn+Ma50JjzdmZvFHcdnfGonmXSzxc1YySoaOVDDt4GmNUWMuxiNpB4c9WV8wJT4C30CjYtwf79VnsgnJYBDMHqMunUtqzLJk8aq03HbuDXw9eVClpR3tJzc8yfMB02n8fwIBmPG3JgKImM+ecl+p2z1/N4yZH6huR1/QTV80IV8gJEfc44lAQm7ANb6WcATtFfkCDS2XsRj3N9l4RtCLxkLU1+Tgsb1ctZDD4T/lEEmijnt7mzYeD/NGvWhyytqmRFQ0wEMPouPXxE7iAep6Nd/oXCYAI/ZLaMs8eA6+BtivAA8MeF7hhAhlC/br+ufz5bUzWPpH06+p+6QuoAUmGo0vCScuWgN2h89AYb24xpXyLkuSFRlGUkF4Uk/jvZgWRvQ9SYq4t14twr6JKkgmU2XZwjNAB3aDjeQmchVggBZYgAfebRpmICVor0dgLLkN7AGHwPXgVvAj5eDqvftH97cfO955PHr42qZrvdt3Bney5SFxCCjLyeW6TLOxef/xa3cOLW9uXj6089rj+xnnhs1W5+DVR1cd7bnxlr5bclcdbD1o37jVvVW/dr15PV7sprv5eEqTOnrLwa3ru1Op7vVbD95ylAnvvsIfBumz6bPy3FBkXnc2d/4HDP2G/lJ+A1mMgL+lOZ+L1J4NtWdL7bl+nVnweuHzwuuMufF1aMHn1/8e8UqmuTnzIHp4M5/NZ4PoqNKWg/+eymezeXwtepyxoxP4HbPvnflypjmXC2LZ5uYs9h10sbIZPb6J3v0gOiIegg8Z+Kryaj6f/Uf4AvsYPFiPPu0m+IB9PZdumSnDo5OZTDPurb2pwsCDX6Nf+0lzpjkFD6BsW8+9QTxGvApzty6gTOa7WOtp/AH4qg2/byIks1N48FmQn7JYRNcUhj2XHCy+IQ4TQ6BUq7Qgk5c+AwVcHV2d21IDq6WpMDBpnd35V/XH1eyHCvhpBm1Q1NpG+MhMpy9ionBN9wc39x9e6We5NR9+8fpxgaO8XZnS3rVFrQXGJ7zR5yx+esOuj6yx6Co/237jMZ5tK7VeUfCYdCSrEfqLvcGBA+W11wz4W+OluNHpd7amzX6HRbQH81vvWvv3/b2FUmsz8lNS5aS6p0YBLJ9wyM4p/MFTQagwMjx4LhYKptMgKKBu8Hy/I4wmPuVU2TMCSc6jfbLV/RTRWjcqilcdL9qBHZuNQedVUrD5m0WpQRpW6xBQcJKiKUrDSpnQ7GoHK9vkx39MDRQcSY+O+MlhUWJ0dsNBg/fZR+35hJcWqGaLz2bVaA2G2uKDtq01+sfv2TUEBx1am2zVtrVEd3zxS2hdoJarjp1765JpHfqvovX+Oq0fvUhaZ1JVWvGXF9F67hx4Cv9b8p+pf9LTHFd/TWxVX2vV1/8D/yviVerX8HV1HyAoB+q+HpvBETDwPNiCf+EUWMcxV0xhY6c2DJb7zKjHVelHi8qniuX4iAqQsywN7ZvCRp9mhkF11wO1uF7PluoJyWyRmb44sKqJimV2j/HaZgP4ws0G6OutuZH992z4/Nbarj6/4kXNQE9KSdhZ7YkqrieXkCFdaddHtowd1dEEVexXO3v6Kam+IcDYvi5LdTuAps1ruiRnYLTQuAHQner+P+Rd0nkFD3UdmySGMZgWjO8rO46tnbdDUHjZ+m07qviz34D4vx98HIw9DwSI9i19h9FuMzeWrxrZNrIJreavKfcMJbozJ1D3ZefwhxBvMoPevpWIN9b+3fAtT8tlUOOBygWVJyX1SyRmNxgPz2/0XRJo08WzzXceaV+030k3DPspmBjUhR919V6QGZfE48rkYn7L/lM1PSJvXoKvVIxz+31STbmWnZdzhYsSgYXCsP5Lf6lq5kxkEeNBzQar+zZcDkLPCJv6ettXobVJPiWvL/d3jkTN/aB0tpQv5aEdypXOLsnJGuKmBVcujV9L8sc/8Ul7c8JDCwTNUZTESumYN+W3sNrHFhnp84O/AOfL//IpihMY0cK6AgFJY9Cjs6suFsq6zVJnn0tgHdiiiImWuM9vMLTE/fHBKfzcc4rH4jWDuIRMeqHfh5q1TjVnRrARtBTMrTAYmsuhEScy8KW87vXpLbqamX8ldzaHiszoe3zQpmeFeYjPjbNWW97C50d0QWNzmoT4UlqW1hodBm+T14Rmk4ek6lR6OUPeXzm1lMt7+lFzKgY5gB1gLZFCYm6GGc2lUkXO5fdrtHqKogyRUmJoRXWY3GjEX17sDp8iWYHmPxjOoTXVXHiuDwZhuVbFcrmin4fkYgyfnY/bPMjeE8D+VIjeDRqz/g/NZu8BN4HrFXHdlrUD8qC8Ze3g2quhLCn6vZ3NXfm13ZlSqZzR92eux1CkcOryvoHuUaSsms3XH8hk5M3l4Z6RwlAcXnsaqS00vkhvda+f1SHdnd4CscoVUN9reikpawwollDr86J5CYLY3RiGWDik6bMgNrLAY+LOw4IldX42cCE+t5TExuZHM8vqbLBdDOcW8nBDLei5YaFE1+wq/XGVp1cotnkcbWBlIx/5d+Shyr9G9v1XMe+/jF1/Ds7Ms9MrYZ7dNpnZhG06jZ0Ea4ANi06Uyz0oesn2B5B5TpZdI8YpLPQ0dSeoR5PT0DTXem0a2rFazw9afYVsFvMl950orUFtM0ZJ3XIi0yM/tJR50fsnHrVnIw6KZ0SDqG4s4U5WN5YYksaXkHB1Xwkzy5uFfHMUorZ8HP/tQny2fnECTfXzVi7fHFO3juhqGlmBjSwSZIRfdd+I68AHwdDzQIJ4Heovoo08rirvROit7VuODPOqcvdIfgQK7sgzzpHMndidCOabQBqGhQYUFkIg6+HggpBwkWjOLqSaFwB9IciX1oFG80MdXdrIPzM3UsFojBpJtmW75YcvKL6zEcYS0csl+85jswMbQnNLjOoZx//fhaMRe2ME+U5etm6TDlJoV7s2hTeQWwhpx8B4XxBxcVV/N9KBcrl9pBk1lsfLaJYflObyKnW44zxj+5eSX6GZXqxx54WDNl/l22cFRp26TzskCu284K19kd6vLy23IiicKvTXv4lQsATQVyao30SY9KDZeEuoYTZeqPX1k3dfTFpF0FQ1Old3UNDx6JsDqtiyz0Bs7wVDCNv3E9KHBm6pYnu0v4T05VD5SvRqvG8A6cu6cu/IUljXFeRPA/wSNWVBLja7E8J5eSLw58uFJi5JWYbnpWJ0ccWls+5O4dLSIftSeRfF6I0LOVvTG3WfghWgR9HToINZEc6EnHqXPuMKKX3qBq+t/c4I4qU+7R1Ry3JpNTwtYel83U2/ksudzdVqc5dej6gV3T9Btg8MZshfi5ekEAxRm3tBY1dG+I/8gPYiRJ3mq5NiOn42V6TfgDgcADsUOw12MQeiG2Ibcp2xbOSysMvgNlzmDu/tQ/H6xLZ+tDPfKaUv6sqrza4bDB3lJl8Vm9mQphEgeFTILQbqXaeU7yToc9aH+lkNTkqk33Vif566wjxDVIX9bpp9D+R01gTV8nc0778d5CfSYAhNinf3j2/ZEqazSB5XF8rxEciRtU+7q2UyBHxed1btmaivaxNLdeKF1VnXd8LXjOCl6+jSi+b3OYggmh0KxdX+X0N1eD/T7jx2nKPHK88vlUc982jLqCRKPIo1m0KKopWw/vmDGepgkba1JTLX0+udbende72pz4FNLlGElSXBZu/ya/X61eP9i2aNIH7q3P09YGW18nV33w3IPt9RvmZk78hK1Jq9eRhFOJPNRRTwRCeSZXU/HHP/ofk1r+nS2enz1ruw2Yl3erFQuhcI94XZccm1FO/ko+YM2pGZriIch6h6jcxijC+edZdUc1EjEx7SLlmWQWZobclSqG8eO0wXzdnz1GWweu0ZJMCYEtCxgYA1EWQYGiT8smzTW1kdoPXWACMH/baERESdU8ToBNSo08RYbd0TQONUyqsruHmUZr2CvsoHpV1d6fxst3ZtG8Ewcse1Hubal8U4qt+0aGbIjUSkvSVAXFn5EaW1BGy5CL76SiLW2uonPsSkvLvdUbuWXP57Z0fu1qiDwf9FK8taXJz5HepQ0Gpx7cy/q2cm/QHBHLRW1mJPZZMBv1ovqNXTQRTkYXbJZbS6tE4IhfgpXJ4EwBybwvWK2Zu26MwB7dfMOvRdTxZ7JkOlX7B/gxgFBkDNp1ZdP1K/X2S6SvMr6oLSvC+qqkYcaSyF1SzvHL2oE8CMvniEaEVfLcLAiJ0w4JQxGnQH9QwWFKLJYDsRL7YHiXvoiPWVwq6ynxevGGo3hyj8blrnS9uygY62lfhvWIEhCVZknypmK2+opH/LZbe0blCGd9nD2++zmXDS6TcwE/Gq3tbWEIALFBWjGVhcWk7HAp2Z5bQWF0vYRcRYw08aGDs9x9dXci/lasyc7Z+rflNH6+yrG7xnHhu+rmyTNxDpluYosVHfvHzFTt1lRKq1OUyQ2Gc+GVt38yj2NY0sayrFy/rWj2AvomMA/j+pGqXVAAAAeJxjYGRgYGCzenix8NHfeH6brwzyHAwgcK/HLQdG/7f4V8yxn02KgYmBA4iBAACn9A3dAHicY2BkYGCT+jeZgYHjx3+L/1Yc+xlSGIQZkABvNQCaXwbpAHic7dc9aBRBFAfw/87MzgVkJYVFwErUwyLBwkASDMFCUQ60EA6sDgQR0ly6RNTCiEUQztMioB5aphD8iIHYWEQEQYtEK3srMUHBgAkSHGcv7n255+5GvFX8/2C42Tdv3nt3xcGKFRyGJe4BzhKgJtGvhjAiP+Kgs46sfIu9agBZu4bdL7gon2OH7DOrfo7aDvpBf0N/2jME3CGMd6qXOmrmYuY9ru0Hsb9t3g0caHyW5Xi/qzyFvqgc0f3rHHveU9uPmtnqPO7mHbERPoc+hl41h96wM/USJ6Nmakftiv4+PnkBE033ZnAmSR89gZuhdV/h0k+xsvmUpHYj+3+xJ0HuSNL6Ysrk9KzJda2bnFo0g7VaYyYX576ej5cX1NNPbL/jtt+07dfSw6/levVYJh+vdlLOGrLVmQawW2wzR/wVdt5KF8Pjv0O82VpN8QKFxme3GwX1sDnWjnsIhcxVu/bFy+8ksYI74gNKtf1TVJzXkMG5cx7XnStmWSyg5IyjpE6jLD7jmljG3VrOBsrVz694EMTUTixUa86gJIZR7NgXSpHzLu0JiIg2iQoqbc9GMdnJWf4V8jLepz0DERFtnXqGs3IVPWIKnl35tOdppG7jfmtMevWYPIelzk5ERERERER/mn4Er2sNnlqEF8TUWH3fTpCj56Nz/ZzGfH3C9py2sWLzXf/M9eqxTD66NtHfJOy92he8W/O9moiIiIiIiIgoXc6ttCcgIiIiov/Hd2uZeK0AAHic7dW9SwJxHIDxy5cyNSuzELFSy7r0Zy+n5UtvN0VEU1M0NUZESISTRDQ0NDQ43BQOTg0iDo2NTRIS0XhIY0jc4NDg1L2Vh3eaxEVS3+fzRzwYhiER3ZHU+DRpbURb0EV0b/pjfbUz07XRFvJqMODfkpLrRrwbKaNZlFRA1zPZ6rh4RyzGxJgJiduemATVjMWjIC4qKuvdlsh/6MObopX0nzRiJQcOBy1DBI+RsxsUlOwlh9XBOHFnUTD8OJLjjL60zsXm1rgpd1ngIWrGdC27aGw8JPAavddyEweTKfxMNZWpBKvii/sNvF3/A1pHpwEUyAQYzvQm654zs8d6miV/QQIAFdBSc2QbuQLgbyNyQTyYDtlU4vwk7BIBAAD4N17nywvnnDCSyYazEapedCdajVZjz4uXS8llTFRY2eesboEfcldDrrEoAAAAAAAAAAAAAADA194BjEDsWgABAAAStgDUABAANAADAAIAEAAvAGAAAA0WARUAAgABeJy1WdtuG8cZHltyHTu20VOKoE2TQYHGUkpQjgMkgV0UoChKZEKRwpKyot4Ew90hOfZyd7EHMcyT9LI3vcgT9AV60evmAfoKBfoC/f5/ZskldYAatJa5/Gf2n/98mBkKId6/E4k7gv/deXD35w6+I+5v1R18V7y91XPwlnh/608O3hY/2/qng++JR9uPHfwj8ZPtPzj4vni5/XcHvyXeuffMwQ/Ej+9NHfzwzslbv3Lw2+J3D/7m4EfinYfvOfjx/Ufvdh38RPz2g79AkjvbDyDcT1kqgu+IJ1vvO/iu+MXWpw7eEr/f+qODt8WHW3918D3x7ta/Hfwj8ZvtXzr4vrjYPnHwW+Kje9sOfiDkvUMHP7z753sLB78tXj0IHfxIfPTgXw5+/OTdh88d/ER88cG5+E5I8Vw8Ex+LzwEdCyN8kYpYZPiMRY65JqBUJPxUmDGAIlHHm4YI8SeFh7mJmOJdxiONbw3sCzwDYD4WD0Ub8AhzWsyB0wc9DSpDsWBIii5oL0C5YJ4hoAnLIvGJgbPA2pKLXEr9THwC6MPl6DNRYwkUKCTAleCrwIdo+OKNw/0Coylm6W0BCbOlRkPMG9YivFaeMVtCin2MR3hDs4rtsK6jpRM7TSVzKfDWZ31L+86xNuWZAlgB201ifspzx6IDmcg6htdFbNmXvF4zhhYz8CQ7B/yUTqISV/J8xl41kKX030oPep9DCoOVGawgvpPPn338uTw2fhpn8TiXzThN4lTlJo7qshGG0jOTaZ5JT2c6vdBB/fHDth6lei77iY6Gi0TLrlrERS7DeGJ86cfJIqUlkkg/+0R+SF+f1aSnwmQq2yryY/8NZr+Ip5FsF0FGjIZTk8mwSmccp3LfjELjq1A6jsCJwVRmcZH6WpK8c5VqWUSBTmU+1fK4M5Rd4+so0y9lprXUs5EOAh3I0M7KQGd+ahLSj3kEOlcmzGCKJnvWsFcNhio0oxTAPmwXsrU7bDtrc7Efh4Hs5MDC4HIuveBsqlKU11FaGv+FdEzlGvFbkrly7SsOsmwZCJ/C6c+RSOKVTjOywaf1559ssigZXEWeqF8nmM0CxTFN9SPgiKWYf8PZMV6L9svVZ8LjApFbYlMuzzCmvDYc2/WVoggHJfNUBXqm0jcyHtsQWIbyJI2LhKb9eJaoyGjy8u2rnrgyKQTyswCFHWBmYtfllBRHTDPGatEt/B2V7SK05FEax/lNhpphiS0EtmwoTmXpiqphI4wxO+OUXWA0B5RzucsgyAhwyAJY01FZMXhOXEGyVHN2hOUZceT4rGzkoqPuYol4aTZBwYUqY7ralTxTCYeMi2/G7rWNgQpj4uZLLjPQCdmgiZMywsyMuVqaGReklQTEMWFdrDtKZ1jZQy7OVHCnrkGQVDZAfJbfsMb5sn1Ym1kutlxGTi8bYCPGXElc1Yis9g2vs1q/wbh+Ka2fMrUZU1iwHQrXDqv2LsM+cg0j5fDJnZezZSvQ7GvpksBqY2WcOBzK5W8d9RxaWA9dLL2kOEYo6WZrepXB7kMSxfx9x38zpWYxyimqrIoy1NDUjOVYzUy4kHOTT2VWjPJQS+RWFJhogpIM1FzPsDIKkGpphMpSRwGSY63yItWZTDVquOGikdVkNlNoK75KANOSWRHmJgHJqJjpFJiZzplAJpM0Rt5R2oF6GMZzOUVrkQbp7OfSRDKnTgPJsAQVPgIvpPvITJiwZZTrb3IsNm90vSyvTzM5U9FC+gU6mpWbKkeEFpMq6JKajPqJVjOJAgI2oDjBTGa+BXoeQ6ELUklJtJ+Z5UVlwp+qFILpFBal4Ms5IV6IPfwFvCuhQJ9dqkB1V+f2AC848CfsINrVLDCrEAJ2dyKmeZ5kL/b2gtjP6rOyQNVR4fbyRRJPUpVMF3tqhEa6ksFKEHLdorAbc0rZtLOcmS7IhoWvsnEcwQEgeXW1zDg4E04Buwsp6VFynLOkNiEWHMh2Z5Ivd1sldhm+visxFIw1rqeEl7hdWbWcJJwskQtjS0W7sXKlQ3PgG9bcSjdiOcoE3Nwx5W6FLQnppZnxUofarXqYLV4B2zp3RdLujy3f2pLPpgY22edsJ59L21U2mztNDe90Q97T2p33ZdvTGlsAd4C/u7aDvJq6leGH2ra6P7VNSLo2krPn/LVyvqnBqnhvyvWyEgOkidXFNrWya6fLBhlwi4i4VahrNbWxp9aiyhbY2D2tVhYuOI/s+SDgcmvc3t7SIcyQS/b1MWpPUZHzzIp6mSGm0vym3F6Ms7M9VdFn6Cw95h2abYalpdcju8beUQwHy63A5lljMxt2NmqG5rPSnJuf4QggzyrMkZUmwCjf7TmaX2+cX3ZdBq8qxqpxldL8NyfEW57I5HsbNLolDfnrZUS/xpz1VRk5tpGG7iS3ivCbTpllZF5/0iy9d7LMoKyyJbd+t9GgHT9b/yPn/xrrnbpTYLkztm184nxdxrONr8Rt7CyHmLeJinUto0WJ1Wl7s679H/yxtJJi3cl2xtX8wOWs77aGEctaPbsa3jxmHJ9Oxuv9C3iwft6Gx3crNgoqG9pqTtyanlhtwkvsq6tcbaPKlbbfXB3yJtZs6F3KtboLWWXOqiOVPqyJ8jBBh4ZyrCsRkvBxIeR4m1Y6rZV6xLJo17GKpS+r9cT6cM95PONMCZcylLm9Hku3t2q101stqx1nPaZXlpizHWc/0I9lVyj4MGQtoysSBPwkniu7vAaGX+kh+Q012XaAgDUoO9+LS9Xc7u8uGL7qBiziflF2nOqRouwZV9WV9VUZ1wvrr5HT/er+q67xarq0QMaRGjF1m0mXD2s/NAqqva4tWozRF4cYnaF7ejzTwZxENfXw5hVGB5g9wMxTYAzc+6fssTPuSW3gnXK/szQ8PHsYn3OtOxSSxzT6Evg90KK1LfEV82iB2oAxPaZ9jNkuvlsOj1Y0MXOKMcFHXA0tvx5W2Tu9juuPVtIh5uVSw3WpOsyxlOwYIw/02+5tA7Q7TI/kJ/6HDPeWch46SRtsI6JMNJuQqMsjmj3F9wnwBsy/wTpbaXuswyHeW11aLAFxrjtdLR7Z55V7Qz4i+br4W2nVYBu0WZqV/Zr4PoHkRP8Ib4fcKfpYecCaDth6LWcz0rbLo5VW1lNN1oasSjY4AHyMz9HSdh4/rSxehdq67c74/QrL6tdwzyZbrs8j640mj4bsK3pbc770WI9NrmcciS3GarDGg2WEHHL0WunL6LQ8+hVJLD/ybVWWMqrlDTliqZTvT52nL9uFrN5gm5BcgyXn6yjb/KzcjWVFkoRGB5KOjXV5Hhc4XC9kkWkcqk3G03Rm9lOtcl2TgcmSUC3s2T9JDd76QNH4Vjjx63Rm8hzkRgs+lJf3tjhVz3C6T0tgTBxqly/9kjQOCj+v0c3FBdbWaE3JAEf5+dT404pkczA1kR8WgQ5W0sdRuJA7ZtfeH1fQQeEmae11s4kmMtVZnhrf3l2UDPjKoqT1ki2wY8Al1zO6X0zpkiWI51EYq2DdesqaSqekTgxWeBZ5UuQy0KQm4Ux1mKxbtC4b0cKhk0MMX6lMzcjkfJP/+OEQQo9julohoZ2xa3KkMkgbR8tL9dINO+6iQEf1uXljEh0YVY/TyR6N9oD5tbt+34WDOTD4woTIXP17wVX3/P9wGF3C+J4M/TqGVmQcfaHDOLEGX/9FgYy59psCqXdCDsr4ohu6wwwa6yapgnWCmhynWvP98FSlE2hNdoa94FUQkPEoVyYisyj+VaOMtdvrQSKpLIt9oyhGgtgvZvCKsj8+mBC22SGKa/rKgftZ4/tdlijgyzPriSvx+FqOpishV3MhR9KXr0ODWLW8iVZqf9cBB04k0rBGV39mTN+aDZIUUCibctKC9KigBM5o0sUJNNyD4pmmG704MfYC7lpRbdKDpU0cZ2kWYj6NZzfoSKlQpBGE0UwgiGUWsyyvtZ+XIbaKZCRAYDj5XpRhrkbxha78PhXFOSWOvf0zLpltrLhX2ZQuEEd6LX9VRdWUBMhyhJOBk5ZXlTeZwGZduyUH/cPhWcNryc5Annj9V52D1oF82hhg/LQmzzrDdv90KIHhNXrDc9k/lI3eufyy0zuoydZXJ15rMJB9T3aOT7qdFuY6vWb39KDTO5L7WNfrD2W3g3wE0WFfEkNHqtMaELHjltdsY9jY73Q7w/OaPOwMe0TzEEQb8qThDTvN027Dkyen3kl/0AL7A5DtdXqHHri0jlu9YR1cMSdbrzCQg3aj22VWjVNI77F8zf7Judc5ag9lu989aGFyvwXJGvvdlmUFpZrdRue4Jg8ax42jFq/qg4rHaE66s3aLp8Cvgf/NYaffIzWa/d7Qw7AGLb3hculZZ9CqyYbXGZBBDr0+yJM5saLPRLCu17JUyNRyzSNAofHpoLWS5aDV6ILWgBZXkeHP/+Vl7+0ueMV/AP/gV3l4nGzaVbRW9RfucVZ3CwqKIiqKIvDOudJGAVEJAVFBQlRERcLuBkxAsKWxsBu7u7u7u7vPuTj/dz4XZ18w5tXvGftif8ZijG8HtUOH/37p0OFfv8PsDv+fn3TV//1H6aB20DoUHfp3GNRhcIehHYZ3GNFhTIexHcYpqqIpumIopmIptuIoruIpvhIooRIpsZIoqZIpqykdlU7K6soaSmeli7KmspbSVVlbWUfppqyrdFfWU9ZXNlB6KBsqGyk9lY2VTZReyqZKb6WP0ldpKaSwkiuFUiqVUiuNspmyubKFsqWylbK1so3ST9lW2U7prwxQBirbK4OUHZQdlZ2UwcoQZagyTNlZGa6MUEYquyijlF2V3ZTdldHKGGUPZawyThmvTFD2VCYqeyl7K/sok5R9lcnKfsr+ygHKFOVAZaoyTZmuzFAOUg5WDlEOVQ5TDleOUI5UjlKOVo5RjlWOU45XTlBOVE5STlZOUWYqs5TZyqnKacrpyhnKmcpZyhxlrjJPOVuZryxQzlHOVc5TzlcuUC5ULlIuVhYqi5TFyhJlqbJMWa6sUC5RLlUuUy5XrlBWKlcqVylXK9co1yrXKdcrNyg3KjcpNyu3KLcqq5TblNuVO5Q7lbuUu5V7lHuV+5T7lQeUB5WHlIeVR5RHlceUx5UnlCeVp5SnlWeUZ5XnlOeVF5QXlZeUl5VXlFeV15TXlTeUN5W3lLeVd5R3lfeU95UPlA+Vj5SPlU+UT5XPlM+VL5Qvla+Ur5VvlG+V75TvlR+UH5WflJ+VX5Rfld+U35U/lD+Vv5S/lX+Uf5X/1A6qoqqqpuqqoZqqpdqqo7qqp/pqoIZqpMZqoqZqpq6mdlQ7qaura6id1S7qmupaald1bXUdtZu6rtpdXU9dX91A7aFuqG6k9lQ3VjdRe6mbqr3VPmpftaWSymquFmqpVmqtNupm6ubqFuqW6lbq1uo2aj91W3U7tb86QB2obq8OUndQd1R3UgerQ9Sh6jB1Z3W4OkIdqe6ijlJ3VXdTd1dHq2PUPdSx6jh1vDpB3VOdqO6l7q3uo05S91Unq/up+6sHqFPUA9Wp6jR1ujpDPUg9WD1EPVQ9TD1cPUI9Uj1KPVo9Rj1WPU49Xj1BPVE9ST1ZPUWdqc5SZ6unqqepp6tnqGeqZ6lz1LnqPPVsdb66QD1HPVc9Tz1fvUC9UL1IvVhdqC5SF6tL1KXqMnW5ukK9RL1UvUy9XL1CXaleqV6lXq1eo16rXqder96g3qjepN6s3qLeqq5Sb1NvV+9Q71TvUu9W71HvVe9T71cfUB9UH1IfVh9RH1UfUx9Xn1CfVJ9Sn1afUZ9Vn1OfV19QX1RfUl9WX1FfVV9TX1ffUN9U31LfVt9R31XfU99XP1A/VD9SP1Y/UT9VP1M/V79Qv1S/Ur9Wv1G/Vb9Tv1d/UH9Uf1J/Vn9Rf1V/U39X/1D/VP9S/1b/Uf9V/9M6aIqmapqma4ZmapZma47map7ma4EWapEWa4mWapm2mtZR66Strq2hdda6aGtqa2ldtbW1dbRu2rpad209bX1tA62HtqG2kdZT21jbROulbar11vpofbWWRhpruVZopVZptdZom2mba1toW2pbaVtr22j9tG217bT+2gBtoLa9NkjbQdtR20kbrA3RhmrDtJ214doIbaS2izZK21XbTdtdG62N0fbQxmrjtPHaBG1PbaK2l7a3to82SdtXm6ztp+2vHaBN0Q7UpmrTtOnaDO0g7WDtEO1Q7TDtcO0I7UjtKO1o7RjtWO047XjtBO1E7STtZO0UbaY2S5utnaqdpp2unaGdqZ2lzdHmavO0s7X52gLtHO1c7TztfO0C7ULtIu1ibaG2SFusLdGWasu05doK7RLtUu0y7XLtCm2ldqV2lXa1do12rXaddr12g3ajdpN2s3aLdqu2SrtNu127Q7tTu0u7W7tHu1e7T7tfe0B7UHtIe1h7RHtUe0x7XHtCe1J7Sntae0Z7VntOe157QXtRe0l7WXtFe1V7TXtde0N7U3tLe1t7R3tXe097X/tA+1D7SPtY+0T7VPtM+1z7QvtS+0r7WvtG+1b7Tvte+0H7UftJ+1n7RftV+037XftD+1P7S/tb+0f7V/tP76Aruqpruq4buqlbuq07uqt7uq8HeqhHeqwneqpn+mp6R72Tvrq+ht5Z76Kvqa+ld9XX1tfRu+nr6t319fT19Q30HvqG+kZ6T31jfRO9l76p3lvvo/fVWzrprOd6oZd6pdd6o2+mb65voW+pb6VvrW+j99O31bfT++sD9IH69vogfQd9R30nfbA+RB+qD9N31ofrI/SR+i76KH1XfTd9d320PkbfQx+rj9PH6xP0PfWJ+l763vo++iR9X32yvp++v36APkU/UJ+qT9On6zP0g/SD9UP0Q/XD9MP1I/Qj9aP0o/Vj9GP14/Tj9RP0E/WT9JP1U/SZ+ix9tn6qfpp+un6GfqZ+lj5Hn6vP08/W5+sL9HP0c/Xz9PP1C/QL9Yv0i/WF+iJ9sb5EX6ov05frK/RL9Ev1y/TL9Sv0lfqV+lX61fo1+rX6dfr1+g36jfpN+s36Lfqt+ir9Nv12/Q79Tv0u/W79Hv1e/T79fv0B/UH9If1h/RH9Uf0x/XH9Cf1J/Sn9af0Z/Vn9Of15/QX9Rf0l/WX9Ff1V/TX9df0N/U39Lf1t/R39Xf09/X39A/1D/SP9Y/0T/VP9M/1z/Qv9S/0r/Wv9G/1b/Tv9e/0H/Uf9J/1n/Rf9V/03/Xf9D/1P/S/9b/0f/V/9P6ODoRiqoRm6YRimYRm24Riu4Rm+ERihERmxkRipkRmrGR2NTsbqxhpGZ6OLsaaxltHVWNtYx+hmrGt0N9Yz1jc2MHoYGxobGT2NjY1NjF7GpkZvo4/R12gZZLCRG4VRGpVRG42xmbG5sYWxpbGVsbWxjdHP2NbYzuhvDDAGGtsbg4wdjB2NnYzBxhBjqDHM2NkYbowwRhq7GKOMXY3djN2N0cYYYw9jrDHOGG9MMPY0Jhp7GXsb+xiTjH2NycZ+xv7GAcYU40BjqjHNmG7MMA4yDjYOMQ41DjMON44wjjSOMo42jjGONY4zjjdOME40TjJONk4xZhqzjNnGqcZpxunGGcaZxlnGHGOuMc8425hvLDDOMc41zjPONy4wLjQuMi42FhqLjMXGEmOpscxYbqwwLjEuNS4zLjeuMFYaVxpXGVcb1xjXGtcZ1xs3GDcaNxk3G7cYtxqrjNuM2407jDuNu4y7jXuMe437jPuNB4wHjYeMh41HjEeNx4zHjSeMJ42njKeNZ4xnjeeM540XjBeNl4yXjVeMV43XjNeNN4w3jbeMt413jHeN94z3jQ+MD42PjI+NT4xPjc+Mz40vjC+Nr4yvjW+Mb43vjO+NH4wfjZ+Mn41fjF+N34zfjT+MP42/jL+Nf4x/jf/MDqZiqqZm6qZhmqZl2qZjuqZn+mZghmZkxmZipmZmrmZ2NDuZq5trmJ3NLuaa5lpmV3Ntcx2zm7mu2d1cz1zf3MDsYW5obmT2NDc2NzF7mZuavc0+Zl+zZZLJZm4WZmlWZm025mbm5uYW5pbmVubW5jZmP3NbczuzvznAHGhubw4ydzB3NHcyB5tDzKHmMHNnc7g5whxp7mKOMnc1dzN3N0ebY8w9zLHmOHO8OcHc05xo7mXube5jTjL3NSeb+5n7mweYU8wDzanmNHO6OcM8yDzYPMQ81DzMPNw8wjzSPMo82jzGPNY8zjzePME80TzJPNk8xZxpzjJnm6eap5mnm2eYZ5pnmXPMueY882xzvrnAPMc81zzPPN+8wLzQvMi82FxoLjIXm0vMpeYyc7m5wrzEvNS8zLzcvMJcaV5pXmVebV5jXmteZ15v3mDeaN5k3mzeYt5qrjJvM2837zDvNO8y7zbvMe817zPvNx8wHzQfMh82HzEfNR8zHzefMJ80nzKfNp8xnzWfM583XzBfNF8yXzZfMV81XzNfN98w3zTfMt823zHfNd8z3zc/MD80PzI/Nj8xPzU/Mz83vzC/NL8yvza/Mb81vzO/N38wfzR/Mn82fzF/NX8zfzf/MP80/zL/Nv8x/zX/szpYiqVamqVbhmValmVbjuVanuVbgRVakRVbiZVambWa1dHqZK1urWF1trpYa1prWV2tta11rG7WulZ3az1rfWsDq4e1obWR1dPa2NrE6mVtavW2+lh9rZZFFlu5VVilVVm11VibWZtbW1hbWltZW1vbWP2sba3trP7WAGugtb01yNrB2tHayRpsDbGGWsOsna3h1ghrpLWLNcra1drN2t0abY2x9rDGWuOs8dYEa09rorWXtbe1jzXJ2teabO1n7W8dYE2xDrSmWtOs6dYM6yDrYOsQ61DrMOtw6wjrSOso62jrGOtY6zjreOsE60TrJOtk6xRrpjXLmm2dap1mnW6dYZ1pnWXNseZa86yzrfnWAusc61zrPOt86wLrQusi62JrobXIWmwtsZZay6zl1grrEutS6zLrcusKa6V1pXWVdbV1jXWtdZ11vXWDdaN1k3WzdYt1q7XKus263brDutO6y7rbuse617rPut96wHrQesh62HrEetR6zHrcesJ60nrKetp6xnrWes563nrBetF6yXrZesV61XrNet16w3rTest623rHetd6z3rf+sD60PrI+tj6xPrU+sz63PrC+tL6yvra+sb61vrO+t76wfrR+sn62frF+tX6zfrd+sP60/rL+tv6x/rX+s/uYCu2amu2bhu2aVu2bTu2a3u2bwd2aEd2bCd2amf2anZHu5O9ur2G3dnuYq9pr2V3tde217G72eva3e317PXtDewe9ob2RnZPe2N7E7uXvand2+5j97VbNtls53Zhl3Zl13Zjb2Zvbm9hb2lvZW9tb2P3s7e1t7P72wPsgfb29iB7B3tHeyd7sD3EHmoPs3e2h9sj7JH2LvYoe1d7N3t3e7Q9xt7DHmuPs8fbE+w97Yn2Xvbe9j72JHtfe7K9n72/fYA9xT7QnmpPs6fbM+yD7IPtQ+xD7cPsw+0j7CPto+yj7WPsY+3j7OPtE+wT7ZPsk+1T7Jn2LHu2fap9mn26fYZ9pn2WPceea8+zz7bn2wvsc+xz7fPs8+0L7Avti+yL7YX2InuxvcReai+zl9sr7EvsS+3L7MvtK+yV9pX2VfbV9jX2tfZ19vX2DfaN9k32zfYt9q32Kvs2+3b7DvtO+y77bvse+177Pvt++wH7Qfsh+2H7EftR+zH7cfsJ+0n7Kftp+xn7Wfs5+3n7BftF+yX7ZfsV+1X7Nft1+w37Tfst+237Hftd+z37ffsD+0P7I/tj+xP7U/sz+3P7C/tL+yv7a/sb+1v7O/t7+wf7R/sn+2f7F/tX+zf7d/sP+0/7L/tv+x/7X/s/p4OjOKqjObpjOKZjObbjOK7jOb4TOKETObGTOKmTOas5HZ1OzurOGk5np4uzprOW09VZ21nH6eas63R31nPWdzZwejgbOhs5PZ2NnU2cXs6mTm+nj9PXaTnksJM7hVM6lVM7jbOZs7mzhbOls5WztbON08/Z1tnO6e8McAY62zuDnB2cHZ2dnMHOEGeoM8zZ2RnujHBGOrs4o5xdnd2c3Z3RzhhnD2esM84Z70xw9nQmOns5ezv7OJOcfZ3Jzn7O/s4BzhTnQGeqM82Z7sxwDnIOdg5xDnUOcw53jnCOdI5yjnaOcY51jnOOd05wTnROck52TnFmOrOc2c6pzmnO6c4ZzpnOWc4cZ64zzznbme8scM5xznXOc853LnAudC5yLnYWOoucxc4SZ6mzzFnurHAucS51LnMud65wVjpXOlc5VzvXONc61znXOzc4Nzo3OTc7tzi3Oquc25zbnTucO527nLude5x7nfuc+50HnAedh5yHnUecR53HnMedJ5wnnaecp51nnGed55znnRecF52XnJedV5xXndec1503nDedt5y3nXecd533nPedD5wPnY+cj51PnE+dz5zPnS+cL52vnK+db5xvne+c750fnB+dn5yfnV+cX53fnN+dP5w/nb+cv51/nH+d/9wOruKqrubqruGaruXaruO6ruf6buCGbuTGbuKmbuau5nZ0O7mru2u4nd0u7pruWm5Xd213Hbebu67b3V3PXd/dwO3hbuhu5PZ0N3Y3cXu5m7q93T5uX7flkstu7hZu6VZu7TbuZu7m7hbulu5W7tbuNm4/d1t3O7e/O8Ad6G7vDnJ3cHd0d3IHu0Pcoe4wd2d3uDvCHenu4o5yd3V3c3d3R7tj3D3cse44d7w7wd3Tneju5e7t7uNOcvd1J7v7ufu7B7hT3APdqe40d7o7wz3IPdg9xD3UPcw93D3CPdI9yj3aPcY91j3OPd49wT3RPck92T3FnenOcme7p7qnuae7Z7hnume5c9y57jz3bHe+u8A9xz3XPc89373AvdC9yL3YXeguche7S9yl7jJ3ubvCvcS91L3Mvdy9wl3pXule5V7tXuNe617nXu/e4N7o3uTe7N7i3uqucm9zb3fvcO9073Lvdu9x73Xvc+93H3AfdB9yH3YfcR91H3Mfd59wn3Sfcp92n3GfdZ9zn3dfcF90X3Jfdl9xX3Vfc19333DfdN9y33bfcd9133Pfdz9wP3Q/cj92P3E/dT9zP3e/cL90v3K/dr9xv3W/c793f3B/dH9yf3Z/cX91f3N/d/9w/3T/cv92/3H/df/zOniKp3qap3uGZ3qWZ3uO53qe53uBF3qRF3uJl3qZt5rX0evkre6t4XX2unhremt5Xb21vXW8bt66XndvPW99bwOvh7eht5HX09vY28Tr5W3q9fb6eH29lkcee7lXeKVXebXXeJt5m3tbeFt6W3lbe9t4/bxtve28/t4Ab6C3vTfI28Hb0dvJG+wN8YZ6w7ydveHeCG+kt4s3ytvV283b3RvtjfH28MZ647zx3gRvT2+it5e3t7ePN8nb15vs7eft7x3gTfEO9KZ607zp3gzvIO9g7xDvUO8w73DvCO9I7yjvaO8Y71jvOO947wTvRO8k72TvFG+mN8ub7Z3qnead7p3hnemd5c3x5nrzvLO9+d4C7xzvXO8873zvAu9C7yLvYm+ht8hb7C3xlnrLvOXeCu8S71LvMu9y7wpvpXeld5V3tXeNd613nXe9d4N3o3eTd7N3i3ert8q7zbvdu8O707vLu9u7x7vXu8+733vAe9B7yHvYe8R71HvMe9x7wnvSe8p72nvGe9Z7znvee8F70XvJe9l7xXvVe8173XvDe9N7y3vbe8d713vPe9/7wPvQ+8j72PvE+9T7zPvc+8L70vvK+9r7xvvW+8773vvB+9H7yfvZ+8X71fvN+937w/vT+8v72/vH+9f7z+/gK77qa77uG77pW77tO77re77vB37oR37sJ37qZ/5qfke/k7+6v4bf2e/ir+mv5Xf11/bX8bv56/rd/fX89f0N/B7+hv5Gfk9/Y38Tv5e/qd/b7+P39Vs++eznfuGXfuXXfuNv5m/ub+Fv6W/lb+1v4/fzt/W38/v7A/yB/vb+IH8Hf0d/J3+wP8Qf6g/zd/aH+yP8kf4u/ih/V383f3d/tD/G38Mf64/zx/sT/D39if5e/t7+Pv4kf19/sr+fv79/gD/FP9Cf6k/zp/sz/IP8g/1D/EP9w/zD/SP8I/2j/KP9Y/xj/eP84/0T/BP9k/yT/VP8mf4sf7Z/qn+af7p/hn+mf5Y/x5/rz/PP9uf7C/xz/HP98/zz/Qv8C/2L/Iv9hf4if7G/xF/qL/OX+yv8S/xL/cv8y/0r/JX+lf5V/tX+Nf61/nX+9f4N/o3+Tf7N/i3+rf4q/zb/dv8O/07/Lv9u/x7/Xv8+/37/Af9B/yH/Yf8R/1H/Mf9x/wn/Sf8p/2n/Gf9Z/zn/ef8F/0X/Jf9l/xX/Vf81/3X/Df9N/y3/bf8d/13/Pf99/wP/Q/8j/2P/E/9T/zP/c/8L/0v/K/9r/xv/W/87/3v/B/9H/yf/Z/8X/1f/N/93/w//T/8v/2//H/9f/7+gQ6AEaqAFemAEZmAFduAEbuAFfhAEYRAFcZAEaZAFqwUdg07B6sEaQeegS7BmsFbQNVg7WCfoFqwbdA/WC9YPNgh6BBsGGwU9g42DTYJewaZB76BP0DdoBRRwkAdFUAZVUAdNsFmwebBFsGWwVbB1sE3QL9g22C7oHwwIBgbbB4OCHYIdg52CwcGQYGgwLNg5GB6MCEYGuwSjgl2D3YLdg9HBmGCPYGwwLhgfTAj2DCYGewV7B/sEk4J9g8nBfsH+wQHBlODAYGowLZgezAgOCg4ODgkODQ4LDg+OCI4MjgqODo4Jjg2OC44PTghODE4KTg5OCWYGs4LZwanBacHpwRnBmcFZwZxgbjAvODuYHywIzgnODc4Lzg8uCC4MLgouDhYGi4LFwZJgabAsWB6sCC4JLg0uCy4PrghWBlcGVwVXB9cE1wbXBdcHNwQ3BjcFNwe3BLcGq4LbgtuDO4I7g7uCu4N7gnuD+4L7gweCB4OHgoeDR4JHg8eCx4MngieDp4Kng2eCZ4PngueDF4IXg5eCl4NXgleD14LXgzeCN4O3greDd4J3g/eC94MPgg+Dj4KPg0+CT4PPgs+DL4Ivg6+Cr4Nvgm+D74Lvgx+CH4Ofgp+DX4Jfg9+C34M/gj+Dv4K/g3+Cf4P/wg6hEqqhFuqhEZqhFdqhE7qhF/phEIZhFMZhEqZhFq4Wdgw7hauHa4Sdwy7hmuFaYddw7XCdsFu4btg9XC9cP9wg7BFuGG4U9gw3DjcJe4Wbhr3DPmHfsBVSyGEeFmEZVmEdNuFm4ebhFuGW4Vbh1uE2Yb9w23C7sH84IBwYbh8OCncIdwx3CgeHQ8Kh4bBw53B4OCIcGe4Sjgp3DXcLdw9Hh2PCPcKx4bhwfDgh3DOcGO4V7h3uE04K9w0nh/uF+4cHhFPCA8Op4bRwejgjPCg8ODwkPDQ8LDw8PCI8MjwqPDo8Jjw2PC48PjwhPDE8KTw5PCWcGc4KZ4enhqeFp4dnhGeGZ4VzwrnhvPDscH64IDwnPDc8Lzw/vCC8MLwovDhcGC4KF4dLwqXhsnB5uCK8JLw0vCy8PLwiXBleGV4VXh1eE14bXhdeH94Q3hjeFN4c3hLeGq4KbwtvD+8I7wzvCu8O7wnvDe8L7w8fCB8MHwofDh8JHw0fCx8PnwifDJ8Knw6fCZ8NnwufD18IXwxfCl8OXwlfDV8LXw/fCN8M3wrfDt8J3w3fC98PPwg/DD8KPw4/CT8NPws/D78Ivwy/Cr8Ovwm/Db8Lvw9/CH8Mfwp/Dn8Jfw1/C38P/wj/DP8K/w7/Cf8N/4s6REqkRlqkR0ZkRlZkR07kRl7kR0EURlEUR0mURlm0WtQx6hStHq0RdY66RGtGa0Vdo7WjdaJu0bpR92i9aP1og6hHtGG0UdQz2jjaJOoVbRr1jvpEfaNWRBFHeVREZVRFddREm0WbR1tEW0ZbRVtH20T9om2j7aL+0YBoYLR9NCjaIdox2ikaHA2JhkbDop2j4dGIaGS0SzQq2jXaLdo9Gh2NifaIxkbjovHRhGjPaGK0V7R3tE80Kdo3mhztF+0fHRBNiQ6MpkbTounRjOig6ODokOjQ6LDo8OiI6MjoqOjo6Jjo2Oi46PjohOjE6KTo5OiUaGY0K5odnRqdFp0enRGdGZ0VzYnmRvOis6P50YLonOjc6Lzo/OiC6MLooujiaGG0KFocLYmWRsui5dGK6JLo0uiy6PLoimhldGV0VXR1dE10bXRddH10Q3RjdFN0c3RLdGu0Krotuj26I7ozuiu6O7onuje6L7o/eiB6MHooejh6JHo0eix6PHoiejJ6Kno6eiZ6Nnouej56IXoxeil6OXolejV6LXo9eiN6M3orejt6J3o3ei96P/og+jD6KPo4+iT6NPos+jz6Ivoy+ir6Ovom+jb6Lvo++iH6Mfop+jn6Jfo1+i36Pfoj+jP6K/o7+if6N/ov7hArsRprsR4bsRlbsR07sRt7sR8HcRhHcRwncRpn8Wpxx7hTvHq8Rtw57hKvGa8Vd43XjteJu8Xrxt3j9eL14w3iHvGG8UZxz3jjeJO4V7xp3DvuE/eNWzHFHOdxEZdxFddxE28Wbx5vEW8ZbxVvHW8T94u3jbeL+8cD4oHx9vGgeId4x3ineHA8JB4aD4t3jofHI+KR8S7xqHjXeLd493h0PCbeIx4bj4vHxxPiPeOJ8V7x3vE+8aR433hyvF+8f3xAPCU+MJ4aT4unxzPig+KD40PiQ+PD4sPjI+Ij46Pio+Nj4mPj4+Lj4xPiE+OT4pPjU+KZ8ax4dnxqfFp8enxGfGZ8VjwnnhvPi8+O58cL4nPic+Pz4vPjC+IL44vii+OF8aJ4cbwkXhovi5fHK+JL4kvjy+LL4yvilfGV8VXx1fE18bXxdfH18Q3xjfFN8c3xLfGt8ar4tvj2+I74zviu+O74nvje+L74/viB+MH4ofjh+JH40fix+PH4ifjJ+Kn46fiZ+Nn4ufj5+IX4xfil+OX4lfjV+LX49fiN+M34rfjt+J343fi9+P34g/jD+KP44/iT+NP4s/jz+Iv4y/ir+Ov4m/jb+Lv4+/iH+Mf4p/jn+Jf41/i3+Pf4j/jP+K/47/if+N/4v6RDoiRqoiV6YiRmYiV24iRu4iV+EiRhEiVxkiRpkiWrJR2TTsnqyRpJ56RLsmayVtI1WTtZJ+mWrJt0T9ZL1k82SHokGyYbJT2TjZNNkl7JpknvpE/SN2kllHCSJ0VSJlVSJ02yWbJ5skWyZbJVsnWyTdIv2TbZLumfDEgGJtsng5Idkh2TnZLByZBkaDIs2TkZnoxIRia7JKOSXZPdkt2T0cmYZI9kbDIuGZ9MSPZMJiZ7JXsn+ySTkn2Tycl+yf7JAcmU5MBkajItmZ7MSA5KDk4OSQ5NDksOT45IjkyOSo5OjkmOTY5Ljk9OSE5MTkpOTk5JZiazktnJqclpyenJGcmZyVnJnGRuMi85O5mfLEjOSc5NzkvOTy5ILkwuSi5OFiaLksXJkmRpsixZnqxILkkuTS5LLk+uSFYmVyZXJVcn1yTXJtcl1yc3JDcmNyU3J7cktyarktuS25M7kjuTu5K7k3uSe5P7kvuTB5IHk4eSh5NHkkeTx5LHkyeSJ5OnkqeTZ5Jnk+eS55MXkheTl5KXk1eSV5PXkteTN5I3k7eSt5N3kneT95L3kw+SD5OPko+TT5JPk8+Sz5Mvki+Tr5Kvk2+Sb5Pvku+TH5Ifk5+Sn5Nfkl+T35Lfkz+SP5O/kr+Tf5J/k//SDqmSqqmW6qmRmqmV2qmTuqmX+mmQhmmUxmmSpmmWrpZ2TDulq6drpJ3TLuma6Vpp13TtdJ20W7pu2j1dL10/3SDtkW6YbpT2TDdON0l7pZumvdM+ad+0lVLKaZ4WaZlWaZ026Wbp5ukW6ZbpVunW6TZpv3TbdLu0fzogHZhunw5Kd0h3THdKB6dD0qHpsHTndHg6Ih2Z7pKOSndNd0t3T0enY9I90rHpuHR8OiHdM52Y7pXune6TTkr3TSen+6X7pwekU9ID06nptHR6OiM9KD04PSQ9ND0sPTw9Ij0yPSo9Oj0mPTY9Lj0+PSE9MT0pPTk9JZ2Zzkpnp6emp6Wnp2ekZ6ZnpXPSuem89Ox0frogPSc9Nz0vPT+9IL0wvSi9OF2YLkoXp0vSpemydHm6Ir0kvTS9LL08vSJdmV6ZXpVenV6TXptel16f3pDemN6U3pzekt6arkpvS29P70jvTO9K707vSe9N70vvTx9IH0wfSh9OH0kfTR9LH0+fSJ9Mn0qfTp9Jn02fS59PX0hfTF9KX05fSV9NX0tfT99I30zfSt9O30nfTd9L308/SD9MP0o/Tj9JP00/Sz9Pv0i/TL9Kv06/Sb9Nv0u/T39If0x/Sn9Of0l/TX9Lf0//SP9M/0r/Tv9J/03/yzpkSqZmWqZnRmZmVmZnTuZmXuZnQRZmURZnSZZmWbZa1jHrlK2erZF1zrpka2ZrZV2ztbN1sm7Zuln3bL1s/WyDrEe2YbZR1jPbONsk65VtmvXO+mR9s1ZGGWd5VmRlVmV11mSbZZtnW2RbZltlW2fbZP2ybbPtsv7ZgGxgtn02KNsh2zHbKRucDcmGZsOynbPh2YhsZLZLNirbNdst2z0bnY3J9sjGZuOy8dmEbM9sYrZXtne2TzYp2zebnO2X7Z8dkE3JDsymZtOy6dmM7KDs4OyQ7NDssOzw7IjsyOyo7OjsmOzY7Ljs+OyE7MTspOzk7JRsZjYrm52dmp2WnZ6dkZ2ZnZXNyeZm87Kzs/nZguyc7NzsvOz87ILswuyi7OJsYbYoW5wtyZZmy7Ll2YrskuzS7LLs8uyKbGV2pTVx+uTp0yZNsYdOnDppyKTeff93tP530P+O/H9H8b+j/N9R/e+o/3c0zv/e6du+Wu2L2he3r7x9Fe2rbF9V+6rbV3uD2hvU3qD2BrU3qL1B7Q1qb1B7g9ob1N7g9ga3N7i9we0Nbm9we4PbG9ze4PYGtzfy9kbe3sjbG3l7I29v5O2NvL2Rtzfy9kbe3ijaG0V7o2hvFO2Nor1RtDeK9kbR3ijaG0V7o2xvlO2Nsr1RtjfK9kbZ3ijbG2V7o2xvlO2Nqr1RtTeq9kbV3qjaG1V7o2pvVO2Nqr1RtTfq9kbd3qjbG3V7o25v1O2Nur1Rtzfq9kbd3mjaLzftl5v2y0375ab9ctN+uWm/3LRfbhq3/ZfXV86WnCQny5nLWchZylnJWcspay1Za8laS9ZastaStZastWStJWstWWvJGskayRrJGskayRrJGskayRrJGskayxrLGssayxrLGssayxrLGssay1oua7ms5bKWy1oua7ms5bKWy1oua7msFbJWyFoha4WsFbJWyFoha4WsFbJWyFopa6WslbJWylopa6WslbJWylopa6WsVbJWyVola5WsVbJWyVola5WsVbJWyVota7Ws1bJWy1ota7Ws1bJWy1ota7WsNbLWyFoja42sNbLWyFoja42sNbImlpBYQmIJiSUklpBYQmIJiSUklpBYQmIJiSUklpBYQmIJiSUklpBYQmIJiSUklpBYQmIJiSUklpBYQmIJiSUklpBYQmIJiSUklpBYQmIJiSUklpBYQmIJiSUklpBYQmIJiSUklpBYQmIJiSUklpBYQmIJiSUklpBYQmIJiSUklpBYQmIJCSAkgJAAQgIICSAkgJAAQgIICSAkapCoQaIGiRokapCoQaIGiRokapCoQaIGiRokapCoQaIGiRokapBQQUIFCRUkVJBQQUIFCRUkVJBQQUIFCRUkVJBQwUIFCxUsVLBQwUIFCxUsVLBQwUIFCxUsVLBQwUIFCxUsVLBQwUIFCxUsVLBQwUIFCxUsVLBQwUIFCxUsVLBQwUIFCxUsVLBQwUIFCxUsVLBQwUIFCxUsVLBQwUIFCxUsVLBQwUIFCxUsVLBQwUIFiw8sPrD4wOIDiw8sPrD4wOIDFzAhv5BQwUIFCxUsVLD4wOIDiw8sHxgsVLBQwUIFCxUsVLD4wOIDiw8sPrD4wOIDCwosKLCgwIICy6cEiw8sPrD4wOIDiw8sPrD4wOIDiw8sPrD4wOIDiw+5+JCLD7n4kIsPufiQiw+5+JCLD7n4kIsPufiQiw+5+JCLD7n4kIsPufiQiw+5+JCLD7n4kIsPufiQiw+5+JCLD7n4kIsPufiQiw+5+JCLD7n4kIsPufiQiw+5+JCLD7n4kIsPufiQiw+5+JCLD7n4kIsPufiQiw+5+JCLD7n4kIsPufiQiw+5oJALCnkB78pvIRLkIkEuEuTy0ZALCrmgkAsKuaCQCwq5oJALCrmgkAsKuXw/5OJDLj7k4kMuPuTiQy4+5PL9kAsVuVCRCxW5UJELFblQkQsVuVCRCxW5UJELFblQkQsVuVCRCxW5UJELFblQUQgVhVBRCBWFUFEIFYVQUQgVhVBRCBWFUFEIFYVQUQgVhVBRCBWFUFEIFYVQUQgVhVBRCBWFUFEIFYVQUQgVhVBRCBWFUFEIFYVQUQgVhVBRCBWFUFEIFYVQUQgVhVBRCBWFUFEIFYVQUQgVhVBRCBWFUFEIFYVQUQgVhfyvoxA1ClGjEDUKUaMQNQr5qigEkEIAKQSQQgAp5KuiEEsKsaQQSwqxpBBLCrGkEEsKsaQQSwqxpBBLCrGkEEsKsaQQSwqxpBBLCrGkEEsKsaQQSwqxpBBLCrGkEEsKsaQQSwqxpBBLCrGkEEsKsaQQSwqxpBBLCrGkEEsKsaQQS0qxpBRLSrGkFEtKsaQUS0qxpBRLSrGkFEtKsaQUS0qxpBRLSrGkFEtKsaQUS0qxpBRLSrGkFEtKsaQUS0qxpBRLSrGkFEtKsaQUS0qxpBRLSrGkFEtKsaQUS0qxpBRLSrGkFEtKsaQUS0qxpBRLSrGkFEtKsaQUS0qxpBRLSrGkFEtKsaQUS0qxpBRLSrGkFEtKsaQUS0qxpBRLSrGkFEtKsaQUS0qxpBRLSrGkFEtKsaQUS0qxpBRLSrGkFEtKsaQUS0qxpBRLSrGkFEtKsaQUS0qxpBRLSrGkFEtKsaQUS0qxpBRLSrGkFEtKsaQUS0qxpBRLSrGkFEsqsaQSSyqxpBJLKrGkEksqsaQSSyqxpBJLKrGkEksqsaQSSyqxpBJLKrGkEksqsaQSSyqxpBJLKrGkEksqsaQSSyqxpBJLKrGkEksqsaQSSyqxpBJLKrGkEksqsaQSSyqxpBJLKrGkEksqsaQSSyqxpBJLKrGkEksqsaQSSyqxpBJLKrGkEksqsaQSSyqxpBJLKrGkEksqsaQSSyqxpBJLKrGkEksqsaQSSyqxpBJLKrGkEksqsaQSSyqxpBJLKrGkEksqsaQSSyqxpBJLKrGkEksqsaQSSyqxpBJLKrGkEksqsaQSSyqxpBJLKrGkEksqsaQSSyqxpBJLarGkFktqsaQWS2qxpBZLarGkFktqsaQWS2qxpBZLarGkFktqsaQWS2qxpBZLarGkFktqsaQWS2qxpBZLarGkFktqsaQWS2qxpBZLarGkFktqsaQWS2qxpBZLarGkFktqsaQWS2qxpBZLarGkFktqsaQWS2qxpBZLarGkFktqsaQWS2qxpBZLarGkFktqsaQWS2qxpBZLarGkFktqsaQWS2qxpBZLarGkFktqsaQWS2qxpBZLarGkFktqsaQWS2qxpBZLarGkFktqsaQWS2qxpBZLarGkFktqsaQWS2qxpBZLarGkFktqsaQWS2qxpBZLarGkFktqsaQWSxqxpBFLGrGkEUsasaQRSxqxpBFLGrGkEUsasaQRSxqxpBFLGrGkEUsasaQRSxqxpBFLGrGkEUsasaQRSxqxpBFLGrGkEUsasaQRSxqxpBFLGrGkEUsasaQRSxqxpBFLGrGkEUsasaQRSxqxpBFLGrGkEUsasaQRSxqxpBFLGrGkEUsasaQRSxqxpBFLGrGkEUsasaQRSxqxpBFLGrGkEUsasaQRSxqxpBFLGrGkEUsasaQRSxqxpBFLGrGkEUsasaQRSxqxpBFLGrGkEUsasaQRSxqxpBFLGrGkEUsasaQRSxqxpBFLGrGkEUsasaQRSxqxpBFLGrGkaRrv/52tvn37wt2Cm+BmuHO4C7hLuCu4a7hhtwW7LdhtwW4Ldluw24LdFuy2YLcFuy3YJdgl2CXYJdgl2CXYJdgl2CXYJdhl2GXYZdhl2GXYZdhl2GXYZdhl2M1hN4fdHHZz2M1hN4fdHHZz2M1hN4fdAnYL2C1gt4DdAnYL2C1gt4DdAnYL2C1ht4TdEnZL2C1ht4TdEnZL2C1ht4TdCnYr2K1gt4LdCnYr2K1gt4LdCnYr2K1ht4bdGnZr2K1ht4bdGnZr2K1ht4bdBnYb2G1gt4HdBnYb2G1gt4HdBnbBqxZ41QKvWuBVC7xqgVct8KoFXrXAqxZ41QKvWuBVC7xqgVct8KoFXrXAqxZ41QKvWuBVC7xqgVct8KoFXrXAqxZ41QKvWuBVC7xqgVct8KoFXrXAqxZ41QKvWuBVC7xqgVct8KoFXrXAqxZ41QKvWuBVC7xqgVct8KoFXrXAqxZ41QKvWuBVC7xqgVct8KoFXrXAqxZ41QKvWuBVC7xqgVct8KoFXrXAqxZ41QKvWuBVC7xqgVct8KoFXrXAqxZ41QKvWuBVC7xqgVct8KoFXrXAqxZ41QKvWuBVC7xqgVct8KoFXrXAqxZ41QKvWuBVC7xqgVct8KoFXrXAqxZ41QKvWuBVC7wi8IrAKwKvCLwi8IrAKwKvCLwi8IrAKwKvCLwi8IrAKwKvCLwi8IrAKwKvCLwi8IrAKwKvCLwi8IrAKwKvCLwi8IrAKwKvCLwi8IrAKwKvCLwi8IrAKwKvCLwi8IrAKwKvCLwi8IrAKwKvCLwi8IrAKwKvCLwi8IrAKwKvCLwi8IrAKwKvCLwi8IrAKwKvCLwi8IrAKwKvCLwi8IrAKwKvCLwi8IrAKwKvCLwi8IrAKwKvCLwi8IrAKwKvCLwi8IrAKwKvCLwi8IrAKwKvCLwi8IrAKwKvCLwi8IrAKwKvCLxi8IrBKwavGLxi8IrBKwavGLxi8IrBKwavGLxi8IrBKwavGLxi8IrBKwavGLxi8IrBKwavGLxi8IrBKwavGLxi8IrBKwavGLxi8IrBKwavGLxi8IrBKwavGLxi8IrBKwavGLxi8IrBKwavGLxi8IrBKwavGLxi8IrBKwavGLxi8IrBKwavGLxi8IrBKwavGLxi8IrBKwavGLxi8IrBKwavGLxi8IrBKwavGLxi8IrBKwavGLxi8IrBKwavGLxi8IrBKwavGLxi8IrBKwavGLxi8IrBKwavGLxi8IrBKwavGLzKwascvMrBqxy8ysGrHLzKwascvMrBqxy8ysGrHLzKwascvMrBqxy8ysGrHLzKwascvMrBqxy8ysGrHLzKwascvMrBqxy8ysGrHLzKwascvMrBqxy8ysGrHLzKwascvMrBqxy8ysGrHLzKwascvMrBqxy8ysGrHLzKwascvMrBqxy8ysGrHLzKwascvMrBqxy8ysGrHLzKwascvMrBqxy8ysGrHLzKwascvMrBqxy8ysGrHLzKwascvMrBqxy8ysGrHLzKwascvMrBqxy8ysGrHLzKwascvMrBqxy8ysGrHLzKwascvMrBqxy8ysGrHLzKwascvMrBqxy8KsCrArwqwKsCvCrAqwK8KsCrArwqwKsCvCrAqwK8KsCrArwqwKsCvCrAqwK8KsCrArwqwKsCvCrAqwK8KsCrArwqwKsCvCrAqwK8KsCrArwqwKsCvCrAqwK8KsCrArwqwKsCvCrAqwK8KsCrArwqwKsCvCrAqwK8KsCrArwqwKsCvCrAqwK8KsCrArwqwKsCvCrAqwK8KsCrArwqwKsCvCrAqwK8KsCrArwqwKsCvCrAqwK8KsCrArwqwKsCvCrAqwK8KsCrArwqwKsCvCrAqwK8KsCrArwqwKsCvCrAqwK8KsCrArwqwKsCvCrAqwK8KsCrArwqwKsCvCrBqxK8KsGrErwqwasSvCrBqxK8KsGrErwqwasSvCrBqxK8KsGrErwqwasSvCrBqxK8KsGrErwqwasSvCrBqxK8KsGrErwqwasSvCrBqxK8KsGrErwqwasSvCrBqxK8KsGrErwqwasSvCrBqxK8KsGrErwqwasSvCrBqxK8KsGrErwqwasSvCrBqxK8KsGrErwqwasSvCrBqxK8KsGrErwqwasSvCrBqxK8KsGrErwqwasSvCrBqxK8KsGrErwqwasSvCrBqxK8KsGrErwqwasSvCrBqxK8KsGrErwqwasSvCrBqxK8KsGrErwqwasSvCrBqxK8KsGrEryqwKsKvKrAqwq8qsCrCryqwKsKvKrAqwq8qsCrCryqwKsKvKrAqwq8qsCrCryqwKsKvKrAqwq8qsCrCryqwKsKvKrAqwq8qsCrCryqwKsKvKrAqwq8qsCrCryqwKsKvKrAqwq8qsCrCryqwKsKvKrAqwq8qsCrCryqwKsKvKrAqwq8qsCrCryqwKsKvKrAqwq8qsCrCryqwKsKvKrAqwq8qsCrCryqwKsKvKrAqwq8qsCrCryqwKsKvKrAqwq8qsCrCryqwKsKvKrAqwq8qsCrCryqwKsKvKrAqwq8qsCrCryqwKsKvKrAqwq8qsCrCryqwKsKvKrAqwq8qsGrGryqwasavKrBqxq8qsGrGryqwasavKrBqxq8qsGrGryqwasavKrBqxq8qsGrGryqwasavKrBqxq8qsGrGryqwasavKrBqxq8qsGrGryqwasavKrBqxq8qsGrGryqwasavKrBqxq8qsGrGryqwasavKrBqxq8qsGrGryqwasavKrBqxq8qsGrGryqwasavKrBqxq8qsGrGryqwasavKrBqxq8qsGrGryqwasavKrBqxq8qsGrGryqwasavKrBqxq8qsGrGryqwasavKrBqxq8qsGrGryqwasavKrBqxq8qsGrGryqwasavKrBqxq8qsGrGryqwasavGrAqwa8asCrBrxqwKsGvGrAqwa8asCrBrxqwKsGvGrAqwa8asCrBrxqwKsGvGrAqwa8asCrBrxqwKsGvGrAqwa8asCrBrxqwKsGvGrAqwa8asCrBrxqwKsGvGrAqwa8asCrBrxqwKsGvGrAqwa8asCrBrxqwKsGvGrAqwa8asCrBrxqwKsGvGrAqwa8asCrBrxqwKsGvGrAqwa8asCrBrxqwKsGvGrAqwa8asCrBrxqwKsGvGrAqwa8asCrBrxqwKsGvGrAqwa8asCrBrxqwKsGvGrAqwa8asCrBrxqwKsGvGrAqwa8asCrBrxqwKsGvGrAqwa8asAr6NsJ+naCvp2gbyfo2wn6doK+naBvJ+jbCfp2gr6doG8n6NsJ+naCvp2gbyfo2wn6doK+naBvJ+jbCfp2gr6doG8n6NsJ+naCvp2gbyfo2wn6doK+naBvJ+jbCfp2gr6doG8n6NsJ+naCvp2gbyfo2wn6doK+naBvJ+jbCfp2gr6doG8n6NsJ+naCvp2gbyfo2wn6doK+naBvJ+jbCfp2gr6doG8n6NsJ+naCvp2gbyfo2wn6doK+naBvJ+jbCfp2gr6doG8n6NsJ+naCvp2gbyfo2wn6doK+naBvJ+jbCfp2gr6doG8n6NsJ+naCvp2gbyfo2wn6doK+naBvJ+jbCfp2gr6doG8n6NsJ+naCvp2gbyfo2wn6doK+naBvJ+jbCfp2gr6doG8n6NsJ+naCvp2gbyfo2wn6doK+naBvJ+jbCfp2gr6doG8n6NsJ+naCvp2gbyfo2wn6doK+naBvJ+jbCfp2gr6doG8n6NsJ+naCvp2gbyfo2wn6doK+naBvJ+jbCfp2gr6doG8n6NsJ+naCvp2gbyfo2wn6doK+naBvJ+jbCfp2gr6doG8n6NsJ+naCvp2gbyfo2wn6doK+naBvJ+jbCfp2gr6doG8n6NsJ+naCvp2gbyfo2wn6doK+naBvJ+jbCfp2gr6doG8n6NsJ+naCvp2gbyfo2wn6doK+naBvJ+jbCfp2gr6doG8n6NsJ+naCvp2gbyfo2wn6doK+naBvJ+jbCfp2gr6doG8n6NsJ+naCvp2gbyfo2wn6doK+naBvJ+jbCfp2gr6doG8n6NsJ+naCvp2gbyfo2wn6doK+naBvJ+jbCfp2gr6doG8n6NsJ+naCvp2gbyfo2wn6doK+naBvJ+jbCfp2gr6doG8n6NsJ+naCvp2gbyfo2wn6doK+naBvJ+jbCfp2gr6doG8n6NsJ+naCvp2gbyfo2wn6doK+naBvJ+jbCfp2gr6doG8n6NsJ+naCvp2gbyfo2wn6doK+naBvJ+jbCfp2gr6doG8n6NsJ+naCvp2gbyfo2wn6doK+naBvJ+jbCfp2gr6doG8n6NsJ+naCvp2gbyfo2wn6doK+naBvJ+jbCfp2gr6doG8n6NsJ+naCvp2gbyfo2wn6doK+naBvJ+jbCfp2gr6doG8n6NsJ+naCvp2gbyfo2wn6doK+naBvJ+jbCfp2gr6doG8n6NsJ+naCvp2gbyfo2wn6doK+naBvJ+jbCfp2gr6doG8n6NsJ+naCvp2gbyfo2wn6doK+naBvJ+jbCfp2gr6doG8n6NsJ+naCvp2gbyfo2wn6doK+naBvJ+jbCfp2gr6doG8n6NsJ+naCvp2gbyfo2wn6doK+naBvJ+jbCfp2gr6doG8n6NsJ+naCvp2gbyfo2wn6doK+naBvJ+jbCfp2gr6doG8n6NsJ+naCvp2gbyfo2wn6doK+naBvJ+jbCfp2gr6doG8n6NsJ+naCvp2gbyfo2wn6doK+naBvJ+jbCfp2gr6doG8n6NsJ+naCvp2gbyfo2wn6doK+naBvJ+jbCfp2gr6doG8n6NsJ+naCvp2gbyfo2wn6doK+naBvJ+jbCfp2gr6doG8n6NsJ+naCvp2gbyfo2wn6doK+naBvJ+jbCfp2gr6doG8n6NsJ+naCvp2gbyfo2wn6doK+naBvJ+jbCfp2gr6doG8n6NsJ+naCvp2gbyfo2wn6doK+naBvJ+jbCfp2gr6doG8n6NsJ+naCvp2gbyfo2wn6doK+naBvJ+jbCfp2gr6doG8n6NsJ+naCvp2gbyfo2wn6doK+naBvJ+jbCfp2gr6doG8n6NsJ+naCvp2gbyfo2wn6doK+naBvJ+jbCfp2gr6doG8n6NsJ+naCvp2gbyfo2wn6doK+naBvJ+jbCfp2gr6doG8n6NsJ+naCvp2gbyfo2wn6doK+naBvJ+jbCfp2gr6doG8n6NsJ+naCvp2gbyfo2wn6doK+naBvJ+jbCfp2gr6doG8n6NsJ+naCvp2gbyfo2wn6doK+naBvJ+jbCfp2gr6doG8n6NsJ+naCvp2gbyfo2wn6doK+naBvJ+jbCfp2gr6doG8n6NsJ+naCvp2gbyfo2wn6doK+naBvJ+jbCfp2gr6doG8n6NsJ+naCvp2gbyfo2wn6doK+naBvJ+jbCfp2gr6doG8n6NsJ+naCvp2gbyfo2wn6doK+naBvJ+jbCfp2gr6doG8n6NsJ+naCvp2gbyfo2wn6doK+naBvJ+jbCfp2gr6doG8n6NsJ+naCvp2gbyfo2wn6doK+naBvJ+jbCfp2gr6doG8n6NsJ+naCvp2gbyfo2wn6doK+naBvJ+jbCfp2gr6doG8n6NsJ+naCvp2gbyfo2wn6doK+naBvJ+jbCfp2gr6doG8n6NsJ+naCvp2gbyfo2wn6doK+naBvJ+jbCfp2gr6doG8n6NsJ+naCvp2gbyfo2wn6doK+naBvJ+jbCfp2gr6doG8n6NsJ+naCvp2gbyfo2wn6doK+naBvJ+jbCfp2gr6doG8n6NsJ+naCvp2gbyfo2wn6doK+naBvJ+jbCfp2gr6doG8n6NsJ+naCvp2gbyfo2wn6doK+naBvJ+jbCfp2gr6doG8n6NsJ+naCvp2gbyfo2wn6doK+naBvJ+jbCfp2gr6doG8n6NsJ+naCvp2gbyfo2wn6doK+naBvJ+jbCfp2gr6doG8n6NsJ+naCvp2gbyfo2wn6doK+naBvJ+jbCfp2gr6doG8n6NsJ+naCvp2gbyfo2wn6doK+naBvJ+jbCfp2gr6doG8n6NsJ+naCvp2gbyfo2wn6doK+naBvJ+jbCfp2gr6doG8n6NsJ+naCvp2gbyfo2wn6doK+naBvJ+jbCfp2gr6doG8n6NsJ+naCvp2gbyfo2wn6doK+naBvJ+jbCfp2gr6doG8n6NsJ+naCvp2gbyfo2wn6doK+naBvJ+jbCfp2gr6doG8n6NsJ+naCvp2gbyfo2wn6doK+naBvJ+jbCfp2gr6doG8n6NsJ+naCvp2gbyfo2wn6doK+naBvJ+jbCfp2gr6doG8n6NsJ+naCvp2gbyfo2wn6doK+naBvJ+jbCfp2gr6doG8n6NsJ+naCvp2gbyfo2wn6doK+naBvJ+jbCfp2gr6doG8n6NsJ+naCvp2gbyfo2wn6doK+naBvJ+jbCfp2gr6doG8n6NsJ+naCvp2gbyfo2wn6doK+naBvJ+jbCfp2gr6doG8n6NsJ+naCvp2gbyfo2wn6doK+naBvJ+jbCfp2gr6doG8n6NsJ+naCvp2gbyfo2wn6doK+naBvJ+jbCfp2gr6doG8n6NsJ+naCvp2gbyfo2wn6doK+naBvJ+jbCfp2gr6doG8n6NsJ+naCvp2gbyfo2wn6doK+naBvJ+jbCfp2gr6doG8n6NsJ+naCvp2gbyfo2wn6doK+naBvJ+jbCfp2gr6doG8n6NsJ+naCvp2gbyfo2wn6doK+naBvJ+jbCfp2gr6doG8n6NsJ+naCvp2gbyfo2wn6doK+naBvJ+jbCfp2gr6doG8n6NsJ+naCvp2gbyfo2wn6doK+naBvJ+jbCfp2gr6doG8n6NsJ+naCvp2gbyfo2wn6doK+naBvJ+jbCfp2gr6doG8n6NsJ+naCvp2gbyfo2wn6doK+naBvJ+jbCfp2gr6doG8n6NsJ+naCvp2gbyfo2xn6doa+naFvZ+jbGfp2hr6doW9n6NsZ+naGvp2hb2fo2xn6doa+naFvZ+jbGfp2hr6doW9n6NsZ+naGvp2hb2fo2xn6doa+naFvZ+jbGfp2hr6doW9n6NsZ+naGvp2hb2fo2xn6doa+naFvZ+jbGfp2hr6doW9n6NsZ+naGvp2hb2fo2xn6doa+naFvZ+jbGfp2hr6doW9n6NsZ+naGvp2hb2fo2xn6doa+naFvZ+jbGfp2hr6doW9n6NsZ+naGvp2hb2fo2xn6doa+naFvZ+jbGfp2hr6doW9n6NsZ+naGvp2hb2fo2xn6doa+naFvZ+jbGfp2hr6doW9n6NsZ+naGvp2hb2fo2xn6doa+naFvZ+jbGfp2hr6doW9n6NsZ+naGvp2hb2fo2xn6doa+naFvZ+jbGfp2hr6doW9n6NsZ+naGvp2hb2fo2xn6doa+naFvZ+jbGfp2hr6doW9n6NsZ+naGvp2hb2fo2xn6doa+naFvZ+jbGfp2hr6doW9n6NsZ+naGvp2hb2fo2xn6doa+naFvZ+jbGfp2hr6doW9n6NsZ+naGvp2hb2fo2xn6doa+naFvZ+jbGfp2hr6doW9n6NsZ+naGvp2hb2fo2xn6doa+naFvZ+jbGfp2hr6doW9n6NsZ+naGvp2hb2fo2xn6doa+naFvZ+jbGfp2hr6doW9n6NsZ+naGvp2hb2fo2xn6doa+naFvZ+jbGfp2hr6doW9n6NsZ+naGvp2hb2fo2xn6doa+naFvZ+jbGfp2hr6doW9n6NsZ+naGvp2hb2fo2xn6doa+naFvZ+jbGfp2hr6doW9n6NsZ+naGvp2hb2fo2xn6doa+naFvZ+jbGfp2hr6doW9n6NsZ+naGvp2hb2fo2xn6doa+naFvZ+jbGfp2hr6doW9n6NsZ+naGvp2hb2fo2xn6doa+naFvZ+jbGfp2hr6doW9n6NsZ+naGvp2hb2fo2xn6doa+naFvZ+jbGfp2hr6doW9n6NsZ+naGvp2hb2fo2xn6doa+naFvZ+jbGfp2hr6doW9n6NsZ+naGvp2hb2fo2xn6doa+naFvZ+jbGfp2hr6doW9n6NsZ+naGvp2hb2fo2xn6doa+naFvZ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"/><div class="c x1 y1 w2 h2"><div class="t m0 x2 h3 y2 ff1 fs0 fc0 sc0 ls0 ws0">OBEJMUJĄCE OKRES O<span class="ff2">D 1 STYCZNIA DO 31 GRUDNIA 2021 ROKU </span></div></div></div><div class="pi" ></div></div><div id="pf2" class="pf w0 h0" ><div class="pc pc2 w0 h0"><div class="c x0 y0 w3 h0"><div class="t m0 x3 h4 y3 ff2 fs1 fc1 sc0 ls0 ws0"> </div><div class="t m0 x4 h5 y4 ff1 fs2 fc2 sc0 ls0 ws0">SPIS TREŚC<span class="_ _0"></span>I<span class="ff2"> </span></div><div class="t m0 x4 h6 y5 ff2 fs2 fc2 sc0 ls1 ws0">1.<span class="ff3 fc1 ls0"> <span class="_ _1"> </span><span class="ff1 fc2">ZASADY<span class="_ _0"></span> SPORZĄDZANIA SPR<span class="_ _0"></span>AWOZDANIA<span class="_ _0"></span> <span class="ff2">FINANSOWEGO<span class="ff3"> <span class="_ _2"></span><span class="ls2">....................................<span class="ls0">5<span class="fc1"> </span></span></span></span></span></span></span></div><div class="t m0 x4 h6 y6 ff2 fs2 fc2 sc0 ls1 ws0">2.<span class="ff3 fc1 ls0"> <span class="_ _1"> </span><span class="ff1 fc2">DZIAŁALNOŚĆ<span class="_ _0"></span> GRUPY KA<span class="_ _0"></span>PITAŁOWEJ MIRB<span class="_ _0"></span>UD<span class="ff3"> <span class="_ _3"></span><span class="ls2">............................................................<span class="ls0">6<span class="fc1"> </span></span></span></span></span></span></div><div class="t m0 x4 h6 y7 ff3 fs2 fc2 sc0 ls0 ws0">2.1.<span class="fc1"> <span class="_ _4"> </span></span><span class="ff1">Opis Grupy Kapi<span class="_ _0"></span>tałowej i przedmi<span class="_ _0"></span>ot działalno<span class="_ _0"></span>ści<span class="ff3"> <span class="_ _5"></span><span class="ls2">................................................................<span class="ls0">.6<span class="fc1"> </span></span></span></span></span></div><div class="t m0 x4 h6 y8 ff2 fs2 fc2 sc0 ls1 ws0">3.<span class="ff3 fc1 ls0"> <span class="_ _1"> </span></span><span class="ls0">SYTUAC<span class="_ _0"></span>JA FINANSOWA<span class="_ _0"></span> MIRBUD S.A.<span class="ff3 ls2">...........................................................................<span class="ls0"> <span class="ls3">19</span><span class="fc1"> </span></span></span></span></div><div class="t m0 x4 h6 y9 ff3 fs2 fc2 sc0 ls0 ws0">3.1.<span class="fc1"> <span class="_ _4"> </span></span><span class="ff1">Omówienie wybranych pozycji <span class="_ _6"></span>sprawozdani<span class="_ _0"></span>a f<span class="_ _6"></span>ina<span class="_ _0"></span>nsowego MIRBUD S.A<span class="_ _6"></span><span class="ff2">. wg <span class="_ _6"></span>stanu <span class="_ _6"></span>na </span></span></div><div class="t m0 x5 h6 ya ff2 fs2 fc2 sc0 ls0 ws0">31.12.2021 r., 31.12<span class="_ _3"></span>.<span class="_ _6"></span>2020 r<span class="_ _0"></span>.<span class="ff3"> <span class="_ _7"></span><span class="ls2">................................................................................................<span class="ls0">. <span class="ls3">19</span><span class="fc1"> </span></span></span></span></div><div class="t m0 x4 h6 yb ff3 fs2 fc2 sc0 ls0 ws0">3.2.<span class="fc1"> <span class="_ _4"> </span></span><span class="ff1">Ocena zarządzania<span class="_ _3"></span> <span class="_ _6"></span>zasobami<span class="_ _0"></span> finansowymi i pł<span class="_ _0"></span>ynnością<span class="ff3"> <span class="_ _8"></span><span class="ls2">.................................................<span class="ls0"> <span class="ls3">23</span><span class="fc1"> </span></span></span></span></span></div><div class="t m0 x4 h6 yc ff2 fs2 fc2 sc0 ls1 ws0">4.<span class="ff3 fc1 ls0"> <span class="_ _1"> </span><span class="ff1 fc2">DZIAŁALNOŚĆ<span class="_ _0"></span> GRUPY KA<span class="_ _0"></span>PITAŁOWEJ MIRB<span class="_ _0"></span>UD I PERSPE<span class="_ _0"></span>KTYWY RO<span class="_ _0"></span>ZWOJU<span class="ff3"> <span class="_ _3"></span><span class="ls2">..<span class="ls0"> <span class="_ _6"></span><span class="ls3">25</span><span class="fc1"> </span></span></span></span></span></span></div><div class="t m0 x4 h6 yd ff3 fs2 fc2 sc0 ls0 ws0">4.1.<span class="fc1"> <span class="_ _4"> </span></span><span class="ff2">Charakterystyka <span class="_ _0"></span>rynku<span class="ff3"> <span class="ls2">..........................................................................................................</span> <span class="ls3">25</span><span class="fc1"> </span></span></span></div><div class="t m0 x4 h6 ye ff3 fs2 fc2 sc0 ls0 ws0">4.2.<span class="fc1"> <span class="_ _4"> </span></span><span class="ff2">Perspektywy rynku<span class="_ _3"></span><span class="ff3"> <span class="_ _9"></span><span class="ls2">.................................................................................................................<span class="ls0"> <span class="ls3">28</span><span class="fc1"> </span></span></span></span></span></div><div class="t m0 x4 h6 yf ff2 fs2 fc2 sc0 ls0 ws0">4.3.<span class="ff3 fc1"> <span class="_ _a"> </span></span><span class="ff1">Opis działalności<span class="_ _0"></span> spółek z Grupy<span class="_ _0"></span> MIRBUD w 202<span class="_ _3"></span>1 r.<span class="ff3"> <span class="_ _3"></span><span class="ls2">......................................................<span class="ls0"> <span class="ls3">32</span><span class="fc1"> </span></span></span></span></span></div><div class="t m0 x4 h6 y10 ff2 fs2 fc2 sc0 ls0 ws0">4.3.1<span class="ff3 fc1"> <span class="_ _b"> </span></span><span class="ff1">Opis <span class="_ _6"></span>istotnych <span class="_ _6"></span>dokonań<span class="_ _0"></span> <span class="_ _6"></span>lub <span class="_ _6"></span>niepowodzeń <span class="_ _6"></span>Emitenta <span class="_ _6"></span>w <span class="_ _6"></span>okresie, <span class="_ _6"></span>którego<span class="_ _0"></span> <span class="_ _6"></span>dotyczy <span class="_ _6"></span>raport, </span></div><div class="t m0 x5 h6 y11 ff1 fs2 fc2 sc0 ls0 ws0">wraz z wykaze<span class="_ _0"></span>m najważni<span class="_ _0"></span>ejszych zdarzeń ich do<span class="_ _3"></span>tyczących<span class="ff3"> <span class="ls2">..........................................</span> <span class="ls3">32</span><span class="fc1"> </span></span></div><div class="t m0 x4 h6 y12 ff2 fs2 fc2 sc0 ls0 ws0">4.4.<span class="ff3 fc1"> <span class="_ _a"> </span></span><span class="ff1">Społeczna Odpowiedzi<span class="_ _0"></span>alność Biznesu<span class="_ _3"></span><span class="ff3"> <span class="_ _9"></span><span class="ls2">................................<span class="_ _6"></span>...............................................<span class="ls0"> <span class="ls3">37</span><span class="fc1"> </span></span></span></span></span></div><div class="t m0 x4 h6 y13 ff2 fs2 fc2 sc0 ls0 ws0">4.5.<span class="ff3 fc1"> <span class="_ _a"> </span></span><span class="ff1">Informacja o pods<span class="_ _3"></span>t<span class="_ _6"></span>awowych produ<span class="_ _3"></span>kt<span class="_ _6"></span>ach, u<span class="_ _0"></span>sługach lub towa<span class="_ _0"></span>rach MIRBUD <span class="_ _0"></span>S.A.<span class="ff3"> <span class="_ _9"></span><span class="ls2">.........<span class="ls0"> <span class="ls3">37</span><span class="fc1"> </span></span></span></span></span></div><div class="t m0 x4 h6 y14 ff2 fs2 fc2 sc0 ls0 ws0">4.6.<span class="ff3 fc1"> <span class="_ _a"> </span></span>Informacje o <span class="_ _0"></span>rynkach zby<span class="_ _0"></span>tu i dostaw<span class="ff3"> <span class="_ _9"></span><span class="ls2">...................................................................................<span class="ls0"> <span class="ls3">39</span><span class="fc1"> </span></span></span></span></div><div class="t m0 x4 h6 y15 ff2 fs2 fc2 sc0 ls0 ws0">4.6.1.<span class="ff3 fc1"> <span class="_ _c"> </span></span>Odbiorcy<span class="ff3"> <span class="_ _2"></span><span class="ls2">..................................................................................................................................<span class="ls0"> <span class="_ _6"></span><span class="ls3">39</span><span class="fc1"> </span></span></span></span></div><div class="t m0 x4 h6 y16 ff2 fs2 fc2 sc0 ls0 ws0">4.6.2.<span class="ff3 fc1"> <span class="_ _c"> </span></span>Dostawcy<span class="ff3"> <span class="_ _9"></span><span class="ls2">................................................................................................................................<span class="ls0">. <span class="_ _6"></span><span class="ls3">40</span><span class="fc1"> </span></span></span></span></div><div class="t m0 x4 h6 y17 ff2 fs2 fc2 sc0 ls0 ws0">4.8.<span class="ff3 fc1"> <span class="_ _a"> </span></span><span class="ff1">Perspektywy ro<span class="_ _0"></span>zwoju działal<span class="_ _0"></span>ności MIRBUD S.A<span class="_ _3"></span>.<span class="_ _6"></span><span class="ff3"> <span class="ls2">.............................................................</span> <span class="ls3">41</span><span class="fc1"> </span></span></span></div><div class="t m0 x4 h6 y18 ff2 fs2 fc2 sc0 ls0 ws0">4.9.<span class="ff3 fc1"> <span class="_ _a"> </span></span><span class="ff1">Określenie głów<span class="_ _0"></span>nych inwestycji Emi<span class="_ _0"></span>tenta kra<span class="_ _0"></span>jowych i zag<span class="_ _0"></span>ranicznych<span class="ff3"> <span class="_ _7"></span><span class="ls2">...........................<span class="ls0"> <span class="ls3">42</span><span class="fc1"> </span></span></span></span></span></div><div class="t m0 x4 h6 y19 ff2 fs2 fc2 sc0 ls0 ws0">4.10.<span class="ff3 fc1"> <span class="_ _b"> </span></span><span class="ff1">Ocena możliwości<span class="_ _0"></span> realizacji za<span class="_ _3"></span>m<span class="_ _6"></span>ierzeń i<span class="_ _0"></span>nwestycyjnych<span class="ff3"> <span class="_ _5"></span><span class="ls2">..................................................<span class="ls0"> <span class="ls3">42</span><span class="fc1"> </span></span></span></span></span></div><div class="t m0 x4 h6 y1a ff2 fs2 fc2 sc0 ls0 ws0">4.11  <span class="_ _d"> </span>Czynniki ryzyka<span class="ff3"> <span class="_ _3"></span><span class="ls2">......................................................................................................................<span class="ls0"> <span class="_ _6"></span><span class="ls3">43</span><span class="fc1"> </span></span></span></span></div><div class="t m0 x4 h6 y1b ff2 fs2 fc2 sc0 ls0 ws0">4.11.<span class="ff3 fc1"> <span class="_ _b"> </span></span><span class="ff1">Informacje o k<span class="_ _0"></span>redytach, <span class="_ _0"></span>pożyczkach, po<span class="_ _0"></span>ręczeniach i gwaranc<span class="_ _3"></span>j<span class="_ _6"></span>ach<span class="ff3"> <span class="_ _3"></span><span class="ls2">...............................<span class="ls0"> <span class="_ _6"></span><span class="ls3">56</span><span class="fc1"> </span></span></span></span></span></div><div class="t m0 x4 h6 y1c ff2 fs2 fc2 sc0 ls0 ws0">4.11.1.<span class="ff3 fc1"> <span class="_ _5"></span><span class="ff1 fc2">Kredyty i pożyczki<span class="ff3"> <span class="_ _2"></span><span class="ls2">..................................................................................................................<span class="ls0"> <span class="_ _6"></span><span class="ls3">56</span><span class="fc1"> </span></span></span></span></span></span></div><div class="t m0 x4 h6 y1d ff2 fs2 fc2 sc0 ls0 ws0">4.11.2.<span class="ff3 fc1"> <span class="_ _5"></span><span class="ff1 fc2">Długoterminowe zobow<span class="_ _0"></span>iązani<span class="_ _0"></span>a finansowe z tytuł<span class="_ _3"></span>u em<span class="_ _6"></span>isji obl<span class="_ _0"></span>igacji<span class="ff3"> <span class="ls2">................................</span> <span class="ls3">59</span><span class="fc1"> </span></span></span></span></div><div class="t m0 x4 h6 y1e ff2 fs2 fc2 sc0 ls0 ws0">4.11.3.<span class="ff3 fc1"> <span class="_ _5"></span><span class="ff1 fc2">Pożyczki udzielone<span class="ff3"> <span class="_ _2"></span><span class="ls2">................................................................................................................<span class="ls0"> <span class="_ _6"></span><span class="ls3">59</span><span class="fc1"> </span></span></span></span></span></span></div><div class="t m0 x4 h6 y1f ff2 fs2 fc2 sc0 ls0 ws0">4.11.4.<span class="ff3 fc1"> <span class="_ _5"></span><span class="ff1 fc2">Poręczenia i gwaran<span class="_ _0"></span>cje<span class="ff3"> <span class="_ _7"></span><span class="ls2">.........................................................................................................<span class="ls0"> <span class="ls3">59</span><span class="fc1"> </span></span></span></span></span></span></div><div class="t m0 x4 h6 y20 ff2 fs2 fc2 sc0 ls0 ws0">4.12.<span class="ff3 fc1"> <span class="_ _b"> </span></span><span class="ff1">Wykorzystania<span class="_ _0"></span> przez Spół<span class="_ _0"></span>kę wpływów z emis<span class="_ _0"></span>ji<span class="ff3"> <span class="_ _8"></span><span class="ls2">................................................................<span class="ls0">. <span class="ls3">62</span><span class="fc1"> </span></span></span></span></span></div><div class="t m0 x4 h6 y21 ff2 fs2 fc2 sc0 ls0 ws0">4.13.<span class="ff3 fc1"> <span class="_ _b"> </span></span><span class="ff1">Stanowisko <span class="_ _6"></span>Zarządu <span class="_ _6"></span>odnośnie <span class="_ _6"></span>do <span class="_ _6"></span>możliwości <span class="_ _6"></span>zrealizowania <span class="_ _6"></span>wcześniej <span class="_ _6"></span>publikowanych </span></div><div class="t m0 x5 h5 y22 ff1 fs2 fc2 sc0 ls0 ws0">prognoz <span class="_ _e"></span>wyników <span class="_ _e"></span>na<span class="_ _0"></span> <span class="_ _e"></span>dany <span class="_ _e"></span>rok, <span class="_ _e"></span>w <span class="_ _f"></span>świetle <span class="_ _f"></span>wyników <span class="_ _f"></span>zaprezentowanych <span class="_ _f"></span>w <span class="_ _f"></span>r<span class="_ _6"></span>aporc<span class="ff2">ie <span class="_ _e"></span>za </span></div><div class="t m0 x5 h6 y23 ff1 fs2 fc2 sc0 ls0 ws0">poprzedni okres w<span class="_ _3"></span> <span class="_ _6"></span>stosunku do wyni<span class="_ _0"></span>ków prognoz<span class="_ _0"></span>owanych.<span class="ff3"> <span class="_ _8"></span><span class="ls2">...........................................<span class="ls0"> <span class="ls3">62</span><span class="fc1"> </span></span></span></span></div><div class="t m0 x4 h6 y24 ff2 fs2 fc2 sc0 ls1 ws0">5.<span class="ff3 fc1 ls0"> <span class="_ _1"> </span><span class="ff1 fc2">NAJWAŻNIEJS<span class="_ _0"></span>ZE UMOWY<span class="ff3"> <span class="ls2">................................................................................................</span> 62<span class="fc1"> </span></span></span></span></div><div class="t m0 x4 h6 y25 ff2 fs2 fc2 sc0 ls0 ws0">5.1.<span class="ff3 fc1"> <span class="_ _a"> </span></span>Umowy ubezpieczeni<span class="_ _0"></span>a<span class="ff3"> <span class="_ _5"></span><span class="ls2">..........................................................................................................<span class="ls0"> <span class="_ _6"></span><span class="ls3">62</span><span class="fc1"> </span></span></span></span></div><div class="t m0 x4 h6 y26 ff2 fs2 fc2 sc0 ls0 ws0">5.2.<span class="ff3 fc1"> <span class="_ _a"> </span></span><span class="ff1">Najważniejsze<span class="_ _0"></span> <span class="_ _f"></span>umowy <span class="_ _f"></span>o <span class="_ _f"></span>roboty <span class="_ _f"></span>budow<span class="_ _0"></span>lane <span class="_ _f"></span>i <span class="_ _f"></span>inne <span class="_ _f"></span>dotyc<span class="_ _0"></span>zące <span class="_ _f"></span>działal<span class="_ _0"></span>ności <span class="_ _f"></span>operacyjnej </span></div><div class="t m0 x5 h6 y27 ff1 fs2 fc2 sc0 ls0 ws0">zawarte przez Spół<span class="_ _0"></span>k<span class="ff3"> <span class="_ _5"></span><span class="ls2">..............................................................................................................<span class="ls0"> <span class="_ _6"></span><span class="ls3">62</span><span class="fc1"> </span></span></span></span></div><div class="t m0 x4 h6 y28 ff2 fs2 fc2 sc0 ls0 ws0">5.3.<span class="ff3 fc1"> <span class="_ _a"> </span></span><span class="ff1">Zdarzenia <span class="_ _10"></span>i <span class="_ _10"></span>umowy<span class="_ _3"></span> <span class="_ _f"></span>zawarte<span class="_ _3"></span> <span class="_ _f"></span>po <span class="_ _6"></span>dniu, <span class="_ _10"></span>na <span class="_ _10"></span>które <span class="_ _10"></span>sporządzono<span class="_ _3"></span> <span class="_ _f"></span>sprawozd<span class="_ _0"></span>anie <span class="_ _6"></span>finansowe, </span></div><div class="t m0 x5 h6 y29 ff1 fs2 fc2 sc0 ls0 ws0">mogące w znacząc<span class="_ _0"></span>y sposób wpłyną<span class="_ _0"></span>ć na przyszłe <span class="_ _3"></span>wyniki finansowe<span class="ff3"> <span class="ls2">............................</span> <span class="ls3">64</span><span class="fc1"> </span></span></div><div class="t m0 x4 h6 y2a ff2 fs2 fc2 sc0 ls1 ws0">6.<span class="ff3 fc1 ls0"> <span class="_ _1"> </span><span class="ff1 fc2">INFORMACJE<span class="_ _0"></span>  O  ZAW<span class="_ _0"></span>ARCIU  P<span class="_ _0"></span>RZEZ  EMITE<span class="_ _3"></span>NTA  LUB  JEDNOSTK<span class="_ _0"></span>Ę  OD <span class="_ _11"> </span>NIEGO<span class="_ _3"></span> </span></span></div></div><a class="l" href="#pf5" ><span class="d m1" style="border-style:none;position:absolute;left:137.200000px;bottom:1429.160000px;width:452.530000px;height:18.430000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf5" ><span class="d m1" style="border-style:none;position:absolute;left:1033.260000px;bottom:1429.160000px;width:10.070000px;height:18.430000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf6" ><span class="d m1" style="border-style:none;position:absolute;left:137.200000px;bottom:1392.300000px;width:452.530000px;height:18.430000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf6" ><span class="d m1" style="border-style:none;position:absolute;left:1033.260000px;bottom:1392.300000px;width:10.070000px;height:18.430000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf6" ><span class="d m1" style="border-style:none;position:absolute;left:137.200000px;bottom:1355.460000px;width:458.100000px;height:18.420000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf13" ><span class="d m1" style="border-style:none;position:absolute;left:137.200000px;bottom:1318.600000px;width:446.950000px;height:18.430000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf13" ><span class="d m1" style="border-style:none;position:absolute;left:1022.100000px;bottom:1318.600000px;width:15.650000px;height:18.430000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf13" ><span class="d m1" style="border-style:none;position:absolute;left:137.200000px;bottom:1291.740000px;width:458.100000px;height:13.430000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf13" ><span class="d m1" style="border-style:none;position:absolute;left:911.940000px;bottom:1291.740000px;width:73.790000px;height:13.430000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf13" ><span class="d m1" style="border-style:none;position:absolute;left:137.200000px;bottom:1254.880000px;width:446.950000px;height:18.430000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf13" ><span class="d m1" style="border-style:none;position:absolute;left:137.200000px;bottom:1254.880000px;width:458.100000px;height:18.430000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf17" ><span class="d m1" style="border-style:none;position:absolute;left:137.200000px;bottom:1218.040000px;width:458.100000px;height:18.420000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf19" ><span class="d m1" style="border-style:none;position:absolute;left:137.200000px;bottom:1181.180000px;width:446.950000px;height:18.430000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf19" ><span class="d m1" style="border-style:none;position:absolute;left:1022.100000px;bottom:1181.180000px;width:15.650000px;height:18.430000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf19" ><span class="d m1" style="border-style:none;position:absolute;left:137.200000px;bottom:1144.320000px;width:458.100000px;height:18.430000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf1c" ><span class="d m1" style="border-style:none;position:absolute;left:137.200000px;bottom:1107.460000px;width:458.100000px;height:18.430000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf20" ><span class="d m1" style="border-style:none;position:absolute;left:137.200000px;bottom:1070.600000px;width:446.950000px;height:18.430000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf20" ><span class="d m1" style="border-style:none;position:absolute;left:1022.100000px;bottom:1070.600000px;width:15.650000px;height:18.430000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf20" ><span class="d m1" style="border-style:none;position:absolute;left:137.200000px;bottom:1045.320000px;width:461.160000px;height:12.640000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf20" ><span class="d m1" style="border-style:none;position:absolute;left:137.200000px;bottom:1008.460000px;width:446.950000px;height:18.430000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf20" ><span class="d m1" style="border-style:none;position:absolute;left:137.200000px;bottom:1008.460000px;width:458.100000px;height:18.430000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf25" ><span class="d m1" style="border-style:none;position:absolute;left:137.200000px;bottom:971.600000px;width:446.950000px;height:18.430000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf25" ><span class="d m1" style="border-style:none;position:absolute;left:1022.100000px;bottom:971.600000px;width:15.650000px;height:18.430000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf25" ><span class="d m1" style="border-style:none;position:absolute;left:137.200000px;bottom:934.740000px;width:446.950000px;height:18.430000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf25" ><span class="d m1" style="border-style:none;position:absolute;left:1022.100000px;bottom:934.740000px;width:15.650000px;height:18.430000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf27" ><span class="d m1" style="border-style:none;position:absolute;left:137.200000px;bottom:897.900000px;width:446.950000px;height:18.420000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf27" ><span class="d m1" style="border-style:none;position:absolute;left:1022.100000px;bottom:897.900000px;width:15.650000px;height:18.420000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf27" ><span class="d m1" style="border-style:none;position:absolute;left:137.200000px;bottom:861.040000px;width:446.950000px;height:18.430000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf27" ><span class="d m1" style="border-style:none;position:absolute;left:1022.100000px;bottom:861.040000px;width:15.650000px;height:18.430000px;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:137.200000px;bottom:824.180000px;width:446.950000px;height:18.430000px;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:1022.100000px;bottom:824.180000px;width:15.650000px;height:18.430000px;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:137.200000px;bottom:787.320000px;width:446.950000px;height:18.430000px;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:1022.100000px;bottom:787.320000px;width:15.650000px;height:18.430000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf2a" ><span class="d m1" style="border-style:none;position:absolute;left:137.200000px;bottom:750.460000px;width:446.950000px;height:18.430000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf2a" ><span class="d m1" style="border-style:none;position:absolute;left:1022.100000px;bottom:750.460000px;width:15.650000px;height:18.430000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf2a" ><span class="d m1" style="border-style:none;position:absolute;left:137.200000px;bottom:713.620000px;width:446.950000px;height:18.420000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf2a" ><span class="d m1" style="border-style:none;position:absolute;left:1022.100000px;bottom:713.620000px;width:15.650000px;height:18.420000px;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:137.200000px;bottom:676.760000px;width:446.950000px;height:18.430000px;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:1022.100000px;bottom:676.760000px;width:15.650000px;height:18.430000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf38" ><span class="d m1" style="border-style:none;position:absolute;left:137.200000px;bottom:639.900000px;width:446.950000px;height:18.430000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf38" ><span class="d m1" style="border-style:none;position:absolute;left:1022.100000px;bottom:639.900000px;width:15.650000px;height:18.430000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf38" ><span class="d m1" style="border-style:none;position:absolute;left:137.200000px;bottom:603.040000px;width:446.950000px;height:18.430000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf38" ><span class="d m1" style="border-style:none;position:absolute;left:1022.100000px;bottom:603.040000px;width:15.650000px;height:18.430000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf3b" ><span class="d m1" style="border-style:none;position:absolute;left:137.200000px;bottom:566.200000px;width:446.950000px;height:18.420000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf3b" ><span class="d m1" style="border-style:none;position:absolute;left:1022.100000px;bottom:566.200000px;width:15.650000px;height:18.420000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf3b" ><span class="d m1" style="border-style:none;position:absolute;left:137.200000px;bottom:529.340000px;width:446.950000px;height:18.430000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf3b" ><span class="d m1" style="border-style:none;position:absolute;left:1022.100000px;bottom:529.340000px;width:15.650000px;height:18.430000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf3b" ><span class="d m1" style="border-style:none;position:absolute;left:137.200000px;bottom:492.480000px;width:446.950000px;height:18.430000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf3b" ><span class="d m1" style="border-style:none;position:absolute;left:1022.100000px;bottom:492.480000px;width:15.650000px;height:18.430000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf3e" ><span class="d m1" style="border-style:none;position:absolute;left:137.200000px;bottom:455.620000px;width:446.950000px;height:18.430000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf3e" ><span class="d m1" style="border-style:none;position:absolute;left:1022.100000px;bottom:455.620000px;width:15.650000px;height:18.430000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf3e" ><span class="d m1" style="border-style:none;position:absolute;left:137.200000px;bottom:430.320000px;width:461.160000px;height:12.650000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf3e" ><span class="d m1" style="border-style:none;position:absolute;left:137.200000px;bottom:405.020000px;width:461.160000px;height:12.650000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf3e" ><span class="d m1" style="border-style:none;position:absolute;left:137.200000px;bottom:368.180000px;width:446.950000px;height:18.420000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf3e" ><span class="d m1" style="border-style:none;position:absolute;left:137.200000px;bottom:368.180000px;width:458.100000px;height:18.420000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf3e" ><span class="d m1" style="border-style:none;position:absolute;left:137.200000px;bottom:331.320000px;width:452.530000px;height:18.430000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf3e" ><span class="d m1" style="border-style:none;position:absolute;left:1033.260000px;bottom:331.320000px;width:10.070000px;height:18.430000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf3e" ><span class="d m1" style="border-style:none;position:absolute;left:137.200000px;bottom:294.460000px;width:446.950000px;height:18.430000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf3e" ><span class="d m1" style="border-style:none;position:absolute;left:1022.100000px;bottom:294.460000px;width:15.650000px;height:18.430000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf3e" ><span class="d m1" style="border-style:none;position:absolute;left:137.200000px;bottom:269.160000px;width:461.160000px;height:12.650000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf3e" ><span class="d m1" style="border-style:none;position:absolute;left:137.200000px;bottom:232.300000px;width:446.950000px;height:18.430000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf3e" ><span class="d m1" style="border-style:none;position:absolute;left:137.200000px;bottom:232.300000px;width:458.100000px;height:18.430000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf40" ><span class="d m1" style="border-style:none;position:absolute;left:137.200000px;bottom:207.020000px;width:461.160000px;height:12.640000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf40" ><span class="d m1" style="border-style:none;position:absolute;left:137.200000px;bottom:170.156000px;width:446.950000px;height:18.432000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf40" ><span class="d m1" style="border-style:none;position:absolute;left:137.200000px;bottom:170.156000px;width:458.100000px;height:18.432000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf41" ><span class="d m1" style="border-style:none;position:absolute;left:137.200000px;bottom:144.858000px;width:461.160000px;height:12.649000px;background-color:rgba(255,255,255,0.000001);" /></a></div><div class="pi" ></div></div><div id="pf3" class="pf w0 h0" ><div class="pc pc3 w0 h0"><img class="bi x6 y2b w4 h7" alt="" 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class="c x0 y0 w3 h0"><div class="t m0 x7 h8 y2c ff4 fs3 fc3 sc0 ls0 ws0">SPRAWOZDANE ZARZĄDU Z DZIAŁALNOŚCI<span class="ff3"> MIRBUD S.A. ZA <span class="ls4">ROK</span> <span class="ls5">20</span>21<span class="fc4"> </span></span></div><div class="t m0 x4 h6 y2d ff3 fs2 fc1 sc0 ls0 ws0"> </div></div><div class="c x4 y2e w5 h9"><div class="t m0 x8 ha y2f ff2 fs4 fc3 sc0 ls0 ws0">MIRBUD <span class="ls6">| </span><span class="ff1">Z<span class="_ _6"></span>ASADY SPORZĄDZAN<span class="_ _6"></span>IA SPRAWOZDANIA FIN<span class="_ _6"></span>ANSOWEGO<span class="_ _6"></span></span> </div></div><div class="c x9 y2e w6 h9"><div class="t m0 xa hb y30 ff3 fs1 fc0 sc0 ls0 ws0">3<span class="fs2"> </span></div></div><div class="c x0 y0 w3 h0"><div class="t m0 x4 h6 y31 ff3 fs2 fc1 sc0 ls0 ws0"> </div></div><div class="c xb y32 w7 hc"><div class="t m0 xc hd y33 ff5 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x0 y0 w3 h0"><div class="t m0 x5 h5 y34 ff1 fs2 fc2 sc0 ls0 ws0">ZALEŻNĄ<span class="_ _0"></span> <span class="_ _12"> </span>JEDNEJ <span class="_ _12"> </span>LU<span class="_ _0"></span>B <span class="_ _12"> </span>WIELU <span class="_ _13"> </span>TRANSA<span class="_ _0"></span>KCJI <span class="_ _13"> </span>Z <span class="_ _12"> </span>PODMIOTAM<span class="_ _0"></span>I <span class="_ _12"> </span>POWIĄZA<span class="_ _0"></span>NYMI </div><div class="t m0 x5 h6 y35 ff1 fs2 fc2 sc0 ls0 ws0">JEŻELI ZOSTAŁY<span class="_ _0"></span> ZAWAR<span class="_ _0"></span>TE NA WARUN<span class="_ _0"></span>KACH INNYCH<span class="_ _0"></span> NIŻ RYNKOWE<span class="ff3"> <span class="_ _8"></span><span class="ls2">..............<span class="ls0"> <span class="ls3">65</span><span class="fc1"> </span></span></span></span></div><div class="t m0 x4 h6 y36 ff2 fs2 fc2 sc0 ls1 ws0">7.<span class="ff3 fc1 ls0"> <span class="_ _1"> </span></span><span class="ls0">SKUTKI <span class="_ _14"> </span>ZMIAN <span class="_ _14"> </span>W <span class="_ _14"> </span>STRUKTUR<span class="_ _0"></span>ZE <span class="_ _14"> </span>JEDNOSTKI <span class="_ _14"> </span>GOSPODAR<span class="_ _0"></span>CZEJ, <span class="_ _14"> </span>W <span class="_ _14"> </span>TYM <span class="_ _14"> </span>W </span></div><div class="t m0 x5 h5 y37 ff1 fs2 fc2 sc0 ls0 ws0">WYNIKU <span class="_ _10"></span>POŁĄCZENIA <span class="_ _f"></span>JED<span class="_ _0"></span>NOSTEK, <span class="_ _f"></span>UZY<span class="_ _0"></span>SKANIA <span class="_ _10"></span>LUB <span class="_ _f"></span>UTRATY <span class="_ _10"></span>KONTROLI <span class="_ _f"></span>NAD<span class="_ _3"></span> </div><div class="t m0 x5 h5 y38 ff1 fs2 fc2 sc0 ls0 ws0">JEDNOSTKA<span class="_ _0"></span>MI <span class="_ _12"> </span>ZALEŻNYMI <span class="_ _12"> </span>ORAZ <span class="_ _12"> </span>INWESTYC<span class="_ _0"></span>JAMI <span class="_ _12"> </span>DŁUGOTERMI<span class="ff2">NOWYMI, <span class="_ _12"> </span>A </span></div><div class="t m0 x5 h5 y8 ff1 fs2 fc2 sc0 ls0 ws0">TAKŻE <span class="_ _14"> </span>PODZIAŁU<span class="_ _0"></span>, <span class="_ _14"> </span>RES<span class="_ _0"></span>TRUKTU<span class="_ _0"></span>RYZACJI <span class="_ _14"> </span>LUB<span class="_ _0"></span> <span class="_ _14"> </span>ZANIECHAN<span class="_ _0"></span>IA <span class="_ _14"> </span>DZIAŁA<span class="_ _0"></span>LNOŚCI </div><div class="t m0 x5 h6 y39 ff1 fs2 fc2 sc0 ls0 ws0">ORAZ WSKAZAN<span class="_ _0"></span>IE JEDNOSTE<span class="_ _0"></span>K PODLEGA<span class="_ _0"></span>JĄCYCH<span class="_ _0"></span> KONSOLIDACJ<span class="_ _0"></span>I<span class="ff3"> <span class="_ _9"></span><span class="ls2">...................<span class="ls0"> <span class="_ _6"></span><span class="ls3">66</span><span class="fc1"> </span></span></span></span></div><div class="t m0 x4 h6 y3a ff2 fs2 fc2 sc0 ls1 ws0">8.<span class="ff3 fc1 ls0"> <span class="_ _1"> </span><span class="ff1 fc2">OSIĄGNIETE <span class="_ _0"></span>I PROGNOZO<span class="_ _0"></span>WANE WYN<span class="_ _0"></span>IKI FINAN<span class="_ _0"></span>SOWE<span class="ff3"> <span class="_ _9"></span><span class="ls2">...........................................<span class="ls0"> <span class="ls3">67</span><span class="fc1"> </span></span></span></span></span></span></div><div class="t m0 x4 h6 y3b ff2 fs2 fc2 sc0 ls1 ws0">9.<span class="ff3 fc1 ls0"> <span class="_ _1"> </span><span class="ff1 fc2">CHARA<span class="_ _0"></span>KTERYSTYKA <span class="_ _15"> </span>ZEWNĘTRZN<span class="_ _0"></span>YCH <span class="_ _15"> </span>I <span class="_ _15"> </span>WEWNĘTRZNYCH <span class="_ _15"> </span>CZYNNIKÓW </span></span></div><div class="t m0 x5 h5 y3c ff2 fs2 fc2 sc0 ls0 ws0">ISTOTNYCH <span class="_ _16"> </span>DLA <span class="_ _16"> </span>ROZWOJU<span class="_ _0"></span> <span class="_ _16"> </span>EMITENTA <span class="_ _16"> </span>ORAZ <span class="_ _16"> </span>OPIS <span class="_ _16"> </span>PERSPEKTY<span class="_ _0"></span>W </div><div class="t m0 x5 h5 y3d ff1 fs2 fc2 sc0 ls0 ws0">DZIAŁALNOŚC<span class="_ _0"></span>I <span class="_ _17"> </span>EMITE<span class="_ _0"></span>NTA <span class="_ _17"> </span>W <span class="_ _17"> </span>P<span class="_ _0"></span>ERSPEK<span class="_ _0"></span>TYWIE <span class="_ _17"> </span>CO <span class="_ _17"> </span>N<span class="_ _0"></span>AJMNIEJ<span class="_ _0"></span> <span class="_ _17"> </span>JEDNE<span class="_ _0"></span>GO </div><div class="t m0 x5 h6 y3e ff1 fs2 fc2 sc0 ls0 ws0">KWARTAŁU<span class="_ _0"></span><span class="ff3"> <span class="_ _7"></span><span class="ls2">............................................................................................................................<span class="ls0"> <span class="_ _6"></span><span class="ls3">67</span><span class="fc1"> </span></span></span></span></div><div class="t m0 x4 h6 y3f ff2 fs2 fc2 sc0 ls1 ws0">10<span class="ls0">.<span class="ff3 fc1"> <span class="_ _18"> </span></span><span class="ff1">ZMIANY <span class="_ _19"> </span>W <span class="_ _19"> </span>PODSTAWOWYC<span class="_ _0"></span>H <span class="_ _19"> </span>ZASADACH <span class="_ _19"> </span>ZARZĄDZAN<span class="_ _0"></span>IA </span></span></div><div class="t m0 x5 h6 y40 ff1 fs2 fc2 sc0 ls0 ws0">PRZEDS<span class="_ _0"></span>IĘBIORSTWEM E<span class="_ _0"></span>MITENTA I JE<span class="_ _0"></span>GO GRU<span class="_ _0"></span>PĄ KAPITAŁOWĄ<span class="ff3"> <span class="_ _9"></span><span class="ls2">........................<span class="ls0"> <span class="_ _6"></span><span class="ls3">68</span><span class="fc1"> </span></span></span></span></div><div class="t m0 x4 h6 y41 ff2 fs2 fc2 sc0 ls1 ws0">11.<span class="ff3 fc1 ls0"> <span class="_ _18"> </span><span class="ff1 fc2">OPIS <span class="_ _a"> </span>GŁÓWNYCH<span class="_ _0"></span> <span class="_ _a"> </span>CECH <span class="_ _a"> </span>STOSOWANYC<span class="_ _0"></span>H <span class="_ _a"> </span>SYSTEMÓW <span class="_ _a"> </span>KONTR<span class="_ _0"></span>OLI </span></span></div><div class="t m0 x5 h5 y42 ff1 fs2 fc2 sc0 ls0 ws0">WEWNĘTRZN<span class="_ _0"></span>EJ  I <span class="_ _13"> </span>ZARZĄD<span class="_ _0"></span>ZANIA  RYZYKIEM  W  ODNIESIENIU  DO  PROCESU </div><div class="t m0 x5 h6 y43 ff1 fs2 fc2 sc0 ls0 ws0">SPORZĄDZA<span class="_ _0"></span>NIA SPRAWOZDA<span class="_ _0"></span>Ń FINAS<span class="_ _0"></span>OWYCH<span class="ff3"> <span class="_ _3"></span><span class="ls2">.........................................................<span class="ls0"> <span class="ls3">68</span><span class="fc1"> </span></span></span></span></div><div class="t m0 x4 h6 y44 ff2 fs2 fc2 sc0 ls1 ws0">12.<span class="ff3 fc1 ls0"> <span class="_ _18"> </span><span class="ff1 fc2">INFORMACJE UZU<span class="_ _3"></span>PEŁNIAJĄCE<span class="ff3"> <span class="ls2">......................................................................................</span> <span class="_ _6"></span><span class="ls3">69</span><span class="fc1"> </span></span></span></span></div><div class="t m0 x4 h6 y45 ff2 fs2 fc2 sc0 ls0 ws0">12.1.<span class="ff3 fc1"> <span class="_ _b"> </span></span>Akcjonariat<span class="ff3"> <span class="_ _3"></span><span class="ls2">..............................................................................................................................<span class="ls0"> <span class="_ _6"></span><span class="ls3">69</span><span class="fc1"> </span></span></span></span></div><div class="t m0 x4 h6 y46 ff2 fs2 fc2 sc0 ls0 ws0">12.1.1.<span class="ff3 fc1"> <span class="_ _5"></span><span class="ff1 fc2">Informacja o dywide<span class="_ _0"></span>ndzie wypł<span class="_ _0"></span>aconej w ok<span class="_ _0"></span>resie od 01.01<span class="_ _0"></span>.2021r do 31.12.<span class="_ _0"></span>2021r.<span class="ff3"> <span class="ls2">.....</span> <span class="ls3">69</span><span class="fc1"> </span></span></span></span></div><div class="t m0 x4 h6 y47 ff2 fs2 fc2 sc0 ls0 ws0">12.1.2.<span class="ff3 fc1"> <span class="_ _5"></span><span class="ff1 fc2">Informacje o nabyciu<span class="_ _3"></span> i sprzedaży akcji własn<span class="_ _0"></span>ych<span class="ff3"> <span class="ls2">.............................................................</span> <span class="_ _6"></span><span class="ls3">69</span><span class="fc1"> </span></span></span></span></div><div class="t m0 x4 h6 y48 ff2 fs2 fc2 sc0 ls0 ws0">12.1.3.<span class="ff3 fc1"> <span class="_ _5"></span><span class="ff1 fc2">Akcje Spółk<span class="ff2">i<span class="ff3"> <span class="_ _3"></span><span class="ls2">............................................................................................................................<span class="ls0"> <span class="_ _6"></span><span class="ls3">69</span><span class="fc1"> </span></span></span></span></span></span></span></div><div class="t m0 x4 h6 y49 ff2 fs2 fc2 sc0 ls0 ws0">12.1.4.<span class="ff3 fc1"> <span class="_ _5"></span><span class="ff1 fc2">Zestawienie  stanu <span class="_ _11"> </span>posiadan<span class="_ _0"></span>ia  akcji  emiten<span class="_ _0"></span>ta  lub  up<span class="_ _0"></span>rawnień  do  ni<span class="_ _0"></span>ch  przez  osoby<span class="_ _0"></span> </span></span></div><div class="t m0 x5 h6 y4a ff1 fs2 fc2 sc0 ls0 ws0">zarządzające i<span class="ff2"> </span>nadzo<span class="_ _0"></span>rujące emi<span class="_ _0"></span>tenta<span class="ff3"> <span class="_ _0"></span><span class="ls2">.................................................................................<span class="ls0"> <span class="ls3">70</span><span class="fc1"> </span></span></span></span></div><div class="t m0 x4 h6 y4b ff2 fs2 fc2 sc0 ls0 ws0">12.1.5.<span class="ff3 fc1"> <span class="_ _5"></span><span class="ff2 fc2">Informacje <span class="_ _6"></span>o <span class="_ _10"></span>znanych <span class="_ _6"></span>emitentowi <span class="_ _10"></span>umowach,<span class="_ _0"></span> <span class="_ _10"></span>w <span class="_ _6"></span>tym <span class="_ _10"></span>zawartych <span class="_ _6"></span>po <span class="_ _10"></span>dniu <span class="_ _6"></span>bilansowym, <span class="_ _10"></span>w </span></span></div><div class="t m0 x5 h5 y4c ff1 fs2 fc2 sc0 ls0 ws0">wyniku <span class="_ _6"></span>których m<span class="_ _6"></span>ogą <span class="_ _6"></span>w przyszłości <span class="_ _6"></span>nastąpić <span class="_ _10"></span><span class="ff2">zmi<span class="_ _0"></span>any <span class="_ _6"></span>w <span class="_ _6"></span>proporcjach <span class="_ _6"></span>posiadanych<span class="_ _0"></span> <span class="_ _6"></span>akcji </span></div><div class="t m0 x5 h6 y4d ff2 fs2 fc2 sc0 ls0 ws0">przez dotychczasow<span class="_ _0"></span>ych akcjonariusz<span class="_ _0"></span>y i obligata<span class="_ _0"></span>riuszy<span class="ff3"> <span class="_ _3"></span><span class="ls2">...................................................<span class="ls0"> <span class="ls3">71</span><span class="fc1"> </span></span></span></span></div><div class="t m0 x4 h6 y4e ff2 fs2 fc2 sc0 ls0 ws0">12.1.6.<span class="ff3 fc1"> <span class="_ _5"></span><span class="ff2 fc2">Informacje o syste<span class="_ _3"></span>m<span class="_ _6"></span>ie kont<span class="ff1">roli prog<span class="_ _0"></span>ramów akcji pr<span class="_ _0"></span>acowniczych<span class="ff3"> <span class="_ _7"></span><span class="ls2">....................................<span class="ls0"> <span class="ls3">71</span><span class="fc1"> </span></span></span></span></span></span></span></div><div class="t m0 x4 h6 y4f ff2 fs2 fc2 sc0 ls0 ws0">12.2.<span class="ff3 fc1"> <span class="_ _b"> </span></span><span class="ff1">Wpływ czynników i ni<span class="_ _0"></span>etypow<span class="_ _0"></span>ych zdarzeń na<span class="_ _0"></span> wynik finansowy<span class="_ _0"></span> za 2021 r.<span class="ff3"> <span class="_ _5"></span><span class="ls2">....................<span class="_ _6"></span><span class="ls0"> <span class="ls3">71</span><span class="fc1"> </span></span></span></span></span></div><div class="t m0 x4 h6 y50 ff2 fs2 fc2 sc0 ls0 ws0">12.3.<span class="ff3 fc1"> <span class="_ _b"> </span></span><span class="ff1">Zmiany w podstawow<span class="_ _0"></span>ych zasadach<span class="_ _3"></span> <span class="_ _6"></span>zarządzani<span class="_ _0"></span>a przedsiębi<span class="_ _0"></span>orstwem<span class="ff3"> <span class="_ _9"></span><span class="ls2">...........................<span class="ls0"> <span class="ls3">71</span><span class="fc1"> </span></span></span></span></span></div><div class="t m0 x4 h6 y51 ff2 fs2 fc2 sc0 ls0 ws0">12.4.<span class="ff3 fc1"> <span class="_ _b"> </span></span><span class="ff1">Zarząd i Rada <span class="_ _6"></span>Nadzorcz<span class="_ _0"></span>a oraz <span class="_ _6"></span>zmiany w organach nadzorujących i<span class="ff2"> <span class="_ _6"></span></span>zarzą<span class="_ _3"></span>dzaj<span class="_ _6"></span>ących w </span></div><div class="t m0 x5 h6 y52 ff1 fs2 fc2 sc0 ls0 ws0">Spółce<span class="ff3"> <span class="_ _7"></span><span class="ls2">......................................................................................................................................<span class="ls0"> <span class="ls3">72</span><span class="fc1"> </span></span></span></span></div><div class="t m0 x4 h6 y53 ff2 fs2 fc2 sc0 ls0 ws0">12.5.<span class="ff3 fc1"> <span class="_ _b"> </span></span><span class="ff1">Informacja <span class="_ _1a"> </span>o <span class="_ _1a"> </span>osobistych, <span class="_ _1a"> </span>faktycznych <span class="_ _1a"> </span>i <span class="_ _1b"> </span>organizacyjnych<span class="_ _3"></span> <span class="_ _1b"> </span>powiązaniach <span class="_ _1a"> </span>członków </span></div><div class="t m0 x5 h5 y54 ff1 fs2 fc2 sc0 ls0 ws0">Zarządu i <span class="_ _6"></span>Rady Nadzorc<span class="_ _0"></span>zej z <span class="_ _6"></span>określonymi akcjonariuszami<span class="_ _3"></span> <span class="_ _6"></span>posiadającymi co najmniej </div><div class="t m0 x5 h6 y55 ff1 fs2 fc2 sc0 ls0 ws0">5% głosów na Walny<span class="_ _3"></span>m <span class="_ _6"></span>Zgromadzeni<span class="_ _0"></span>u Akcjona<span class="_ _0"></span>riuszy <span class="_ _0"></span>MIRBUD S<span class="ff2">.A.<span class="ff3"> <span class="_ _2"></span><span class="ls2">............................<span class="ls0"> <span class="ls3">72</span><span class="fc1"> </span></span></span></span></span></div><div class="t m0 x4 h6 y56 ff2 fs2 fc2 sc0 ls0 ws0">12.6.<span class="ff3 fc1"> <span class="_ _b"> </span></span><span class="ff1">Wynagrodzenia<span class="_ _0"></span> osób zarządzający<span class="_ _0"></span>ch i nadzoru<span class="_ _3"></span>j<span class="_ _6"></span>ących<span class="ff3"> <span class="_ _5"></span><span class="ls2">...................................................<span class="_ _6"></span><span class="ls0"> <span class="ls3">73</span><span class="fc1"> </span></span></span></span></span></div><div class="t m0 x4 h6 y57 ff2 fs2 fc2 sc0 ls0 ws0">12.6.1.<span class="ff3 fc1"> <span class="_ _5"></span><span class="ff1 fc2">Umowy <span class="_ _1c"> </span>zawarte <span class="_ _1c"> </span>międ<span class="_ _3"></span>zy <span class="_ _1c"> </span>emitentem <span class="_ _1c"> </span>a <span class="_ _1c"> </span>osobami <span class="_ _1c"> </span>zarz<span class="_ _0"></span>ądzającymi, <span class="_ _1c"> </span>p<span class="_ _0"></span>rzewidujące </span></span></div><div class="t m0 x5 h5 y58 ff1 fs2 fc2 sc0 ls0 ws0">rekompensatę <span class="_ _6"></span>w <span class="_ _6"></span>przypadku <span class="_ _6"></span>ich <span class="_ _6"></span>rezygnacji <span class="_ _6"></span>lub <span class="_ _10"></span>zwolnienia <span class="_ _6"></span>z <span class="_ _6"></span>zajmowanego <span class="_ _6"></span>st<span class="_ _6"></span>anowiska<span class="_ _3"></span> </div><div class="t m0 x5 h5 y59 ff1 fs2 fc2 sc0 ls0 ws0">bez <span class="_ _11"> </span>ważne<span class="_ _0"></span>j <span class="_ _11"> </span>przyczyny<span class="_ _3"></span>  lub <span class="_ _11"> </span>gd<span class="_ _0"></span>y <span class="_ _11"> </span>ich<span class="_ _3"></span>  odwołani<span class="_ _0"></span>e <span class="_ _11"> </span>lub <span class="_ _11"> </span>zwol<span class="_ _0"></span>nienie <span class="_ _11"> </span>nast<span class="_ _0"></span>ępuje <span class="_ _11"> </span>z<span class="_ _0"></span> <span class="_ _11"> </span>powodu<span class="_ _0"></span> </div><div class="t m0 x5 h6 y5a ff1 fs2 fc2 sc0 ls0 ws0">połączenia emiten<span class="_ _0"></span>ta przez prze<span class="_ _0"></span>jęcie;<span class="ff3"> <span class="_ _8"></span><span class="ls2">..................................................................................<span class="ls0"> <span class="_ _6"></span><span class="ls3">75</span><span class="fc1"> </span></span></span></span></div><div class="t m0 x4 h6 y5b ff2 fs2 fc2 sc0 ls0 ws0">12.6.2.<span class="ff3 fc1"> <span class="_ _5"></span><span class="ff2 fc2">Info<span class="ff1">rmacje <span class="_ _12"> </span>o <span class="_ _12"> </span>wszelkich <span class="_ _12"> </span>zobowiązaniach <span class="_ _12"> </span>wynikających<span class="_ _0"></span> <span class="_ _12"> </span>z <span class="_ _1d"> </span>emerytur<span class="_ _0"></span> <span class="_ _12"> </span>i <span class="_ _1d"> </span>świ<span class="_ _0"></span>adczeń <span class="_ _12"> </span>o </span></span></span></div><div class="t m0 x5 h5 y5c ff1 fs2 fc2 sc0 ls0 ws0">podobnym <span class="_ _e"> </span>charakterze <span class="_ _1e"> </span>dla <span class="_ _1e"> </span>byłych <span class="_ _1e"> </span>osób <span class="_ _1e"> </span>zarządzających<span class="_ _3"></span>,<span class="_ _6"></span> <span class="_ _1e"> </span>nadzorujących<span class="_ _3"></span> <span class="_ _1e"> </span>albo <span class="_ _1e"> </span>byłych </div><div class="t m0 x5 h5 y5d ff1 fs2 fc2 sc0 ls0 ws0">członków <span class="_ _6"></span>organów <span class="_ _10"></span>admini<span class="_ _0"></span>strujących <span class="_ _6"></span>oraz <span class="_ _10"></span>o <span class="_ _10"></span>zobowi<span class="_ _0"></span>ązaniach <span class="_ _6"></span>zaciągniętych <span class="_ _10"></span>w <span class="_ _10"></span>związku<span class="_ _0"></span> </div><div class="t m0 x5 h6 y5e ff2 fs2 fc2 sc0 ls0 ws0">z tymi emerytu<span class="_ _3"></span>r<span class="_ _6"></span>ami,<span class="ff3"> <span class="_ _3"></span><span class="ls2">...............................................................................................................<span class="ls0"> <span class="_ _6"></span><span class="ls3">75</span><span class="fc1"> </span></span></span></span></div></div><a class="l" href="#pf41" ><span class="d m1" style="border-style:none;position:absolute;left:137.200000px;bottom:1468.020000px;width:461.160000px;height:12.650000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf41" ><span class="d m1" style="border-style:none;position:absolute;left:137.200000px;bottom:1431.160000px;width:446.950000px;height:18.430000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf41" ><span class="d m1" style="border-style:none;position:absolute;left:137.200000px;bottom:1431.160000px;width:458.100000px;height:18.430000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf42" ><span class="d m1" style="border-style:none;position:absolute;left:137.200000px;bottom:1405.860000px;width:461.160000px;height:12.650000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf42" ><span class="d m1" 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style="border-style:none;position:absolute;left:137.200000px;bottom:224.940000px;width:461.160000px;height:12.650000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf4b" ><span class="d m1" style="border-style:none;position:absolute;left:137.200000px;bottom:199.650000px;width:461.160000px;height:12.645000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf4b" ><span class="d m1" style="border-style:none;position:absolute;left:137.200000px;bottom:174.352000px;width:461.160000px;height:12.649000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf4b" ><span class="d m1" style="border-style:none;position:absolute;left:137.200000px;bottom:137.496000px;width:446.950000px;height:18.428000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf4b" ><span class="d m1" style="border-style:none;position:absolute;left:137.200000px;bottom:137.496000px;width:458.100000px;height:18.428000px;background-color:rgba(255,255,255,0.000001);" /></a></div><div class="pi" ></div></div><div id="pf4" class="pf w0 h0" ><div class="pc pc4 w0 h0"><img class="bi x6 y2b w4 h7" alt="" 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class="c x0 y0 w3 h0"><div class="t m0 x7 h8 y2c ff4 fs3 fc3 sc0 ls0 ws0">SPRAWOZDANE ZARZĄDU Z DZIAŁALNOŚCI<span class="ff3"> MIRBUD S.A. ZA <span class="ls4">ROK</span> <span class="ls5">20</span>21<span class="fc4"> </span></span></div><div class="t m0 x4 h6 y2d ff3 fs2 fc1 sc0 ls0 ws0"> </div></div><div class="c x4 y2e w5 h9"><div class="t m0 x8 ha y2f ff2 fs4 fc3 sc0 ls0 ws0">MIRBUD <span class="ls6">| </span><span class="ff1">Z<span class="_ _6"></span>ASADY SPORZĄDZAN<span class="_ _6"></span>IA SPRAWOZDANIA FIN<span class="_ _6"></span>ANSOWEGO<span class="_ _6"></span></span> </div></div><div class="c x9 y2e w6 h9"><div class="t m0 xa hb y30 ff3 fs1 fc0 sc0 ls0 ws0">4<span class="fs2"> </span></div></div><div class="c x0 y0 w3 h0"><div class="t m0 x4 h6 y31 ff3 fs2 fc1 sc0 ls0 ws0"> </div></div><div class="c xb y32 w7 hc"><div class="t m0 xc hd y33 ff5 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x0 y0 w3 h0"><div class="t m0 x4 h6 y34 ff2 fs2 fc2 sc0 ls0 ws0">12.7.<span class="ff3 fc1"> <span class="_ _b"> </span></span><span class="ff1">Informacje <span class="_ _10"></span>o <span class="_ _f"></span>akcjach<span class="_ _0"></span> <span class="_ _f"></span>pra<span class="_ _3"></span>cowniczych <span class="_ _f"></span>i <span class="_ _f"></span>ograni<span class="_ _0"></span>czeniach <span class="_ _10"></span>przenoszenia <span class="_ _f"></span>p<span class="_ _0"></span>rawa <span class="_ _10"></span>własności </span></div><div class="t m0 x5 h6 y35 ff1 fs2 fc2 sc0 ls0 ws0">papierów wartości<span class="_ _0"></span>owych MIRBU<span class="_ _0"></span>D S.A.<span class="ff3"> <span class="ls2">.............................................................................</span> <span class="ls3">75</span><span class="fc1"> </span></span></div><div class="t m0 x4 h6 y36 ff2 fs2 fc2 sc0 ls0 ws0">12.8.<span class="ff3 fc1"> <span class="_ _b"> </span></span><span class="ff1">Wszelkie <span class="_ _1f"> </span>ograniczenia<span class="_ _3"></span> <span class="_ _20"> </span>dotyczące <span class="_ _1f"> </span>przenosz<span class="_ _0"></span>enia <span class="_ _1f"> </span>prawa <span class="_ _1f"> </span>własności<span class="_ _0"></span> <span class="_ _1f"> </span>papierów </span></div><div class="t m0 x5 h5 y37 ff1 fs2 fc2 sc0 ls0 ws0">wartościowych<span class="_ _0"></span> <span class="_ _5"></span>Spółki <span class="_ _3"></span>oraz <span class="_ _5"></span>wszelkie <span class="_ _5"></span>ograniczenia <span class="_ _2"></span>w <span class="_ _3"></span>zakresie <span class="_ _5"></span>wykonywania <span class="_ _2"></span>prawa <span class="_ _3"></span>głosu </div><div class="t m0 x5 h6 y5f ff1 fs2 fc2 sc0 ls0 ws0">przypadające na<span class="_ _0"></span> akcje Spół<span class="_ _0"></span>ki<span class="ff3"> <span class="ls2">..............................................................................................</span> <span class="_ _6"></span><span class="ls3">75</span><span class="fc1"> </span></span></div><div class="t m0 x4 h6 y60 ff2 fs2 fc2 sc0 ls0 ws0">12.9.<span class="ff3 fc1"> <span class="_ _b"> </span></span>Pracownicy<span class="ff3"> <span class="_ _8"></span><span class="ls2">..............................................................................................................................<span class="_ _6"></span><span class="ls0"> <span class="ls3">76</span><span class="fc1"> </span></span></span></span></div><div class="t m0 x4 h6 y61 ff2 fs2 fc2 sc0 ls0 ws0">12.10.<span class="ff3 fc1"> <span class="_ _21"> </span></span><span class="ff1">Polityka różnorodno<span class="_ _0"></span>ści<span class="ff3"> <span class="_ _7"></span><span class="ls2">..........................................................................................................<span class="ls0"> <span class="_ _6"></span><span class="ls3">76</span><span class="fc1"> </span></span></span></span></span></div><div class="t m0 x4 h6 y62 ff2 fs2 fc2 sc0 ls0 ws0">12.11.<span class="ff3 fc1"> <span class="_ _21"> </span></span>Informa<span class="ff1">cje <span class="_ _11"> </span>dotyczące<span class="_ _3"></span>  umów <span class="_ _11"> </span>z<span class="_ _0"></span>  podmio<span class="_ _3"></span>t<span class="_ _6"></span>ami <span class="_ _11"> </span>upraw<span class="_ _0"></span>nionymi <span class="_ _11"> </span>do <span class="_ _11"> </span>badania<span class="_ _3"></span>  sprawozdań<span class="_ _0"></span> </span></div><div class="t m0 x5 h6 y63 ff2 fs2 fc2 sc0 ls0 ws0">finansowych<span class="_ _0"></span><span class="ff3"> <span class="_ _5"></span><span class="ls2">............................................................................................................................<span class="ls0"> <span class="_ _6"></span><span class="ls3">76</span><span class="fc1"> </span></span></span></span></div><div class="t m0 x4 h6 y64 ff2 fs2 fc2 sc0 ls0 ws0">12.12.<span class="ff3 fc1"> <span class="_ _21"> </span></span>Informacje <span class="_ _1b"> </span>o <span class="_ _c"> </span>istotnych<span class="_ _0"></span> <span class="_ _c"> </span><span class="ff1">postępowaniach <span class="_ _1b"> </span>toczących <span class="_ _1b"> </span>się <span class="_ _c"> </span>przed <span class="_ _c"> </span>Sąde<span class="_ _3"></span>m,<span class="_ _6"></span> <span class="_ _c"> </span>o<span class="_ _0"></span>rganem </span></div><div class="t m0 x5 h5 y65 ff1 fs2 fc2 sc0 ls0 ws0">właściwym <span class="_ _13"> </span>dla <span class="_ _13"> </span>postępow<span class="_ _0"></span>ania <span class="_ _13"> </span>arbitrażowego  lub <span class="_ _12"> </span>organem <span class="_ _13"> </span>administrac<span class="_ _0"></span>ji <span class="_ _13"> </span>publicznej<span class="_ _0"></span> </div><div class="t m0 x5 h6 y66 ff1 fs2 fc2 sc0 ls0 ws0">dotyczących zobowi<span class="_ _0"></span>ązań oraz w<span class="_ _0"></span>ierzytelności emit<span class="_ _0"></span>enta lub jego<span class="_ _0"></span> jednostki<span class="ff3"> <span class="_ _7"></span><span class="ls2">...................<span class="ls0"> <span class="ls3">77</span><span class="fc1"> </span></span></span></span></div><div class="t m0 x4 h6 y67 ff2 fs2 fc2 sc0 ls1 ws0">13.<span class="ff3 fc1 ls0"> <span class="_ _18"> </span><span class="ff1 fc2">OŚWIADCZE<span class="_ _0"></span>NIE <span class="ff2">MIRBUD S.A. NA<span class="_ _0"></span> TEMAT INF<span class="_ _0"></span>ORMACJI NIEF<span class="_ _3"></span>I<span class="_ _6"></span>NANSO<span class="_ _0"></span>WYCH<span class="ff3"> <span class="ls2">.....</span> <span class="ls3">77</span><span class="fc1"> </span></span></span></span></span></div><div class="t m0 x4 h6 y68 ff2 fs2 fc2 sc0 ls1 ws0">14.<span class="ff3 fc1 ls0"> <span class="_ _18"> </span><span class="ff1 fc2">OŚWIADCZE<span class="_ _0"></span>NIE <span class="_ _16"> </span>O<span class="_ _0"></span> <span class="_ _22"> </span>STOSOWANIU <span class="_ _22"> </span>ŁADU<span class="_ _3"></span> <span class="_ _16"> </span>KORPORAC<span class="_ _0"></span>YJNEGO <span class="_ _22"> </span>SPÓŁKI<span class="_ _0"></span> </span></span></div><div class="t m0 x5 h6 y69 ff2 fs2 fc2 sc0 ls0 ws0">MIRBUD S.A.<span class="_ _0"></span><span class="ff3"> <span class="_ _9"></span><span class="ls2">..........................................................................................................................<span class="ls0"> <span class="ls3">78</span><span class="fc1"> </span></span></span></span></div><div class="t m0 x4 h6 y6a ff3 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x4 h5 y6b ff2 fs2 fc2 sc0 ls0 ws0"> </div><div class="t m0 x4 h3 y6c ff2 fs0 fc1 sc0 ls0 ws0"> <span class="_ _23"> </span> </div></div><a class="l" href="#pf4b" ><span class="d m1" style="border-style:none;position:absolute;left:137.200000px;bottom:1468.020000px;width:461.160000px;height:12.650000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf4b" ><span class="d m1" style="border-style:none;position:absolute;left:137.200000px;bottom:1431.160000px;width:446.950000px;height:18.430000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf4b" ><span class="d m1" style="border-style:none;position:absolute;left:137.200000px;bottom:1431.160000px;width:458.100000px;height:18.430000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf4b" ><span class="d m1" style="border-style:none;position:absolute;left:137.200000px;bottom:1405.860000px;width:461.160000px;height:12.650000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf4b" ><span class="d m1" style="border-style:none;position:absolute;left:137.200000px;bottom:1380.560000px;width:461.160000px;height:12.650000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf4b" ><span class="d m1" style="border-style:none;position:absolute;left:137.200000px;bottom:1343.700000px;width:446.950000px;height:18.430000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf4b" ><span class="d m1" style="border-style:none;position:absolute;left:137.200000px;bottom:1343.700000px;width:458.100000px;height:18.430000px;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:1306.860000px;width:446.950000px;height:18.420000px;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:1022.100000px;bottom:1306.860000px;width:15.650000px;height:18.420000px;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:1270.000000px;width:446.950000px;height:18.430000px;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:1022.100000px;bottom:1270.000000px;width:15.650000px;height:18.430000px;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:1244.700000px;width:461.160000px;height:12.650000px;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:1207.840000px;width:446.950000px;height:18.430000px;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:1207.840000px;width:458.100000px;height:18.430000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf4d" ><span class="d m1" style="border-style:none;position:absolute;left:137.200000px;bottom:1182.540000px;width:461.160000px;height:12.650000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf4d" ><span class="d m1" style="border-style:none;position:absolute;left:137.200000px;bottom:1157.240000px;width:461.160000px;height:12.650000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf4d" ><span class="d m1" style="border-style:none;position:absolute;left:137.200000px;bottom:1120.400000px;width:446.950000px;height:18.420000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf4d" ><span class="d m1" style="border-style:none;position:absolute;left:137.200000px;bottom:1120.400000px;width:458.100000px;height:18.420000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf4d" ><span class="d m1" style="border-style:none;position:absolute;left:137.200000px;bottom:1083.540000px;width:446.950000px;height:18.430000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf4d" ><span class="d m1" style="border-style:none;position:absolute;left:1022.100000px;bottom:1083.540000px;width:15.650000px;height:18.430000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf4e" ><span class="d m1" style="border-style:none;position:absolute;left:137.200000px;bottom:1058.240000px;width:461.160000px;height:12.650000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf4e" ><span class="d m1" style="border-style:none;position:absolute;left:137.200000px;bottom:1021.380000px;width:446.950000px;height:18.430000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf4e" ><span class="d m1" style="border-style:none;position:absolute;left:137.200000px;bottom:1021.380000px;width:458.100000px;height:18.430000px;background-color:rgba(255,255,255,0.000001);" /></a></div><div class="pi" ></div></div><div id="pf5" class="pf w0 h0" ><div class="pc pc5 w0 h0"><img class="bi x6 y2b w4 h7" alt="" 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"/><div class="c x0 y0 w3 h0"><div class="t m0 x7 h8 y2c ff4 fs3 fc3 sc0 ls0 ws0">SPRAWOZDANE ZARZĄDU Z DZIAŁALNOŚCI<span class="ff3"> MIRBUD S.A. ZA <span class="ls4">ROK</span> <span class="ls5">20</span>21<span class="fc4"> </span></span></div><div class="t m0 x4 h6 y2d ff3 fs2 fc1 sc0 ls0 ws0"> </div></div><div class="c x4 y2e w5 h9"><div class="t m0 x8 ha y2f ff2 fs4 fc3 sc0 ls0 ws0">MIRBUD <span class="ls6">| </span><span class="ff1">Z<span class="_ _6"></span>ASADY SPORZĄDZAN<span class="_ _6"></span>IA SPRAWOZDANIA FIN<span class="_ _6"></span>ANSOWEGO<span class="_ _6"></span></span> </div></div><div class="c x9 y2e w6 h9"><div class="t m0 xa hb y30 ff3 fs1 fc0 sc0 ls0 ws0">5<span class="fs2"> </span></div></div><div class="c x0 y0 w3 h0"><div class="t m0 x4 h6 y31 ff3 fs2 fc1 sc0 ls0 ws0"> </div></div><div class="c xb y32 w7 hc"><div class="t m0 xc hd y33 ff5 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x0 y0 w3 h0"><div class="t m0 x4 h4 y6d ff2 fs1 fc1 sc0 ls7 ws0">1.<span class="ls0"> <span class="_ _21"> </span><span class="ff1">ZASADY SPORZĄDZAN<span class="_ _0"></span>IA SPRA<span class="_ _0"></span>WOZDANIA FI<span class="_ _0"></span>NANSOWEG<span class="_ _0"></span>O<span class="ff2"> </span></span></span></div><div class="t m0 xd ha y6e ff1 fs4 fc1 sc0 ls0 ws0">Prezentowane <span class="_ _24"> </span>sprawozda<span class="_ _6"></span>nie <span class="_ _1c"> </span>finansow<span class="_ _6"></span>e <span class="_ _1c"> </span>z<span class="_ _6"></span>ostało <span class="_ _24"> </span>sporządzone <span class="_ _1c"> </span>z<span class="_ _6"></span>godnie <span class="_ _24"> </span>z </div><div class="t m0 xd ha y6f ff1 fs4 fc1 sc0 ls0 ws0">Międzynarodowymi <span class="_ _1a"> </span>Stand<span class="_ _6"></span>ardami <span class="_ _14"> </span>Spraw<span class="_ _6"></span>ozdawczości <span class="_ _14"> </span>Fi<span class="_ _6"></span>nansowej <span class="_ _14"> </span>(M<span class="_ _6"></span>SSF) <span class="_ _14"> </span>w </div><div class="t m0 xd ha y70 ff1 fs4 fc1 sc0 ls0 ws0">szczególności <span class="_ _25"> </span>w <span class="_ _25"> </span>zgodności <span class="_ _25"> </span>z <span class="_ _25"> </span>MSR <span class="_ _25"> </span>27 <span class="_ _26"> </span>„Skonsolidowa<span class="_ _6"></span>ne <span class="_ _26"> </span>i <span class="_ _25"> </span>jednostkow<span class="_ _6"></span>e </div><div class="t m0 xd ha y71 ff1 fs4 fc1 sc0 ls0 ws0">sprawozdania <span class="_ _27"> </span>finansowe”<span class="_ _6"></span> <span class="_ _1e"> </span>i <span class="_ _1e"> </span> <span class="_ _1e"> </span>z<span class="_ _6"></span> <span class="_ _1e"> </span>Rozporzą<span class="_ _6"></span>dzeniem <span class="_ _1e"> </span>Min<span class="_ _6"></span>istra <span class="_ _1e"> </span>Finan<span class="_ _6"></span>sów<span class="_ _6"></span> <span class="_ _1e"> </span>z <span class="_ _1e"> </span>d<span class="_ _6"></span>nia <span class="_ _1e"> </span>29 </div><div class="t m0 xd ha y72 ff1 fs4 fc1 sc0 ls0 ws0">marca <span class="_ _6"></span>2018 <span class="_ _6"></span>roku <span class="_ _6"></span>w<span class="_ _6"></span> <span class="_ _6"></span>sprawi<span class="_ _6"></span>e <span class="_ _6"></span>informacji <span class="_ _6"></span>bieżący<span class="_ _6"></span>ch <span class="_ _6"></span>i <span class="_ _6"></span>okresowych <span class="_ _6"></span>prz<span class="_ _6"></span>ekazywanych </div><div class="t m0 x4 ha y73 ff1 fs4 fc1 sc0 ls0 ws0">przez <span class="_ _f"></span>em<span class="_ _6"></span>itentów <span class="_ _f"></span>pa<span class="_ _6"></span>pierów <span class="_ _e"></span>wartościowych <span class="_ _e"> </span>oraz <span class="_ _e"></span>zgodni<span class="_ _6"></span>e <span class="_ _f"></span>z <span class="_ _e"></span>odpowiedn<span class="_ _6"></span>imi <span class="_ _f"></span>standard<span class="_ _6"></span>ami <span class="_ _f"></span>rachunk<span class="_ _6"></span>owości </div><div class="t m0 x4 ha y74 ff1 fs4 fc1 sc0 ls0 ws0">mającymi <span class="_ _f"></span>zastosowanie <span class="_ _f"></span>do <span class="_ _f"></span><span class="ff2">r<span class="_ _6"></span>ocznej <span class="_ _f"></span></span>sprawozdawcz<span class="_ _6"></span>ości <span class="_ _f"></span>finansowej <span class="_ _f"></span>przyj<span class="_ _6"></span>ętymi <span class="_ _f"></span>przez <span class="_ _f"></span>Unię <span class="_ _f"></span>Europejs<span class="_ _6"></span>ką, </div><div class="t m0 x4 ha y75 ff1 fs4 fc1 sc0 ls0 ws0">opublikowanymi i obow<span class="_ _6"></span>iązującymi w czas<span class="_ _6"></span>ie przygotowywania roc<span class="_ _6"></span>znego sprawozdania finanso<span class="_ _6"></span>wego. <span class="_ _10"></span><span class="ff2"> </span></div><div class="t m0 x4 ha y76 ff2 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 x4 ha y77 ff2 fs4 fc1 sc0 ls0 ws0">Jednostokowe <span class="_ _24"> </span><span class="ff1">sprawoz<span class="_ _6"></span>danie <span class="_ _24"> </span>finansowe <span class="_ _24"> </span>zosta<span class="_ _6"></span>ło <span class="_ _24"> </span>sporządzone <span class="_ _24"> </span>przy <span class="_ _24"> </span>założ<span class="_ _6"></span>eniu <span class="_ _24"> </span>kontynuowania </span></div><div class="t m0 x4 ha y78 ff1 fs4 fc1 sc0 ls0 ws0">działalności gospodarczej przez MIRB<span class="_ _0"></span>UD S.A., <span class="_ _3"></span>jak<span class="_ _6"></span> <span class="_ _0"></span>i przez spółki <span class="_ _3"></span>wch<span class="_ _6"></span>odzące <span class="_ _0"></span>w <span class="_ _0"></span>skład Grupy Kapitałowej </div><div class="t m0 x4 ha y79 ff1 fs4 fc1 sc0 ls0 ws0">w dającej <span class="_ _6"></span>się <span class="_ _6"></span>przewidzieć p<span class="_ _6"></span>rzyszłości. Na <span class="_ _6"></span>dzień <span class="_ _6"></span>autoryzacji <span class="_ _6"></span>niniejszego s<span class="_ _6"></span>prawozdania f<span class="_ _6"></span>inansowego ni<span class="_ _6"></span>e </div><div class="t m0 x4 ha y7a ff1 fs4 fc1 sc0 ls0 ws0">stwierdza <span class="_ _27"> </span>s<span class="_ _6"></span>ię <span class="_ _27"> </span>istnie<span class="_ _6"></span>nia <span class="_ _27"> </span>okolicznośc<span class="_ _6"></span>i <span class="_ _27"> </span>wskazuj<span class="_ _6"></span>ących <span class="_ _27"> </span>na<span class="_ _6"></span> <span class="_ _27"> </span>zagrożen<span class="_ _6"></span>ie <span class="_ _27"> </span>kontynuowan<span class="_ _6"></span>ia <span class="_ _27"> </span>dzia<span class="_ _6"></span>łalności <span class="_ _27"> </span>prz<span class="_ _6"></span>ez </div><div class="t m0 x4 ha y7b ff1 fs4 fc1 sc0 ls0 ws0">Spółki wchodzące w<span class="_ _6"></span> skład Grupy.<span class="_ _6"></span><span class="ff2">  </span></div><div class="t m0 x4 ha y7c ff2 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 xe ha y7d ff2 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 x4 ha y7e ff2 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 x4 ha y7f ff1 fs4 fc1 sc0 ls0 ws0">Sprawozdania finansowe <span class="_ _3"></span>z<span class="_ _6"></span>ostały <span class="_ _3"></span>sporz<span class="_ _6"></span>ądzone w <span class="_ _3"></span>tysiącach złotych <span class="_ _3"></span>(tys. zł) <span class="_ _3"></span>i <span class="_ _0"></span>wszystkie wartości, <span class="_ _3"></span>o ile <span class="_ _3"></span>nie </div><div class="t m0 x4 ha y80 ff1 fs4 fc1 sc0 ls0 ws0">jest <span class="_ _21"> </span>to <span class="_ _21"> </span>wsk<span class="_ _6"></span>azane <span class="_ _21"> </span>inaczej, <span class="_ _28"> </span>podane <span class="_ _21"> </span>są <span class="_ _21"> </span>w <span class="_ _28"> </span>tysiącach <span class="_ _21"> </span>zł<span class="_ _6"></span>otych. <span class="_ _21"> </span>Ewentualne <span class="_ _21"> </span>różn<span class="_ _6"></span>ice <span class="_ _21"> </span>pomiędzy <span class="_ _28"> </span>kwotami </div><div class="t m0 x4 ha y81 ff1 fs4 fc1 sc0 ls0 ws0">ogółem, a sumą ich s<span class="_ _6"></span>kładników wy<span class="_ _6"></span>nikają z zaokrągleń.<span class="_ _6"></span> <span class="ff2"> </span></div><div class="t m0 x4 ha y82 ff2 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 x4 ha y83 ff1 fs4 fc1 sc0 ls0 ws0">Zasady <span class="_ _1e"> </span>rachunkowości<span class="_ _6"></span> <span class="_ _e"> </span>prz<span class="_ _6"></span>yjęte <span class="_ _e"> </span>prz<span class="_ _6"></span>y <span class="_ _1e"> </span>sporządzaniu <span class="_ _1e"> </span>sprawozda<span class="_ _6"></span>nia <span class="_ _e"> </span>f<span class="_ _6"></span>inansowego <span class="_ _27"> </span>szczegółowo <span class="_ _1e"> </span>zostały<span class="_ _6"></span> </div><div class="t m0 x4 ha y84 ff2 fs4 fc1 sc0 ls0 ws0">przestawione w<span class="_ _6"></span>e wprowadz<span class="_ _6"></span>eniu do spra<span class="_ _6"></span>wozdania finan<span class="_ _6"></span>sowego za <span class="_ _10"></span>okres od <span class="_ _6"></span>01.01.2021 do <span class="_ _6"></span>31.<span class="ls8">12</span>.2021 </div><div class="t m0 x4 ha y85 ff2 fs4 fc1 sc0 ls0 ws0">r.  </div></div></div><div class="pi" ></div></div><div id="pf6" class="pf w0 h0" ><div class="pc pc6 w0 h0"><img class="bi x6 y2b w4 h7" alt="" src="data:image/png;base64,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class="c x0 y0 w3 h0"><div class="t m0 x7 h8 y2c ff4 fs3 fc3 sc0 ls0 ws0">SPRAWOZDANE ZARZĄDU Z DZIAŁALNOŚCI<span class="ff3"> MIRBUD S.A. ZA <span class="ls4">ROK</span> <span class="ls5">20</span>21<span class="fc4"> </span></span></div><div class="t m0 x4 h6 y2d ff3 fs2 fc1 sc0 ls0 ws0"> </div></div><div class="c x4 y2e w5 h9"><div class="t m0 xf ha y2f ff2 fs4 fc3 sc0 ls0 ws0">MIRBUD <span class="ls6">| </span><span class="ff1">DZ<span class="_ _6"></span>IAŁALNOŚĆ <span class="_ _6"></span>GRUPY KAPITAŁOWEJ <span class="_ _6"></span>MIRBUD<span class="_ _6"></span></span> </div></div><div class="c x9 y2e w6 h9"><div class="t m0 xa hb y30 ff3 fs1 fc0 sc0 ls0 ws0">6<span class="fs2"> </span></div></div><div class="c x0 y0 w3 h0"><div class="t m0 x4 h6 y31 ff3 fs2 fc1 sc0 ls0 ws0"> </div></div><div class="c xb y32 w7 hc"><div class="t m0 xc hd y33 ff5 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x0 y0 w3 h0"><div class="t m0 x4 h4 y6d ff2 fs1 fc1 sc0 ls7 ws0">2.<span class="ls0"> <span class="_ _26"> </span><span class="ff1">DZIAŁALNOŚĆ GR<span class="_ _0"></span>UPY KAPI<span class="_ _0"></span>TAŁOWEJ <span class="ff2">MIRBUD </span></span></span></div><div class="t m0 x4 he y86 ff6 fs2 fc1 sc0 ls0 ws0">2.1.<span class="ff7"> <span class="_ _e"></span><span class="ff8">Opis Grupy Kapitałowe<span class="_ _3"></span>j<span class="_ _6"></span> i przedm<span class="_ _0"></span>iot działalności<span class="ff7"> </span></span></span></div><div class="t m0 x4 hd y87 ff5 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x4 ha y88 ff1 fs4 fc1 sc0 ls0 ws0">Grupa <span class="_ _14"> </span>Kapitałowa <span class="_ _14"> </span>M<span class="_ _6"></span>IRBUD <span class="_ _14"> </span>zatrudnia <span class="_ _14"> </span>1<span class="_ _6"></span>000 <span class="_ _14"> </span>pracowników, <span class="_ _14"> </span>wś<span class="_ _6"></span>ród <span class="_ _14"> </span>których <span class="_ _1a"> </span>znajduje <span class="_ _14"> </span>się <span class="_ _14"> </span>wysoko </div><div class="t m0 x4 ha y89 ff1 fs4 fc1 sc0 ls0 ws0">wykwalifikowana <span class="_ _3"></span>kadr<span class="_ _6"></span>a <span class="_ _5"></span>i<span class="_ _6"></span>nżynierska <span class="_ _3"></span>o <span class="_ _3"></span>różnorodnych <span class="_ _3"></span>spe<span class="_ _6"></span>cjalizacjach <span class="_ _3"></span>w <span class="_ _3"></span>branży <span class="_ _3"></span>budowlan<span class="_ _6"></span>ej. <span class="_ _5"></span>At<span class="_ _6"></span>utem <span class="_ _3"></span>Spółki </div><div class="t m0 x4 ha y8a ff1 fs4 fc1 sc0 ls0 ws0">jest <span class="_ _3"></span>również <span class="_ _3"></span>rozwinięty <span class="_ _3"></span>park <span class="_ _3"></span>maszynowy <span class="_ _3"></span>zapewniając<span class="_ _6"></span>y <span class="_ _3"></span>wykonywanie <span class="_ _3"></span>większości <span class="_ _3"></span>prac <span class="_ _3"></span>na <span class="_ _3"></span>bazie <span class="_ _3"></span>własnego<span class="_ _6"></span> </div><div class="t m0 x4 ha y8b ff2 fs4 fc1 sc0 ls0 ws0">zaplecza. </div><div class="t m0 x4 hf y8c ff7 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 x4 hf y8d ff7 fs4 fc1 sc0 ls0 ws0">MIRBUD <span class="_ _21"> </span>S.A.<span class="ff2"> <span class="_ _21"> </span><span class="ff1">od <span class="_ _21"> </span>2008 <span class="_ _21"> </span>ro<span class="_ _6"></span>ku <span class="_ _21"> </span>sukcesywnie <span class="_ _21"> </span>buduje <span class="_ _21"> </span>stabilną <span class="_ _21"> </span>Grupę <span class="_ _21"> </span>Kapitał<span class="_ _6"></span>ową <span class="_ _21"> </span>o <span class="_ _21"> </span>zdywersyfikowanej<span class="_ _6"></span> </span></span></div><div class="t m0 x4 ha y8e ff1 fs4 fc1 sc0 ls0 ws0">działalności. <span class="_ _d"> </span>Zadania <span class="_ _d"> </span>inwestycyj<span class="_ _6"></span>ne <span class="_ _17"> </span>w <span class="_ _d"> </span>zakresie <span class="_ _d"> </span>budownictwa <span class="_ _d"> </span>mieszkan<span class="_ _6"></span>iowego <span class="_ _17"> </span>w <span class="_ _d"> </span>system<span class="_ _6"></span>ie </div><div class="t m0 x4 ha y8f ff2 fs4 fc1 sc0 ls0 ws0">deweloperskim <span class="_ _6"></span>realizuje <span class="_ _6"></span>JHM <span class="_ _6"></span>DELOPMENT <span class="_ _6"></span>S.A., <span class="_ _6"></span>natomiast <span class="_ _6"></span>zlokalizowana <span class="_ _6"></span>w <span class="_ _6"></span>podbydgoskiej <span class="_ _6"></span>Kobylarni<span class="_ _10"></span> </div><div class="t m0 x4 ha y90 ff1 fs4 fc1 sc0 ls0 ws0">spółka <span class="_ _10"></span>KO<span class="_ _6"></span>BYLARNIA <span class="_ _10"></span>S.A.<span class="_ _6"></span> <span class="_ _10"></span>rozs<span class="_ _6"></span>zerza <span class="_ _10"></span>zakres<span class="_ _6"></span> <span class="_ _10"></span>działalności <span class="_ _10"></span>grupy<span class="_ _6"></span> <span class="_ _10"></span>o <span class="_ _f"></span>roboty <span class="_ _10"></span>drogow<span class="_ _6"></span>e <span class="_ _10"></span>i <span class="_ _f"></span>mostowe, <span class="_ _10"></span>a <span class="_ _10"></span>t<span class="_ _6"></span>akże </div><div class="t m0 x4 ha y91 ff1 fs4 fc1 sc0 ls0 ws0">produkcję mas bitumicz<span class="_ _6"></span>nych.<span class="ff2"> </span></div><div class="t m0 x4 ha y92 ff2 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 x4 ha y93 ff1 fs4 fc1 sc0 ls0 ws0">Ponadto <span class="_ _6"></span>do <span class="_ _10"></span>Grupy <span class="_ _6"></span>K<span class="_ _6"></span>apitałowej <span class="_ _10"></span>MIRBUD <span class="_ _6"></span>należy<span class="_ _6"></span> <span class="_ _6"></span>MARYWILSK<span class="_ _6"></span>A <span class="_ _6"></span>44 <span class="_ _6"></span>Sp. <span class="_ _10"></span>z <span class="_ _6"></span>o.o., <span class="_ _10"></span>która <span class="_ _10"></span>jest <span class="_ _6"></span>właśc<span class="_ _6"></span>icielem <span class="_ _6"></span>i </div><div class="t m0 x4 ha y94 ff1 fs4 fc1 sc0 ls0 ws0">zarządza <span class="_ _10"></span>największym <span class="_ _10"></span>cen<span class="_ _6"></span>trum <span class="_ _6"></span>ha<span class="_ _6"></span>ndlowym <span class="_ _10"></span>w <span class="_ _10"></span>obręb<span class="_ _6"></span>ie <span class="_ _6"></span>Wars<span class="_ _6"></span>zawy. <span class="_ _10"></span>Począwszy <span class="_ _10"></span>od <span class="_ _10"></span>2021 <span class="_ _6"></span>roku <span class="_ _10"></span>spó<span class="_ _6"></span>łka <span class="_ _6"></span>ta<span class="_ _6"></span> </div><div class="t m0 x4 ha y95 ff1 fs4 fc1 sc0 ls0 ws0">jest <span class="_ _10"></span>również <span class="_ _10"></span>właścici<span class="_ _6"></span>elem <span class="_ _10"></span>i <span class="_ _10"></span>zarz<span class="_ _6"></span>ądcą <span class="_ _6"></span>P<span class="_ _6"></span>arku <span class="_ _10"></span>Magazyno<span class="_ _6"></span>wo <span class="_ _10"></span>–<span class="_ _6"></span><span class="ff2"> <span class="_ _10"></span></span>Logistycz<span class="_ _6"></span>nego <span class="_ _6"></span>w <span class="_ _10"></span>Os<span class="_ _6"></span>tródzie <span class="_ _10"></span>oraz<span class="_ _6"></span> <span class="_ _6"></span>obiektów </div><div class="t m0 x4 ha y96 ff2 fs4 fc1 sc0 ls0 ws0">handlowych  w  Starachowicach  i <span class="_ _28"> </span>Rum<span class="_ _6"></span>i<span class="ff1">i.  Spółce <span class="_ _21"> </span>M<span class="_ _6"></span>ARYWILSKA  44  Sp. <span class="_ _28"> </span>z  o.o.  powierzono <span class="_ _28"> </span>funkcję </span></div><div class="t m0 x4 ha y97 ff1 fs4 fc1 sc0 ls0 ws0">zarządzającego <span class="_ _1d"> </span>wszy<span class="_ _6"></span>stkimi <span class="_ _1d"> </span>nieruchomośc<span class="_ _6"></span>iami <span class="_ _1d"> </span>komerc<span class="_ _6"></span>yjnymi <span class="_ _1d"> </span>pozostającymi <span class="_ _1d"> </span>w<span class="_ _6"></span>e <span class="_ _12"> </span>wł<span class="_ _6"></span>asności <span class="_ _1d"> </span>Grupy </div><div class="t m0 x4 ha y98 ff1 fs4 fc1 sc0 ls0 ws0">Kapitałowej MIRBUD.<span class="_ _6"></span><span class="ff2"> </span></div><div class="t m0 x4 ha y99 ff2 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 x4 ha y9a ff1 fs4 fc1 sc0 ls0 ws0">W <span class="_ _5"></span>list<span class="_ _6"></span>opadzie <span class="_ _3"></span>2017 <span class="_ _5"></span>r<span class="_ _6"></span>oku <span class="_ _5"></span>Z<span class="_ _6"></span>arząd <span class="_ _3"></span>MIRBUD <span class="_ _3"></span>S.A. <span class="_ _3"></span>podjął <span class="_ _3"></span>dec<span class="_ _6"></span>yzję <span class="_ _3"></span>dotyczącą <span class="_ _3"></span>założenia <span class="_ _3"></span>jednoosobowej <span class="_ _3"></span>spółki </div><div class="t m0 x4 ha y9b ff1 fs4 fc1 sc0 ls0 ws0">kapitałowej <span class="_ _27"> </span>pod <span class="_ _1e"> </span>n<span class="_ _6"></span>azwą: <span class="_ _1e"> </span>MІРБУ<span class="_ _6"></span>Д <span class="_ _1e"> </span>Spółka <span class="_ _27"> </span>z <span class="_ _27"> </span>ogranicz<span class="_ _6"></span>oną <span class="_ _27"> </span>odpowiedzialnoś<span class="_ _6"></span>cią <span class="_ _1e"> </span>(na<span class="_ _6"></span>zwa <span class="_ _1e"> </span>sk<span class="_ _6"></span>rócona: <span class="_ _1e"> </span>TOB </div><div class="t m0 x4 ha y9c ff1 fs4 fc1 sc0 ls0 ws0">«MІРБУД») <span class="_ _6"></span>z<span class="_ _6"></span> <span class="_ _6"></span>siedzibą <span class="_ _10"></span>w <span class="_ _10"></span>Kijowie. <span class="_ _6"></span>S<span class="_ _6"></span>półka <span class="_ _6"></span>zosta<span class="_ _6"></span>ła <span class="_ _6"></span>zarej<span class="_ _6"></span>estrowana <span class="_ _6"></span>2<span class="_ _6"></span>5 <span class="_ _6"></span>stycz<span class="_ _6"></span>nia <span class="_ _6"></span>2018 <span class="_ _10"></span>r. <span class="_ _6"></span>Aktualni<span class="_ _6"></span>e <span class="_ _6"></span>spółka<span class="_ _6"></span> </div><div class="t m0 x4 hf y9d ff1 fs4 fc1 sc0 ls0 ws0">nie prowadzi działal<span class="_ _6"></span>ności operacyjnej na tereni<span class="_ _6"></span>e Ukrainy.<span class="_ _6"></span><span class="ff7"> </span></div><div class="t m0 x4 hf y9e ff7 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 x4 hf y9f ff7 fs4 fc1 sc0 ls0 ws0">MIRBUD <span class="_ _3"></span>S.A. <span class="_ _3"></span><span class="ff1">j<span class="_ _6"></span>est <span class="_ _3"></span>jednostką <span class="_ _0"></span>dominującą <span class="_ _3"></span>i <span class="_ _3"></span>s<span class="_ _6"></span>porządza <span class="_ _3"></span>sk<span class="_ _6"></span>onsolidowane <span class="_ _0"></span>sprawozdan<span class="_ _6"></span>ie <span class="_ _3"></span>finansowe, <span class="_ _3"></span>w <span class="_ _0"></span>skład </span></div><div class="t m0 x4 ha ya0 ff1 fs4 fc1 sc0 ls0 ws0">którego <span class="_ _10"></span>wchodzą <span class="_ _f"></span>sprawozdania <span class="_ _f"></span>jednostki <span class="_ _10"></span>dominującej <span class="_ _f"></span>i <span class="_ _10"></span>jednostek <span class="_ _f"></span>zależnych <span class="_ _f"></span>–<span class="ff2"> <span class="_ _10"></span>JH<span class="_ _6"></span>M <span class="_ _10"></span>DEVELOP<span class="_ _6"></span>MENT </span></div><div class="t m0 x4 hf ya1 ff2 fs4 fc1 sc0 ls0 ws0">S.A., KOBYLARNIA<span class="_ _6"></span> S.A. oraz MARYWIL<span class="_ _6"></span>SKA 44 Sp. z o.o.<span class="_ _6"></span><span class="ff7"> </span></div><div class="t m0 x4 h10 ya2 ff7 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x4 h10 ya3 ff7 fs0 fc1 sc0 ls0 ws0"> <span class="_ _23"> </span> </div></div></div><div class="pi" ></div></div><div id="pf7" class="pf w0 h0" ><div class="pc pc7 w0 h0"><img class="bi x6 y2b w8 h7" alt="" 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"/><div class="c x0 y0 w3 h0"><div class="t m0 x7 h8 y2c ff4 fs3 fc3 sc0 ls0 ws0">SPRAWOZDANE ZARZĄDU Z DZIAŁALNOŚCI<span class="ff3"> MIRBUD S.A. ZA <span class="ls4">ROK</span> <span class="ls5">20</span>21<span class="fc4"> </span></span></div><div class="t m0 x4 h6 y2d ff3 fs2 fc1 sc0 ls0 ws0"> </div></div><div class="c x4 y2e w5 h9"><div class="t m0 x10 ha y2f ff2 fs4 fc3 sc0 ls0 ws0">MIRBUD <span class="ls6">| </span><span class="ff1">O<span class="_ _6"></span>pis Grupy Kapitałowej<span class="_ _6"></span> i przedmiot działaln<span class="_ _6"></span>ości</span> </div></div><div class="c x9 y2e w6 h9"><div class="t m0 xa hb y30 ff3 fs1 fc0 sc0 ls0 ws0">7<span class="fs2"> </span></div></div><div class="c x0 y0 w3 h0"><div class="t m0 x4 h6 y31 ff3 fs2 fc1 sc0 ls0 ws0"> </div></div><div class="c xb y32 w7 hc"><div class="t m0 xc hd y33 ff5 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x0 y0 w3 h0"><div class="t m0 x4 h10 ya4 ff7 fs0 fc1 sc0 ls0 ws0">Podstawowe dane s<span class="ff8">półki dominującej</span> </div><div class="t m0 x4 h5 ya5 ff2 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x4 hf ya6 ff7 fs4 fc1 sc0 ls0 ws0">MIRBUD <span class="_ _e"></span>S.A.<span class="ff2"> <span class="_ _e"> </span><span class="ff1">powstał <span class="_ _e"></span>w <span class="_ _e"> </span>wyniku <span class="_ _e"></span>przekształce<span class="_ _6"></span>nia <span class="_ _f"></span>spółki <span class="_ _e"></span>z<span class="_ _6"></span></span> <span class="ff1">ograniczoną<span class="_ _6"></span> <span class="_ _f"></span>odpowiedz<span class="_ _6"></span>ialnością <span class="_ _f"></span>pod <span class="_ _e"> </span>firmą<span class="_ _6"></span> </span></span></div><div class="t m0 x4 ha y6f ff1 fs4 fc1 sc0 ls0 ws0">MIRBUD <span class="_ _10"></span>Spółka <span class="_ _10"></span>z <span class="_ _6"></span>o.o. <span class="_ _10"></span>w <span class="_ _10"></span>spółkę <span class="_ _10"></span>akcyjną, <span class="_ _10"></span>w <span class="_ _6"></span>tr<span class="_ _6"></span>ybie <span class="_ _6"></span>art. <span class="_ _10"></span>551 <span class="_ _10"></span>i <span class="_ _6"></span>n<span class="_ _6"></span>astępnych <span class="_ _6"></span>K<span class="_ _6"></span>odeksu <span class="_ _6"></span>s<span class="_ _6"></span>półek <span class="_ _6"></span>handlowyc<span class="_ _6"></span>h. </div><div class="t m0 x4 ha ya7 ff1 fs4 fc1 sc0 ls0 ws0">Spółka <span class="_ _29"> </span>została <span class="_ _29"> </span>zarej<span class="_ _6"></span>estrowana <span class="_ _29"> </span>przez<span class="_ _6"></span> <span class="_ _29"> </span>Sąd <span class="_ _29"> </span>Rejono<span class="_ _6"></span>wy <span class="_ _29"> </span>dla <span class="_ _29"> </span>Łodzi<span class="_ _6"></span><span class="ff2">-</span>Śród<span class="_ _6"></span>mieścia <span class="_ _29"> </span>w <span class="_ _29"> </span>Ło<span class="_ _6"></span><span class="ff2">dzi <span class="_ _29"> </span>XX </span>Wydz<span class="_ _6"></span>iał </div><div class="t m0 x4 ha ya8 ff1 fs4 fc1 sc0 ls0 ws0">Gospodarczy <span class="_ _6"></span>Krajowego R<span class="_ _6"></span>ejestru Sądow<span class="_ _6"></span>ego pod <span class="_ _6"></span>numerem <span class="_ _6"></span>KRS 0000<span class="_ _6"></span>270385 w<span class="_ _6"></span> dniu 2<span class="_ _6"></span>2<span class="_ _6"></span><span class="ff2"> gru<span class="_ _6"></span>dnia 2006 </span></div><div class="t m0 x4 ha ya9 ff1 fs4 fc1 sc0 ls0 ws0">roku. Czas trwania Sp<span class="_ _6"></span>ółki jest nieoznaczony.<span class="_ _6"></span><span class="ff2"> </span></div><div class="t m0 x4 h10 yaa ff8 fs0 fc1 sc0 ls0 ws0">Jednostka <span class="_ _2a"> </span>zależna <span class="_ _20"> </span>od <span class="_ _2a"> </span>MIRBUD <span class="_ _2a"> </span>S.A. <span class="_ _2a"> </span><span class="ff7">- <span class="_ _2a"> </span>KOBYLARNIA <span class="_ _2a"> </span>S.A. <span class="_ _2a"> </span>(dawniej: </span></div><div class="t m0 x4 h10 yab ff8 fs0 fc1 sc0 ls0 ws0">Przedsiębiorstwo Budowy Dróg i Mostów KOBYLARNIA S.A.)<span class="ff7"> </span></div><div class="t m0 x4 ha yac ff1 fs4 fc1 sc0 ls0 ws0">W <span class="_ _1e"> </span>dniu <span class="_ _1e"> </span>03.<span class="_ _6"></span>10.2011 <span class="_ _1e"> </span>r. <span class="_ _1e"> </span>Sąd<span class="_ _6"></span> <span class="_ _1e"> </span>Rejonowy <span class="_ _1e"> </span>w <span class="_ _27"> </span>Bydgosz<span class="_ _6"></span>czy <span class="_ _1e"> </span>XIII <span class="_ _1e"> </span>Wydział <span class="_ _21"> </span><span class="ff2">Gospodarczy<span class="_ _6"></span> <span class="_ _1e"> </span>Krajowego <span class="_ _1e"> </span>Rejestru<span class="_ _6"></span> </span></div><div class="t m0 x4 ha yad ff1 fs4 fc1 sc0 ls0 ws0">Sądowego <span class="_ _27"> </span>wpisał <span class="_ _27"> </span>przeksz<span class="_ _6"></span>tałcenie <span class="_ _1e"> </span>Prz<span class="_ _6"></span>edsiębiorstwa <span class="_ _27"> </span>Budowy <span class="_ _27"> </span>Dróg <span class="_ _27"> </span>i <span class="_ _27"> </span>Mostów <span class="_ _27"> </span>S<span class="_ _6"></span>półki <span class="_ _1e"> </span>z <span class="_ _27"> </span>o.o. <span class="_ _27"> </span> <span class="_ _21"> </span>–<span class="ff2"> <span class="_ _27"> </span></span>spółki<span class="_ _6"></span> </div><div class="t m0 x4 ha yae ff1 fs4 fc1 sc0 ls0 ws0">zależnej <span class="_ _6"></span>MIRBUD <span class="_ _10"></span>S.A., <span class="_ _6"></span>w <span class="_ _10"></span>Przedsiębiorstwa <span class="_ _6"></span>B<span class="_ _6"></span>udowy <span class="_ _6"></span>Dróg <span class="_ _6"></span>i <span class="_ _6"></span>M<span class="_ _6"></span>ostów <span class="_ _6"></span>KOBYL<span class="_ _6"></span>ARNIA <span class="_ _6"></span>Spółka <span class="_ _10"></span>Akcyjna <span class="_ _6"></span>do </div><div class="t m0 x4 ha yaf ff1 fs4 fc1 sc0 ls0 ws0">rejestru prz<span class="_ _6"></span>edsiębiorców Kr<span class="_ _6"></span>ajowego Rejes<span class="_ _6"></span>tru <span class="_ _6"></span>Sądowego, <span class="_ _6"></span>pod nr <span class="_ _6"></span>KRS <span class="_ _6"></span>0000396760. <span class="_ _6"></span>Dnia 01.07.2<span class="_ _6"></span>020 r. </div><div class="t m0 x4 ha yb0 ff1 fs4 fc1 sc0 ls0 ws0">nastąpiła <span class="_ _0"></span>zmiana <span class="_ _0"></span>nazwy Spółki. <span class="_ _3"></span>Od <span class="_ _0"></span>tego dnia <span class="_ _3"></span>Spółka prowadzi <span class="_ _0"></span>działalność pod <span class="_ _3"></span>firmą: Kobylarnia S<span class="_ _0"></span>półka </div><div class="t m0 x4 ha yb1 ff2 fs4 fc1 sc0 ls0 ws0">Akcyjna. </div></div><div class="c x4 yb2 w9 h11"><div class="t m0 xa h12 yb3 ff7 fs3 fc1 sc0 ls0 ws0"> </div></div><div class="c x11 yb2 wa h11"><div class="t m0 xa h12 yb3 ff7 fs3 fc1 sc0 ls0 ws0"> </div></div><div class="c x4 yb4 w9 h13"><div class="t m0 xa h12 yb5 ff8 fs3 fc1 sc0 ls0 ws0">Pełna nazwa jednostki: <span class="ff7"> </span></div></div><div class="c x11 yb4 wa h13"><div class="t m0 xa h12 yb5 ff7 fs3 fc1 sc0 ls0 ws0">KOBYLARNIA S.A. <span class="ff2"> </span></div></div><div class="c x4 yb6 w9 h14"><div class="t m0 xa h12 yb7 ff7 fs3 fc1 sc0 ls0 ws0">Siedziba jednostki:  </div></div><div class="c x11 yb6 wa h14"><div class="t m0 xa h15 yb7 ff2 fs3 fc1 sc0 ls0 ws0">Kobylarnia </div></div><div class="c x4 yb8 w9 h16"><div class="t m0 xa h12 yb9 ff7 fs3 fc1 sc0 ls0 ws0">Forma prawna:  </div></div><div class="c x11 yb8 wa h16"><div class="t m0 xa h15 yb9 ff1 fs3 fc1 sc0 ls0 ws0">spółka akcyjna<span class="ff2"> </span></div></div><div class="c x4 yba w9 h14"><div class="t m0 xa h12 yb7 ff7 fs3 fc1 sc0 ls0 ws0">NIP:  </div></div><div class="c x11 yba wa h14"><div class="t m0 xa h15 yb7 ff2 fs3 fc1 sc0 ls9 ws0">953<span class="ls0">-</span>22<span class="ls0">-</span>34<span class="ls0">-789 </span></div></div><div class="c x4 ybb w9 h16"><div class="t m0 xa h12 yb9 ff7 fs3 fc1 sc0 ls0 ws0">REGON:  </div></div><div class="c x11 ybb wa h16"><div class="t m0 xa h15 yb9 ff2 fs3 fc1 sc0 ls0 ws0">091631706 </div></div><div class="c x4 ybc w9 h17"><div class="t m0 xa h12 yb9 ff7 fs3 fc1 sc0 ls0 ws0">Dane adresowe:  </div></div><div class="c x11 ybc wa h17"><div class="t m0 xa h15 yb9 ff2 fs3 fc1 sc0 ls0 ws0">ul. Zakole 1, 86-051 Brzoza </div></div><div class="c x4 ybd w9 h14"><div class="t m0 xa h12 yb7 ff7 fs3 fc1 sc0 ls0 ws0">tel/fax  </div></div><div class="c x11 ybd wa h14"><div class="t m0 xa h15 yb7 ff2 fs3 fc1 sc0 ls0 ws0">+48(52) 381-<span class="ls9">06</span>-<span class="lsa">10</span> </div></div><div class="c x4 ybe w9 h16"><div class="t m0 xa h12 yb9 ff7 fs3 fc1 sc0 ls0 ws0">Poczta elektroniczna:  </div></div><div class="c x11 ybe wa h16"><div class="t m0 xa h15 yb9 ff2 fs3 fc1 sc0 ls0 ws0">sekretariat@kobylarnia.pl </div></div><div class="c x4 ybf w9 h14"><div class="t m0 xa h12 yb7 ff7 fs3 fc1 sc0 ls0 ws0">Strona internetowa:  </div></div><div class="c x11 ybf wa h14"><div class="t m0 xa h15 yb7 ff2 fs3 fc1 sc0 ls0 ws0">www.kobylarnia.pl </div></div><div class="c x4 yc0 w9 h16"><div class="t m0 xa h12 yb9 ff7 fs3 fc1 sc0 ls0 ws0">Kraj siedziby:  </div></div><div class="c x11 yc0 wa h16"><div class="t m0 xa h15 yb9 ff2 fs3 fc1 sc0 ls0 ws0">Polska </div></div><div class="c x0 y0 w3 h0"><div class="t m0 x4 h10 yc1 ff7 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x4 yc2 wb h18"><div class="t m0 xa h12 yc3 ff7 fs3 fc1 sc0 ls0 ws0"> </div></div><div class="c x12 yc2 wc h18"><div class="t m0 xa h12 yc4 ff7 fs3 fc1 sc0 ls0 ws0"> </div></div><div class="c x4 yc5 wb h19"><div class="t m0 xa h12 yc3 ff7 fs3 fc1 sc0 ls0 ws0">Nazwa emitenta: </div></div><div class="c x12 yc5 wc h19"><div class="t m0 xa h12 yc3 ff7 fs3 fc1 sc0 ls0 ws0">MIRBUD S.A. </div></div><div class="c x4 yc6 wb h1a"><div class="t m0 xa h12 yc7 ff7 fs3 fc1 sc0 ls0 ws0">Siedziba Emitenta:  </div></div><div class="c x12 yc6 wc h1a"><div class="t m0 xa h15 yc7 ff2 fs3 fc1 sc0 ls0 ws0">Skierniewice </div></div><div class="c x4 yc8 wb h19"><div class="t m0 xa h12 yc3 ff7 fs3 fc1 sc0 ls0 ws0">Forma prawna:  </div></div><div class="c x12 yc8 wc h19"><div class="t m0 xa h15 yc3 ff1 fs3 fc1 sc0 ls0 ws0">spółka akcyjna<span class="ff2"> </span></div></div><div class="c x4 yc9 wb h19"><div class="t m0 xa h12 yc3 ff7 fs3 fc1 sc0 ls0 ws0">Kraj siedziby:  </div></div><div class="c x12 yc9 wc h19"><div class="t m0 xa h15 yc3 ff2 fs3 fc1 sc0 ls0 ws0">Polska </div></div><div class="c x4 yca wb h19"><div class="t m0 xa h12 yc3 ff7 fs3 fc1 sc0 ls0 ws0">NIP:  </div></div><div class="c x12 yca wc h19"><div class="t m0 xa h15 yc3 ff2 fs3 fc1 sc0 ls9 ws0">836<span class="ls0">-170-</span>22<span class="ls0">-</span>07<span class="ls0"> </span></div></div><div class="c x4 ycb wb h19"><div class="t m0 xa h12 yc3 ff7 fs3 fc1 sc0 ls0 ws0">REGON:  <span class="_ _2b"> </span> </div></div><div class="c x12 ycb wc h19"><div class="t m0 xa h15 yc3 ff2 fs3 fc1 sc0 ls0 ws0">750772302 </div></div><div class="c x4 ycc wb h13"><div class="t m0 xa h12 yb5 ff7 fs3 fc1 sc0 ls0 ws0">Dane adresowe:  </div></div><div class="c x12 ycc wc h13"><div class="t m0 xa h15 yb5 ff2 fs3 fc1 sc0 ls0 ws0">ul. Unii Europejskiej 18, 96-100 Skierniewice </div></div><div class="c x4 ycd wb h19"><div class="t m0 xa h12 yc3 ff7 fs3 fc1 sc0 ls0 ws0">Telefon <span class="ff8">–</span> centrala:  </div></div><div class="c x12 ycd wc h19"><div class="t m0 xa h15 yc3 ff2 fs3 fc1 sc0 ls0 ws0">+ 48 (46) 833 98 65 </div></div><div class="c x4 yce wb h19"><div class="t m0 xa h12 yc3 ff7 fs3 fc1 sc0 ls0 ws0">Fax:  </div></div><div class="c x12 yce wc h19"><div class="t m0 xa h15 yc3 ff2 fs3 fc1 sc0 ls0 ws0">+ 48 (46) 833 97 32 </div></div><div class="c x4 ycf wb h19"><div class="t m0 xa h12 yc3 ff7 fs3 fc1 sc0 ls0 ws0">Poczta elektroniczna:  </div></div><div class="c x12 ycf wc h19"><div class="t m0 xa h15 yc3 ff2 fs3 fc1 sc0 ls0 ws0">sekretariat@mirbud.pl </div></div><div class="c x4 yd0 wb h19"><div class="t m0 xa h12 yc3 ff7 fs3 fc1 sc0 ls0 ws0">Strona internetowa:  </div></div><div class="c x12 yd0 wc h19"><div class="t m0 xa h15 yc3 ff2 fs3 fc1 sc0 ls0 ws0">www.mirbud.pl </div></div></div><div class="pi" ></div></div><div id="pf8" class="pf w0 h0" ><div class="pc pc8 w0 h0"><img class="bi x6 y2b wd h7" alt="" 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"/><div class="c x0 y0 w3 h0"><div class="t m0 x7 h8 y2c ff4 fs3 fc3 sc0 ls0 ws0">SPRAWOZDANE ZARZĄDU Z DZIAŁALNOŚCI<span class="ff3"> MIRBUD S.A. ZA <span class="ls4">ROK</span> <span class="ls5">20</span>21<span class="fc4"> </span></span></div><div class="t m0 x4 h6 y2d ff3 fs2 fc1 sc0 ls0 ws0"> </div></div><div class="c x4 y2e w5 h9"><div class="t m0 x10 ha y2f ff2 fs4 fc3 sc0 ls0 ws0">MIRBUD <span class="ls6">| </span><span class="ff1">O<span class="_ _6"></span>pis Grupy Kapitałowej<span class="_ _6"></span> i przedmiot działaln<span class="_ _6"></span>ości</span> </div></div><div class="c x9 y2e w6 h9"><div class="t m0 xa hb y30 ff3 fs1 fc0 sc0 ls0 ws0">8<span class="fs2"> </span></div></div><div class="c x0 y0 w3 h0"><div class="t m0 x4 h6 y31 ff3 fs2 fc1 sc0 ls0 ws0"> </div></div><div class="c xb y32 w7 hc"><div class="t m0 xc hd y33 ff5 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x0 y0 w3 h0"><div class="t m0 x4 h10 ya4 ff8 fs0 fc1 sc0 ls0 ws0">Jednostka zależna od MIRBUD S.A. <span class="ff7">- JHM DEVELOPMENT S.A. </span></div><div class="t m0 x4 ha yd1 ff1 fs4 fc1 sc0 ls0 ws0">Spółka <span class="_ _e"> </span>powstała <span class="_ _1e"> </span>27.05.2008 <span class="_ _e"> </span>roku <span class="_ _e"> </span>na <span class="_ _1e"> </span>podstawie <span class="_ _e"> </span>aktu<span class="_ _6"></span> <span class="_ _e"></span>notarialnego <span class="_ _e"> </span>R<span class="_ _6"></span>epertorium <span class="_ _e"></span>„A” <span class="_ _e"> </span>Nr <span class="_ _e"> </span>3<span class="_ _6"></span>299/2008, <span class="_ _e"> </span>a </div><div class="t m0 x4 ha yd2 ff1 fs4 fc1 sc0 ls0 ws0">następnie <span class="_ _6"></span>została <span class="_ _6"></span>przeksz<span class="_ _6"></span>tałcona w<span class="_ _6"></span> dn<span class="_ _6"></span>iu 1<span class="_ _6"></span>0.12.2010 <span class="_ _6"></span>r. <span class="_ _6"></span>w sp<span class="_ _6"></span>ółkę <span class="_ _6"></span>akcyjną. <span class="_ _6"></span>W <span class="_ _10"></span>rejes<span class="_ _6"></span>trze <span class="_ _6"></span>przedsiębiorców </div><div class="t m0 x4 ha yd3 ff1 fs4 fc1 sc0 ls0 ws0">Krajowego <span class="_ _29"> </span>Rejestru <span class="_ _29"> </span>Sądo<span class="_ _6"></span>wego,  J<span class="_ _6"></span>HM <span class="_ _11"> </span>D<span class="_ _6"></span>EVELOPMENT<span class="_ _6"></span> <span class="_ _11"> </span>S.A. <span class="_ _29"> </span>zosta<span class="_ _6"></span>ła  z<span class="_ _6"></span>arejestrowana <span class="_ _29"> </span>pod <span class="_ _29"> </span>nr <span class="_ _29"> </span>KRS </div><div class="t m0 x4 ha yd4 ff2 fs4 fc1 sc0 ls0 ws0">0000372753.<span class="_ _6"></span> </div></div><div class="c x4 yd5 we h1b"><div class="t m0 xa h12 yd6 ff7 fs3 fc1 sc0 ls0 ws0"> </div></div><div class="c x13 yd5 wf h1b"><div class="t m0 xa h12 yd6 ff7 fs3 fc1 sc0 ls0 ws0"> </div></div><div class="c x4 yd7 we h19"><div class="t m0 xa h12 yc3 ff8 fs3 fc1 sc0 ls0 ws0">Pełna nazwa jednostki: <span class="ff7"> </span></div></div><div class="c x13 yd7 wf h19"><div class="t m0 xa h12 yc3 ff7 fs3 fc1 sc0 ls0 ws0">JHM DEVELOPMENT S.A.<span class="ff2"> </span></div></div><div class="c x4 yd8 we h19"><div class="t m0 xa h12 yc3 ff7 fs3 fc1 sc0 ls0 ws0">Siedziba jednostki:  </div></div><div class="c x13 yd8 wf h19"><div class="t m0 xa h15 yc3 ff2 fs3 fc1 sc0 ls0 ws0">Skierniewice </div></div><div class="c x4 yd9 we h19"><div class="t m0 xa h12 yc3 ff7 fs3 fc1 sc0 ls0 ws0">Forma prawna:  </div></div><div class="c x13 yd9 wf h19"><div class="t m0 xa h15 yc3 ff1 fs3 fc1 sc0 ls0 ws0">spółka akcyjna<span class="ff2"> </span></div></div><div class="c x4 yda we h13"><div class="t m0 xa h12 yb5 ff7 fs3 fc1 sc0 ls0 ws0">NIP:  </div></div><div class="c x13 yda wf h13"><div class="t m0 xa h15 yb5 ff2 fs3 fc1 sc0 ls9 ws0">836<span class="ls0">-181-</span>24<span class="ls0">-</span>27<span class="ls0"> </span></div></div><div class="c x4 ydb we h1a"><div class="t m0 xa h12 yb5 ff7 fs3 fc1 sc0 ls0 ws0">REGON:  </div></div><div class="c x13 ydb wf h1a"><div class="t m0 xa h15 yb5 ff2 fs3 fc1 sc0 ls0 ws0">100522155 </div></div><div class="c x4 ydc we h19"><div class="t m0 xa h12 yc3 ff7 fs3 fc1 sc0 ls0 ws0">Dane adresowe:  </div></div><div class="c x13 ydc wf h19"><div class="t m0 xa h15 yc3 ff2 fs3 fc1 sc0 ls0 ws0">ul. Unii Europejskiej 18A, 96-100 Skierniewice </div></div><div class="c x4 ydd we h13"><div class="t m0 xa h12 yb5 ff7 fs3 fc1 sc0 ls0 ws0">tel/fax  </div></div><div class="c x13 ydd wf h13"><div class="t m0 xa h15 yb5 ff2 fs3 fc1 sc0 ls0 ws0">+48 (46) 833-<span class="ls9">61</span>-<span class="lsa">28</span> </div></div><div class="c x4 yde we h19"><div class="t m0 xa h12 yc3 ff7 fs3 fc1 sc0 ls0 ws0">Poczta elektroniczna:  </div></div><div class="c x13 yde wf h19"><div class="t m0 xa h15 yc3 ff2 fs3 fc1 sc0 ls0 ws0">sekretariat@jhmdevelopment.pl </div></div><div class="c x4 ydf we h13"><div class="t m0 xa h12 yb5 ff7 fs3 fc1 sc0 ls0 ws0">Strona internetowa:  </div></div><div class="c x13 ydf wf h13"><div class="t m0 xa h15 yb5 ff2 fs3 fc1 sc0 ls0 ws0">www.jhmdevelopment.pl </div></div><div class="c x4 ye0 we h13"><div class="t m0 xa h12 yb5 ff7 fs3 fc1 sc0 ls0 ws0">Kraj siedziby:  </div></div><div class="c x13 ye0 wf h13"><div class="t m0 xa h15 yb5 ff2 fs3 fc1 sc0 ls0 ws0">Polska </div></div><div class="c x0 y0 w3 h0"><div class="t m0 x4 h10 ye1 ff7 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x4 h10 ye2 ff8 fs0 fc1 sc0 ls0 ws0">Jednostka <span class="_ _0"></span>zależna <span class="_ _3"></span>od <span class="ff7">M<span class="_ _0"></span>IRBUD <span class="_ _3"></span>S.A. i <span class="_ _3"></span>JHM <span class="_ _3"></span>DEV<span class="_ _6"></span>ELOPMENT <span class="_ _3"></span>S.A. <span class="_ _3"></span> -<span class="lsb">  </span>MARYWILSKA </span></div><div class="t m0 x4 h10 ye3 ff7 fs0 fc1 sc0 ls0 ws0">44 Sp. z o.o. </div><div class="t m0 x4 ha ye4 ff1 fs4 fc1 sc0 ls0 ws0">Spółka <span class="_ _6"></span>powstała <span class="_ _10"></span>15.06.2010<span class="_ _6"></span><span class="ff2"> <span class="_ _6"></span></span>r. <span class="_ _6"></span>na <span class="_ _6"></span>podstaw<span class="_ _6"></span>ie <span class="_ _6"></span>aktu <span class="_ _6"></span>notarialnego <span class="_ _6"></span>Re<span class="_ _6"></span>pertorium <span class="_ _6"></span>„A” <span class="_ _6"></span>N<span class="_ _6"></span>r <span class="_ _6"></span>6480/2010. <span class="_ _6"></span>Spółka<span class="_ _6"></span> </div><div class="t m0 x4 ha ye5 ff1 fs4 fc1 sc0 ls0 ws0">została <span class="_ _f"></span>w<span class="_ _6"></span>pisana <span class="_ _e"></span>do <span class="_ _e"> </span>Kraj<span class="_ _6"></span>owego <span class="_ _f"></span>R<span class="_ _6"></span>ejestru <span class="_ _e"> </span>Sądowego, <span class="_ _e"> </span>p<span class="_ _6"></span>rowadzonego <span class="_ _e"> </span>przez <span class="_ _e"> </span>Są<span class="_ _6"></span>d <span class="_ _1e"> </span><span class="ff2">Rejonowy <span class="_ _e"> </span>d<span class="_ _6"></span>la <span class="_ _e"></span>miasta </span></div><div class="t m0 x4 ha ye6 ff1 fs4 fc1 sc0 ls0 ws0">stołecznego <span class="_ _10"></span>Warszawy<span class="_ _6"></span> <span class="_ _6"></span>XI<span class="_ _6"></span>II <span class="_ _10"></span>Wydział <span class="_ _6"></span>G<span class="_ _6"></span>ospodarcz<span class="_ _6"></span>y <span class="_ _6"></span>Kraj<span class="_ _6"></span>owego <span class="_ _10"></span>Rejestru <span class="_ _10"></span>Sądowego<span class="_ _6"></span> <span class="_ _6"></span>pod <span class="_ _10"></span>nu<span class="_ _6"></span>merem <span class="_ _10"></span>KRS </div><div class="t m0 x4 ha ye7 ff2 fs4 fc1 sc0 ls0 ws0">0000359265 w dniu 23<span class="_ _6"></span>.06.2010 r<span class="lsc">. <span class="_ _6"></span></span> </div><div class="t m0 x4 ha ye8 ff2 fs4 fc1 sc0 lsd ws0">W <span class="_ _10"></span><span class="ls0">2021<span class="_ _6"></span> <span class="_ _10"></span>roku, <span class="_ _f"></span><span class="ff1">wyniku <span class="_ _10"></span>emisji <span class="_ _10"></span>prz<span class="_ _6"></span>ez <span class="_ _10"></span>MAR<span class="_ _6"></span>YWILSKA <span class="_ _10"></span>44 <span class="_ _f"></span>Sp. <span class="_ _6"></span>z<span class="_ _6"></span> <span class="_ _10"></span>o. <span class="_ _f"></span>o. <span class="_ _10"></span>nowych <span class="_ _f"></span>udziałó<span class="_ _6"></span></span>w <span class="_ _10"></span>w <span class="_ _f"></span>ilo<span class="ff1">ś</span>ci <span class="_ _10"></span>1 <span class="_ _10"></span>565 <span class="_ _f"></span>000 </span></div><div class="t m0 x4 ha ye9 ff2 fs4 fc1 sc0 ls0 ws0">sztuk  o <span class="_ _21"> </span>warto<span class="ff1">ś</span><span class="lse">ci</span>  <span class="ff1">nominalnej  78<span class="_ _0"></span> <span class="_ _28"> </span>250 <span class="_ _21"> </span>ty<span class="_ _6"></span>s. <span class="_ _28"> </span>zł <span class="_ _28"> </span>i <span class="_ _21"> </span>ich  obj<span class="_ _6"></span>ę<span class="ff2">ciu <span class="_ _21"> </span>prz<span class="_ _6"></span>ez <span class="_ _28"> </span>sp</span>ó<span class="lsf">łk</span>ę<span class="ff2">  </span>MIRBUD  S.A. <span class="_ _21"> </span>udział  JHM </span></div><div class="t m0 x4 ha yea ff1 fs4 fc1 sc0 ls0 ws0">DEVELOPMENT <span class="_ _1e"> </span>S.A. <span class="_ _e"> </span>w <span class="_ _e"> </span>k<span class="_ _6"></span>apitale <span class="_ _e"> </span>z<span class="_ _6"></span>akładowym <span class="_ _e"> </span>MARY<span class="_ _6"></span>WILSKA <span class="_ _e"></span>44 <span class="_ _e"> </span>Sp. <span class="_ _1e"> </span>z <span class="_ _e"> </span>o. <span class="_ _e"> </span>o. <span class="_ _27"> </span>z<span class="_ _6"></span>malał <span class="_ _e"></span>do<span class="ff2"> <span class="_ _e"> </span>46,<span class="_ _6"></span>12%. <span class="_ _e"></span>Na </span></div><div class="t m0 x4 ha yeb ff2 fs4 fc1 sc0 ls0 ws0">skutek <span class="_ _1e"> </span>powy<span class="ff1">ż<span class="_ _6"></span></span>szego <span class="_ _1e"> </span>z <span class="_ _1e"> </span>dniem <span class="_ _1e"> </span>01.0<span class="_ _6"></span>7.2021 <span class="_ _1e"> </span>r. <span class="_ _1e"> </span>sp<span class="_ _6"></span><span class="ff1">ółka <span class="_ _1e"> </span>JHM <span class="_ _1e"> </span>DE<span class="_ _6"></span>VELOPMENT <span class="_ _1e"> </span>S.A. <span class="_ _27"> </span>utraciła <span class="_ _1e"> </span>kontrol<span class="_ _6"></span>ę</span> <span class="_ _1e"> </span>nad </div><div class="t m0 x4 ha yec ff2 fs4 fc1 sc0 lse ws0">sp<span class="ff1 ls0">ó<span class="lsf">łk</span>ą<span class="ff2"> <span class="_ _29"> </span></span>MARYWIL<span class="_ _6"></span>SKA <span class="_ _11"> </span>4<span class="_ _6"></span>4, <span class="_ _29"> </span>natomiast <span class="_ _29"> </span>bezpośr<span class="_ _6"></span>ednią <span class="_ _29"> </span>kontrolę <span class="_ _29"> </span>nad <span class="_ _29"> </span>tym <span class="_ _29"> </span>pod<span class="_ _6"></span>miotem <span class="_ _29"> </span>przejęła <span class="_ _29"> </span>spó<span class="_ _6"></span>łka </span></div><div class="t m0 x4 ha yed ff2 fs4 fc1 sc0 ls0 ws0">MIRBUD S.A. </div></div><div class="c x4 yee w10 h1c"><div class="t m0 xa h12 yef ff7 fs3 fc1 sc0 ls0 ws0"> </div></div><div class="c x14 yee w11 h1c"><div class="t m0 xa h12 yef ff7 fs3 fc1 sc0 ls0 ws0"> </div></div><div class="c x4 yf0 w10 h19"><div class="t m0 xa h12 yc3 ff8 fs3 fc1 sc0 ls0 ws0">Pełna nazwa jednostki: <span class="ff7"> </span></div></div><div class="c x14 yf0 w11 h19"><div class="t m0 xa h12 yc3 ff7 fs3 fc1 sc0 ls0 ws0">MARYWILSKA 44 Sp. z o.o.<span class="ff2"> </span></div></div><div class="c x4 yf1 w10 h19"><div class="t m0 xa h12 yc3 ff7 fs3 fc1 sc0 ls0 ws0">Siedziba jednostki:  </div></div><div class="c x14 yf1 w11 h19"><div class="t m0 xa h15 yc3 ff2 fs3 fc1 sc0 ls0 ws0">Warszawa </div></div><div class="c x4 yf2 w10 h19"><div class="t m0 xa h12 yc3 ff7 fs3 fc1 sc0 ls0 ws0">Forma prawna:  </div></div><div class="c x14 yf2 w11 h19"><div class="t m0 xa h15 yc3 ff1 fs3 fc1 sc0 ls0 ws0">spółka z ograniczoną odpowiedzialnością<span class="ff2"> </span></div></div><div class="c x4 yf3 w10 h13"><div class="t m0 xa h12 yb5 ff7 fs3 fc1 sc0 ls0 ws0">NIP:  </div></div><div class="c x14 yf3 w11 h13"><div class="t m0 xa h15 yb5 ff2 fs3 fc1 sc0 ls9 ws0">524<span class="ls0">-271-</span>14<span class="ls0">-</span>28<span class="ls0"> </span></div></div><div class="c x4 yf4 w10 h19"><div class="t m0 xa h12 yc3 ff7 fs3 fc1 sc0 ls0 ws0">REGON:  </div></div><div class="c x14 yf4 w11 h19"><div class="t m0 xa h15 yc3 ff2 fs3 fc1 sc0 ls0 ws0">142434636 </div></div><div class="c x4 yf5 w10 h19"><div class="t m0 xa h12 yc3 ff7 fs3 fc1 sc0 ls0 ws0">Dane adresowe:  </div></div><div class="c x14 yf5 w11 h19"><div class="t m0 xa h15 yc3 ff2 fs3 fc1 sc0 ls0 ws0">ul. Marywilska 44, 03-042 Warszawa </div></div><div class="c x4 yf6 w10 h19"><div class="t m0 xa h12 yc3 ff7 fs3 fc1 sc0 ls0 ws0">tel/fax  </div></div><div class="c x14 yf6 w11 h19"><div class="t m0 xa h15 yc3 ff2 fs3 fc1 sc0 ls0 ws0">+48(22) 423-<span class="ls9">10</span>-<span class="lsa">00</span> </div></div><div class="c x4 yf7 w10 h19"><div class="t m0 xa h12 yc3 ff7 fs3 fc1 sc0 ls0 ws0">Poczta elektroniczna:  </div></div><div class="c x14 yf7 w11 h19"><div class="t m0 xa h15 yc3 ff2 fs3 fc1 sc0 ls0 ws0">sekretariat@marywilska44.waw.pl </div></div></div><div class="pi" ></div></div><div id="pf9" class="pf w0 h0" ><div class="pc pc9 w0 h0"><img class="bi x6 y2b wd h7" alt="" 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"/><div class="c x0 y0 w3 h0"><div class="t m0 x7 h8 y2c ff4 fs3 fc3 sc0 ls0 ws0">SPRAWOZDANE ZARZĄDU Z DZIAŁALNOŚCI<span class="ff3"> MIRBUD S.A. ZA <span class="ls4">ROK</span> <span class="ls5">20</span>21<span class="fc4"> </span></span></div><div class="t m0 x4 h6 y2d ff3 fs2 fc1 sc0 ls0 ws0"> </div></div><div class="c x4 y2e w5 h9"><div class="t m0 x10 ha y2f ff2 fs4 fc3 sc0 ls0 ws0">MIRBUD <span class="ls6">| </span><span class="ff1">O<span class="_ _6"></span>pis Grupy Kapitałowej<span class="_ _6"></span> i przedmiot dzi<span class="_ _6"></span>ałalności</span> </div></div><div class="c x9 y2e w6 h9"><div class="t m0 xa hb y30 ff3 fs1 fc0 sc0 ls0 ws0">9<span class="fs2"> </span></div></div><div class="c x0 y0 w3 h0"><div class="t m0 x4 h6 y31 ff3 fs2 fc1 sc0 ls0 ws0"> </div></div><div class="c xb y32 w7 hc"><div class="t m0 xc hd y33 ff5 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x0 y0 w3 h0"><div class="t m0 x4 h10 yf8 ff8 fs0 fc1 sc0 ls0 ws0">Jednostka zależna od JHM DEVELOPMENT S.A. <span class="ff7">- JHM 1 Sp. z o.o.<span class="ff2">  </span></span></div><div class="t m0 x4 ha yf9 ff1 fs4 fc1 sc0 ls0 ws0">Spółka <span class="_ _6"></span>powstała <span class="_ _10"></span>13.09.2011<span class="_ _6"></span><span class="ff2"> <span class="_ _6"></span>r. <span class="_ _6"></span></span>na <span class="_ _6"></span>podstaw<span class="_ _6"></span>ie <span class="_ _6"></span>aktu <span class="_ _6"></span>notar<span class="_ _6"></span>ialnego <span class="_ _6"></span>Repertorium <span class="_ _6"></span>„A” <span class="_ _6"></span>N<span class="_ _6"></span>r <span class="_ _6"></span>4812/2011. <span class="_ _6"></span>Sp<span class="_ _6"></span>ółka </div><div class="t m0 x4 ha yfa ff1 fs4 fc1 sc0 ls0 ws0">została <span class="_ _e"> </span>wp<span class="_ _6"></span>isana <span class="_ _1e"> </span>do <span class="_ _e"> </span>Kr<span class="_ _6"></span>ajowego <span class="_ _e"> </span>R<span class="_ _6"></span>ejestru <span class="_ _e"> </span>Sąd<span class="_ _6"></span>owego, <span class="_ _1e"> </span>prowadzonego <span class="_ _1e"> </span>przez <span class="_ _1e"> </span>Sąd <span class="_ _1e"> </span>Rejonowy <span class="_ _1e"> </span>dla <span class="_ _1e"> </span>Łodzi<span class="_ _10"></span><span class="ff2">- </span></div><div class="t m0 x4 ha yfb ff1 fs4 fc1 sc0 ls0 ws0">Śródmieścia <span class="_ _f"></span>w <span class="_ _f"></span>Łodzi <span class="_ _f"></span>XX <span class="_ _f"></span>Wydział <span class="_ _f"></span>Krajowego <span class="_ _f"></span>Rejestr<span class="_ _6"></span>u <span class="_ _10"></span>S<span class="_ _6"></span>ądowego <span class="_ _f"></span>pod <span class="_ _f"></span>numerem <span class="_ _f"></span>KRS <span class="_ _f"></span>000039658<span class="_ _6"></span>8 <span class="_ _10"></span>w<span class="_ _6"></span> </div><div class="t m0 x4 ha yfc ff2 fs4 fc1 sc0 ls0 ws0">dniu 20.09.2011r. <span class="_ _6"></span> </div></div><div class="c x4 yfd w12 h19"><div class="t m0 xa h12 yc3 ff8 fs3 fc1 sc0 ls0 ws0">Pełna nazwa jednostki: <span class="ff7"> </span></div></div><div class="c x15 yfd w13 h19"><div class="t m0 xa h12 yc3 ff7 fs3 fc1 sc0 ls0 ws0">JHM 1 Sp. z o.o. </div></div><div class="c x4 yfe w12 h19"><div class="t m0 xa h12 yc3 ff7 fs3 fc1 sc0 ls0 ws0">Siedziba jednostki:  </div></div><div class="c x15 yfe w13 h19"><div class="t m0 xa h15 yc3 ff2 fs3 fc1 sc0 ls0 ws0">Skierniewice </div></div><div class="c x4 yff w12 h19"><div class="t m0 xa h12 yc3 ff7 fs3 fc1 sc0 ls0 ws0">Forma prawna:  </div></div><div class="c x15 yff w13 h19"><div class="t m0 xa h15 yc3 ff1 fs3 fc1 sc0 ls0 ws0">spółka z ograniczoną odpowiedzialnością<span class="ff2"> </span></div></div><div class="c x4 y100 w12 h19"><div class="t m0 xa h12 yc3 ff7 fs3 fc1 sc0 ls0 ws0">NIP:  </div></div><div class="c x15 y100 w13 h19"><div class="t m0 xa h15 yc3 ff2 fs3 fc1 sc0 ls9 ws0">836<span class="ls0">-185-</span>59<span class="ls0">-</span>68<span class="ls0"> </span></div></div><div class="c x4 y101 w12 h1d"><div class="t m0 xa h12 yc3 ff7 fs3 fc1 sc0 ls0 ws0">REGON:  </div></div><div class="c x15 y101 w13 h1d"><div class="t m0 xa h15 yc3 ff2 fs3 fc1 sc0 ls0 ws0">101288135 </div></div><div class="c x4 y102 w12 h13"><div class="t m0 xa h12 yb5 ff7 fs3 fc1 sc0 ls0 ws0">Dane adresowe:  </div></div><div class="c x15 y102 w13 h13"><div class="t m0 xa h15 yb5 ff2 fs3 fc1 sc0 ls0 ws0">ul. Unii Europejskiej 18, 96-100 Skierniewice </div></div><div class="c x4 y103 w12 h19"><div class="t m0 xa h12 yc3 ff7 fs3 fc1 sc0 ls0 ws0">Kraj siedziby:  </div></div><div class="c x15 y103 w13 h19"><div class="t m0 xa h15 yc3 ff2 fs3 fc1 sc0 ls0 ws0">Polska </div></div><div class="c x4 y104 w12 h19"><div class="t m0 xa h12 yc3 ff7 fs3 fc1 sc0 ls0 ws0">Tel/fax </div></div><div class="c x15 y104 w13 h19"><div class="t m0 xa h15 yc3 ff2 fs3 fc1 sc0 ls0 ws0">+ 48 (46) 833 95 89 </div></div><div class="c x0 y0 w3 h0"><div class="t m0 x4 h10 y105 ff8 fs0 fc1 sc0 ls0 ws0">Jednostka zależna od JHM DEVELOPMENT S.A. <span class="ff7">- JHM 2 Sp. z o.o.<span class="ff2"> </span></span></div><div class="t m0 x4 ha y106 ff1 fs4 fc1 sc0 ls0 ws0">Spółka <span class="_ _10"></span>została<span class="_ _6"></span> <span class="_ _10"></span>założona <span class="_ _f"></span>16.02.2012<span class="ff2"> <span class="_ _f"></span></span>r. <span class="_ _10"></span>na <span class="_ _10"></span>po<span class="_ _6"></span>dstawie <span class="_ _10"></span>aktu <span class="_ _f"></span>notarialnego <span class="_ _10"></span>R<span class="_ _6"></span>epertorium <span class="_ _10"></span>„<span class="_ _6"></span>A” <span class="_ _10"></span>Nr<span class="_ _6"></span><span class="ff2"> 785/2012.<span class="_ _6"></span> </span></div><div class="t m0 x4 ha y107 ff1 fs4 fc1 sc0 ls0 ws0">Spółka <span class="_ _f"></span>zosta<span class="_ _6"></span>ła <span class="_ _f"></span>wpisana <span class="_ _e"> </span>do<span class="_ _6"></span> <span class="_ _f"></span>Krajowe<span class="_ _6"></span>go <span class="_ _f"></span>Rejes<span class="_ _6"></span>tru <span class="_ _f"></span>Sądo<span class="_ _6"></span>wego, <span class="_ _f"></span>prow<span class="_ _6"></span>adzonego <span class="_ _f"></span>prz<span class="_ _6"></span>ez <span class="_ _f"></span>Sąd <span class="_ _e"> </span>Rejon<span class="_ _6"></span>owy <span class="_ _f"></span>dla </div><div class="t m0 x4 ha y108 ff1 fs4 fc1 sc0 ls0 ws0">Łodzi<span class="ff2">-</span>Śródmieścia <span class="_ _0"></span>w <span class="_ _3"></span>Łodzi X<span class="_ _0"></span>X <span class="_ _3"></span>Wydział <span class="_ _0"></span>Krajowego <span class="_ _3"></span>Rej<span class="_ _6"></span>estru <span class="_ _3"></span>Sądowe<span class="_ _6"></span>go <span class="_ _3"></span>pod <span class="_ _3"></span>num<span class="_ _6"></span>erem <span class="_ _3"></span>KRS <span class="_ _3"></span>0000<span class="_ _6"></span>415335 </div><div class="t m0 x4 ha y109 ff2 fs4 fc1 sc0 ls0 ws0">w <span class="_ _27"> </span>dniu <span class="_ _27"> </span>22.03.2012 <span class="_ _21"> </span><span class="ls10">r.</span> <span class="_ _1e"> </span><span class="ff1">Zarz<span class="_ _6"></span>ądzaniem <span class="_ _1e"> </span>n<span class="_ _6"></span>ależącą <span class="_ _27"> </span>dotych<span class="_ _6"></span>czas <span class="_ _27"> </span>do <span class="_ _27"> </span>Spółki <span class="_ _27"> </span>nieruc<span class="_ _6"></span>homością <span class="_ _27"> </span>komercyj<span class="_ _6"></span>ną <span class="_ _1e"> </span>w<span class="_ _6"></span> </span></div><div class="t m0 x4 ha y10a ff2 fs4 fc1 sc0 ls0 ws0">Starach<span class="ff1">owicach <span class="_ _1d"> </span>zajmuje <span class="_ _1d"> </span>się <span class="_ _12"> </span>obecn<span class="_ _6"></span>ie <span class="_ _12"> </span>MARYWILSK<span class="_ _6"></span>A <span class="_ _12"> </span>44 <span class="_ _12"> </span>Sp<span class="_ _6"></span>. <span class="_ _12"> </span>z <span class="_ _12"> </span>o.o<span class="_ _6"></span>. <span class="_ _12"> </span>Z <span class="_ _12"> </span>dn<span class="_ _6"></span>iem <span class="_ _12"> </span>1 <span class="_ _1d"> </span>lutego <span class="_ _12"> </span>2022 <span class="_ _1d"> </span>r. </span></div><div class="t m0 x4 ha y10b ff1 fs4 fc1 sc0 ls0 ws0">Nadzwyczajne <span class="_ _e"></span>Zgromadze<span class="_ _6"></span>nie <span class="_ _f"></span>Wspólników <span class="_ _e"> </span>Spółki <span class="_ _e"></span>podjęło <span class="_ _f"></span>uchwa<span class="_ _6"></span>łę <span class="_ _f"></span>o <span class="_ _e"></span>postawieniu <span class="_ _e"></span>JHM2 <span class="_ _f"></span>Sp. <span class="_ _e"></span>z <span class="_ _f"></span>o.<span class="_ _6"></span>o. <span class="_ _f"></span>w </div><div class="t m0 x4 ha y10c ff1 fs4 fc1 sc0 ls0 ws0">stan likwidacj<span class="_ _6"></span>i. Od tej <span class="_ _6"></span>daty <span class="_ _6"></span>spółka nosi n<span class="_ _6"></span>azwę JHM2 <span class="_ _6"></span>Sp. z <span class="_ _6"></span>o.o. <span class="_ _6"></span>„<span class="ff2">w <span class="_ _6"></span>likwidacji</span>”<span class="ff2">. <span class="_ _6"></span>Likwida</span>cja s<span class="_ _6"></span>półki zależnej </div><div class="t m0 x4 ha y10d ff1 fs4 fc1 sc0 ls0 ws0">JHM 2 <span class="_ _6"></span>Sp. z <span class="_ _6"></span>o.o. na<span class="_ _6"></span>leży do<span class="_ _6"></span> procesu re<span class="_ _6"></span>organizacji G<span class="_ _6"></span>rupy Kapit<span class="_ _6"></span>ałowej MIRB<span class="_ _6"></span>UD, o <span class="_ _6"></span>którym MIR<span class="_ _6"></span>BUD S.A.<span class="_ _6"></span> </div><div class="t m0 x4 ha y10e ff1 fs4 fc1 sc0 ls0 ws0">informował raporta<span class="_ _6"></span>mi bieżącymi nr 36/2020 or<span class="_ _6"></span>az 41/2021.<span class="_ _6"></span><span class="ff2"> </span></div><div class="t m0 x4 h3 y10f ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x4 y110 w10 h19"><div class="t m0 xa h12 yc3 ff8 fs3 fc1 sc0 ls0 ws0">Pełna nazwa jednostki: <span class="ff7"> </span></div></div><div class="c x14 y110 w11 h19"><div class="t m0 xa h12 yc3 ff7 fs3 fc1 sc0 ls0 ws0">JHM 2 Sp. z o.o. </div></div><div class="c x4 y111 w10 h13"><div class="t m0 xa h12 yb5 ff7 fs3 fc1 sc0 ls0 ws0">Siedziba jednostki:  </div></div><div class="c x14 y111 w11 h13"><div class="t m0 xa h15 yb5 ff2 fs3 fc1 sc0 ls0 ws0">Skierniewice </div></div><div class="c x4 y112 w10 h19"><div class="t m0 xa h12 yc3 ff7 fs3 fc1 sc0 ls0 ws0">Forma prawna:  </div></div><div class="c x14 y112 w11 h19"><div class="t m0 xa h15 yc3 ff1 fs3 fc1 sc0 ls0 ws0">spółka z ograniczoną odpowiedzialnością<span class="ff2"> </span></div></div><div class="c x4 y113 w10 h19"><div class="t m0 xa h12 yc3 ff7 fs3 fc1 sc0 ls0 ws0">NIP:  </div></div><div class="c x14 y113 w11 h19"><div class="t m0 xa h15 yc3 ff2 fs3 fc1 sc0 ls9 ws0">836<span class="ls0">-185-</span>64<span class="ls0">-</span>65<span class="ls0"> </span></div></div><div class="c x4 y114 w10 h19"><div class="t m0 xa h12 yc3 ff7 fs3 fc1 sc0 ls0 ws0">REGON:  </div></div><div class="c x14 y114 w11 h19"><div class="t m0 xa h15 yc3 ff2 fs3 fc1 sc0 ls0 ws0">101387140 </div></div><div class="c x4 y115 w10 h19"><div class="t m0 xa h12 yc3 ff7 fs3 fc1 sc0 ls0 ws0">Dane adresowe:  </div></div><div class="c x14 y115 w11 h19"><div class="t m0 xa h15 yc3 ff2 fs3 fc1 sc0 ls0 ws0">ul. Unii Europejskiej 18, 96-100 Skierniewice </div></div><div class="c x4 y116 w10 h13"><div class="t m0 xa h12 yb5 ff7 fs3 fc1 sc0 ls0 ws0">Kraj siedziby:  </div></div><div class="c x14 y116 w11 h13"><div class="t m0 xa h15 yb5 ff2 fs3 fc1 sc0 ls0 ws0">Polska </div></div><div class="c x4 y117 w10 h19"><div class="t m0 xa h12 yc3 ff7 fs3 fc1 sc0 ls0 ws0">Tel/fax </div></div><div class="c x14 y117 w11 h19"><div class="t m0 xa h15 yc3 ff2 fs3 fc1 sc0 ls0 ws0">+ 48 (46) 833 95 89 </div></div><div class="c x0 y0 w3 h0"><div class="t m0 x4 h10 y118 ff8 fs0 fc1 sc0 ls0 ws0">Jednostka zależna od MIRBUD S.A. <span class="ff7">- </span>TOB «MІРБУД» <span class="ff7"> </span></div><div class="t m0 x4 ha y119 ff1 fs4 fc1 sc0 ls0 ws0">Spółka <span class="_ _21"> </span>ТОВ <span class="_ _28"> </span>«MIPБУД» <span class="_ _21"> </span>z<span class="_ _6"></span>ostała <span class="_ _21"> </span>wpisan<span class="_ _6"></span>a <span class="_ _21"> </span>do <span class="_ _21"> </span>Je<span class="_ _6"></span>dnolitego <span class="_ _21"> </span>Państwow<span class="_ _6"></span>ego <span class="_ _21"> </span>Rejestru <span class="_ _28"> </span>Przedsiębiorstw  i </div><div class="t m0 x4 ha y11a ff2 fs4 fc1 sc0 ls0 ws0">Organizacji Ukrainy w d<span class="_ _6"></span>niu 25 stycznia 2018<span class="_ _6"></span> r. pod n<span class="_ _6"></span>umerem 41<span class="_ _6"></span>887344.  </div><div class="t m0 x4 ha y11b ff2 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 x4 ha y11c ff1 fs4 fc1 sc0 ls0 ws0">Spółka <span class="_ _21"> </span>prowadzi <span class="_ _21"> </span>dzi<span class="_ _6"></span>ałalność <span class="_ _28"> </span>gospodarczą <span class="_ _21"> </span>na <span class="_ _21"> </span>ter<span class="_ _6"></span>enie <span class="_ _21"> </span>Ukr<span class="_ _6"></span>ainy <span class="_ _21"> </span>w <span class="_ _21"> </span>zakresie <span class="_ _21"> </span>m.in. <span class="_ _21"> </span>budowy<span class="_ _6"></span> <span class="_ _21"> </span>budynków </div><div class="t m0 x4 ha y11d ff1 fs4 fc1 sc0 ls0 ws0">mieszkalnych <span class="_ _27"> </span>i <span class="_ _27"> </span>niem<span class="_ _6"></span>ieszkalnych, <span class="_ _27"> </span>budowy <span class="_ _27"> </span>dróg<span class="_ _6"></span>, <span class="_ _27"> </span>wykonywania <span class="_ _27"> </span>s<span class="_ _6"></span>pecjalistycznyc<span class="_ _6"></span>h <span class="_ _1e"> </span>robót <span class="_ _27"> </span>budow<span class="_ _6"></span>lanych, </div><div class="t m0 x4 ha y11e ff1 fs4 fc1 sc0 ls0 ws0">prac  wyk<span class="_ _6"></span>ończeniowych  i <span class="_ _29"> </span>architektoniczny<span class="_ _6"></span>ch. <span class="_ _29"> </span>Aktualnie <span class="_ _29"> </span>Spółka  n<span class="_ _6"></span>ie  prowadzi <span class="_ _29"> </span>aktywnej  dzi<span class="_ _6"></span>ałalności </div><div class="t m0 x4 ha y11f ff2 fs4 fc1 sc0 ls0 ws0">operacyjnej na teren<span class="_ _6"></span>ie Ukrainy.<span class="_ _6"></span> </div></div><div class="c x4 y120 w10 h19"><div class="t m0 xa h12 yc3 ff7 fs3 fc1 sc0 ls0 ws0">Strona internetowa:  </div></div><div class="c x14 y120 w11 h19"><div class="t m0 xa h15 yc3 ff2 fs3 fc1 sc0 ls0 ws0">www.marywilska44.waw.pl </div></div><div class="c x4 y121 w10 h13"><div class="t m0 xa h12 yb5 ff7 fs3 fc1 sc0 ls0 ws0">Kraj siedziby:  </div></div><div class="c x14 y121 w11 h13"><div class="t m0 xa h15 yb5 ff2 fs3 fc1 sc0 ls0 ws0">Polska </div></div></div><div class="pi" ></div></div><div id="pfa" class="pf w0 h0" ><div class="pc pca w0 h0"><img class="bi x6 y2b w14 h7" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w3 h0"><div class="t m0 x7 h8 y2c ff4 fs3 fc3 sc0 ls0 ws0">SPRAWOZDANE ZARZĄDU Z DZIAŁALNOŚCI<span class="ff3"> MIRBUD S.A. ZA <span class="ls4">ROK</span> <span class="ls5">20</span>21<span class="fc4"> </span></span></div><div class="t m0 x4 h6 y2d ff3 fs2 fc1 sc0 ls0 ws0"> </div></div><div class="c x4 y2e w5 h9"><div class="t m0 x10 ha y2f ff2 fs4 fc3 sc0 ls0 ws0">MIRBUD <span class="ls6">| </span><span class="ff1">O<span class="_ _6"></span>pis Grupy Kapitałowej<span class="_ _6"></span> i przedmiot działaln<span class="_ _6"></span>ości</span> </div></div><div class="c x9 y2e w6 h9"><div class="t m0 xa hb y30 ff3 fs1 fc0 sc0 ls11 ws0">10<span class="fs2 ls0"> </span></div></div><div class="c x0 y0 w3 h0"><div class="t m0 x4 h6 y31 ff3 fs2 fc1 sc0 ls0 ws0"> </div></div><div class="c xb y32 w7 hc"><div class="t m0 xc hd y33 ff5 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x4 y122 w15 h1e"><div class="t m0 xa h12 y123 ff7 fs3 fc1 sc0 ls0 ws0"> </div></div><div class="c x4 y124 w15 h1f"><div class="t m0 xa h12 y125 ff8 fs3 fc1 sc0 ls0 ws0">Pełna nazwa jednostki: <span class="ff7"> </span></div></div><div class="c x16 y124 w16 h1f"><div class="t m0 xa h12 y126 ff8 fs3 fc1 sc0 ls0 ws0">ТОВАРИСТВО З ОБМЕЖЕНОЮ </div><div class="t m0 xa h12 y127 ff8 fs3 fc1 sc0 ls0 ws0">ВІДПОВІДАЛЬНІСТЮ «MIPБУД» (MIRBUD sp. z o.o.)<span class="ff7"> </span></div></div><div class="c x4 y128 w15 h20"><div class="t m0 xa h12 y129 ff7 fs3 fc1 sc0 ls0 ws0">Siedziba jednostki:  </div></div><div class="c x16 y128 w16 h20"><div class="t m0 xa h15 y129 ff1 fs3 fc1 sc0 ls0 ws0">Kijów<span class="ff2"> </span></div></div><div class="c x4 y12a w15 h21"><div class="t m0 xa h12 y12b ff7 fs3 fc1 sc0 ls0 ws0">Forma prawna:  </div></div><div class="c x16 y12a w16 h21"><div class="t m0 xa h15 y12b ff1 fs3 fc1 sc0 ls0 ws0">spółka z ograniczoną odpowiedzialnością<span class="ff2"> </span></div></div><div class="c x4 y12c w15 h22"><div class="t m0 xa h12 y30 ff7 fs3 fc1 sc0 ls0 ws0">NIP:  </div></div><div class="c x16 y12c w16 h22"><div class="t m0 xa h15 y30 ff2 fs3 fc1 sc0 ls0 ws0">418873426552 </div></div><div class="c x4 y12d w15 h14"><div class="t m0 xa h12 yb7 ff8 fs3 fc1 sc0 ls0 ws0">REGON (Kod ЄДРПОУ): <span class="ff7"> </span></div></div><div class="c x16 y12d w16 h14"><div class="t m0 xa h15 yb7 ff2 fs3 fc1 sc0 ls0 ws0">41887344 </div></div><div class="c x4 y12e w15 h23"><div class="t m0 xa h12 y12f ff7 fs3 fc1 sc0 ls0 ws0">Dane adresowe:  </div></div><div class="c x16 y12e w16 h23"><div class="t m0 xa h15 y12f ff2 fs3 fc1 sc0 ls0 ws0">ul. Oleny Telihy 6, budynek 8, pok. 302, 04112 Kyiv, </div></div><div class="c x4 y130 w15 h1d"><div class="t m0 xa h12 yc3 ff7 fs3 fc1 sc0 ls0 ws0">Kraj siedziby:  </div></div><div class="c x16 y130 w16 h1d"><div class="t m0 xa h15 yc3 ff2 fs3 fc1 sc0 ls0 ws0">Ukraina </div></div><div class="c x0 y0 w3 h0"><div class="t m0 x4 h3 y131 ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x4 h3 y132 ff2 fs0 fc1 sc0 ls0 ws0"> <span class="_ _23"> </span> </div></div></div><div class="pi" ></div></div><div id="pfb" class="pf w0 h0" ><div class="pc pcb w0 h0"><img class="bi x6 y2b w4 h7" alt="" 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"/><div class="c x0 y0 w3 h0"><div class="t m0 x7 h8 y2c ff4 fs3 fc3 sc0 ls0 ws0">SPRAWOZDANE ZARZĄDU Z DZIAŁALNOŚCI<span class="ff3"> MIRBUD S.A. ZA <span class="ls4">ROK</span> <span class="ls5">20</span>21<span class="fc4"> </span></span></div><div class="t m0 x4 h6 y2d ff3 fs2 fc1 sc0 ls0 ws0"> </div></div><div class="c x4 y2e w5 h9"><div class="t m0 x10 ha y2f ff2 fs4 fc3 sc0 ls0 ws0">MIRBUD <span class="ls6">| </span><span class="ff1">O<span class="_ _6"></span>pis Grupy Kapitałowej<span class="_ _6"></span> i przedmiot działaln<span class="_ _6"></span>ości</span> </div></div><div class="c x9 y2e w6 h9"><div class="t m0 xa hb y30 ff3 fs1 fc0 sc0 ls11 ws0">11<span class="fs2 ls0"> </span></div></div><div class="c x0 y0 w3 h0"><div class="t m0 x4 h6 y31 ff3 fs2 fc1 sc0 ls0 ws0"> </div></div><div class="c xb y32 w7 hc"><div class="t m0 xc hd y33 ff5 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x0 y0 w3 h0"><div class="t m0 x4 h3 ya4 ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x4 h10 y133 ff9 fs3 fc1 sc0 ls0 ws0">Schemat: Struktura Grupy Kapitałowej MIRBUD na dzień 3<span class="ffa">1.<span class="ls9">12</span>.2021 <span class="ls12">r.</span><span class="ff7 fs0"> </span></span></div><div class="t m0 x17 ha y134 ff2 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 x4 ha y135 ff2 fs4 fc1 sc0 ls0 ws0"> <span class="_ _2c"> </span> </div></div></div><div class="pi" ></div></div><div id="pfc" class="pf w0 h0" ><div class="pc pcc w0 h0"><img class="bi x6 y2b wd h7" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w3 h0"><div class="t m0 x7 h8 y2c ff4 fs3 fc3 sc0 ls0 ws0">SPRAWOZDANE ZARZĄDU Z DZIAŁALNOŚCI<span class="ff3"> MIRBUD S.A. ZA <span class="ls4">ROK</span> <span class="ls5">20</span>21<span class="fc4"> </span></span></div><div class="t m0 x4 h6 y2d ff3 fs2 fc1 sc0 ls0 ws0"> </div></div><div class="c x4 y2e w5 h9"><div class="t m0 x10 ha y2f ff2 fs4 fc3 sc0 ls0 ws0">MIRBUD <span class="ls6">| </span>O<span class="_ _6"></span>pis Grupy K<span class="ff1">api<span class="_ _6"></span>tałowej i przedmiot dzia<span class="_ _6"></span>łalności</span> </div></div><div class="c x9 y2e w6 h9"><div class="t m0 xa hb y30 ff3 fs1 fc0 sc0 ls11 ws0">12<span class="fs2 ls0"> </span></div></div><div class="c x0 y0 w3 h0"><div class="t m0 x4 h6 y31 ff3 fs2 fc1 sc0 ls0 ws0"> </div></div><div class="c xb y32 w7 hc"><div class="t m0 xc hd y33 ff5 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x0 y0 w3 h0"><div class="t m0 x4 ha y136 ff1 fs4 fc1 sc0 ls0 ws0">Spółka MIRBUD S.A. <span class="_ _6"></span>nie jest powiązana<span class="_ _6"></span> z innymi podmiotami org<span class="_ _6"></span>anizacyjnie lub <span class="_ _6"></span>kapitałow<span class="_ _6"></span>o.<span class="ff2"> </span></div><div class="t m0 x4 h24 y137 ff9 fs5 fc1 sc0 ls0 ws0">Tabela: Struktura<span class="_ _0"></span> udziałów MIRBU<span class="_ _3"></span>D S.A. w podmiotach zależn<span class="_ _3"></span>ych na dzień 31.12.2021 r<span class="_ _3"></span>.<span class="_ _6"></span><span class="ffa"> </span></div></div><div class="c x4 y138 w17 h25"><div class="t m0 x18 h26 y139 ff7 fs5 fc0 sc0 ls0 ws0">Nazwa pod<span class="_ _0"></span>miotu </div></div><div class="c x7 y138 w18 h25"><div class="t m0 x19 h26 y139 ff8 fs5 fc0 sc0 ls0 ws0">Kapitał zakład<span class="_ _0"></span>owy <span class="ff7"> </span></div></div><div class="c x1a y138 w19 h25"><div class="t m0 x1b h26 y13a ff8 fs5 fc0 sc0 ls0 ws0">Udział MIRBUD<span class="_ _0"></span> S.A.<span class="ff7"> </span></div><div class="t m0 x1c h26 y13b ff8 fs5 fc0 sc0 ls0 ws0">w kapitale zak<span class="_ _0"></span>ładowym<span class="ff7"> </span></div></div><div class="c x4 y13c w17 h27"><div class="t m0 xa h26 y13d ff7 fs5 fc1 sc0 ls0 ws0">JHM DEVELOP<span class="_ _0"></span>MENT S.A. </div></div><div class="c x7 y13c w18 h27"><div class="t m0 x1d h28 y13e ff2 fs5 fc1 sc0 ls13 ws0">173<span class="ls0"> </span>000<span class="ls0"> <span class="ff1">000 zł</span> </span></div></div><div class="c x1a y13c w19 h27"><div class="t m0 x1e h26 y13e ff7 fs5 fc1 sc0 ls13 ws0">100%<span class="ls0"> </span></div></div><div class="c x4 y13f w17 h29"><div class="t m0 xa h26 y140 ff7 fs5 fc1 sc0 ls0 ws0">KOBYLARNIA <span class="_ _0"></span>S.A. </div></div><div class="c x7 y13f w18 h29"><div class="t m0 x1f h28 y141 ff2 fs5 fc1 sc0 ls13 ws0">30<span class="ls0"> </span>000<span class="ls0"> <span class="ff1">000 zł</span> </span></div></div><div class="c x1a y13f w19 h29"><div class="t m0 x1e h26 y141 ff7 fs5 fc1 sc0 ls13 ws0">100%<span class="ls0"> </span></div></div><div class="c x4 y142 w17 h2a"><div class="t m0 xa h26 y140 ff7 fs5 fc1 sc0 ls0 ws0">MARYWILSKA 44<span class="_ _3"></span> <span class="_ _6"></span>Sp. z o.o<span class="_ _0"></span>. </div></div><div class="c x7 y142 w18 h2a"><div class="t m0 x1d h28 y143 ff1 fs5 fc1 sc0 ls0 ws0">148 250 000 zł<span class="_ _0"></span><span class="ff2"> </span></div></div><div class="c x1a y142 w19 h2a"><div class="t m0 x20 h26 y143 ff7 fs5 fc1 sc0 ls0 ws0">53,88%* </div></div><div class="c x4 y144 w17 h2a"><div class="t m0 xa h26 y140 ff8 fs5 fc1 sc0 ls0 ws0">ТОВ «MIPБУД»<span class="_ _0"></span><span class="ff7"> </span></div></div><div class="c x7 y144 w18 h2a"><div class="t m0 x21 h28 y143 ff2 fs5 fc1 sc0 ls0 ws0">2 377 752,81 UAH </div><div class="t m0 x22 h28 y145 ff2 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x1a y144 w19 h2a"><div class="t m0 x1e h26 y143 ff7 fs5 fc1 sc0 ls13 ws0">100%<span class="ls0"> </span></div></div><div class="c x0 y0 w3 h0"><div class="t m0 x4 h28 y146 ff1 fs5 fc1 sc0 ls0 ws0">*Łączny udział<span class="_ _0"></span> bezpośredn<span class="_ _0"></span>i i pośred<span class="_ _0"></span>ni MIRBUD S.A<span class="_ _0"></span>. w kapitale za<span class="_ _3"></span>k<span class="_ _6"></span>łado<span class="_ _0"></span>wym 100%<span class="ff2"> </span></div><div class="t m0 x4 h15 y147 ff2 fs3 fc1 sc0 ls0 ws0"> </div><div class="t m0 x4 ha yd8 ff2 fs4 fc1 sc0 ls0 ws0">Dnia <span class="_ _c"> </span>02.12.2020 <span class="_ _c"> </span>r<span class="_ _6"></span>. <span class="_ _c"> </span><span class="ff1">(akt <span class="_ _c"> </span>notarialny <span class="_ _c"> </span>R<span class="_ _6"></span>epertorium <span class="_ _c"> </span>A <span class="_ _c"> </span>nr <span class="_ _26"> </span>11976/2020) <span class="_ _c"> </span>podję<span class="_ _6"></span>ta <span class="_ _c"> </span>została <span class="_ _c"> </span>uchwała </span></div><div class="t m0 x4 ha y148 ff2 fs4 fc1 sc0 ls0 ws0">Nadzwyczajnego <span class="_ _6"></span><span class="ff1">Zgroma<span class="_ _6"></span>dzenia <span class="_ _6"></span>Wspólników <span class="_ _6"></span>Spółki <span class="_ _6"></span>Mary<span class="_ _6"></span>wilska 4<span class="_ _6"></span>4 Sp. <span class="_ _6"></span>z <span class="_ _6"></span>o.o. <span class="_ _6"></span>o <span class="_ _6"></span>podwyżs<span class="_ _6"></span>zeniu kapit<span class="_ _6"></span>ału </span></div><div class="t m0 x4 ha y79 ff1 fs4 fc1 sc0 ls0 ws0">zakładowego <span class="_ _e"></span>Spółki <span class="_ _e"> </span>o <span class="_ _f"></span>k<span class="_ _6"></span>wotę <span class="_ _f"></span>78 <span class="_ _e"> </span>250 <span class="_ _e"></span>tys<span class="_ _6"></span><span class="ff2">. <span class="_ _f"></span></span>z<span class="_ _6"></span>ł <span class="_ _f"></span>zwiększ<span class="_ _6"></span>ając <span class="_ _f"></span>liczbę <span class="_ _e"></span>udziałów <span class="_ _e"> </span>o <span class="_ _e"></span>1.565.000 <span class="_ _e"> </span>szt. <span class="_ _e"> </span>o <span class="_ _f"></span>w<span class="_ _6"></span>a<span class="_ _6"></span>rtości </div><div class="t m0 x4 ha y149 ff1 fs4 fc1 sc0 ls0 ws0">nominalnej po 50 <span class="_ _3"></span>z<span class="_ _6"></span>ł. Udziały w podwyższonym kapitale zakładowym po<span class="_ _0"></span>kryte w całości <span class="_ _0"></span>zosta<span class="_ _6"></span><span class="lsf">ły<span class="_ _6"></span></span><span class="ff2"> </span>wkładem </div><div class="t m0 x4 ha y14a ff1 fs4 fc1 sc0 ls0 ws0">pieniężnym w kwocie 1<span class="_ _6"></span>56<span class="ff2"> </span>500 tys. zł. Udz<span class="_ _6"></span>iał objął ma MIRBUD S<span class="_ _6"></span>.A. z siedzibą w <span class="_ _6"></span>Skierniewicach. <span class="_ _6"></span><span class="ff2"> </span></div><div class="t m0 x4 ha y14b ff2 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 x4 ha y14c ff1 fs4 fc1 sc0 ls0 ws0">Środki <span class="_ _11"> </span>te<span class="_ _6"></span>  zos<span class="_ _6"></span>tały  prz<span class="_ _6"></span>eznaczone <span class="_ _29"> </span>na <span class="_ _11"> </span>p<span class="_ _6"></span>oczet <span class="_ _11"> </span>z<span class="_ _6"></span>akupu <span class="_ _29"> </span>nieruch<span class="_ _6"></span>omości <span class="_ _29"> </span>położonyc<span class="_ _6"></span>h  w <span class="_ _29"> </span>Ostródzie, <span class="_ _29"> </span>przy<span class="_ _6"></span> </div><div class="t m0 x4 ha y14d ff2 fs4 fc1 sc0 ls0 ws0">ul. <span class="ff1">Grunwaldzkiej <span class="_ _21"> </span>55. <span class="_ _27"> </span>W <span class="_ _27"> </span>r<span class="_ _6"></span>amach <span class="_ _27"> </span>zak<span class="_ _6"></span>upionej <span class="_ _27"> </span>nierucho<span class="_ _6"></span>mości <span class="_ _27"> </span>Spółka <span class="_ _21"> </span>zamierza <span class="_ _21"> </span>prowadzić <span class="_ _27"> </span>dz<span class="_ _6"></span>iałalność </span></div><div class="t m0 x4 ha y14e ff1 fs4 fc1 sc0 ls0 ws0">polegającą na najmie p<span class="_ _6"></span>owierzchni na cele ma<span class="_ _6"></span>gazynowe.<span class="_ _6"></span><span class="ff2"> </span></div><div class="t m0 x4 ha y14f ff2 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 x4 ha y46 ff1 fs4 fc1 sc0 ls0 ws0">Podwyższenie <span class="_ _e"> </span>ka<span class="_ _6"></span>pitału <span class="_ _f"></span>z<span class="_ _6"></span>akładowego <span class="_ _e"> </span>zost<span class="_ _6"></span>ało <span class="_ _e"></span>zarejestrowan<span class="_ _6"></span>ie <span class="_ _f"></span>w <span class="_ _1e"> </span>Krajowym <span class="_ _e"> </span>Rej<span class="_ _10"></span>estrz<span class="_ _6"></span>e <span class="_ _f"></span>Sądowym<span class="_ _6"></span> <span class="_ _e"> </span>KRS </div><div class="t m0 x4 ha y150 ff1 fs4 fc1 sc0 ls0 ws0">dnia <span class="_ _27"> </span>10.06.20<span class="_ _6"></span>21r <span class="_ _1e"> </span>w<span class="_ _6"></span> <span class="_ _27"> </span>sposób <span class="_ _27"> </span>n<span class="_ _6"></span>ieprawidłowy, <span class="_ _27"> </span>n<span class="_ _6"></span>iezgodnie <span class="_ _27"> </span>z <span class="_ _21"> </span>wnioskiem <span class="_ _27"> </span>Spó<span class="_ _6"></span>łki <span class="_ _27"> </span>i <span class="_ _27"> </span>stanem<span class="_ _6"></span> <span class="_ _1e"> </span>fak<span class="_ _6"></span>tycznym <span class="_ _27"> </span>w </div><div class="t m0 x4 ha y151 ff1 fs4 fc1 sc0 ls0 ws0">zakresie  wysokośc<span class="_ _6"></span>i  kapitału  zakładowego,  wysokości  kapitału  wnies<span class="_ _6"></span>ionego  przez  poszczególnych </div><div class="t m0 x4 ha y152 ff1 fs4 fc1 sc0 ls0 ws0">wspólników.<span class="ff2"> <span class="_ _f"></span></span>Po <span class="_ _f"></span>dokonaniu <span class="_ _f"></span>przez <span class="_ _f"></span>Sąd <span class="_ _f"></span>sprostowania <span class="_ _f"></span><span class="ff2">k<span class="_ _6"></span>ap</span>itał <span class="_ _f"></span>zakładowy <span class="_ _f"></span>Spółki <span class="_ _f"></span>wyn<span class="ff2">os<span class="_ _6"></span>i <span class="_ _10"></span>1<span class="_ _6"></span>48.250.000,00 </span></div><div class="t m0 x4 h5 y153 ff1 fs4 fc1 sc0 ls0 ws0">PLN. Na tą wartość<span class="_ _6"></span> składa się:<span class="ff2 fs2">  </span></div><div class="t m0 x4 h5 y154 ff2 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x23 h5 y19 ff2 fs2 fc1 sc0 ls0 ws0"> <span class="_ _25"> </span><span class="ff8 fs4">1 565 000 <span class="_ _0"></span>udziałów o wartości nominalnej 50 P<span class="_ _0"></span>LN każdy<span class="_ _6"></span><span class="ff1">, co da<span class="_ _0"></span>je łącznie 78<span class="ff2"> <span class="ls8">250</span> 000 PLN </span>–<span class="ff2"> </span></span></span></div><div class="t m0 x24 ha y155 ff1 fs4 fc1 sc0 ls0 ws0">udziały <span class="_ _6"></span>b<span class="_ _6"></span>ędące <span class="_ _6"></span>w<span class="_ _6"></span>łasnością <span class="_ _10"></span>MIRBUD <span class="_ _10"></span>S.A. <span class="_ _6"></span>Udz<span class="_ _6"></span>iał <span class="_ _6"></span>MIR<span class="_ _6"></span>BUD <span class="_ _6"></span>S.A.<span class="_ _6"></span> <span class="_ _6"></span>w <span class="_ _10"></span>kapitale <span class="_ _6"></span>z<span class="_ _6"></span>akładowy<span class="_ _6"></span>m <span class="_ _6"></span>Spółki </div><div class="t m0 x24 h5 y156 ff2 fs4 fc1 sc0 ls0 ws0">wyniesie: 53,88%. <span class="_ _6"></span><span class="fs2"> </span></div><div class="t m0 x24 h5 y157 ff2 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x23 h5 y158 ff2 fs2 fc1 sc0 ls0 ws0"> <span class="_ _25"> </span><span class="ff8 fs4">1 339 800 udziałów o <span class="_ _3"></span>w<span class="_ _6"></span>artości nominalnej 50 PLN każdy<span class="_ _6"></span><span class="ff1">, co <span class="_ _0"></span>daje łącznie 66 990 000 PLN –<span class="ff2"> </span></span></span></div><div class="t m0 x24 ha y159 ff1 fs4 fc1 sc0 ls0 ws0">udziały <span class="_ _f"></span>bę<span class="_ _6"></span>dące <span class="_ _f"></span>własności<span class="_ _6"></span>ą <span class="_ _f"></span>J<span class="_ _6"></span>HM <span class="_ _f"></span>DE<span class="_ _6"></span>VELOPMENT <span class="_ _e"></span>S.A. <span class="_ _f"></span>Udz<span class="_ _6"></span>iał <span class="_ _f"></span>JHM <span class="_ _e"></span>DEVELO<span class="_ _6"></span>PMENT <span class="_ _e"></span>S.A. <span class="_ _f"></span>w </div><div class="t m0 x24 h5 y15a ff1 fs4 fc1 sc0 ls0 ws0">kapitale zakładowym <span class="_ _6"></span>Spółki wyniesie: 46,12%. <span class="_ _6"></span><span class="ff2 fs2"> </span></div><div class="t m0 x4 ha y15b ff1 fs4 fc1 sc0 ls0 ws0">Różnica <span class="_ _26"> </span>wartości <span class="_ _26"> </span>udziałó<span class="_ _6"></span>w <span class="_ _26"> </span>wynika <span class="_ _26"> </span>z <span class="_ _26"> </span>umorzenia<span class="_ _6"></span> <span class="_ _26"> </span>udziałów <span class="_ _26"> </span>o <span class="_ _26"> </span>nominalnej <span class="_ _26"> </span>wartośc<span class="_ _6"></span>i <span class="_ _c"> </span>w <span class="_ _26"> </span>k<span class="_ _6"></span>wocie </div><div class="t m0 x4 ha y15c ff2 fs4 fc1 sc0 ls0 ws0">3.010.000,00 tys<span class="_ _6"></span>. PLN. </div><div class="t m0 x4 ha y15d ff2 fs4 fc1 sc0 lsd ws0">W <span class="ls0">dniu 17 <span class="_ _0"></span>listopada 2021 r. Nadzwyczajnego Zgromad<span class="_ _6"></span>zenia W<span class="ff1">spólników Spółki Marywilska 44 Sp. <span class="_ _3"></span>z o. </span></span></div><div class="t m0 x4 ha y15e ff2 fs4 fc1 sc0 ls14 ws0">o <span class="ff1 ls0">podję<span class="lsf">ło</span><span class="ff2"> <span class="_ _6"></span></span>uchwałę<span class="ff2">. w przedmioci<span class="_ _6"></span>e: </span></span></div><div class="t m0 x4 ha y15f ff2 fs4 fc1 sc0 ls0 ws0">-<span class="ls15">  </span><span class="ff1">obniżenia k<span class="_ _6"></span>apitału zak<span class="_ _6"></span>ładowego Sp<span class="_ _6"></span>ółki do <span class="_ _6"></span>kwoty <span class="_ _6"></span>145.240.000 <span class="_ _6"></span>PLN, tj. <span class="_ _6"></span>o <span class="_ _6"></span>kwotę 3<span class="_ _6"></span>.010.000 <span class="_ _6"></span>PLN, któr<span class="_ _6"></span>a </span></div><div class="t m0 x4 ha y160 ff1 fs4 fc1 sc0 ls0 ws0">to kwota odpowiada wart<span class="_ _6"></span>ości opisanych wyżej<span class="_ _6"></span> umorzonych<span class="_ _6"></span><span class="ff2"> </span>udziałów,  <span class="_ _6"></span><span class="ff2"> </span></div><div class="t m0 x4 ha y161 ff5 fs0 fc1 sc0 ls0 ws0">- <span class="_ _21"> </span><span class="ff1 fs4">a <span class="_ _27"> </span>nast<span class="_ _6"></span>ępnie <span class="_ _27"> </span>p<span class="_ _6"></span>odwyższenia <span class="_ _21"> </span>kapitału <span class="_ _21"> </span>zakładowego <span class="_ _21"> </span>Spółki <span class="_ _21"> </span>do <span class="_ _21"> </span>kwoty <span class="_ _21"> </span>157.500.000 <span class="_ _21"> </span>PLN, <span class="_ _21"> </span>tj. <span class="_ _21"> </span>o <span class="_ _21"> </span>kwotę </span></div><div class="t m0 x4 ha y162 ff1 fs4 fc1 sc0 ls0 ws0">12.260.000 <span class="_ _10"></span>PLN <span class="_ _10"></span>poprz<span class="_ _6"></span>ez <span class="_ _10"></span>utworzenie <span class="_ _f"></span>245.200 <span class="_ _6"></span>n<span class="_ _6"></span>owych <span class="_ _10"></span>udziałów <span class="_ _f"></span>o <span class="_ _6"></span>wartoś<span class="_ _6"></span>ci <span class="_ _10"></span>nominalnej <span class="_ _10"></span>50 <span class="_ _10"></span>PLN<span class="_ _6"></span> <span class="_ _6"></span>każ<span class="_ _6"></span>dy. </div><div class="t m0 x4 ha y163 ff1 fs4 fc1 sc0 ls0 ws0">Nowoutworzone <span class="_ _6"></span>udzi<span class="_ _6"></span>ały <span class="_ _6"></span>w <span class="_ _6"></span>całości <span class="_ _6"></span>pokryte <span class="_ _6"></span>zostały <span class="_ _6"></span>wkładem <span class="_ _f"></span>pieniężnym <span class="_ _6"></span>w <span class="_ _6"></span>wysokości <span class="_ _6"></span>24.520.0<span class="_ _6"></span>00 <span class="_ _6"></span>PLN, </div><div class="t m0 x4 ha y164 ff1 fs4 fc1 sc0 ls0 ws0">przy <span class="_ _21"> </span>czym <span class="_ _21"> </span>nadwyżka <span class="_ _21"> </span>pon<span class="_ _6"></span>ad <span class="_ _27"> </span>w<span class="_ _6"></span>artość <span class="_ _21"> </span>nominalną <span class="_ _21"> </span>udz<span class="_ _6"></span>iałów <span class="_ _27"> </span>w<span class="_ _6"></span> <span class="_ _21"> </span>wysokości <span class="_ _21"> </span>12.260<span class="_ _6"></span>.000 <span class="_ _21"> </span>PLN <span class="_ _21"> </span>w <span class="_ _21"> </span>całości </div><div class="t m0 x4 ha y165 ff1 fs4 fc1 sc0 ls0 ws0">przekazana została<span class="_ _6"></span> na kapitał zak<span class="_ _6"></span>ładowy Spółki. No<span class="_ _6"></span>we udziały objęt<span class="_ _6"></span>e zostały w ca<span class="_ _6"></span>łości przez MIR<span class="_ _6"></span>BUD </div><div class="t m0 x4 ha y166 ff2 fs4 fc1 sc0 ls0 ws0">S.A. <span class="_ _f"></span><span class="ff1">Kapitał <span class="_ _f"></span>n<span class="_ _6"></span>a <span class="_ _f"></span>podwyżs<span class="_ _6"></span>zenie <span class="_ _f"></span>kap<span class="_ _6"></span>itału <span class="_ _f"></span>został <span class="_ _f"></span>w <span class="_ _f"></span>p<span class="_ _6"></span>ełni <span class="_ _f"></span>wniesiony <span class="_ _e"> </span>i <span class="_ _f"></span>w <span class="_ _f"></span>d<span class="_ _6"></span>niu <span class="_ _f"></span>28 <span class="_ _f"></span>grudnia <span class="_ _f"></span>2<span class="_ _6"></span>022<span class="_ _6"></span></span> <span class="_ _f"></span><span class="ff1">r. <span class="_ _f"></span>złożony </span></div><div class="t m0 x4 ha y167 ff1 fs4 fc1 sc0 ls0 ws0">został wniosek <span class="_ _0"></span>o zarejestrowanie opisanego wyżej <span class="_ _0"></span>podniesienia kapitału. <span class="_ _0"></span>Do dnia publikacji <span class="_ _0"></span>niniejszego<span class="_ _6"></span> </div></div></div><div class="pi" ></div></div><div id="pfd" class="pf w0 h0" ><div class="pc pcd w0 h0"><img class="bi x6 y2b w1a h7" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w3 h0"><div class="t m0 x7 h8 y2c ff4 fs3 fc3 sc0 ls0 ws0">SPRAWOZDANE ZARZĄDU Z DZIAŁALNOŚCI<span class="ff3"> MIRBUD S.A. ZA <span class="ls4">ROK</span> <span class="ls5">20</span>21<span class="fc4"> </span></span></div><div class="t m0 x4 h6 y2d ff3 fs2 fc1 sc0 ls0 ws0"> </div></div><div class="c x4 y2e w5 h9"><div class="t m0 x10 ha y2f ff2 fs4 fc3 sc0 ls0 ws0">MIRBUD <span class="ls6">| </span><span class="ff1">O<span class="_ _6"></span>pis Grupy Kapitałowej<span class="_ _6"></span> i przedmiot działaln<span class="_ _6"></span>ości</span> </div></div><div class="c x9 y2e w6 h9"><div class="t m0 xa hb y30 ff3 fs1 fc0 sc0 ls11 ws0">13<span class="fs2 ls0"> </span></div></div><div class="c x0 y0 w3 h0"><div class="t m0 x4 h6 y31 ff3 fs2 fc1 sc0 ls0 ws0"> </div></div><div class="c xb y32 w7 hc"><div class="t m0 xc hd y33 ff5 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x0 y0 w3 h0"><div class="t m0 x4 ha y136 ff2 fs4 fc1 sc0 ls0 ws0">sprawozdania <span class="_ _26"> </span><span class="ff1">Emitent <span class="_ _c"> </span>n<span class="_ _6"></span>ie <span class="_ _c"> </span>otrzy<span class="_ _6"></span>mał <span class="_ _c"> </span>posta<span class="_ _6"></span>nowienia <span class="_ _c"> </span>sąd<span class="_ _6"></span>u <span class="_ _c"> </span>o <span class="_ _c"> </span>p<span class="_ _6"></span>odwyższeniu<span class="_ _6"></span> <span class="_ _c"> </span>kapitału.<span class="_ _10"></span></span> <span class="_ _c"> </span><span class="ff1">Śro<span class="_ _6"></span>dk</span>i <span class="_ _c"> </span>z </div><div class="t m0 x4 ha y168 ff1 fs4 fc1 sc0 ls0 ws0">podwyższenia <span class="_ _10"></span>kapitału <span class="_ _10"></span>zostały <span class="_ _10"></span>przez<span class="_ _6"></span>naczone <span class="_ _6"></span>n<span class="_ _6"></span>a <span class="_ _10"></span><span class="ff2">naby<span class="_ _6"></span>cie <span class="_ _6"></span></span>od <span class="_ _10"></span>podmiot<span class="_ _6"></span>ów <span class="_ _6"></span>z <span class="_ _10"></span>Grupy <span class="_ _10"></span>kapitałow<span class="_ _6"></span>ej <span class="_ _6"></span>MIRB<span class="_ _6"></span>UD<span class="_ _6"></span><span class="ff2"> </span></div><div class="t m0 x4 ha y169 ff1 fs4 fc1 sc0 ls0 ws0">nieruchomości <span class="_ _0"></span>o <span class="_ _3"></span>przez<span class="_ _6"></span>naczeniu <span class="_ _0"></span>handlowo<span class="ff2">-<span class="_ _6"></span></span>usługowym <span class="_ _0"></span>położon<span class="ff2 lse">ych<span class="ls0"> <span class="_ _3"></span>odp<span class="_ _6"></span>owiednio <span class="_ _3"></span>w Starachowicach <span class="_ _3"></span>oraz<span class="_ _6"></span> </span></span></div><div class="t m0 x4 ha y16a ff2 fs4 fc1 sc0 ls0 ws0">Rumia. </div><div class="t m0 x4 ha y16b ff1 fs4 fc1 sc0 ls0 ws0">Kapitał  zakłado<span class="_ _6"></span>wy  ТОВ <span class="_ _29"> </span>«MIPБУД» <span class="_ _11"> </span>wy<span class="_ _6"></span>nosi  2.37<span class="_ _6"></span>7.752,81  UAH <span class="_ _13"> </span><span class="ff2 ls10">(w</span>g  kurs<span class="_ _6"></span>u  średniego  N<span class="_ _6"></span>BP  z <span class="_ _11"> </span>dn<span class="_ _6"></span>ia </div><div class="t m0 x4 ha y16c ff2 fs4 fc1 sc0 ls0 ws0">31.<span class="ls8">12</span>.2021 r. wynosi 3<span class="ls14">53</span>.<span class="_ _6"></span>571,84<span class="ff1">zł). Jedynym <span class="_ _6"></span>wspólnikiem spółk<span class="_ _6"></span>i jest MIRBUD S.A. <span class="_ _6"></span></span> </div><div class="t m0 x4 ha y16d ff2 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 x4 ha y16e ff1 fs4 fc1 sc0 ls0 ws0">Jednostka nie jest ko<span class="_ _6"></span>nsolidowana z uwagi na jej<span class="_ _6"></span> nieistotność.<span class="_ _6"></span><span class="ff2"> </span></div><div class="t m0 x4 h2b y16f ffa fs3 fc1 sc0 ls0 ws0"> </div><div class="t m0 x4 h24 y170 ffa fs5 fc1 sc0 ls0 ws0"> </div><div class="t m0 x4 h24 y171 ff9 fs5 fc1 sc0 ls0 ws0">Tabela: Struktura<span class="_ _0"></span> udziałów JHM<span class="_ _3"></span> <span class="_ _6"></span>DEVELOP<span class="_ _0"></span>MENT S.A. w<span class="_ _0"></span> podmiotach<span class="_ _0"></span> zależnych i powiązanych na d<span class="_ _3"></span>z<span class="_ _6"></span>ień 3<span class="ffa">1.<span class="ls13">12</span>.2021<span class="ls16">r.</span> </span></div></div><div class="c x20 y172 w1b h2c"><div class="t m0 x25 h26 y173 ff7 fs5 fc0 sc0 ls0 ws0">Nazwa pod<span class="_ _0"></span>miotu </div></div><div class="c x26 y172 w1c h2c"><div class="t m0 x2 h26 y173 ff8 fs5 fc0 sc0 ls0 ws0">Kapitał zakład<span class="_ _0"></span>owy<span class="ff7"> </span></div></div><div class="c x27 y172 w1d h2c"><div class="t m0 x28 h26 y174 ff8 fs5 fc0 sc0 ls0 ws0">Wartość nomina<span class="_ _0"></span>lna </div><div class="t m0 x29 h26 y139 ff8 fs5 fc0 sc0 ls0 ws0">udziałów<span class="ff7"> </span></div></div><div class="c x2a y172 w1e h2c"><div class="t m0 x2b h26 y175 ff8 fs5 fc0 sc0 ls0 ws0">Udział <span class="ff7"> </span></div><div class="t m0 x2c h26 y173 ff7 fs5 fc0 sc0 ls0 ws0">JHM DEVELOP<span class="_ _0"></span>MENT S.A.<span class="_ _0"></span> w </div><div class="t m0 x2d h26 y13b ff8 fs5 fc0 sc0 ls0 ws0">kapitale zakład<span class="_ _0"></span>owym <span class="ff7"> </span></div></div><div class="c x2e y176 w1f h2d"><div class="t m0 x2f h28 y177 ff1 fs5 fc1 sc0 ls0 ws0">MARYWILSKA 44<span class="_ _0"></span> Spółka <span class="_ _0"></span>z o.o.<span class="ff2"> </span></div></div><div class="c x26 y176 w20 h2d"><div class="t m0 x2 h28 y177 ff2 fs5 fc1 sc0 ls0 ws0">148 250 <span class="ff1">000 zł<span class="_ _0"></span><span class="ff2"> </span></span></div></div><div class="c x27 y176 w21 h2d"><div class="t m0 x30 h28 y177 ff2 fs5 fc1 sc0 ls0 ws0">*66 <span class="ff1">990 000 zł<span class="_ _0"></span><span class="ff2"> </span></span></div></div><div class="c x2a y176 w22 h2d"><div class="t m0 x1c h28 y177 ff2 fs5 fc1 sc0 ls0 ws0">46,12% </div></div><div class="c x2e y178 w1f h2e"><div class="t m0 x2f h28 y12b ff1 fs5 fc1 sc0 ls0 ws0">JHM 1 Spółka z<span class="_ _0"></span> o.o.<span class="ff2"> </span></div></div><div class="c x26 y178 w20 h2e"><div class="t m0 x31 h28 y12b ff2 fs5 fc1 sc0 ls0 ws0">9 <span class="ls13">001</span> <span class="ff1">000 zł</span> </div></div><div class="c x27 y178 w21 h2e"><div class="t m0 x32 h28 y12b ff2 fs5 fc1 sc0 ls0 ws0">9 <span class="ls13">001</span> <span class="ff1">000 zł</span> </div></div><div class="c x2a y178 w22 h2e"><div class="t m0 x1c h28 y12b ff2 fs5 fc1 sc0 ls0 ws0">100,0% </div></div><div class="c x2e y179 w1f h23"><div class="t m0 x2f h28 y17a ff1 fs5 fc1 sc0 ls0 ws0">JHM 2 Spółka z<span class="_ _0"></span> o.o.<span class="ff2"> </span></div></div><div class="c x26 y179 w20 h23"><div class="t m0 x33 h28 y17a ff2 fs5 fc1 sc0 ls13 ws0">10<span class="ls0"> </span>300<span class="ls0"> <span class="ff1">000 zł</span> </span></div></div><div class="c x27 y179 w21 h23"><div class="t m0 x2 h28 y17a ff2 fs5 fc1 sc0 ls13 ws0">10<span class="ls0"> </span>300<span class="ls0"> </span>000<span class="ff1 lse">zł</span><span class="ls0"> </span></div></div><div class="c x2a y179 w22 h23"><div class="t m0 x1c h28 y17a ff2 fs5 fc1 sc0 ls0 ws0">100,0% </div></div><div class="c x0 y0 w3 h0"><div class="t m0 x4 h24 y17b ffa fs5 fc1 sc0 ls0 ws0">*<span class="ff9">Różnica wartoś<span class="_ _0"></span>ci udziałów<span class="_ _0"></span> wynika z umorzenia<span class="_ _3"></span> udziałów o nominal<span class="_ _0"></span>nej wartości w k<span class="_ _0"></span>wocie 3.010.000<span class="_ _0"></span>,00<span class="ffa"> tys. PLN </span></span></div><div class="t m0 x4 h24 y17c ffa fs5 fc1 sc0 ls0 ws0"> <span class="_ _2d"> </span> </div></div></div><div class="pi" ></div></div><div id="pfe" class="pf w0 h0" ><div class="pc pce w0 h0"><img class="bi x6 y2b w4 h7" alt="" 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"/><div class="c x0 y0 w3 h0"><div class="t m0 x7 h8 y2c ff4 fs3 fc3 sc0 ls0 ws0">SPRAWOZDANE ZARZĄDU Z DZIAŁALNOŚCI<span class="ff3"> MIRBUD S.A. ZA <span class="ls4">ROK</span> <span class="ls5">20</span>21<span class="fc4"> </span></span></div><div class="t m0 x4 h6 y2d ff3 fs2 fc1 sc0 ls0 ws0"> </div></div><div class="c x4 y2e w5 h9"><div class="t m0 x10 ha y2f ff2 fs4 fc3 sc0 ls0 ws0">MIRBUD <span class="ls6">| </span><span class="ff1">O<span class="_ _6"></span>pis Grupy Kapitałowej<span class="_ _6"></span> i przedmiot działaln<span class="_ _6"></span>ości</span> </div></div><div class="c x9 y2e w6 h9"><div class="t m0 xa hb y30 ff3 fs1 fc0 sc0 ls11 ws0">14<span class="fs2 ls0"> </span></div></div><div class="c x0 y0 w3 h0"><div class="t m0 x4 h6 y31 ff3 fs2 fc1 sc0 ls0 ws0"> </div></div><div class="c xb y32 w7 hc"><div class="t m0 xc hd y33 ff5 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x0 y0 w3 h0"><div class="t m0 x4 h24 y17d ffa fs5 fc1 sc0 ls0 ws0"> </div><div class="t m0 x4 h10 y17e ff8 fs0 fc1 sc0 ls0 ws0">Przedmiot działalności<span class="ff7"> </span></div><div class="t m0 x4 h10 y17f ff7 fs0 fc1 sc0 ls0 ws0">MIRBUD S.A. </div><div class="t m0 x34 hf y180 ff7 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 x4 hf y181 ff7 fs4 fc1 sc0 ls0 ws0">MIRBUD <span class="_ _13"> </span>S.A.<span class="_ _6"></span><span class="ff2"> <span class="_ _13"> </span><span class="ff1">działa <span class="_ _12"> </span>przede <span class="_ _12"> </span>wszystk<span class="_ _6"></span>im <span class="_ _29"> </span>j<span class="_ _6"></span>ako <span class="_ _13"> </span>generalny <span class="_ _13"> </span>wy<span class="_ _6"></span>konawca <span class="_ _13"> </span>w<span class="_ _6"></span>e <span class="_ _13"> </span>wszys<span class="_ _6"></span>tkich <span class="_ _13"> </span>segmentach </span></span></div><div class="t m0 x4 ha y182 ff2 fs4 fc1 sc0 ls0 ws0">budownictwa.  </div><div class="t m0 x4 ha y183 ff1 fs4 fc1 sc0 ls0 ws0">Wizytówką <span class="_ _13"> </span>prz<span class="_ _6"></span>edsiębiorstwa <span class="_ _12"> </span>jest <span class="_ _12"> </span>trzy<span class="_ _6"></span>dziestoletnie <span class="_ _13"> </span>doświadc<span class="_ _6"></span>zenie <span class="_ _13"> </span>oraz <span class="_ _1d"> </span><span class="ff2">pona<span class="_ _6"></span>d <span class="_ _13"> </span></span>500 <span class="_ _12"> </span>zakończonyc<span class="_ _6"></span>h </div><div class="t m0 x4 ha y184 ff1 fs4 fc1 sc0 ls0 ws0">projektów <span class="_ _1a"> </span>inwestycyj<span class="_ _6"></span>nych <span class="_ _14"> </span>należących <span class="_ _1a"> </span>w <span class="_ _1a"> </span>zdecydowanej<span class="_ _6"></span> <span class="_ _14"> </span>więk<span class="_ _6"></span>szości <span class="_ _1a"> </span>do <span class="_ _14"> </span>pre<span class="_ _6"></span>stiżowy<span class="_ _6"></span>ch <span class="_ _1a"> </span>kontraktów<span class="_ _6"></span> </div><div class="t m0 x4 ha y185 ff2 fs4 fc1 sc0 ls0 ws0">budowlanych w zakres<span class="_ _6"></span>ie budownictwa:<span class="_ _6"></span> </div><div class="t m0 x35 hf y186 ff2 fs4 fc1 sc0 ls0 ws0"> <span class="_ _17"> </span><span class="ff8">przemysłowego</span> <span class="ff1">(budynki<span class="_ _6"></span> produkcyjne, hand<span class="_ _6"></span>lowe i usługowe);<span class="_ _6"></span></span> </div><div class="t m0 x35 hf y187 ff2 fs4 fc1 sc0 ls0 ws0"> <span class="_ _17"> </span><span class="ff8">użyteczności publicznej</span> <span class="ff1">(<span class="_ _6"></span>hale sportowe, stadi<span class="_ _6"></span>ony, szpitale, urzędy admi<span class="_ _6"></span>nistracji publicznej);<span class="_ _10"></span></span> </div><div class="t m0 x35 hf y188 ff2 fs4 fc1 sc0 ls0 ws0"> <span class="_ _17"> </span><span class="ff7">komercyjnego</span> <span class="_ _26"> </span>(cen<span class="_ _6"></span>tra <span class="_ _26"> </span>handlowe, <span class="_ _25"> </span>wielkopowierz<span class="_ _6"></span>chniowe <span class="_ _26"> </span>sk<span class="_ _6"></span>le<span class="_ _6"></span>py, <span class="_ _26"> </span>hale <span class="_ _26"> </span>wy<span class="_ _6"></span>stawienniczo<span class="_ _6"></span>-</div><div class="t m0 x24 ha y189 ff2 fs4 fc1 sc0 ls0 ws0">targowe); </div><div class="t m0 x35 hf y18a ff2 fs4 fc1 sc0 ls0 ws0"> <span class="_ _17"> </span><span class="ff8">inżynieryjno<span class="ff7">-drogowego<span class="_ _6"></span></span></span> <span class="_ _12"> </span><span class="ff1">(autostrady<span class="_ _6"></span>, <span class="_ _12"> </span>drog<span class="_ _6"></span>i <span class="_ _12"> </span>krajowe<span class="_ _6"></span>, <span class="_ _12"> </span>wojewó<span class="_ _6"></span>dzkie, <span class="_ _12"> </span>powiatow<span class="_ _6"></span>e, <span class="_ _12"> </span>eleme<span class="_ _6"></span>nty </span></div><div class="t m0 x24 ha y4f ff2 fs4 fc1 sc0 ls0 ws0">miejskiej infrastruktury<span class="_ _6"></span> komunikacyjnej, mosty <span class="_ _6"></span>i bocznice kolejowe);<span class="_ _6"></span> <span class="_ _6"></span> </div><div class="t m0 x35 hf y18b ff2 fs4 fc1 sc0 ls0 ws0"> <span class="_ _17"> </span><span class="ff7">mieszkaniowego</span> (budynki<span class="_ _6"></span> mieszkalne jednorodzinne,<span class="_ _6"></span> szeregowe oraz w<span class="_ _6"></span>iel<span class="_ _6"></span>orodzinne). </div><div class="t m0 x4 hf y18c ff7 fs4 fc1 sc0 ls0 ws0">MIRBUD S.A.<span class="ff2"> <span class="ff1">gwarantuje najwyż<span class="_ _6"></span>szą jakość usług, <span class="_ _3"></span>spr<span class="_ _6"></span>awną organizację, szybkie tempo prac w oparciu </span></span></div><div class="t m0 x4 ha y18d ff1 fs4 fc1 sc0 ls0 ws0">o <span class="_ _6"></span>najwyżs<span class="_ _6"></span>ze <span class="_ _6"></span>standardy <span class="_ _10"></span>oraz <span class="_ _10"></span>profesjonalną <span class="_ _6"></span>kadrę <span class="_ _10"></span>techniczną. <span class="_ _6"></span>P<span class="_ _6"></span>odstawowym <span class="_ _6"></span>prz<span class="_ _6"></span>edmiotem <span class="_ _10"></span>działalności </div><div class="t m0 x4 ha y18e ff2 fs4 fc1 sc0 ls0 ws0">jednostki zgodnym z jej s<span class="_ _6"></span>tatutem oraz wpisem <span class="_ _6"></span>do <span class="ff1">Kraj<span class="_ _6"></span>owego Rejestru Sąd<span class="_ _6"></span>owego jest: </span> </div><div class="t m0 x35 ha y18f ff2 fs4 fc1 sc0 ls0 ws0"> <span class="_ _17"> </span>b<span class="ff1">udownictwo ogólne i inżyn<span class="_ _6"></span>ieria lądowa<span class="_ _6"></span></span>, </div><div class="t m0 x35 ha y190 ff2 fs4 fc1 sc0 ls0 ws0"> <span class="_ _17"> </span>towarowy transport drogow<span class="_ _6"></span>y, </div><div class="t m0 x35 ha y191 ff2 fs4 fc1 sc0 ls0 ws0"> <span class="_ _17"> </span>w<span class="ff1">ynajem sprzętu budow<span class="_ _6"></span>lanego i burzącego z obsłu<span class="_ _6"></span>gą operatorską<span class="_ _6"></span></span>,  </div><div class="t m0 x35 ha y192 ff2 fs4 fc1 sc0 ls0 ws0"> <span class="_ _17"> </span>d<span class="ff1">ziałalność reklamowo</span>-wy<span class="_ _6"></span>dawnicza, </div><div class="t m0 x35 ha y193 ff2 fs4 fc1 sc0 ls0 ws0"> <span class="_ _17"> </span>w<span class="ff1">ynajem pomieszczeń na własny<span class="_ _6"></span> rachunek<span class="_ _6"></span></span>, </div><div class="t m0 x35 ha y194 ff2 fs4 fc1 sc0 ls0 ws0"> <span class="_ _17"> </span>s<span class="ff1">przedaż hurtowa mater<span class="_ _6"></span>iałów dla budownictwa<span class="_ _6"></span></span>. </div><div class="t m0 x4 ha y195 ff2 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 x4 ha y196 ff2 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 x4 ha y197 ff2 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 x4 ha y198 ff2 fs4 fc1 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pff" class="pf w0 h0" ><div class="pc pcf w0 h0"><img class="bi x6 y2b w4 h7" alt="" 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"/><div class="c x0 y0 w3 h0"><div class="t m0 x7 h8 y2c ff4 fs3 fc3 sc0 ls0 ws0">SPRAWOZDANE ZARZĄDU Z DZIAŁALNOŚCI<span class="ff3"> MIRBUD S.A. ZA <span class="ls4">ROK</span> <span class="ls5">20</span>21<span class="fc4"> </span></span></div><div class="t m0 x4 h6 y2d ff3 fs2 fc1 sc0 ls0 ws0"> </div></div><div class="c x4 y2e w5 h9"><div class="t m0 x10 ha y2f ff2 fs4 fc3 sc0 ls0 ws0">MIRBUD <span class="ls6">| </span><span class="ff1">O<span class="_ _6"></span>pis Grupy Kapitałowej<span class="_ _6"></span> i przedmiot działaln<span class="_ _6"></span>ości</span> </div></div><div class="c x9 y2e w6 h9"><div class="t m0 xa hb y30 ff3 fs1 fc0 sc0 ls11 ws0">15<span class="fs2 ls0"> </span></div></div><div class="c x0 y0 w3 h0"><div class="t m0 x4 h6 y31 ff3 fs2 fc1 sc0 ls0 ws0"> </div></div><div class="c xb y32 w7 hc"><div class="t m0 xc hd y33 ff5 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x0 y0 w3 h0"><div class="t m0 x4 ha y136 ff2 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 x4 h10 y199 ff7 fs0 fc1 sc0 ls0 ws0">KOBYLARNIA S.A. </div><div class="t m0 x36 hf y19a ff7 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 x4 hf y19b ff7 fs4 fc1 sc0 ls0 ws0">KOBYLARNIA <span class="_ _1e"> </span>S.A. <span class="_ _e"></span>(dawniej: <span class="_ _1e"> </span><span class="ff8">Przedsiębiorstw<span class="_ _6"></span>o <span class="_ _f"></span>B<span class="_ _6"></span>udowy <span class="_ _e"></span>Dróg <span class="_ _e"> </span>i <span class="_ _e"> </span>Mo<span class="_ _6"></span>stów <span class="_ _e"></span>KOBYLARNIA<span class="_ _6"></span> <span class="_ _e"></span>S.A.<span class="_ _6"></span></span>)<span class="ff2"> <span class="_ _e"> </span><span class="ls17">to </span></span></div><div class="t m0 x4 ha y19c ff1 fs4 fc1 sc0 ls0 ws0">spółka zależn<span class="_ _6"></span>a <span class="ff2">od <span class="_ _6"></span></span>MIRBUD<span class="_ _6"></span> S.A., <span class="_ _6"></span>specjalizująca <span class="_ _6"></span>się w <span class="_ _6"></span>kompleks<span class="_ _6"></span>owym wykonaws<span class="_ _6"></span>twie robót<span class="_ _6"></span> drogowych </div><div class="t m0 x4 ha y19d ff2 fs4 fc1 sc0 ls0 ws0">i <span class="_ _1e"> </span>mostowych. <span class="_ _1e"> </span> <span class="_ _1e"> </span>Jest<span class="_ _6"></span> <span class="_ _1e"> </span><span class="ff1">również <span class="_ _1e"> </span>producente<span class="_ _6"></span>m <span class="_ _1e"> </span>mas <span class="_ _1e"> </span>mineraln<span class="_ _6"></span>o</span>-<span class="ff1">bitumicz<span class="_ _6"></span>nych <span class="_ _1e"> </span>i <span class="_ _1e"> </span>betonowy<span class="_ _6"></span>ch, <span class="_ _e"> </span>pos<span class="_ _6"></span>iadającym </span></div><div class="t m0 x4 ha y19e ff1 fs4 fc1 sc0 ls0 ws0">nowoczesne wytwórn<span class="_ _6"></span>ie mas bitumicznyc<span class="_ _6"></span>h w:<span class="ff2"> </span></div><div class="t m0 x35 ha y19f ff2 fs4 fc1 sc0 ls0 ws0"> <span class="_ _17"> </span>Kobylarni  <span class="ff1">koło  Bydgoszczy<span class="_ _6"></span></span>  -  <span class="ff1">wytwórnia  Teltomat  o  wydajności  240  Mg/h  oraz  wytwórnia </span></div><div class="t m0 x24 ha y1a0 ff1 fs4 fc1 sc0 ls0 ws0">Teltomat 120 o wydaj<span class="_ _6"></span>ności 160Mg/h<span class="ff2">;<span class="_ _6"></span> </span></div><div class="t m0 x35 ha y1a1 ff2 fs4 fc1 sc0 ls0 ws0"> <span class="_ _17"> </span><span class="ff1">Bogusławicach</span> <span class="ff1">koło Wło<span class="_ _6"></span>cławka</span> <span class="ff1">–</span> <span class="ff1">wytwór<span class="_ _6"></span>nia Teltomat 160 o wy<span class="_ _6"></span>dajności 200 Mg/h<span class="_ _6"></span></span>; </div><div class="t m0 x35 ha y1a2 ff2 fs4 fc1 sc0 ls0 ws0"> <span class="_ _17"> </span><span class="ff1">Miękini koło Wrocławia </span>-<span class="_ _6"></span><span class="ff1">wytwórnia Amma<span class="_ _6"></span>n Uniwersal o wydajnośc<span class="_ _6"></span>i 240 Mg/h<span class="_ _6"></span></span>. </div><div class="t m0 x4 ha y1a3 ff1 fs4 fc1 sc0 ls0 ws0">Spółka <span class="_ _29"> </span>świadczy<span class="_ _6"></span> <span class="_ _11"> </span>t<span class="_ _6"></span>akże <span class="_ _29"> </span>usługi <span class="_ _29"> </span>w <span class="_ _29"> </span>z<span class="_ _6"></span>akresie <span class="_ _29"> </span>wynajmu<span class="_ _6"></span> <span class="_ _29"> </span>sprzętu <span class="_ _29"> </span>budow<span class="_ _6"></span>lanego <span class="_ _29"> </span>oraz <span class="_ _29"> </span>specj<span class="_ _6"></span>alistycznych </div><div class="t m0 x4 ha y1a4 ff1 fs4 fc1 sc0 ls0 ws0">środków transportu.<span class="_ _6"></span><span class="ff2">  </span></div><div class="t m0 x4 hf y1a5 ff2 fs4 fc1 sc0 ls0 ws0">Podstawowym <span class="_ _6"></span>prze<span class="ff1">d<span class="_ _6"></span>miotem <span class="_ _6"></span>działalności <span class="_ _10"></span><span class="ff7">KOBYLARNIA <span class="_ _6"></span>S.A.<span class="_ _6"></span> </span>we<span class="_ _6"></span>dług <span class="_ _6"></span>Polskiej <span class="_ _6"></span>Klasyfikacji <span class="_ _6"></span>Dz<span class="_ _6"></span>iałalności </span></div><div class="t m0 x4 ha y1a6 ff2 fs4 fc1 sc0 ls0 ws0">jest: </div><div class="t m0 x35 ha y1a7 ff2 fs4 fc1 sc0 ls0 ws0"> <span class="_ _17"> </span>w<span class="ff1">ykonawstwo robót drog<span class="_ _6"></span>owych i mostowych<span class="_ _6"></span></span>; </div><div class="t m0 x35 ha y1a8 ff2 fs4 fc1 sc0 ls0 ws0"> <span class="_ _17"> </span>produkcja mas mineralno<span class="_ _6"></span>-bitumicznych i beto<span class="_ _6"></span>nowych; </div><div class="t m0 x35 ha y1a9 ff2 fs4 fc1 sc0 ls0 ws0"> <span class="_ _17"> </span>w<span class="ff1">ynajem sprzętu budow<span class="_ _6"></span>lanego</span>. </div><div class="t m0 x4 ha y1aa ff2 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 x4 ha y1ab ff2 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 x4 ha y1ac ff2 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 x4 ha y1ad ff2 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 x4 ha y1ae ff2 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 x4 ha y1af ff2 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 x4 ha y1b0 ff2 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 x4 ha y1b1 ff2 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 x4 ha y1b2 ff2 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 x4 ha y1b3 ff2 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 x4 ha y1b4 ff2 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 x4 ha y1b5 ff2 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 x4 ha y1b6 ff2 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 x4 ha y1b7 ff2 fs4 fc1 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf10" class="pf w0 h0" ><div class="pc pc10 w0 h0"><img class="bi x6 y2b w8 h7" alt="" 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class="c x0 y0 w3 h0"><div class="t m0 x7 h8 y2c ff4 fs3 fc3 sc0 ls0 ws0">SPRAWOZDANE ZARZĄDU Z DZIAŁALNOŚCI<span class="ff3"> MIRBUD S.A. ZA <span class="ls4">ROK</span> <span class="ls5">20</span>21<span class="fc4"> </span></span></div><div class="t m0 x4 h6 y2d ff3 fs2 fc1 sc0 ls0 ws0"> </div></div><div class="c x4 y2e w5 h9"><div class="t m0 x10 ha y2f ff2 fs4 fc3 sc0 ls0 ws0">MIRBUD <span class="ls6">| </span><span class="ff1">O<span class="_ _6"></span>pis Grupy Kapitałowej<span class="_ _6"></span> i przedmiot działaln<span class="_ _6"></span>ości</span> </div></div><div class="c x9 y2e w6 h9"><div class="t m0 xa hb y30 ff3 fs1 fc0 sc0 ls11 ws0">16<span class="fs2 ls0"> </span></div></div><div class="c x0 y0 w3 h0"><div class="t m0 x4 h6 y31 ff3 fs2 fc1 sc0 ls0 ws0"> </div></div><div class="c xb y32 w7 hc"><div class="t m0 xc hd y33 ff5 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x0 y0 w3 h0"><div class="t m0 x4 h10 ya4 ff7 fs0 fc1 sc0 ls0 ws0">JHM DEVELOPMENT S.A. </div><div class="t m0 x36 ha y1b8 ff2 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 x4 hf y104 ff7 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 x4 hf y1b9 ff7 fs4 fc1 sc0 ls0 ws0">JHM <span class="_ _12"> </span>DEVELOPM<span class="_ _6"></span>ENT <span class="_ _12"> </span>S.A.<span class="ff2"> <span class="_ _1d"> </span><span class="ff1">realizuje <span class="_ _12"> </span>inwestyc<span class="_ _6"></span>je <span class="_ _12"> </span>w <span class="_ _12"> </span>zakresie <span class="_ _12"> </span>budowy<span class="_ _6"></span> <span class="_ _12"> </span>oraz <span class="_ _12"> </span>sprz<span class="_ _6"></span>edaży <span class="_ _12"> </span>budynków </span></span></div><div class="t m0 x4 ha y1ba ff1 fs4 fc1 sc0 ls0 ws0">mieszkalnych jednorodzinn<span class="_ _6"></span>ych i wielorodzinnych. Przedmi<span class="_ _6"></span>otem działalności Spółki j<span class="_ _6"></span>est również kupno i </div><div class="t m0 x4 ha y1bb ff1 fs4 fc1 sc0 ls0 ws0">sprzedaż <span class="_ _3"></span>nieruchomości<span class="_ _6"></span> <span class="_ _5"></span>na <span class="_ _3"></span>własny <span class="_ _3"></span>rachunek <span class="_ _3"></span>oraz <span class="_ _3"></span>wynaj<span class="_ _6"></span>em <span class="_ _5"></span>i <span class="_ _3"></span>zarządzanie <span class="_ _3"></span>nieruch<span class="_ _6"></span>omościami. <span class="_ _3"></span>Pows<span class="_ _6"></span><span class="ff2">tan<span class="_ _6"></span>ie </span></div><div class="t m0 x4 ha y1bc ff1 fs4 fc1 sc0 ls0 ws0">Spółki w 2008 roku za<span class="_ _6"></span>początkowało proces bud<span class="_ _6"></span>owy Grupy Kapitało<span class="_ _6"></span>wej MIRBUD. <span class="_ _10"></span><span class="ff2"> </span></div><div class="t m0 x4 ha y1bd ff2 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 x4 hf y1be ff1 fs4 fc1 sc0 ls0 ws0">Podstawowym <span class="_ _0"></span>przedmiotem <span class="_ _0"></span>działalności <span class="_ _3"></span>j<span class="_ _6"></span>ednostki <span class="_ _3"></span>zależnej <span class="ff7">JHM <span class="_ _3"></span>DE<span class="_ _6"></span>VELOPMENT <span class="_ _0"></span>S.A.<span class="ff2"> <span class="_ _3"></span><span class="ff1">wed<span class="_ _6"></span>ług <span class="_ _3"></span>Polskiej </span></span></span></div><div class="t m0 x4 ha y1bf ff1 fs4 fc1 sc0 ls0 ws0">Klasyfikacji Działalnośc<span class="_ _6"></span>i jest:<span class="ff2"> </span></div><div class="t m0 x35 ha y1c0 ff2 fs4 fc1 sc0 ls0 ws0"> <span class="_ _17"> </span><span class="ff1">realizacja projektów budowl<span class="_ _6"></span>anych związa<span class="_ _6"></span>nych ze wznosz<span class="_ _6"></span>eniem budynków</span>,<span class="_ _6"></span> </div><div class="t m0 x35 ha y1c1 ff2 fs4 fc1 sc0 ls0 ws0"> <span class="_ _17"> </span><span class="ff1">roboty budowlane związan<span class="_ _6"></span>e ze wznoszeniem budynk<span class="_ _6"></span>ów mieszkalnych i niemies<span class="_ _6"></span>zkalnych<span class="_ _6"></span></span>, </div><div class="t m0 x35 ha y1c2 ff2 fs4 fc1 sc0 ls0 ws0"> <span class="_ _17"> </span><span class="ff1">kupno i sprzedaż nierucho<span class="_ _6"></span>mości na własny rachun<span class="_ _6"></span>ek</span>,<span class="_ _6"></span> </div><div class="t m0 x35 ha y1c3 ff2 fs4 fc1 sc0 ls0 ws0"> <span class="_ _17"> </span><span class="ff1">wynajem i zarządzanie nier<span class="_ _6"></span>uchomościami.<span class="_ _6"></span></span> </div><div class="t m0 x4 h10 y1c4 ff7 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x4 h10 y1c5 ff7 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x4 h10 y1c6 ff7 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x4 h10 y1c7 ff7 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x4 h10 yb2 ff7 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x4 h10 y1c8 ff7 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x4 h10 y1c9 ff7 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x4 h10 y1ca ff7 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x4 h10 y1cb ff7 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x4 h10 y1cc ff7 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x4 h10 y1cd ff7 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x4 h10 y1ce ff7 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x4 h10 y1cf ff7 fs0 fc1 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf11" class="pf w0 h0" ><div class="pc pc11 w0 h0"><img class="bi x6 y2b w23 h7" alt="" 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"/><div class="c x0 y0 w3 h0"><div class="t m0 x7 h8 y2c ff4 fs3 fc3 sc0 ls0 ws0">SPRAWOZDANE ZARZĄDU Z DZIAŁALNOŚCI<span class="ff3"> MIRBUD S.A. ZA <span class="ls4">ROK</span> <span class="ls5">20</span>21<span class="fc4"> </span></span></div><div class="t m0 x4 h6 y2d ff3 fs2 fc1 sc0 ls0 ws0"> </div></div><div class="c x4 y2e w5 h9"><div class="t m0 x10 ha y2f ff2 fs4 fc3 sc0 ls0 ws0">MIRBUD <span class="ls6">| </span><span class="ff1">O<span class="_ _6"></span>pis Grupy Kapitałowej<span class="_ _6"></span> i przedmiot działaln<span class="_ _6"></span>ości</span> </div></div><div class="c x9 y2e w6 h9"><div class="t m0 xa hb y30 ff3 fs1 fc0 sc0 ls11 ws0">17<span class="fs2 ls0"> </span></div></div><div class="c x0 y0 w3 h0"><div class="t m0 x4 h6 y31 ff3 fs2 fc1 sc0 ls0 ws0"> </div></div><div class="c xb y32 w7 hc"><div class="t m0 xc hd y33 ff5 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x0 y0 w3 h0"><div class="t m0 x4 h10 ya4 ff7 fs0 fc1 sc0 ls0 ws0">MARYWILSKA 44 Sp. z o.o. </div><div class="t m0 x36 h10 ydf ff7 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x4 ha y1d0 ff1 fs4 fc1 sc0 ls0 ws0">Spółka <span class="_ _f"></span>Maryw<span class="_ _6"></span>ilska <span class="_ _f"></span>44 <span class="_ _e"></span>Sp. <span class="_ _f"></span>z<span class="_ _6"></span> <span class="_ _f"></span>o.o. <span class="_ _f"></span>jak<span class="_ _6"></span>o <span class="_ _f"></span>spółka <span class="_ _f"></span>zal<span class="_ _6"></span>eżna <span class="_ _f"></span>JHM <span class="_ _e"> </span>DEVELOPM<span class="_ _6"></span>ENT <span class="_ _f"></span>S.A. <span class="_ _f"></span>j<span class="_ _6"></span>est <span class="_ _f"></span>właścicielem <span class="_ _e"> </span>i </div><div class="t m0 x4 ha y1d1 ff1 fs4 fc1 sc0 ls0 ws0">zarządza największym centrum <span class="_ _3"></span>ha<span class="_ _6"></span>ndlowym w <span class="_ _3"></span>obrębi<span class="_ _6"></span>e m.st. <span class="_ _3"></span>Wars<span class="_ _6"></span>zawy<span class="_ _6"></span><span class="ff2"> <span class="_ _0"></span>oraz Centrum <span class="_ _3"></span>h<span class="_ _6"></span>al ma<span class="_ _0"></span>gazynow<span class="_ _6"></span>o-</span></div><div class="t m0 x4 ha y1d2 ff2 fs4 fc1 sc0 ls0 ws0">logistycznyc<span class="_ _6"></span>h <span class="_ _12"> </span>o <span class="_ _12"> </span>powierzchni <span class="_ _12"> </span>blisko <span class="_ _12"> </span>58 <span class="_ _1d"> </span>tys. <span class="_ _12"> </span>mkw. <span class="_ _1d"> </span><span class="ff1">Położonych <span class="_ _12"> </span>w <span class="_ _12"> </span>O<span class="_ _6"></span>stródzie <span class="_ _1d"> </span>w <span class="_ _12"> </span>sąsiedztwie <span class="_ _12"> </span>drogi </span></div><div class="t m0 x4 ha y1d3 ff2 fs4 fc1 sc0 ls0 ws0">ekspresowej S-7<span class="_ _6"></span> </div><div class="t m0 x4 hf y1d4 ff1 fs4 fc1 sc0 ls0 ws0">Podstawowym <span class="_ _6"></span>prz<span class="_ _6"></span>edmiotem <span class="_ _6"></span>działaln<span class="_ _6"></span>ości <span class="_ _6"></span>jednostki <span class="_ _6"></span>zależnej<span class="_ _6"></span> <span class="_ _10"></span><span class="ff7">Marywilska <span class="_ _6"></span>44 <span class="_ _10"></span>Sp. <span class="_ _6"></span>z <span class="_ _6"></span>o.o<span class="_ _6"></span></span>. <span class="_ _6"></span>według <span class="_ _6"></span>Polskiej </div><div class="t m0 x4 ha y1d5 ff1 fs4 fc1 sc0 ls0 ws0">Klasyfikacji Działalnośc<span class="_ _6"></span>i jest:<span class="ff2"> </span></div><div class="t m0 x35 ha y1d6 ff2 fs4 fc1 sc0 ls0 ws0"> <span class="_ _17"> </span><span class="ff1">realizacja projektów budowl<span class="_ _6"></span>anych związanych ze wzno<span class="_ _6"></span>szeniem budynków,<span class="_ _10"></span></span> </div><div class="t m0 x35 ha y1d7 ff2 fs4 fc1 sc0 ls0 ws0"> <span class="_ _17"> </span>wynajem i <span class="ff1">zarządzanie nier<span class="_ _6"></span>uchomościami własny<span class="_ _6"></span>mi lub dzierżawionymi<span class="_ _6"></span></span> </div><div class="t m0 x4 hf y1d8 ff1 fs4 fc1 sc0 ls0 ws0">Podstawowym <span class="_ _1d"> </span>przedmiotem <span class="_ _1d"> </span>działalności <span class="_ _1d"> </span>jednostki <span class="_ _1d"> </span>zależnej <span class="_ _14"> </span><span class="ff7">JHM <span class="_ _12"> </span>1 <span class="_ _1d"> </span>Sp. <span class="_ _12"> </span>z <span class="_ _1d"> </span>o.o</span>. <span class="_ _1d"> </span>według <span class="_ _12"> </span>P<span class="_ _6"></span>olskiej </div><div class="t m0 x4 ha y1d9 ff1 fs4 fc1 sc0 ls0 ws0">Klasyfikacji Działalnośc<span class="_ _6"></span>i jest:<span class="ff2"> </span></div><div class="t m0 x35 ha y1da ff2 fs4 fc1 sc0 ls0 ws0"> <span class="_ _17"> </span><span class="ff1">wynajem i zarządzanie nier<span class="_ _6"></span>uchomościami własnymi<span class="_ _6"></span> lub dzierżaw<span class="_ _6"></span>ionymi.</span> </div><div class="t m0 x4 ha y112 ff1 fs4 fc1 sc0 ls0 ws0">Aktualnie  Spółka  nie  prowadzi  aktywnej  działalnoś<span class="_ _6"></span>ci  operacyjnej. <span class="_ _11"> </span>W<span class="_ _6"></span>  wyniku  transakcji  Sprzedaży </div><div class="t m0 x4 ha y1db ff1 fs4 fc1 sc0 ls0 ws0">majątku <span class="_ _14"> </span>Spółki <span class="_ _14"> </span>do <span class="_ _14"> </span>MAR<span class="_ _6"></span>YWILSKA <span class="_ _14"> </span>44 <span class="_ _14"> </span>sp. <span class="_ _14"> </span>z <span class="_ _14"> </span>o.o. <span class="_ _14"> </span>z<span class="_ _6"></span>arz<span class="_ _6"></span>ądzanie <span class="_ _14"> </span>należącą <span class="_ _14"> </span>dotyc<span class="_ _6"></span>hczas <span class="_ _14"> </span>do <span class="_ _14"> </span>Spółki </div><div class="t m0 x4 ha y1dc ff1 fs4 fc1 sc0 ls0 ws0">nieruchomością kom<span class="_ _6"></span>ercyjną w <span class="ff2">S<span class="_ _6"></span>tarachowicach w<span class="_ _6"></span> 2021 roku przej<span class="_ _6"></span></span>ęła MARYWILSKA <span class="_ _6"></span>44 Sp. z o.o.<span class="ff2"> </span></div><div class="t m0 x4 hf y1dd ff1 fs4 fc1 sc0 ls0 ws0">Podstawowym <span class="_ _1d"> </span>przedmiotem <span class="_ _1d"> </span>działalności <span class="_ _1d"> </span>jednostki <span class="_ _1d"> </span>zależnej <span class="_ _14"> </span><span class="ff7">JHM <span class="_ _12"> </span>2 <span class="_ _1d"> </span>Sp. <span class="_ _12"> </span>z <span class="_ _1d"> </span>o.o.<span class="ff2"> <span class="_ _1d"> </span></span></span>według <span class="_ _12"> </span>P<span class="_ _6"></span>olskiej </div><div class="t m0 x4 ha y1de ff1 fs4 fc1 sc0 ls0 ws0">Klasyfikacji Działalnośc<span class="_ _6"></span>i jest:<span class="ff2"> </span></div><div class="t m0 x35 ha y1df ff2 fs4 fc1 sc0 ls0 ws0"> <span class="_ _17"> </span><span class="ff1">realizacja projektów budowl<span class="_ _6"></span>anych związanych ze wzno<span class="_ _6"></span>szeniem budynków,<span class="_ _10"></span></span> </div><div class="t m0 x35 ha y1e0 ff2 fs4 fc1 sc0 ls0 ws0"> <span class="_ _17"> </span><span class="ff1">wynajem i zarządzanie nier<span class="_ _6"></span>uchomościam<span class="_ _6"></span>i własnymi lub dzierżaw<span class="_ _6"></span>ionymi</span> </div><div class="t m0 x4 ha y1e1 ff1 fs4 fc1 sc0 ls0 ws0">Aktualnie  Spółka  nie  prowadzi  aktywnej  działalnoś<span class="_ _6"></span>ci  operacyjnej.  W  wyniku  transakcji  Sprzedaży </div><div class="t m0 x4 ha y1e2 ff1 fs4 fc1 sc0 ls0 ws0">majątku <span class="_ _14"> </span>Spółki <span class="_ _14"> </span>do <span class="_ _14"> </span>MAR<span class="_ _6"></span>YWILSKA <span class="_ _14"> </span>44 <span class="_ _14"> </span>sp. <span class="_ _14"> </span>z <span class="_ _14"> </span>o.o. <span class="_ _14"> </span>z<span class="_ _6"></span>arządzanie <span class="_ _14"> </span>należącą <span class="_ _14"> </span>d<span class="_ _6"></span>otychczas <span class="_ _14"> </span>do <span class="_ _14"> </span>Spółki </div><div class="t m0 x4 ha y1e3 ff1 fs4 fc1 sc0 ls0 ws0">nieruchomością <span class="_ _f"></span>komerc<span class="_ _6"></span>yjną <span class="_ _f"></span>w <span class="_ _f"></span>Rum<span class="ff2">ii <span class="_ _f"></span>w <span class="_ _f"></span>2021 <span class="_ _f"></span>roku <span class="_ _e"></span></span>przejęła <span class="_ _f"></span>MARY<span class="_ _6"></span>WILSKA <span class="_ _f"></span>44 <span class="_ _f"></span>Sp. <span class="_ _f"></span>z <span class="_ _f"></span>o.o.<span class="ff2"> <span class="_ _f"></span>Z <span class="_ _f"></span>dniem<span class="_ _6"></span> <span class="_ _10"></span>01<span class="_ _6"></span> </span></div><div class="t m0 x4 ha y1e4 ff1 fs4 fc1 sc0 ls0 ws0">lutego 2022roku Spó<span class="_ _6"></span>łka została postawiona w s<span class="_ _6"></span>tan likwidacji.<span class="_ _6"></span><span class="ff2"> </span></div><div class="t m0 x4 ha y85 ff2 fs4 fc1 sc0 ls0 ws0"> <span class="_ _2c"> </span> </div></div></div><div class="pi" ></div></div><div id="pf12" class="pf w0 h0" ><div class="pc pc12 w0 h0"><img class="bi x6 y2b w4 h7" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w3 h0"><div class="t m0 x7 h8 y2c ff4 fs3 fc3 sc0 ls0 ws0">SPRAWOZDANE ZARZĄDU Z DZIAŁALNOŚCI<span class="ff3"> MIRBUD S.A. ZA <span class="ls4">ROK</span> <span class="ls5">20</span>21<span class="fc4"> </span></span></div><div class="t m0 x4 h6 y2d ff3 fs2 fc1 sc0 ls0 ws0"> </div></div><div class="c x4 y2e w5 h9"><div class="t m0 x10 ha y2f ff2 fs4 fc3 sc0 ls0 ws0">MIRBUD <span class="ls6">| </span><span class="ff1">O<span class="_ _6"></span>pis Grupy Kapitałowej<span class="_ _6"></span> i przedmiot działaln<span class="_ _6"></span>ości</span> </div></div><div class="c x9 y2e w6 h9"><div class="t m0 xa hb y30 ff3 fs1 fc0 sc0 ls11 ws0">18<span class="fs2 ls0"> </span></div></div><div class="c x0 y0 w3 h0"><div class="t m0 x4 h6 y31 ff3 fs2 fc1 sc0 ls0 ws0"> </div></div><div class="c xb y32 w7 hc"><div class="t m0 xc hd y33 ff5 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x0 y0 w3 h0"><div class="t m0 x4 h10 ya4 ff7 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x4 h10 y1e5 ff7 fs0 fc1 sc0 ls0 ws0">EXPO MAZURY S.A. w likwidacji (dawniej EXPO ARENA S.A.)   </div><div class="t m0 x4 ha y1e6 ff2 fs4 fc1 sc0 ls0 ws0">EXPO  MA<span class="_ _0"></span>ZURY  S.A. <span class="_ _21"> </span>w  likwidacji  <span class="ff1">w <span class="_ _21"> </span>związku <span class="_ _28"> </span>ze  zbyciem <span class="_ _21"> </span>nieruc<span class="_ _6"></span>homości <span class="_ _28"> </span>na <span class="_ _21"> </span>r<span class="_ _6"></span>zecz  </span>Marywilska  44 </div><div class="t m0 x4 ha y1e7 ff1 fs4 fc1 sc0 ls0 ws0">zaprzestała <span class="_ _e"></span>prowadzenia <span class="_ _e"> </span>dz<span class="_ _6"></span>iałalności <span class="_ _f"></span>w <span class="_ _e"> </span>pierwsz<span class="_ _6"></span>ym <span class="_ _f"></span>półroczu <span class="_ _e"> </span>2021<span class="_ _10"></span><span class="ff2"> <span class="_ _f"></span><span class="ls10">r.</span> <span class="_ _e"> </span>W <span class="_ _e"></span>dniu <span class="_ _e"></span>19 <span class="_ _f"></span>l<span class="_ _6"></span>istopada <span class="_ _f"></span>20<span class="_ _6"></span>21 <span class="_ _f"></span>roku<span class="_ _6"></span> </span></div><div class="t m0 x4 ha y1e8 ff1 fs4 fc1 sc0 ls0 ws0">MIRBUD <span class="_ _f"></span>S.A. <span class="_ _10"></span>otrzy<span class="_ _6"></span>mał <span class="_ _10"></span>informacj<span class="_ _6"></span>ę <span class="_ _10"></span>od, <span class="_ _f"></span>likwidatora <span class="_ _f"></span>spółki <span class="_ _10"></span>EX<span class="_ _6"></span>PO <span class="_ _10"></span>MAZUR<span class="_ _6"></span>Y <span class="_ _10"></span>S.A. <span class="_ _f"></span>w <span class="_ _10"></span>likw<span class="_ _6"></span>idacji <span class="_ _10"></span>o <span class="_ _f"></span>wydaniu </div><div class="t m0 x4 ha y1e9 ff1 fs4 fc1 sc0 ls0 ws0">postanowienia <span class="_ _1a"> </span>Sądu <span class="_ _1a"> </span>R<span class="_ _6"></span>ejonowego <span class="_ _14"> </span>w<span class="_ _6"></span> <span class="_ _14"> </span>Olsz<span class="_ _6"></span>tynie, <span class="_ _14"> </span>V<span class="_ _6"></span>III <span class="_ _1a"> </span>Wyd<span class="_ _6"></span>ział <span class="_ _14"> </span>G<span class="_ _6"></span>ospodarcz<span class="_ _6"></span>y <span class="_ _14"> </span>Krajoweg<span class="_ _6"></span>o <span class="_ _14"> </span>R<span class="_ _6"></span>ejestru </div><div class="t m0 x4 ha y1ea ff1 fs4 fc1 sc0 ls0 ws0">Sądowego <span class="ff2">o </span>wyk<span class="_ _6"></span>reśleni<span class="ff2">u </span>Spółki z<span class="_ _6"></span> Rejestru Przedsiębiorc<span class="_ _6"></span>ów<span class="ff5 fs0">.</span><span class="ff2"> </span></div><div class="t m0 x4 h10 y1eb ff8 fs0 fc1 sc0 ls0 ws0">ТОВ «MIPБУД»<span class="ff7"> </span></div><div class="t m0 x4 hf y1ec ff1 fs4 fc1 sc0 ls0 ws0">Podstawowym <span class="_ _c"> </span>przedmi<span class="_ _6"></span>otem <span class="_ _c"> </span>działalności <span class="_ _c"> </span>jednostki<span class="_ _6"></span> <span class="_ _c"> </span>zależnej <span class="_ _c"> </span><span class="ff8">Т<span class="_ _6"></span>ОВ <span class="_ _c"> </span>«MIPБУД». <span class="_ _c"> </span></span>według <span class="_ _c"> </span>Polskiej </div><div class="t m0 x4 ha y1ed ff1 fs4 fc1 sc0 ls0 ws0">Klasyfikacji Działalnośc<span class="_ _6"></span>i jest:<span class="ff2"> </span></div><div class="t m0 x35 ha y1ee ff2 fs4 fc1 sc0 ls0 ws0"> <span class="_ _17"> </span>b<span class="ff1">udownictwo ogólne i <span class="_ _6"></span>inżynieria lądowa<span class="_ _6"></span></span>. </div><div class="t m0 x4 ha y1ef ff1 fs4 fc1 sc0 ls0 ws0">Spółka <span class="_ _27"> </span>zos<span class="_ _6"></span>tała <span class="_ _27"> </span>po<span class="_ _6"></span>wołana <span class="_ _21"> </span>w <span class="_ _27"> </span>celu <span class="_ _21"> </span>prowadze<span class="_ _6"></span>nia <span class="_ _27"> </span>dział<span class="_ _6"></span>alności <span class="_ _27"> </span>na <span class="_ _21"> </span>terenie <span class="_ _21"> </span>Ukrainy<span class="_ _6"></span>. <span class="_ _21"> </span>S<span class="_ _6"></span>półka <span class="_ _27"> </span><span class="ff2">a<span class="_ _6"></span>naliz</span>owała <span class="_ _6"></span><span class="ff2"> </span></div><div class="t m0 x4 ha y1f0 ff1 fs4 fc1 sc0 ls0 ws0">potencjał <span class="_ _21"> </span>rynku, <span class="_ _21"> </span>uczestniczy<span class="_ _6"></span><span class="lsf">ła</span><span class="ff2"> <span class="_ _21"> </span>w <span class="_ _21"> </span>przetargac<span class="_ _6"></span>h <span class="_ _21"> </span>i <span class="_ _27"> </span>roz<span class="_ _6"></span>pozna</span>wała<span class="ff2"> <span class="_ _28"> </span></span>możliwości <span class="_ _21"> </span>nawiąz<span class="_ _6"></span>ania <span class="_ _27"> </span>ws<span class="_ _6"></span>półpracy <span class="_ _21"> </span>z </div><div class="t m0 x4 ha y1f1 ff2 fs4 fc1 sc0 ls0 ws0">potencjalnymi <span class="_ _10"></span>p<span class="_ _6"></span>odwykonawcami <span class="_ _f"></span>i <span class="_ _10"></span>dostawcam<span class="_ _6"></span>i <span class="_ _10"></span>mate<span class="_ _6"></span><span class="ff1">riałów <span class="_ _10"></span>d<span class="_ _6"></span>la <span class="_ _10"></span>robót <span class="_ _f"></span>prowadzonych <span class="_ _10"></span>na <span class="_ _f"></span>terenie <span class="_ _10"></span>Po<span class="_ _6"></span>lski <span class="_ _10"></span>i </span></div><div class="t m0 x4 ha y1f2 ff2 fs4 fc1 sc0 ls0 ws0">Ukrainy. <span class="_ _6"></span>W <span class="_ _6"></span>chw<span class="_ _6"></span>ili <span class="_ _6"></span>obecnej <span class="_ _10"></span><span class="ff1">z <span class="_ _6"></span>uwag<span class="_ _6"></span>i <span class="_ _6"></span>na <span class="_ _6"></span>konflikt <span class="_ _6"></span>zbr<span class="_ _6"></span>ojny <span class="_ _6"></span>działal<span class="_ _6"></span>ność <span class="_ _6"></span>Spółki <span class="_ _6"></span>jest <span class="_ _6"></span>za<span class="_ _6"></span>wieszona. <span class="_ _f"></span></span>Nie <span class="_ _6"></span>podlega </div><div class="t m0 x4 ha y1f3 ff1 fs4 fc1 sc0 ls0 ws0">konsolidacji, <span class="_ _0"></span>ponieważ <span class="_ _3"></span>MIR<span class="_ _6"></span>BUD <span class="_ _3"></span>S.A. <span class="_ _3"></span>n<span class="_ _6"></span>ie <span class="_ _3"></span>wywiera <span class="_ _0"></span>znaczącego <span class="_ _0"></span>wpływu <span class="_ _3"></span>na<span class="_ _6"></span> <span class="_ _3"></span>działalność<span class="_ _6"></span> <span class="_ _3"></span>tej <span class="_ _3"></span>Spółki.<span class="_ _6"></span><span class="ff2"> W <span class="_ _3"></span>2021 </span></div><div class="t m0 x4 ha y1f4 ff2 fs4 fc1 sc0 ls0 ws0">roku <span class="ff1">Spółka nie prow<span class="_ _6"></span>adziła aktywnej działa<span class="_ _6"></span>lności na terenie Ukrainy.<span class="_ _6"></span></span> </div><div class="t m0 x4 h28 y180 ff2 fs5 fc1 sc0 ls0 ws0"> </div><div class="t m0 x4 h24 y1f5 ffa fs5 fc1 sc0 ls0 ws0">Ilustracja: S<span class="ff9">tru<span class="_ _0"></span>ktura geografi<span class="_ _0"></span>czna Grup<span class="_ _0"></span>y Kapitałowej MIR<span class="_ _0"></span>BUD w Pol<span class="_ _0"></span>sce<span class="ffa"> </span></span></div><div class="t m0 x4 h24 y1f6 ffa fs5 fc1 sc0 ls0 ws0"> </div><div class="t m0 x4 h24 y1f7 ffa fs5 fc1 sc0 ls0 ws0"> </div><div class="t m0 x37 h10 y1f8 ff7 fs0 fc1 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf13" class="pf w0 h0" ><div class="pc pc13 w0 h0"><img class="bi x6 y2b w24 h7" alt="" src="data:image/png;base64,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class="c x0 y0 w3 h0"><div class="t m0 x7 h8 y2c ff4 fs3 fc3 sc0 ls0 ws0">SPRAWOZDANE ZARZĄDU Z DZIAŁALNOŚCI<span class="ff3"> MIRBUD S.A. ZA <span class="ls4">ROK</span> <span class="ls5">20</span>21<span class="fc4"> </span></span></div><div class="t m0 x4 h6 y2d ff3 fs2 fc1 sc0 ls0 ws0"> </div></div><div class="c x4 y2e w5 h9"><div class="t m0 x38 ha y2f ff2 fs4 fc3 sc0 ls0 ws0">MIRBUD <span class="ls6">| </span>S<span class="_ _6"></span>YTUACJA FINANSO<span class="_ _6"></span>WA MIRBUD S.A.<span class="_ _6"></span> </div></div><div class="c x9 y2e w6 h9"><div class="t m0 xa hb y30 ff3 fs1 fc0 sc0 ls11 ws0">19<span class="fs2 ls0"> </span></div></div><div class="c x0 y0 w3 h0"><div class="t m0 x4 h6 y31 ff3 fs2 fc1 sc0 ls0 ws0"> </div></div><div class="c xb y32 w7 hc"><div class="t m0 xc hd y33 ff5 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x0 y0 w3 h0"><div class="t m0 x24 h10 ya4 ff7 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x24 h10 y1f9 ff7 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y1fa ff2 fs1 fc1 sc0 ls7 ws0">3.<span class="ls0"> <span class="_ _26"> </span>SYTUACJA FI<span class="_ _0"></span>NANSOWA <span class="_ _0"></span>MIRBUD S.A. </span></div><div class="t m0 x4 he y5f ff6 fs2 fc1 sc0 ls0 ws0">3.1.<span class="ff7"> <span class="_ _e"></span><span class="ff8">Omówienie <span class="_ _1a"> </span>wybranych <span class="_ _1b"> </span>pozycji <span class="_ _1a"> </span>skonsolidowaneg<span class="_ _0"></span>o <span class="_ _1a"> </span>sprawozdania <span class="_ _1a"> </span>finansowego<span class="_ _0"></span> </span></span></div><div class="t m0 x39 h2f y1fb ff7 fs2 fc1 sc0 ls0 ws0">MIRBUD S.A. wg s<span class="_ _0"></span>tanu na 31.<span class="ls1">12</span>.2021 <span class="_ _0"></span>r.<span class="ls18">, </span>31.<span class="ls1">12</span>.20<span class="_ _0"></span><span class="ls1">20<span class="ls0"> <span class="ls19">r.</span>  </span></span></div><div class="t m0 x4 h24 y1fc ff9 fs5 fc1 sc0 ls0 ws0">Tabela: Wybran<span class="_ _0"></span>e pozycje akt<span class="_ _0"></span>ywów <span class="ffa">MIRBUD<span class="_ _0"></span> S.A.  <span class="ff9">wg stanu na<span class="_ _0"></span> dzień 3<span class="ffa">1 grudnia czer<span class="_ _3"></span>w<span class="_ _6"></span>ca <span class="ls13">20</span>21 i 31 gr<span class="_ _3"></span>udnia 20<span class="ls13">20</span> <span class="ff9">roku w tys. zł.</span> </span></span></span></div></div><div class="c x4 y1fd w25 h30"><div class="t m0 x3a h12 y1fe ff8 fs3 fc0 sc0 ls0 ws0">Wyszczególnienie<span class="ff7"> </span></div><div class="t m0 x8 h12 yc3 ff7 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x3b h12 y0 ff7 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x3c y1fd w26 h30"><div class="t m0 x3d h12 y1fe ff7 fs3 fc0 sc0 ls0 ws0">31.<span class="ls9">12</span>.2021 </div><div class="t m0 x3e h12 yc3 ff7 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x3e h12 y0 ff7 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x3f y1fd w27 h30"><div class="t m0 x3d h12 y1ff ff8 fs3 fc0 sc0 ls0 ws0">% udział </div><div class="t m0 x21 h12 y200 ff7 fs3 fc0 sc0 ls1a ws0">w </div><div class="t m0 x30 h12 y1fe ff8 fs3 fc0 sc0 ls0 ws0">całości </div><div class="t m0 x3b h12 yc3 ff8 fs3 fc0 sc0 ls0 ws0">aktywów<span class="ff7"> </span></div></div><div class="c x40 y1fd w28 h30"><div class="t m0 x3b h12 y1fe ff7 fs3 fc0 sc0 ls0 ws0">31.<span class="ls9">12</span>.20<span class="lsa">20</span> </div><div class="t m0 x41 h12 yc3 ff7 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x41 h12 y0 ff7 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x42 y1fd w29 h30"><div class="t m0 x3d h12 y1ff ff8 fs3 fc0 sc0 ls0 ws0">% udział </div><div class="t m0 x2d h12 y200 ff7 fs3 fc0 sc0 ls1a ws0">w </div><div class="t m0 x30 h12 y1fe ff8 fs3 fc0 sc0 ls0 ws0">całości </div><div class="t m0 x3d h12 yc3 ff8 fs3 fc0 sc0 ls0 ws0">aktywów<span class="ff7"> </span></div></div><div class="c x43 y1fd w2a h30"><div class="t m0 x2 h12 y1fe ff7 fs3 fc0 sc0 ls0 ws0">Zmiana w </div><div class="t m0 x44 h12 yc3 ff8 fs3 fc0 sc0 ls0 ws0">tys. zł<span class="ff7"> </span></div><div class="t m0 x45 h12 y0 ff7 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x46 y1fd w2b h30"><div class="t m0 x2 h12 y200 ff7 fs3 fc0 sc0 ls0 ws0">Zmiana  </div><div class="t m0 x19 h12 y1fe ff7 fs3 fc0 sc0 ls0 ws0">w % </div><div class="t m0 x41 h12 yc3 ff7 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x41 h12 y0 ff7 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x4 y201 w2c h31"><div class="t m0 x3b h12 yb5 ff8 fs3 fc1 sc0 ls0 ws0">Aktywa trwałe, w tym: <span class="ff7"> </span></div></div><div class="c x3c y201 w2d h31"><div class="t m0 x47 h32 yb9 ff6 fs3 fc1 sc0 ls5 ws0">557 475<span class="ff7 ls0"> </span></div></div><div class="c x3f y201 w6 h31"><div class="t m0 x41 h32 yb9 ff6 fs3 fc1 sc0 ls5 ws0">46%<span class="ff7 ls0"> </span></div></div><div class="c x40 y201 w2e h31"><div class="t m0 x2d h32 yb9 ff6 fs3 fc1 sc0 ls5 ws0">504 164<span class="ff7 ls0"> </span></div></div><div class="c x42 y201 w2f h31"><div class="t m0 x3e h32 yb9 ff6 fs3 fc1 sc0 ls5 ws0">55%<span class="ff7 ls0"> </span></div></div><div class="c x43 y201 w30 h31"><div class="t m0 x3a h32 yb9 ff6 fs3 fc1 sc0 ls5 ws0">53 311<span class="ff7 ls0"> </span></div></div><div class="c x46 y201 w31 h31"><div class="t m0 x3a h32 yb9 ff6 fs3 fc1 sc0 ls5 ws0">11%<span class="ff7 ls0"> </span></div></div><div class="c x4 y202 w2c h33"><div class="t m0 x3b h15 yb5 ff1 fs3 fc1 sc0 ls0 ws0">Rzeczowe aktywa trwałe <span class="ff2"> </span></div></div><div class="c x3c y202 w2d h33"><div class="t m0 x41 h32 yb9 ff6 fs3 fc1 sc0 ls5 ws0">65 465<span class="ff7 ls0"> </span></div></div><div class="c x3f y202 w6 h33"><div class="t m0 x45 h8 yb9 ff3 fs3 fc1 sc0 ls5 ws0">5%<span class="ff7 ls0"> </span></div></div><div class="c x40 y202 w2e h33"><div class="t m0 x48 h32 yb9 ff6 fs3 fc1 sc0 ls5 ws0">58 297<span class="ff7 ls0"> </span></div></div><div class="c x42 y202 w2f h33"><div class="t m0 x49 h8 yb9 ff3 fs3 fc1 sc0 ls5 ws0">6%<span class="ff7 ls0"> </span></div></div><div class="c x43 y202 w30 h33"><div class="t m0 x3a h8 yb9 ff3 fs3 fc1 sc0 ls1b ws0">  <span class="ls5">7 168    <span class="ff7 ls0"> </span></span></div></div><div class="c x46 y202 w31 h33"><div class="t m0 x3a h8 yb9 ff3 fs3 fc1 sc0 ls5 ws0">12%<span class="ff7 ls0"> </span></div></div><div class="c x4 y203 w2c h34"><div class="t m0 x3b h15 yb5 ff1 fs3 fc1 sc0 ls0 ws0">Nieruchomości inwestycyjne<span class="ff2"> </span></div></div><div class="c x3c y203 w2d h34"><div class="t m0 x4a h8 yb9 ff3 fs3 fc1 sc0 ls0 ws0"> <span class="ff2"> </span></div></div><div class="c x3f y203 w6 h34"><div class="t m0 x45 h8 yb9 ff3 fs3 fc1 sc0 ls5 ws0">0%<span class="ff2 ls0"> </span></div></div><div class="c x40 y203 w2e h34"><div class="t m0 x4b h8 yb9 ff3 fs3 fc1 sc0 ls0 ws0"> <span class="ff2"> </span></div></div><div class="c x42 y203 w2f h34"><div class="t m0 x49 h8 yb9 ff3 fs3 fc1 sc0 ls5 ws0">0%<span class="ff2 ls0"> </span></div></div><div class="c x43 y203 w30 h34"><div class="t m0 x4c h8 yb9 ff3 fs3 fc1 sc0 ls0 ws0">0<span class="ff2"> </span></div></div><div class="c x46 y203 w31 h34"><div class="t m0 x4d h8 yb9 ff3 fs3 fc1 sc0 ls5 ws0">0%<span class="ff2 ls0"> </span></div></div><div class="c x4 y204 w2c h33"><div class="t m0 x3b h15 yb5 ff1 fs3 fc1 sc0 ls0 ws0">Wartości niematerialne<span class="ff2"> </span></div></div><div class="c x3c y204 w2d h33"><div class="t m0 x4d h8 yb9 ff3 fs3 fc1 sc0 ls5 ws0">733<span class="ff2 ls0"> </span></div></div><div class="c x3f y204 w6 h33"><div class="t m0 x45 h8 yb9 ff3 fs3 fc1 sc0 ls5 ws0">0%<span class="ff2 ls0"> </span></div></div><div class="c x40 y204 w2e h33"><div class="t m0 x4e h8 yb9 ff3 fs3 fc1 sc0 ls5 ws0">1 082<span class="ff2 ls0"> </span></div></div><div class="c x42 y204 w2f h33"><div class="t m0 x49 h8 yb9 ff3 fs3 fc1 sc0 ls5 ws0">0%<span class="ff2 ls0"> </span></div></div><div class="c x43 y204 w30 h33"><div class="t m0 x4f h8 yb9 ff3 fs3 fc1 sc0 ls0 ws0">-<span class="ls5">349</span><span class="ff2"> </span></div></div><div class="c x46 y204 w31 h33"><div class="t m0 x45 h8 yb9 ff3 fs3 fc1 sc0 ls0 ws0">-<span class="ls5">32%</span><span class="ff2"> </span></div></div><div class="c x4 y205 w2c h35"><div class="t m0 x3b h15 y206 ff2 fs3 fc1 sc0 ls0 ws0">Aktywa <span class="_ _2e"> </span>(finansowe </div><div class="t m0 x3b h15 y207 ff1 fs3 fc1 sc0 ls0 ws0">długoterminowe <span class="_ _14"> </span>(z <span class="_ _1a"> </span>wyłączeniem </div><div class="t m0 x3b h15 y208 ff1 fs3 fc1 sc0 ls0 ws0">należności <span class="_ _21"> </span>handlowych, <span class="_ _21"> </span>aktywów </div><div class="t m0 x3b h15 y209 ff1 fs3 fc1 sc0 ls0 ws0">wycenianych <span class="_ _2f"> </span>metodą <span class="_ _2f"> </span>praw </div><div class="t m0 x3b h15 y1fe ff1 fs3 fc1 sc0 ls0 ws0">własności <span class="_ _30"> </span>ora <span class="_ _30"> </span>środków </div><div class="t m0 x3b h15 yc3 ff1 fs3 fc1 sc0 ls0 ws0">pieniężnych i ich ekwiwalentów) <span class="ff2"> </span></div></div><div class="c x3c y205 w2d h35"><div class="t m0 x47 h8 y20a ff3 fs3 fc1 sc0 ls5 ws0">472 108<span class="ff2 ls0"> </span></div></div><div class="c x3f y205 w6 h35"><div class="t m0 x41 h8 y20a ff3 fs3 fc1 sc0 ls5 ws0">39%<span class="ff2 ls0"> </span></div></div><div class="c x40 y205 w2e h35"><div class="t m0 x2d h8 y20a ff3 fs3 fc1 sc0 ls5 ws0">429 943<span class="ff2 ls0"> </span></div></div><div class="c x42 y205 w2f h35"><div class="t m0 x3e h8 y20a ff3 fs3 fc1 sc0 ls5 ws0">47%<span class="ff2 ls0"> </span></div></div><div class="c x43 y205 w30 h35"><div class="t m0 x50 h8 y20a ff3 fs3 fc1 sc0 ls1b ws0">     <span class="ls5">42 165    <span class="ff2 ls0"> </span></span></div></div><div class="c x46 y205 w31 h35"><div class="t m0 x3a h8 y20a ff3 fs3 fc1 sc0 ls5 ws0">10%<span class="ff2 ls0"> </span></div></div><div class="c x4 y20b w2c h36"><div class="t m0 x3b h15 y1fe ff1 fs3 fc1 sc0 ls0 ws0">Inwestycje wyceniane metodą </div><div class="t m0 x3b h15 yc3 ff1 fs3 fc1 sc0 ls0 ws0">praw własności<span class="ff2"> </span></div></div><div class="c x3c y20b w2d h36"><div class="t m0 x1c h8 y20a ff3 fs3 fc1 sc0 ls0 ws0">0<span class="ff2"> </span></div></div><div class="c x3f y20b w6 h36"><div class="t m0 x45 h8 y20a ff3 fs3 fc1 sc0 ls5 ws0">0%<span class="ff2 ls0"> </span></div></div><div class="c x40 y20b w2e h36"><div class="t m0 x51 h8 y20a ff3 fs3 fc1 sc0 ls0 ws0">0<span class="ff2"> </span></div></div><div class="c x42 y20b w2f h36"><div class="t m0 x49 h8 y20a ff3 fs3 fc1 sc0 ls5 ws0">0%<span class="ff2 ls0"> </span></div></div><div class="c x43 y20b w30 h36"><div class="t m0 x52 h8 y20a ff3 fs3 fc1 sc0 ls1b ws0">                     <span class="ls0">-</span>      <span class="ff2 ls0"> </span></div></div><div class="c x46 y20b w31 h36"><div class="t m0 x4d h8 y20a ff3 fs3 fc1 sc0 ls5 ws0">0%<span class="ff2 ls0"> </span></div></div><div class="c x4 y20c w2c h36"><div class="t m0 x3b h15 y1fe ff2 fs3 fc1 sc0 ls1c ws0">   <span class="ff1 ls0">Długoterminowe należności </span></div><div class="t m0 x3b h15 yc3 ff1 fs3 fc1 sc0 ls0 ws0">handlowe i pozostałe<span class="ff2"> </span></div></div><div class="c x3c y20c w2d h36"><div class="t m0 x4a h8 y20a ff3 fs3 fc1 sc0 ls0 ws0"> <span class="ff2"> </span></div></div><div class="c x3f y20c w6 h36"><div class="t m0 x45 h8 y20a ff3 fs3 fc1 sc0 ls5 ws0">0%<span class="ff2 ls0"> </span></div></div><div class="c x40 y20c w2e h36"><div class="t m0 x51 h8 y20a ff3 fs3 fc1 sc0 ls0 ws0">0<span class="ff2"> </span></div></div><div class="c x42 y20c w2f h36"><div class="t m0 x49 h8 y20a ff3 fs3 fc1 sc0 ls5 ws0">0%<span class="ff2 ls0"> </span></div></div><div class="c x43 y20c w30 h36"><div class="t m0 x4c h8 y20a ff3 fs3 fc1 sc0 ls0 ws0">0<span class="ff2"> </span></div></div><div class="c x46 y20c w31 h36"><div class="t m0 x4d h8 y20a ff3 fs3 fc1 sc0 ls5 ws0">0%<span class="ff2 ls0"> </span></div></div><div class="c x4 y20d w2c h37"><div class="t m0 x3b h15 yc3 ff2 fs3 fc1 sc0 ls0 ws0">aktywa biologiczne </div></div><div class="c x3c y20d w2d h37"><div class="t m0 x1c h8 y20a ff3 fs3 fc1 sc0 ls0 ws0">0<span class="ff2"> </span></div></div><div class="c x3f y20d w6 h37"><div class="t m0 x45 h8 y20a ff3 fs3 fc1 sc0 ls5 ws0">0%<span class="ff2 ls0"> </span></div></div><div class="c x40 y20d w2e h37"><div class="t m0 x51 h8 y20a ff3 fs3 fc1 sc0 ls0 ws0">0<span class="ff2"> </span></div></div><div class="c x42 y20d w2f h37"><div class="t m0 x49 h8 y20a ff3 fs3 fc1 sc0 ls5 ws0">0%<span class="ff2 ls0"> </span></div></div><div class="c x43 y20d w30 h37"><div class="t m0 x4c h8 y20a ff3 fs3 fc1 sc0 ls0 ws0">0<span class="ff2"> </span></div></div><div class="c x46 y20d w31 h37"><div class="t m0 x4d h8 y20a ff3 fs3 fc1 sc0 ls5 ws0">0%<span class="ff2 ls0"> </span></div></div><div class="c x4 y20e w2c h36"><div class="t m0 x3b h15 y20f ff1 fs3 fc1 sc0 ls0 ws0">Aktywa z tytułu odroczonego </div><div class="t m0 x3b h15 yb5 ff2 fs3 fc1 sc0 ls0 ws0">podatku dochodowego </div></div><div class="c x3c y20e w2d h36"><div class="t m0 x41 h8 yb9 ff3 fs3 fc1 sc0 ls5 ws0">19 122<span class="ff2 ls0"> </span></div></div><div class="c x3f y20e w6 h36"><div class="t m0 x45 h8 yb9 ff3 fs3 fc1 sc0 ls5 ws0">2%<span class="ff2 ls0"> </span></div></div><div class="c x40 y20e w2e h36"><div class="t m0 x48 h8 yb9 ff3 fs3 fc1 sc0 ls5 ws0">14 567<span class="ff2 ls0"> </span></div></div><div class="c x42 y20e w2f h36"><div class="t m0 x49 h8 yb9 ff3 fs3 fc1 sc0 ls5 ws0">2%<span class="ff2 ls0"> </span></div></div><div class="c x43 y20e w30 h36"><div class="t m0 x50 h8 yb9 ff3 fs3 fc1 sc0 ls1b ws0">       <span class="ls5">4 555    <span class="ff2 ls0"> </span></span></div></div><div class="c x46 y20e w31 h36"><div class="t m0 x3a h8 yb9 ff3 fs3 fc1 sc0 ls5 ws0">31%<span class="ff2 ls0"> </span></div></div><div class="c x4 y210 w2c h38"><div class="t m0 x3b h15 y209 ff1 fs3 fc1 sc0 ls0 ws0">Inne aktywa trwałe <span class="ff2">gdzieindziej </span></div><div class="t m0 x3b h15 y20f ff2 fs3 fc1 sc0 ls0 ws0">niesklasyfikowane (w tym </div><div class="t m0 x3b h15 yb5 ff1 fs3 fc1 sc0 ls0 ws0">rozliczenia międzyokresowe)<span class="ff2"> </span></div></div><div class="c x3c y210 w2d h38"><div class="t m0 x4f h8 yb9 ff3 fs3 fc1 sc0 ls5 ws0">47<span class="ff2 ls0"> </span></div></div><div class="c x3f y210 w6 h38"><div class="t m0 x45 h8 yb9 ff3 fs3 fc1 sc0 ls5 ws0">0%<span class="ff2 ls0"> </span></div></div><div class="c x40 y210 w2e h38"><div class="t m0 x53 h8 yb9 ff3 fs3 fc1 sc0 ls5 ws0">275<span class="ff2 ls0"> </span></div></div><div class="c x42 y210 w2f h38"><div class="t m0 x49 h8 yb9 ff3 fs3 fc1 sc0 ls5 ws0">0%<span class="ff2 ls0"> </span></div></div><div class="c x43 y210 w30 h38"><div class="t m0 x4f h8 yb9 ff3 fs3 fc1 sc0 ls0 ws0">-<span class="ls5">228</span><span class="ff2"> </span></div></div><div class="c x46 y210 w31 h38"><div class="t m0 x45 h8 yb9 ff3 fs3 fc1 sc0 ls0 ws0">-<span class="ls5">83%</span><span class="ff2"> </span></div></div><div class="c x4 y1c5 w2c h33"><div class="t m0 x3b h12 yb5 ff7 fs3 fc1 sc0 ls0 ws0">Aktywa obrotowe, w tym:  </div></div><div class="c x3c y1c5 w2d h33"><div class="t m0 x47 h32 yb9 ff6 fs3 fc1 sc0 ls5 ws0">664 417<span class="ff7 ls0"> </span></div></div><div class="c x3f y1c5 w6 h33"><div class="t m0 x41 h32 yb9 ff6 fs3 fc1 sc0 ls5 ws0">54%<span class="ff7 ls0"> </span></div></div><div class="c x40 y1c5 w2e h33"><div class="t m0 x2d h32 yb9 ff6 fs3 fc1 sc0 ls5 ws0">416 583<span class="ff7 ls0"> </span></div></div><div class="c x42 y1c5 w2f h33"><div class="t m0 x3e h32 yb9 ff6 fs3 fc1 sc0 ls5 ws0">45%<span class="ff7 ls0"> </span></div></div><div class="c x43 y1c5 w30 h33"><div class="t m0 x29 h32 yb9 ff6 fs3 fc1 sc0 ls5 ws0">247 834<span class="ff7 ls0"> </span></div></div><div class="c x46 y1c5 w31 h33"><div class="t m0 x3a h32 yb9 ff6 fs3 fc1 sc0 ls5 ws0">59%<span class="ff7 ls0"> </span></div></div><div class="c x4 y211 w2c h33"><div class="t m0 x3b h15 yb5 ff2 fs3 fc1 sc0 ls0 ws0">Zapasy  </div></div><div class="c x3c y211 w2d h33"><div class="t m0 x45 h8 yb9 ff3 fs3 fc1 sc0 ls5 ws0">1 075<span class="ff2 ls0"> </span></div></div><div class="c x3f y211 w6 h33"><div class="t m0 x45 h8 yb9 ff3 fs3 fc1 sc0 ls5 ws0">0%<span class="ff2 ls0"> </span></div></div><div class="c x40 y211 w2e h33"><div class="t m0 x4e h8 yb9 ff3 fs3 fc1 sc0 ls5 ws0">7 820<span class="ff2 ls0"> </span></div></div><div class="c x42 y211 w2f h33"><div class="t m0 x49 h8 yb9 ff3 fs3 fc1 sc0 ls5 ws0">1%<span class="ff2 ls0"> </span></div></div><div class="c x43 y211 w30 h33"><div class="t m0 x54 h8 yb9 ff3 fs3 fc1 sc0 ls0 ws0">-<span class="ls5">6745</span><span class="ff2"> </span></div></div><div class="c x46 y211 w31 h33"><div class="t m0 x45 h8 yb9 ff3 fs3 fc1 sc0 ls0 ws0">-<span class="ls5">86%</span><span class="ff2"> </span></div></div><div class="c x4 y212 w2c h36"><div class="t m0 x3b h15 y20f ff1 fs3 fc1 sc0 ls0 ws0">Bieżące należności z tytułu </div><div class="t m0 x3b h15 yc3 ff2 fs3 fc1 sc0 ls0 ws0">podatku dochodowego </div></div><div class="c x3c y212 w2d h36"><div class="t m0 x1c h8 y20a ff3 fs3 fc1 sc0 ls0 ws0">0<span class="ff2"> </span></div></div><div class="c x3f y212 w6 h36"><div class="t m0 x45 h8 y20a ff3 fs3 fc1 sc0 ls5 ws0">0%<span class="ff2 ls0"> </span></div></div><div class="c x40 y212 w2e h36"><div class="t m0 x51 h8 y20a ff3 fs3 fc1 sc0 ls0 ws0">0<span class="ff2"> </span></div></div><div class="c x42 y212 w2f h36"><div class="t m0 x49 h8 y20a ff3 fs3 fc1 sc0 ls5 ws0">0%<span class="ff2 ls0"> </span></div></div><div class="c x43 y212 w30 h36"><div class="t m0 x4c h8 y20a ff3 fs3 fc1 sc0 ls0 ws0">0<span class="ff2"> </span></div></div><div class="c x46 y212 w31 h36"><div class="t m0 x4d h8 y20a ff3 fs3 fc1 sc0 ls5 ws0">0%<span class="ff2 ls0"> </span></div></div><div class="c x4 y213 w2c h36"><div class="t m0 x3b h15 y1fe ff1 fs3 fc1 sc0 ls0 ws0">Należności handlowe i pozostałe </div><div class="t m0 x3b h15 yc3 ff1 fs3 fc1 sc0 ls0 ws0">należności<span class="ff2"> </span></div></div><div class="c x3c y213 w2d h36"><div class="t m0 x47 h8 y20a ff3 fs3 fc1 sc0 ls5 ws0">436 446<span class="ff2 ls0"> </span></div></div><div class="c x3f y213 w6 h36"><div class="t m0 x41 h8 y20a ff3 fs3 fc1 sc0 ls5 ws0">36%<span class="ff2 ls0"> </span></div></div><div class="c x40 y213 w2e h36"><div class="t m0 x2d h8 y20a ff3 fs3 fc1 sc0 ls5 ws0">193 880<span class="ff2 ls0"> </span></div></div><div class="c x42 y213 w2f h36"><div class="t m0 x3e h8 y20a ff3 fs3 fc1 sc0 ls5 ws0">21%<span class="ff2 ls0"> </span></div></div><div class="c x43 y213 w30 h36"><div class="t m0 x55 h8 y20a ff3 fs3 fc1 sc0 ls1b ws0">    <span class="ls5">242 566    <span class="ff2 ls0"> </span></span></div></div><div class="c x46 y213 w31 h36"><div class="t m0 x29 h8 y20a ff3 fs3 fc1 sc0 ls5 ws0">125%<span class="ff2 ls0"> </span></div></div><div class="c x4 y214 w2c h39"><div class="t m0 x3b h15 y215 ff2 fs3 fc1 sc0 ls0 ws0">Aktywa <span class="_ _31"> </span>finansowe </div><div class="t m0 x3b h15 y216 ff1 fs3 fc1 sc0 ls0 ws0">krótkoterminowe <span class="_ _1c"> </span>(z<span class="ff2"> </span>wyłączeniem </div><div class="t m0 x3b h15 y217 ff1 fs3 fc1 sc0 ls0 ws0">należności <span class="_ _21"> </span>handlowych, <span class="_ _21"> </span>aktywów </div><div class="t m0 x3b h15 y218 ff1 fs3 fc1 sc0 ls0 ws0">wycenianych <span class="_ _2f"> </span>metodą <span class="_ _2f"> </span>praw </div><div class="t m0 x3b h15 y219 ff1 fs3 fc1 sc0 ls0 ws0">własności <span class="_ _30"> </span>ora <span class="_ _30"> </span>środków </div><div class="t m0 x3b h15 y21a ff1 fs3 fc1 sc0 ls0 ws0">pieniężnych i ich ekwiwalentów) <span class="ff2"> </span></div></div><div class="c x3c y214 w2d h39"><div class="t m0 x1c h8 y21b ff3 fs3 fc1 sc0 ls0 ws0">0<span class="ff2"> </span></div></div><div class="c x3f y214 w6 h39"><div class="t m0 x45 h8 y21b ff3 fs3 fc1 sc0 ls5 ws0">0%<span class="ff2 ls0"> </span></div></div><div class="c x40 y214 w2e h39"><div class="t m0 x51 h8 y21b ff3 fs3 fc1 sc0 ls0 ws0">0<span class="ff2"> </span></div></div><div class="c x42 y214 w2f h39"><div class="t m0 x49 h8 y21b ff3 fs3 fc1 sc0 ls5 ws0">0%<span class="ff2 ls0"> </span></div></div><div class="c x43 y214 w30 h39"><div class="t m0 x52 h8 y21b ff3 fs3 fc1 sc0 ls1b ws0">                     <span class="ls0">-</span>      <span class="ff2 ls0"> </span></div></div><div class="c x46 y214 w31 h39"><div class="t m0 x53 h15 y21a ff2 fs3 fc1 sc0 ls9 ws0">0%<span class="ls0"> </span></div></div><div class="c x4 y21c w2c h33"><div class="t m0 x3b h15 yc3 ff1 fs3 fc1 sc0 ls0 ws0">Środki pieniężne i ich ekwiwalenty<span class="ff2"> </span></div></div><div class="c x3c y21c w2d h33"><div class="t m0 x47 h8 y20a ff3 fs3 fc1 sc0 ls5 ws0">224 182<span class="ff2 ls0"> </span></div></div><div class="c x3f y21c w6 h33"><div class="t m0 x41 h8 y20a ff3 fs3 fc1 sc0 ls5 ws0">18%<span class="ff2 ls0"> </span></div></div><div class="c x40 y21c w2e h33"><div class="t m0 x2d h8 y20a ff3 fs3 fc1 sc0 ls5 ws0">213 924<span class="ff2 ls0"> </span></div></div><div class="c x42 y21c w2f h33"><div class="t m0 x3e h8 y20a ff3 fs3 fc1 sc0 ls5 ws0">23%<span class="ff2 ls0"> </span></div></div><div class="c x43 y21c w30 h33"><div class="t m0 x32 h8 y20a ff3 fs3 fc1 sc0 ls1b ws0">           <span class="ls5">10 258    <span class="ff2 ls0"> </span></span></div></div><div class="c x46 y21c w31 h33"><div class="t m0 x4d h8 y20a ff3 fs3 fc1 sc0 ls5 ws0">5%<span class="ff2 ls0"> </span></div></div><div class="c x4 y21d w2c h3a"><div class="t m0 x3b h15 y20f ff2 fs3 fc1 sc0 ls0 ws0">Inne aktywa <span class="_ _3"></span>obrotowe gdzieindziej </div><div class="t m0 x3b h15 yb5 ff2 fs3 fc1 sc0 ls0 ws0">niesklasyfikowane </div></div><div class="c x3c y21d w2d h3a"><div class="t m0 x45 h8 yb9 ff3 fs3 fc1 sc0 ls5 ws0">2 714<span class="ff2 ls0"> </span></div></div><div class="c x3f y21d w6 h3a"><div class="t m0 x45 h8 yb9 ff3 fs3 fc1 sc0 ls5 ws0">0%<span class="ff2 ls0"> </span></div></div><div class="c x40 y21d w2e h3a"><div class="t m0 x53 h8 yb9 ff3 fs3 fc1 sc0 ls5 ws0">959<span class="ff2 ls0"> </span></div></div><div class="c x42 y21d w2f h3a"><div class="t m0 x49 h8 yb9 ff3 fs3 fc1 sc0 ls5 ws0">0%<span class="ff2 ls0"> </span></div></div><div class="c x43 y21d w30 h3a"><div class="t m0 x2d h8 yb9 ff3 fs3 fc1 sc0 ls1b ws0">         <span class="ls5">1 755    <span class="ff2 ls0"> </span></span></div></div><div class="c x46 y21d w31 h3a"><div class="t m0 x29 h8 yb9 ff3 fs3 fc1 sc0 ls5 ws0">183%<span class="ff2 ls0"> </span></div></div><div class="c x4 y21e w2c h3b"><div class="t m0 x3b h15 y1fe ff1 fs3 fc1 sc0 ls0 ws0">aktywa trwałe przeznaczone do </div><div class="t m0 x3b h15 yc3 ff1 fs3 fc1 sc0 ls0 ws0">sprzedaży<span class="ff2"> </span></div></div><div class="c x3c y21e w2d h3b"><div class="t m0 x56 h8 y20a ff3 fs3 fc1 sc0 ls1b ws0">                <span class="ls0">-</span>      <span class="ff2 ls0"> </span></div></div><div class="c x3f y21e w6 h3b"><div class="t m0 x45 h8 y20a ff3 fs3 fc1 sc0 ls5 ws0">0%<span class="ff2 ls0"> </span></div></div><div class="c x40 y21e w2e h3b"><div class="t m0 x31 h8 y20a ff3 fs3 fc1 sc0 ls1b ws0">                <span class="ls0">-</span>      <span class="ff2 ls0"> </span></div></div><div class="c x42 y21e w2f h3b"><div class="t m0 x49 h8 y20a ff3 fs3 fc1 sc0 ls5 ws0">0%<span class="ff2 ls0"> </span></div></div><div class="c x43 y21e w30 h3b"><div class="t m0 x52 h8 y20a ff3 fs3 fc1 sc0 ls1b ws0">                     <span class="ls0">-</span>      <span class="ff2 ls0"> </span></div></div><div class="c x46 y21e w31 h3b"><div class="t m0 x1c h8 y20a ff3 fs3 fc1 sc0 ls0 ws0"> <span class="ff2"> </span></div></div><div class="c x4 y21f w2c h33"><div class="t m0 x3b h12 y220 ff7 fs3 fc1 sc0 ls0 ws0"> A k t y w a  r a z e m  </div></div><div class="c x3c y21f w2d h33"><div class="t m0 x57 h32 y221 ff6 fs3 fc1 sc0 ls5 ws0">1 221 892<span class="ff7 ls0"> </span></div></div><div class="c x3f y21f w6 h33"><div class="t m0 x47 h32 y221 ff6 fs3 fc1 sc0 ls5 ws0">100%<span class="ff7 ls0"> </span></div></div><div class="c x40 y21f w2e h33"><div class="t m0 x2d h32 y221 ff6 fs3 fc1 sc0 ls5 ws0">920 747<span class="ff7 ls0"> </span></div></div><div class="c x42 y21f w2f h33"><div class="t m0 x50 h32 y221 ff6 fs3 fc1 sc0 ls5 ws0">100%<span class="ff7 ls0"> </span></div></div><div class="c x43 y21f w30 h33"><div class="t m0 x29 h32 y221 ff6 fs3 fc1 sc0 ls5 ws0">301 145<span class="ff7 ls0"> </span></div></div><div class="c x46 y21f w31 h33"><div class="t m0 x3a h32 y221 ff6 fs3 fc1 sc0 ls5 ws0">33%<span class="ff7 ls0"> </span></div></div></div><div class="pi" ></div></div><div id="pf14" class="pf w0 h0" ><div class="pc pc14 w0 h0"><img class="bi x6 y2b w4 h7" alt="" 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"/><div class="c x0 y0 w3 h0"><div class="t m0 x7 h8 y2c ff4 fs3 fc3 sc0 ls0 ws0">SPRAWOZDANE ZARZĄDU Z DZIAŁALNOŚCI<span class="ff3"> MIRBUD S.A. ZA <span class="ls4">ROK</span> <span class="ls5">20</span>21<span class="fc4"> </span></span></div><div class="t m0 x4 h6 y2d ff3 fs2 fc1 sc0 ls0 ws0"> </div></div><div class="c x4 y2e w5 h3c"><div class="t m0 x52 ha y173 ff2 fs4 fc3 sc0 ls0 ws0">MIRBUD <span class="ls6">| </span><span class="ff1">O<span class="_ _6"></span>mówienie wybr<span class="_ _6"></span>anych pozycji skonsol<span class="_ _6"></span>idowanego sprawozdania fin<span class="_ _6"></span>ansowego </span></div><div class="t m0 x58 ha y222 ff2 fs4 fc3 sc0 ls0 ws0">MIRBUD S.A. wg sta<span class="_ _6"></span>nu na 31.12.2021 r., 31.<span class="_ _6"></span>12.2020 r.<span class="_ _6"></span> </div></div><div class="c x9 y2e w6 h3c"><div class="t m0 xa hb y223 ff3 fs1 fc0 sc0 ls11 ws0">20<span class="fs2 ls0"> </span></div></div><div class="c x0 y0 w3 h0"><div class="t m0 x4 h6 y31 ff3 fs2 fc1 sc0 ls0 ws0"> </div></div><div class="c xb y32 w7 hc"><div class="t m0 xc hd y33 ff5 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x0 y0 w3 h0"><div class="t m0 x4 ha y136 ff1 fs4 fc1 sc0 ls0 ws0">Na <span class="_ _e"> </span>dzień <span class="_ _1e"> </span>3<span class="ff2">1.<span class="ls14">12<span class="lsc">.20<span class="_ _6"></span></span></span>21 <span class="_ _e"></span>r. <span class="_ _e"> </span></span>w <span class="_ _1e"> </span>porównan<span class="_ _6"></span>iu <span class="_ _e"></span>do <span class="_ _e"> </span>końc<span class="_ _6"></span>a <span class="_ _e"></span>roku <span class="_ _1e"> </span>20<span class="ff2 ls14">20<span class="_ _6"></span><span class="ls0"> <span class="_ _e"> </span></span></span>wartość <span class="_ _1e"> </span>sumy <span class="_ _e"> </span>bil<span class="_ _6"></span>ansowej <span class="_ _e"> </span>oraz <span class="_ _1e"> </span>struktura<span class="_ _6"></span> </div><div class="t m0 x4 ha y168 ff1 fs4 fc1 sc0 ls0 ws0">aktywów MIRBUD <span class="_ _6"></span><span class="ff2">S.A. </span>uległa <span class="ff2">znacz<span class="_ _6"></span>nym zmianom.  </span></div><div class="t m0 x4 ha y224 ff1 fs4 fc1 sc0 ls0 ws0">Wartością dominującą są aktywa obrotowe, które <span class="_ _3"></span>s<span class="_ _6"></span>tanowią na dzi<span class="_ _0"></span>eń 3<span class="ff2">1.<span class="_ _6"></span><span class="ls14">12</span>.2021 r. <span class="ls14">54</span></span>% aktywów <span class="_ _0"></span>Spółki </div><div class="t m0 x4 ha y225 ff1 fs4 fc1 sc0 ls0 ws0">ogółem (wzrost udziału <span class="_ _6"></span>aktywów obrotowyc<span class="_ _6"></span>h w sumie bilansow<span class="_ _6"></span>ej o <span class="_ _6"></span><span class="ff2">9 p.p. wz</span>ględe<span class="_ _6"></span>m końca roku 20<span class="ff2 ls8">20<span class="ls0">).  </span></span></div><div class="t m0 x4 ha y226 ff1 fs4 fc1 sc0 ls0 ws0">Znaczącymi <span class="_ _27"> </span>pozycj<span class="_ _6"></span>ami <span class="_ _1e"> </span>aktywów <span class="_ _27"> </span>o<span class="_ _6"></span>brotowych <span class="_ _27"> </span>nadal <span class="_ _27"> </span>są: <span class="_ _27"> </span>nal<span class="_ _6"></span>eżności <span class="_ _27"> </span>handlowe <span class="_ _27"> </span>i <span class="_ _27"> </span>pozostałe <span class="_ _27"> </span>należ<span class="_ _6"></span>ności </div><div class="t m0 x4 ha y227 ff1 fs4 fc1 sc0 ls0 ws0">stanowiące <span class="_ _3"></span><span class="ff2 ls14">36<span class="ff1 ls0">%<span class="_ _6"></span> <span class="_ _3"></span>aktywów <span class="_ _3"></span>ogółem<span class="_ _6"></span> <span class="_ _5"></span>(<span class="_ _6"></span><span class="ff2">wzrost <span class="_ _3"></span><span class="ff1">udziału <span class="_ _3"></span>w<span class="_ _6"></span> <span class="_ _5"></span>c<span class="_ _6"></span>ałości <span class="_ _3"></span>aktywów<span class="_ _6"></span> <span class="_ _5"></span>o<span class="_ _6"></span> <span class="_ _3"></span><span class="ff2 ls14">15<span class="ls0"> <span class="_ _3"></span>p<span class="_ _6"></span>.p. <span class="_ _3"></span>w <span class="_ _3"></span>stosunku <span class="_ _3"></span>do <span class="_ _3"></span>rok<span class="_ _6"></span>u <span class="_ _3"></span>20<span class="ls8">20<span class="ls10">) </span></span></span></span></span></span></span></span></div><div class="t m0 x4 ha y228 ff1 fs4 fc1 sc0 ls0 ws0">oraz <span class="_ _21"> </span>środki <span class="_ _21"> </span>pien<span class="_ _6"></span>iężne <span class="_ _21"> </span>i <span class="_ _21"> </span>ekwiwa<span class="_ _6"></span>lenty <span class="_ _21"> </span>st<span class="_ _6"></span>anowiące <span class="_ _21"> </span><span class="ff2">18<span class="_ _6"></span></span>% <span class="_ _21"> </span>aktywów <span class="_ _28"> </span>Spółki<span class="ff2"> <span class="_ _21"> </span>(spad<span class="_ _6"></span>ek <span class="_ _21"> </span></span>udziału <span class="_ _21"> </span>o  <span class="ff2">7 <span class="_ _21"> </span>p.p. <span class="_ _21"> </span>w </span></div><div class="t m0 x4 ha y229 ff2 fs4 fc1 sc0 ls0 ws0">aktywach <span class="ff1">Spółk<span class="_ _6"></span>i</span>). </div><div class="t m0 x4 ha y22a ff1 fs4 fc1 sc0 ls0 ws0">Aktywa trwałe stanowią na dzień 3<span class="_ _6"></span><span class="ff2">1.<span class="ls14">12<span class="lsc">.20</span></span>21<span class="_ _6"></span> r. <span class="ls14">46</span></span>% całości aktywów <span class="ff2">MIRBUD<span class="_ _6"></span> S.A. (spadek o 9 p.p.  w </span></div><div class="t m0 x4 ha y22b ff1 fs4 fc1 sc0 ls0 ws0">stosunku do końca 20<span class="_ _6"></span><span class="ff2 ls8">20<span class="ls0"> r.<span class="ls10">).</span> </span></span></div><div class="t m0 x4 ha y22c ff1 fs4 fc1 sc0 ls0 ws0">Na <span class="_ _f"></span>ak<span class="_ _6"></span>tywa <span class="_ _e"> </span>trwałe <span class="_ _e"> </span>s<span class="_ _6"></span>kładają <span class="_ _e"> </span>się <span class="_ _e"> </span>prz<span class="_ _6"></span>ede <span class="_ _e"></span>wszystk<span class="_ _6"></span>im <span class="_ _1e"> </span>aktywa <span class="_ _e"></span>finansowe<span class="_ _6"></span> <span class="_ _f"></span>d<span class="_ _6"></span>ługoterminowe <span class="_ _e"> </span>(które <span class="_ _e"> </span>s<span class="_ _6"></span>tanowią </div><div class="t m0 x4 ha y22d ff1 fs4 fc1 sc0 ls0 ws0">głównie <span class="_ _e"></span>inwestycj<span class="_ _6"></span>e <span class="_ _f"></span>kapitało<span class="_ _6"></span>we <span class="_ _f"></span>w <span class="_ _e"> </span>jedn<span class="_ _6"></span>ostkach <span class="_ _e"></span>zależnych: <span class="_ _e"> </span>JHM <span class="_ _e"> </span>DE<span class="_ _6"></span>VELOPMENT <span class="_ _e"> </span>S.A., <span class="_ _e"> </span>KO<span class="_ _6"></span>BYLARNIA </div><div class="t m0 x4 ha y101 ff1 fs4 fc1 sc0 ls0 ws0">S.A., Marywilsk<span class="_ _6"></span>a 44 sp. z <span class="_ _6"></span>o.o.) stanow<span class="_ _6"></span>iące 39% ak<span class="_ _6"></span>tywów ogółe<span class="_ _6"></span>m (spadek udz<span class="_ _6"></span>iału w <span class="_ _6"></span>całości aktywów o </div><div class="t m0 x4 ha y22e ff1 fs4 fc1 sc0 ls0 ws0">8 p.p.  w porównan<span class="_ _6"></span>iu d<span class="ff2">o roku 2020).<span class="_ _6"></span> </span></div><div class="t m0 x4 ha ydd ff2 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 x4 ha y22f ff1 fs4 fc1 sc0 ls0 ws0">Zmiany w strukturze akty<span class="_ _6"></span>wów spowodowan<span class="_ _6"></span>e były głównie:<span class="_ _6"></span><span class="ff2"> </span></div><div class="t m0 x35 ha y17c ff2 fs4 fc1 sc0 ls0 ws0"> <span class="_ _17"> </span>w<span class="ff1">zrostem <span class="_ _6"></span>skali <span class="_ _6"></span>działalności<span class="_ _6"></span> <span class="_ _6"></span>w <span class="_ _6"></span>segmencie <span class="_ _6"></span>inżynieryjno <span class="_ _f"></span>–</span> <span class="_ _6"></span>drogowym <span class="_ _6"></span><span class="ff1">w <span class="_ _6"></span>wyniku <span class="_ _6"></span>prze<span class="_ _6"></span>jścia <span class="_ _6"></span>dużych </span></div><div class="t m0 x24 ha y230 ff1 fs4 fc1 sc0 ls0 ws0">projektów drogowych w <span class="_ _6"></span>fazę realizacj<span class="_ _6"></span>i<span class="ff2"> (</span>wzrost wartośc<span class="_ _6"></span>i należności o kwotę <span class="_ _6"></span>242 mln zł)<span class="_ _6"></span><span class="ff2">; </span></div><div class="t m0 x35 ha y231 ff2 fs4 fc1 sc0 ls0 ws0"> <span class="_ _17"> </span>zwrotem <span class="_ _3"></span>ak<span class="_ _6"></span>cjonariuszom przez Expo Mazury <span class="_ _0"></span>w <span class="_ _0"></span>likwidac<span class="_ _6"></span>ji <span class="ff1">części <span class="_ _3"></span>wniesione<span class="_ _6"></span>go <span class="_ _3"></span>k<span class="_ _6"></span>apitału w <span class="_ _3"></span>kwoc<span class="_ _6"></span>ie </span></div><div class="t m0 x24 ha y232 ff2 fs4 fc1 sc0 ls14 ws0">80<span class="ls0"> <span class="ff1">mln zł</span>;<span class="_ _6"></span> </span></div><div class="t m0 x35 ha y233 ff2 fs4 fc1 sc0 ls0 ws0"> <span class="_ _17"> </span>p<span class="ff1">odwyższeniem kapitału w <span class="_ _6"></span></span>Marywilskiej<span class="_ _6"></span> 44 <span class="ff1">w łącznej </span>k<span class="_ _6"></span>wocie <span class="ls14">104</span> <span class="ff1">ml<span class="_ _6"></span>n zł</span>; </div><div class="t m0 x35 ha y234 ff2 fs4 fc1 sc0 ls0 ws0"> <span class="_ _17"> </span>z<span class="ff1">akupem środków transpor<span class="_ _6"></span>tu i maszyn i urządzeń za k<span class="_ _6"></span>wotę ponad <span class="_ _6"></span></span><span class="ls8">10</span> <span class="ff1">mln zł</span>;<span class="lsc">  </span> </div><div class="t m0 x35 ha y235 ff2 fs4 fc1 sc0 ls0 ws0"> <span class="_ _17"> </span>rozliczeniem <span class="ff1">przez MIRBUD S.A. części zali<span class="_ _0"></span>czk<span class="_ _6"></span><span class="ff2">i otrzymanej </span>na <span class="_ _0"></span>realizację kontrakt<span class="_ _6"></span><span class="ff2">u drogowego </span></span></div><div class="t m0 x24 ha y236 ff2 fs4 fc1 sc0 ls0 ws0">- budowa fragmentu <span class="_ _6"></span>autostrady A-1 <span class="_ _6"></span><span class="ff1">w wysokości 43 ml<span class="_ _6"></span>n zł</span>. </div><div class="t m0 x4 ha y237 ff2 fs4 fc1 sc0 ls0 ws0"> <span class="_ _2c"> </span> </div></div></div><div class="pi" ></div></div><div id="pf15" class="pf w0 h0" ><div class="pc pc15 w0 h0"><img class="bi x6 y2b w4 h7" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w3 h0"><div class="t m0 x7 h8 y2c ff4 fs3 fc3 sc0 ls0 ws0">SPRAWOZDANE ZARZĄDU Z DZIAŁALNOŚCI<span class="ff3"> MIRBUD S.A. ZA <span class="ls4">ROK</span> <span class="ls5">20</span>21<span class="fc4"> </span></span></div><div class="t m0 x4 h6 y2d ff3 fs2 fc1 sc0 ls0 ws0"> </div></div><div class="c x4 y2e w5 h3c"><div class="t m0 x52 ha y173 ff2 fs4 fc3 sc0 ls0 ws0">MIRBUD <span class="ls6">| </span><span class="ff1">O<span class="_ _6"></span>mówienie wybr<span class="_ _6"></span>anych pozycji skonsol<span class="_ _6"></span>idowanego sprawozdania fin<span class="_ _6"></span>ansowego </span></div><div class="t m0 x58 ha y222 ff2 fs4 fc3 sc0 ls0 ws0">MIRBUD S.A. wg sta<span class="_ _6"></span>nu na 31.12.2021 r., 31.<span class="_ _6"></span>12.2020 r.<span class="_ _6"></span> </div></div><div class="c x9 y2e w6 h3c"><div class="t m0 xa hb y223 ff3 fs1 fc0 sc0 ls11 ws0">21<span class="fs2 ls0"> </span></div></div><div class="c x0 y0 w3 h0"><div class="t m0 x4 h6 y31 ff3 fs2 fc1 sc0 ls0 ws0"> </div></div><div class="c xb y32 w7 hc"><div class="t m0 xc hd y33 ff5 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x0 y0 w3 h0"><div class="t m0 x4 h24 y17d ff9 fs5 fc1 sc0 ls0 ws0">Tabela: Wybran<span class="_ _0"></span>e pozycje pa<span class="_ _0"></span>sywów wg stanu<span class="_ _0"></span> na dzień <span class="ffa">31 grudnia <span class="ls1d">20</span>21 i 31 grudnia 20<span class="ls13">20</span> </span>ro<span class="_ _3"></span>ku w tys. zł.<span class="ffa"> </span></div></div><div class="c x4 yf8 w32 h3d"><div class="t m0 x59 h12 yc3 ff8 fs3 fc0 sc0 ls0 ws0">Wyszczególnienie<span class="ff7"> </span></div><div class="t m0 x5a h12 y0 ff7 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x5b yf8 w33 h3d"><div class="t m0 x2f h12 yc3 ff7 fs3 fc0 sc0 ls0 ws0">31.<span class="ls9">12</span>.2021 </div><div class="t m0 x1d h12 y0 ff7 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x5c yf8 w2f h3d"><div class="t m0 xa h12 y200 ff8 fs3 fc0 sc0 ls0 ws0">% udział </div><div class="t m0 x2f h12 y1fe ff8 fs3 fc0 sc0 ls0 ws0">w całości </div><div class="t m0 x2f h12 yc3 ff8 fs3 fc0 sc0 ls0 ws0">pasywów<span class="ff7"> </span></div></div><div class="c x5d yf8 w34 h3d"><div class="t m0 x2f h12 yc3 ff7 fs3 fc0 sc0 ls0 ws0">31.12.20<span class="lsa">20</span> </div><div class="t m0 x1d h12 y0 ff7 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x5e yf8 w2f h3d"><div class="t m0 xa h12 y200 ff8 fs3 fc0 sc0 ls0 ws0">% udział </div><div class="t m0 x2f h12 y1fe ff8 fs3 fc0 sc0 ls0 ws0">w całości </div><div class="t m0 x2f h12 yc3 ff8 fs3 fc0 sc0 ls0 ws0">pasywów<span class="ff7"> </span></div></div><div class="c x5f yf8 w35 h3d"><div class="t m0 xa h12 y1fe ff7 fs3 fc0 sc0 ls0 ws0">Zmiana </div><div class="t m0 x3b h12 yc3 ff8 fs3 fc0 sc0 ls0 ws0">w tys. zł<span class="ff7"> </span></div><div class="t m0 x47 h12 y0 ff7 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x60 yf8 w26 h3d"><div class="t m0 x32 h12 y1fe ff7 fs3 fc0 sc0 ls0 ws0">Zmiana  </div><div class="t m0 x44 h12 yc3 ff7 fs3 fc0 sc0 ls0 ws0">w % </div><div class="t m0 x3e h12 y0 ff7 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x4 y238 w36 h3e"><div class="t m0 x3b h12 yc3 ff8 fs3 fc1 sc0 ls0 ws0">Kapitał własny<span class="ff7"> </span></div></div><div class="c x5b y238 w37 h3e"><div class="t m0 x56 h3f y12b ff6 fs4 fc1 sc0 ls0 ws0">365 488<span class="ff7 fs3"> </span></div></div><div class="c x5c y238 w38 h3e"><div class="t m0 x41 h3f y12b ff6 fs4 fc1 sc0 ls1e ws0">30%<span class="ff7 fs3 ls0"> </span></div></div><div class="c x5d y238 w39 h3e"><div class="t m0 x56 h3f y12b ff6 fs4 fc1 sc0 ls0 ws0">292 473<span class="ff7 fs3"> </span></div></div><div class="c x5e y238 w38 h3e"><div class="t m0 x41 h3f y12b ff6 fs4 fc1 sc0 ls1e ws0">32%<span class="ff7 fs3 ls0"> </span></div></div><div class="c x5f y238 w3a h3e"><div class="t m0 x33 h3f y12b ff6 fs4 fc1 sc0 ls0 ws0">73 015<span class="ff7 fs3"> </span></div></div><div class="c x60 y238 w3b h3e"><div class="t m0 x3a h40 y12b ff3 fs4 fc1 sc0 ls1e ws0">25%<span class="ff2 fs3 ls0"> </span></div></div><div class="c x4 y239 w36 h3e"><div class="t m0 x3b h15 yb5 ff1 fs3 fc1 sc0 ls0 ws0">Wyemitowany kapitał podstawowy <span class="ff2"> </span></div></div><div class="c x5b y239 w37 h3e"><div class="t m0 x41 h15 yb5 ff2 fs3 fc1 sc0 ls0 ws0">9 174 </div></div><div class="c x5c y239 w38 h3e"><div class="t m0 x61 h3f y12b ff6 fs4 fc1 sc0 ls0 ws0">1%<span class="ff2 fs3"> </span></div></div><div class="c x5d y239 w39 h3e"><div class="t m0 x41 h15 yb5 ff2 fs3 fc1 sc0 ls0 ws0">9 <span class="ls9">174</span> </div></div><div class="c x5e y239 w38 h3e"><div class="t m0 x61 h3f y12b ff6 fs4 fc1 sc0 ls0 ws0">1%<span class="ff2 fs3"> </span></div></div><div class="c x5f y239 w3a h3e"><div class="t m0 x62 h15 yb5 ff2 fs3 fc1 sc0 ls0 ws0">0 </div></div><div class="c x60 y239 w3b h3e"><div class="t m0 x63 h40 y12b ff3 fs4 fc1 sc0 ls0 ws0">0%<span class="ff2 fs3"> </span></div></div><div class="c x4 y23a w36 h41"><div class="t m0 x3b h15 y1fe ff1 fs3 fc1 sc0 ls0 ws0">Zyski (straty) przypadające </div><div class="t m0 x3b h15 yc3 ff1 fs3 fc1 sc0 ls0 ws0">właścicielom jednostki)<span class="ff2"> </span></div></div><div class="c x5b y23a w37 h41"><div class="t m0 x56 h15 yc3 ff2 fs3 fc1 sc0 ls0 ws0">160 856 </div></div><div class="c x5c y23a w38 h41"><div class="t m0 x41 h40 y12b ff3 fs4 fc1 sc0 ls1e ws0">13<span class="ls0">%<span class="ff2 fs3"> </span></span></div></div><div class="c x5d y23a w39 h41"><div class="t m0 x56 h15 yc3 ff2 fs3 fc1 sc0 ls0 ws0">148 770 </div></div><div class="c x5e y23a w38 h41"><div class="t m0 x41 h40 y12b ff3 fs4 fc1 sc0 ls1e ws0">16<span class="ls0">%<span class="ff2 fs3"> </span></span></div></div><div class="c x5f y23a w3a h41"><div class="t m0 x33 h15 yc3 ff2 fs3 fc1 sc0 ls0 ws0">12 086 </div></div><div class="c x60 y23a w3b h41"><div class="t m0 x63 h40 y12b ff3 fs4 fc1 sc0 ls0 ws0">8%<span class="ff2 fs3"> </span></div></div><div class="c x4 y3b w36 h42"><div class="t m0 x3b h15 y20f ff2 fs3 fc1 sc0 ls0 ws0">Zysk/strata w okresie </div><div class="t m0 x3b h15 yc3 ff2 fs3 fc1 sc0 ls0 ws0">sprawozdawczym </div></div><div class="c x5b y3b w37 h42"><div class="t m0 x55 h15 yc3 ff2 fs3 fc1 sc0 ls0 ws0">80 354 </div></div><div class="c x5c y3b w38 h42"><div class="t m0 x61 h40 y12b ff3 fs4 fc1 sc0 ls1e ws0">7%<span class="ls0"> </span></div></div><div class="c x5d y3b w39 h42"><div class="t m0 x55 h15 yc3 ff2 fs3 fc1 sc0 ls0 ws0">19 425 </div></div><div class="c x5e y3b w38 h42"><div class="t m0 x61 h40 y12b ff3 fs4 fc1 sc0 ls1e ws0">2%<span class="ls0"> </span></div></div><div class="c x5f y3b w3a h42"><div class="t m0 x33 h40 y12b ff3 fs4 fc1 sc0 ls0 ws0">60 929 </div></div><div class="c x60 y3b w3b h42"><div class="t m0 x29 h40 y12b ff3 fs4 fc1 sc0 ls1e ws0">314%<span class="ls0"> </span></div></div><div class="c x4 yfd w36 h3e"><div class="t m0 x3b h15 yc3 ff1 fs3 fc1 sc0 ls0 ws0">Pozostałe kapitały<span class="ff2"> </span></div></div><div class="c x5b yfd w37 h3e"><div class="t m0 x56 h15 yc3 ff2 fs3 fc1 sc0 ls0 ws0">115 103 </div></div><div class="c x5c yfd w38 h3e"><div class="t m0 x61 h40 y12b ff3 fs4 fc1 sc0 ls0 ws0">9%<span class="ff2 fs3"> </span></div></div><div class="c x5d yfd w39 h3e"><div class="t m0 x56 h15 yc3 ff2 fs3 fc1 sc0 ls0 ws0">115 103 </div></div><div class="c x5e yfd w38 h3e"><div class="t m0 x41 h40 y12b ff3 fs4 fc1 sc0 ls1e ws0">13<span class="ls0">%<span class="ff2 fs3"> </span></span></div></div><div class="c x5f yfd w3a h3e"><div class="t m0 x62 h15 yc3 ff2 fs3 fc1 sc0 ls0 ws0">0 </div></div><div class="c x60 yfd w3b h3e"><div class="t m0 x63 h40 y12b ff3 fs4 fc1 sc0 ls0 ws0">0%<span class="ff2 fs3"> </span></div></div><div class="c x4 y23b w36 h41"><div class="t m0 x3b h12 y1fe ff8 fs3 fc1 sc0 ls0 ws0">Długoterminowe zobowiązania i </div><div class="t m0 x3b h12 yc3 ff8 fs3 fc1 sc0 ls0 ws0">rezerwy na zobowiązania<span class="ff7"> </span></div></div><div class="c x5b y23b w37 h41"><div class="t m0 x56 h3f y12b ff6 fs4 fc1 sc0 ls0 ws0">304 488<span class="ff7 fs3"> </span></div></div><div class="c x5c y23b w38 h41"><div class="t m0 x41 h3f y12b ff6 fs4 fc1 sc0 ls1e ws0">25%<span class="ff7 fs3 ls0"> </span></div></div><div class="c x5d y23b w39 h41"><div class="t m0 x56 h3f y12b ff6 fs4 fc1 sc0 ls0 ws0">292 453<span class="ff7 fs3"> </span></div></div><div class="c x5e y23b w38 h41"><div class="t m0 x41 h3f y12b ff6 fs4 fc1 sc0 ls1e ws0">32%<span class="ff7 fs3 ls0"> </span></div></div><div class="c x5f y23b w3a h41"><div class="t m0 x33 h3f y12b ff6 fs4 fc1 sc0 ls0 ws0">12 035<span class="ff7 fs3"> </span></div></div><div class="c x60 y23b w3b h41"><div class="t m0 x63 h40 y12b ff3 fs4 fc1 sc0 ls1e ws0">4%<span class="ff2 fs3 ls0"> </span></div></div><div class="c x4 y23c w36 h43"><div class="t m0 x3b h15 y219 ff2 fs3 fc1 sc0 ls0 ws0">- <span class="ff1">Rezerwa z tytułu odroczonego </span></div><div class="t m0 x3b h15 yc3 ff2 fs3 fc1 sc0 ls0 ws0">podatku dochodowego </div></div><div class="c x5b y23c w37 h43"><div class="t m0 x41 h40 y12b ff3 fs4 fc1 sc0 ls0 ws0">8 705<span class="ff2 fs3"> </span></div></div><div class="c x5c y23c w38 h43"><div class="t m0 x61 h40 y12b ff3 fs4 fc1 sc0 ls1e ws0">1%<span class="ff2 fs3 ls0"> </span></div></div><div class="c x5d y23c w39 h43"><div class="t m0 x41 h40 y12b ff3 fs4 fc1 sc0 ls0 ws0">7 880<span class="ff2 fs3"> </span></div></div><div class="c x5e y23c w38 h43"><div class="t m0 x61 h40 y12b ff3 fs4 fc1 sc0 ls1e ws0">1%<span class="ff2 fs3 ls0"> </span></div></div><div class="c x5f y23c w3a h43"><div class="t m0 x48 h40 y12b ff3 fs4 fc1 sc0 ls1e ws0">825<span class="ff2 fs3 ls0"> </span></div></div><div class="c x60 y23c w3b h43"><div class="t m0 x3a h40 y12b ff3 fs4 fc1 sc0 ls1e ws0">10%<span class="ff2 fs3 ls0"> </span></div></div><div class="c x4 y23d w36 h44"><div class="t m0 x3b h15 y20f ff2 fs3 fc1 sc0 ls0 ws0">- <span class="ff1">pozostałe rezerwy na zobowiązania </span></div><div class="t m0 x3b h15 yb5 ff1 fs3 fc1 sc0 ls0 ws0">długoterminowe<span class="ff2"> </span></div></div><div class="c x5b y23d w37 h44"><div class="t m0 x63 h40 y12b ff3 fs4 fc1 sc0 ls1e ws0">95<span class="ff2 fs3 ls0"> </span></div></div><div class="c x5c y23d w38 h44"><div class="t m0 x61 h40 y12b ff3 fs4 fc1 sc0 ls1e ws0">0%<span class="ff2 fs3 ls0"> </span></div></div><div class="c x5d y23d w39 h44"><div class="t m0 x3a h40 y12b ff3 fs4 fc1 sc0 ls1e ws0">103<span class="ff2 fs3 ls0"> </span></div></div><div class="c x5e y23d w38 h44"><div class="t m0 x61 h40 y12b ff3 fs4 fc1 sc0 ls1e ws0">0%<span class="ff2 fs3 ls0"> </span></div></div><div class="c x5f y23d w3a h44"><div class="t m0 x61 h40 y12b ff3 fs4 fc1 sc0 ls0 ws0">-8<span class="ff2 fs3"> </span></div></div><div class="c x60 y23d w3b h44"><div class="t m0 x53 h40 y12b ff3 fs4 fc1 sc0 ls0 ws0">-<span class="ls1e">8%</span><span class="ff2 fs3"> </span></div></div><div class="c x4 y1bb w36 h30"><div class="t m0 x3b h15 y1ff ff2 fs3 fc1 sc0 ls0 ws0">- <span class="ff1">długoterminowe zobowiązania </span></div><div class="t m0 x3b h15 y200 ff1 fs3 fc1 sc0 ls0 ws0">finansowe za zobowiązań </div><div class="t m0 x3b h15 y1fe ff1 fs3 fc1 sc0 ls0 ws0">handlowych i pozostałych </div><div class="t m0 x3b h15 yc3 ff1 fs3 fc1 sc0 ls0 ws0">zobowiązań<span class="ff2"> </span></div></div><div class="c x5b y1bb w37 h30"><div class="t m0 x55 h40 y12b ff3 fs4 fc1 sc0 ls0 ws0">68 765<span class="ff2 fs3"> </span></div></div><div class="c x5c y1bb w38 h30"><div class="t m0 x61 h40 y12b ff3 fs4 fc1 sc0 ls1e ws0">6%<span class="ff2 fs3 ls0"> </span></div></div><div class="c x5d y1bb w39 h30"><div class="t m0 x55 h40 y12b ff3 fs4 fc1 sc0 ls0 ws0">55 687<span class="ff2 fs3"> </span></div></div><div class="c x5e y1bb w38 h30"><div class="t m0 x61 h40 y12b ff3 fs4 fc1 sc0 ls1e ws0">6%<span class="ff2 fs3 ls0"> </span></div></div><div class="c x5f y1bb w3a h30"><div class="t m0 x33 h40 y12b ff3 fs4 fc1 sc0 ls0 ws0">13 078<span class="ff2 fs3"> </span></div></div><div class="c x60 y1bb w3b h30"><div class="t m0 x3a h40 y12b ff3 fs4 fc1 sc0 ls1e ws0">23%<span class="ff2 fs3 ls0"> </span></div></div><div class="c x4 y23e w36 h41"><div class="t m0 x3b h15 y1fe ff2 fs3 fc1 sc0 ls0 ws0">- <span class="ff1">długoterminowe zobowiązania </span></div><div class="t m0 x3b h15 yc3 ff1 fs3 fc1 sc0 ls0 ws0">handlowe i pozostałe<span class="ff2"> </span></div></div><div class="c x5b y23e w37 h41"><div class="t m0 x56 h40 y12b ff3 fs4 fc1 sc0 ls0 ws0">226 923<span class="ff2 fs3"> </span></div></div><div class="c x5c y23e w38 h41"><div class="t m0 x41 h40 y12b ff3 fs4 fc1 sc0 ls1e ws0">19%<span class="ff2 fs3 ls0"> </span></div></div><div class="c x5d y23e w39 h41"><div class="t m0 x56 h40 y12b ff3 fs4 fc1 sc0 ls0 ws0">228 783<span class="ff2 fs3"> </span></div></div><div class="c x5e y23e w38 h41"><div class="t m0 x41 h40 y12b ff3 fs4 fc1 sc0 ls1e ws0">25%<span class="ff2 fs3 ls0"> </span></div></div><div class="c x5f y23e w3a h41"><div class="t m0 x31 h40 y12b ff3 fs4 fc1 sc0 ls0 ws0">-1 860<span class="ff2 fs3"> </span></div></div><div class="c x60 y23e w3b h41"><div class="t m0 x53 h40 y12b ff3 fs4 fc1 sc0 ls0 ws0">-<span class="ls1e">1%</span><span class="ff2 fs3"> </span></div></div><div class="c x4 y23f w36 h3d"><div class="t m0 x3b h15 y200 ff2 fs3 fc1 sc0 ls0 ws0">- <span class="ff1">inne zobowiązania i rezerwy </span></div><div class="t m0 x3b h15 y1fe ff1 fs3 fc1 sc0 ls0 ws0">długoterminowe gdzie indziej nie </div><div class="t m0 x3b h15 yc3 ff2 fs3 fc1 sc0 ls0 ws0">sklasyfikowane </div></div><div class="c x5b y23f w37 h3d"><div class="t m0 x25 h40 y12b ff3 fs4 fc1 sc0 ls0 ws0">0<span class="ff2 fs3"> </span></div></div><div class="c x5c y23f w38 h3d"><div class="t m0 x61 h40 y12b ff3 fs4 fc1 sc0 ls1e ws0">0%<span class="ff2 fs3 ls0"> </span></div></div><div class="c x5d y23f w39 h3d"><div class="t m0 x25 h40 y12b ff3 fs4 fc1 sc0 ls0 ws0">0<span class="ff2 fs3"> </span></div></div><div class="c x5e y23f w38 h3d"><div class="t m0 x61 h40 y12b ff3 fs4 fc1 sc0 ls1e ws0">0%<span class="ff2 fs3 ls0"> </span></div></div><div class="c x5f y23f w3a h3d"><div class="t m0 x62 h40 y12b ff3 fs4 fc1 sc0 ls0 ws0">0<span class="ff2 fs3"> </span></div></div><div class="c x60 y23f w3b h3d"><div class="t m0 x63 h40 y12b ff3 fs4 fc1 sc0 ls1e ws0">0%<span class="ff2 fs3 ls0"> </span></div></div><div class="c x4 y240 w36 h41"><div class="t m0 x3b h12 y1fe ff8 fs3 fc1 sc0 ls0 ws0">Krótkoterminowe zobowiązania i </div><div class="t m0 x3b h12 yc3 ff8 fs3 fc1 sc0 ls0 ws0">rezerwy na zobowiązania<span class="ff7"> </span></div></div><div class="c x5b y240 w37 h41"><div class="t m0 x56 h3f y12b ff6 fs4 fc1 sc0 ls0 ws0">551 916<span class="ff7 fs3"> </span></div></div><div class="c x5c y240 w38 h41"><div class="t m0 x41 h3f y12b ff6 fs4 fc1 sc0 ls1e ws0">45%<span class="ff7 fs3 ls0"> </span></div></div><div class="c x5d y240 w39 h41"><div class="t m0 x56 h3f y12b ff6 fs4 fc1 sc0 ls0 ws0">335 821<span class="ff7 fs3"> </span></div></div><div class="c x5e y240 w38 h41"><div class="t m0 x41 h3f y12b ff6 fs4 fc1 sc0 ls1e ws0">36%<span class="ff7 fs3 ls0"> </span></div></div><div class="c x5f y240 w3a h41"><div class="t m0 x30 h3f y12b ff6 fs4 fc1 sc0 ls0 ws0">216 095<span class="ff7 fs3"> </span></div></div><div class="c x60 y240 w3b h41"><div class="t m0 x3a h40 y12b ff3 fs4 fc1 sc0 ls1e ws0">64%<span class="ff2 fs3 ls0"> </span></div></div><div class="c x4 y241 w36 h45"><div class="t m0 x3b h15 y242 ff2 fs3 fc1 sc0 ls0 ws0">- <span class="ff1">Rezerwa na zobowiązania </span></div><div class="t m0 x3b h15 yb5 ff1 fs3 fc1 sc0 ls0 ws0">krótkoterminowe<span class="ff2"> </span></div></div><div class="c x5b y241 w37 h45"><div class="t m0 x41 h40 y12b ff3 fs4 fc1 sc0 ls0 ws0">3 680<span class="ff2 fs3"> </span></div></div><div class="c x5c y241 w38 h45"><div class="t m0 x61 h40 y12b ff3 fs4 fc1 sc0 ls1e ws0">0%<span class="ff2 fs3 ls0"> </span></div></div><div class="c x5d y241 w39 h45"><div class="t m0 x41 h40 y12b ff3 fs4 fc1 sc0 ls0 ws0">1 813<span class="ff2 fs3"> </span></div></div><div class="c x5e y241 w38 h45"><div class="t m0 x61 h40 y12b ff3 fs4 fc1 sc0 ls1e ws0">0%<span class="ff2 fs3 ls0"> </span></div></div><div class="c x5f y241 w3a h45"><div class="t m0 x19 h40 y12b ff3 fs4 fc1 sc0 ls1e ws0">1 867<span class="ff2 fs3 ls0"> </span></div></div><div class="c x60 y241 w3b h45"><div class="t m0 x29 h40 y12b ff3 fs4 fc1 sc0 ls1e ws0">103%<span class="ff2 fs3 ls0"> </span></div></div><div class="c x4 y243 w36 h46"><div class="t m0 x3b h15 y208 ff2 fs3 fc1 sc0 ls0 ws0">- <span class="ff1">krótkoterminowe zobowiązania </span></div><div class="t m0 x3b h15 y209 ff1 fs3 fc1 sc0 ls0 ws0">finansowe za wyjątkiem rezerw, </div><div class="t m0 x3b h15 y20f ff1 fs3 fc1 sc0 ls0 ws0">zobowiązań handlowych i </div><div class="t m0 x3b h15 yc3 ff1 fs3 fc1 sc0 ls0 ws0">pozostałych zobowiązań<span class="ff2"> </span></div></div><div class="c x5b y243 w37 h46"><div class="t m0 x55 h40 y12b ff3 fs4 fc1 sc0 ls0 ws0">79 836<span class="ff2 fs3"> </span></div></div><div class="c x5c y243 w38 h46"><div class="t m0 x61 h40 y12b ff3 fs4 fc1 sc0 ls1e ws0">7%<span class="ff2 fs3 ls0"> </span></div></div><div class="c x5d y243 w39 h46"><div class="t m0 x55 h40 y12b ff3 fs4 fc1 sc0 ls0 ws0">62 561<span class="ff2 fs3"> </span></div></div><div class="c x5e y243 w38 h46"><div class="t m0 x61 h40 y12b ff3 fs4 fc1 sc0 ls1e ws0">7%<span class="ff2 fs3 ls0"> </span></div></div><div class="c x5f y243 w3a h46"><div class="t m0 x33 h40 y12b ff3 fs4 fc1 sc0 ls0 ws0">17 275<span class="ff2 fs3"> </span></div></div><div class="c x60 y243 w3b h46"><div class="t m0 x3a h40 y12b ff3 fs4 fc1 sc0 ls1e ws0">28%<span class="ff2 fs3 ls0"> </span></div></div><div class="c x4 y244 w36 h3e"><div class="t m0 x3b h15 yc3 ff2 fs3 fc1 sc0 ls0 ws0">- <span class="ff1">zobowiązania handlowe i pozostałe</span> </div></div><div class="c x5b y244 w37 h3e"><div class="t m0 x56 h40 y12b ff3 fs4 fc1 sc0 ls0 ws0">450 283<span class="ff2 fs3"> </span></div></div><div class="c x5c y244 w38 h3e"><div class="t m0 x41 h40 y12b ff3 fs4 fc1 sc0 ls1e ws0">37%<span class="ff2 fs3 ls0"> </span></div></div><div class="c x5d y244 w39 h3e"><div class="t m0 x56 h40 y12b ff3 fs4 fc1 sc0 ls0 ws0">256 538<span class="ff2 fs3"> </span></div></div><div class="c x5e y244 w38 h3e"><div class="t m0 x41 h40 y12b ff3 fs4 fc1 sc0 ls1e ws0">28%<span class="ff2 fs3 ls0"> </span></div></div><div class="c x5f y244 w3a h3e"><div class="t m0 x30 h40 y12b ff3 fs4 fc1 sc0 ls0 ws0">193 745<span class="ff2 fs3"> </span></div></div><div class="c x60 y244 w3b h3e"><div class="t m0 x3a h40 y12b ff3 fs4 fc1 sc0 ls1e ws0">76%<span class="ff2 fs3 ls0"> </span></div></div><div class="c x4 y245 w36 h41"><div class="t m0 x3b h15 y1fe ff2 fs3 fc1 sc0 ls0 ws0">- <span class="ff1">zobowiązania z tytułu </span>podatku </div><div class="t m0 x3b h15 yc3 ff2 fs3 fc1 sc0 ls0 ws0">dochodowego </div></div><div class="c x5b y245 w37 h41"><div class="t m0 x55 h40 y12b ff3 fs4 fc1 sc0 ls0 ws0">17 524<span class="ff2 fs3"> </span></div></div><div class="c x5c y245 w38 h41"><div class="t m0 x61 h40 y12b ff3 fs4 fc1 sc0 ls1e ws0">1%<span class="ff2 fs3 ls0"> </span></div></div><div class="c x5d y245 w39 h41"><div class="t m0 x55 h40 y12b ff3 fs4 fc1 sc0 ls0 ws0">14 873<span class="ff2 fs3"> </span></div></div><div class="c x5e y245 w38 h41"><div class="t m0 x61 h40 y12b ff3 fs4 fc1 sc0 ls1e ws0">2%<span class="ff2 fs3 ls0"> </span></div></div><div class="c x5f y245 w3a h41"><div class="t m0 x19 h40 y12b ff3 fs4 fc1 sc0 ls0 ws0">2 651<span class="ff2 fs3"> </span></div></div><div class="c x60 y245 w3b h41"><div class="t m0 x3a h40 y12b ff3 fs4 fc1 sc0 ls1e ws0">18%<span class="ff2 fs3 ls0"> </span></div></div><div class="c x4 y246 w36 h3d"><div class="t m0 x3b h15 y209 ff1 fs3 fc1 sc0 ls0 ws0">inne zobowiązania i rezerwy </div><div class="t m0 x3b h15 y1fe ff1 fs3 fc1 sc0 ls0 ws0">długoterminowe gdzie indziej nie </div><div class="t m0 x3b h15 yc3 ff2 fs3 fc1 sc0 ls0 ws0">sklasyfikowane </div></div><div class="c x5b y246 w37 h3d"><div class="t m0 x3a h40 y12b ff3 fs4 fc1 sc0 ls1e ws0">593<span class="ff2 fs3 ls0"> </span></div></div><div class="c x5c y246 w38 h3d"><div class="t m0 x61 h40 y12b ff3 fs4 fc1 sc0 ls1e ws0">0%<span class="ff2 fs3 ls0"> </span></div></div><div class="c x5d y246 w39 h3d"><div class="t m0 x63 h40 y12b ff3 fs4 fc1 sc0 ls1e ws0">36<span class="ff2 fs3 ls0"> </span></div></div><div class="c x5e y246 w38 h3d"><div class="t m0 x61 h40 y12b ff3 fs4 fc1 sc0 ls1e ws0">0%<span class="ff2 fs3 ls0"> </span></div></div><div class="c x5f y246 w3a h3d"><div class="t m0 x48 h40 y12b ff3 fs4 fc1 sc0 ls1e ws0">557<span class="ff2 fs3 ls0"> </span></div></div><div class="c x60 y246 w3b h3d"><div class="t m0 x63 h40 y12b ff3 fs4 fc1 sc0 ls1e ws0">0%<span class="ff2 fs3 ls0"> </span></div></div><div class="c x4 y247 w36 h47"><div class="t m0 x3b h15 y248 ff1 fs3 fc1 sc0 ls0 ws0">Zobowiązania związane </div><div class="t m0 x3b h15 y249 ff1 fs3 fc1 sc0 ls0 ws0">bezpośrednio z aktywami trwałymi </div><div class="t m0 x3b h15 y24a ff2 fs3 fc1 sc0 ls0 ws0">klasyfikowanymi jako przeznaczone </div><div class="t m0 x3b h15 yc3 ff2 fs3 fc1 sc0 ls9 ws0">do <span class="ff1 ls0">sprzedaży<span class="ff2"> </span></span></div></div><div class="c x5b y247 w37 h47"><div class="t m0 x25 h40 y24b ff3 fs4 fc1 sc0 ls0 ws0">0<span class="ff2 fs3"> </span></div></div><div class="c x5c y247 w38 h47"><div class="t m0 x61 h40 y24b ff3 fs4 fc1 sc0 ls1e ws0">0%<span class="ff2 fs3 ls0"> </span></div></div><div class="c x5d y247 w39 h47"><div class="t m0 x25 h40 y24b ff3 fs4 fc1 sc0 ls0 ws0">0<span class="ff2 fs3"> </span></div></div><div class="c x5e y247 w38 h47"><div class="t m0 x61 h40 y24b ff3 fs4 fc1 sc0 ls1e ws0">0%<span class="ff2 fs3 ls0"> </span></div></div><div class="c x5f y247 w3a h47"><div class="t m0 x62 h40 y24b ff3 fs4 fc1 sc0 ls0 ws0">0<span class="ff2 fs3"> </span></div></div><div class="c x60 y247 w3b h47"><div class="t m0 x63 h40 y24b ff3 fs4 fc1 sc0 ls1e ws0">0%<span class="ff2 fs3 ls0"> </span></div></div><div class="c x4 y24c w36 h3e"><div class="t m0 x3b h12 yc3 ff7 fs3 fc1 sc0 ls0 ws0">P a s y w a   r a z e m  </div></div><div class="c x5b y24c w37 h3e"><div class="t m0 x28 h3f y12b ff6 fs4 fc1 sc0 ls0 ws0">1 221 892<span class="ff7 fs3"> </span></div></div><div class="c x5c y24c w38 h3e"><div class="t m0 x47 h40 y12b ff3 fs4 fc1 sc0 ls1e ws0">100%<span class="ff2 fs3 ls0"> </span></div></div><div class="c x5d y24c w39 h3e"><div class="t m0 x56 h3f y12b ff6 fs4 fc1 sc0 ls0 ws0">920 747<span class="ff7 fs3"> </span></div></div><div class="c x5e y24c w38 h3e"><div class="t m0 x47 h40 y12b ff3 fs4 fc1 sc0 ls1e ws0">100%<span class="ff2 fs3 ls0"> </span></div></div><div class="c x5f y24c w3a h3e"><div class="t m0 x30 h3f y12b ff6 fs4 fc1 sc0 ls0 ws0">301 145<span class="ff7 fs3"> </span></div></div><div class="c x60 y24c w3b h3e"><div class="t m0 x3a h3f y12b ff6 fs4 fc1 sc0 ls1e ws0">33%<span class="ff7 fs3 ls0"> </span></div></div><div class="c x0 y0 w3 h0"><div class="t m0 x4 ha y24d ff2 fs4 fc1 sc0 ls0 ws0">W <span class="_ _6"></span>2021 <span class="_ _10"></span>r. <span class="_ _6"></span><span class="ff1">struk<span class="_ _6"></span>tura <span class="_ _6"></span>pasywów</span> <span class="_ _10"></span><span class="ff1">uległa <span class="_ _6"></span>z<span class="_ _6"></span>naczącym <span class="_ _6"></span>z<span class="_ _6"></span>mianom</span> <span class="_ _6"></span><span class="ff1">wzg<span class="_ _6"></span>lędem <span class="_ _6"></span>roku <span class="_ _10"></span>2020</span>. <span class="_ _10"></span><span class="ff1">Działalność <span class="_ _10"></span>MIRBUD </span></div><div class="t m0 x4 ha y24e ff2 fs4 fc1 sc0 ls0 ws0">S.A.  jest  w  <span class="ls14">30</span><span class="ff1">% <span class="_ _28"> </span>finansowana<span class="_ _6"></span>  ze <span class="_ _28"> </span>środków  własnych,  natomiast  w <span class="_ _11"> </span></span>70<span class="ff1">%<span class="_ _6"></span>  kapitałem  obcym.  Udział </span></div><div class="t m0 x4 ha y24f ff1 fs4 fc1 sc0 ls0 ws0">zobowiązań <span class="_ _10"></span>długoterminowy<span class="_ _6"></span>ch <span class="_ _6"></span>w <span class="_ _6"></span>fina<span class="_ _6"></span>nsowaniu <span class="_ _6"></span>wy<span class="_ _6"></span>niósł <span class="_ _10"></span><span class="ff2 ls14">25<span class="ls0">% <span class="_ _6"></span>(<span class="_ _6"></span>spadek <span class="_ _6"></span></span></span>u<span class="_ _6"></span>dział<span class="ff2">u <span class="_ _6"></span>w <span class="_ _10"></span>stosunku <span class="_ _10"></span>do <span class="_ _6"></span>20<span class="_ _6"></span><span class="ls14">20</span> <span class="_ _6"></span><span class="ls10">r.</span> <span class="_ _10"></span><span class="ls1f">o </span></span></div><div class="t m0 x4 ha y250 ff2 fs4 fc1 sc0 ls0 ws0">7 p.p.<span class="ff1">), <span class="_ _3"></span>natomias<span class="_ _6"></span>t <span class="_ _3"></span>udział <span class="_ _3"></span>zobowiąz<span class="_ _6"></span>ań <span class="_ _3"></span>krótkoterminowyc<span class="_ _6"></span>h <span class="_ _3"></span>uległ <span class="_ _0"></span>zwiększ<span class="_ _6"></span>eniu <span class="_ _3"></span><span class="ff2 ls14">o <span class="_ _3"></span><span class="ls0">9 <span class="_ _3"></span><span class="ff1">p<span class="_ _6"></span>.p. <span class="_ _3"></span>względem <span class="_ _3"></span>r<span class="_ _6"></span>oku <span class="_ _3"></span>20<span class="ff2 ls8">20<span class="ls0"> </span></span></span></span></span></span></div><div class="t m0 x4 ha y251 ff1 fs4 fc1 sc0 ls0 ws0">i kształtował się na p<span class="_ _6"></span>oziomie <span class="ff2 ls14">45<span class="ls20">%.<span class="ls0"> <span class="_ _6"></span> </span></span></span></div></div></div><div class="pi" ></div></div><div id="pf16" class="pf w0 h0" ><div class="pc pc16 w0 h0"><img class="bi x6 y2b w23 h7" alt="" 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"/><div class="c x0 y0 w3 h0"><div class="t m0 x7 h8 y2c ff4 fs3 fc3 sc0 ls0 ws0">SPRAWOZDANE ZARZĄDU Z DZIAŁALNOŚCI<span class="ff3"> MIRBUD S.A. ZA <span class="ls4">ROK</span> <span class="ls5">20</span>21<span class="fc4"> </span></span></div><div class="t m0 x4 h6 y2d ff3 fs2 fc1 sc0 ls0 ws0"> </div></div><div class="c x4 y2e w5 h3c"><div class="t m0 x52 ha y173 ff2 fs4 fc3 sc0 ls0 ws0">MIRBUD <span class="ls6">| </span><span class="ff1">O<span class="_ _6"></span>mówienie w</span>ybr<span class="_ _6"></span>anych pozycji sk<span class="_ _6"></span>onsolidowanego sprawozdan<span class="_ _6"></span>ia finansowego </div><div class="t m0 x58 ha y222 ff2 fs4 fc3 sc0 ls0 ws0">MIRBUD S.A. wg sta<span class="_ _6"></span>nu na 31.12.2021 r., 31.<span class="_ _6"></span>12.2020 r.<span class="_ _6"></span> </div></div><div class="c x9 y2e w6 h3c"><div class="t m0 xa hb y223 ff3 fs1 fc0 sc0 ls11 ws0">22<span class="fs2 ls0"> </span></div></div><div class="c x0 y0 w3 h0"><div class="t m0 x4 h6 y31 ff3 fs2 fc1 sc0 ls0 ws0"> </div></div><div class="c xb y32 w7 hc"><div class="t m0 xc hd y33 ff5 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x0 y0 w3 h0"><div class="t m0 x4 ha y136 ff1 fs4 fc1 sc0 ls0 ws0">Zmiana struktury pasywów<span class="_ _6"></span> wynikała głów<span class="_ _6"></span>nie z:<span class="ff2"> </span></div><div class="t m0 x35 ha y252 ff2 fs4 fc1 sc0 ls0 ws0"> <span class="_ _17"> </span><span class="ff1">zapadalności <span class="_ _10"></span>w <span class="_ _10"></span>2022 <span class="_ _f"></span>kredytów <span class="_ _10"></span>obrotowyc<span class="_ _6"></span>h <span class="_ _10"></span>w <span class="_ _f"></span></span>PKO <span class="_ _10"></span>BP, <span class="_ _f"></span>PEKAO <span class="_ _10"></span>S.A., <span class="_ _10"></span><span class="ff1">BO<span class="_ _6"></span>Ś <span class="_ _10"></span>S.A., <span class="_ _10"></span>mBank<span class="_ _6"></span> <span class="_ _10"></span>S.</span>A. </div><div class="t m0 x24 ha y253 ff2 fs4 fc1 sc0 ls0 ws0">ok. <span class="ls14">60</span> <span class="ff1">mln zł (Spó<span class="_ _6"></span>łka planuje rolować zob<span class="_ _6"></span>owiązania na k<span class="_ _6"></span>olejne okresy 24 m<span class="_ _6"></span></span>-czne);<span class="_ _6"></span> </div><div class="t m0 x35 ha y254 ff2 fs4 fc1 sc0 ls0 ws0"> <span class="_ _17"> </span>z<span class="ff1">akupem w <span class="_ _3"></span>leas<span class="_ _6"></span>ingu <span class="_ _0"></span>środków transportu<span class="ff2 lsc">, </span>maszyn i urządzeń <span class="_ _3"></span>z<span class="_ _6"></span>a kwotę <span class="_ _3"></span>po<span class="_ _6"></span>nad <span class="ff2">10 </span>mln <span class="_ _3"></span>z<span class="_ _6"></span>ł <span class="_ _0"></span><span class="ff2">- wzrost </span></span></div><div class="t m0 x24 ha y255 ff1 fs4 fc1 sc0 ls0 ws0">długoterminowych i k<span class="_ _6"></span>rótkoterminowych zobo<span class="_ _6"></span>wiązań finansowyc<span class="_ _6"></span>h<span class="ff2">;<span class="_ _6"></span> </span></div><div class="t m0 x35 ha y256 ff2 fs4 fc1 sc0 ls0 ws0"> <span class="_ _17"> </span>p<span class="ff1">odwyższeniem kwoty poż<span class="_ _6"></span>yczki z ARP o kwotę 2<span class="_ _6"></span>0 mln zł<span class="_ _6"></span></span>; </div><div class="t m0 x23 h5 y257 ff2 fs2 fc1 sc0 ls0 ws0"> <span class="_ _25"> </span><span class="ff1 fs4">zmiany <span class="_ _f"></span>warunków <span class="_ _f"></span>rynkowych <span class="_ _f"></span>dostawy <span class="_ _10"></span>materia<span class="_ _6"></span>łów <span class="_ _10"></span>wy<span class="_ _6"></span>muszający<span class="_ _6"></span>ch <span class="_ _10"></span>wcz<span class="_ _6"></span>eśniejszą <span class="_ _10"></span>pł<span class="_ _6"></span>atność <span class="_ _f"></span>lub </span></div><div class="t m0 x24 h5 y258 ff1 fs4 fc1 sc0 ls0 ws0">płatności zaliczkowe<span class="_ _6"></span><span class="ff2 fs2">; </span></div><div class="t m0 x35 ha y259 ff2 fs4 fc1 sc0 ls0 ws0"> <span class="_ _32"> </span>w<span class="ff1">zrostu <span class="_ _21"> </span>zobowiązań <span class="_ _21"> </span>handlowyc<span class="_ _6"></span>h <span class="_ _27"> </span>s<span class="_ _6"></span>powodowanego <span class="_ _21"> </span>dwukrotnym <span class="_ _21"> </span>wzrostem <span class="_ _21"> </span>ska<span class="_ _6"></span>li <span class="_ _21"> </span>działalności </span></div><div class="t m0 x5 ha y25a ff1 fs4 fc1 sc0 ls0 ws0">(przejście duży<span class="_ _6"></span>ch projektów drogowych w fazę<span class="_ _6"></span> zawansowanej realizacj<span class="_ _6"></span>i)<span class="ff2">; <span class="_ _6"></span> </span></div><div class="t m0 x35 ha y25b ff2 fs4 fc1 sc0 ls0 ws0"> <span class="_ _32"> </span>r<span class="ff1">ozliczeniem przez MIRBUD S.A. części zaliczki otrzymanej na realizację kontraktu drogowego<span class="_ _10"></span></span> </div><div class="t m0 x5 ha y25c ff2 fs4 fc1 sc0 ls0 ws0">- budowa fragmentu <span class="_ _6"></span>autostrady A-1 <span class="_ _6"></span><span class="ff1">w wysokości 43 ml<span class="_ _6"></span>n zł</span>.  </div><div class="t m0 x4 h24 y25d ffa fs5 fc1 sc0 ls0 ws0"> </div><div class="t m0 x4 h24 y25e ff9 fs5 fc1 sc0 ls0 ws0">Tabela: <span class="_ _10"></span>Wybrane <span class="_ _f"></span>poz<span class="_ _0"></span>ycje <span class="_ _10"></span>sprawozdania <span class="_ _10"></span>z <span class="_ _f"></span>całko<span class="_ _0"></span>witych <span class="_ _f"></span>do<span class="_ _3"></span>c<span class="_ _6"></span>hodó<span class="_ _0"></span>w <span class="_ _f"></span><span class="ffa">MIRBUD <span class="_ _10"></span>S.A. <span class="_ _f"></span>za <span class="_ _10"></span>okres <span class="_ _f"></span>od <span class="_ _10"></span>01.01.2021 <span class="_ _10"></span>r. <span class="_ _f"></span>do <span class="_ _10"></span>31.<span class="ls13">12</span>.2021 <span class="_ _f"></span>r. <span class="_ _10"></span><span class="ls21">i </span></span></div><div class="t m0 x4 h24 y25f ffa fs5 fc1 sc0 ls0 ws0">01.01.20<span class="ls13">20</span> r. do 31.<span class="ls13">12</span>.2020<span class="_ _3"></span> <span class="_ _6"></span><span class="ff9">r. w tys. <span class="_ _0"></span>zł<span class="ffa"> </span></span></div></div><div class="c x4 y260 w3c h48"><div class="t m0 x50 h26 y13b ff8 fs5 fc0 sc0 ls0 ws0">Wyszczególnien<span class="_ _3"></span>i<span class="_ _6"></span>e<span class="ff7"> </span></div><div class="t m0 x64 h26 y0 ff7 fs5 fc0 sc0 ls0 ws0"> </div></div><div class="c x65 y260 w3d h48"><div class="t m0 x57 h26 y261 ff7 fs5 fc0 sc0 ls0 ws0">Okres od </div><div class="t m0 x2c h26 y13a ff7 fs5 fc0 sc0 ls0 ws0">01.01.2021 do </div><div class="t m0 x52 h26 y13b ff7 fs5 fc0 sc0 ls0 ws0">31.<span class="ls13">12</span>.2021 </div></div><div class="c x66 y260 w3e h48"><div class="t m0 x30 h26 y13b ff8 fs5 fc0 sc0 ls0 ws0">Rentowność<span class="_ _0"></span><span class="ff7"> </span></div><div class="t m0 x45 h26 y0 ff7 fs5 fc0 sc0 ls0 ws0"> </div></div><div class="c x67 y260 w3f h48"><div class="t m0 x31 h26 y261 ff7 fs5 fc0 sc0 ls0 ws0">Okres od </div><div class="t m0 x3d h26 y13a ff7 fs5 fc0 sc0 ls0 ws0">01.01.20<span class="ls13">20</span> do </div><div class="t m0 x32 h26 y13b ff7 fs5 fc0 sc0 ls0 ws0">31.12.20<span class="ls13">20</span> </div></div><div class="c x68 y260 w40 h48"><div class="t m0 x2c h26 y13b ff8 fs5 fc0 sc0 ls0 ws0">Rentowność<span class="_ _0"></span><span class="ff7"> </span></div><div class="t m0 x45 h26 y0 ff7 fs5 fc0 sc0 ls0 ws0"> </div></div><div class="c x69 y260 w41 h48"><div class="t m0 x32 h26 y13a ff7 fs5 fc0 sc0 ls0 ws0">Zmiana  </div><div class="t m0 x6a h26 y13b ff8 fs5 fc0 sc0 ls0 ws0">w tys. zł<span class="ff7"> </span></div><div class="t m0 x48 h26 y0 ff7 fs5 fc0 sc0 ls0 ws0"> </div></div><div class="c x6b y260 w42 h48"><div class="t m0 x2c h26 y13a ff7 fs5 fc0 sc0 ls0 ws0">Zmiana </div><div class="t m0 x52 h26 y13b ff7 fs5 fc0 sc0 ls0 ws0">w % </div><div class="t m0 x55 h26 y0 ff7 fs5 fc0 sc0 ls0 ws0"> </div></div><div class="c x4 y15 w3c h23"><div class="t m0 x32 h26 y13b ff8 fs5 fc1 sc0 ls0 ws0">Przychody ze s<span class="_ _0"></span>przedaży <span class="ff7"> </span></div></div><div class="c x65 y15 w3d h23"><div class="t m0 x6c h49 yc3 ff3 fs5 fc1 sc0 ls0 ws0">1 747 862<span class="ff2"> </span></div></div><div class="c x66 y15 w3e h23"><div class="t m0 x33 h4a yc3 ff6 fs5 fc1 sc0 ls0 ws0">------------<span class="ff7"> </span></div></div><div class="c x67 y15 w3f h23"><div class="t m0 x49 h49 yc3 ff3 fs5 fc1 sc0 ls0 ws0">853 182<span class="ff2"> </span></div></div><div class="c x68 y15 w40 h23"><div class="t m0 x33 h4a yc3 ff6 fs5 fc1 sc0 ls0 ws0">------------<span class="ff7"> </span></div></div><div class="c x69 y15 w41 h23"><div class="t m0 x2d h49 yc3 ff3 fs5 fc1 sc0 ls0 ws0">894 680<span class="ff2"> </span></div></div><div class="c x6b y15 w42 h23"><div class="t m0 x56 h49 yc3 ff3 fs5 fc1 sc0 ls22 ws0">105%<span class="ff2 ls0"> </span></div></div><div class="c x4 y262 w3c h23"><div class="t m0 x6d h26 y13b ff8 fs5 fc1 sc0 ls0 ws0">Zysk ze sprzedaży<span class="_ _3"></span> <span class="ff7"> </span></div></div><div class="c x65 y262 w3d h23"><div class="t m0 x53 h49 yc3 ff3 fs5 fc1 sc0 ls0 ws0">134 119<span class="ff2"> </span></div></div><div class="c x66 y262 w3e h23"><div class="t m0 x48 h49 yc3 ff3 fs5 fc1 sc0 ls0 ws0">7,67%<span class="ff2"> </span></div></div><div class="c x67 y262 w3f h23"><div class="t m0 x6e h49 yc3 ff3 fs5 fc1 sc0 ls0 ws0">67 866<span class="ff2"> </span></div></div><div class="c x68 y262 w40 h23"><div class="t m0 x48 h49 yc3 ff3 fs5 fc1 sc0 ls0 ws0">7,95%<span class="ff2"> </span></div></div><div class="c x69 y262 w41 h23"><div class="t m0 x48 h49 yc3 ff3 fs5 fc1 sc0 ls0 ws0">66 253<span class="ff2"> </span></div></div><div class="c x6b y262 w42 h23"><div class="t m0 x44 h49 yc3 ff3 fs5 fc1 sc0 ls22 ws0">98%<span class="ff2 ls0"> </span></div></div><div class="c x4 y263 w3c h23"><div class="t m0 x56 h26 y13b ff7 fs5 fc1 sc0 ls0 ws0">Zysk operacyjny EB<span class="_ _3"></span>IT  </div></div><div class="c x65 y263 w3d h23"><div class="t m0 x53 h49 yc3 ff3 fs5 fc1 sc0 ls0 ws0">104 466<span class="ff2"> </span></div></div><div class="c x66 y263 w3e h23"><div class="t m0 x48 h49 yc3 ff3 fs5 fc1 sc0 ls0 ws0">5,98%<span class="ff2"> </span></div></div><div class="c x67 y263 w3f h23"><div class="t m0 x6e h49 yc3 ff3 fs5 fc1 sc0 ls0 ws0">28 339<span class="ff2"> </span></div></div><div class="c x68 y263 w40 h23"><div class="t m0 x48 h49 yc3 ff3 fs5 fc1 sc0 ls0 ws0">3,32%<span class="ff2"> </span></div></div><div class="c x69 y263 w41 h23"><div class="t m0 x48 h49 yc3 ff3 fs5 fc1 sc0 ls22 ws0">76 127<span class="ff2 ls0"> </span></div></div><div class="c x6b y263 w42 h23"><div class="t m0 x56 h49 yc3 ff3 fs5 fc1 sc0 ls22 ws0">269%<span class="ff2 ls0"> </span></div></div><div class="c x4 y264 w3c h25"><div class="t m0 x6e h26 y13a ff7 fs5 fc1 sc0 ls0 ws0">Zysk przed </div><div class="t m0 x48 h26 y13b ff7 fs5 fc1 sc0 ls0 ws0">opodatkowaniem<span class="_ _0"></span>  </div></div><div class="c x65 y264 w3d h25"><div class="t m0 x59 h49 yb5 ff3 fs5 fc1 sc0 ls0 ws0">99 210<span class="ff2"> </span></div></div><div class="c x66 y264 w3e h25"><div class="t m0 x48 h49 yb5 ff3 fs5 fc1 sc0 ls0 ws0">5,68%<span class="ff2"> </span></div></div><div class="c x67 y264 w3f h25"><div class="t m0 x6e h49 yb5 ff3 fs5 fc1 sc0 ls0 ws0">24 587<span class="ff2"> </span></div></div><div class="c x68 y264 w40 h25"><div class="t m0 x48 h49 yb5 ff3 fs5 fc1 sc0 ls0 ws0">2,88%<span class="ff2"> </span></div></div><div class="c x69 y264 w41 h25"><div class="t m0 x48 h49 yb5 ff3 fs5 fc1 sc0 ls0 ws0">74 623<span class="ff2"> </span></div></div><div class="c x6b y264 w42 h25"><div class="t m0 x56 h49 yb5 ff3 fs5 fc1 sc0 ls22 ws0">304%<span class="ff2 ls0"> </span></div></div><div class="c x4 y1c2 w3c h23"><div class="t m0 x54 h26 y13b ff7 fs5 fc1 sc0 ls0 ws0">Zysk netto  </div></div><div class="c x65 y1c2 w3d h23"><div class="t m0 x59 h49 yb5 ff3 fs5 fc1 sc0 ls0 ws0">80 354<span class="ff2"> </span></div></div><div class="c x66 y1c2 w3e h23"><div class="t m0 x48 h49 yb5 ff3 fs5 fc1 sc0 ls0 ws0">4,60%<span class="ff2"> </span></div></div><div class="c x67 y1c2 w3f h23"><div class="t m0 x6e h49 yb5 ff3 fs5 fc1 sc0 ls0 ws0">19 425<span class="ff2"> </span></div></div><div class="c x68 y1c2 w40 h23"><div class="t m0 x48 h49 yb5 ff3 fs5 fc1 sc0 ls0 ws0">2,28%<span class="ff2"> </span></div></div><div class="c x69 y1c2 w41 h23"><div class="t m0 x48 h49 yb5 ff3 fs5 fc1 sc0 ls0 ws0">60 929<span class="ff2"> </span></div></div><div class="c x6b y1c2 w42 h23"><div class="t m0 x56 h49 yb5 ff3 fs5 fc1 sc0 ls22 ws0">314%<span class="ff2 ls0"> </span></div></div><div class="c x0 y0 w3 h0"><div class="t m0 x4 ha y265 ff2 fs4 fc1 sc0 ls0 ws0">W 2021 <span class="_ _0"></span>roku MIRBUD S.A. <span class="ff1">osiągnęła przychody o </span><span class="ls8">10</span>5<span class="ls20">% </span><span class="ff1">wyższe niż w 20<span class="_ _0"></span><span class="ff2 ls8">20<span class="ls0"> <span class="_ _0"></span>roku<span class="lsc">, </span><span class="ff1">Co wynikało głównie </span></span></span></span></div><div class="t m0 x4 ha y266 ff2 fs4 fc1 sc0 ls0 ws0">z <span class="_ _6"></span>znacznego <span class="_ _6"></span>wzrostu <span class="_ _6"></span><span class="ff1">prz<span class="_ _6"></span>ychodów <span class="_ _6"></span>ze <span class="_ _6"></span>sprzedaży <span class="_ _6"></span>z <span class="_ _6"></span>działalności <span class="_ _6"></span>budow<span class="_ _6"></span>lano <span class="_ _6"></span>–<span class="_ _6"></span></span> <span class="ff1">m<span class="_ _6"></span>ontażowej <span class="_ _6"></span>w <span class="_ _6"></span>segmencie </span></div><div class="t m0 x4 ha y267 ff1 fs4 fc1 sc0 ls0 ws0">robót <span class="_ _10"></span>inżyn<span class="_ _6"></span>ieryjno <span class="_ _10"></span>drog<span class="_ _6"></span>owych<span class="ff2"> <span class="_ _f"></span></span>i <span class="_ _10"></span>budynków <span class="_ _f"></span>produkcyjnych <span class="_ _f"></span>i <span class="_ _10"></span>usługowyc<span class="_ _6"></span>h. <span class="_ _f"></span>Rentowność <span class="_ _f"></span>Spółki <span class="_ _10"></span>utrzymała<span class="_ _6"></span> </div><div class="t m0 x4 ha y268 ff1 fs4 fc1 sc0 ls0 ws0">się <span class="_ _10"></span>na <span class="_ _f"></span>wysokim <span class="_ _f"></span>rentownoś<span class="_ _6"></span>ci <span class="_ _10"></span>na <span class="_ _f"></span>każdym <span class="_ _f"></span>poziomie <span class="_ _10"></span>rac<span class="_ _6"></span>hunku <span class="_ _10"></span>wyn<span class="_ _6"></span>ików. <span class="_ _10"></span>Rent<span class="_ _6"></span>owność<span class="_ _6"></span> <span class="_ _10"></span>operacyjna <span class="_ _e"> </span><span class="ff2">w <span class="_ _f"></span>tym </span></div><div class="t m0 x4 ha y269 ff1 fs4 fc1 sc0 ls0 ws0">okresie <span class="_ _1e"> </span>wz<span class="_ _6"></span>rosła <span class="_ _27"> </span>o <span class="_ _27"> </span><span class="ff2">2,6<span class="_ _6"></span>6 <span class="_ _1e"> </span>p.<span class="_ _6"></span>p. <span class="_ _1e"> </span>w<span class="_ _6"></span> <span class="_ _1e"> </span>stosunku<span class="_ _6"></span> <span class="_ _1e"> </span>do <span class="_ _27"> </span>rok<span class="_ _6"></span>u <span class="_ _1e"> </span>20<span class="_ _6"></span><span class="ls14">20</span></span>, <span class="_ _21"> </span>natomiast <span class="_ _1e"> </span>re<span class="_ _6"></span>ntowność <span class="_ _27"> </span>netto <span class="_ _27"> </span>by<span class="_ _6"></span>ła <span class="_ _1e"> </span>wyż<span class="_ _6"></span>sza <span class="_ _1e"> </span>o </div><div class="t m0 x4 ha y26a ff2 fs4 fc1 sc0 ls14 ws0">2,32<span class="ls0"> </span>p.p<span class="ls0">. <span class="ff1">niż w<span class="_ _6"></span> 20</span></span>20<span class="ls0"> roku.<span class="_ _6"></span> </span></div><div class="t m0 x4 ha y26b ff1 fs4 fc1 sc0 ls0 ws0">Spółk<span class="ff2">a dodatni wynik f<span class="_ _6"></span>inansowy wyprac<span class="_ _6"></span>owa</span><span class="ls23">ła</span><span class="ff2"> w oparc<span class="_ _6"></span>iu o nowo realizowan<span class="_ _6"></span>e kontrakty<span class="_ _6"></span>.  </span></div><div class="t m0 x4 ha y26c ff1 fs4 fc1 sc0 ls0 ws0">Na poziom rentownośc<span class="_ _6"></span>i Spółk<span class="ff2">i <span class="ls24">w <span class="ls10">ro<span class="lse">ku</span></span></span> <span class="ls8">20<span class="_ _3"></span><span class="ls0">21 r. <span class="_ _6"></span><span class="ff1">wpływ miał</span>y:<span class="_ _6"></span> </span></span></span></div><div class="t m0 x35 ha y1ac ff2 fs4 fc1 sc0 ls0 ws0"> <span class="_ _32"> </span>utrz<span class="_ _6"></span>ymanie r<span class="ff1">entownośc<span class="_ _6"></span>i kontraktów drogowyc<span class="_ _6"></span>h;</span> </div><div class="t m0 x35 ha y26d ff2 fs4 fc1 sc0 ls0 ws0"> <span class="_ _32"> </span><span class="ff1">utrz<span class="_ _6"></span>ymanie rentownośc<span class="_ _6"></span>i kontraktów na budo<span class="_ _6"></span>wę budynków użytk<span class="_ _6"></span>u publicznego<span class="_ _6"></span></span>; </div><div class="t m0 x35 ha y26e ff2 fs4 fc1 sc0 ls0 ws0"> <span class="_ _32"> </span><span class="ff1">z<span class="_ _6"></span>awieranie <span class="_ _6"></span>u<span class="_ _6"></span>mów <span class="_ _6"></span>na <span class="_ _10"></span>dostawę <span class="_ _10"></span>z <span class="_ _10"></span>podwykonawcam<span class="_ _6"></span>i <span class="_ _6"></span>i <span class="_ _10"></span>dostawę <span class="_ _10"></span>materiałów <span class="_ _10"></span>we <span class="_ _10"></span>wcz<span class="_ _6"></span>esnym <span class="_ _6"></span>etapie </span></div><div class="t m0 x24 ha y1af ff2 fs4 fc1 sc0 ls0 ws0">realizacji inwestyc<span class="_ _6"></span>ji; </div><div class="t m0 x35 ha y1b0 ff2 fs4 fc1 sc0 ls0 ws0"> <span class="_ _32"> </span>s<span class="_ _6"></span>padek <span class="_ _3"></span><span class="ff1">rentown<span class="_ _6"></span>ości <span class="_ _3"></span>w segmencie <span class="_ _3"></span>bu<span class="_ _6"></span>dynków <span class="_ _3"></span>pro<span class="_ _6"></span>dukcyjnych i <span class="_ _3"></span>usługowych, <span class="_ _0"></span>który <span class="_ _0"></span>wynikał <span class="_ _3"></span>z straty </span></div><div class="t m0 x24 ha y1b1 ff1 fs4 fc1 sc0 ls0 ws0">poniesionej <span class="_ _21"> </span>w <span class="_ _21"> </span>20<span class="_ _6"></span>21 <span class="_ _21"> </span>na <span class="_ _21"> </span>pojedync<span class="_ _6"></span>zym <span class="_ _21"> </span>kontrakcie <span class="_ _21"> </span>budowy <span class="_ _28"> </span>hali <span class="_ _21"> </span>logistycznej <span class="_ _28"> </span>we <span class="_ _21"> </span>Wrześni <span class="_ _21"> </span>pod </div><div class="t m0 x24 ha y26f ff2 fs4 fc1 sc0 ls0 ws0">Poznaniem dla vida<span class="_ _6"></span>XL; </div><div class="t m0 x35 ha y270 ff2 fs4 fc1 sc0 ls0 ws0"> <span class="_ _32"> </span>ws<span class="_ _6"></span>trzymania w 2020 w ocz<span class="_ _6"></span>ekiwaniu na z<span class="_ _6"></span>amienne pozwolenie n<span class="_ _6"></span>a <span class="ff1">b<span class="_ _6"></span>udowę realizac<span class="_ _6"></span>ji na zlecenie </span></div><div class="t m0 x24 ha y1b4 ff2 fs4 fc1 sc0 ls0 ws0">JHM <span class="_ _3"></span>DEVELOPEMENT<span class="_ _6"></span> <span class="ff1">S.A. <span class="_ _3"></span>inwestycji <span class="_ _3"></span>developerskiej <span class="_ _3"></span>w <span class="_ _3"></span>Zakopanem <span class="_ _3"></span>i <span class="_ _3"></span>Łodzi <span class="_ _3"></span>przy<span class="_ _6"></span> <span class="_ _3"></span>ul. <span class="_ _5"></span>Smugowej<span class="_ _6"></span><span class="ff2">;<span class="_ _6"></span> </span></span></div><div class="t m0 x24 ha y1b5 ff2 fs4 fc1 sc0 ls0 ws0">w 2021 r. aktualni<span class="_ _6"></span>e <span class="ff1">obie inwestycj<span class="_ _6"></span>e są kontynuowane<span class="_ _6"></span></span>; </div><div class="t m0 x35 ha y1b6 ff2 fs4 fc1 sc0 ls0 ws0"> <span class="_ _32"> </span>w<span class="ff1">y<span class="_ _6"></span>płata dywidendy przez K<span class="_ _6"></span>OBYLARNIA S.A. w kwoc<span class="_ _6"></span>ie 1.717 tys<span class="_ _6"></span></span>. <span class="ff1 lse">zł</span>. </div></div></div><div class="pi" ></div></div><div id="pf17" class="pf w0 h0" ><div class="pc pc17 w0 h0"><img class="bi x6 y2b w4 h7" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w3 h0"><div class="t m0 x7 h8 y2c ff4 fs3 fc3 sc0 ls0 ws0">SPRAWOZDANE ZARZĄDU Z DZIAŁALNOŚCI<span class="ff3"> MIRBUD S.A. ZA <span class="ls4">ROK</span> <span class="ls5">20</span>21<span class="fc4"> </span></span></div><div class="t m0 x4 h6 y2d ff3 fs2 fc1 sc0 ls0 ws0"> </div></div><div class="c x4 y2e w5 h9"><div class="t m0 x6f ha y2f ff2 fs4 fc3 sc0 ls0 ws0">MIRBUD <span class="ls6">| <span class="_ _6"></span></span><span class="ff1">Ocena zarządza<span class="_ _6"></span>nia zasobami finansowym<span class="_ _6"></span>i i płynnością<span class="_ _6"></span></span> </div></div><div class="c x9 y2e w6 h9"><div class="t m0 xa hb y30 ff3 fs1 fc0 sc0 ls11 ws0">23<span class="fs2 ls0"> </span></div></div><div class="c x0 y0 w3 h0"><div class="t m0 x4 h6 y31 ff3 fs2 fc1 sc0 ls0 ws0"> </div></div><div class="c xb y32 w7 hc"><div class="t m0 xc hd y33 ff5 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x0 y0 w3 h0"><div class="t m0 x4 h6 y271 ff3 fs2 fc1 sc0 ls0 ws0">3.2.<span class="ff2"> <span class="_ _1e"> </span><span class="ff8">Ocena zarządzania zaso<span class="ff7">bami<span class="_ _0"></span> finansowymi <span class="ff8">i<span class="_ _0"></span> płynnością <span class="ff2"> </span></span></span></span></span></div><div class="t m0 x4 ha y272 ff2 fs4 fc1 sc0 ls0 ws0">Zarzadzanie <span class="_ _25"> </span>zasobami<span class="_ _6"></span> <span class="_ _26"> </span>finansowy<span class="_ _6"></span>mi <span class="_ _25"> </span>MIR<span class="_ _6"></span>BUD <span class="_ _25"> </span>S.A. <span class="_ _25"> </span><span class="ff1">zakład<span class="_ _6"></span>a <span class="_ _26"> </span>oparc<span class="_ _6"></span>ie <span class="_ _26"> </span>s<span class="_ _6"></span>truktury <span class="_ _25"> </span>finasowania <span class="_ _25"> </span>o </span></div><div class="t m0 x4 ha y273 ff1 fs4 fc1 sc0 ls0 ws0">długoterminowe <span class="_ _1e"> </span>źródła <span class="_ _1e"> </span>finansowan<span class="_ _6"></span>ia. <span class="_ _e"> </span>Spó<span class="_ _6"></span>łk<span class="ff2">a <span class="_ _1e"> </span>finansuj<span class="_ _6"></span>e <span class="_ _e"> </span></span>prowadzo<span class="_ _6"></span>ną <span class="_ _e"> </span>dz<span class="_ _6"></span>iałalność <span class="_ _1e"> </span>w <span class="_ _1e"> </span><span class="ff2">70% <span class="_ _1e"> </span>w <span class="_ _1e"> </span>oparciu <span class="_ _1e"> </span>o </span></div><div class="t m0 x4 ha y274 ff1 fs4 fc1 sc0 ls0 ws0">kapitał obcy poprzez:<span class="_ _6"></span><span class="ff2"> </span></div><div class="t m0 x35 ha y275 ff2 fs4 fc1 sc0 ls0 ws0"> <span class="_ _32"> </span>k<span class="_ _6"></span>redyty, </div><div class="t m0 x35 ha y276 ff2 fs4 fc1 sc0 ls0 ws0"> <span class="_ _32"> </span>p<span class="ff1">oż<span class="_ _6"></span>yczki</span>, </div><div class="t m0 x35 ha y277 ff2 fs4 fc1 sc0 ls0 ws0"> <span class="_ _32"> </span>z<span class="_ _6"></span>aliczki,  </div><div class="t m0 x35 ha y278 ff2 fs4 fc1 sc0 ls0 ws0"> <span class="_ _32"> </span>leasi<span class="_ _6"></span>ng, </div><div class="t m0 x35 ha y257 ff2 fs4 fc1 sc0 ls0 ws0"> <span class="_ _32"> </span>fac<span class="_ _6"></span>toring.  </div><div class="t m0 x4 ha y279 ff1 fs4 fc1 sc0 ls0 ws0">Spółk<span class="ff2">a </span>do<span class="_ _0"></span>kłada<span class="ff2"> </span>starań <span class="_ _0"></span>by <span class="_ _3"></span>f<span class="_ _6"></span>inansowanie kapitałem <span class="_ _3"></span>obc<span class="_ _6"></span>ym <span class="_ _0"></span>było zdywersyfikowane<span class="_ _6"></span><span class="ff2">, </span>zarówno <span class="_ _3"></span>j<span class="_ _6"></span>eżeli <span class="_ _3"></span>ch<span class="_ _6"></span>odzi </div><div class="t m0 x4 ha y27a ff1 fs4 fc1 sc0 ls0 ws0">o instytucję finansując<span class="_ _6"></span>a jak i wykorzy<span class="_ _6"></span>stywane produkty finansowe.<span class="_ _6"></span><span class="ff2"> </span></div><div class="t m0 x4 ha y27b ff1 fs4 fc1 sc0 ls0 ws0">Za <span class="_ _3"></span>zarządzanie <span class="_ _0"></span>płynnością <span class="_ _3"></span>f<span class="_ _6"></span>inansową <span class="_ _3"></span>odp<span class="_ _6"></span>owiada <span class="_ _3"></span>Zarząd <span class="_ _0"></span>Jednostki <span class="_ _3"></span>Do<span class="_ _6"></span>minującej. <span class="_ _3"></span>Podstawo<span class="_ _6"></span>wymi <span class="_ _3"></span>celami </div><div class="t m0 x4 ha y27c ff1 fs4 fc1 sc0 ls0 ws0">zarządzania zasoba<span class="_ _6"></span>mi finansowymi i płynn<span class="_ _6"></span>ością są: <span class="_ _6"></span><span class="ff2"> </span></div><div class="t m0 x35 ha y27d ff2 fs4 fc1 sc0 ls0 ws0"> <span class="_ _32"> </span><span class="ff1">z<span class="_ _6"></span>apewnienie stabilnego i ef<span class="_ _6"></span>ektywnego finansowan<span class="_ _6"></span>ia działalności,<span class="_ _6"></span></span> </div><div class="t m0 x35 ha y27e ff2 fs4 fc1 sc0 ls0 ws0"> <span class="_ _32"> </span><span class="ff1">c<span class="_ _6"></span>iągłe monitorowanie poz<span class="_ _6"></span>iomu zadłużenia,<span class="_ _6"></span></span> </div><div class="t m0 x35 ha y27f ff2 fs4 fc1 sc0 ls0 ws0"> <span class="_ _32"> </span><span class="ls14">efek<span class="_ _6"></span></span><span class="ff1">tywne zarządzani<span class="_ _6"></span>e kapitałem obrotowym,<span class="_ _6"></span></span> </div><div class="t m0 x35 ha y280 ff2 fs4 fc1 sc0 ls0 ws0"> <span class="_ _32"> </span><span class="ff1">k<span class="_ _6"></span>oordynowanie <span class="_ _f"></span>prz<span class="_ _6"></span>ez <span class="_ _f"></span>Jednostkę <span class="_ _f"></span>Do<span class="_ _6"></span>minującą <span class="_ _f"></span>procesó<span class="_ _6"></span>w <span class="_ _f"></span>zarządzania <span class="_ _e"></span>płynnością <span class="_ _e"></span>finansową <span class="_ _f"></span>w<span class="_ _6"></span> </span></div><div class="t m0 x24 ha y281 ff1 fs4 fc1 sc0 ls0 ws0">spółkach Grupy.<span class="_ _6"></span><span class="ff2"> </span></div><div class="t m0 x4 ha y282 ff1 fs4 fc1 sc0 ls0 ws0">Są one <span class="_ _6"></span>realizowane <span class="_ _6"></span>w re<span class="_ _6"></span>akcji na z<span class="_ _6"></span>mieniające s<span class="_ _6"></span>ię uwarunk<span class="_ _6"></span>owania ekonom<span class="_ _6"></span>iczne i <span class="_ _6"></span>gospodarcze <span class="_ _10"></span><span class="ff2">poprz<span class="_ _6"></span>ez </span></div><div class="t m0 x4 ha y283 ff1 fs4 fc1 sc0 ls0 ws0">efektywne zarządz<span class="_ _6"></span>anie ryzykiem kredytowym<span class="_ _6"></span><span class="ff2">, stopy p<span class="_ _6"></span>rocentowej i walut<span class="_ _6"></span>owym. </span></div><div class="t m0 x4 ha y284 ff2 fs4 fc1 sc0 ls0 ws0">Strategia <span class="_ _1b"> </span><span class="ff1">Spółki</span> <span class="_ _1b"> </span><span class="ff1">przewid<span class="_ _6"></span>uje <span class="_ _1a"> </span>w <span class="_ _1b"> </span>kolej<span class="_ _6"></span>nych <span class="_ _1a"> </span>latach, <span class="_ _1b"> </span>s<span class="_ _6"></span>topniową <span class="_ _1a"> </span>z<span class="_ _6"></span>amianę <span class="_ _1b"> </span>długu <span class="_ _1b"> </span>krótkoterminowego<span class="_ _6"></span> </span></div><div class="t m0 x4 ha y285 ff1 fs4 fc1 sc0 ls0 ws0">finansującego  pojedync<span class="_ _6"></span>ze  kontrakty  budowlane  na  finansowa<span class="_ _6"></span>nie  długoterminowe <span class="_ _29"> </span>ze  sz<span class="_ _6"></span>czególnym </div><div class="t m0 x4 ha y286 ff1 fs4 fc1 sc0 ls0 ws0">uwzględnieniem <span class="_ _b"> </span>zaliczek <span class="_ _33"> </span>od <span class="_ _d"> </span>Zama<span class="_ _6"></span>wiającego <span class="_ _33"> </span>przy <span class="_ _33"> </span>k<span class="_ _6"></span>ontraktach <span class="_ _d"> </span>infrastru<span class="_ _6"></span>kturalnych <span class="_ _b"> </span><span class="ff2">oraz <span class="_ _33"> </span>w </span></div><div class="t m0 x4 ha y287 ff1 fs4 fc1 sc0 ls0 ws0">długoterminowej pers<span class="_ _6"></span>pektywie stopniową redukc<span class="_ _6"></span>ję zadłużenia. <span class="_ _6"></span><span class="ff2"> </span></div><div class="t m0 x4 h3 y288 ff1 fs4 fc1 sc0 ls0 ws0">Monitorowanie <span class="_ _10"></span>efektywności <span class="_ _6"></span>zarz<span class="_ _6"></span>ądz<span class="ff2">ania <span class="_ _6"></span>zasob<span class="_ _6"></span>ami <span class="_ _6"></span>finansowym<span class="_ _6"></span>i<span class="fs0"> <span class="_ _6"></span></span></span>odbyw<span class="_ _6"></span>a <span class="_ _6"></span>się <span class="_ _6"></span>m.in. <span class="_ _6"></span>prz<span class="_ _6"></span>y <span class="_ _6"></span>wykorzys<span class="_ _6"></span>taniu </div><div class="t m0 x4 ha y289 ff1 fs4 fc1 sc0 ls0 ws0">poniższych ws<span class="_ _6"></span>kaźników:<span class="ff2"> </span></div><div class="t m0 x4 h4b y4d ffa fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 x4 h24 y28a ff9 fs5 fc1 sc0 ls0 ws0">Tabela: Wskaźni<span class="_ _3"></span>k<span class="_ _6"></span>i zadłu<span class="_ _0"></span>żenia <span class="ffa">MIRBUD S.A.   <span class="_ _0"></span> </span></div></div><div class="c x4 y28b w43 h4c"><div class="t m0 x70 h12 y28c ff8 fs3 fc1 sc0 ls0 ws0">Wyszczególnienie<span class="ff7"> </span></div></div><div class="c x71 y28b w44 h4c"><div class="t m0 x55 h12 y28c ff7 fs3 fc1 sc0 ls0 ws0">31.<span class="ls9">12</span>.2021 </div></div><div class="c x72 y28b w45 h4c"><div class="t m0 x3e h12 y28c ff7 fs3 fc1 sc0 ls0 ws0">31.12.2020 </div></div><div class="c x4 y28d w43 h4d"><div class="t m0 xa h12 y28e ff8 fs3 fc1 sc0 ls0 ws0">Wskaźnik ogólnego zadłużenia<span class="ff7"> </span></div><div class="t m0 xa h12 y28f ffb fs3 fc1 sc0 ls0 ws0">Zobowiązania ogółem / Aktywa<span class="ff7"> </span></div></div><div class="c x71 y28d w44 h4d"><div class="t m0 x62 h12 y290 ff7 fs3 fc1 sc0 ls9 ws0">0,70<span class="ls0"> </span></div></div><div class="c x72 y28d w45 h4d"><div class="t m0 x73 h12 y290 ff7 fs3 fc1 sc0 ls9 ws0">0,68<span class="ls0"> </span></div></div><div class="c x4 y291 w43 h4e"><div class="t m0 xa h12 y292 ff8 fs3 fc1 sc0 ls0 ws0">Wskaźnik zadłużenia długoterminowego<span class="ff7"> </span></div><div class="t m0 xa h12 y13e ffb fs3 fc1 sc0 ls0 ws0">Zobowiązania długoterminowe / Aktywa<span class="ff7"> </span></div></div><div class="c x71 y291 w44 h4e"><div class="t m0 x62 h12 y293 ff7 fs3 fc1 sc0 ls9 ws0">0,25<span class="ls0"> </span></div></div><div class="c x72 y291 w45 h4e"><div class="t m0 x73 h12 y293 ff7 fs3 fc1 sc0 ls0 ws0">0,32 </div></div><div class="c x4 y294 w43 h4e"><div class="t m0 xa h12 y292 ff8 fs3 fc1 sc0 ls0 ws0">Wskaźnik zadłużenia krótkoterminowego<span class="ff7"> </span></div><div class="t m0 xa h12 y295 ffb fs3 fc1 sc0 ls0 ws0">Zobowiązania krótkoterminowe / Aktywa<span class="ff7"> </span></div></div><div class="c x71 y294 w44 h4e"><div class="t m0 x62 h12 y293 ff7 fs3 fc1 sc0 ls9 ws0">0,45<span class="ls0"> </span></div></div><div class="c x72 y294 w45 h4e"><div class="t m0 x73 h12 y293 ff7 fs3 fc1 sc0 ls0 ws0">0,36 </div></div><div class="c x4 y296 w43 h4f"><div class="t m0 xa h12 y297 ff8 fs3 fc1 sc0 ls0 ws0">Wskaźnik zadłużenia kapitału własnego<span class="ff7"> </span></div><div class="t m0 xa h12 y295 ffb fs3 fc1 sc0 ls0 ws0">Zobowiązania / Kapitał własny<span class="ff7"> </span></div></div><div class="c x71 y296 w44 h4f"><div class="t m0 x62 h12 y298 ff7 fs3 fc1 sc0 ls9 ws0">2,34<span class="ls0"> </span></div></div><div class="c x72 y296 w45 h4f"><div class="t m0 x73 h12 y298 ff7 fs3 fc1 sc0 ls9 ws0">2,15<span class="ls0"> </span></div></div><div class="c x0 y0 w3 h0"><div class="t m0 x4 h4b y299 ffa fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 x4 ha y29a ff2 fs4 fc1 sc0 ls0 ws0">W raportowanym ok<span class="_ _6"></span>resie poziom <span class="_ _6"></span><span class="ff1">zadłużenia <span class="_ _6"></span>wzrósł o <span class="_ _6"></span></span>2<span class="ls20">%,</span> <span class="ff1">zmianie uległa <span class="_ _6"></span>również </span>j<span class="_ _6"></span>ego struktura <span class="ff1">(s<span class="_ _6"></span>padł </span></div><div class="t m0 x4 ha y29b ff2 fs4 fc1 sc0 ls14 ws0">o <span class="_ _13"> </span><span class="ls0">7 <span class="ff1">p.p. <span class="_ _29"> </span>udz<span class="_ _6"></span>iał <span class="_ _29"> </span>z<span class="_ _6"></span>adłużenia <span class="_ _13"> </span>długoterminow<span class="_ _6"></span>ego <span class="_ _29"> </span>a <span class="_ _12"> </span>w<span class="_ _6"></span>zrósł <span class="_ _13"> </span>udział <span class="_ _29"> </span>zad<span class="_ _6"></span>łużenia <span class="_ _29"> </span>kr<span class="_ _6"></span>ótkoterminowego<span class="_ _6"></span></span><span class="ls10">) <span class="_ _29"> </span></span>c<span class="_ _6"></span>o </span></div><div class="t m0 x4 ha y29c ff1 fs4 fc1 sc0 ls0 ws0">wynikało z:<span class="_ _6"></span><span class="ff2"> </span></div><div class="t m0 x4 ha y29d ff2 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 x35 ha y29e ff2 fs4 fc1 sc0 ls0 ws0"> <span class="_ _32"> </span><span class="ff1">z<span class="_ _6"></span>akupu <span class="_ _6"></span>w <span class="_ _6"></span>leas<span class="_ _6"></span>ingu <span class="_ _6"></span>przez <span class="_ _10"></span>MIRBUD <span class="_ _10"></span>S.A. <span class="_ _6"></span>maszy<span class="_ _6"></span>n <span class="_ _6"></span>i <span class="_ _6"></span>urzą<span class="_ _6"></span>dz<span class="_ _6"></span>eń <span class="_ _6"></span>oraz <span class="_ _6"></span>ś<span class="_ _6"></span>rodków <span class="_ _6"></span>transpo<span class="_ _6"></span>rtu <span class="_ _6"></span>za <span class="_ _10"></span>kwotę </span></div><div class="t m0 x24 ha y29f ff2 fs4 fc1 sc0 ls14 ws0">ok<span class="ff1 ls0">oło<span class="ff2"> 12 </span>mln zł –<span class="_ _6"></span><span class="ff2"> </span>wzrost długoterminowyc<span class="_ _6"></span>h i krótkoterminowyc<span class="_ _6"></span>h zobowiązania fin<span class="_ _6"></span>ansowych<span class="_ _6"></span><span class="ff2">; </span></span></div></div></div><div class="pi" ></div></div><div id="pf18" class="pf w0 h0" ><div class="pc pc18 w0 h0"><img class="bi x6 y2b w4 h7" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w3 h0"><div class="t m0 x7 h8 y2c ff4 fs3 fc3 sc0 ls0 ws0">SPRAWOZDANE ZARZĄDU Z DZIAŁALNOŚCI<span class="ff3"> MIRBUD S.A. ZA <span class="ls4">ROK</span> <span class="ls5">20</span>21<span class="fc4"> </span></span></div><div class="t m0 x4 h6 y2d ff3 fs2 fc1 sc0 ls0 ws0"> </div></div><div class="c x4 y2e w5 h9"><div class="t m0 x6f ha y2f ff2 fs4 fc3 sc0 ls0 ws0">MIRBUD <span class="ls6">| <span class="_ _6"></span></span><span class="ff1">Ocena zarządza<span class="_ _6"></span>nia zasobami finansowym<span class="_ _6"></span>i i płynnością<span class="_ _6"></span></span> </div></div><div class="c x9 y2e w6 h9"><div class="t m0 xa hb y30 ff3 fs1 fc0 sc0 ls11 ws0">24<span class="fs2 ls0"> </span></div></div><div class="c x0 y0 w3 h0"><div class="t m0 x4 h6 y31 ff3 fs2 fc1 sc0 ls0 ws0"> </div></div><div class="c xb y32 w7 hc"><div class="t m0 xc hd y33 ff5 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x0 y0 w3 h0"><div class="t m0 x24 ha y136 ff2 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 x35 ha y168 ff2 fs4 fc1 sc0 ls0 ws0"> <span class="_ _32"> </span>s<span class="_ _6"></span>ukcesywnego rozliczania prz<span class="_ _6"></span>ez MIRBUD S.A. zalicz<span class="_ _6"></span>e<span class="ff1">k otrzymanyc<span class="_ _6"></span>h od GDDKiA na realizację </span></div><div class="t m0 x24 ha y169 ff1 fs4 fc1 sc0 ls0 ws0">kontraktów drogowych<span class="_ _6"></span><span class="ff2">; </span></div><div class="t m0 x5 ha y16a ff2 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 x35 ha y2a0 ff2 fs4 fc1 sc0 ls0 ws0"> <span class="_ _32"> </span>wz<span class="_ _6"></span>rostu <span class="_ _27"> </span><span class="ff1">z<span class="_ _6"></span>obowiązań <span class="_ _21"> </span>handlowych <span class="_ _21"> </span>spowodowanego<span class="_ _6"></span> <span class="_ _27"> </span>dwukr<span class="_ _6"></span>otnym <span class="_ _27"> </span>wz<span class="_ _6"></span>rostem <span class="_ _27"> </span>s<span class="_ _6"></span>kali <span class="_ _27"> </span>działa<span class="_ _6"></span>lności </span></div><div class="t m0 x24 ha y2a1 ff1 fs4 fc1 sc0 ls0 ws0">(przejście dużyc<span class="_ _6"></span>h projektów drogowych w fazę z<span class="_ _6"></span>awansowanej realizacji)<span class="_ _6"></span><span class="ff2">; <span class="_ _6"></span> </span></div><div class="t m0 x24 ha y2a2 ff2 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 x35 ha y2a3 ff2 fs4 fc1 sc0 ls0 ws0"> <span class="_ _32"> </span><span class="ff1">z<span class="_ _6"></span>apadalności <span class="_ _10"></span>w <span class="_ _10"></span>20<span class="_ _6"></span>22 <span class="_ _6"></span>k<span class="_ _6"></span>redytów <span class="_ _10"></span>obro<span class="_ _6"></span>towych <span class="_ _10"></span>w <span class="_ _f"></span>PKO <span class="_ _10"></span>BP, <span class="_ _10"></span>PEKAO <span class="_ _f"></span>S.A., <span class="_ _6"></span>BO<span class="_ _6"></span>Ś <span class="_ _10"></span>S.A., <span class="_ _10"></span>mBa<span class="_ _6"></span>nk <span class="_ _10"></span>S.A. </span></div><div class="t m0 x24 ha y2a4 ff1 fs4 fc1 sc0 ls0 ws0">ok. 60 mln zł (Spółka p<span class="_ _6"></span>lanuje rolować<span class="_ _6"></span> zobowiązania na<span class="_ _6"></span> kolejne okresy 24 m<span class="_ _6"></span><span class="ff2">-czne);<span class="_ _6"></span> </span></div><div class="t m0 x24 ha y2a5 ff2 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 x35 ha y2a6 ff2 fs4 fc1 sc0 ls0 ws0"> <span class="_ _32"> </span><span class="ff1">z<span class="_ _6"></span>miany <span class="_ _10"></span>warunków<span class="_ _6"></span> <span class="_ _10"></span>ry<span class="_ _6"></span>nkowych <span class="_ _10"></span>dos<span class="_ _6"></span>tawy <span class="_ _f"></span>materiałów <span class="_ _10"></span>wy<span class="_ _6"></span>muszający<span class="_ _6"></span>ch <span class="_ _10"></span>wcz<span class="_ _6"></span>eśniejszą <span class="_ _10"></span>płatność<span class="_ _6"></span> <span class="_ _f"></span>lub </span></div><div class="t m0 x24 ha y2a7 ff1 fs4 fc1 sc0 ls0 ws0">płatności  zaliczkowe,  co  miało <span class="_ _21"> </span>w<span class="_ _6"></span>pływ  na  zwiększone  wykorzystanie  dostępnych  kredytów </div><div class="t m0 x24 ha y2a8 ff2 fs4 fc1 sc0 ls0 ws0">obrotowych. </div><div class="t m0 x4 ha y2a9 ff1 fs4 fc1 sc0 ls0 ws0">Należy zwrócić uwagę<span class="_ _6"></span>, że na dzień 3<span class="_ _6"></span><span class="ff2">1.<span class="ls8">12</span>.2021 r. Emitent nie <span class="_ _6"></span></span>posiadał długu netto<span class="_ _6"></span><span class="ff2 lsc">. <span class="ls0"> </span></span></div><div class="t m0 x4 ha y2aa ff2 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 x4 ha y2ab ff2 fs4 fc1 sc0 ls0 ws0">Na <span class="_ _10"></span>pozi<span class="_ _6"></span>om <span class="_ _10"></span><span class="ff1">i <span class="_ _f"></span>strukturę <span class="_ _10"></span>za<span class="_ _6"></span>dłużenia <span class="_ _f"></span></span>MIRBUD <span class="_ _f"></span>S.A. <span class="_ _10"></span>w <span class="_ _f"></span>perspektywie <span class="_ _f"></span>roku <span class="_ _10"></span>202<span class="_ _6"></span>2 <span class="_ _10"></span><span class="ff1">wpływ <span class="_ _f"></span>będzie <span class="_ _10"></span>mi<span class="_ _6"></span>ała <span class="_ _10"></span>sk<span class="_ _6"></span>ala </span></div><div class="t m0 x4 ha y2ac ff2 fs4 fc1 sc0 ls0 ws0">nowych <span class="_ _1e"> </span><span class="ff1">kontraktów <span class="_ _1e"> </span>budowlanyc<span class="_ _6"></span>h <span class="_ _1e"> </span></span>oraz <span class="_ _1e"> </span><span class="ff1">dostępność <span class="_ _1e"> </span>gwarancj<span class="_ _6"></span>i <span class="_ _e"> </span>zwrotu <span class="_ _1e"> </span>zalicz<span class="_ _6"></span>ki <span class="_ _1e"> </span>w <span class="_ _1e"> </span>związku <span class="_ _1e"> </span>z <span class="_ _1e"> </span>wdrażaną<span class="_ _6"></span></span> </div><div class="t m0 x4 ha y2ad ff2 fs4 fc1 sc0 ls0 ws0">strategi<span class="ff1">ą</span> <span class="ff1">finasowan<span class="_ _6"></span>ia dużych kontraktów drogo<span class="_ _6"></span>wych z zaliczek od Zam<span class="_ _6"></span>awiającego.<span class="_ _10"></span></span> </div><div class="t m0 x4 ha y2ae ff2 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 x4 h24 y2af ff9 fs5 fc1 sc0 ls0 ws0">Tabela: Wskaźni<span class="_ _3"></span>k<span class="_ _6"></span>i płynno<span class="_ _0"></span>ści Grupy <span class="ffa"> </span></div></div><div class="c x4 y2b0 w46 h50"><div class="t m0 x74 hf y143 ff8 fs4 fc1 sc0 ls0 ws0">Wyszczególnienie<span class="_ _6"></span><span class="ff7"> </span></div></div><div class="c x71 y2b0 w44 h50"><div class="t m0 x44 hf y143 ff7 fs4 fc1 sc0 ls0 ws0">31.<span class="ls8">12</span>.2021 </div></div><div class="c x72 y2b0 w47 h50"><div class="t m0 x48 hf y143 ff7 fs4 fc1 sc0 ls0 ws0">31.12.2020 </div></div><div class="c x4 y152 w46 h51"><div class="t m0 xa h12 y2b1 ff8 fs3 fc1 sc0 ls0 ws0">Wskaźnik płynności bieżącej<span class="ff7"> </span></div><div class="t m0 xa h12 y2b2 ff7 fs3 fc1 sc0 ls0 ws0">Aktywa <span class="ff8">obrotowe /Zobowiązania krótkoterminowe</span> </div></div><div class="c x71 y152 w44 h51"><div class="t m0 x62 h12 yc3 ff7 fs3 fc1 sc0 ls9 ws0">1,<span class="ls0">20 </span></div></div><div class="c x72 y152 w47 h51"><div class="t m0 x73 h12 yc3 ff7 fs3 fc1 sc0 ls9 ws0">1,24<span class="ls0"> </span></div></div><div class="c x4 y2b3 w46 h52"><div class="t m0 xa h12 y2b4 ff8 fs3 fc1 sc0 ls0 ws0">Wskaźnik przyspieszonej płynności<span class="ff7"> </span></div><div class="t m0 xa h12 y2b5 ff7 fs3 fc1 sc0 ls0 ws0">(Aktywa obrotowe - Zapasy - <span class="ff8">Krótkoterminowe rozliczenia </span></div><div class="t m0 xa h12 y2b2 ff8 fs3 fc1 sc0 ls0 ws0">międzyokresowe) / Zobowiązania krótkoterminowe<span class="ff7"> </span></div></div><div class="c x71 y2b3 w44 h52"><div class="t m0 x62 h12 yc3 ff7 fs3 fc1 sc0 ls0 ws0">1,20 </div></div><div class="c x72 y2b3 w47 h52"><div class="t m0 x73 h12 yc3 ff7 fs3 fc1 sc0 ls0 ws0">1,22 </div></div><div class="c x4 y2b6 w46 h51"><div class="t m0 xa h12 y2b1 ff8 fs3 fc1 sc0 ls0 ws0">Wskaźnik płynności środków pieniężnych<span class="ff7"> </span></div><div class="t m0 xa h12 y2b2 ff8 fs3 fc1 sc0 ls0 ws0">Środki pieniężne / Zobowiązania krótkoterminowe<span class="ff7"> </span></div></div><div class="c x71 y2b6 w44 h51"><div class="t m0 x62 h12 yc3 ff7 fs3 fc1 sc0 ls9 ws0">0,41<span class="ls0"> </span></div></div><div class="c x72 y2b6 w47 h51"><div class="t m0 x73 h12 yc3 ff7 fs3 fc1 sc0 ls0 ws0">0,64 </div></div><div class="c x0 y0 w3 h0"><div class="t m0 x4 ha y2b7 ff2 fs4 fc1 sc0 ls0 ws0">MIRBUD S.A. <span class="ff1">na <span class="_ _6"></span>dzień 3</span>1.<span class="ls14">12<span class="lsc">.2<span class="_ _6"></span></span></span>021 roku <span class="ff1">utrzyma<span class="_ _6"></span>ła wysoki poziom <span class="_ _6"></span>płynności bież<span class="_ _6"></span>ącej.</span> </div><div class="t m0 x4 ha y2b8 ff2 fs4 fc1 sc0 ls0 ws0"> <span class="_ _2c"> </span> </div></div></div><div class="pi" ></div></div><div id="pf19" class="pf w0 h0" ><div class="pc pc19 w0 h0"><img class="bi x6 y2b w4 h7" alt="" 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"/><div class="c x0 y0 w3 h0"><div class="t m0 x7 h8 y2c ff4 fs3 fc3 sc0 ls0 ws0">SPRAWOZDANE ZARZĄDU Z DZIAŁALNOŚCI<span class="ff3"> MIRBUD S.A. ZA <span class="ls4">ROK</span> <span class="ls5">20</span>21<span class="fc4"> </span></span></div><div class="t m0 x4 h6 y2d ff3 fs2 fc1 sc0 ls0 ws0"> </div></div><div class="c x4 y2e w5 h9"><div class="t m0 x75 ha y2f ff2 fs4 fc3 sc0 ls0 ws0">MIRBUD <span class="ls6">| <span class="_ _6"></span></span><span class="ff1">DZIAŁALNOŚĆ <span class="_ _6"></span>MIRBUD S.A. I PER<span class="_ _6"></span>SPEKTYWY ROZWOJU<span class="_ _6"></span></span> </div></div><div class="c x9 y2e w6 h9"><div class="t m0 xa hb y30 ff3 fs1 fc0 sc0 ls11 ws0">25<span class="fs2 ls0"> </span></div></div><div class="c x0 y0 w3 h0"><div class="t m0 x4 h6 y31 ff3 fs2 fc1 sc0 ls0 ws0"> </div></div><div class="c xb y32 w7 hc"><div class="t m0 xc hd y33 ff5 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x0 y0 w3 h0"><div class="t m0 x4 ha y136 ff2 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y2b9 ff2 fs1 fc1 sc0 ls7 ws0">4.<span class="ls0"> <span class="_ _26"> </span><span class="ff1">DZIAŁALNOŚ<span class="_ _0"></span>Ć MIRBUD<span class="_ _0"></span> <span class="ff2">S.A. I PERS<span class="_ _0"></span>PEKTYWY RO<span class="_ _0"></span>ZWOJU </span></span></span></div><div class="t m0 x4 he y225 ff6 fs2 fc1 sc0 ls0 ws0">4.1.<span class="ff7"> <span class="_ _15"> </span><span class="fs0">Ch<span class="_ _0"></span>arakterystyka rynku </span></span></div><div class="t m0 x4 ha yf9 ff1 fs4 fc1 sc0 ls0 ws0">Według <span class="_ _10"></span>da<span class="_ _6"></span>nych <span class="_ _10"></span>G<span class="_ _6"></span>łównego <span class="_ _f"></span>Urzędu <span class="_ _f"></span><span class="ff2">Statystycznego <span class="_ _f"></span>w <span class="_ _10"></span>2021 <span class="_ _f"></span>roku <span class="_ _10"></span>prz<span class="_ _6"></span>ekazano <span class="_ _f"></span>do <span class="_ _10"></span>ek<span class="_ _6"></span>sploatacji <span class="_ _10"></span>22,<span class="_ _6"></span>5 <span class="_ _10"></span>tys. </span></div><div class="t m0 x4 ha yfa ff1 fs4 fc1 sc0 ls0 ws0">nowych <span class="_ _10"></span>budynków <span class="_ _10"></span>n<span class="_ _6"></span>iemieszkalnych <span class="_ _10"></span>o <span class="_ _10"></span>łącz<span class="_ _6"></span>nej <span class="_ _6"></span>po<span class="_ _6"></span>wierzchni <span class="_ _10"></span>ponad<span class="_ _6"></span> <span class="_ _6"></span>14 <span class="_ _f"></span>mln <span class="_ _6"></span>m</div><div class="t m0 x76 h53 y60 ff2 fs6 fc1 sc0 ls0 ws0">2</div><div class="t m0 x77 ha yfa ff1 fs4 fc1 sc0 ls0 ws0">. <span class="_ _6"></span>T<span class="_ _6"></span>o <span class="_ _10"></span>o <span class="_ _10"></span>8,4% <span class="_ _10"></span>mn<span class="_ _6"></span>iej <span class="_ _10"></span>niż <span class="_ _6"></span>rok<span class="_ _6"></span> </div><div class="t m0 x4 ha y2ba ff1 fs4 fc1 sc0 ls0 ws0">wcześniej. <span class="_ _1e"> </span>Pod <span class="_ _e"> </span>wz<span class="_ _6"></span>ględem <span class="_ _1e"> </span>powierzchni <span class="_ _1e"> </span>przekazan<span class="_ _6"></span>ej <span class="_ _e"> </span>do <span class="_ _1e"> </span>realizacj<span class="_ _6"></span>i <span class="_ _e"> </span>przeważały <span class="_ _1e"> </span>budynk<span class="_ _6"></span>i <span class="_ _e"> </span>przemys<span class="_ _6"></span>łowe <span class="_ _e"> </span>i </div><div class="t m0 x4 ha y2bb ff2 fs4 fc1 sc0 ls25 ws0">ma<span class="ff1 ls0">gazynowe <span class="_ _14"> </span>(<span class="_ _6"></span>46,5%), <span class="_ _14"> </span>w <span class="_ _1a"> </span>następnej <span class="_ _1a"> </span>kolejności: <span class="_ _14"> </span>pozostałe <span class="_ _1a"> </span>budynki <span class="_ _14"> </span>niem<span class="_ _6"></span>ieszkalne <span class="_ _14"> </span>(20,2%)<span class="_ _6"></span> <span class="_ _14"> </span>oraz </span></div><div class="t m0 x4 ha y2bc ff1 fs4 fc1 sc0 ls0 ws0">ogólnodostępne ob<span class="_ _6"></span>iekty kulturalne, edukacyj<span class="_ _6"></span>ne i kultury fizycznej<span class="_ _6"></span> (13,4%).    <span class="_ _6"></span><span class="ff2"> </span></div><div class="t m0 x4 h4b y2bd ffa fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 x4 h54 y2be ffa fs5 fc1 sc0 ls0 ws0">Wykres: <span class="ff9">Struktur<span class="_ _0"></span>a powierzchni u<span class="_ _3"></span>ż<span class="_ _6"></span>ytkowej bud<span class="_ _3"></span>y<span class="_ _6"></span>nków niemie<span class="_ _3"></span>szk<span class="_ _6"></span>alny<span class="_ _0"></span>ch oddan<span class="_ _0"></span>ych do użyt<span class="_ _0"></span>kowania <span class="ffa">w 2021 r. (oprac. GUS)<span class="_ _0"></span><span class="ffc"> </span></span></span></div><div class="t m0 x4 ha y2bf ff2 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 x4 ha y2c0 ff2 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 x4 ha y2a9 ff2 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 x4 ha y2c1 ff2 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 x4 ha y2c2 ff2 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 x4 ha y2c3 ff2 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 x4 ha y2ad ff2 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 x4 ha y2ae ff2 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 x4 ha y2c4 ff2 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 x4 ha y2c5 ff2 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 x4 ha y2c6 ff2 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 x4 ha y2c7 ff2 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 x4 ha y151 ff2 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 x4 ha y2c8 ff1 fs4 fc1 sc0 ls0 ws0">Równocześnie <span class="_ _3"></span>w <span class="_ _5"></span>2<span class="_ _6"></span>021 <span class="_ _5"></span>rok<span class="_ _6"></span>u <span class="_ _3"></span>wydano <span class="_ _3"></span>pozwolenia <span class="_ _3"></span>na <span class="_ _3"></span>budowę <span class="_ _3"></span>35 <span class="_ _5"></span>tys<span class="_ _6"></span>. <span class="_ _5"></span>budynków <span class="_ _3"></span>niemies<span class="_ _6"></span>zkalnych <span class="_ _5"></span>o<span class="_ _6"></span> <span class="_ _5"></span>łącznej<span class="_ _6"></span> </div><div class="t m0 x4 ha y2c9 ff1 fs4 fc1 sc0 ls0 ws0">powierzchni <span class="_ _21"> </span>użytkowej <span class="_ _21"> </span>wy<span class="_ _6"></span>noszącej <span class="_ _21"> </span>20,4 <span class="_ _21"> </span>mln <span class="_ _21"> </span>m</div><div class="t m0 x78 h53 y2ca ff2 fs6 fc1 sc0 ls0 ws0">2</div><div class="t m0 x79 ha y2c9 ff1 fs4 fc1 sc0 ls0 ws0">, <span class="_ _21"> </span>co <span class="_ _21"> </span>jest <span class="_ _21"> </span>wartością <span class="_ _21"> </span>o <span class="_ _27"> </span>27% <span class="_ _21"> </span>wy<span class="_ _6"></span>ższą <span class="_ _21"> </span>względem <span class="_ _21"> </span>roku </div><div class="t m0 x4 ha y2cb ff2 fs4 fc1 sc0 ls0 ws0">poprzedniego.  </div><div class="t m0 x4 ha y2cc ff2 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 x4 h24 y2cd ff9 fs5 fc1 sc0 ls0 ws0">Wykres: Struktura<span class="_ _3"></span> <span class="_ _6"></span>powierzchni uż<span class="_ _0"></span>ytkowej nowych budynkó<span class="_ _3"></span>w <span class="_ _6"></span>niemie<span class="_ _0"></span>szkalnych,<span class="_ _0"></span> na których budowę wydano<span class="_ _0"></span> pozwolenia w 2021 r.<span class="_ _6"></span><span class="ffa"> </span></div><div class="t m0 x4 h24 y2ce ffa fs5 fc1 sc0 ls0 ws0">(oprac.: GUS)<span class="_ _0"></span> </div><div class="t m0 x4 ha y2cf ff2 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 x4 ha y2d0 ff2 fs4 fc1 sc0 ls0 ws0">  </div><div class="t m0 x4 ha y2d1 ff2 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 x4 ha y2d2 ff2 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 x4 ha y2d3 ff2 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 x4 ha y2d4 ff2 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 x4 ha y2d5 ff2 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 x4 ha y2d6 ff2 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 x4 ha y2d7 ff2 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 x4 ha y2d8 ff2 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 x4 ha y2d9 ff2 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 x4 ha y2da ff2 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 x4 ha y2db ff2 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 x4 ha y2dc ff2 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 x4 ha y2dd ff2 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 x4 ha y2de ff1 fs4 fc1 sc0 ls0 ws0">Udział <span class="_ _3"></span>wyd<span class="_ _6"></span>anych <span class="_ _3"></span>pozwoleń<span class="_ _6"></span> <span class="_ _3"></span>na <span class="_ _3"></span>b<span class="_ _6"></span>udowę<span class="ff2"> <span class="_ _6"></span></span>budynków <span class="_ _3"></span>prze<span class="_ _6"></span>mysłowych <span class="_ _3"></span>i <span class="_ _0"></span>magazynowyc<span class="_ _6"></span>h <span class="_ _3"></span>wzrósł <span class="_ _0"></span>w <span class="_ _3"></span>tym <span class="_ _0"></span>czasie </div><div class="t m0 x4 ha y27 ff1 fs4 fc1 sc0 ls0 ws0">do <span class="_ _21"> </span>55%. <span class="_ _21"> </span>Na<span class="_ _6"></span>leży <span class="_ _21"> </span>przy <span class="_ _21"> </span>tym <span class="_ _28"> </span>zauważyć, <span class="_ _21"> </span>iż <span class="_ _21"> </span>w <span class="_ _28"> </span>omawianym <span class="_ _28"> </span>okresie <span class="_ _21"> </span>znacząco <span class="_ _21"> </span>z<span class="_ _6"></span>malał <span class="_ _21"> </span>udzi<span class="_ _6"></span>ał <span class="_ _21"> </span>wydanych </div><div class="t m0 x4 ha y2df ff1 fs4 fc1 sc0 ls0 ws0">pozwoleń na <span class="_ _3"></span>b<span class="_ _6"></span>udowę <span class="_ _0"></span>obiektów kulturalnych, edukacyjnych i <span class="_ _3"></span>kultury fizycznej<span class="_ _6"></span>. Powyższe dane <span class="_ _3"></span>ws<span class="_ _6"></span>kazują </div><div class="t m0 x4 ha y2e0 ff1 fs4 fc1 sc0 ls0 ws0">na <span class="_ _c"> </span>rosnący<span class="_ _6"></span> <span class="_ _c"> </span>po<span class="_ _6"></span>pyt <span class="_ _c"> </span>na <span class="_ _26"> </span>budowę <span class="_ _26"> </span>budynków <span class="_ _26"> </span>magaz<span class="_ _6"></span>ynowych <span class="_ _26"> </span>i <span class="_ _c"> </span>przemysł<span class="_ _6"></span>owych, <span class="_ _c"> </span>prz<span class="_ _6"></span>y <span class="_ _c"> </span>mal<span class="_ _6"></span>ejącym </div><div class="t m0 x4 ha y2e1 ff1 fs4 fc1 sc0 ls0 ws0">zapotrzebowaniu <span class="_ _f"></span>na <span class="_ _10"></span>budynk<span class="_ _6"></span>i <span class="_ _10"></span>użyteczności <span class="_ _10"></span>p<span class="_ _6"></span>ublicznej. <span class="_ _10"></span>T<span class="_ _6"></span>aki <span class="_ _10"></span>stan <span class="_ _10"></span>rzec<span class="_ _6"></span>zy <span class="_ _10"></span>wynika <span class="_ _10"></span>z<span class="_ _6"></span>e <span class="_ _10"></span>zmian <span class="_ _10"></span>w<span class="_ _6"></span> <span class="_ _10"></span>strukturze </div></div><div class="c x7a y2e2 w48 h55"><div class="t m0 x30 h56 y2e3 ffd fs4 fc5 sc0 ls0 ws0">■</div></div><div class="c x7a y2e4 w49 h55"><div class="t m0 x7b ha y2e5 ff2 fs4 fc5 sc0 ls0 ws0"> </div></div><div class="c x7a y2e2 w48 h55"><div class="t m0 x56 h49 y2e3 ff4 fs5 fc1 sc0 ls0 ws0">budynki p<span class="_ _0"></span>rzemysłowe i magazynowe<span class="_ _3"></span><span class="ff3 fc5"> </span></div><div class="t m0 x30 h56 y2e6 ffd fs4 fc6 sc0 ls0 ws0">■</div></div><div class="c x7a y2e4 w49 h55"><div class="t m0 x7b ha y2e7 ff2 fs4 fc6 sc0 ls0 ws0"> </div></div><div class="c x7a y2e2 w48 h55"><div class="t m0 x56 h49 y2e6 ff4 fs5 fc1 sc0 ls0 ws0">pozostałe budy<span class="_ _0"></span>nki niemie<span class="_ _0"></span>szkalne<span class="ff3 fc6"> </span></div><div class="t m0 x30 h56 y2e8 ffd fs4 fc7 sc0 ls0 ws0">■</div></div><div class="c x7a y2e4 w49 h55"><div class="t m0 x7b ha y2e9 ff2 fs4 fc7 sc0 ls0 ws0"> </div></div><div class="c x7a y2e2 w48 h55"><div class="t m0 x56 h49 y2e8 ff3 fs5 fc1 sc0 ls0 ws0">budynki h<span class="_ _0"></span>andlowo-<span class="ff4">usługowe</span><span class="fc7"> </span></div><div class="t m0 x30 h56 y2ea ffd fs4 fc8 sc0 ls0 ws0">■</div></div><div class="c x7a y2e4 w49 h55"><div class="t m0 x7b ha y2eb ff2 fs4 fc8 sc0 ls0 ws0"> </div></div><div class="c x7a y2e2 w48 h55"><div class="t m0 x56 h49 y2ea ff4 fs5 fc1 sc0 ls0 ws0">ogólnodost<span class="_ _0"></span>ępne <span class="ff3">obiekty k<span class="_ _0"></span>ulturalne, budynk<span class="_ _0"></span>i o charakt<span class="_ _0"></span>erze </span></div><div class="t m0 x56 h49 y2ec ff4 fs5 fc1 sc0 ls0 ws0">edukacyjny<span class="_ _0"></span>m, budynki szpi<span class="_ _0"></span>tali i zakładów opi<span class="_ _0"></span>eki medyc<span class="_ _0"></span>znej </div><div class="t m0 x56 h49 y2ed ff3 fs5 fc1 sc0 ls0 ws0">oraz budynki<span class="_ _0"></span> kultury fizycznej<span class="fc8"> </span></div><div class="t m0 x30 h56 y2ee ffd fs4 fc9 sc0 ls0 ws0">■</div></div><div class="c x7a y2e4 w49 h55"><div class="t m0 x7b ha y2ef ff2 fs4 fc9 sc0 ls0 ws0"> </div></div><div class="c x7a y2e2 w48 h55"><div class="t m0 x56 h49 y2ee ff3 fs5 fc1 sc0 ls0 ws0">budynki b<span class="_ _0"></span>iurowe<span class="fc9"> </span></div><div class="t m0 x30 h56 y2f0 ffd fs4 fca sc0 ls0 ws0">■</div></div><div class="c x7a y2e4 w49 h55"><div class="t m0 x7b ha y2f1 ff2 fs4 fca sc0 ls0 ws0"> </div></div><div class="c x7a y2e2 w48 h55"><div class="t m0 x56 h49 y2f0 ff3 fs5 fc1 sc0 ls0 ws0">hotele i bud<span class="_ _0"></span>ynki zakwatero<span class="_ _0"></span>wania turysty<span class="_ _0"></span>cznego<span class="fca"> </span></div><div class="t m0 x30 h56 y2f2 ffd fs4 fcb sc0 ls0 ws0">■</div></div><div class="c x7a y2e4 w49 h55"><div class="t m0 x7b ha y2f3 ff2 fs4 fcb sc0 ls0 ws0"> </div></div><div class="c x7a y2e2 w48 h55"><div class="t m0 x56 h49 y2f2 ff4 fs5 fc1 sc0 ls0 ws0">budynki tran<span class="_ _0"></span>sportu i łącznośc<span class="_ _0"></span>i<span class="ff3 fcb"> </span></div></div><div class="c x7c y2f4 w4a h57"><div class="t m0 x30 h56 y2f5 ffd fs4 fc5 sc0 ls0 ws0">■</div></div><div class="c x7c y2f6 w4b h57"><div class="t m0 x7b ha y2f7 ff2 fs4 fc5 sc0 ls0 ws0"> </div></div><div class="c x7c y2f4 w4a h57"><div class="t m0 x56 h49 y2f5 ff4 fs5 fc1 sc0 ls0 ws0">budynki p<span class="_ _0"></span>rzemysłowe i <span class="ff3">magazynowe<span class="_ _3"></span><span class="fc5"> </span></span></div><div class="t m0 x30 h56 y2f8 ffd fs4 fc6 sc0 ls0 ws0">■</div></div><div class="c x7c y2f6 w4b h57"><div class="t m0 x7b ha y2f9 ff2 fs4 fc6 sc0 ls0 ws0"> </div></div><div class="c x7c y2f4 w4a h57"><div class="t m0 x56 h49 y2f8 ff4 fs5 fc1 sc0 ls0 ws0">pozostałe b<span class="ff3">udynk<span class="_ _3"></span>i niemieszkalne<span class="fc6"> </span></span></div><div class="t m0 x30 h56 y2fa ffd fs4 fc7 sc0 ls0 ws0">■</div></div><div class="c x7c y2f6 w4b h57"><div class="t m0 x7b ha y2fb ff2 fs4 fc7 sc0 ls0 ws0"> </div></div><div class="c x7c y2f4 w4a h57"><div class="t m0 x56 h49 y2fa ff3 fs5 fc1 sc0 ls0 ws0">budynki h<span class="_ _0"></span>andlowo-<span class="ff4">usługowe</span><span class="fc7"> </span></div><div class="t m0 x30 h56 y2fc ffd fs4 fc8 sc0 ls0 ws0">■</div></div><div class="c x7c y2f6 w4b h57"><div class="t m0 x7b ha y2fd ff2 fs4 fc8 sc0 ls0 ws0"> </div></div><div class="c x7c y2f4 w4a h57"><div class="t m0 x56 h49 y2fc ff4 fs5 fc1 sc0 ls0 ws0">ogólnodost<span class="_ _0"></span>ępne <span class="ff3">obiekty k<span class="_ _0"></span>ulturalne, budynk<span class="_ _0"></span>i o charakt<span class="_ _0"></span>erze </span></div><div class="t m0 x56 h49 y2fe ff4 fs5 fc1 sc0 ls0 ws0">edukacyjny<span class="_ _0"></span>m, budynki szpi<span class="_ _0"></span>tali i zakładów opi<span class="_ _0"></span>eki medyc<span class="_ _0"></span>znej oraz </div><div class="t m0 x56 h49 y2ff ff3 fs5 fc1 sc0 ls0 ws0">budynki k<span class="_ _0"></span>ultury fizycznej<span class="fc8"> </span></div><div class="t m0 x30 h56 y300 ffd fs4 fc9 sc0 ls0 ws0">■</div></div><div class="c x7c y2f6 w4b h57"><div class="t m0 x7b ha y301 ff2 fs4 fc9 sc0 ls0 ws0"> </div></div><div class="c x7c y2f4 w4a h57"><div class="t m0 x56 h49 y300 ff3 fs5 fc1 sc0 ls0 ws0">hotele i bud<span class="_ _0"></span>ynki zakwatero<span class="_ _0"></span>wania turysty<span class="_ _0"></span>cznego<span class="fc9"> </span></div><div class="t m0 x30 h56 y302 ffd fs4 fca sc0 ls0 ws0">■</div></div><div class="c x7c y2f6 w4b h57"><div class="t m0 x7b ha y303 ff2 fs4 fca sc0 ls0 ws0"> </div></div><div class="c x7c y2f4 w4a h57"><div class="t m0 x56 h49 y302 ff3 fs5 fc1 sc0 ls0 ws0">budynki b<span class="_ _0"></span>iurowe<span class="fca"> </span></div><div class="t m0 x30 h56 y304 ffd fs4 fcb sc0 ls0 ws0">■</div></div><div class="c x7c y2f6 w4b h57"><div class="t m0 x7b ha y305 ff2 fs4 fcb sc0 ls0 ws0"> </div></div><div class="c x7c y2f4 w4a h57"><div class="t m0 x56 h49 y304 ff4 fs5 fc1 sc0 ls0 ws0">budynki tran<span class="_ _0"></span>sportu i łącznośc<span class="_ _0"></span>i<span class="ff3 fcb"> </span></div></div></div><div class="pi" ></div></div><div id="pf1a" class="pf w0 h0" ><div class="pc pc1a w0 h0"><img class="bi x6 y2b w4 h7" alt="" 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class="c x0 y0 w3 h0"><div class="t m0 x7 h8 y2c ff4 fs3 fc3 sc0 ls0 ws0">SPRAWOZDANE ZARZĄDU Z DZIAŁALNOŚCI<span class="ff3"> MIRBUD S.A. ZA <span class="ls4">ROK</span> <span class="ls5">20</span>21<span class="fc4"> </span></span></div><div class="t m0 x4 h6 y2d ff3 fs2 fc1 sc0 ls0 ws0"> </div></div><div class="c x4 y2e w5 h9"><div class="t m0 x7d ha y2f ff2 fs4 fc3 sc0 ls0 ws0">MIRBUD <span class="ls6">| <span class="_ _6"></span></span>Charakterysty<span class="_ _6"></span>ka rynku </div></div><div class="c x9 y2e w6 h9"><div class="t m0 xa hb y30 ff3 fs1 fc0 sc0 ls11 ws0">26<span class="fs2 ls0"> </span></div></div><div class="c x0 y0 w3 h0"><div class="t m0 x4 h6 y31 ff3 fs2 fc1 sc0 ls0 ws0"> </div></div><div class="c xb y32 w7 hc"><div class="t m0 xc hd y33 ff5 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x0 y0 w3 h0"><div class="t m0 x4 ha y136 ff1 fs4 fc1 sc0 ls0 ws0">rynku <span class="_ _32"> </span>bud<span class="_ _6"></span>owlanego <span class="_ _32"> </span>spo<span class="_ _6"></span>wodowanych <span class="_ _32"> </span>wy<span class="_ _6"></span>stąpieniem <span class="_ _17"> </span>pandemi<span class="_ _6"></span><span class="ff2">i <span class="_ _32"> </span>k<span class="_ _6"></span>oronawirus<span class="_ _6"></span>a <span class="_ _32"> </span>COViD-<span class="_ _6"></span>19 <span class="_ _32"> </span>oraz </span></div><div class="t m0 x4 ha y168 ff1 fs4 fc1 sc0 ls0 ws0">wstrzymaniem ś<span class="_ _6"></span>rodków u<span class="_ _6"></span>nijnych z<span class="_ _6"></span> Krajoweg<span class="_ _6"></span>o Planu <span class="_ _6"></span>Odbudowy, <span class="_ _6"></span>a co<span class="_ _6"></span> za ty<span class="_ _6"></span>m idzie <span class="_ _10"></span>–<span class="ff2"> <span class="_ _6"></span>wstrz<span class="_ _6"></span>ymaniem lub </span></div><div class="t m0 x4 ha y169 ff1 fs4 fc1 sc0 ls0 ws0">ograniczaniem planów <span class="_ _6"></span>inwestycyjnych przez<span class="_ _6"></span> inwestorów publicznyc<span class="_ _6"></span>h, w tym głównie samorządowy<span class="_ _6"></span>ch.<span class="_ _6"></span><span class="ff2"> </span></div><div class="t m0 x4 ha y16a ff2 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 x4 ha y2a0 ff1 fs4 fc1 sc0 ls0 ws0">Analizując <span class="_ _6"></span>potencjał <span class="_ _6"></span>rynku <span class="_ _10"></span>budownict<span class="_ _6"></span>wa <span class="_ _6"></span>przemysł<span class="_ _6"></span>owego, <span class="_ _6"></span>a <span class="_ _6"></span>w <span class="_ _6"></span>szczególności <span class="_ _10"></span>–<span class="ff2"> <span class="_ _6"></span></span>m<span class="_ _6"></span>agazynowego, <span class="_ _6"></span>należy<span class="_ _6"></span> </div><div class="t m0 x4 ha y2a1 ff1 fs4 fc1 sc0 ls0 ws0">zwrócić <span class="_ _3"></span>uwagę <span class="_ _3"></span>na<span class="_ _6"></span> <span class="_ _5"></span>ws<span class="_ _6"></span>kaźniki <span class="_ _3"></span>powierzc<span class="_ _6"></span>hni <span class="_ _3"></span>magazynowej <span class="_ _3"></span>wybud<span class="_ _6"></span>owanej, <span class="_ _3"></span>ale <span class="_ _3"></span>niewynaj<span class="_ _6"></span>ętej. <span class="_ _3"></span>Według <span class="_ _3"></span>danych<span class="_ _6"></span> </div><div class="t m0 x4 ha y2a2 ff1 fs4 fc1 sc0 ls0 ws0">zebranych <span class="_ _1e"> </span>przez <span class="_ _1e"> </span>firmę <span class="_ _1e"> </span>Colliers <span class="_ _27"> </span><span class="ff2">- <span class="_ _1e"> </span></span>współczy<span class="_ _6"></span>nnik <span class="_ _1e"> </span>powierzchni <span class="_ _1e"> </span>niewynajęt<span class="_ _6"></span>ej <span class="_ _e"> </span>na <span class="_ _1e"> </span>ryn<span class="_ _6"></span>ku <span class="_ _e"> </span>mag<span class="_ _6"></span>azynowym <span class="_ _1e"> </span>w </div><div class="t m0 x4 ha y2a3 ff1 fs4 fc1 sc0 ls0 ws0">całym <span class="_ _27"> </span>k<span class="_ _6"></span>raju <span class="_ _27"> </span>wyniósł <span class="_ _21"> </span>na <span class="_ _27"> </span>ko<span class="_ _6"></span>niec <span class="_ _27"> </span>2021 <span class="_ _21"> </span>roku <span class="_ _27"> </span>3,8%, <span class="_ _21"> </span>notuj<span class="_ _6"></span>ąc <span class="_ _27"> </span>tym <span class="_ _21"> </span>samym <span class="_ _27"> </span>spadek <span class="_ _21"> </span>o <span class="_ _21"> </span>2,8 <span class="_ _27"> </span>p.p. <span class="_ _21"> </span>względem </div><div class="t m0 x4 ha y2a4 ff1 fs4 fc1 sc0 ls0 ws0">analogicznego <span class="_ _6"></span>okresu <span class="_ _6"></span>r<span class="_ _6"></span>oku <span class="_ _6"></span>poprzedniego. <span class="_ _10"></span>W <span class="_ _6"></span>całym <span class="_ _6"></span>2021 <span class="_ _6"></span>roku <span class="_ _6"></span>dewel<span class="_ _6"></span>operzy <span class="_ _6"></span>powierz<span class="_ _6"></span>chni mag<span class="_ _6"></span>azynowo </div><div class="t m0 x4 ha y2a5 ff1 fs4 fc1 sc0 ls0 ws0">–<span class="ff2"> <span class="_ _0"></span><span class="ff1">logistycznych ukończyli inwestycje o <span class="_ _3"></span>ł<span class="_ _6"></span>ącznej powierzchni <span class="_ _0"></span>ok. 3,1 <span class="_ _0"></span>mln m</span></span></div><div class="t m0 x7e h53 y306 ff2 fs6 fc1 sc0 ls0 ws0">2</div><div class="t m0 x7f ha y2a5 ff2 fs4 fc1 sc0 ls0 ws0">, <span class="_ _0"></span>co j<span class="ff1">est najwyższym rocznym </span></div><div class="t m0 x4 ha y2a6 ff1 fs4 fc1 sc0 ls0 ws0">wynikiem  dla  tego <span class="_ _21"> </span>r<span class="_ _6"></span>ynku  w  Polsce. <span class="_ _28"> </span>2021  rok  był <span class="_ _21"> </span>r<span class="_ _6"></span>ównież  rekordowym  pod  względem  wolumenu </div><div class="t m0 x4 ha y2a7 ff1 fs4 fc1 sc0 ls0 ws0">powierzchni <span class="_ _10"></span>mag<span class="_ _6"></span>azynowych <span class="_ _10"></span>w <span class="_ _f"></span>budowie. <span class="_ _10"></span>Pod <span class="_ _10"></span>koni<span class="_ _6"></span>ec <span class="_ _10"></span>IV <span class="_ _10"></span>kwartału <span class="_ _f"></span><span class="ff2">wyn<span class="_ _6"></span>i</span>ósł <span class="_ _10"></span><span class="ff2">on <span class="_ _10"></span>do <span class="_ _f"></span>4,2 <span class="_ _10"></span>mln <span class="_ _10"></span>m</span></div><div class="t m0 x80 h53 y307 ff2 fs6 fc1 sc0 ls0 ws0">2</div><div class="t m0 x46 ha y2a7 ff2 fs4 fc1 sc0 ls0 ws0">. <span class="_ _10"></span><span class="ff1">Najwi<span class="_ _6"></span>ęcej </span></div><div class="t m0 x4 ha y2a8 ff2 fs4 fc1 sc0 ls0 ws0">tego typu powierzc<span class="_ _6"></span>hni buduj<span class="_ _6"></span>e si<span class="ff1">ę</span> w regionie G<span class="ff1">ó</span>rne<span class="_ _6"></span>go <span class="ff1">Ś</span>l<span class="ff1">ą</span>ska (706,8 tys<span class="_ _6"></span>. m</div><div class="t m0 x81 h53 y308 ff2 fs6 fc1 sc0 ls0 ws0">2</div><div class="t m0 x82 ha y2a8 ff2 fs4 fc1 sc0 ls0 ws0">).   </div><div class="t m0 x4 ha y1ee ff2 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 x4 ha y309 ff2 fs4 fc1 sc0 ls0 ws0">Rynek budownictw<span class="_ _6"></span>a mieszkaniow<span class="_ _6"></span>ego w Polsce <span class="_ _6"></span>w 2021 roku <span class="_ _6"></span><span class="ff1">w <span class="_ _6"></span>dalszym ciągu zn<span class="_ _6"></span>ajdował się w tren<span class="_ _6"></span>dzie </span></div><div class="t m0 x4 ha y30a ff2 fs4 fc1 sc0 ls0 ws0">wzrostowym<span class="ff1">. <span class="_ _29"> </span>W <span class="_ _29"> </span>tym <span class="_ _29"> </span>czasie <span class="_ _29"> </span>oddan<span class="_ _6"></span>o <span class="_ _11"> </span>do <span class="_ _29"> </span>użytk<span class="_ _6"></span>owania <span class="_ _29"> </span>234,9 <span class="_ _29"> </span>tys. <span class="_ _29"> </span>mieszkań<span class="_ _6"></span></span> <span class="_ _29"> </span><span class="ff1">o <span class="_ _29"> </span>łącznej <span class="_ _29"> </span>powi<span class="_ _6"></span>erzchni </span></div><div class="t m0 x4 ha y30b ff1 fs4 fc1 sc0 ls0 ws0">użytkowej 21<span class="_ _0"></span>,8<span class="ff2"> mln m</span></div><div class="t m0 x83 h53 y30c ff2 fs6 fc1 sc0 ls0 ws0">2</div><div class="t m0 x84 ha y30b ff1 fs4 fc1 sc0 ls0 ws0">. <span class="_ _3"></span>To wartość <span class="_ _3"></span>6,4%<span class="_ _6"></span><span class="ff2"> <span class="_ _3"></span><span class="ff1">wyż<span class="_ _6"></span>sza <span class="_ _3"></span>w porównaniu <span class="_ _3"></span>do <span class="_ _0"></span>2020 <span class="_ _3"></span>rok<span class="_ _6"></span>u. <span class="_ _3"></span>Nat<span class="_ _6"></span>omiast <span class="_ _3"></span>pod względem </span></span></div><div class="t m0 x4 ha y30d ff1 fs4 fc1 sc0 ls0 ws0">liczby <span class="_ _10"></span>budynków <span class="_ _10"></span>mieszkaln<span class="_ _6"></span>ych <span class="_ _10"></span>oddanych <span class="_ _6"></span>do <span class="_ _10"></span>uż<span class="_ _6"></span>ytkowania <span class="_ _10"></span>w <span class="_ _6"></span>2<span class="_ _6"></span>021 <span class="_ _6"></span>roku <span class="_ _10"></span>w<span class="_ _6"></span>artość <span class="_ _10"></span>ta <span class="_ _10"></span>wyniosła <span class="_ _10"></span>109,2 <span class="_ _10"></span>tys. </div><div class="t m0 x4 ha y30e ff1 fs4 fc1 sc0 ls0 ws0">nowych budynków<span class="ff2">, tj<span class="_ _6"></span>. o </span>17,8% więc<span class="_ _6"></span>ej w<span class="ff2"> </span>porównani<span class="_ _6"></span>u do roku 2020.<span class="_ _6"></span><span class="ff2"> </span></div><div class="t m0 x4 ha y30f ff2 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 x4 ha y310 ff1 fs4 fc1 sc0 ls0 ws0">Na <span class="_ _6"></span>podaż <span class="_ _6"></span>mieszkań <span class="_ _6"></span>na <span class="_ _6"></span>rynk<span class="_ _6"></span>u <span class="_ _6"></span>budowlanym <span class="_ _10"></span>w <span class="_ _6"></span>kolejnych <span class="_ _6"></span>kwartałach <span class="_ _10"></span>ma <span class="_ _6"></span>wpływ <span class="_ _6"></span>przede <span class="_ _6"></span>wszys<span class="_ _6"></span>tkim <span class="_ _6"></span>liczba </div><div class="t m0 x4 ha y311 ff1 fs4 fc1 sc0 ls0 ws0">wydanych <span class="_ _3"></span>pozwoleń <span class="_ _3"></span>na <span class="_ _3"></span>budowę. <span class="_ _3"></span>W <span class="_ _3"></span>2021 <span class="_ _3"></span>roku <span class="_ _3"></span>takich <span class="_ _3"></span>de<span class="_ _6"></span>cyzji <span class="_ _3"></span>wydano <span class="_ _0"></span>lub <span class="_ _5"></span>d<span class="_ _6"></span>okonano <span class="_ _3"></span>zgłoszeń <span class="_ _3"></span>z <span class="_ _3"></span>projektem </div><div class="t m0 x4 ha y312 ff1 fs4 fc1 sc0 ls0 ws0">budowlanym <span class="_ _6"></span>budowy 3<span class="_ _6"></span>41,2 tys<span class="_ _6"></span>. mieszkań, <span class="_ _6"></span>tj. o <span class="_ _6"></span>65,1 ty<span class="_ _6"></span>s. miesz<span class="_ _6"></span>kań (23,6%) <span class="_ _6"></span>więcej <span class="_ _6"></span>niż prz<span class="_ _6"></span>ed<span class="_ _6"></span><span class="ff2"> <span class="_ _6"></span>rokiem. <span class="_ _6"></span>W </span></div><div class="t m0 x4 ha y313 ff2 fs4 fc1 sc0 ls0 ws0">tym <span class="ff1">samym czasie rozpocz<span class="_ _6"></span>ęto budowę 277,4 tys. mi<span class="_ _6"></span>eszkań, tj. o 53,6 tys. miesz<span class="_ _6"></span>kań (23,9%) więcej niż </span></div><div class="t m0 x4 ha y314 ff1 fs4 fc1 sc0 ls0 ws0">rok wcześniej.<span class="ff2"> </span></div><div class="t m0 x4 ha y315 ff2 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 x4 ha y316 ff1 fs4 fc1 sc0 ls0 ws0">Powyższe <span class="_ _3"></span>dane <span class="_ _3"></span>wsk<span class="_ _6"></span>azują <span class="_ _3"></span>na <span class="_ _3"></span>ożywienie <span class="_ _3"></span>rynku<span class="_ _6"></span> <span class="_ _3"></span>budowlanego <span class="_ _3"></span>w <span class="_ _3"></span>Polsc<span class="_ _6"></span>e, <span class="_ _3"></span>głównie <span class="_ _3"></span>w <span class="_ _3"></span>o<span class="_ _6"></span>bszarze <span class="_ _3"></span>budownictwa<span class="_ _6"></span> </div><div class="t m0 x4 ha y317 ff1 fs4 fc1 sc0 ls0 ws0">mieszkaniowego <span class="_ _6"></span>oraz <span class="_ _6"></span>przemy<span class="_ _6"></span>słowego. N<span class="_ _6"></span>ależy <span class="_ _6"></span>jednak <span class="_ _10"></span>zauważyć, <span class="_ _6"></span>iż <span class="_ _6"></span>w ostat<span class="_ _6"></span>nim k<span class="_ _6"></span>wartale <span class="_ _6"></span>2021 roku<span class="_ _6"></span>, na </div><div class="t m0 x4 ha y318 ff1 fs4 fc1 sc0 ls0 ws0">skutek <span class="_ _e"> </span>gwa<span class="_ _6"></span>łtownych <span class="_ _e"> </span>wzr<span class="_ _6"></span>ostów <span class="_ _e"></span>cen <span class="_ _1e"> </span>surowców <span class="_ _1e"> </span>i <span class="_ _e"> </span>m<span class="_ _6"></span>ateriałów <span class="_ _1e"> </span>budowlanych <span class="_ _1e"> </span>rynek <span class="_ _1e"> </span>budowlany <span class="_ _e"> </span>w <span class="_ _1e"> </span>Polsc<span class="_ _6"></span>e </div><div class="t m0 x4 ha y319 ff1 fs4 fc1 sc0 ls0 ws0">doznał schłodzenia.<span class="_ _6"></span><span class="ff2"> </span></div><div class="t m0 x4 ha y31a ff2 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 x4 ha y31b ff1 fs4 fc1 sc0 ls0 ws0">Rynek budownictw<span class="_ _6"></span>a infrastrukturaln<span class="_ _6"></span>ego w Polsce<span class="_ _6"></span> jest silnie sk<span class="_ _6"></span>orelowany z rz<span class="_ _6"></span>ądowymi plana<span class="_ _6"></span>mi rozwoj<span class="_ _10"></span><span class="ff2 ls14">u </span></div><div class="t m0 x4 ha y31c ff1 fs4 fc1 sc0 ls0 ws0">sieci dróg krajowyc<span class="_ _6"></span>h i autostrad. W 2021 rok<span class="_ _6"></span>u Generalna Dyrekcj<span class="_ _6"></span>a Dróg Krajowych i Autos<span class="_ _6"></span>trad ogłosiła </div><div class="t m0 x4 ha y31d ff2 fs4 fc1 sc0 ls0 ws0">przetargi <span class="_ _6"></span>dla <span class="ls8">27</span> <span class="ff1">odcinków <span class="_ _6"></span>o</span> <span class="ff1">łącznej<span class="_ _6"></span></span> <span class="ff1">długości <span class="_ _6"></span>około</span> <span class="ls14">334</span> <span class="_ _6"></span><span class="lse">km</span> i <span class="ff1">wartości p<span class="_ _6"></span>onad 1<span class="_ _6"></span>5 m<span class="_ _6"></span>ld z<span class="_ _6"></span>ł. <span class="_ _6"></span>25 z<span class="_ _6"></span> tyc<span class="_ _6"></span>h zadań<span class="_ _6"></span> </span></div><div class="t m0 x4 ha y31e ff1 fs4 fc1 sc0 ls0 ws0">o łącznej d<span class="_ _6"></span>ługości dró<span class="_ _6"></span>g prz<span class="_ _6"></span>ekraczającej<span class="_ _6"></span> 335 km to<span class="_ _6"></span> zadania <span class="_ _6"></span>realizowane w <span class="_ _6"></span>ramach <span class="_ _6"></span>Planu Budowy<span class="_ _6"></span> Dróg </div><div class="t m0 x4 ha y31f ff2 fs4 fc1 sc0 ls0 ws0">Krajowych, <span class="_ _6"></span>nat<span class="_ _6"></span>omiast <span class="_ _6"></span>dwa <span class="_ _10"></span>z <span class="_ _6"></span>nich <span class="_ _10"></span>- <span class="_ _10"></span>w <span class="_ _6"></span>r<span class="_ _6"></span>amach <span class="_ _6"></span>Programu <span class="_ _10"></span>Budowy <span class="_ _10"></span>100 Obwo<span class="_ _6"></span>dnic <span class="_ _6"></span>na <span class="_ _6"></span>lata <span class="_ _10"></span>2020-<span class="_ _6"></span>2030. <span class="_ _6"></span>W<span class="_ _6"></span> </div><div class="t m0 x4 ha y320 ff1 fs4 fc1 sc0 ls0 ws0">tym <span class="_ _10"></span>czasie <span class="_ _10"></span>podpisano <span class="_ _10"></span>46 <span class="_ _6"></span>u<span class="_ _6"></span>mów <span class="_ _6"></span>na <span class="_ _f"></span>budowę <span class="_ _6"></span>dróg <span class="_ _10"></span>o <span class="_ _10"></span>łącznej<span class="_ _6"></span> <span class="_ _6"></span>długośc<span class="_ _6"></span>i <span class="_ _10"></span><span class="ff2 ls14">555<span class="ls0"> </span></span>k<span class="_ _6"></span>m <span class="_ _10"></span>i <span class="_ _6"></span>wart<span class="_ _6"></span>ości<span class="ff2"> 16,8 mld <span class="_ _10"></span></span><span class="lse">zł</span><span class="ff2">. <span class="_ _6"></span>Na<span class="_ _6"></span> </span></div><div class="t m0 x4 ha y321 ff1 fs4 fc1 sc0 ls0 ws0">koniec roku w sumie 1<span class="_ _6"></span>09 zadań drogowyc<span class="_ _6"></span>h GDDKiA znajdowało s<span class="_ _6"></span>ię na etapie realizacj<span class="_ _6"></span>i.<span class="_ _6"></span><span class="ff2"> </span></div><div class="t m0 x4 ha y322 ff2 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 x4 ha y323 ff1 fs4 fc1 sc0 ls0 ws0">Kontrakty <span class="_ _26"> </span>drogow<span class="_ _6"></span>e <span class="_ _26"> </span>charaktery<span class="_ _6"></span>zują <span class="_ _26"> </span>się <span class="_ _26"> </span>dłu<span class="_ _6"></span>gim <span class="_ _26"> </span>okres<span class="_ _6"></span>em <span class="_ _26"> </span>realizacji. <span class="_ _25"> </span>Począwszy<span class="_ _6"></span> <span class="_ _26"> </span>od <span class="_ _26"> </span>ogłoszenia </div><div class="t m0 x4 ha y324 ff1 fs4 fc1 sc0 ls0 ws0">postępowania <span class="_ _27"> </span>przetargowego, <span class="_ _27"> </span>poprzez <span class="_ _27"> </span>wybór <span class="_ _1e"> </span>wy<span class="_ _6"></span>konawcy <span class="_ _1e"> </span>i <span class="_ _27"> </span>podpisani<span class="_ _6"></span>e <span class="_ _1e"> </span>z <span class="_ _1e"> </span>nim <span class="_ _27"> </span>umowy<span class="_ _6"></span>, <span class="_ _27"> </span>następni<span class="_ _6"></span>e <span class="_ _1e"> </span>co </div><div class="t m0 x4 ha y325 ff1 fs4 fc1 sc0 ls0 ws0">najmniej <span class="_ _6"></span>roczny <span class="_ _6"></span>okres <span class="_ _6"></span>projektowania <span class="_ _6"></span>i uz<span class="_ _6"></span>yskiwania <span class="_ _6"></span>decyz<span class="_ _6"></span>ji ZRiD <span class="_ _6"></span>(dla <span class="_ _6"></span>kontraktów <span class="_ _6"></span>w <span class="_ _6"></span>formule <span class="_ _6"></span>Zaprojektuj </div><div class="t m0 x4 ha y326 ff1 fs4 fc1 sc0 ls0 ws0">i <span class="_ _3"></span>wybuduj), <span class="_ _0"></span>a <span class="_ _3"></span>następn<span class="_ _6"></span>ie <span class="_ _3"></span>do <span class="_ _3"></span>z<span class="_ _6"></span>akończenia <span class="_ _3"></span>robót budowlanych <span class="_ _3"></span>mija ni<span class="_ _3"></span>erz<span class="_ _6"></span>adko <span class="_ _3"></span>4<span class="_ _6"></span> <span class="_ _3"></span>do <span class="_ _3"></span>6 l<span class="_ _0"></span>at. <span class="_ _3"></span>W <span class="_ _0"></span>tym <span class="_ _3"></span>czasie <span class="_ _0"></span>ceny </div><div class="t m0 x4 ha y327 ff1 fs4 fc1 sc0 ls0 ws0">podstawowych <span class="_ _e"> </span>materi<span class="_ _6"></span>ałów <span class="_ _e"> </span>budowlanych <span class="_ _e"> </span>i <span class="_ _1e"> </span>surowc<span class="_ _6"></span>ów <span class="_ _e"> </span>ulegają <span class="_ _e"> </span>zmianom, <span class="_ _e"> </span>co <span class="_ _e"> </span>r<span class="_ _6"></span>odzi <span class="_ _e"> </span>ogromne <span class="_ _e"> </span>ryzy<span class="_ _6"></span>ka <span class="_ _f"></span>dla<span class="_ _6"></span> </div><div class="t m0 x4 ha y328 ff1 fs4 fc1 sc0 ls0 ws0">wykonawców, <span class="_ _29"> </span>którzy <span class="_ _29"> </span>są <span class="_ _29"> </span>zmuszeni <span class="_ _29"> </span>mierzyć <span class="_ _29"> </span>się <span class="_ _11"> </span>z<span class="_ _6"></span>  re<span class="_ _6"></span>alizacją  ko<span class="_ _6"></span>ntraktów <span class="_ _29"> </span>często <span class="_ _11"> </span>w <span class="_ _29"> </span>innych <span class="_ _29"> </span>realiach<span class="_ _6"></span> </div><div class="t m0 x4 ha y24d ff1 fs4 fc1 sc0 ls0 ws0">cenowych <span class="_ _10"></span>niż <span class="_ _10"></span>te <span class="_ _10"></span>zakładane<span class="_ _6"></span> <span class="_ _6"></span>podczas <span class="_ _10"></span>sk<span class="_ _6"></span>ładania <span class="_ _6"></span>o<span class="_ _6"></span>ferty. <span class="_ _10"></span>W <span class="_ _10"></span>celu <span class="_ _10"></span>zniwe<span class="_ _6"></span>lowania <span class="_ _6"></span>r<span class="_ _6"></span>yzyka <span class="_ _10"></span>utraty <span class="_ _6"></span>r<span class="_ _6"></span>entowności </div><div class="t m0 x4 ha y24e ff1 fs4 fc1 sc0 ls0 ws0">kontraktów <span class="_ _12"> </span>w<span class="ff2"> <span class="_ _12"> </span></span>201<span class="_ _6"></span>9 <span class="_ _13"> </span>roku <span class="_ _12"> </span>(pocz<span class="_ _6"></span>ąwszy <span class="_ _13"> </span>od<span class="_ _6"></span> <span class="_ _13"> </span>wsz<span class="_ _6"></span>ystkich <span class="_ _12"> </span>umów <span class="_ _12"> </span>zawartyc<span class="_ _6"></span>h <span class="_ _13"> </span>po <span class="_ _12"> </span>21 <span class="_ _12"> </span>stycz<span class="_ _6"></span>nia <span class="_ _13"> </span>2019<span class="_ _6"></span> <span class="_ _13"> </span>r.) </div><div class="t m0 x4 ha y24f ff1 fs4 fc1 sc0 ls0 ws0">wprowadzono <span class="_ _6"></span>mechanizm walory<span class="_ _6"></span>zacyjny w <span class="_ _6"></span>wysokości (+<span class="_ _6"></span>/<span class="ff2">-</span>)<span class="_ _6"></span> 5% wartości <span class="_ _6"></span>kontraktu. Mechanizm te<span class="_ _6"></span>n jest<span class="_ _6"></span> </div><div class="t m0 x4 ha y329 ff1 fs4 fc1 sc0 ls0 ws0">oparty  na <span class="_ _28"> </span>koszyku  waloryzacyjny<span class="_ _6"></span>m  GUS, <span class="_ _21"> </span>który<span class="_ _6"></span> <span class="_ _28"> </span>składa  się <span class="_ _21"> </span>z<span class="_ _6"></span>  gł<span class="_ _0"></span>ównych  elementów  cenotwórc<span class="_ _6"></span><span class="ff2">z<span class="_ _6"></span>ych </span></div><div class="t m0 x4 ha y251 ff1 fs4 fc1 sc0 ls0 ws0">wpływających <span class="_ _f"></span>na <span class="_ _f"></span>ostateczn<span class="_ _6"></span>y <span class="_ _f"></span>bilans <span class="_ _10"></span>kos<span class="_ _6"></span>ztowy <span class="_ _f"></span>kontraktu, <span class="_ _f"></span>a <span class="_ _f"></span>są <span class="_ _f"></span>to <span class="_ _f"></span>ceny: <span class="_ _f"></span>paliwa, <span class="_ _f"></span>cementu, <span class="_ _f"></span>asfaltu, <span class="_ _f"></span>stali, </div></div></div><div class="pi" ></div></div><div id="pf1b" class="pf w0 h0" ><div class="pc pc1b w0 h0"><img class="bi x6 y2b w4 h7" alt="" 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"/><div class="c x0 y0 w3 h0"><div class="t m0 x7 h8 y2c ff4 fs3 fc3 sc0 ls0 ws0">SPRAWOZDANE ZARZĄDU Z DZIAŁALNOŚCI<span class="ff3"> MIRBUD S.A. ZA <span class="ls4">ROK</span> <span class="ls5">20</span>21<span class="fc4"> </span></span></div><div class="t m0 x4 h6 y2d ff3 fs2 fc1 sc0 ls0 ws0"> </div></div><div class="c x4 y2e w5 h9"><div class="t m0 x7d ha y2f ff2 fs4 fc3 sc0 ls0 ws0">MIRBUD <span class="ls6">| <span class="_ _6"></span></span>Charakterysty<span class="_ _6"></span>ka rynku </div></div><div class="c x9 y2e w6 h9"><div class="t m0 xa hb y30 ff3 fs1 fc0 sc0 ls11 ws0">27<span class="fs2 ls0"> </span></div></div><div class="c x0 y0 w3 h0"><div class="t m0 x4 h6 y31 ff3 fs2 fc1 sc0 ls0 ws0"> </div></div><div class="c xb y32 w7 hc"><div class="t m0 xc hd y33 ff5 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x0 y0 w3 h0"><div class="t m0 x4 ha y136 ff1 fs4 fc1 sc0 ls0 ws0">kruszywa <span class="_ _1d"> </span>oraz <span class="_ _1d"> </span>średnie <span class="_ _1d"> </span>wynagrodze<span class="_ _6"></span>nia <span class="_ _12"> </span>pr<span class="_ _6"></span>acowników <span class="_ _1d"> </span>branży<span class="_ _6"></span><span class="ff2">. <span class="_ _1d"> </span>Wprowadz<span class="_ _6"></span>ony <span class="_ _12"> </span>mec<span class="_ _6"></span>hanizm <span class="_ _1d"> </span>dotyczy </span></div><div class="t m0 x4 ha y168 ff1 fs4 fc1 sc0 ls0 ws0">zarówno generalny<span class="_ _6"></span>ch wykonawców, jak rów<span class="_ _6"></span>nież ich podwykonawców.<span class="_ _6"></span> <span class="_ _6"></span><span class="ff2"> </span></div><div class="t m0 x4 ha y169 ff2 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 x4 ha y16a ff1 fs4 fc1 sc0 ls0 ws0">W  II  połowie  2021  roku  coraz  bardziej  odcz<span class="_ _6"></span>uwalne  były  rosnące  ceny  pods<span class="_ _6"></span>tawowych  surowców </div><div class="t m0 x4 ha y2a0 ff1 fs4 fc1 sc0 ls0 ws0">wykorzys<span class="_ _6"></span>tywanych <span class="_ _26"> </span>w <span class="_ _25"> </span>budown<span class="_ _6"></span>ictwie. <span class="_ _25"> </span>Polski <span class="_ _25"> </span>Związek <span class="_ _25"> </span>Praco<span class="_ _6"></span>dawców <span class="_ _25"> </span>Budownictwa, <span class="_ _25"> </span>wspó<span class="_ _6"></span>lnie <span class="_ _26"> </span>z </div><div class="t m0 x4 ha y2a1 ff1 fs4 fc1 sc0 ls0 ws0">Ogólnopolską <span class="_ _10"></span>Izbą <span class="_ _6"></span>Gos<span class="_ _6"></span>podarczą <span class="_ _10"></span>Drogownictwa <span class="_ _10"></span>opracował <span class="_ _10"></span>analizę <span class="_ _10"></span>rynkową <span class="_ _10"></span>dla <span class="_ _6"></span>k<span class="_ _6"></span>osztów <span class="_ _6"></span>b<span class="_ _10"></span>udowy <span class="_ _10"></span>dróg </div><div class="t m0 x4 ha y2a2 ff1 fs4 fc1 sc0 ls0 ws0">w porównaniu do roku <span class="_ _3"></span>202<span class="_ _6"></span>0, aż do <span class="_ _3"></span>cz<span class="_ _6"></span>asu wystąpienia stanu <span class="_ _0"></span>wojny w Ukrainie w <span class="_ _0"></span>I kwartale 2022 <span class="_ _3"></span>r<span class="_ _6"></span>oku. Z </div><div class="t m0 x4 ha y2a3 ff1 fs4 fc1 sc0 ls0 ws0">analizy <span class="_ _6"></span>tej <span class="_ _6"></span>wynika, <span class="_ _6"></span>iż <span class="_ _6"></span>ceny <span class="_ _6"></span>t<span class="_ _6"></span>akich <span class="_ _6"></span>surowców <span class="_ _6"></span>jak <span class="_ _6"></span>m.in. <span class="_ _6"></span>ropa <span class="_ _6"></span>n<span class="_ _6"></span>aftowa, <span class="_ _6"></span>ruda <span class="_ _6"></span>żelaza <span class="_ _6"></span>cz<span class="_ _6"></span>y <span class="_ _6"></span>węgiel k<span class="_ _6"></span>oksowy <span class="_ _6"></span>w </div><div class="t m0 x4 ha y2a4 ff1 fs4 fc1 sc0 ls0 ws0">styczniu 2022 roku były <span class="_ _3"></span>wy<span class="_ _6"></span>ższe o 50<span class="ff2">%, a w pr</span>zypadku węgla –<span class="ff2"> </span>o <span class="_ _0"></span>nawet 200% względem stycznia 2021 </div><div class="t m0 x4 ha y2a5 ff1 fs4 fc1 sc0 ls0 ws0">roku. <span class="_ _f"></span>Wzrost <span class="_ _f"></span>cen <span class="_ _f"></span>surowc<span class="_ _6"></span>ów <span class="_ _f"></span>przełożył <span class="_ _f"></span>się <span class="_ _f"></span>bez<span class="_ _6"></span>pośrednio <span class="_ _f"></span>na <span class="_ _f"></span>ceny <span class="_ _e"> </span>materiałów <span class="_ _e"></span>budowlanych <span class="_ _f"></span>n<span class="_ _6"></span>iemal <span class="_ _f"></span>we </div><div class="t m0 x4 ha y2a6 ff2 fs4 fc1 sc0 ls0 ws0">wszystkich as<span class="_ _6"></span>ortymentach. </div><div class="t m0 x4 h24 y64 ffa fs5 fc1 sc0 ls0 ws0"> </div><div class="t m0 x4 h24 y32a ff9 fs5 fc1 sc0 ls0 ws0">Wykres: Ceny<span class="_ _0"></span> surowcó<span class="_ _0"></span>w wykorzy<span class="_ _0"></span>stywanych<span class="_ _0"></span> przez budo<span class="_ _0"></span>wnictwo <span class="_ _0"></span>[l 2020 = 10<span class="_ _0"></span>0] (źródło:<span class="_ _0"></span> op<span class="_ _6"></span><span class="ffa">racowanie<span class="_ _3"></span> PZPB na podsta<span class="_ _0"></span>wie danych<span class="_ _0"></span> </span></div><div class="t m0 x4 h24 y90 ffa fs5 fc1 sc0 ls0 ws0">FRED, LME, SpotD<span class="_ _0"></span>ata, Trad<span class="_ _0"></span>inView i Plasti<span class="_ _0"></span>cs Information<span class="_ _0"></span> Europe) </div><div class="t m0 x4 h24 y32b ffa fs5 fc1 sc0 ls0 ws0"> </div><div class="t m0 x85 ha y32c ff2 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 x4 ha y32d ff2 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 x4 ha y32e ff1 fs4 fc1 sc0 ls0 ws0">W obliczu <span class="_ _6"></span>rosnącyc<span class="_ _6"></span>h cen <span class="_ _6"></span>surowc<span class="_ _6"></span>ów i <span class="_ _6"></span>materia<span class="_ _6"></span>łów bud<span class="_ _6"></span>owlanych z<span class="_ _6"></span> końce<span class="_ _6"></span>m 20<span class="_ _6"></span>21 rok<span class="_ _6"></span>u wielu <span class="_ _6"></span>generalnych </div><div class="t m0 x4 ha y32f ff1 fs4 fc1 sc0 ls0 ws0">wykonawców <span class="_ _6"></span>wstrzy<span class="_ _6"></span>mało si<span class="_ _6"></span>ę <span class="_ _6"></span>z <span class="_ _6"></span>kontraktacją <span class="_ _6"></span>tych <span class="_ _6"></span>materiałów <span class="_ _6"></span>na<span class="_ _6"></span><span class="ff2"> <span class="_ _6"></span></span>prz<span class="_ _6"></span>yszłość <span class="_ _6"></span>sądząc, <span class="_ _6"></span>iż <span class="_ _6"></span>z<span class="_ _6"></span>najdują <span class="_ _6"></span>się <span class="_ _6"></span>one </div><div class="t m0 x4 ha y211 ff1 fs4 fc1 sc0 ls0 ws0">na <span class="_ _0"></span>tzw. górce <span class="_ _3"></span>c<span class="_ _6"></span>enowej. Wówczas nie <span class="_ _3"></span>przypusz<span class="_ _6"></span>czano, <span class="_ _0"></span>iż ceny <span class="_ _3"></span>te mogą<span class="_ _6"></span><span class="ff2"> </span>jeszcze drastycznie wzrosnąć <span class="_ _3"></span>na<span class="_ _6"></span> </div><div class="t m0 x4 ha y330 ff2 fs4 fc1 sc0 ls0 ws0">skutek wybuchu woj<span class="_ _6"></span>ny w Ukrainie.<span class="_ _6"></span> </div><div class="t m0 x4 ha y212 ff2 fs4 fc1 sc0 ls0 ws0">  </div><div class="t m0 x4 ha y331 ff1 fs4 fc1 sc0 ls0 ws0">W <span class="_ _10"></span>konsekwe<span class="_ _6"></span>ncji <span class="_ _10"></span>wz<span class="_ _6"></span>rostu <span class="_ _10"></span>c<span class="_ _6"></span>en <span class="_ _10"></span>w <span class="_ _f"></span>2021 <span class="_ _f"></span>roku <span class="_ _10"></span>Ministers<span class="_ _6"></span>two <span class="_ _f"></span>Infrastruktury <span class="_ _f"></span>podjęło <span class="_ _10"></span>decy<span class="_ _6"></span>zję <span class="_ _e"></span><span class="ff2">o <span class="_ _10"></span>podn<span class="_ _6"></span>iesieniu </span></div><div class="t m0 x4 ha y332 ff1 fs4 fc1 sc0 ls0 ws0">stopy  waloryzacji <span class="_ _28"> </span>kontraktów  drogowych  do <span class="_ _28"> </span>(+/<span class="_ _6"></span><span class="ff2">-</span>)  10%. <span class="_ _21"> </span>Zm<span class="_ _6"></span>iana  ta <span class="_ _21"> </span>dotyc<span class="_ _6"></span>zy  wszystkich  przetargów </div><div class="t m0 x4 ha y333 ff1 fs4 fc1 sc0 ls0 ws0">ogłaszanych <span class="_ _3"></span>w<span class="_ _6"></span> <span class="_ _3"></span>systemie Projektuj <span class="_ _3"></span>i <span class="_ _3"></span>buduj począwszy <span class="_ _3"></span>od <span class="_ _0"></span>stycznia <span class="_ _0"></span>2022 <span class="_ _3"></span>rok<span class="_ _6"></span>u. <span class="_ _3"></span>Należy <span class="_ _0"></span>przy <span class="_ _3"></span>tym <span class="_ _0"></span>zauważyć<span class="_ _6"></span>, </div><div class="t m0 x4 ha y334 ff1 fs4 fc1 sc0 ls0 ws0">że <span class="_ _e"> </span>mechanizm <span class="_ _1e"> </span>walory<span class="_ _6"></span>zacyjny <span class="_ _e"> </span>obejmuje <span class="_ _1e"> </span>tzw. <span class="_ _1e"> </span>ryzyko <span class="_ _27"> </span>pół <span class="_ _e"></span>na <span class="_ _e"> </span>pó<span class="_ _6"></span>ł. <span class="_ _e"></span>Oznacza <span class="_ _e"> </span>t<span class="_ _6"></span>o, <span class="_ _e"> </span>iż <span class="_ _1e"> </span>j<span class="_ _6"></span>edną <span class="_ _e"> </span>połowę <span class="_ _1e"> </span>ryzyka </div><div class="t m0 x4 ha y15e ff1 fs4 fc1 sc0 ls0 ws0">związanego <span class="_ _1d"> </span>ze <span class="_ _14"> </span>wzrostem <span class="_ _1d"> </span>k<span class="_ _6"></span>osztów<span class="ff2"> </span>realizacji <span class="_ _1d"> </span>k<span class="_ _6"></span>ontraktów <span class="_ _1d"> </span>przej<span class="_ _6"></span>mują <span class="_ _1d"> </span>wykonawc<span class="_ _6"></span>y, <span class="_ _1d"> </span>a <span class="_ _1d"> </span>drugą <span class="_ _1d"> </span>połowę<span class="_ _6"></span> </div><div class="t m0 x4 ha y335 ff1 fs4 fc1 sc0 ls0 ws0">zamawiający (GDDKi<span class="_ _6"></span>A). Przyjęto<span class="_ _6"></span><span class="ff2"> </span>więc, że 50 proc. war<span class="_ _6"></span>tości kontraktu podlega w<span class="_ _6"></span>aloryzacji.<span class="_ _6"></span><span class="ff2">  </span></div><div class="t m0 x4 ha y336 ff2 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 x4 ha y337 ff1 fs4 fc1 sc0 ls0 ws0">Wzrost cen <span class="_ _3"></span>surowc<span class="_ _6"></span>ów i<span class="_ _0"></span> materiałów budowlanych w <span class="_ _3"></span>202<span class="_ _6"></span>1 <span class="_ _3"></span>r<span class="_ _6"></span>oku <span class="_ _0"></span>przełożył się <span class="_ _0"></span>bezpośrednio na <span class="_ _3"></span>wz<span class="_ _6"></span>rost cen </div><div class="t m0 x4 ha y338 ff2 fs4 fc1 sc0 ls0 ws0">produkcji budow<span class="_ _6"></span>lano- <span class="ff1">m<span class="_ _6"></span>ontażowej, k<span class="_ _6"></span>tóra w s<span class="_ _6"></span>tyczniu 20<span class="_ _6"></span>22 roku <span class="_ _6"></span>była wyżs<span class="_ _6"></span>za o 8,3% <span class="_ _6"></span>względem <span class="_ _6"></span>stycznia </span></div><div class="t m0 x4 ha y339 ff2 fs4 fc1 sc0 ls0 ws0">2021 roku, natomiast w l<span class="_ _6"></span>utym <span class="ff1">–</span> o 9,3%<span class="_ _6"></span> </div><div class="t m0 x4 ha y33a ff2 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 x4 ha y33b ff2 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 x4 ha y33c ff2 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 x4 ha y33d ff2 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 x4 h24 y33e ffa fs5 fc1 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf1c" class="pf w0 h0" ><div class="pc pc1c w0 h0"><img class="bi x6 y2b w4 h7" alt="" 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"/><div class="c x0 y0 w3 h0"><div class="t m0 x7 h8 y2c ff4 fs3 fc3 sc0 ls0 ws0">SPRAWOZDANE ZARZĄDU Z DZIAŁALNOŚCI<span class="ff3"> MIRBUD S.A. ZA <span class="ls4">ROK</span> <span class="ls5">20</span>21<span class="fc4"> </span></span></div><div class="t m0 x4 h6 y2d ff3 fs2 fc1 sc0 ls0 ws0"> </div></div><div class="c x4 y2e w5 h9"><div class="t m0 x86 ha y2f ff2 fs4 fc3 sc0 ls0 ws0">MIRBUD <span class="ls6">| </span>P<span class="_ _6"></span>erspektywy ry<span class="_ _6"></span>nku </div></div><div class="c x9 y2e w6 h9"><div class="t m0 xa hb y30 ff3 fs1 fc0 sc0 ls11 ws0">28<span class="fs2 ls0"> </span></div></div><div class="c x0 y0 w3 h0"><div class="t m0 x4 h6 y31 ff3 fs2 fc1 sc0 ls0 ws0"> </div></div><div class="c xb y32 w7 hc"><div class="t m0 xc hd y33 ff5 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x0 y0 w3 h0"><div class="t m0 x4 h24 y17d ffa fs5 fc1 sc0 ls0 ws0">Wykres: <span class="_ _11"> </span>Zmiany <span class="_ _28"> </span>c<span class="_ _6"></span>en <span class="_ _28"> </span>produkcji <span class="_ _11"> </span>budowlano-<span class="ff9">montażowe<span class="_ _0"></span>j <span class="_ _11"> </span>w <span class="_ _11"> </span>latach <span class="_ _11"> </span>2020<span class="ffa">-2022 <span class="_ _11"> </span>w <span class="_ _11"> </span>stosunku <span class="_ _11"> </span>do<span class="_ _0"></span> <span class="_ _11"> </span>analogicznego <span class="_ _11"> </span>okresu <span class="_ _28"> </span>roku </span></span></div><div class="t m0 x4 h24 y33f ffa fs5 fc1 sc0 ls0 ws0">poprzedniego <span class="ff9">(źró<span class="_ _0"></span>dło: GUS)<span class="ffa"> </span></span></div><div class="t m0 x87 ha y340 ff2 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 x87 ha y341 ff2 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 x4 ha y342 ff1 fs4 fc1 sc0 ls0 ws0">Powyższe <span class="_ _6"></span>dane <span class="_ _6"></span>wsk<span class="_ _6"></span>azują <span class="_ _6"></span>na <span class="_ _6"></span>stale <span class="_ _6"></span>rosnące <span class="_ _6"></span>koszty<span class="_ _6"></span> <span class="_ _6"></span>produkcji <span class="_ _6"></span>budow<span class="_ _6"></span>lano <span class="_ _10"></span>–<span class="ff2"> <span class="_ _6"></span></span>mont<span class="_ _6"></span>ażowej <span class="_ _6"></span>od <span class="_ _6"></span>marc<span class="_ _6"></span>a <span class="_ _6"></span>2021 </div><div class="t m0 x4 ha y343 ff1 fs4 fc1 sc0 ls0 ws0">roku z <span class="_ _6"></span>wyraźnym ich <span class="_ _6"></span>przyspieszeniem w <span class="_ _6"></span>II połowie rok<span class="_ _10"></span><span class="ff2">u. Zestaw<span class="_ _6"></span>ienie nie obej<span class="_ _6"></span>muje natomias<span class="_ _6"></span>t dalszego </span></div><div class="t m0 x4 ha y344 ff1 fs4 fc1 sc0 ls0 ws0">wzrostu  cen  po <span class="_ _28"> </span>wybuchu  wojny  w  Ukrainie  w <span class="_ _21"> </span>dn.<span class="_ _6"></span>  24<span class="_ _0"></span>  lutego  2022  roku.  Wydarzenie  to <span class="_ _21"> </span>z<span class="_ _6"></span>mieniło </div><div class="t m0 x4 ha y345 ff1 fs4 fc1 sc0 ls0 ws0">perspektywy rynku bud<span class="_ _6"></span>owlanego w Polsce w kol<span class="_ _6"></span>ejnych miesiącach, a <span class="_ _6"></span>nawet latach. <span class="_ _6"></span><span class="ff2"> </span></div><div class="t m0 x4 h10 y346 ff7 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x4 h6 y347 ff3 fs2 fc1 sc0 ls0 ws0">4.2.<span class="ff2"> <span class="_ _15"> </span><span class="ff7 fs0">Perspektywy rynku <span class="ff2"> </span></span></span></div><div class="t m0 x4 ha y348 ff2 fs4 fc1 sc0 ls0 ws0">Na <span class="_ _3"></span>persp<span class="_ _6"></span>ektywy <span class="_ _0"></span>rynku budowlanego <span class="_ _3"></span>w Polsce <span class="ff1">będą <span class="_ _3"></span>miały<span class="ff2"> </span>wpływ <span class="_ _3"></span>główn<span class="_ _6"></span>ie <span class="_ _0"></span><span class="ff2">uwarunkowania geopolityczne </span></span></div><div class="t m0 x4 ha y349 ff1 fs4 fc1 sc0 ls0 ws0">związane <span class="_ _13"> </span>z <span class="_ _13"> </span>wybuchem <span class="_ _13"> </span>w<span class="_ _6"></span>ojny <span class="_ _13"> </span>w <span class="_ _29"> </span>Uk<span class="_ _6"></span>rainie. <span class="_ _13"> </span><span class="ff2">N<span class="_ _6"></span>a <span class="_ _29"> </span>s<span class="_ _6"></span>kutek <span class="_ _13"> </span>coraz <span class="_ _13"> </span>ostrzejs<span class="_ _6"></span>zych <span class="_ _13"> </span>sankcji <span class="_ _13"> </span>gospodarcz<span class="_ _6"></span>ych </span></div><div class="t m0 x4 ha y34a ff1 fs4 fc1 sc0 ls0 ws0">nakładanych <span class="_ _0"></span>na <span class="_ _3"></span>Rosję <span class="_ _0"></span>przez <span class="_ _0"></span>państwa <span class="_ _3"></span>Unii <span class="_ _0"></span>Europejskiej<span class="_ _6"></span> <span class="_ _3"></span>i <span class="_ _3"></span>US<span class="_ _6"></span>A <span class="_ _3"></span>gwałtownie <span class="_ _3"></span>z<span class="_ _6"></span>malała <span class="_ _0"></span>podaż <span class="ff2">podstawowych </span></div><div class="t m0 x4 ha y34b ff1 fs4 fc1 sc0 ls0 ws0">surowców <span class="_ _27"> </span>niezbę<span class="_ _6"></span>dnych <span class="_ _27"> </span>do <span class="_ _21"> </span>produkcji <span class="_ _27"> </span>materia<span class="_ _6"></span>łów <span class="_ _27"> </span>budowla<span class="_ _6"></span>nych. <span class="_ _27"> </span>Spowod<span class="_ _6"></span>owany <span class="_ _27"> </span>ty<span class="_ _6"></span>m <span class="_ _1e"> </span>po<span class="_ _6"></span>nadprzeciętny </div><div class="t m0 x4 ha y34c ff1 fs4 fc1 sc0 ls0 ws0">wzrost cen <span class="_ _3"></span>surowc<span class="_ _6"></span>ów, odpływ <span class="_ _0"></span>pracowników ukraińskich z <span class="_ _0"></span>placów budów <span class="_ _0"></span>oraz stale <span class="_ _0"></span>rosnąca inflacja –<span class="ff2"> <span class="lsc">to </span></span></div><div class="t m0 x4 ha y34d ff1 fs4 fc1 sc0 ls0 ws0">najważniejsze <span class="_ _10"></span>czynniki <span class="_ _6"></span>k<span class="_ _6"></span>ształtujące <span class="_ _6"></span>ceny <span class="_ _10"></span>materiałów <span class="_ _10"></span>b<span class="_ _6"></span>udowlanych <span class="_ _10"></span>i <span class="_ _6"></span>usł<span class="_ _6"></span>ug <span class="_ _6"></span>w <span class="_ _6"></span>p<span class="_ _6"></span>ierwszym <span class="_ _10"></span>kwartale <span class="_ _6"></span>2022<span class="_ _6"></span> </div><div class="t m0 x4 ha y34e ff2 fs4 fc1 sc0 ls0 ws0">roku. </div><div class="t m0 x4 ha y34f ff2 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 x4 ha y350 ff1 fs4 fc1 sc0 ls0 ws0">Na <span class="_ _1c"> </span>dzień <span class="_ _1c"> </span>sp<span class="_ _6"></span>orządzenia <span class="_ _24"> </span>niniejszego <span class="_ _1c"> </span>raportu <span class="_ _24"> </span>dynamika <span class="_ _1c"> </span>wydarzeń <span class="_ _24"> </span>militarnych, <span class="_ _24"> </span>politycznych <span class="_ _1c"> </span>i </div><div class="t m0 x4 ha y351 ff1 fs4 fc1 sc0 ls0 ws0">gospodarczyc<span class="_ _6"></span>h <span class="_ _25"> </span>związanych <span class="_ _25"> </span>z <span class="_ _1c"> </span>wystąpieniem <span class="_ _25"> </span>s<span class="_ _6"></span>tanu <span class="_ _25"> </span>wojny <span class="_ _1c"> </span>w <span class="_ _25"> </span>Ukrainie<span class="_ _6"></span> <span class="_ _25"> </span>utrudnia <span class="_ _25"> </span>formu<span class="_ _6"></span>łowanie </div><div class="t m0 x4 ha y352 ff1 fs4 fc1 sc0 ls0 ws0">długoterminowych <span class="_ _25"> </span>progno<span class="_ _6"></span>z <span class="_ _26"> </span>dla <span class="_ _25"> </span>bu<span class="_ _6"></span>downictwa. <span class="_ _25"> </span>Niemniej <span class="_ _25"> </span>jednak <span class="_ _26"> </span>Po<span class="_ _6"></span>lski <span class="_ _26"> </span>Zwi<span class="_ _6"></span>ązek <span class="_ _26"> </span>Pracodawcó<span class="_ _6"></span>w </div><div class="t m0 x4 ha y353 ff1 fs4 fc1 sc0 ls0 ws0">Budownictwa <span class="_ _10"></span>wsk<span class="_ _6"></span>azuje <span class="_ _10"></span>na <span class="_ _10"></span>sześć <span class="_ _10"></span>obszarów <span class="_ _10"></span>przewidyw<span class="_ _6"></span>ań <span class="_ _6"></span>d<span class="_ _6"></span>la <span class="_ _6"></span>krajow<span class="_ _6"></span>ego <span class="_ _10"></span>budownic<span class="_ _6"></span>twa <span class="_ _6"></span>w <span class="_ _10"></span>pers<span class="_ _6"></span>pektywie </div><div class="t m0 x4 ha y354 ff1 fs4 fc1 sc0 ls0 ws0">średnioterminowej.  Należy<span class="_ _6"></span>  przy  tym <span class="_ _28"> </span>zaznaczy<span class="_ _6"></span>ć,  iż  w <span class="_ _21"> </span>z<span class="_ _6"></span>ależności  od  dalszego  przebiegu  wojny  w </div><div class="t m0 x4 ha y355 ff1 fs4 fc1 sc0 ls0 ws0">Ukrainie, poniższ<span class="_ _6"></span>e<span class="ff2"> </span>skutki dla rynku budow<span class="_ _6"></span>lanego mogą wy<span class="_ _6"></span>stąpić ze zmiennym na<span class="_ _6"></span>sileniem:<span class="_ _6"></span><span class="ff2"> </span></div><div class="t m0 x88 ha y356 ff2 fs4 fc1 sc0 ls14 ws0">1.<span class="ls0"> <span class="_ _24"> </span><span class="ff1">pows<span class="_ _6"></span>zechna <span class="_ _6"></span>mobilizacja <span class="_ _6"></span>w <span class="_ _10"></span>Ukrainie <span class="_ _6"></span>i <span class="_ _6"></span>związa<span class="_ _6"></span>ny <span class="_ _6"></span>z <span class="_ _6"></span>nią <span class="_ _6"></span>odpływ <span class="_ _10"></span>pracowników <span class="_ _6"></span>bud<span class="_ _6"></span>owlanych <span class="_ _6"></span>mogą<span class="_ _6"></span> </span></span></div><div class="t m0 x24 ha y357 ff1 fs4 fc1 sc0 ls0 ws0">prowadzić do opóźn<span class="_ _6"></span>ień na polskich budowach;<span class="_ _6"></span><span class="ff2"> </span></div><div class="t m0 x88 ha y358 ff2 fs4 fc1 sc0 ls14 ws0">2.<span class="ls0"> <span class="_ _24"> </span><span class="ff1">wz<span class="_ _6"></span>rost <span class="_ _1e"> </span>cen <span class="_ _1e"> </span>surowc<span class="_ _6"></span>ów <span class="_ _1e"> </span>na <span class="_ _1e"> </span>światowych <span class="_ _1e"> </span>rynk<span class="_ _6"></span>ach <span class="_ _1e"> </span>może <span class="_ _1e"> </span>doprowadz<span class="_ _6"></span>ić <span class="_ _27"> </span>do <span class="_ _1e"> </span>dalszeg<span class="_ _6"></span>o <span class="_ _1e"> </span>wzrostu <span class="_ _1e"> </span>c<span class="_ _6"></span>en </span></span></div><div class="t m0 x24 ha y359 ff1 fs4 fc1 sc0 ls0 ws0">materiałów budowl<span class="_ _6"></span>anych również w P<span class="_ _6"></span>olsce;<span class="ff2"> </span></div><div class="t m0 x88 ha y35a ff2 fs4 fc1 sc0 ls14 ws0">3.<span class="ls0"> <span class="_ _24"> </span><span class="ff1">napaść<span class="_ _6"></span> <span class="_ _6"></span>Rosji <span class="_ _6"></span>na <span class="_ _6"></span>Ukrainę <span class="_ _6"></span>m<span class="_ _6"></span>oże <span class="_ _6"></span>przysporzyć<span class="_ _6"></span> <span class="_ _6"></span>polskim fir<span class="_ _6"></span>mom <span class="_ _6"></span>problemów <span class="_ _6"></span>z<span class="_ _6"></span> <span class="_ _6"></span>płynnością <span class="_ _6"></span>dostaw <span class="_ _6"></span>z<span class="_ _6"></span> </span></span></div><div class="t m0 x24 ha y35b ff1 fs4 fc1 sc0 ls0 ws0">Ukrainy, Rosji i Białorusi<span class="_ _6"></span>;<span class="ff2"> </span></div><div class="t m0 x88 ha ybe ff2 fs4 fc1 sc0 ls14 ws0">4.<span class="ls0"> <span class="_ _24"> </span><span class="ff1">z<span class="_ _6"></span>awirowania <span class="_ _1e"> </span>geopolityczne <span class="_ _1e"> </span>mogą <span class="_ _1e"> </span>wpłynąć <span class="_ _1e"> </span>n<span class="_ _6"></span>a <span class="_ _e"> </span>zaostrz<span class="_ _6"></span>enie <span class="_ _1e"> </span>polityki <span class="_ _1e"> </span>kredytowej<span class="_ _10"></span></span> <span class="_ _1e"> </span>i <span class="_ _1e"> </span>gwarancyjnej </span></div><div class="t m0 x24 ha y35c ff1 fs4 fc1 sc0 ls0 ws0">banków wobec po<span class="_ _6"></span>lskiej branży budowlanej<span class="_ _6"></span>;<span class="ff2"> </span></div><div class="t m0 x88 ha y35d ff2 fs4 fc1 sc0 ls14 ws0">5.<span class="ls0"> <span class="_ _24"> </span><span class="ff1">nap<span class="_ _6"></span>ięta <span class="_ _13"> </span>sy<span class="_ _6"></span>tuacja <span class="_ _13"> </span>geopo<span class="_ _6"></span>lityczna <span class="_ _12"> </span>na <span class="_ _13"> </span>świ<span class="_ _6"></span>ecie, <span class="_ _13"> </span>sk<span class="_ _6"></span>utki <span class="_ _13"> </span>gospod<span class="_ _6"></span>arcze <span class="_ _12"> </span>po <span class="_ _12"> </span>pandemii <span class="_ _12"> </span>COViD<span class="_ _6"></span></span>-<span class="_ _6"></span>19, </span></div><div class="t m0 x24 ha y35e ff1 fs4 fc1 sc0 ls0 ws0">związana <span class="_ _1e"> </span>z <span class="_ _27"> </span>tym <span class="_ _1e"> </span>rosnąca<span class="_ _6"></span> <span class="_ _1e"> </span>inflacja <span class="_ _1e"> </span>i <span class="_ _1e"> </span>k<span class="_ _6"></span>onieczność <span class="_ _1e"> </span>zac<span class="_ _6"></span>ieśniania <span class="_ _1e"> </span>polityk<span class="_ _6"></span>i <span class="_ _e"> </span>mo<span class="_ _6"></span>netarnej <span class="_ _27"> </span>przez <span class="_ _1e"> </span>bank </div><div class="t m0 x24 ha y35f ff1 fs4 fc1 sc0 ls0 ws0">centralny mogą skłonić i<span class="_ _6"></span>nwestorów d<span class="_ _6"></span>o wstrzymywania <span class="_ _6"></span>nowych projektów inwesty<span class="_ _6"></span>cyjnych;<span class="_ _6"></span><span class="ff2"> </span></div><div class="t m0 x88 ha y360 ff2 fs4 fc1 sc0 ls14 ws0">6.<span class="ls0"> <span class="_ _24"> </span><span class="ff1">poz<span class="_ _6"></span>ostałymi <span class="_ _1b"> </span>skutkami<span class="_ _6"></span> <span class="_ _1a"> </span>n<span class="_ _6"></span>apaści <span class="_ _1b"> </span>Rosj<span class="_ _6"></span>i <span class="_ _1a"> </span>n<span class="_ _6"></span>a <span class="_ _1b"> </span>Ukrainę <span class="_ _c"> </span>mogą <span class="_ _1b"> </span>być, <span class="_ _1b"> </span>m.<span class="_ _6"></span>in.: <span class="_ _1b"> </span>wzrost <span class="_ _1b"> </span>z<span class="_ _6"></span>agrożenia </span></span></div></div></div><div class="pi" ></div></div><div id="pf1d" class="pf w0 h0" ><div class="pc pc1d w0 h0"><img class="bi x6 y2b w4 h7" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w3 h0"><div class="t m0 x7 h8 y2c ff4 fs3 fc3 sc0 ls0 ws0">SPRAWOZDANE ZARZĄDU Z DZIAŁALNOŚCI<span class="ff3"> MIRBUD S.A. ZA <span class="ls4">ROK</span> <span class="ls5">20</span>21<span class="fc4"> </span></span></div><div class="t m0 x4 h6 y2d ff3 fs2 fc1 sc0 ls0 ws0"> </div></div><div class="c x4 y2e w5 h9"><div class="t m0 x86 ha y2f ff2 fs4 fc3 sc0 ls0 ws0">MIRBUD <span class="ls6">| </span>P<span class="_ _6"></span>erspektywy rynk<span class="_ _6"></span>u </div></div><div class="c x9 y2e w6 h9"><div class="t m0 xa hb y30 ff3 fs1 fc0 sc0 ls11 ws0">29<span class="fs2 ls0"> </span></div></div><div class="c x0 y0 w3 h0"><div class="t m0 x4 h6 y31 ff3 fs2 fc1 sc0 ls0 ws0"> </div></div><div class="c xb y32 w7 hc"><div class="t m0 xc hd y33 ff5 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x0 y0 w3 h0"><div class="t m0 x24 ha y136 ff1 fs4 fc1 sc0 ls0 ws0">cybernetycznego <span class="_ _6"></span>dla firm<span class="_ _6"></span> budowlanych<span class="_ _6"></span> realizującyc<span class="_ _6"></span>h kontrakty <span class="_ _6"></span>budowy <span class="_ _6"></span>obiektów <span class="_ _6"></span>infrastruktury </div><div class="t m0 x24 ha y168 ff2 fs4 fc1 sc0 ls0 ws0">krytycznej, <span class="_ _3"></span>wz<span class="_ _6"></span>rost <span class="_ _3"></span>ryzyk<span class="_ _6"></span><span class="ff1">a <span class="_ _3"></span>kursowego oraz <span class="_ _3"></span>pozbawienie <span class="_ _0"></span>polskich <span class="_ _3"></span>spółek możliwości <span class="_ _3"></span>ekspansji <span class="_ _3"></span>na<span class="_ _6"></span> </span></div><div class="t m0 x24 ha y169 ff2 fs4 fc1 sc0 ls0 ws0">rynki wschodnie.  <span class="_ _6"></span> </div><div class="t m0 x4 ha y16a ff2 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 x4 ha y2a0 ff1 fs4 fc1 sc0 ls0 ws0">Świadomość <span class="_ _12"> </span>powyższ<span class="_ _6"></span>ych <span class="_ _13"> </span>zagrożeń <span class="_ _12"> </span>wpływa <span class="_ _13"> </span>b<span class="_ _6"></span>ezpośrednio <span class="_ _13"> </span>n<span class="_ _6"></span>a <span class="_ _13"> </span>nastroje <span class="_ _12"> </span>w <span class="_ _12"> </span>gospodarce, <span class="_ _12"> </span>w <span class="_ _13"> </span>ty<span class="_ _6"></span>m <span class="_ _13"> </span>w </div><div class="t m0 x4 ha y2a1 ff1 fs4 fc1 sc0 ls0 ws0">szczególności <span class="_ _13"> </span>–<span class="ff2"> <span class="_ _29"> </span></span>w <span class="_ _13"> </span>budow<span class="_ _6"></span>nictwie. <span class="_ _29"> </span>Wedłu<span class="_ _6"></span>g <span class="_ _29"> </span>badań <span class="_ _13"> </span>GUS <span class="_ _29"> </span>w <span class="_ _13"> </span>marcu <span class="_ _13"> </span>br. <span class="_ _29"> </span>ws<span class="_ _6"></span>kaźnik <span class="_ _12"> </span>ogólnego <span class="_ _29"> </span>kl<span class="_ _6"></span>imatu </div><div class="t m0 x4 ha y2a2 ff1 fs4 fc1 sc0 ls0 ws0">koniunktury  we <span class="_ _21"> </span>wsz<span class="_ _6"></span>ystkich  ob<span class="_ _0"></span>szarach  gospodarki  w <span class="_ _21"> </span>Po<span class="_ _6"></span>lsce <span class="_ _28"> </span>(z  wyjątkiem <span class="_ _28"> </span>sekcji  zakwaterowanie <span class="_ _28"> </span>i </div><div class="t m0 x4 ha y2a3 ff1 fs4 fc1 sc0 ls0 ws0">gastronomia)  kształtował <span class="_ _28"> </span>się <span class="_ _21"> </span>na  poziomie <span class="_ _28"> </span>niższy<span class="_ _6"></span>m <span class="_ _21"> </span>niż  w <span class="_ _21"> </span>lutym  i <span class="_ _21"> </span>styc<span class="_ _6"></span>zniu. <span class="_ _21"> </span>Korz<span class="_ _6"></span>ystnie <span class="_ _28"> </span>koniunkturę </div><div class="t m0 x4 ha y2a4 ff1 fs4 fc1 sc0 ls0 ws0">oceniały <span class="_ _29"> </span>wy<span class="_ _6"></span>łącznie <span class="_ _29"> </span>jed<span class="_ _6"></span>nostki <span class="_ _29"> </span>z <span class="_ _13"> </span>sekcji <span class="_ _13"> </span>działalności<span class="_ _6"></span><span class="ff2"> <span class="_ _13"> </span></span>finansowej<span class="_ _6"></span> <span class="_ _29"> </span>i <span class="_ _29"> </span>ub<span class="_ _6"></span>ezpieczeniowej<span class="_ _6"></span>, <span class="_ _29"> </span>a <span class="_ _29"> </span>takż<span class="_ _6"></span>e <span class="_ _29"> </span>sekcji </div><div class="t m0 x4 ha y2a5 ff1 fs4 fc1 sc0 ls0 ws0">informacja <span class="_ _10"></span>i <span class="_ _6"></span>kom<span class="_ _6"></span>unikacja. <span class="_ _6"></span>Naj<span class="_ _6"></span>bardziej <span class="_ _6"></span>pesy<span class="_ _6"></span>mistycznie <span class="_ _6"></span>koni<span class="_ _6"></span>unkturę <span class="_ _6"></span>ry<span class="_ _6"></span>nkową <span class="_ _6"></span>ocen<span class="_ _6"></span>iały <span class="_ _6"></span>podm<span class="_ _6"></span>ioty <span class="_ _6"></span>z <span class="_ _10"></span>sekcji </div><div class="t m0 x4 ha y2a6 ff1 fs4 fc1 sc0 ls0 ws0">budownictwo, <span class="_ _1e"> </span>gdzie <span class="_ _1e"> </span>w <span class="_ _1e"> </span>marcu <span class="_ _1e"> </span>wskaźnik <span class="_ _1e"> </span>ten <span class="_ _1e"> </span>wyniósł<span class="ff2"> <span class="_ _6"></span></span>minus <span class="_ _1e"> </span>20,1 <span class="_ _1e"> </span>i <span class="_ _e"> </span>był <span class="_ _1e"> </span>niższ<span class="_ _6"></span>y <span class="_ _e"> </span>od <span class="_ _1e"> </span>notowanego <span class="_ _1e"> </span>miesiąc </div><div class="t m0 x4 ha y2a7 ff1 fs4 fc1 sc0 ls0 ws0">wcześniej (minu<span class="ff2">s<span class="_ _6"></span> 15,6). </span></div><div class="t m0 x4 ha y2a8 ff2 fs4 fc1 sc0 ls0 ws0">  </div><div class="t m0 x4 h24 y361 ffa fs5 fc1 sc0 ls0 ws0">Wykres: <span class="ff9">Wska<span class="_ _0"></span>źnik koniunktur<span class="_ _0"></span>y<span class="ffa"> w budownict<span class="_ _0"></span>wie (GUS). </span></span></div><div class="t m0 x4 ha y362 ff2 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 x4 ha y363 ff1 fs4 fc1 sc0 ls0 ws0">Omawiając <span class="_ _10"></span>perspektywy <span class="_ _10"></span>dla <span class="_ _10"></span>polskiej<span class="_ _6"></span> <span class="_ _6"></span>branży<span class="_ _6"></span> <span class="_ _6"></span>budowla<span class="_ _6"></span>nej <span class="_ _10"></span>należy <span class="_ _10"></span>zwrócić <span class="_ _10"></span>uwagę <span class="_ _10"></span>również <span class="_ _10"></span>na <span class="_ _10"></span>szanse. <span class="_ _10"></span>W </div><div class="t m0 x4 ha y364 ff1 fs4 fc1 sc0 ls0 ws0">kolejnych miesiącach na ko<span class="_ _6"></span>ndycję polskiego rynku <span class="_ _6"></span>budowlanego mogą m<span class="_ _6"></span>ieć pozytywny wpływ:<span class="_ _10"></span><span class="ff2"> </span></div><div class="t m0 x4 ha y365 ff2 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 x88 ha y366 ff2 fs4 fc1 sc0 ls14 ws0">1.<span class="ls0"> <span class="_ _24"> </span><span class="ff1">dalsz<span class="_ _6"></span>y rozwój rynku e<span class="_ _6"></span></span>-<span class="ff1">commerce i związany z<span class="_ _6"></span> nim popyt na inwes<span class="_ _6"></span>tycje magazynowe;<span class="_ _6"></span></span> </span></div><div class="t m0 x88 ha y367 ff2 fs4 fc1 sc0 ls14 ws0">2.<span class="ls0"> <span class="_ _24"> </span><span class="ff1">wz<span class="_ _6"></span>rost <span class="_ _3"></span>popytu na <span class="_ _3"></span>inw<span class="_ _6"></span>estycje <span class="_ _3"></span>m<span class="_ _6"></span>ieszkaniowe <span class="_ _3"></span>sp<span class="_ _6"></span>owodowany napływem <span class="_ _3"></span>uch<span class="_ _6"></span>odźców <span class="_ _0"></span>wojennych <span class="_ _0"></span>do </span></span></div><div class="t m0 x24 ha y368 ff2 fs4 fc1 sc0 ls0 ws0">Polski; </div><div class="t m0 x88 ha y28b ff2 fs4 fc1 sc0 ls14 ws0">3.<span class="ls0"> <span class="_ _24"> </span><span class="ff1">nap<span class="_ _6"></span>ływ unijnych środków w<span class="_ _6"></span> ramach Krajowego Planu <span class="_ _6"></span>Odbudowy<span class="_ _6"></span></span> </span></div><div class="t m0 x88 ha y369 ff2 fs4 fc1 sc0 ls14 ws0">4.<span class="ls0"> <span class="_ _24"> </span><span class="ff1">moż<span class="_ _6"></span>liwość  uczestnictwa<span class="_ _6"></span>  w  od<span class="_ _6"></span>budowie  zniszcz<span class="_ _6"></span>onej  działaniami  wojennym<span class="_ _6"></span>i  infrastruktury  w </span></span></div><div class="t m0 x24 ha y36a ff2 fs4 fc1 sc0 ls0 ws0">Ukrainie. </div><div class="t m0 x4 ha y36b ff2 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 x4 ha y36c ff1 fs4 fc1 sc0 ls0 ws0">Jak <span class="_ _f"></span>wspomniano <span class="_ _10"></span>wyż<span class="_ _6"></span>ej <span class="_ _f"></span>–<span class="ff2"> <span class="_ _10"></span>rynek <span class="_ _f"></span>powierzchni <span class="_ _10"></span>magazy<span class="_ _6"></span>nowo</span>–<span class="ff2"> <span class="_ _f"></span>logistycz<span class="_ _6"></span>nych <span class="_ _10"></span>w <span class="_ _f"></span>Polsce <span class="_ _10"></span>notuje <span class="_ _f"></span>rekordowy </span></div><div class="t m0 x4 ha y36d ff1 fs4 fc1 sc0 ls0 ws0">popyt i nie nadążaj<span class="_ _6"></span>ącą na nim pod<span class="_ _6"></span>aż. Na koniec 202<span class="_ _6"></span>1 roku w bud<span class="_ _6"></span>owie znajdowało <span class="_ _6"></span>się w sumie 4<span class="_ _10"></span><span class="ff2">,2 mln </span></div><div class="t m0 x4 ha y36e ff2 fs4 fc1 sc0 ls0 ws0">m</div><div class="t m0 x89 h53 y36f ff2 fs6 fc1 sc0 ls0 ws0">2</div><div class="t m0 x8a ha y36e ff2 fs4 fc1 sc0 ls0 ws0"> <span class="_ _f"></span><span class="ff1">tego <span class="_ _f"></span>rodzaj<span class="_ _6"></span>u <span class="_ _f"></span>inwestycj<span class="_ _6"></span>i. <span class="_ _f"></span>W <span class="_ _f"></span>ubiegłym<span class="_ _6"></span> <span class="_ _f"></span>roku <span class="_ _f"></span>popyt <span class="_ _e"> </span>brutto <span class="_ _f"></span>na<span class="_ _6"></span> <span class="_ _f"></span>tego <span class="_ _f"></span>rodzaju<span class="_ _6"></span> <span class="_ _f"></span>powierzchnie <span class="_ _f"></span>wyn<span class="_ _6"></span>iósł <span class="_ _f"></span>wg. </span></div><div class="t m0 x4 ha y370 ff1 fs4 fc1 sc0 ls0 ws0">badań <span class="_ _6"></span>firmy <span class="_ _6"></span>Colliers <span class="_ _10"></span>–<span class="ff2"> <span class="_ _6"></span>ponad <span class="_ _6"></span>7,5 <span class="_ _6"></span>mln <span class="_ _6"></span>m</span></div><div class="t m0 x8b h53 y371 ff2 fs6 fc1 sc0 ls0 ws0">2</div><div class="t m0 x66 ha y370 ff2 fs4 fc1 sc0 ls0 ws0">. <span class="_ _6"></span>To <span class="_ _6"></span>rekord <span class="_ _6"></span>w <span class="_ _6"></span>histori<span class="_ _6"></span>i teg<span class="_ _6"></span>o <span class="_ _6"></span>rynku. <span class="_ _10"></span>W <span class="_ _6"></span>por<span class="ff1">ó</span>wnaniu <span class="_ _6"></span>d<span class="_ _6"></span>o <span class="_ _6"></span>roku <span class="_ _6"></span>2020 </div><div class="t m0 x4 ha y372 ff1 fs4 fc1 sc0 ls0 ws0">wolumen  popytu  brutto  był <span class="_ _28"> </span>wyż<span class="_ _6"></span><span class="ff2 lse">szy<span class="ls0">  o <span class="_ _21"> </span>ok.  2,1  mln  m</span></span></div><div class="t m0 x27 h53 y373 ff2 fs6 fc1 sc0 ls0 ws0">2</div><div class="t m0 x8c hf y372 ff2 fs4 fc1 sc0 ls0 ws0">.<span class="ff7">  <span class="ff1">Na <span class="_ _28"> </span>tak  dobrą  kondycję  rynku  powierzchni </span></span></div><div class="t m0 x4 ha y374 ff2 fs4 fc1 sc0 ls0 ws0">magazynowo <span class="_ _21"> </span><span class="ff1">–</span> <span class="_ _27"> </span><span class="ff1">lo<span class="_ _6"></span>gistycznych <span class="_ _21"> </span>w <span class="_ _27"> </span>Polsce <span class="_ _21"> </span>ma <span class="_ _27"> </span>w<span class="_ _6"></span>pływ <span class="_ _27"> </span>roz<span class="_ _6"></span>wój <span class="_ _27"> </span>rynk<span class="_ _6"></span>u <span class="_ _27"> </span>e<span class="_ _6"></span></span>-<span class="ff1">commerce, <span class="_ _21"> </span>rozwój <span class="_ _21"> </span>infrastruktury </span></div><div class="t m0 x4 hf y375 ff1 fs4 fc1 sc0 ls0 ws0">drogowej oraz <span class="_ _0"></span>korzystne położenie <span class="_ _3"></span>kraj<span class="_ _6"></span>u <span class="_ _3"></span>w środku Europy.<span class="_ _6"></span><span class="ff7"> <span class="_ _3"></span><span class="ff2">W I <span class="_ _3"></span>k<span class="_ _6"></span>wartale <span class="_ _0"></span>2022 roku, <span class="_ _0"></span>pomimo ni<span class="_ _0"></span>estabilnej </span></span></div><div class="t m0 x4 ha y376 ff1 fs4 fc1 sc0 ls0 ws0">sytuacji <span class="_ _13"> </span>na <span class="_ _13"> </span>ry<span class="_ _6"></span>nku <span class="_ _13"> </span>materiałów <span class="_ _13"> </span>b<span class="_ _6"></span>udowlanych <span class="_ _13"> </span>obserw<span class="_ _6"></span>ujemy <span class="_ _13"> </span>niesłabnący<span class="_ _6"></span> <span class="_ _13"> </span>popyt <span class="_ _13"> </span>na <span class="_ _13"> </span>rea<span class="_ _6"></span>lizację <span class="_ _13"> </span>takich </div><div class="t m0 x4 ha y377 ff1 fs4 fc1 sc0 ls0 ws0">inwestycji, <span class="_ _e"> </span>co <span class="_ _1e"> </span>znajduje <span class="_ _1e"> </span>odzwierciedl<span class="_ _6"></span>enie <span class="_ _e"> </span>w <span class="_ _e"> </span>p<span class="_ _6"></span>ortfelu <span class="_ _e"> </span>zamówi<span class="_ _6"></span>eń <span class="_ _e"> </span>MIRBUD <span class="_ _1e"> </span>S.A. <span class="_ _e"> </span>Na <span class="_ _1e"> </span>dzień <span class="_ _e"> </span>s<span class="_ _6"></span>porządzenia </div><div class="t m0 x4 ha y378 ff1 fs4 fc1 sc0 ls0 ws0">niniejszego <span class="_ _e"> </span>raport<span class="_ _6"></span>u <span class="_ _e"></span>Spółk<span class="ff2">a<span class="_ _6"></span> <span class="_ _f"></span>rea<span class="_ _6"></span>lizuje <span class="_ _e"></span>budowy <span class="_ _e"> </span>w <span class="_ _e"> </span>s<span class="_ _6"></span>umie <span class="_ _e"></span>23 <span class="_ _e"> </span>inwestyc<span class="_ _6"></span>ji <span class="_ _f"></span>m<span class="_ _6"></span>agazynowo<span class="_ _6"></span>-<span class="_ _6"></span> <span class="_ _f"></span></span>prz<span class="_ _6"></span>emysłowych <span class="_ _e"> </span>o </div><div class="t m0 x4 ha y379 ff1 fs4 fc1 sc0 ls0 ws0">łącznej <span class="_ _3"></span>war<span class="_ _6"></span>tości <span class="_ _0"></span>1,3 ml<span class="_ _0"></span>d <span class="_ _3"></span>z<span class="_ _6"></span>łotych, <span class="_ _0"></span>z <span class="_ _3"></span>c<span class="_ _6"></span>zego <span class="_ _3"></span>do zafakturowania <span class="_ _0"></span>w 2022 <span class="_ _3"></span>zaplanowano<span class="_ _6"></span> <span class="_ _3"></span>prac<span class="_ _6"></span>e <span class="_ _3"></span>o <span class="_ _0"></span>wartości 0,73 </div><div class="t m0 x4 ha y37a ff1 fs4 fc1 sc0 ls0 ws0">mld złotych. Ogromną większość tego <span class="_ _0"></span>rodzaju inwestycji MIRBUD S.A. <span class="_ _0"></span>realizuje dla podmi<span class="_ _6"></span>otów z grupy </div><div class="t m0 x4 ha y37b ff2 fs4 fc1 sc0 ls0 ws0">lidera <span class="_ _6"></span>rynku<span class="_ _6"></span> <span class="_ _6"></span><span class="ff1">–</span> <span class="_ _10"></span><span class="ff1">Panatton<span class="_ _6"></span>i <span class="_ _6"></span>Eur<span class="_ _6"></span>ope. <span class="_ _6"></span>Transakcj<span class="_ _6"></span>e <span class="_ _6"></span>dla <span class="_ _6"></span>ty<span class="_ _6"></span>ch <span class="_ _6"></span>k<span class="_ _6"></span>ontraktów <span class="_ _6"></span>są <span class="_ _10"></span>rozliczane<span class="_ _6"></span> <span class="_ _6"></span>w <span class="_ _10"></span>walucie <span class="_ _10"></span>euro. <span class="_ _10"></span>Zaletą </span></div><div class="t m0 x4 ha y37c ff1 fs4 fc1 sc0 ls0 ws0">tego rodzaju <span class="_ _6"></span>kontraktów s<span class="_ _6"></span>ą krótk<span class="_ _6"></span>ie terminy <span class="_ _6"></span>ich realizacji, <span class="_ _6"></span>dzięki czemu <span class="_ _6"></span>Spółka j<span class="_ _6"></span>est w <span class="_ _6"></span>stanie precyzy<span class="_ _6"></span>jnie </div></div><div class="c x89 y37d w4c h58"><div class="t m0 x2c h59 y37e ffe fs5 fcc sc0 ls0 ws0">-50</div><div class="t m0 x2c h59 y37f ffe fs5 fcc sc0 ls0 ws0">-40</div><div class="t m0 x2c h59 y380 ffe fs5 fcc sc0 ls0 ws0">-30</div><div class="t m0 x30 h59 y381 ffe fs5 fcc sc0 ls0 ws0">-20</div><div class="t m0 x30 h59 y382 ffe fs5 fcc sc0 ls26 ws0">-10</div><div class="t m0 x31 h59 y383 ffe fs5 fcc sc0 ls0 ws0">0</div><div class="t m0 x32 h59 y384 ffe fs5 fcc sc0 ls27 ws0">10</div><div class="t m2 x6c h59 y385 ffe fs5 fcd sc0 ls0 ws0">2010</div><div class="t m2 x8d h59 y386 ffe fs5 fcd sc0 ls0 ws0">2011</div><div class="t m2 x74 h59 y387 ffe fs5 fcd sc0 ls0 ws0">2012</div><div class="t m2 x8e h59 y388 ffe fs5 fcd sc0 ls0 ws0">2013</div><div class="t m2 x8f h59 y389 ffe fs5 fcd sc0 ls0 ws0">2014</div><div class="t m2 x90 h59 y38a ffe fs5 fcd sc0 ls0 ws0">2015</div><div class="t m2 x91 h59 y38b ffe fs5 fcd sc0 ls0 ws0">2016</div><div class="t m2 x92 h59 y38c ffe fs5 fcd sc0 ls0 ws0">2017</div><div class="t m2 x93 h59 y38d ffe fs5 fcd sc0 ls0 ws0">2018</div><div class="t m2 x94 h59 y38e ffe fs5 fcd sc0 ls0 ws0">2019</div><div class="t m2 x95 h59 y38f ffe fs5 fcd sc0 ls0 ws0">2020</div><div class="t m2 x96 h59 y387 ffe fs5 fcd sc0 ls0 ws0">2021</div><div class="t m2 x97 h59 y385 ffe fs5 fcd sc0 ls0 ws0">2022</div><div class="t m0 x98 h5a y390 fff fs6 fcc sc0 ls0 ws0">niewyrównany sezonowo<span class="_ _34"> </span>wyrównany sezonowo</div></div></div><div class="pi" ></div></div><div id="pf1e" class="pf w0 h0" ><div class="pc pc1e w0 h0"><img class="bi x6 y2b w4 h7" alt="" src="data:image/png;base64,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class="c x0 y0 w3 h0"><div class="t m0 x7 h8 y2c ff4 fs3 fc3 sc0 ls0 ws0">SPRAWOZDANE ZARZĄDU Z DZIAŁALNOŚCI<span class="ff3"> MIRBUD S.A. ZA <span class="ls4">ROK</span> <span class="ls5">20</span>21<span class="fc4"> </span></span></div><div class="t m0 x4 h6 y2d ff3 fs2 fc1 sc0 ls0 ws0"> </div></div><div class="c x4 y2e w5 h9"><div class="t m0 x86 ha y2f ff2 fs4 fc3 sc0 ls0 ws0">MIRBUD <span class="ls6">| </span>P<span class="_ _6"></span>erspektywy rynk<span class="_ _6"></span>u </div></div><div class="c x9 y2e w6 h9"><div class="t m0 xa hb y30 ff3 fs1 fc0 sc0 ls11 ws0">30<span class="fs2 ls0"> </span></div></div><div class="c x0 y0 w3 h0"><div class="t m0 x4 h6 y31 ff3 fs2 fc1 sc0 ls0 ws0"> </div></div><div class="c xb y32 w7 hc"><div class="t m0 xc hd y33 ff5 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x0 y0 w3 h0"><div class="t m0 x4 ha y136 ff1 fs4 fc1 sc0 ls0 ws0">określić  koszty <span class="_ _21"> </span>r<span class="_ _6"></span>ealizacji  z <span class="_ _21"> </span>m<span class="_ _6"></span>inimalnym<span class="_ _6"></span> <span class="_ _28"> </span>ryzykiem  niekorzys<span class="_ _6"></span>tnych <span class="_ _28"> </span>zmian <span class="_ _21"> </span>c<span class="_ _6"></span>enowych,  przy  zał<span class="_ _0"></span>ożeniu<span class="_ _6"></span> </div><div class="t m0 x4 ha y168 ff1 fs4 fc1 sc0 ls0 ws0">realizacji zadawalającyc<span class="_ _6"></span>h marż.<span class="_ _6"></span><span class="ff2"> </span></div><div class="t m0 x4 ha y169 ff2 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 x4 ha y16a ff1 fs4 fc1 sc0 ls0 ws0">Na <span class="_ _29"> </span>p<span class="_ _6"></span>erspektywy <span class="_ _13"> </span>rynku <span class="_ _13"> </span>budowlane<span class="_ _6"></span>go <span class="_ _13"> </span>w <span class="_ _13"> </span>Polsce <span class="_ _13"> </span>w <span class="_ _13"> </span>2022 <span class="_ _13"> </span>roku, <span class="_ _13"> </span>a <span class="_ _13"> </span>w<span class="_ _6"></span> <span class="_ _29"> </span>szc<span class="_ _6"></span>zególności <span class="_ _29"> </span>n<span class="_ _6"></span>a <span class="_ _29"> </span>i<span class="_ _6"></span>nwestycje </div><div class="t m0 x4 ha y2a0 ff1 fs4 fc1 sc0 ls0 ws0">samorządowe <span class="_ _13"> </span>oraz <span class="_ _13"> </span>infrast<span class="_ _6"></span>ruktury <span class="_ _13"> </span>drogowej <span class="_ _13"> </span>i <span class="_ _29"> </span>ko<span class="_ _6"></span>lejowej <span class="_ _13"> </span>wpływ <span class="_ _29"> </span>b<span class="_ _6"></span>ędzie <span class="_ _13"> </span>miała <span class="_ _13"> </span>dostęp<span class="_ _10"></span>ność <span class="_ _13"> </span>środków </div><div class="t m0 x4 ha y2a1 ff1 fs4 fc1 sc0 ls0 ws0">unijnych. <span class="_ _f"></span>Z<span class="_ _6"></span> <span class="_ _f"></span>budżetu <span class="_ _e"> </span>polityk<span class="_ _6"></span>i <span class="_ _f"></span>spójności<span class="_ _6"></span> <span class="_ _f"></span>UE <span class="_ _e"></span>Polska <span class="_ _e"> </span>ma <span class="_ _e"> </span>do <span class="_ _f"></span>dys<span class="_ _6"></span>pozycji <span class="_ _f"></span>7<span class="_ _6"></span>6 <span class="_ _f"></span>mld <span class="_ _e"></span>euro <span class="_ _e"></span>na <span class="_ _f"></span>lata <span class="_ _e"> </span>202<span class="_ _6"></span>1<span class="_ _6"></span><span class="ff2">-2027,<span class="_ _6"></span> </span></div><div class="t m0 x4 ha y2a2 ff2 fs4 fc1 sc0 ls0 ws0">natomiast <span class="_ _10"></span>w<span class="_ _6"></span> <span class="_ _10"></span>ramach <span class="_ _f"></span>KPO <span class="_ _10"></span>nasz<span class="_ _6"></span> <span class="_ _10"></span>kraj <span class="_ _10"></span>wnios<span class="_ _6"></span>kuje <span class="_ _10"></span>o <span class="_ _10"></span>prz<span class="_ _6"></span>yznanie <span class="_ _f"></span><span class="ff1">23,9<span class="_ _6"></span> <span class="_ _10"></span>mld <span class="_ _10"></span>eur<span class="_ _6"></span>o <span class="_ _10"></span>w <span class="_ _10"></span>r<span class="_ _6"></span>amach <span class="_ _10"></span>grant<span class="_ _6"></span>ów <span class="_ _10"></span>oraz <span class="_ _f"></span>o </span></div><div class="t m0 x4 ha y2a3 ff1 fs4 fc1 sc0 ls0 ws0">11,5 <span class="_ _6"></span>mld <span class="_ _10"></span>euro <span class="_ _10"></span>z <span class="_ _6"></span>cz<span class="_ _6"></span>ęści <span class="_ _6"></span>poży<span class="_ _6"></span>czkowej<span class="_ _6"></span><span class="ff2 lsc">. <span class="_ _6"></span><span class="ls0">Na <span class="_ _10"></span>koniec <span class="_ _6"></span>I <span class="_ _10"></span>kwar<span class="_ _6"></span></span></span>tału <span class="_ _6"></span>2022 <span class="_ _10"></span>roku <span class="_ _10"></span>nadal <span class="_ _6"></span>brak <span class="_ _10"></span>jednak <span class="_ _10"></span>porozumienia </div><div class="t m0 x4 ha y2a4 ff1 fs4 fc1 sc0 ls0 ws0">rządu polskiego z Kom<span class="_ _6"></span>isją Europejską w sprawi<span class="_ _6"></span>e przyjęcia w nasz<span class="_ _6"></span>ym kraju KPO. <span class="_ _6"></span><span class="ff2"> </span></div><div class="t m0 x4 ha y2a5 ff2 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 x4 ha y2a6 ff1 fs4 fc1 sc0 ls0 ws0">Z końcem <span class="_ _3"></span>202<span class="_ _6"></span>1 <span class="_ _3"></span>r<span class="_ _6"></span>oku <span class="_ _0"></span>wartoś<span class="_ _6"></span>ć <span class="_ _0"></span>portfela <span class="_ _0"></span>zamówień Grupy Kapitałowej MIRBUD wyniosła <span class="_ _3"></span>ok. 5 mld <span class="_ _3"></span>złotyc<span class="_ _6"></span>h </div><div class="t m0 x4 ha y2a7 ff1 fs4 fc1 sc0 ls0 ws0">netto z przeważającą eksp<span class="_ _6"></span>ozycją (o<span class="_ _6"></span>k. 85%) na kontrakty budownictwa infrastrukt<span class="_ _6"></span>ury drogowej, stąd też </div><div class="t m0 x4 ha y2a8 ff1 fs4 fc1 sc0 ls0 ws0">dla dalszego rozwoju Gru<span class="_ _6"></span>py istotnymi są p<span class="_ _6"></span>erspektywy tego rynku w P<span class="_ _6"></span>olsce.<span class="_ _6"></span><span class="ff2"> </span></div><div class="t m0 x4 ha y1ee ff2 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 x4 ha y309 ff1 fs4 fc1 sc0 ls0 ws0">W  sierpniu  2021 <span class="_ _28"> </span>roku  Ministerstwo  Infrastruktury  opublikowało <span class="_ _28"> </span>zaktualizowa<span class="_ _6"></span>ny  Rządowy  Program </div><div class="t m0 x4 ha y30a ff1 fs4 fc1 sc0 ls0 ws0">Budowy <span class="_ _27"> </span>Dróg <span class="_ _27"> </span>Krajowych <span class="_ _27"> </span>d<span class="_ _6"></span>o <span class="_ _1e"> </span>2030 <span class="_ _27"> </span>roku <span class="_ _27"> </span>(z <span class="_ _27"> </span>perspekty<span class="_ _6"></span>wą <span class="_ _1e"> </span>do <span class="_ _27"> </span>2033 <span class="_ _27"> </span>roku). <span class="_ _27"> </span>Dokum<span class="_ _6"></span>ent <span class="_ _1e"> </span>ten <span class="_ _27"> </span>określa <span class="_ _27"> </span>cele </div><div class="t m0 x4 ha y30b ff2 fs4 fc1 sc0 ls0 ws0">polskiej <span class="_ _21"> </span>polityki <span class="_ _21"> </span>transporto<span class="_ _6"></span>wej <span class="_ _21"> </span>w <span class="_ _21"> </span>zakresie <span class="_ _21"> </span>budowy <span class="_ _21"> </span>drogow<span class="_ _6"></span>ej <span class="_ _21"> </span>sieci <span class="_ _27"> </span>T<span class="_ _6"></span>EN<span class="_ _6"></span>-<span class="ls28">T <span class="_ _21"> </span></span><span class="ff1">–</span> <span class="_ _21"> </span>Transeuropej<span class="_ _6"></span>skiej <span class="_ _21"> </span>Sieci </div><div class="t m0 x4 ha y30d ff1 fs4 fc1 sc0 ls0 ws0">Transportowej, <span class="_ _f"></span>której<span class="_ _6"></span> <span class="_ _f"></span>głównym <span class="_ _f"></span>celem<span class="_ _6"></span> <span class="_ _f"></span>jest <span class="_ _f"></span>koordyn<span class="_ _6"></span>acja <span class="_ _f"></span>i <span class="_ _f"></span>zapewn<span class="_ _6"></span>ienie <span class="_ _f"></span>spójności <span class="_ _e"> </span>i <span class="_ _f"></span>kompleme<span class="_ _6"></span>nta<span class="_ _6"></span>rn<span class="_ _6"></span>ości </div><div class="t m0 x4 ha y30e ff1 fs4 fc1 sc0 ls0 ws0">inwestycji <span class="_ _6"></span>infrastrukturalnych <span class="_ _6"></span>w <span class="_ _6"></span>Europie. <span class="_ _6"></span>W ra<span class="_ _6"></span>mach <span class="_ _6"></span>Programu prz<span class="_ _6"></span>ewidziano <span class="_ _6"></span>wydatki <span class="_ _6"></span>o łącznej <span class="_ _6"></span>wartośc<span class="_ _6"></span>i </div><div class="t m0 x4 ha y30f ff1 fs4 fc1 sc0 ls0 ws0">292 <span class="_ _29"> </span>mld <span class="_ _29"> </span>zło<span class="_ _6"></span>tych <span class="_ _29"> </span>na <span class="_ _29"> </span>rea<span class="_ _6"></span>lizację <span class="_ _29"> </span>zadań <span class="_ _13"> </span>inwestycyjnych <span class="_ _13"> </span>polegających <span class="_ _13"> </span>na <span class="_ _29"> </span>budowie <span class="_ _29"> </span>a<span class="_ _6"></span>utostrad <span class="_ _29"> </span>i <span class="_ _29"> </span>dróg<span class="_ _6"></span> </div><div class="t m0 x4 ha y310 ff1 fs4 fc1 sc0 ls0 ws0">ekspresowych <span class="_ _6"></span>(w tym do<span class="_ _6"></span>budowie pas<span class="_ _6"></span>ów ruchu <span class="_ _6"></span>lub jez<span class="_ _6"></span>dni do i<span class="_ _6"></span>s<span class="_ _6"></span>tniejących j<span class="_ _6"></span>uż odcinków <span class="_ _6"></span>autostrad i <span class="_ _6"></span>dróg </div><div class="t m0 x4 ha y311 ff1 fs4 fc1 sc0 ls0 ws0">ekspresowych), odcinków wybranych dróg <span class="_ _3"></span>kraj<span class="_ _6"></span>owych oraz <span class="_ _3"></span>obwo<span class="_ _6"></span>dnic. Inwestycje zostaną <span class="_ _3"></span>sfinanso<span class="_ _6"></span>wane </div><div class="t m0 x4 ha y312 ff2 fs4 fc1 sc0 ls0 ws0">w ramach nowej pers<span class="_ _6"></span>pektywy finansowej U<span class="_ _6"></span>E 2021-2<span class="_ _6"></span>027 oraz kolejnej p<span class="_ _6"></span>erspektywy UE 2028<span class="_ _6"></span>-2034.<span class="_ _6"></span> </div><div class="t m0 x4 ha y313 ff2 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 x4 ha y314 ff1 fs4 fc1 sc0 ls0 ws0">W <span class="_ _6"></span>Po<span class="_ _6"></span>lsce <span class="_ _6"></span>s<span class="_ _6"></span>ieć<span class="ff2"> TEN-T, <span class="_ _10"></span>zgodni<span class="_ _6"></span>e <span class="_ _6"></span>z<span class="_ _6"></span> <span class="_ _6"></span>zapisam<span class="_ _6"></span>i <span class="_ _6"></span><span class="ffa">Roz<span class="_ _6"></span>porz<span class="ff9">ą</span>dzenia <span class="_ _10"></span>Parl<span class="_ _6"></span>amentu <span class="_ _10"></span>Europejskiego <span class="_ _10"></span>i <span class="_ _10"></span>Rady <span class="_ _10"></span>(UE) <span class="_ _10"></span>nr </span></span></div><div class="t m0 x4 h4b y315 ffa fs4 fc1 sc0 ls0 ws0">1315/2013 <span class="_ _1a"> </span>z<span class="_ _6"></span> <span class="_ _1a"> </span>dnia <span class="_ _1b"> </span>11 <span class="_ _1b"> </span>grudnia <span class="_ _1b"> </span>2013 <span class="_ _1a"> </span>r<span class="_ _6"></span>. <span class="_ _1a"> </span>w <span class="_ _1b"> </span>sprawie <span class="_ _1b"> </span>unijnych <span class="_ _1b"> </span>wytycz<span class="_ _6"></span>nych <span class="_ _1a"> </span>dotycz<span class="_ _10"></span><span class="ff9">ą</span>cych <span class="_ _1b"> </span>rozwoju </div><div class="t m0 x4 ha y316 ffa fs4 fc1 sc0 ls0 ws0">transeuropejskiej sieci tra<span class="_ _6"></span>nsportowej i uchyla<span class="_ _6"></span>j<span class="ff9">ą</span>ce <span class="_ _6"></span>decyzj<span class="ff9">ę</span> nr 661/2010/UE<span class="_ _6"></span><span class="ff2">, obejmuje: <span class="_ _6"></span> </span></div><div class="t m0 x35 ha y317 ff2 fs4 fc1 sc0 ls0 ws0"> <span class="_ _32"> </span>s<span class="_ _6"></span>ie<span class="ff1">ć</span> bazow<span class="ff1">ą</span>, sta<span class="_ _6"></span>nowi<span class="ff1">ą</span>c<span class="ff1">ą</span> p<span class="_ _6"></span>odstaw<span class="ff1">ę</span> rozwoju <span class="_ _6"></span>TEN-<span class="ff1">T <span class="_ _6"></span>i składają</span>c<span class="ff1">ą</span> <span class="_ _6"></span><span class="lse">si</span><span class="ff1">ę</span> <span class="ff1">z połą</span><span class="lse">cze</span><span class="ff1">ń</span> priory<span class="_ _6"></span>tetowych, </div><div class="t m0 x24 ha y318 ff2 fs4 fc1 sc0 ls0 ws0">istotnych z punktu widzenia reali<span class="_ _0"></span>zacji cel<span class="_ _6"></span><span class="ff1">ó</span>w europejskiej polityki transportowej, kt<span class="ff1">ó</span>r<span class="_ _6"></span>ej reali<span class="_ _0"></span>zacja </div><div class="t m0 x24 ha y319 ff2 fs4 fc1 sc0 ls0 ws0">ma zosta<span class="ff1">ć</span> zako<span class="ff1">ń</span>czon<span class="_ _6"></span>a do 2030 r.; <span class="_ _6"></span> </div><div class="t m0 x35 ha y31a ff2 fs4 fc1 sc0 ls0 ws0"> <span class="_ _32"> </span>s<span class="_ _6"></span>ie<span class="ff1">ć</span> <span class="_ _29"> </span>kompleksow<span class="ff1">ą</span>, <span class="_ _13"> </span>zapew<span class="_ _6"></span>niaj<span class="ff1">ą</span>c<span class="ff1">ą</span> <span class="_ _29"> </span>dos<span class="_ _6"></span>t<span class="ff1">ę</span>pno<span class="ff1">ść</span> <span class="_ _29"> </span><span class="ff1">i <span class="_ _13"> </span>łą</span>czno<span class="ff1">ść<span class="_ _6"></span></span> <span class="_ _29"> </span>wszys<span class="_ _6"></span>tkich <span class="_ _29"> </span>region<span class="ff1">ó</span>w<span class="_ _6"></span> <span class="_ _29"> </span>UE, <span class="_ _29"> </span>kt<span class="ff1">ó</span>rej<span class="_ _6"></span> </div><div class="t m0 x24 ha y31b ff2 fs4 fc1 sc0 ls0 ws0">realizacja ma zako<span class="_ _6"></span><span class="ff1">ń</span><span class="lse">czy</span><span class="ff1">ć</span> <span class="lse">si</span><span class="ff1">ę</span> do 2050 roku. </div><div class="t m0 x4 hf y31c ff7 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 x4 ha y31d ff1 fs4 fc1 sc0 ls0 ws0">Całkowita dłu<span class="_ _6"></span>gość<span class="ff2"> drog<span class="_ _6"></span>owej sieci T<span class="_ _6"></span>EN-T w <span class="_ _6"></span>Polsce wyn<span class="_ _6"></span>osi ok. 7 7<span class="_ _6"></span>00 km, z <span class="_ _6"></span>czego ok<span class="_ _6"></span>. 3 890 km <span class="_ _6"></span>stanowi </span></div><div class="t m0 x4 hf y31e ff2 fs4 fc1 sc0 ls0 ws0">sie<span class="ff1">ć</span> bazowa, <span class="ff1">w skła<span class="_ _6"></span></span>d kt<span class="ff1">ó</span>rej wchodz<span class="_ _6"></span><span class="ff1">ą</span> nast<span class="ff1">ę</span>puj<span class="ff1">ą</span>ce c<span class="_ _6"></span>i<span class="ff1">ą</span>gi drogowe<span class="ff7 ls10">: <span class="ls0"> </span></span></div><div class="t m0 x88 ha y31f ff10 fs4 fc1 sc0 ls0 ws0">o<span class="ff2"> <span class="_ _1f"> </span>A1 Gda<span class="ff1">ń</span><span class="lse">sk </span><span class="ff1">–</span> <span class="ff1">Łó</span>d<span class="ff1">ź</span> <span class="ff1">–</span> Gorz<span class="_ _6"></span>yczki <span class="ff1">–</span> Czechy, <span class="_ _6"></span> </span></div><div class="t m0 x88 ha y320 ff10 fs4 fc1 sc0 ls0 ws0">o<span class="ff2"> <span class="_ _1f"> </span>A2 Niemcy <span class="ff1">–</span> <span class="ff1">Ś</span>wieck<span class="_ _6"></span>o <span class="ff1">–</span> <span class="ff1">Łó</span>d<span class="ff1">ź</span> <span class="ff1">–</span> Wars<span class="_ _6"></span>zawa <span class="ff1">–</span> Kukuryki <span class="_ _6"></span><span class="ff1">–</span> <span class="ff1">Białoruś</span><span class="lsc">, </span> </span></div><div class="t m0 x88 ha y321 ff10 fs4 fc1 sc0 ls0 ws0">o<span class="ff2"> <span class="_ _1f"> </span>A4 Niemcy <span class="ff1">–</span> J<span class="ff1">ę</span>drz<span class="_ _6"></span>ychowice <span class="ff1">–</span> <span class="_ _6"></span><span class="ff1">Wrocław –</span> Krak<span class="ff1">ó</span><span class="ls29">w <span class="_ _6"></span></span><span class="ff1">–</span> Przemy<span class="ff1">ś</span><span class="lsf">l </span><span class="ff1">–</span> <span class="_ _6"></span>Korczowa <span class="ff1">–</span> Ukrai<span class="_ _6"></span>na,  </span></div><div class="t m0 x88 ha y322 ff10 fs4 fc1 sc0 ls0 ws0">o<span class="ff2"> <span class="_ _1f"> </span>A6 Niemcy <span class="ff1">–</span> w. <span class="_ _6"></span>Klucz <span class="ff1">–</span> w. Rz<span class="ff1">ęś<span class="_ _6"></span></span>nica,  </span></div><div class="t m0 x88 ha y323 ff10 fs4 fc1 sc0 ls0 ws0">o<span class="ff2"> <span class="_ _1f"> </span><span class="ff1">A8 Autostradowa Obw<span class="_ _6"></span>odnica Wrocławia, <span class="_ _6"></span></span> </span></div><div class="t m0 x88 ha y324 ff10 fs4 fc1 sc0 ls0 ws0">o<span class="ff2"> <span class="_ _1f"> </span>S1 Lotnisko Pyrzowice<span class="_ _6"></span> (A1) <span class="ff1">–</span> Tyc<span class="_ _6"></span>hy <span class="ff1">–</span> Bielsko-<span class="ff1">Biała <span class="_ _6"></span>–</span> <span class="ff1">Ż</span>ywiec <span class="ff1">–</span> Zwar<span class="_ _6"></span>do<span class="ff1">ń</span> <span class="ff1">–</span> <span class="ff1">Słowacj<span class="_ _6"></span>a, </span> </span></div><div class="t m0 x88 ha y325 ff10 fs4 fc1 sc0 ls0 ws0">o<span class="ff2"> <span class="_ _1f"> </span>S2 Warszawa (w. Konot<span class="_ _6"></span>opa <span class="ff1">–</span> <span class="ff1">w. Pu<span class="_ _6"></span>ławska –</span> w. Lubel<span class="_ _6"></span>ska),  </span></div><div class="t m0 x88 ha y326 ff10 fs4 fc1 sc0 ls0 ws0">o<span class="ff2"> <span class="_ _1f"> </span>S3 Czechy <span class="ff1">–</span> Lubawka <span class="_ _6"></span><span class="ff1">–</span> Legnica <span class="_ _6"></span><span class="ff1">–</span> Szczecin (w. Klucz<span class="_ _6"></span><span class="ls10">) </span><span class="ff1">–</span> <span class="ff1">Ś</span>winouj<span class="ff1">ś</span>cie, <span class="_ _6"></span> </span></div><div class="t m0 x88 ha y327 ff10 fs4 fc1 sc0 ls0 ws0">o<span class="ff2"> <span class="_ _1f"> </span>S7 Gda<span class="ff1">ńsk (Południ<span class="_ _6"></span>owa obwodnica Gda<span class="_ _6"></span>ń</span>ska) <span class="ff1">–</span> <span class="_ _6"></span>Warszawa,  </span></div><div class="t m0 x88 ha y328 ff10 fs4 fc1 sc0 ls0 ws0">o<span class="ff2"> <span class="_ _1f"> </span><span class="ff1">S8 Wrocław –</span> <span class="ff1">Łó</span>d<span class="ff1">ź</span> <span class="ff1">(w. <span class="_ _6"></span>Łó</span>d<span class="ff1">ź</span> <span class="ff1">Południe), <span class="_ _6"></span></span> </span></div><div class="t m0 x88 ha y24d ff10 fs4 fc1 sc0 ls0 ws0">o<span class="ff2"> <span class="_ _1f"> </span>S8 Warszawa (w. Drewn<span class="_ _6"></span>ica) <span class="ff1">–</span> O<span class="_ _6"></span>str<span class="ff1">ó</span>w Mazowiecka, <span class="_ _6"></span> </span></div><div class="t m0 x88 ha y24e ff10 fs4 fc1 sc0 ls0 ws0">o<span class="ff2"> <span class="_ _1f"> </span>S17 Warszawa (w. Drew<span class="_ _6"></span>nica) <span class="ff1">–</span> <span class="ff1">Lu<span class="_ _6"></span>blin (w. Lublin Sławi<span class="_ _6"></span>nek), </span> </span></div><div class="t m0 x88 ha y24f ff10 fs4 fc1 sc0 ls0 ws0">o<span class="ff2"> <span class="_ _1f"> </span><span class="ff1">S19 Lublin (w. Lublin S<span class="_ _6"></span>ławine</span>k) <span class="ff1">–</span> Kra<span class="ff1">ś<span class="_ _6"></span></span>nik <span class="ff1">–</span> Rzesz<span class="_ _6"></span><span class="ff1">ó</span>w (w. Rzesz<span class="ff1">ó</span>w Wsch<span class="ff1">ó<span class="_ _6"></span></span>d),  </span></div><div class="t m0 x88 ha y329 ff10 fs4 fc1 sc0 ls0 ws0">o<span class="ff2"> <span class="_ _1f"> </span>S22 Elbl<span class="ff1">ą</span><span class="ls14">g </span><span class="ff1">–</span> Grz<span class="_ _6"></span>echotki <span class="ff1">–</span> Ros<span class="_ _6"></span>ja,  </span></div><div class="t m0 x88 ha y251 ff10 fs4 fc1 sc0 ls0 ws0">o<span class="ff2"> <span class="_ _1f"> </span>S61 Ostr<span class="ff1">ó</span>w Mazowieck<span class="_ _6"></span>a <span class="ff1">–</span> obwo<span class="_ _6"></span>dnica Augustowa <span class="ff1">–<span class="_ _6"></span></span> <span class="ff1">Suwałki –</span> Litwa. <span class="_ _6"></span> </span></div><div class="t m0 x24 ha y391 ff2 fs4 fc1 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf1f" class="pf w0 h0" ><div class="pc pc1f w0 h0"><img class="bi x6 y2b w4 h7" alt="" 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XXjA2OnzN89WFLuI1y7Tf1w2h//OmrqF1+X/v82LFq+6V8TZl3ct/O1V154fI9uuwZfHTn2iRcmlbnvCZnpH4x5btfXGzduKr8TgiB48Nb+9//i5l1fj/rn2N/9afTybzbvXt539Pg5kY+81u/U9qf1yvRCAgA066EU7goL//l07puT5pYf35lfPOr92aPen/XSEzdee8/zYR9vw+addzz8cp8zT6lbt24QCq1Zv/3NiXPfnLjXozVLr7vructvzd+G/2PPYP1uE8Nt5MrVm84fPLT8+I68olfHTH91zPSP3hzStUvnCn7EMs9e0Yzvxr/4csb1v3qhpKTstNLS4N2pC9+durDauxYAoFqsz1q19z5cUOntEQ/8/vVKbs4rKHn6uVf243lLS4OnXnqvmpO/WpRT+YTh/3jnoOyNoqKia+76Y/lgBQDQrD+m/IKSyifkbNpRRS+Onpabm7uvz7sga1322q3VnLz7zdeKLsY7+r0Zy5ZlHfje+Ndb41auCf+zxER7OQEAmvVHVSs1vkZybDXDsYytOwrnzF2wr8+4M3/fVtrv3a3Z+Fd/PXnEb+rVSih/67adRQ8+9tcD3w/vTfmy/GBERDDs0UHr5//rjWfvCDkJAADQrD+8UCg05JcXZ305YvrEYXVrJoSdkxgfPeG1Bz9+87ETOjUJO2Hb9h2HdCMb10sZN/KZ3iefeGKvnqOf/3VUZJglsf79+dK8A75KatbKdeUHT+zcdNCVA2NiYvr36zPg7AyvGQDg4PIZrKp1btvgjluuDYKgQYMGv7yh/31/+GeZCRERERNe/23Xrp2DIBj+pwfan3bzQVxFtUZy3KUX9GjdvHFCfNyGTVuSk5PDTuue0XT3olrdu3UZfEmvF0d/WmbOjrzi8RP/fSAbU1RUtHTFpvLjF/btufvrywacOeaD+V42AIBm/UGlpXz/3mpyUmL5CUnx0V3//zIB8fHxB/fZf3XrBbfeOLjKaZF7v7F6YvcO5Zs1CIIvZs6Pi4vd741ZsmTZzoIwZyx06tjm+5eUC7ECAAebcwMOgkN3aapQKHTheWftxx1r1kwLO75+Y+6BbM+SZcvDjtevV8fLAADQrMeomJjI9PT0/bhjUmJi2PE9L3mwH9Zv+DbseEJCvIMFAGjWY7VZD/bqUXGxB/SP+4LCwrDjpaXWCgAADiGnHh6d8vLzw463aNYgP7/wAJI3Juz41q3b9ulxcnNzZ3w1e/v2nemNG3bp0ini0J1dAQAcFbzPenRavHRF2PFe3TPDjpfusajqipXZFT1swwZ1w46vWLV699dFRUWVb9u6desuGXz/7LlLCguL/vr3N/sP/HlpaalDBgBo1qNffsFepThjztLyc2KiI7t2Cd+smzZ/v3zs8BHvVvQsLZs3DTu+aI9EnruwsqttFRYWnn/lfeef1aN2rbT8goK7b7ny5J7ttx/ixWsBAM3KYWHm/OxVq1YFQVBSUjL8lZFjPphbfs7VF5+QlpYW9v/wWas3//cN9z/7vy/ffNfDI8bNrOhZ2rVrUzM1rvz4K//66IsvZ+Tl5f176kd/eXlyJdv5zzfHDbrktNyt2/88/N3sNesvv2nI5ZecV1xS4ggCAJVwPutRYv23O7v0ua3vyW1zNmydPv+b8hMS4qJ+9+AdQRAkJISJzoiIiLcnz3t78rxdX1f4comOPj6z2cRpS8qMr1iTe+alv6nOds5dlPXYb375yNA/NW9S++rLB7wzaUZMTHRUpL+dAIDKaIWjR2FR6bipC8MGaxAEJ3ZtvusaWvXr1KryoSr5TFT3Tq0OZCNDoe+a+P0PF7fpfUPLpnXT09N9BgsA0KxHufYtq17PPy059oE7/nvX16f1PiEhLqqSyRmt61038KSKbh18xYAWjWtUcvfU5NgmDVIqurVp4/oTJk0JguC809q989J9S5bnbN++vcRnsAAAzXp0+/OQW0f+5fa4mAoztHXTWtPGPtXrhON3fdu8ebNXnv55Re9stmlWa+rYYU0a1q3o0Ro3bjzt3WGN6oav0riYqLHDH2zXon5Fd//pRf2uv2dYSkriCV3bnnH6KRf26fHw0L84iABA5ZzPupcaaclnndi6zGCnds2+L7aG9ctPSEqI/T7a4uL6nHRc+RX269WtlZycVP6+QRC0b90sCIIenVslJZW9mlR8uEsAZLZv/m3udx+0j42J6tI5Mz4+fkrjhq+MGjd3Yfa8pTlbdxQGQZCcENOxdf2L+vW64dorYmNj93yEfuec/fozxS+OGL9s5YacDdtKQ0H92kld2jfpmtHqqssujI+Pb9G0UflNbdms8a4vUlNTx736yHPDR89esHLx8o3b8wpTEmNbpddu37rR4Mv79+jerVvGx2H3QBAEdevWnTxq6KtvvBMXFzv0yWHFxcUJ8bGpKcleewBAJSJCIVcwAgDgsObcAAAANCsAAGhWAAA0KwAAaFYAANCsAABoVgAA0KwAAGhWAADQrAAAoFkBADgaRdsFAABHgR07CzZsyj2ytnnh0tVbtu6ofM6FfXsmJcZpVgCOacXFJavXbjqytnlNzrcrv9lwZG3ze5OnH1kbvGHT1g8+muMX5HCw9NPnkhLraVZgP63IXn9kbfD2HXlzF606srY5a3nO4qzVR9Y2j3z7Y78dwEGnWX+Ev9t27Mw/srb50xmLj6wN3rx5+6czFh1Z2zx12rycDVv8ggDAMdqsI97+aNBtTzvSAABHLusGAABwuHNuAAAAP47M9s06tk2vfE5SYrxmBYAjT4O6NU4/OePI2uYTu7erWTP5SNvmtkfWBiclxtetnXq0vuw1K3AMuWxA7yNrg+vUSuvZ7bgja5sz2zVNTko4sra5eXo9vx2gWTninXVKpyPu77bzzu5xZG1ws8Z1GzWodWRtc5OGtaOjo/yCAPADiAiFQkf3T3i4XROibu20pMQ4rzwAAM0KAMDRw1pXAABoVgAA0KwAAGhWAADQrAAAoFkBANCsAACgWQEA0KwAAKBZAQBAswIAoFkBAECzAgCAZgUAQLMCAIBmBQBAswIAgGYFAADNCgCAZgUAAM0KAACaFQAAzQoAAJoVAADNCgAAmhUAADQrAACaFQAANCsAAJoVAAA0KwAAaFYAADQrAABoVgAA0KwAAGhWAADQrAAAaFYAANCsAACgWQEA0KwAAKBZAQBAswIAoFkBAECzAgCgWQEAQLMCAIBmBQBAswIAgGYFAADNCgCAZgUAAM0KAIBmBQAAzQoAAJoVAADNCgAAmhUAAM0KAACaFQAANCsAAJoVAAA0KwAAaFYAADQrAABoVgAANCsAAGhWAADQrAAAaFYAANCsAACgWQEA0KwAAKBZAQDQrAAAoFkBAECzAgCgWQEAQLMCAKBZAQBAswIAgGYFAECzAgCAZgUAAM0KAIBmBQAAzQoAgGYFAADNCgAAmhUAAM0KAACaFQAANCsAAJoVAAA0KwAAmhUAADQrAABoVgAANCsAAGhWAADQrAAAaFYAANCsAABoVgAA0KwAAKBZAQDQrAAAoFkBANCsAACgWQEAQLMCAKBZAQBAswIAgGYFAECzAgCAZgUAQLMCAIBmBQAAzQoAgGYFAADNCgAAmhUAAM0KAACaFQAAzQoAAJoVAAA0KwAAmhUAADQrAABoVgAANCsAAGhWAAA0KwAAaFYAANCsAABoVgAA0KwAAGhWAADQrAAAoFkBANCsAACgWQEAQLMCAKBZAQBAswIAoFkBAECzAgCAZgUAQLMCAIBmBQAAzQoAgGYFAADNCgCAZgUAAM0KAACaFQAAzQoAAJoVAADNCgAAmhUAADQrAACaFQAANCsAAGhWAAA0KwAAaFYAADQrAABoVgAA0KwAAGhWAADQrAAAoFkBANCsAACgWQEA0KwAAKBZAQBAswIAoFkBAECzAgCAZgUAQLMCAIBmBQBAswIAgGYFAADNCgCAZgUAAM0KAIBmBQAAzQoAAJoVAADNCgAAmhUAADQrAACaFQAANCsAAJoVAAA0KwAAaFYAADQrAABoVgAA0KwAAGhWAADQrAAAaFYAANCsAACgWQEA0KwAAKBZAQDQrAAAoFkBAECzAgCgWQEAQLMCAIBmBQBAswIAgGYFAECzAgCAZgUAAM0KAIBmBQAAzQoAAJoVAADNCgAAmhUAAM0KAACaFQAANCsAAJoVAAA0KwAAaFYAADQrAABoVgAANCsAAGhWAADQrAAAaFYAANCsAABoVgAA0KwAAKBZAQDQrAAAoFkBAECzAgCgWQEAQLMCAKBZAQBAswIAgGYFAECzAgCAZgUAAM0KAIBmBQAAzQoAgGYFAADNCgAAmhUAAM0KAACaFQAANCsAAJoVAAA0KwAAmhUAADQrAABoVgAANCsAAGhWAAA0KwAAaFYAANCsAABoVgAA0KwAAKBZAQDQrAAAoFkBANCsAACgWQEAQLMCAKBZAQBAswIAgGYFAECzAgCAZgUAQLMCAIBmBQAAzQoAgGYFAADNCgCAZgUAAM0KAACaFQAAzQoAAJoVAAA0KwAAmhUAADQrAACaFQAANCsAAGhWAAA0KwAAaFYAANCsAABoVgAA0KwAAGhWAADQrAAAoFkBANCsAACgWQEAQLMCAKBZAQBAswIAoFkBAECzAgCAZgUAQLMCAIBmBQBAswIAgGYFAADNCgCAZgUAAM0KAACaFQAAzQoAAJoVAADNCgAAmhUAADQrAACaFQAANCsAAGhWAAA0KwAAaFYAADQrAABoVgAA0KwAAGhWAADQrAAAaFYAANCsAACgWQEA0KwAAKBZAQBAswIAoFkBAECzAgCgWQEAQLMCAIBmBQBAswIAgGYFAADNCgCAZgUAAM0KAIBmBQAAzQoAAJoVAADNCgAAmhUAADQrAACaFQAANCsAAJoVAAA0KwAAaFYAADQrAABoVgAANCsAAGhWAADQrAAAaFYAANCsAACgWQEA0KwAAKBZAQDQrAAAoFkBAECzAgCgWQEAQLMCAIBmBQBAswIAgGYFAECzAgCAZgUAAM0KAIBmBQAAzQoAAJoVAADNCgAAmhUAAM0KAACaFQAANCsAAJoVAAA0KwAAmhUAADQrAABoVgAANCsAAGhWAADQrAAAaFYAANCsAABoVgAA0KwAAKBZAQDQrAAAoFkBAECzAgCgWQEAQLMCAKBZAQBAswIAgGYFAECzAgCAZgUAQLMCAIBmBQAAzQoAgGYFAADNCgAAmhUAAM0KAACaFQAAzQoAAJoVAAA0KwAAmhUAADQrAABoVgAANCsAAGhWAAA0KwAAaFYAANCsAABoVgAA0KwAAKBZAQDQrAAAoFkBANCsAACgWQEAQLMCAKBZAQBAswIAoFkBAECzAgCAZgUAQLMCAIBmBQAAzQoAgGYFAADNCgCAZgUAAM0KAACaFQAAzQoAAJoVAAA0KwAAmhUAADQrAACaFQAANCsAAGhWAAA0KwAAaFYAADQrAABoVgAA0KwAAGhWAADQrAAAoFkBANCsAACgWQEA0KwAAKBZAQBAswIAoFkBAECzAgCAZgUAQLMCAIBmBQBAswIAgGYFAADNCgCAZgUAAM0KAACaFQAAzQoAAJoVAADNCgAAmhUAADQrAACaFQAANCsAAJoVAAA0KwAAaFYAADQrAABoVgAA0KwAAGhWAADQrAAAaFYAANCsAACgWQEA0KwAAKBZAQBAswIAoFkBAECzAgCgWQEAQLMCAIBmBQBAswIAgGYFAADNCgCAZgUAAM0KAIBmBQAAzQoAAJoVAADNCgAAmhUAAM0KAACaFQAANCsAAJoVAAA0KwAAaFYAADQrAABoVgAANCsAAGhWAADQrAAAaFYAANCsAACgWQEA0KwAAKBZAQDQrAAAoFkBAECzAgCgWQEAQLMCAKBZAQBAswIAgGYFAECzAgCAZgUAAM0KAIBmBQAAzQoAgGYFAADNCgAAmhUAAM0KAACaFQAANCsAAJoVAAA0KwAAmhUAADQrAABoVgAANCsAAGhWAADQrAAAaFYAANCsAABoVgAA0KwAAKBZAQDQrAAAoIxkWPsAAA1XSURBVFkBANCsAACgWQEAQLMCAKBZAQBAswIAgGYFAECzAgCAZgUAQLMCAIBmBQAAzQoAgGYFAADNCgAAmhUAAM0KAACaFQAAzQoAAJoVAAA0KwAAmhUAADQrAACaFQAANCsAAGhWAAA0KwAAaFYAANCsAABoVgAA0KwAAGhWAADQrAAAoFkBANCsAACgWQEAQLMCAKBZAQBAswIAoFkBAECzAgCAZgUAQLMCAIBmBQAAzQoAgGYFAADNCgCAZgUAAM0KAACaFQAAzQoAAJoVAADNCgAAmhUAADQrAACaFQAANCsAAGhWAAA0KwAAaFYAADQrAABoVgAA0KwAAGhWAADQrAAAoFkBANCsAACgWQEA0KwAAKBZAQBAswIAoFkBAECzAgCAZgUAQLMCAIBmBQBAswIAgGYFAADNCgCAZgUAAM0KAIBmBQAAzQoAAJoVAADNCgAAmhUAADQrAACaFQAANCsAAJoVAAA0KwAAaFYAADQrAABoVgAA0KwAAGhWAADQrAAAaFYAANCsAACgWQEA0KwAAKBZAQDQrAAAoFkBAECzAgCgWQEAQLMCAIBmBQBAswIAgGYFAECzAgCAZgUAAM0KAIBmBQAAzQoAAJoVAADNCgAAmhUAAM0KAACaFQAANCsAAJoVAAA0KwAAaFYAADQrAABoVgAANCsAAGhWAADQrAAAaFYAANCsAABoVgAA0KwAAKBZAQDQrAAAoFkBAECzAgCgWQEAQLMCAKBZAQBAswIAgGYFAECzAgCAZgUAAM0KAIBmBQAAzQoAgGYFAADNCgAAmhUAAM0KAACaFQAAzQoAAJoVAAA0KwAAmhUAADQrAABoVgAANCsAAGhWAAA0KwAAaFYAANCsAABoVgAA0KwAAKBZAQDQrAAAoFkBANCsAACgWQEAQLMCAKBZAQBAswIAgGYFAECzAgCAZgUAQLMCAIBmBQAAzQoAgGYFAADNCgCAZgUAAM0KAACaFQAAzQoAAJoVAAA0KwAAmhUAADQrAACaFQAANCsAAGhWAAA0KwAAaFYAANCsAABoVgAA0KwAAGhWAADQrAAAoFkBANCsAACgWQEAQLMCAKBZAQBAswIAoFkBAECzAgCAZgUAQLMCAIBmBQBAswIAgGYFAADNCgCAZgUAAM0KAACaFQAAzQoAAJoVAADNCgAAmhUAADQrAACaFQAANCsAAGhWAAA0KwAAaFYAADQrAABoVgAA0KwAAGhWAADQrAAAaFYAANCsAACgWQEA0KwAAKBZAQBAswIAoFkBAECzAgCgWQEAQLMCAIBmBQBAswIAgGYFAADNCgCAZgUAAM0KAIBmBQAAzQoAAJoVAADNCgAAmhUAADQrAACaFQAANCsAAJoVAAA0KwAAaFYAADQrAABoVgAANCsAAGhWAADQrAAAaFYAANCsAACgWQEA0KwAAKBZAQDQrAAAoFkBAECzAgCgWQEAQLMCAIBmBQBAswIAgGYFAECzAgCAZgUAAM0KAIBmBQAAzQoAgGYFAADNCgAAmhUAAM0KAACaFQAANCsAAJoVAAA0KwAAmhUAADQrAABoVgAANCsAAGhWAADQrAAAaFYAANCsAABoVgAA0KwAAKBZAQDQrAAAoFkBAECzAgCgWQEAQLMCAKBZAQBAswIAgGYFAECzAgCAZgUAQLMCAIBmBQAAzQoAgGYFAADNCgAAmhUAAM0KAACaFQAAzQoAAJoVAAA0KwAAmhUAADQrAABoVgAANCsAAGhWAAA0KwAAaFYAANCsAABoVgAA0KwAAKBZAQDQrAAAoFkBANCsAACgWQEAQLMCAKBZAQBAswIAoFkBAECzAgCAZgUAQLMCAIBmBQAAzQoAgGYFAADNCgCAZgUAAM0KAACaFQAAzQoAAJoVAAA0KwAAmhUAADQrAACaFQAANCsAAGhWAAA0KwAAaFYAADQrAABoVgAA0KwAAGhWAADQrAAAoFkBANCsAACgWQEA0KwAAKBZAQBAswIAoFkBAECzAgCAZgUAQLMCAIBmBQBAswIAgGYFAADNCgCAZgUAAM0KAACaFQAAzQoAAJoVAADNCgAAmhUAADQrAACaFQAANCsAAJoVAAA0KwAAaFYAADQrAABoVgAA0KwAAGhWAADQrAAAaFYAANCsAACgWQEA0KwAAKBZAQBAswIAoFkBAECzAgCgWQEAQLMCAIBmBQBAswIAgGYFAECzAgCAZgUAAM0KAIBmBQAAzQoAAJoVAADNCgAAmhUAAM0KAACaFQAANCsAAJoVAAA0KwAAaFYAADQrAABoVgAANCsAAGhWAADQrAAAaFYAANCsAACgWQEA0KwAAKBZAQDQrAAAoFkBAECzAgCgWQEAQLMCAKBZAQBAswIAgGYFAECzAgCAZgUAAM0KAIBmBQAAzQoAgGYFAADNCgAAmhUAAM0KAACaFQAANCsAAJoVAAA0KwAAmhUAADQrAABoVgAANCsAAGhWAADQrAAAaFYAANCsAABoVgAA0KwAAKBZAQDQrAAAoFkBANCsAACgWQEAQLMCAKBZAQBAswIAgGYFAECzAgCAZgUAQLMCAIBmBQAAzQoAgGYFAADNCgAAmhUAAM0KAACaFQAAzQoAAJoVAAA0KwAAmhUAADQrAACaFQAANCsAAGhWAAA0KwAAaFYAANCsAABoVgAA0KwAAGhWAADQrAAAoFkBANCsAACgWQEAQLMCAKBZAQBAswIAoFkBgP9r145NAISBMIwScALrjJHeCQQ3FZzAARzDOiucnYikswjIe9XVf/UVB2hWAADQrAAAaFYAANCsAACgWQEA0KwAAKBZAQDQrAAAoFkBAECzAgCgWQEAQLMCAKBZAQBAswIAgGYFAECzAgCAZgUAAM0KAIBmBQAAzQoAgGYFAADNCgAAmhUAAM0KAACaFQAANCsAAJoVAAA0KwAAmhUAADQrAABoVgAANCsAAGhWAAA0KwAAaFYAANCsAABoVgAA0KwAAKBZAQDQrAAAoFkBANCsAACgWQEAQLMCAKBZAQBAswIAgGYFAECzAgCAZgUAQLMCAIBmBQAAzQoAgGYFAADNCgAAmhUAAM0KAACaFQAAzQoAAJoVAAA0KwAAmhUAADQrAACaFQAANCsAAGhWAAA0KwAAaFYAANCsAABoVgAA0KwAAGhWAADQrAAAoFkBANCsAACgWQEAQLMCAKBZAQBAswIAoFkBAECzAgCAZgUAQLMCAIBmBQAAzQoAgGYFAADNCgCAZgUAAM0KAACaFQAAzQoAAJoVAADNCgAAmhUAADQrAACaFQAANCsAAGhWAAA0KwAAaFYAADQrAABoVgAA0KwAAGhWAADQrAAAoFkBANCsAACgWQEA0KwAAKBZAQBAswIAoFkBAECzAgCgWQEAQLMCAIBmBQBAswIAgGYFAADNCgCAZgUAAM0KAIBmBQAAzQoAAJoVAADNCgAAmhUAADQrAACaFQAANCsAAJoVAAA0KwAAaFYAADQrAABoVgAA0KwAAGhWAADQrAAAaFYAANCsAACgWQEA0KwAAKBZAQDQrAAAoFkBAECzAgCgWQEAQLMCAIBmBQBAswIAgGYFAECzAgCAZgUAAM0KAIBmBQAAzQoAAJoVAADNCgAAmhUAAM0KAACaFQAANCsAAJoVAAA0KwAAmhUAADQrAABoVgAANCsAAGhWAADQrAAAaFYAANCsAABoVgAA0KwAAKBZAQDQrAAAoFkBAECzAgCgWQEAQLMCAKBZAQBAswIAgGYFAECzAgCAZgUAAM0KAIBmBQAAzQoAgGYFAADNCgAAmhUAAM0KAACaFQAAzQoAAJoVAAA0KwAAmhUAADQrAABoVgAANCsAAGhWAAA0KwAAaFYAANCsAABoVgAA0KwAAKBZAQDQrAAAoFkBANCsAACgWQEAQLMCAKBZAQBAswIAgGYFAECzAgCAZgUAQLMCAIBmBQAAzQoAgGYFAADNCgCAZ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class="c x0 y0 w3 h0"><div class="t m0 x7 h8 y2c ff4 fs3 fc3 sc0 ls0 ws0">SPRAWOZDANE ZARZĄDU Z DZIAŁALNOŚCI<span class="ff3"> MIRBUD S.A. ZA <span class="ls4">ROK</span> <span class="ls5">20</span>21<span class="fc4"> </span></span></div><div class="t m0 x4 h6 y2d ff3 fs2 fc1 sc0 ls0 ws0"> </div></div><div class="c x4 y2e w5 h9"><div class="t m0 x86 ha y2f ff2 fs4 fc3 sc0 ls0 ws0">MIRBUD <span class="ls6">| </span>P<span class="_ _6"></span>erspektywy rynk<span class="_ _6"></span>u </div></div><div class="c x9 y2e w6 h9"><div class="t m0 xa hb y30 ff3 fs1 fc0 sc0 ls11 ws0">31<span class="fs2 ls0"> </span></div></div><div class="c x0 y0 w3 h0"><div class="t m0 x4 h6 y31 ff3 fs2 fc1 sc0 ls0 ws0"> </div></div><div class="c xb y32 w7 hc"><div class="t m0 xc hd y33 ff5 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x0 y0 w3 h0"><div class="t m0 x4 ha y136 ff2 fs4 fc1 sc0 ls0 ws0">Zgodnie z informacjami podanymi przez Ministerstwo Infrastruktury<span class="_ _6"></span> <span class="ff1">–</span> na koniec 2020 <span class="ff1">roku sieć bazowa </span></div><div class="t m0 x4 ha y168 ff1 fs4 fc1 sc0 ls0 ws0">została <span class="_ _27"> </span>ukończ<span class="_ _6"></span>ona <span class="_ _1e"> </span>w <span class="_ _27"> </span>ok<span class="_ _6"></span>. <span class="_ _27"> </span>79%. <span class="_ _27"> </span>Pozostał<span class="_ _6"></span>ą<span class="ff2"> <span class="_ _27"> </span><span class="lse">cz</span></span>ęść<span class="_ _6"></span><span class="ff2"> <span class="_ _1e"> </span>s<span class="_ _6"></span>ieci <span class="_ _1e"> </span>TEN-<span class="_ _6"></span>T <span class="_ _27"> </span>stanowi <span class="_ _27"> </span>sie</span>ć<span class="ff2"> <span class="_ _21"> </span>kompleksowa, <span class="_ _27"> </span>d<span class="_ _6"></span>o <span class="_ _1e"> </span>k<span class="_ _6"></span>t</span>ó<span class="ff2">rej </span></div><div class="t m0 x4 ha y169 ff2 fs4 fc1 sc0 ls0 ws0">nale<span class="ff1">żą</span><span class="lsc">: </span> </div><div class="t m0 x88 ha y16a ff10 fs4 fc1 sc0 ls0 ws0">o<span class="ff2"> <span class="_ _1f"> </span>A18 Niemcy <span class="ff1">–</span> Olszy<span class="_ _6"></span>na <span class="ff1">–</span> Golnice,  </span></div><div class="t m0 x88 ha y2a0 ff10 fs4 fc1 sc0 ls0 ws0">o<span class="ff2"> <span class="_ _1f"> </span>S1 Bielsko-<span class="ff1">Biała –</span> <span class="_ _6"></span>Cieszyn <span class="ff1">–</span> Czechy<span class="_ _6"></span>,  </span></div><div class="t m0 x88 ha y2a1 ff10 fs4 fc1 sc0 ls0 ws0">o<span class="ff2"> <span class="_ _1f"> </span><span class="ff1">S5 Wrocław –</span> Pozn<span class="_ _6"></span>a<span class="ff1">ń</span> <span class="ff1">–</span> Bydgoszc<span class="_ _6"></span>z <span class="ff1">–</span> Nowe Marzy <span class="_ _6"></span><span class="ff1">–</span> Ostr<span class="ff1">ó</span><span class="ls14">da, <span class="_ _6"></span></span> </span></div><div class="t m0 x88 ha y2a2 ff10 fs4 fc1 sc0 ls0 ws0">o<span class="ff2"> <span class="_ _1f"> </span>S6 Goleni<span class="ff1">ó</span><span class="ls29">w </span><span class="ff1">–</span> obwo<span class="_ _6"></span>dnica Tr<span class="_ _6"></span><span class="ff1">ó</span>jmiasta,  </span></div><div class="t m0 x88 ha y2a3 ff10 fs4 fc1 sc0 ls0 ws0">o<span class="ff2"> <span class="_ _1f"> </span>S7 Warszawa <span class="ff1">–</span> Ra<span class="_ _6"></span>bka <span class="ff1">–</span> Chy<span class="ff1">ż</span><span class="ls14">ne </span><span class="ff1">–</span> <span class="_ _6"></span><span class="ff1">Słowacja, </span> </span></div><div class="t m0 x88 ha y2a4 ff10 fs4 fc1 sc0 ls0 ws0">o<span class="ff2"> <span class="_ _1f"> </span>S8 Ostr<span class="ff1">ó</span>w Mazow<span class="_ _6"></span>iecka <span class="ff1">–</span> <span class="ff1">Białystok, <span class="_ _6"></span></span> </span></div><div class="t m0 x88 ha y2a5 ff10 fs4 fc1 sc0 ls0 ws0">o<span class="ff2"> <span class="_ _1f"> </span>S8 Piotrk<span class="ff1">ó</span>w Trybun<span class="_ _6"></span>alski <span class="ff1">–</span> Wars<span class="_ _6"></span>zawa,  </span></div><div class="t m0 x88 ha y2a6 ff10 fs4 fc1 sc0 ls0 ws0">o<span class="ff2"> <span class="_ _1f"> </span>S10 Szczecin <span class="ff1">–</span> <span class="ff1">P<span class="_ _6"></span>łoń</span>sk,  </span></div><div class="t m0 x88 ha y2a7 ff10 fs4 fc1 sc0 ls0 ws0">o<span class="ff2"> <span class="_ _1f"> </span>S11 Koszalin <span class="ff1">–</span> <span class="_ _6"></span><span class="ff1">Piła –</span> Pyrzowice,  </span></div><div class="t m0 x88 ha y2a8 ff10 fs4 fc1 sc0 ls0 ws0">o<span class="ff2"> <span class="_ _1f"> </span>S12 A1 (Piotrk<span class="ff1">ó</span>w Try<span class="_ _6"></span>bunalski) Radom <span class="_ _6"></span><span class="ff1">–</span> <span class="ff1">obwodnica Puław, <span class="_ _6"></span></span>Piaski <span class="ff1">–</span> Doro<span class="_ _6"></span>husk <span class="ff1">–</span> Ukraina, <span class="_ _6"></span> </span></div><div class="t m0 x88 ha y1ee ff10 fs4 fc1 sc0 ls0 ws0">o<span class="ff2"> <span class="_ _1f"> </span>S16 Olsztyn <span class="ff1">–</span> <span class="ff1">S61 (<span class="_ _6"></span>Ełk) </span> </span></div><div class="t m0 x88 ha y309 ff10 fs4 fc1 sc0 ls0 ws0">o<span class="ff2"> <span class="_ _1f"> </span>S17 Lublin (w. D<span class="ff1">ą</span>brow<span class="_ _6"></span>ica) <span class="ff1">–</span> Piask<span class="_ _6"></span>i <span class="ff1">–</span> Hrebenne <span class="ff1">–</span> Ukra<span class="_ _6"></span>ina,  </span></div><div class="t m0 x88 ha y30a ff10 fs4 fc1 sc0 ls0 ws0">o<span class="ff2"> <span class="_ _1f"> </span>S19 gr. pa<span class="ff1">ń</span>stwa <span class="ff1">–</span> <span class="_ _6"></span><span class="ls2a">Ku</span><span class="ff1">ź</span>nica <span class="_ _6"></span><span class="ff1">–</span> <span class="ff1">Białystok –</span> <span class="ff1">Lubl<span class="_ _6"></span>in (w. Lublin Sław<span class="_ _6"></span>inek), </span> </span></div><div class="t m0 x88 ha y30b ff10 fs4 fc1 sc0 ls0 ws0">o<span class="ff2"> <span class="_ _1f"> </span>S19 Rzesz<span class="ff1">ó</span>w (w. Rzes<span class="_ _6"></span>z<span class="ff1">ó</span>w Wsch<span class="ff1">ó</span>d) <span class="ff1">–<span class="_ _6"></span></span> Barwinek <span class="ff1">–</span> <span class="_ _6"></span><span class="ff1">Słowacja, </span> </span></div><div class="t m0 x88 ha y30d ff10 fs4 fc1 sc0 ls0 ws0">o<span class="ff2"> <span class="_ _1f"> </span><span class="ff1">S52 Głogoczó</span><span class="ls29">w </span><span class="ff1">–</span> <span class="_ _6"></span>Wadowice <span class="ff1">–</span> Bielsko-<span class="_ _6"></span><span class="ff1">Biała, </span> </span></div><div class="t m0 x88 ha y30e ff10 fs4 fc1 sc0 ls0 ws0">o<span class="ff2"> <span class="_ _1f"> </span>S74 Sulej<span class="ff1">ó</span>w (S12) <span class="_ _6"></span><span class="ff1">–</span> Cedzyna <span class="ff1">–</span> Nisk<span class="_ _6"></span>o (S19).  </span></div><div class="t m0 x88 ha y30f ff2 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 x4 ha y310 ff1 fs4 fc1 sc0 ls0 ws0">Zgodnie <span class="_ _f"></span>z <span class="_ _f"></span>informacją <span class="_ _f"></span>po<span class="_ _6"></span>daną <span class="_ _f"></span>przez <span class="_ _f"></span>Ministerstwo <span class="_ _f"></span>Infr<span class="_ _6"></span>astruktury <span class="_ _1e"> </span>–<span class="ff2"> <span class="_ _f"></span>na <span class="_ _f"></span>koniec <span class="_ _f"></span>2020 <span class="_ _f"></span>roku <span class="_ _f"></span>s<span class="_ _6"></span>tan <span class="_ _f"></span>realizacji </span></div><div class="t m0 x4 ha y311 ff1 fs4 fc1 sc0 ls0 ws0">sieci kompleksowej wy<span class="_ _6"></span>niósł ok. 30%. <span class="_ _6"></span><span class="ff2"> </span></div><div class="t m0 x4 ha y312 ff2 fs4 fc1 sc0 ls0 ws0">  </div><div class="t m0 x4 ha y313 ff1 fs4 fc1 sc0 ls0 ws0">Z pocz<span class="_ _6"></span>ątkiem 20<span class="_ _6"></span>22 roku <span class="_ _6"></span>Genera<span class="_ _6"></span>lna Dy<span class="_ _6"></span>rek<span class="_ _6"></span>cja <span class="_ _6"></span>Dróg Kr<span class="_ _6"></span>ajowych <span class="_ _6"></span>i Autostra<span class="_ _6"></span>d opub<span class="_ _6"></span>likowała <span class="_ _6"></span>plany re<span class="_ _6"></span>alizacji </div><div class="t m0 x4 ha y314 ff1 fs4 fc1 sc0 ls0 ws0">inwestycji drog<span class="_ _6"></span>owych na 2<span class="_ _6"></span>022 rok. We<span class="_ _6"></span>dług założeń p<span class="_ _6"></span>lanuje się o<span class="_ _6"></span>głoszenie prz<span class="_ _6"></span>etargów na re<span class="_ _6"></span>alizację 29 </div><div class="t m0 x4 ha y315 ff1 fs4 fc1 sc0 ls0 ws0">zadań o <span class="_ _6"></span>łącznej długośc<span class="_ _6"></span>i ok. 475 <span class="_ _6"></span>km. Na<span class="_ _6"></span>leży jednak za<span class="_ _6"></span>uważyć, iż <span class="_ _6"></span>tylko 19 <span class="_ _6"></span>odcinków <span class="_ _6"></span>o łącznej <span class="_ _6"></span>dłu<span class="_ _10"></span>gości </div><div class="t m0 x4 ha y316 ff1 fs4 fc1 sc0 ls0 ws0">ok. <span class="_ _10"></span>271 <span class="_ _f"></span>km <span class="_ _10"></span>posiada <span class="_ _f"></span>zapewnione <span class="_ _f"></span>finansowanie. <span class="_ _f"></span>Wśród <span class="_ _10"></span>planowa<span class="_ _6"></span>nych <span class="_ _10"></span>z<span class="_ _6"></span>adań <span class="_ _10"></span>większ<span class="_ _6"></span>ość <span class="_ _10"></span>to <span class="_ _f"></span>realizacje <span class="_ _10"></span>w </div><div class="t m0 x4 ha y317 ff1 fs4 fc1 sc0 ls0 ws0">ramach <span class="_ _6"></span>Rząd<span class="_ _6"></span>owego <span class="_ _6"></span>Progra<span class="_ _6"></span>mu <span class="_ _6"></span>Budowy <span class="_ _10"></span>Dróg <span class="_ _6"></span>Kraj<span class="_ _6"></span>owych <span class="_ _6"></span>na <span class="_ _6"></span>l<span class="_ _6"></span>ata <span class="_ _6"></span>2021 <span class="_ _10"></span>–<span class="ff2"> <span class="_ _10"></span></span>2030 <span class="_ _10"></span>(z <span class="_ _10"></span>perspektywą <span class="_ _6"></span>do <span class="_ _10"></span>2035 </div><div class="t m0 x4 ha y318 ff2 fs4 fc1 sc0 ls0 ws0">r.) </div><div class="t m0 x4 hf y319 ff7 fs4 fc1 sc0 ls0 ws0"> <span class="_ _2c"> </span><span class="ff2"> </span></div></div></div><div class="pi" ></div></div><div id="pf20" class="pf w0 h0" ><div class="pc pc20 w0 h0"><img class="bi x6 y2b w4 h7" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w3 h0"><div class="t m0 x7 h8 y2c ff4 fs3 fc3 sc0 ls0 ws0">SPRAWOZDANE ZARZĄDU Z DZIAŁALNOŚCI<span class="ff3"> MIRBUD S.A. ZA <span class="ls4">ROK</span> <span class="ls5">20</span>21<span class="fc4"> </span></span></div><div class="t m0 x4 h6 y2d ff3 fs2 fc1 sc0 ls0 ws0"> </div></div><div class="c x4 y2e w5 h9"><div class="t m0 x99 ha y2f ff2 fs4 fc3 sc0 ls0 ws0">MIRBUD <span class="ls6">| <span class="_ _6"></span></span><span class="ff1">Opis działalności s<span class="_ _6"></span>półek z Grupy MIRBUD w<span class="_ _6"></span> 2021 r.<span class="_ _6"></span></span> </div></div><div class="c x9 y2e w6 h9"><div class="t m0 xa hb y30 ff3 fs1 fc0 sc0 ls11 ws0">32<span class="fs2 ls0"> </span></div></div><div class="c x0 y0 w3 h0"><div class="t m0 x4 h6 y31 ff3 fs2 fc1 sc0 ls0 ws0"> </div></div><div class="c xb y32 w7 hc"><div class="t m0 xc hd y33 ff5 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x0 y0 w3 h0"><div class="t m0 x4 ha y136 ff2 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 x4 h24 y392 ff9 fs5 fc1 sc0 ls0 ws0">Rys. Planowane<span class="_ _0"></span> przetargi <span class="_ _0"></span>w 2022 r. [źródło:<span class="_ _0"></span> GDDKiA]<span class="ffa"> </span></div><div class="t m0 x9a ha y20e ff2 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 x4 ha y393 ff2 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 x18 h10 y394 ff2 fs0 fc1 sc0 ls0 ws0">4.3. <span class="_ _35"> </span><span class="ff8">Opis działalności spółek z Grupy MIRBUD w 20<span class="ff7">21<span class="_ _6"></span> <span class="ls2b">r.</span></span></span> </div><div class="t m0 x4 h5 yea ff2 fs2 fc1 sc0 ls0 ws0">4.3.1 <span class="_ _b"> </span><span class="ff8 fs4">Opis <span class="_ _f"></span>istotnych <span class="_ _f"></span>dokonań <span class="_ _f"></span>lub <span class="_ _f"></span>niepowodzeń <span class="_ _f"></span>Emitent<span class="_ _6"></span>a <span class="_ _f"></span>w <span class="_ _10"></span>okr<span class="_ _6"></span>esie, <span class="_ _f"></span>którego <span class="_ _f"></span>dotyczy <span class="_ _f"></span>raport, </span></div><div class="t m0 x24 hf yeb ff8 fs4 fc1 sc0 ls0 ws0">wraz z wykazem najważ<span class="_ _6"></span>niejszych zdarzeń ich d<span class="_ _6"></span>otyczących<span class="_ _6"></span><span class="ff2"> </span></div><div class="t m0 x4 ha y395 ff1 fs4 fc1 sc0 ls0 ws0">Do najważniejszy<span class="_ _6"></span>ch dokonań Spółek z Grupy K<span class="_ _6"></span>apitałowej MIRBUD w r<span class="_ _6"></span>aportowanym okr<span class="_ _6"></span>esie można </div><div class="t m0 x4 ha y28d ff1 fs4 fc1 sc0 ls0 ws0">zaliczyć: <span class="ff2"> </span></div><div class="t m0 x35 ha y396 ff2 fs4 fc1 sc0 ls0 ws0"> <span class="_ _32"> </span><span class="ff1">podw<span class="_ _6"></span>ojenie skali działalnoś<span class="_ _6"></span>ci budowlanej względem<span class="_ _6"></span> roku poprzedniego;<span class="_ _10"></span></span> </div><div class="t m0 x35 ha y397 ff2 fs4 fc1 sc0 ls0 ws0"> <span class="_ _32"> </span><span class="ff1">wy<span class="_ _6"></span>pełnianie i utrzymanie w<span class="_ _6"></span>artości portfela zamówi<span class="_ _6"></span>eń Grupy Kapitałowej MIR<span class="_ _6"></span>BUD w wysokoś<span class="_ _10"></span></span>ci </div><div class="t m0 x24 ha y7d ff2 fs4 fc1 sc0 ls0 ws0">ponad 5 <span class="ls14">000</span> m<span class="_ _6"></span>ln <span class="ff1">zł na lata 202</span>2-<span class="_ _6"></span>2025; </div><div class="t m0 x35 ha y398 ff2 fs4 fc1 sc0 ls0 ws0"> <span class="_ _32"> </span><span class="ff1">wz<span class="_ _6"></span>rost sprzedaży, przy<span class="_ _6"></span>chodów i zysku netto z dzia<span class="_ _6"></span>łalności deweloperskiej;<span class="_ _10"></span></span> </div><div class="t m0 x35 ha y399 ff2 fs4 fc1 sc0 ls0 ws0"> <span class="_ _32"> </span><span class="ff1">r<span class="_ _6"></span>ozwój działalności budowl<span class="_ _6"></span>anej na rynku infrastruktury<span class="_ _6"></span> wojskowej;<span class="_ _6"></span></span> </div><div class="t m0 x35 ha y39a ff2 fs4 fc1 sc0 ls0 ws0"> <span class="_ _32"> </span><span class="ff1">pozy<span class="_ _6"></span>skanie kontraktów budownictw<span class="_ _6"></span>a przemysłowego o<span class="_ _6"></span> łącznej wartości ok 1 <span class="_ _10"></span>300 tys. z<span class="_ _6"></span>ł, w tym </span></div><div class="t m0 x24 ha y39b ff1 fs4 fc1 sc0 ls0 ws0">przede wszystk<span class="_ _6"></span>im hal magazynowych w związku z<span class="_ _6"></span> rozwojem rynku e<span class="_ _6"></span><span class="ff2">-com<span class="_ _6"></span>merce w Polsce;<span class="_ _6"></span> </span></div><div class="t m0 x35 ha y39c ff2 fs4 fc1 sc0 ls0 ws0"> <span class="_ _32"> </span>utrz<span class="_ _6"></span>ymanie, <span class="_ _6"></span>pomimo <span class="_ _10"></span>stanu <span class="_ _10"></span>epidemicznego, <span class="_ _10"></span>komercjaliz<span class="_ _6"></span>acji <span class="_ _6"></span>CH <span class="_ _10"></span>MARYWILSKA <span class="_ _6"></span>44<span class="_ _6"></span> <span class="_ _6"></span>sp. <span class="_ _10"></span>z <span class="_ _6"></span>o.o <span class="_ _6"></span>na </div><div class="t m0 x24 ha y39d ff2 fs4 fc1 sc0 ls0 ws0">poziomie ponad 95%<span class="_ _6"></span>; </div><div class="t m0 x35 ha y39e ff2 fs4 fc1 sc0 ls0 ws0"> <span class="_ _32"> </span><span class="ff1">prz<span class="_ _6"></span>eprowadzanie <span class="_ _3"></span>reorga<span class="_ _6"></span>nizacji <span class="_ _3"></span>Grupy <span class="_ _0"></span>Kapitałowej <span class="_ _3"></span>M<span class="_ _6"></span>IRBUD <span class="_ _3"></span>w <span class="_ _0"></span>sektorze <span class="_ _3"></span>wynaj<span class="_ _6"></span>mu <span class="_ _3"></span>nieruchomoś<span class="_ _6"></span>ci </span></div><div class="t m0 x24 ha y39f ff2 fs4 fc1 sc0 ls0 ws0">komercyjnyc<span class="_ _6"></span>h. </div><div class="t m0 x4 ha y197 ff1 fs4 fc1 sc0 ls0 ws0">Do n<span class="_ _6"></span>ajważniejszy<span class="_ _6"></span>ch niepo<span class="_ _6"></span>wodzeń <span class="_ _6"></span>Spółek <span class="_ _6"></span>z Gr<span class="_ _6"></span>upy <span class="_ _6"></span>Kapitałowej <span class="_ _6"></span>MIRBU<span class="_ _6"></span>D rap<span class="_ _6"></span>ortowanym <span class="_ _6"></span>okresie <span class="_ _6"></span>można </div><div class="t m0 x4 ha y3a0 ff1 fs4 fc1 sc0 ls0 ws0">zaliczyć: <span class="ff2"> </span></div></div></div><div class="pi" ></div></div><div id="pf21" class="pf w0 h0" ><div class="pc pc21 w0 h0"><img class="bi x6 y2b w4 h7" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w3 h0"><div class="t m0 x7 h8 y2c ff4 fs3 fc3 sc0 ls0 ws0">SPRAWOZDANE ZARZĄDU Z DZIAŁALNOŚCI<span class="ff3"> MIRBUD S.A. ZA <span class="ls4">ROK</span> <span class="ls5">20</span>21<span class="fc4"> </span></span></div><div class="t m0 x4 h6 y2d ff3 fs2 fc1 sc0 ls0 ws0"> </div></div><div class="c x4 y2e w5 h3c"><div class="t m0 x2 ha y173 ff2 fs4 fc3 sc0 ls0 ws0">MIRBUD <span class="ls6">| </span><span class="ff1">O<span class="_ _6"></span>pis istotnych dok<span class="_ _6"></span>onań lub niepowodzeń <span class="_ _6"></span>Emitenta w okresie, któreg<span class="_ _6"></span>o dotyczy </span></div><div class="t m0 x6f ha y222 ff1 fs4 fc3 sc0 ls0 ws0">raport, wraz z wykazem <span class="_ _6"></span>najważniejszy<span class="_ _6"></span>ch zdarzeń ich dotycz<span class="_ _6"></span>ących<span class="_ _6"></span><span class="ff2"> </span></div></div><div class="c x9 y2e w6 h3c"><div class="t m0 xa hb y223 ff3 fs1 fc0 sc0 ls11 ws0">33<span class="fs2 ls0"> </span></div></div><div class="c x0 y0 w3 h0"><div class="t m0 x4 h6 y31 ff3 fs2 fc1 sc0 ls0 ws0"> </div></div><div class="c xb y32 w7 hc"><div class="t m0 xc hd y33 ff5 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x0 y0 w3 h0"><div class="t m0 x35 ha y136 ff2 fs4 fc1 sc0 ls0 ws0"> <span class="_ _32"> </span><span class="ff1">s<span class="_ _6"></span>padek <span class="_ _5"></span>rentow<span class="_ _6"></span>ności <span class="_ _3"></span>najmu <span class="_ _3"></span>nieruchomości <span class="_ _3"></span>komercy<span class="_ _6"></span>jnych <span class="_ _5"></span>spowodo<span class="_ _6"></span>wany <span class="_ _3"></span>wystąpieniem <span class="_ _3"></span>pandemii </span></div><div class="t m0 x24 ha y168 ff2 fs4 fc1 sc0 ls0 ws0">koronawirusa COV<span class="_ _6"></span>iD-19. </div><div class="t m0 x4 ha y253 ff1 fs4 fc1 sc0 ls0 ws0">Budownictwo <span class="_ _10"></span>n<span class="_ _6"></span>ależy <span class="_ _10"></span>do <span class="_ _10"></span>strateg<span class="_ _6"></span>icznych <span class="_ _10"></span>sektorów <span class="_ _f"></span>polskiej <span class="_ _10"></span>gospodarki. <span class="_ _10"></span>P<span class="_ _6"></span>omimo <span class="_ _10"></span>utrz<span class="_ _6"></span>ymania <span class="_ _10"></span>ograniczeń </div><div class="t m0 x4 ha y7 ff1 fs4 fc1 sc0 ls0 ws0">gospodarczyc<span class="_ _6"></span>h <span class="_ _3"></span>spowodowanyc<span class="_ _6"></span>h <span class="_ _3"></span>wystąpieniem <span class="_ _0"></span>stanu <span class="_ _0"></span>pandemicznego<span class="_ _6"></span> <span class="_ _3"></span>rok <span class="_ _3"></span>2021<span class="_ _6"></span> <span class="_ _3"></span>należał do <span class="_ _5"></span>r<span class="_ _6"></span>ekordowych </div><div class="t m0 x4 ha y226 ff1 fs4 fc1 sc0 ls0 ws0">pod <span class="_ _e"> </span>wzg<span class="_ _6"></span>lędem <span class="_ _e"> </span>wy<span class="_ _6"></span>ników <span class="_ _e"> </span>f<span class="_ _6"></span>inansowych <span class="_ _1e"> </span>i <span class="_ _1e"> </span>skali <span class="_ _1e"> </span>działaln<span class="_ _6"></span>ości <span class="_ _e"> </span>w <span class="_ _1e"> </span>hi<span class="_ _6"></span>stor<span class="_ _6"></span>ii <span class="_ _e"></span>Grupy <span class="_ _1e"> </span>Kapit<span class="_ _6"></span>ałowej <span class="_ _1e"> </span>MIRBUD<span class="ff2"> <span class="_ _1e"> </span>oraz </span></div><div class="t m0 x4 ha y227 ff2 fs4 fc1 sc0 ls0 ws0">MIRBUD <span class="_ _13"> </span>S.A<span class="ff1">. <span class="_ _12"> </span>Podstawowe <span class="_ _12"> </span>wyniki <span class="_ _13"> </span>finansowe <span class="_ _12"> </span>uległy<span class="_ _6"></span> <span class="_ _13"> </span>podwojeniu <span class="_ _13"> </span>wzgl<span class="_ _6"></span>ędem <span class="_ _13"> </span>roku <span class="_ _13"> </span>poprzedni<span class="_ _6"></span>ego <span class="_ _13"> </span>i </span></div><div class="t m0 x4 ha y228 ff1 fs4 fc1 sc0 ls0 ws0">zwielokrotnieniu na t<span class="_ _6"></span>le lat ubiegłych.<span class="_ _6"></span><span class="ff2"> </span></div><div class="t m0 x4 h24 y3a1 ffa fs5 fc1 sc0 ls0 ws0">Wykres: Przycho<span class="_ _0"></span>dy MIRBUD S.A.<span class="_ _0"></span> w latach 201<span class="_ _0"></span>6-2021 (w tys. PLN<span class="_ _0"></span>) </div><div class="t m0 x9b ha y3a2 ff2 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 x4 h24 y108 ffa fs5 fc1 sc0 ls0 ws0">Wykres: Zysk ne<span class="_ _3"></span>t<span class="_ _6"></span>to MIRBU<span class="_ _0"></span>D S.A. w latach<span class="_ _0"></span> 2016-2021 (w t<span class="_ _0"></span>ys. PLN) </div><div class="t m0 x9b ha y15a ff2 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 x4 ha y3a3 ff1 fs4 fc1 sc0 ls0 ws0">W <span class="_ _21"> </span>marcu <span class="_ _21"> </span>2021 <span class="_ _21"> </span>r. <span class="_ _21"> </span>G<span class="_ _6"></span>eneralna <span class="_ _21"> </span>Dyrekc<span class="_ _6"></span>ja <span class="_ _21"> </span>Dróg <span class="_ _21"> </span>Krajowych <span class="_ _21"> </span>i <span class="_ _21"> </span>Autostra<span class="_ _6"></span>d <span class="_ _21"> </span>poinformowała, <span class="_ _21"> </span>że  <span class="ff2">konsorc<span class="_ _6"></span>jum </span></div><div class="t m0 x4 ha y3a4 ff2 fs4 fc1 sc0 ls0 ws0">MIRBUD S.A. <span class="_ _6"></span>i KOBYLARNIA <span class="_ _6"></span>S.A. <span class="ff1">jes<span class="_ _6"></span>t drugim najwię<span class="_ _6"></span>kszym <span class="_ _6"></span>wykonawcą zaangażowanym <span class="_ _6"></span>w realizację </span></div><div class="t m0 x4 ha y3a5 ff1 fs4 fc1 sc0 ls0 ws0">kontraktów <span class="_ _3"></span>dro<span class="_ _6"></span>gowych <span class="_ _0"></span>w <span class="_ _3"></span>Polsc<span class="_ _6"></span>e. <span class="_ _3"></span>W <span class="_ _0"></span>omaw<span class="_ _6"></span>ianym <span class="_ _3"></span>okr<span class="_ _6"></span>esie <span class="_ _3"></span>str<span class="_ _6"></span>uktura <span class="_ _3"></span>portfela zamówień <span class="_ _3"></span>G<span class="_ _6"></span>rupy <span class="_ _3"></span>Kapitał<span class="_ _6"></span>owej </div><div class="t m0 x4 ha y3a6 ff2 fs4 fc1 sc0 ls0 ws0">MIRBUD <span class="_ _f"></span>oraz <span class="_ _f"></span>MIR<span class="_ _6"></span>BUD <span class="_ _f"></span>S.A. <span class="_ _f"></span><span class="ff1">w <span class="_ _f"></span>dalszym <span class="_ _f"></span>c<span class="_ _6"></span>iągu <span class="_ _f"></span>pozostawała <span class="_ _f"></span>z <span class="_ _f"></span>przeważającą <span class="_ _f"></span>ek<span class="_ _6"></span>spozycją <span class="_ _f"></span>na <span class="_ _f"></span>kontrakty </span></div><div class="t m0 x4 ha y3a7 ff1 fs4 fc1 sc0 ls0 ws0">budownictwa <span class="_ _12"> </span>inżynieryj<span class="_ _6"></span>nego, <span class="_ _13"> </span>jednakże <span class="_ _13"> </span>z<span class="_ _6"></span>aszły <span class="_ _13"> </span>znacz<span class="_ _6"></span>ne <span class="_ _13"> </span>zmiany <span class="_ _12"> </span>w <span class="_ _13"> </span>strukturz<span class="_ _6"></span>e <span class="_ _13"> </span>portfela <span class="_ _12"> </span>na <span class="_ _13"> </span>korzy<span class="_ _6"></span>ść </div><div class="t m0 x4 ha y3a8 ff1 fs4 fc1 sc0 ls0 ws0">kontraktów<span class="ff2"> <span class="_ _e"> </span></span>budownictw<span class="_ _6"></span>a <span class="_ _f"></span>p<span class="_ _6"></span>rzemysłowo <span class="_ _e"> </span>–<span class="ff2"> <span class="_ _1e"> </span></span>magazynowego. <span class="_ _e"> </span>Te<span class="_ _6"></span>go <span class="_ _f"></span>ro<span class="_ _6"></span>dzaju <span class="_ _f"></span>k<span class="_ _6"></span>ontrakty <span class="_ _e"> </span>charakteryz<span class="_ _6"></span>ują <span class="_ _f"></span>s<span class="_ _6"></span>ię </div><div class="t m0 x4 ha y3a9 ff1 fs4 fc1 sc0 ls0 ws0">krótkim <span class="_ _6"></span>term<span class="_ _6"></span>inem <span class="_ _6"></span>realizac<span class="_ _6"></span>ji <span class="_ _6"></span>i <span class="_ _6"></span>wys<span class="_ _6"></span>okimi <span class="_ _6"></span>marżami, <span class="_ _10"></span>dlatego <span class="_ _10"></span>pozyskanie <span class="_ _6"></span>zn<span class="_ _6"></span>acznej <span class="_ _6"></span>l<span class="_ _6"></span>iczby <span class="_ _6"></span>takich <span class="_ _10"></span>zleceń <span class="_ _6"></span>j<span class="_ _6"></span>est </div><div class="t m0 x4 ha y3aa ff1 fs4 fc1 sc0 ls0 ws0">jedną <span class="_ _f"></span>z<span class="_ _6"></span> <span class="_ _e"> </span>metod <span class="_ _e"> </span>dywers<span class="_ _6"></span>yfikacji <span class="_ _e"> </span>przez<span class="_ _6"></span> <span class="_ _f"></span>Grupę<span class="_ _6"></span> <span class="_ _f"></span>r<span class="_ _6"></span>yzyk <span class="_ _e"> </span>związanych <span class="_ _e"> </span>ze <span class="_ _e"> </span>z<span class="_ _6"></span>mianami <span class="_ _e"></span>c<span class="_ _6"></span><span class="ff2">e<span class="_ _6"></span>n, <span class="_ _e"> </span>a <span class="_ _e"></span>co <span class="_ _e"> </span>za <span class="_ _e"> </span>tym<span class="_ _6"></span> <span class="_ _e"></span>idzie <span class="_ _1e"> </span></span>–<span class="ff2"> </span></div><div class="t m0 x4 ha y3ab ff1 fs4 fc1 sc0 ls0 ws0">również <span class="_ _1e"> </span>kosz<span class="_ _6"></span>tów <span class="_ _1e"> </span>realizacji <span class="_ _27"> </span>kontraktów <span class="_ _1e"> </span>długot<span class="_ _6"></span>erminowych, <span class="_ _27"> </span>takich <span class="_ _1e"> </span>jak <span class="_ _1e"> </span>drog<span class="_ _6"></span>i <span class="_ _1e"> </span>czy <span class="_ _1e"> </span>budynki <span class="_ _1e"> </span>uż<span class="_ _6"></span>yteczności </div><div class="t m0 x4 ha y3ac ff1 fs4 fc1 sc0 ls0 ws0">publicznej, <span class="_ _1e"> </span>które <span class="_ _1e"> </span>charakteryz<span class="_ _6"></span>ują <span class="_ _e"> </span>s<span class="_ _6"></span>ię <span class="_ _e"> </span>co <span class="_ _1e"> </span>najmniej <span class="_ _1e"> </span>3<span class="ff2">-<span class="_ _6"></span>letnim <span class="_ _e"> </span>okrese<span class="_ _6"></span>m <span class="_ _e"> </span>realizacj<span class="_ _6"></span>i. <span class="_ _e"> </span>Kontrakty<span class="_ _6"></span> <span class="_ _e"> </span>budownictw<span class="_ _6"></span>a </span></div><div class="t m0 x4 ha y3ad ff2 fs4 fc1 sc0 ls0 ws0">kubaturowego <span class="_ _21"> </span>w <span class="_ _28"> </span>Grupie <span class="_ _21"> </span>realizuje <span class="_ _21"> </span>wy<span class="_ _6"></span><span class="ff1">łącznie <span class="_ _28"> </span>MIRBUD <span class="_ _21"> </span>S.A. <span class="_ _28"> </span>Kontrakty <span class="_ _21"> </span>budowni<span class="_ _6"></span>ctwa <span class="_ _21"> </span>przemysłowego<span class="_ _6"></span> </span></div><div class="t m0 x4 ha y3ae ff2 fs4 fc1 sc0 ls0 ws0">posiadane przez MIRBUD <span class="_ _0"></span>S.A. <span class="_ _3"></span><span class="ff1">s<span class="_ _6"></span>ą <span class="_ _3"></span>roz<span class="_ _6"></span>liczane w <span class="_ _3"></span>wal<span class="_ _6"></span>ucie <span class="_ _0"></span>euro, <span class="_ _0"></span>dzięki czemu <span class="_ _0"></span>przychody osiągnięte <span class="_ _0"></span>z teg<span class="_ _0"></span>o </span></div><div class="t m0 x4 ha y250 ff1 fs4 fc1 sc0 ls0 ws0">tytułu nie podlegają ryz<span class="_ _6"></span>yku wahania kursu PLN<span class="_ _6"></span><span class="ff2">. </span></div><div class="t m0 x9c ha y3af ff2 fs4 fc1 sc0 ls0 ws0"> </div></div><div class="c x4 y3b0 w4d h5b"><div class="t m0 x18 h28 y3b1 ff2 fs5 fce sc0 ls13 ws0">659 819</div><div class="t m0 xf h28 y3b2 ff2 fs5 fce sc0 ls13 ws0">601 540</div><div class="t m0 x9d h28 y3b3 ff2 fs5 fce sc0 ls13 ws0">621 284</div><div class="t m0 x9e h28 y3b4 ff2 fs5 fce sc0 ls13 ws0">551 429</div><div class="t m0 x9f h28 y3b5 ff2 fs5 fce sc0 ls13 ws0">853 182</div><div class="t m0 xa0 h28 y27 ff2 fs5 fce sc0 ls0 ws0">1 <span class="ls13">747 862</span></div><div class="t m0 x4d h28 y3b6 ff2 fs5 fcf sc0 ls0 ws0">0</div><div class="t m0 x7b h28 y3b7 ff1 fs5 fcf sc0 ls0 ws0">200 000</div><div class="t m0 x7b h28 y3b8 ff1 fs5 fcf sc0 ls0 ws0">400 000</div><div class="t m0 x7b h28 y3b9 ff1 fs5 fcf sc0 ls0 ws0">600 000</div><div class="t m0 x7b h28 y3ba ff1 fs5 fcf sc0 ls0 ws0">800 000</div><div class="t m0 x2c h28 y3bb ff1 fs5 fcf sc0 ls0 ws0">1 000 000</div><div class="t m0 x2c h28 y3bc ff1 fs5 fcf sc0 ls0 ws0">1 200 000</div><div class="t m0 x2c h28 y3bd ff1 fs5 fcf sc0 ls0 ws0">1 400 000</div><div class="t m0 x2c h28 y3be ff1 fs5 fcf sc0 ls0 ws0">1 600 000</div><div class="t m0 x2c h28 y3bf ff1 fs5 fcf sc0 ls0 ws0">1 800 000</div><div class="t m0 x2c h28 y3c0 ff1 fs5 fcf sc0 ls0 ws0">2 000 000</div><div class="t m0 xc h5c y3c1 ff2 fs7 fcf sc0 ls0 ws0">Y 2016<span class="_ _36"> </span>Y 2017<span class="_ _36"> </span>Y 2018<span class="_ _36"> </span>Y 2019<span class="_ _36"> </span>Y 2020<span class="_ _36"> </span>Y 2021</div></div><div class="c x4 y3c2 w4d h5d"><div class="t m0 xa1 h5e y3c3 ff11 fs5 fce sc0 ls0 ws0">5<span class="_ _27"> </span><span class="ls2c">593</span></div><div class="t m0 xa2 h5e y3c4 ff11 fs5 fce sc0 ls0 ws0">7<span class="_ _27"> </span><span class="ls2c">012</span></div><div class="t m0 xa3 h5e y3c5 ff11 fs5 fce sc0 ls0 ws0">6<span class="_ _27"> </span><span class="ls2c">271</span></div><div class="t m0 xa4 h5e y3c6 ff11 fs5 fce sc0 ls0 ws0">7<span class="_ _27"> </span><span class="ls2c">386</span></div><div class="t m0 x5d h5e y3c7 ff11 fs5 fce sc0 ls2c ws0">19<span class="_ _27"> </span>425</div><div class="t m0 x97 h5e y3c8 ff11 fs5 fce sc0 ls2c ws0">80<span class="_ _27"> </span>354</div><div class="t m0 x3e h28 y3c9 ff2 fs5 fcf sc0 ls0 ws0">0</div><div class="t m0 x2c h28 y3ca ff1 fs5 fcf sc0 ls0 ws0">10 000</div><div class="t m0 x2c h28 y3cb ff1 fs5 fcf sc0 ls0 ws0">20 000</div><div class="t m0 x2c h28 y3cc ff1 fs5 fcf sc0 ls0 ws0">30 000</div><div class="t m0 x2c h28 y3cd ff1 fs5 fcf sc0 ls0 ws0">40 000</div><div class="t m0 x2c h28 y3ce ff1 fs5 fcf sc0 ls0 ws0">50 000</div><div class="t m0 x2c h28 y3cf ff1 fs5 fcf sc0 ls0 ws0">60 000</div><div class="t m0 x2c h28 y3d0 ff1 fs5 fcf sc0 ls0 ws0">70 000</div><div class="t m0 x2c h28 y3d1 ff1 fs5 fcf sc0 ls0 ws0">80 000</div><div class="t m0 x2c h28 y3d2 ff1 fs5 fcf sc0 ls0 ws0">90 000</div><div class="t m0 xa5 h28 y3d3 ff2 fs5 fcf sc0 ls0 ws0">Y 2016<span class="_ _37"> </span>Y 2017<span class="_ _37"> </span>Y 2018<span class="_ _37"> </span>Y 2019<span class="_ _37"> </span>Y 2020<span class="_ _37"> </span>Y 2021</div></div></div><div class="pi" ></div></div><div id="pf22" class="pf w0 h0" ><div class="pc pc22 w0 h0"><img class="bi x6 y2b w4 h7" alt="" 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"/><div class="c x0 y0 w3 h0"><div class="t m0 x7 h8 y2c ff4 fs3 fc3 sc0 ls0 ws0">SPRAWOZDANE ZARZĄDU Z DZIAŁALNOŚCI<span class="ff3"> MIRBUD S.A. ZA <span class="ls4">ROK</span> <span class="ls5">20</span>21<span class="fc4"> </span></span></div><div class="t m0 x4 h6 y2d ff3 fs2 fc1 sc0 ls0 ws0"> </div></div><div class="c x4 y2e w5 h9"><div class="t m0 x13 ha y2f ff2 fs4 fc3 sc0 ls0 ws0">MIRBUD <span class="ls6">| </span>MIR<span class="_ _6"></span>BUD S.A.<span class="_ _6"></span> </div></div><div class="c x9 y2e w6 h9"><div class="t m0 xa hb y30 ff3 fs1 fc0 sc0 ls11 ws0">34<span class="fs2 ls0"> </span></div></div><div class="c x0 y0 w3 h0"><div class="t m0 x4 h6 y31 ff3 fs2 fc1 sc0 ls0 ws0"> </div></div><div class="c xb y32 w7 hc"><div class="t m0 xc hd y33 ff5 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x0 y0 w3 h0"><div class="t m0 x4 ha y136 ff2 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 x4 h24 y3d4 ff9 fs5 fc1 sc0 ls0 ws0">Wykres: Zmiana<span class="_ _0"></span> struktury por<span class="_ _0"></span>tfela zamó<span class="_ _0"></span>wień <span class="ffa">MIRBUD S.A. </span></div><div class="t m0 xa6 ha y3d5 ff2 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 xa7 ha y3d6 ff2 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 x4 ha y3d7 ff1 fs4 fc1 sc0 ls0 ws0">W omawianym okresie <span class="_ _0"></span>udział kontraktów budownictwa użytecznośc<span class="_ _6"></span>i równi<span class="_ _0"></span>eż<span class="_ _6"></span><span class="ff2"> </span>uległ zwiększeniu. Należy </div><div class="t m0 x4 ha y3d8 ff1 fs4 fc1 sc0 ls0 ws0">przy <span class="_ _13"> </span>tym <span class="_ _12"> </span>zauważyć, <span class="_ _13"> </span>ż<span class="_ _6"></span>e <span class="_ _13"> </span>większość <span class="_ _13"> </span>ak<span class="_ _6"></span>tualnie <span class="_ _29"> </span>re<span class="_ _6"></span>alizowanych <span class="_ _13"> </span>kontrakt<span class="_ _6"></span>ów <span class="_ _13"> </span>kubaturowych <span class="_ _12"> </span>to <span class="_ _13"> </span>obiekty<span class="_ _6"></span> </div><div class="t m0 x4 ha y3d9 ff1 fs4 fc1 sc0 ls0 ws0">referencyjne <span class="_ _f"></span>d<span class="_ _6"></span>la <span class="_ _f"></span>da<span class="_ _6"></span>lszej <span class="_ _f"></span>działalnośc<span class="_ _6"></span>i <span class="_ _f"></span>MIRBUD<span class="_ _6"></span><span class="ff2"> <span class="_ _e"> </span>S.A. <span class="_ _e"></span></span>W <span class="_ _f"></span>poprzed<span class="_ _6"></span>nich <span class="_ _f"></span>latac<span class="_ _6"></span>h <span class="_ _f"></span>MIRB<span class="_ _6"></span>UD <span class="_ _f"></span>S.A. <span class="_ _e"> </span>była <span class="_ _f"></span>s<span class="_ _6"></span>półką </div><div class="t m0 x4 ha y3da ff1 fs4 fc1 sc0 ls0 ws0">rozpoznawalną <span class="_ _1a"> </span>przede <span class="_ _14"> </span>ws<span class="_ _6"></span>zystkim <span class="_ _14"> </span>na <span class="_ _14"> </span>r<span class="_ _6"></span>ynku <span class="_ _14"> </span>generalnych <span class="_ _14"> </span>wykonawcó<span class="_ _6"></span>w <span class="_ _14"> </span>realiz<span class="_ _6"></span>ujących <span class="_ _14"> </span>inwestyc<span class="_ _6"></span>je </div><div class="t m0 x4 ha y3db ff1 fs4 fc1 sc0 ls0 ws0">budownictwa <span class="_ _3"></span>prz<span class="_ _6"></span>emysłowego. <span class="_ _3"></span>Od <span class="_ _3"></span>201<span class="_ _6"></span>9 <span class="_ _5"></span>r<span class="_ _6"></span>oku <span class="_ _3"></span>zakres <span class="_ _3"></span>działalności<span class="_ _6"></span> <span class="_ _5"></span>u<span class="_ _6"></span>legł <span class="_ _3"></span>znacznemu <span class="_ _3"></span>r<span class="_ _6"></span>ozszerzeniu <span class="_ _3"></span>nie <span class="_ _3"></span>tylko </div><div class="t m0 x4 ha y3dc ff1 fs4 fc1 sc0 ls0 ws0">o <span class="_ _6"></span>prestiżowe <span class="_ _6"></span>kontrakty <span class="_ _10"></span>drogowe, <span class="_ _10"></span>ale ró<span class="_ _6"></span>wnież <span class="_ _6"></span>publiczne <span class="_ _6"></span>obiek<span class="_ _6"></span>ty <span class="_ _6"></span>kubaturowe <span class="_ _6"></span>o <span class="_ _6"></span>silnym <span class="_ _6"></span>oddzi<span class="_ _6"></span>aływaniu <span class="_ _6"></span>na </div><div class="t m0 x4 ha y3dd ff1 fs4 fc1 sc0 ls0 ws0">lokalne społecznośc<span class="_ _6"></span>i. Terminowa i spr<span class="_ _6"></span>awna real<span class="_ _6"></span>izacja tych kontraktów<span class="_ _6"></span> pozwala na<span class="_ _6"></span> postrzeganie <span class="_ _10"></span>Spółki<span class="_ _6"></span><span class="ff2"> </span></div><div class="t m0 x4 ha y3de ff1 fs4 fc1 sc0 ls0 ws0">przez <span class="_ _21"> </span>odbiorców <span class="_ _21"> </span>i <span class="_ _21"> </span>inwestorów <span class="_ _21"> </span>jako <span class="_ _21"> </span>rzetelnego <span class="_ _21"> </span>partn<span class="_ _6"></span>era <span class="_ _21"> </span>w <span class="_ _27"> </span>bizn<span class="_ _6"></span>esie, <span class="_ _21"> </span>a <span class="_ _27"> </span>takż<span class="_ _6"></span>e <span class="_ _27"> </span>s<span class="_ _6"></span>prawn<span class="_ _6"></span><span class="ff2">ego, <span class="_ _21"> </span>polskiego </span></div><div class="t m0 x4 ha y3df ff1 fs4 fc1 sc0 ls0 ws0">generalnego wykonawcę<span class="_ _6"></span> najważniejszy<span class="_ _6"></span>ch kontraktów kubaturowy<span class="_ _6"></span>ch. <span class="_ _6"></span><span class="ff2"> </span></div><div class="t m0 x4 ha y3e0 ff1 fs4 fc1 sc0 ls0 ws0">Jak <span class="_ _27"> </span>wynika <span class="_ _27"> </span>z <span class="_ _21"> </span>powyższego <span class="_ _27"> </span>z<span class="_ _6"></span>estawienia <span class="_ _21"> </span><span class="ff2">- <span class="_ _27"> </span></span>na <span class="_ _27"> </span>dzień <span class="_ _27"> </span>s<span class="_ _6"></span>porządzenia <span class="_ _21"> </span>niniejszego <span class="_ _27"> </span>o<span class="_ _6"></span>pracowania <span class="_ _27"> </span>struktura </div><div class="t m0 x4 ha y3e1 ff1 fs4 fc1 sc0 ls0 ws0">portfela <span class="_ _3"></span>zamówień <span class="_ _3"></span>MIRBUD<span class="_ _6"></span><span class="ff2"> <span class="_ _3"></span>S.A. <span class="_ _3"></span><span class="ff1">uległa <span class="_ _3"></span>dalsz<span class="_ _6"></span>ym <span class="_ _3"></span>zmianom <span class="_ _3"></span>w <span class="_ _3"></span>kierunku <span class="_ _3"></span>rozwoj<span class="_ _6"></span>u <span class="_ _5"></span>dz<span class="_ _6"></span>iałalnośc<span class="_ _6"></span><span class="ff2">i <span class="_ _3"></span>w <span class="_ _3"></span>segmencie </span></span></span></div><div class="t m0 x4 ha y157 ff1 fs4 fc1 sc0 ls0 ws0">budownictwa <span class="_ _14"> </span>prz<span class="_ _6"></span>emysłowego <span class="_ _1a"> </span>przy <span class="_ _1a"> </span>jednoczesnej<span class="_ _6"></span><span class="ff2"> <span class="_ _1a"> </span></span>marginalizacji <span class="_ _14"> </span>u<span class="_ _6"></span>działu <span class="_ _14"> </span>kontraktów <span class="_ _1a"> </span>budown<span class="_ _6"></span>ictwa </div><div class="t m0 x4 ha y3e2 ff1 fs4 fc1 sc0 ls0 ws0">mieszkaniowego, <span class="_ _26"> </span>które <span class="_ _26"> </span>MIRBUD <span class="_ _26"> </span>S.<span class="_ _6"></span>A. <span class="_ _c"> </span>re<span class="_ _6"></span>alizuje <span class="_ _26"> </span>wyłącznie <span class="_ _26"> </span>na <span class="_ _c"> </span>p<span class="_ _6"></span>otrzeby <span class="_ _26"> </span>spółki <span class="_ _26"> </span>zależnej <span class="_ _26"> </span>JHM </div><div class="t m0 x4 ha y3e3 ff2 fs4 fc1 sc0 ls0 ws0">DEVELOPMENT <span class="_ _6"></span>S.A. </div><div class="t m0 x4 h2f y3e4 ff7 fs2 fc1 sc0 ls0 ws0">MIRBUD S.A<span class="_ _0"></span>.<span class="ff2"> </span></div><div class="t m0 x4 ha y3e5 ff1 fs4 fc1 sc0 ls0 ws0">Spółka <span class="_ _1d"> </span>niezm<span class="_ _6"></span>iennie <span class="_ _1d"> </span>świadcz<span class="_ _6"></span>y <span class="_ _1d"> </span>szeroko <span class="_ _14"> </span>roz<span class="_ _6"></span>umiane <span class="_ _1d"> </span>usługi <span class="_ _1d"> </span>budowla<span class="_ _6"></span>no <span class="_ _1d"> </span>–<span class="ff2"> <span class="_ _14"> </span></span>montażowe <span class="_ _1d"> </span>w <span class="_ _14"> </span>obszarze </div><div class="t m0 x4 ha y3e6 ff1 fs4 fc1 sc0 ls0 ws0">budownictwa <span class="_ _15"> </span>przemysłowego, <span class="_ _b"> </span>kubaturowego<span class="_ _6"></span>, <span class="_ _b"> </span>mieszk<span class="_ _6"></span>aniowego <span class="_ _b"> </span>oraz <span class="_ _b"> </span>inż<span class="_ _6"></span>ynieryjno<span class="_ _6"></span><span class="ff2">-drogo<span class="_ _6"></span>wego, </span></div><div class="t m0 x4 ha y3e7 ff1 fs4 fc1 sc0 ls0 ws0">wykonywane <span class="_ _21"> </span>w <span class="_ _21"> </span>systemie <span class="_ _28"> </span>generalnego <span class="_ _21"> </span>wykonawstw<span class="_ _6"></span>a. <span class="_ _21"> </span>Ponadto <span class="_ _21"> </span>marginalnym <span class="_ _21"> </span>obszarem <span class="_ _21"> </span>dzi<span class="_ _6"></span>ałalności </div><div class="t m0 x4 ha y3e8 ff1 fs4 fc1 sc0 ls0 ws0">spółki jest działalność<span class="_ _6"></span> wydawnicz<span class="_ _6"></span><span class="ff2 ls14">a.<span class="ls0"> </span></span></div><div class="t m0 x4 ha y3e9 ff2 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 x4 ha y3ea ff1 fs4 fc1 sc0 ls0 ws0">Do <span class="_ _13"> </span>największ<span class="_ _6"></span>ych <span class="_ _13"> </span>dokonań <span class="_ _12"> </span>spółki <span class="_ _13"> </span>w<span class="_ _6"></span> <span class="_ _13"> </span>2021 <span class="_ _12"> </span>roku <span class="_ _13"> </span>mo<span class="_ _6"></span>żna <span class="_ _13"> </span>zaliczyć<span class="_ _6"></span> <span class="_ _13"> </span>podpisanie <span class="_ _12"> </span>umów <span class="_ _13"> </span>n<span class="_ _6"></span>a <span class="_ _13"> </span>realizacj<span class="_ _6"></span>ę </div><div class="t m0 x4 ha y3eb ff1 fs4 fc1 sc0 ls0 ws0">następujących inwestyc<span class="_ _6"></span>ji:<span class="ff2"> </span></div><div class="t m0 x4 ha y3ec ff2 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 x35 ha y3ed ff2 fs4 fc1 sc0 ls0 ws0"> <span class="_ _32"> </span><span class="ff1">Pod<span class="_ _6"></span>pisanie umowy na bu<span class="_ _6"></span>dowę siedziby Wojew<span class="_ _6"></span>ódzkiej Stacji Pogotow<span class="_ _6"></span>ia Ratunkowego <span class="_ _6"></span>w </span></div><div class="t m0 x24 ha y3ee ff1 fs4 fc1 sc0 ls0 ws0">Szczecinie o wartośc<span class="_ _6"></span>i 26,69 mln złotych nett<span class="_ _6"></span>o.<span class="ff2"> </span></div><div class="t m0 x35 ha y3ef ff2 fs4 fc1 sc0 ls0 ws0"> <span class="_ _32"> </span>Pod<span class="_ _6"></span>pisanie <span class="ff1">umowy prz<span class="_ _6"></span>ez konsorcjum firm, któreg<span class="_ _6"></span>o liderem jest MIRBU<span class="_ _6"></span>D S.A. na budowę </span></div><div class="t m0 x24 ha y3f0 ff1 fs4 fc1 sc0 ls0 ws0">obwodnicy Metropol<span class="_ _6"></span>ii Trójmiejskiej o wartośc<span class="_ _6"></span>i 632,51 mln złotych netto.<span class="_ _10"></span><span class="ff2"> </span></div></div><div class="c x70 y3f1 w4e h5f"><div class="t m0 xa8 h60 y3f2 ff12 fs7 fc1 sc0 ls2d ws0">4%</div><div class="t m0 xa9 h60 y3f3 ff12 fs7 fc0 sc0 ls0 ws0">14%</div><div class="t m0 xaa h60 y3f4 ff12 fs7 fc0 sc0 ls0 ws0">10%</div><div class="t m0 x45 h60 y3f5 ff12 fs7 fc0 sc0 ls0 ws0">72%</div><div class="t m0 x22 h60 y3f6 ff12 fs7 fc1 sc0 ls0 ws0">31.12.2020</div></div><div class="c xab y3f7 w4f h61"><div class="t m0 xac h60 y3f8 ff12 fs7 fc1 sc0 ls2d ws0">4%</div><div class="t m0 x75 h60 y3f9 ff12 fs7 fc0 sc0 ls0 ws0">19%</div><div class="t m0 x39 h60 y3fa ff12 fs7 fc0 sc0 ls0 ws0">16%</div><div class="t m0 x55 h60 y3fb ff12 fs7 fc0 sc0 ls0 ws0">61%</div><div class="t m0 x4a h60 y3fc ff12 fs7 fc1 sc0 ls0 ws0">31.12.2021</div></div><div class="c xad y3fd w50 h62"><div class="t m0 x18 h60 y3fe ff12 fs7 fc1 sc0 ls2e ws0">2%</div><div class="t m0 xae h60 y3ff ff12 fs7 fc0 sc0 ls2f ws0">18%</div><div class="t m0 xaf h60 y400 ff12 fs7 fc0 sc0 ls0 ws0">25%</div><div class="t m0 x48 h60 y401 ff12 fs7 fc0 sc0 ls30 ws0">55%</div><div class="t m0 xb0 h60 y402 ff12 fs7 fc1 sc0 ls0 ws0">31.03.2022</div></div></div><div class="pi" ></div></div><div id="pf23" class="pf w0 h0" ><div class="pc pc23 w0 h0"><img class="bi x6 y2b w4 h7" alt="" 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dnlyq/9stKnvDzq2hvvfm3q/K8WVtQ4hesr096d/se/jpv2yeeV/z+HRcs3/WvirEvP6fm9ay4+PrtP1cLnxr724JOTd3vtCVkZ77z6eNXPGzduqrkSgiC455ZBd/3kpqqfx/3ztd/9afzyLzZ/dXnf8W/Pib3v+fNP7XZa/yxfJABAsx5Ike6w8J8P5740eW7N5TuLy8e9NXvcW7OefvDG7/3siYjvt2Hzztt//czAM09p1qxZEA6vXr/9pUlzX5q0y7u1zWhW9dk1Z/O30f+oHqxfTjHSJFfmb7pw6Miay3cUlT33as5zr+a899KI3r167uFX3O3T9zTiy+WffDrjB794sqJi92GVlcEb0xa+MW1hvVctAEC9uD5r3d58d0Gtz8fc/fsXanm6qKTikcef3YfPrawMHn76zXoO/mzR2toHjP7H6/tlbZSVlV1/xx9rBisAgGY9mIpLKmofsHbTjjp6cfz0wsLCvf3cBbnr8tZsrefgr3a+7ulmvOPfnLFsWe43Xxv/ennCytWRf5eEeF8nAECzHlRpjZOOatSgnuG4m607SufMXbC3n7izeO+utD+gT9u3n/vllDG/OiYtVPPZbTvL7rn/r998Pbw59dOaC2NiglG/HbJ+/r9efOz2sIMAAADN+u0Lh8Mjfnpp7qdjciaNatYkFHFMw6T4ic/f8/5L95/QIz3igG3bdxzQSbY+JmXC2EcHnHziif37jX/il3GxES6J9e+PlxZ947uk5q5cV3PhiT3bDLnm8oSEhEHnDxx8dqbvDACwfzkHq249u7S4/ebvBUHQokWLnw4bdOcf/rnbgJiYmIkv/KZ3755BEIz+093dTrtpP15F9ahGiVdclN2pXetQUuKGTVsaNWoUcVjfzDZfXVSrb59eQy/r/9T4D3cbs6Oo/O1J//4mkykrK1u6YlPN5Ref0++rn68cfOar78z3tQEANOu3KjXl632rjZIb1hyQnBTf+/9vE5CUlLR/P/0Xt1x0y41D6xwWu+uO1RP7dq/ZrEEQfDJzfmJig32ezJIly3aWRDhiocdxnb/+SrkRKwCwvzk2YD84cLemCofDF19w1j68sEmT1IjL128s/CbzWbJsecTlzY852tcAANCsR6iEhNiMjIx9eGFyw4YRl1e/5cE+WL+hIOLyUCjJxgIANOuR2qz7++pRiQ2+0X/cl5SWRlxeWelaAQDAAeTQw8NTUXFxxOXt27YoLi79BsmbEHH51q3b9up9CgsLZ3w2e/v2nRmtW/bq1SPmwB1dAQAcFuxnPTwtXroi4vL+fbMiLq+sdlHVFSvz9vS2LVs0i7h8xar8r34uKyurfW7r1q27bOhds+cuKS0t++vfXxp0+Y8qKyttMgBAsx7+ikt2KcUZc5bWHJMQH9u7V+Rm3bT568vHjh7zxp4+pUO7NhGXL6qWyHMX1na3rdLS0guvufPCs7KbpqUWl5QMv/mak/t1236AL14LAGhWosLM+XmrVq0KgqCiomL0s2NffWduzTHXXXpCampqxP+Hz83f/N/D7nrsf5+56Y5fj5kwc0+f0rVr5yaNE2suf/Zf733y6YyioqJ/T3vvL89MqWWe/3xpwpDLTivcuv3Po9/IW73+qh+OuOqyC8orKmxBAKAWjmc9TKwv2Nlr4K3nnNxl7YatOfO/qDkglBj3u3tuD4IgFIoQnTExMa9MmffKlHlVP+/x6xIff3xW20nTl+y2fMXqwjOv+FV95jl3Ue79v/rpfSP/1C696XVXDX598oyEhPi4WH87AQC10QqHj9KyygnTFkYM1iAITuzdruoeWs2PTqvzrWo5J6pvj47fZJLh8JdN/Na7izsPGNahTbOMjAznYAEAmvUw161D3dfzT23U4O7b/7vq59MGnBBKjKtlcGanY264/KQ9PTv06sHtWx9Vy8sbN2qQ3iJlT8+2ad184uSpQRBccFrX15++c8nytdu3b69wDhYAoFkPb38eccvYv9yWmLDHDO3UJm36aw/3P+H4qoft2rV99pEf7WnPZue2adNeG5Xestme3q1169bT3xjVqlnkKk1MiHtt9D1d2zff08u/e8n5P/jZqJSUhif07nLG6adcPDD71yP/YiMCALVzPOsujkptdNaJnXZb2KNr26+LrWXzmgOSQw2+jrbExIEnHVvzCvvHNEtr1Ci55muDIOjWqW0QBNk9OyYn7343qaRItwDI6tauoPDLE+0bJMT16pmVlJQ0tXXLZ8dNmLswb97StVt3lAZB0CiUcFyn5pec33/Y965u0KBB9Xc4/9yzX3i0/Kkxby9buWHthm2V4aB50+Re3dJ7Z3a89sqLk5KS2rdpVXOqHdq2rvqhcePGE5677/HR42cvWLl4+cbtRaUpDRt0zGjarVOroVcNyu7bp0/m+xHXQBAEzZo1mzJu5HMvvp6Y2GDkQ6PKy8tDSQ0apzTy3QMAahETDruDEQAAUc2xAQAAaFYAANCsAABoVgAA0KwAAKBZAQDQrAAAoFkBANCsAACgWQEAQLMCAHA4ircKAAAOAzt2lmzYVHhozXnh0vwtW3fUPubic/olN0zUrAAc0crLK/LXbDq05rx6bcHKLzYcWnN+c0rOoTXhDZu2vvPeHP9AosHSDx9PbniMZgX20Yq89YfWhLfvKJq7aNWhNefc5WsX5+YfWnMe+8r7/nUA+51mPQh/t+3YWXxozfnDGYsPrQlv3rz9wxmLDq05T5s+b+2GLf6BAMAR2qxjXnlvyK2P2NIAAIcu1w0AACDaOTYAAICDI6tb2+O6ZNQ+JrlhkmYFgENPi2ZHnX5y5qE15xP7dm3SpNGhNucuh9aEkxsmNWva+HD92mtW4Ahy5eABh9aEj05L7dfn2ENrzlld2zRKDh1ac26XcYx/HaBZOeSddUqPQ+7vtgvOzj60Jty2dbNWLdIOrTmnt2waHx/nHwgA34KYcDh8eP+G0XZPiGZNU5MbJvrmAQBoVgAADh+udQUAgGYFAADNCgCAZgUAAM0KAACaFQAAzQoAAJoVAADNCgAAmhUAADQrAACaFQAANCsAAGhWAAAONfFRMo+C9OzqD9Pyc2wbAACq2M8KAIBmBQAAzQoAgGYFAICDKVrOwQoNH2ZjAAAQUUw4HLYWAACIZo4NAABAswIAgGYFAECzAgCAZgUAAM0KAIBmBQAAzQoAgGYFAADNCgAAmhUAAM0KAACaFQAANCsAAJoVAAA0KwAAmhUAADQrAABoVgAANCsAAGhWAADQrAAAaFYAANCsAABoVgAA0KwAAKBZAQDQrAAAoFkBANCsAACgWQEAQLMCAKBZAQBAswIAgGYFAECzAgCAZgUAQLMCAIBmBQAAzQoAgGYFAADNCgAAmhUAAM0KAACaFQAAzQoAANEiPkrmUZCeXf1hWn6ObQMAQBX7WQEA0KwAAKBZAQDQrAAAcDBFyzlYoeHDbAwAACKKCYfD1gIAANHMsQEAAGhWAADQrAAAaFYAANCsAACgWQEA0KwAAKBZAQDQrAAAoFkBAECzAgCgWQEAQLMCAIBmBQBAswIAgGYFAECzAgCAZgUAAM0KAIBmBQAAzQoAAJoVAADNCgAAmhUAAM0KAACaFQAANCsAAJoVAAA0KwAAmhUAADQrAABoVgAANCsAAGhWAADQrAAAaFYAANCsAABoVgAA0KwAAKBZAQDQrAAAoFkBAECzAgCgWQEAQLMCAKBZAQAgWsRHyTwK0rOrP0zLz7FtAACoYj8rAACaFQAANCsAAJoVAAAOpmg5Bys0fJiNAQBARDHhcNhaAAAgmjk2AAAAzQoAAJoVAADNCgAAmhUAADQrAACaFQAANCsAAJoVAAA0KwAAaFYAADQrAABoVgAA0KwAAGhWAADQrAAAaFYAANCsAACgWQEA0KwAAKBZAQBAswIAoFkBAECzAgCgWQEAQLMCAIBmBQBAswIAgGYFAECzAgCAZgUAAM0KAIBmBQAAzQoAAJoVAADNCgAAmhUAAM0KAACaFQAANCsAAJoVAAA0KwAAaFYAADQrAABoVgAANCsAAESL+CiZR0F6dvWHafk5tg0AAFXsZwUAQLMCAIBmBQBAswIAwMEUEw6HrQUAAKKZ/awAAGhWAADQrAAAaFYAANCsAACgWQEA0KwAAKBZAQDQrAAAoFkBAECzAgCgWQEAQLMCAIBmBQBAswIAgGYFAECzAgCAZgUAAM0KAIBmBQAAzQoAAJoVAADNCgAAmhUAAM0KAACaFQAANCsAAJoVAAA0KwAAmhUAADQrAABoVgAANCsAAGhWAADQrAAAaFYAANCsAABoVgAA0KwAAKBZAQDQrAAAoFkBAECzAgCgWQEAQLMCAKBZAQAgWsRHyTwK0rOrP0zLz7FtAACoYj8rAACaFQAANCsAAJoVAAAOpmg5Bys0fJiNAQBARDHhcNhaAAAgmjk2AAAAzQoAAJoVAADNCgAAmhUAADQrAACaFQAANCsAAJoVAAA0KwAAaFYAADQrAABoVgAA0KwAAGhWAADQrAAAaFYAANCsAACgWQEA0KwAAKBZAQBAswIAoFkBAECzAgCgWQEAQLMCAIBmBQBAswIAgGYFAECzAgCAZgUAAM0KAIBmBQAAzQoAAJoVAADNCgAAmhUAAM0KAACaFQAANCsAAJoVAAA0KwAAaFYAADQrAABoVgAANCsAAESL+CiZR0F6dvWHafk5tg0AAFXsZwUAQLMCAIBmBQBAswIAwMEULedghYYPszEAAIgoJhwOWwsAAEQzxwYAAKBZAQBAswIAoFkBAECzAgCAZgUAQLMCAIBmBQBAswIAgGYFAADNCgCAZgUAAM0KAACaFQAAzQoAAJoVAADNCgAAmhUAADQrAACaFQAANCsAAGhWAAA0KwAAaFYAADQrAABoVgAA0KwAAGhWAADQrAAAaFYAANCsAACgWQEA0KwAAKBZAQBAswIAoFkBAECzAgCgWQEAQLMCAIBmBQBAswIAgGYFAADNCgCAZgUAAM0KAIBmBQCAaBEfJfMoSM+u/jAtP8e2AQCgiv2sAABoVgAA0KwAAGhWAAA4mKLlHKzQ8GE2BgAAEcWEw2FrAQCAaObYAAAANCsAAGhWAAA0KwAAaFYAANCsAABoVgAA0KwAAGhWAADQrAAAoFkBANCsAACgWQEAQLMCAKBZAQBAswIAoFkBAECzAgCAZgUAQLMCAIBmBQAAzQoAgGYFAADNCgCAZgUAAM0KAACaFQAAzQoAAJoVAADNCgAAmhUAADQrAACaFQAANCsAAGhWAAA0KwAAaFYAADQrAABoVgAA0KwAAGhWAADQrAAAoFkBANCsAACgWQEA0KwAAKBZAQBAswIAoFkBAECzAgCAZgUAQLMCAIBmBQBAswIAgGYFAADNCgCAZgUAAM0KAIBmBQAAzQoAAJoVAADNCgAAmhUAADQrAACaFQAANCsAAJoVAAA0KwAAaFYAADQrAABoVgAA0KwAAGhWAADYP+KjZB4F6dnVH6bl59g2AABUsZ8VAADNCgAAmhUAAM0KAAAHU7ScgxUaPszGAAAgophwOGwtAAAQzRwbAACAZgUAAM0KAIBmBQAAzQoAAJoVAADNCgAAmhUAAM0KAACaFQAANCsAAJoVAAA0KwAAaFYAADQrAABoVgAANCsAAGhWAADQrAAAaFYAANCsAACgWQEA0KwAAKBZAQDQrAAAoFkBAECzAgCgWQEAQLMCAKBZAQBAswIAgGYFAECzAgCAZgUAAM0KAIBmBQAAzQoAgGYFAADNCgAAmhUAAM0KAACaFQAANCsAAJoVAAA0KwAAmhUAAKJFfJTMoyA9u/rDtPwc2wYAgCr2swIAoFkBAECzAgCgWQEA4GCKCYfD1gIAANHMflYAADQrAABoVgAANCsAAGhWAADQrAAAaFYAANCsAABoVgAA0KwAAKBZAQDQrAAAoFkBAECzAgCgWQEAQLMCAKBZAQBAswIAgGYFAECzAgCAZgUAAM0KAIBmBQAAzQoAgGYFAADNCgAAmhUAAM0KAACaFQAAzQoAAJoVAAA0KwAAmhUAALVgL3wAAA79SURBVDQrAABoVgAANCsAAGhWAAA0KwAAaFYAANCsAABoVgAA0KwAAKBZAQDQrAAAoFkBANCsAACgWQEAoH7io2QeBenZ1R+m5efYNgAAVLGfFQAAzQoAAJoVAADNCgAAB1NMOBy2FgAAiGb2swIAoFkBAECzAgCgWQEAQLMCAIBmBQBAswIAgGYFAECzAgCAZgUAAM0KAIBmBQAAzQoAAJoVAADNCgAAmhUAAM0KAACaFQAANCsAAJoVAAA0KwAAaFYAADQrAABoVgAANCsAAGhWAADQrAAAaFYAANCsAABoVgAA0KwAAKBZAQDQrAAAoFkBAECzAgCgWQEAQLMCAKBZAQBAswIAgGYFAECzAgCAZgUAAM0KAIBmBQAAzQoAgGYFAIBoER8l8yhIz67+MC0/x7YBAKCK/awAAGhWAADQrAAAaFYAADiYouUcrNDwYTYGAAARxYTDYWsBAIBo5tgAAAA0KwAAaFYAADQrAABoVgAA0KwAAGhWAADQrAAAaFYAANCsAACgWQEA0KwAAKBZAQBAswIAoFkBAECzAgCgWQEAQLMCAIBmBQBAswIAgGYFAADNCgCAZgUAAM0KAIBmBQAAzQoAAJoVAADNCgAAmhUAAM0KAACaFQAANCsAAJoVAAA0KwAAaFYAADQrAABoVgAANCsAAGhWAADQrAAAaFYAANCsAACgWQEA0KwAAKBZAQDQrAAAoFkBAECzAgCgWQEAQLMCAIBmBQBAswIAgGYFAECzAgCAZgUAAM0KAIBmBQAAzQoAgGYFAADNCgAAmhUAAM0KAACaFQAANCsAAJoVAAA0KwAAmhUAADQrAABoVgAANCsAAGhWAADQrAAAaFYAANCsAABoVgAA0KwAAKBZAQDQrAAAoFkBANCsAACgWQEAQLMCAKBZAQBAswIAgGYFAECzAgCAZgUAQLMCAIBmBQAAzQoAgGYFAADNCgAAmhUAAM0KAACaFQAAzQoAAJoVAAA0KwAAmhUAADQrAABoVgAANCsAAGhWAAA0KwAAaFYAANCsAABoVgAA0KwAAGhWAADQrAAAoFkBANCsAACgWQEAQLMCAKBZAQBAswIAoFkBAECzAgCAZgUAQLMCAIBmBQAAzQoAgGYFAADNCgCAZgUAAM0KAAD1ER8l8yhIz67+MC0/x7YBAKCK/awAAGhWAADQrAAAaFYAADiYYsLhsLUAAEA0s58VAADNCgAAmhUAAM0KAACaFQAANCsAAJoVAAA0KwAAmhUAADQrAABoVgAANCsAAGhWAADQrAAAaFYAANCsAABoVgAA0KwAAKBZAQDQrAAAoFkBAECzAgCgWQEAQLMCAKBZAQBAswIAgGYFAECzAgCAZgUAQLMCAIBmBQAAzQoAgGYFAADNCgAAmhUAAM0KAACaFQAAzQoAAJoVAAA0KwAAmhUAADQrAABoVgAANCsAAGhWAAA0KwAARIv4KJlHQXp29Ydp+Tm2DQAAVexnBQBAswIAgGYFAECzAgDAwRQt52CFhg+zMQAAiCgmHA5bCwAARDPHBgAAoFkBAECzAgCgWQEAQLMCAIBmBQBAswIAgGYFAECzAgCAZgUAAM0KAIBmBQAAzQoAAJoVAADNCgAAmhUAAM0KAACaFQAANCsAAJoVAAA0KwAAaFYAADQrAABoVgAANCsAAGhWAADQrAAAaFYAANCsAABoVgAA0KwAAKBZAQDQrAAAoFkBAECzAgCgWQEAQLMCAKBZAQBAswIAgGYFAECzAgCAZgUAAM0KAIBmBQAAzQoAgGYFAIBoER8l8yhIz67+MC0/x7YBAKCK/awAAGhWAADQrAAAaFYAADiYouUcrNDwYTYGAAARxYTDYWsBAIBo5tgAAAA0KwAAaFYAADQrAABoVgAA0KwAAGhWAADQrAAAaFYAANCsAACgWQEA0KwAAKBZAQBAswIAoFkBAECzAgCgWQEAQLMCAIBmBQBAswIAgGYFAADNCgCAZgUAAM0KAIBmBQAAzQoAAJoVAADNCgAAmhUAAM0KAACaFQAANCsAAJoVAAA0KwAAaFYAADQrAABoVgAANCsAAGhWAADQrAAAaFYAANCsAACgWQEA0KwAAKBZAQDQrAAAoFkBAECzAgCgWQEAQLMCAIBmBQBAswIAgGYFAECzAgCAZgUAAM0KAIBmBQAAzQoAgGYFAADNCgAAmhUAAM0KAACaFQAANCsAAJoVAAA0KwAAmhUAADQrAABoVgAANCsAAGhWAADQrAAAaFYAANCsAABoVgAA0KwAAKBZAQDQrAAAoFkBANCsAACgWQEAQLMCAKBZAQBAswIAgGYFAECzAgCAZgUAQLMCAIBmBQAAzQoAgGYFAADNCgAAmhUAAM0KAACaFQAAzQoAAJoVAAA0KwAAmhUAADQrAABoVgAANCsAAGhWAAA0KwAAaFYAANCsAABoVgAA0KwAAGhWAADQrAAAoFkBANCsAACgWQEAQLMCAKBZAQBAswIAoFkBAECzAgCAZgUAQLMCAIBmBQAAzQoAgGYFAADNCgCAZgUAAM0KAACaFQAAzQoAAJoVAAA0KwAAmhUAADQrAACaFQAANCsAAGhWAAA0KwAAaFYAADQrAABoVgAA0KwAAGhWAADQrAAAoFkBANCsAACgWQEA0KwAAKBZAQBAswIAoFkBAECzAgCAZgUAQLMCAIBmBQBAswIAgGYFAADNCgCAZgUAAM0KAIBmBQAAzQoAAJoVAADNCgAAmhUAADQrAACaFQAANCsAAJoVAAA0KwAAaFYAADQrAABoVgAA0KwAAGhWAADQrAAAaFYAANCsAACgWQEA0KwAAKBZAQBAswIAoFkBAECzAgCgWQEAQLMCAIBmBQBAswIAgGYFAECzAgCAZgUAAM0KAIBmBQAAzQoAAJoVAADNCgAAmhUAAM0KAACaFQAANCsAAJoVAAA0KwAAaFYAADQrAABoVgAANCsAAGhWAADQrAAAaFYAANCsAABoVgAA0KwAAKBZAQDQrAAAoFkBAECzAgCgWQEAQLMCAKBZAQBAswIAgGYFAECzAgCAZgUAAM0KAIBmBQAAzQoAgGYFAADNCgAAmhUAAM0KAACaFQAANCsAAJoVAAA0KwAAmhUAADQrAABoVgAANCsAAGhWAAA0KwAAaFYAANCsAABo1v9r145NAIShKIoScALrjJHeCQQ3FZzAARzDOisknYikswjKOdWvX3WLDwAAmhUAADQrAACaFQAANCsAAJoVAAA0KwAAaFYAADQrAABoVgAA0KwAAGhWAADQrAAAaFYAANCsAACgWQEA0KwAAKBZAQBAswIAoFkBAECzAgCgWQEAQLMCAIBmBQBAswIAgGYFAECzAgCAZgUAAM0KAIBmBQAAzQoAAJoVAADNCgAAmhUAAM0KAACaFQAANCsAAJoVAAA0KwAAaFYAADQrAABoVgAANCsAAGhWAADQrAAAaFYAANCsAABoVgAA0KwAAKBZAQDQrAAAoFkBAECzAgCgWQEAQLMCAKBZAQBAswIAgGYFAECzAgCAZgUAAM0KAIBmBQAAzQoAgGYFAADNCgAAmhUAAM0KAACaFQAANCsAAJoVAAA0KwAAmhUAADQrAABoVgAANCsAAGhWAAA0KwAAaFYAANCsAABoVgAA0KwAAKBZAQDQrAAAoFkBANCsAACgWQEAQLMCAKBZAQBAswIAgGYFAECzAgCAZgUAQLMCAIBmBQAAzQoAgGYFAADNCgCAZgUAAM0KAACaFQAAzQoAAJoVAAA0KwAAmhUAADQrAACaFQAANCsAAGhWAAA0KwAAaFYAANCsAABoVgAA0KwAAGhWAADQrAAAoFkBANCsAACgWQEAQLMCAKBZAQBAswIAoFkBAECzAgCAZgUAQLMCAIBmBQBAswIAgGYFAADNCgCAZgUAAM0KAACaFQAAzQoAAJoVAADNCgAAmhUAADQrAACaFQAANCsAAGhWAAA0KwAAaFYAADQrAABoVgAA0KwAAGhWAADQrAAAoFkBANCsAACgWQEA0KwAAKBZAQBAswIAoFkBAECzAgCgWQEAQLMCAIBmBQBAswIAgGYFAADNCgCAZgUAAM0KAIBmBQAAzQoAAJoVAADNCgAAmhUAADQrAACaFQAANCsAAJoVAAA0KwAAaFYAADQrAABoVgAANCsAAGhWAADQrAAAaFYAANCsAACgWQEA0KwAAKBZAQDQrAAAoFkBAECzAgCgWQEAQLMCAIBmBQBAswIAgGYFAECzAgCAZgUAAM0KAIBmBQAAzQoAAJoVAADNCgAAmhUAAM0KAACaFQAANCsAAJoVAAA0KwAAmhUAADQrAABoVgAANCsAAGhWAADQrAAAaFYAANCsAABoVgAA0KwAAKBZAQDQrAAAoFkBAECzAgCgWQEAQLMCAKBZAQBAswIAgGYFAECzAgCAZgUAQLMCAIBmBQAAzQoAgGYFAADNCgAAmhUAAM0KAACaFQAAzQoAAJoVAAA0KwAAmhUAADQrAABoVgAANCsAAGhWAAA0KwAAaFYAANCsAABoVgAA0KwAAKBZAQDQrAAAoFkBANCsAACgWQEAQLMCAKBZAQBAswIAoFkBAECzAgCAZgUAQLMCAIBmBQAAzQoAgGYFAADNCgCAZgUAAM0KAACaFQAAzQoAAJoVAAA0KwAAmhUAADQrAACaFQAANCsAAGhWAAA0KwAAaFYAANCsAABoVgAA0KwAAGhWAADQrAAAoFkBANCsAACgWQEA0KwAAKBZAQBAswIAoFkBAECzAgCAZgUAQLMCAIBmBQBAswIAgGYFAADNCgCAZgUAAM0KAACaFQCAbxiuK4RgDgCAjvZlNsLdtG7PZi2l2AUAoKMckxGa/AYAAKBZAQBAswIAoFkBAECzAgCAZgUAQLMCAPDWeB5G0KwAAGhWAADQrAAAaFYAANCsAACgWQEA0KwAAKBZAQBAswIAoFkBAECzAgCgWQEAQLMCAIBmBQBAswIAgGYFAADNCgCAZgUAAM0KAIBmBQAAzQoAAJoVAADNCgAAmhUAAM0KAACaFQAANCsAAJoVAAA0KwAAaFYAADQrAABoVgAANCsAAGhWAAAackxG0KwAAGhWAADQrAAAaFYAANCsAACgWQEA+JkKLaIRPi1YDpkAAAAASUVORK5CYII="/><div class="c x0 y0 w3 h0"><div class="t m0 x7 h8 y2c ff4 fs3 fc3 sc0 ls0 ws0">SPRAWOZDANE ZARZĄDU Z DZIAŁALNOŚCI<span class="ff3"> MIRBUD S.A. ZA <span class="ls4">ROK</span> <span class="ls5">20</span>21<span class="fc4"> </span></span></div><div class="t m0 x4 h6 y2d ff3 fs2 fc1 sc0 ls0 ws0"> </div></div><div class="c x4 y2e w5 h9"><div class="t m0 x13 ha y2f ff2 fs4 fc3 sc0 ls0 ws0">MIRBUD <span class="ls6">| </span>MIR<span class="_ _6"></span>BUD S.A.<span class="_ _6"></span> </div></div><div class="c x9 y2e w6 h9"><div class="t m0 xa hb y30 ff3 fs1 fc0 sc0 ls11 ws0">35<span class="fs2 ls0"> </span></div></div><div class="c x0 y0 w3 h0"><div class="t m0 x4 h6 y31 ff3 fs2 fc1 sc0 ls0 ws0"> </div></div><div class="c xb y32 w7 hc"><div class="t m0 xc hd y33 ff5 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x0 y0 w3 h0"><div class="t m0 x35 ha y136 ff2 fs4 fc1 sc0 ls0 ws0"> <span class="_ _32"> </span><span class="ff1">Pod<span class="_ _6"></span>pisanie umowy na bu<span class="_ _6"></span>dowę budynku mies<span class="_ _6"></span>zkalnego w Bydgoszcz<span class="_ _6"></span>y o wartości 27,84 mln </span></div><div class="t m0 x24 ha y168 ff1 fs4 fc1 sc0 ls0 ws0">złotych netto.<span class="ff2"> </span></div><div class="t m0 x35 ha y169 ff2 fs4 fc1 sc0 ls0 ws0"> <span class="_ _32"> </span>Pod<span class="_ _6"></span>pisanie umo<span class="ff1">wy prz<span class="_ _6"></span>ez konsorcjum, którego l<span class="_ _6"></span>iderem jest MIRBUD S<span class="_ _6"></span>.A. na zaprojektowanie <span class="_ _6"></span>i </span></div><div class="t m0 x24 ha y16a ff1 fs4 fc1 sc0 ls0 ws0">budowę<span class="ff2"> </span>obwodn<span class="_ _6"></span>icy miejscowości Gosty<span class="_ _6"></span>ń w Wielkopolsce o wartoś<span class="_ _6"></span>ci 200,67 mln zł<span class="_ _6"></span>otych netto.<span class="_ _6"></span><span class="ff2"> </span></div><div class="t m0 x35 ha y2a0 ff2 fs4 fc1 sc0 ls0 ws0"> <span class="_ _32"> </span><span class="ff1">Pod<span class="_ _6"></span>pisanie umowy na prz<span class="_ _6"></span>ebudowę i rozbudowę<span class="_ _6"></span> hali widowiskowo<span class="_ _6"></span></span>- sportow<span class="_ _6"></span>ej Urania w </div><div class="t m0 x24 ha y2a1 ff2 fs4 fc1 sc0 ls0 ws0">Olsztynie o <span class="ff1">wartośc<span class="_ _6"></span>i 158,28 mln złotych netto<span class="_ _6"></span>.</span> </div><div class="t m0 x35 ha y2a2 ff2 fs4 fc1 sc0 ls0 ws0"> <span class="_ _32"> </span><span class="ff1">Pod<span class="_ _6"></span>pisanie umowy na bu<span class="_ _6"></span>dowę centrum mag<span class="_ _6"></span>azynowo <span class="_ _6"></span>–</span> <span class="ff1">logistycznego we Wrz<span class="_ _6"></span>eśni w woj. </span></div><div class="t m0 x24 ha y2a3 ff1 fs4 fc1 sc0 ls0 ws0">wielkopolskim o wart<span class="_ _6"></span>ości 139,97 mln złotyc<span class="_ _6"></span>h netto.<span class="_ _6"></span><span class="ff2"> </span></div><div class="t m0 x35 ha y2a4 ff2 fs4 fc1 sc0 ls0 ws0"> <span class="_ _32"> </span><span class="ff1">Pod<span class="_ _6"></span>pisanie umowy na bu<span class="_ _6"></span>dowę budynku Są<span class="_ _6"></span>du Apelacyjnego we Wrocł<span class="_ _6"></span>awiu o wartośc<span class="_ _6"></span>i 59,91 </span></div><div class="t m0 x24 ha y2a5 ff1 fs4 fc1 sc0 ls0 ws0">mln zło<span class="ff2">tych netto.<span class="_ _6"></span> </span></div><div class="t m0 x35 ha y2a6 ff2 fs4 fc1 sc0 ls0 ws0"> <span class="_ _32"> </span><span class="ff1">Pod<span class="_ _6"></span>pisanie umowy na zapr<span class="_ _6"></span>ojektowanie i budo<span class="_ _6"></span>wę obwodnicy miejsc<span class="_ _6"></span>owości Gostyń w ciągu </span></div><div class="t m0 x24 ha y2a7 ff1 fs4 fc1 sc0 ls0 ws0">drogi krajowej nr 12 <span class="_ _6"></span>w Wielkopolsce o wartoś<span class="_ _6"></span>ci 200,65 mln złotych n<span class="_ _6"></span>etto.<span class="_ _6"></span><span class="ff2"> </span></div><div class="t m0 x35 ha y2a8 ff2 fs4 fc1 sc0 ls0 ws0"> <span class="_ _32"> </span><span class="ff1">Pod<span class="_ _6"></span>pisanie umowy na reali<span class="_ _6"></span>zację zamówienia publ<span class="_ _6"></span>icznego w Dziedzinac<span class="_ _6"></span>h Obronnośc<span class="_ _6"></span>i i </span></div><div class="t m0 x24 ha y1ee ff2 fs4 fc1 sc0 ls0 ws0">Bezpiec<span class="ff1">zeństwa</span> <span class="_ _6"></span><span class="ff1">–</span> <span class="ff1">budowę hali remont<span class="_ _6"></span>owej dla czołgów Leopard <span class="_ _6"></span>2 w Warszawie <span class="_ _6"></span>Wesoła o </span></div><div class="t m0 x24 ha y309 ff1 fs4 fc1 sc0 ls0 ws0">wartości 64,56 mln zło<span class="_ _6"></span>tych netto.<span class="_ _6"></span><span class="ff2"> </span></div><div class="t m0 x35 ha y30a ff2 fs4 fc1 sc0 ls0 ws0"> <span class="_ _32"> </span><span class="ff1">Pod<span class="_ _6"></span>pisanie umowy na roz<span class="_ _6"></span>budowę centrum hand<span class="_ _6"></span>lowego w Koszalinie<span class="_ _6"></span></span> <span class="ff1">o <span class="_ _6"></span>wartości 49,33 mln </span></div><div class="t m0 x24 ha y30b ff1 fs4 fc1 sc0 ls0 ws0">złotych netto.<span class="ff2"> </span></div><div class="t m0 x35 ha y30d ff2 fs4 fc1 sc0 ls0 ws0"> <span class="_ _32"> </span><span class="ff1">Pod<span class="_ _6"></span>pisanie umowy na bu<span class="_ _6"></span>dowę Stadionu Miejs<span class="_ _6"></span>kiego w<span class="_ _6"></span></span> <span class="ff1">Opolu o wartości 169,<span class="_ _6"></span>69 mln złotych </span></div><div class="t m0 x24 ha y30e ff2 fs4 fc1 sc0 ls0 ws0">netto. </div><div class="t m0 x35 ha y30f ff2 fs4 fc1 sc0 ls0 ws0"> <span class="_ _32"> </span><span class="ff1">Pod<span class="_ _6"></span>pisanie umowy na bu<span class="_ _6"></span>dowę budynku mag<span class="_ _6"></span>azynowego w Swadzim<span class="_ _6"></span>iu k/Poznania o wartośc<span class="_ _6"></span>i </span></div><div class="t m0 x24 ha y310 ff2 fs4 fc1 sc0 ls0 ws0">13,79 mln euro netto<span class="_ _6"></span>. </div><div class="t m0 x35 ha y311 ff2 fs4 fc1 sc0 ls0 ws0"> <span class="_ _32"> </span><span class="ff1">O<span class="_ _6"></span>trzymanie podpisanego li<span class="_ _6"></span>stu intencyjnego na bud<span class="_ _6"></span>owę zespołu produkcy<span class="_ _6"></span>jno <span class="_ _6"></span>–</span> magazynowego </div><div class="t m0 x24 ha y312 ff1 fs4 fc1 sc0 ls0 ws0">w m. Cząstków Mazow<span class="_ _6"></span>iecki, gm. Czosnów <span class="_ _6"></span>o wartości 10,8 mln euro <span class="_ _6"></span>netto.<span class="_ _6"></span><span class="ff2"> </span></div><div class="t m0 x4 ha y313 ff2 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 x4 ha y314 ff1 fs4 fc1 sc0 ls0 ws0">Ponadto po upływie ok<span class="_ _6"></span>resu sprawozdawczeg<span class="_ _6"></span>o Spółka podpisała n<span class="_ _6"></span>astępujące umo<span class="_ _6"></span>wy:<span class="_ _6"></span><span class="ff2"> </span></div><div class="t m0 x4 ha y315 ff2 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 x35 ha y316 ff2 fs4 fc1 sc0 ls0 ws0"> <span class="_ _32"> </span><span class="ff1">na <span class="_ _13"> </span>zaprojektowan<span class="_ _6"></span>ie <span class="_ _29"> </span>i <span class="_ _29"> </span>wyk<span class="_ _6"></span>onanie <span class="_ _29"> </span>robót <span class="_ _13"> </span>budowlanyc<span class="_ _6"></span>h <span class="_ _29"> </span>dla <span class="_ _29"> </span>o<span class="_ _6"></span>dcinka <span class="_ _29"> </span>drog<span class="_ _6"></span>i <span class="_ _29"> </span>ekspresowej <span class="_ _13"> </span>S74 </span></div><div class="t m0 x24 ha y317 ff1 fs4 fc1 sc0 ls0 ws0">Przełom/Mniów –<span class="ff2"> <span class="_ _6"></span></span>Kielce (S7 węze<span class="_ _6"></span>ł Kielce Zachód) o w<span class="_ _6"></span>artości 537,69 mln zł <span class="_ _6"></span>brutto;<span class="_ _6"></span><span class="ff2"> </span></div><div class="t m0 x35 ha y318 ff2 fs4 fc1 sc0 ls0 ws0"> <span class="_ _32"> </span><span class="ff1">na <span class="_ _6"></span>budowę <span class="_ _6"></span>zesp<span class="_ _6"></span>ołu pr<span class="_ _6"></span>odukcyj<span class="_ _6"></span>no <span class="_ _6"></span>–</span> <span class="ff1">ma<span class="_ _6"></span>gazynowego <span class="_ _6"></span>w <span class="_ _6"></span>m. <span class="_ _6"></span>Cząstków <span class="_ _6"></span>Mazowiecki, <span class="_ _6"></span>gm. <span class="_ _6"></span>Cz<span class="_ _6"></span>osnów </span></div><div class="t m0 x24 ha y319 ff1 fs4 fc1 sc0 ls0 ws0">o wartości 10,8 mln e<span class="_ _6"></span>uro netto;<span class="ff2"> </span></div><div class="t m0 x35 ha y31a ff2 fs4 fc1 sc0 ls0 ws0"> <span class="_ _32"> </span><span class="ff1">na <span class="_ _c"> </span>realizację <span class="_ _1b"> </span>z<span class="_ _6"></span>amówienia <span class="_ _c"> </span>publicznego <span class="_ _1b"> </span>w <span class="_ _c"> </span>dziedzinach <span class="_ _c"> </span>obronności <span class="_ _1b"> </span>i <span class="_ _c"> </span>bezpieczeństwa <span class="_ _26"> </span>–</span> </div><div class="t m0 x24 ha y31b ff1 fs4 fc1 sc0 ls0 ws0">budowę<span class="ff2"> hali <span class="_ _6"></span>r<span class="_ _6"></span>emo</span>ntowej <span class="_ _10"></span>dla <span class="_ _10"></span>sprzętu <span class="_ _6"></span>panc<span class="_ _6"></span>ernego <span class="_ _6"></span>w <span class="_ _10"></span>Krośnie <span class="_ _10"></span>Odrzańsk<span class="_ _6"></span>im<span class="ff2"> <span class="_ _10"></span></span>o <span class="_ _6"></span>war<span class="_ _6"></span>tości <span class="_ _6"></span>39,<span class="ff2">4<span class="_ _6"></span>7 <span class="_ _6"></span>mln </span></div><div class="t m0 x24 ha y31c ff1 fs4 fc1 sc0 ls0 ws0">złotych<span class="ff2">. </span></div><div class="t m0 x4 h5 y403 ff2 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x4 ha y404 ff1 fs4 fc1 sc0 ls0 ws0">Na <span class="_ _1e"> </span>dzień <span class="_ _27"> </span>31.12.2021 <span class="_ _1e"> </span>r<span class="_ _6"></span>. <span class="_ _1e"> </span>Spółka <span class="_ _27"> </span>realizowała <span class="_ _27"> </span>w <span class="_ _1e"> </span>sum<span class="_ _6"></span>ie <span class="_ _1e"> </span>40 <span class="_ _1e"> </span>k<span class="_ _6"></span>ontraktów <span class="_ _1e"> </span>budo<span class="_ _6"></span>wnictwa <span class="_ _1e"> </span>kubaturow<span class="_ _6"></span>ego <span class="_ _1e"> </span>i <span class="_ _1e"> </span>4<span class="_ _6"></span> </div><div class="t m0 x4 h5 y405 ff1 fs4 fc1 sc0 ls0 ws0">drogowego samodz<span class="_ _6"></span>ielnie, bądź jako lider ko<span class="_ _6"></span>nsorcjum ze spółką z<span class="_ _6"></span>ależną KOBYLARNIA S<span class="_ _6"></span><span class="ff2">.<span class="_ _6"></span>A.<span class="fs2"> </span></span></div><div class="t m0 x4 ha y406 ff2 fs4 fc1 sc0 ls0 ws0"> <span class="_ _2c"> </span> </div></div></div><div class="pi" ></div></div><div id="pf24" class="pf w0 h0" ><div class="pc pc24 w0 h0"><img class="bi x6 y2b w4 h7" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w3 h0"><div class="t m0 x7 h8 y2c ff4 fs3 fc3 sc0 ls0 ws0">SPRAWOZDANE ZARZĄDU Z DZIAŁALNOŚCI<span class="ff3"> MIRBUD S.A. ZA <span class="ls4">ROK</span> <span class="ls5">20</span>21<span class="fc4"> </span></span></div><div class="t m0 x4 h6 y2d ff3 fs2 fc1 sc0 ls0 ws0"> </div></div><div class="c x4 y2e w5 h9"><div class="t m0 x13 ha y2f ff2 fs4 fc3 sc0 ls0 ws0">MIRBUD <span class="ls6">| </span>MIR<span class="_ _6"></span>BUD S.A.<span class="_ _6"></span> </div></div><div class="c x9 y2e w6 h9"><div class="t m0 xa hb y30 ff3 fs1 fc0 sc0 ls11 ws0">36<span class="fs2 ls0"> </span></div></div><div class="c x0 y0 w3 h0"><div class="t m0 x4 h6 y31 ff3 fs2 fc1 sc0 ls0 ws0"> </div></div><div class="c xb y32 w7 hc"><div class="t m0 xc hd y33 ff5 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x0 y0 w3 h0"><div class="t m0 x4 ha y136 ff2 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 x4 ha y407 ff1 fs4 fc1 sc0 ls0 ws0">Zaawansowanie prac<span class="_ _6"></span> na budowach na ko<span class="_ _6"></span>niec grudnia 2021 r. przedstaw<span class="_ _6"></span>ia poniższy wyk<span class="_ _6"></span>res:<span class="_ _6"></span><span class="ff2"> </span></div><div class="t m0 xe h3 y408 ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x4 ha y409 ff1 fs4 fc1 sc0 ls0 ws0">Zgodnie <span class="_ _f"></span>z <span class="_ _10"></span>prz<span class="_ _6"></span>yjętą <span class="_ _f"></span>w <span class="_ _f"></span>2020 <span class="_ _f"></span>roku <span class="_ _f"></span>Polityką <span class="_ _f"></span>Dywidendową <span class="_ _f"></span>Spółka <span class="_ _f"></span>w <span class="_ _f"></span>2021<span class="_ _6"></span><span class="ff2"> <span class="_ _f"></span>roku <span class="_ _f"></span></span>wypłaci<span class="_ _6"></span>ła <span class="_ _10"></span>dyw<span class="_ _6"></span>idendę <span class="_ _f"></span>od </div><div class="t m0 x4 ha y40a ff1 fs4 fc1 sc0 ls0 ws0">zysku <span class="_ _e"></span>jednostkowego <span class="_ _e"></span>za <span class="_ _e"></span>2020 <span class="_ _f"></span>r<span class="_ _6"></span>ok <span class="_ _f"></span>w <span class="_ _e"> </span>wysokoś<span class="_ _6"></span>ci <span class="_ _f"></span>0,08 <span class="_ _e"> </span>zł <span class="_ _f"></span>n<span class="_ _6"></span>a <span class="_ _f"></span>akcj<span class="_ _6"></span>ę, <span class="_ _f"></span>co <span class="_ _e"></span>stanowi <span class="_ _e"> </span>wz<span class="_ _6"></span>rost <span class="_ _f"></span>względem<span class="_ _6"></span> <span class="_ _f"></span>roku </div><div class="t m0 x4 ha y3a3 ff1 fs4 fc1 sc0 ls0 ws0">poprzedniego <span class="_ _f"></span>o <span class="_ _f"></span>400%. <span class="_ _f"></span>W <span class="_ _f"></span>tym <span class="_ _f"></span>roku <span class="_ _f"></span>również <span class="_ _f"></span>po <span class="_ _10"></span>r<span class="_ _6"></span>az <span class="_ _f"></span>drugi <span class="_ _f"></span>Spółka <span class="_ _10"></span>z<span class="_ _6"></span>ostała <span class="_ _f"></span>objęta <span class="_ _f"></span>programem <span class="_ _f"></span>wsparc<span class="_ _6"></span>ia </div><div class="t m0 x4 ha y3a4 ff1 fs4 fc1 sc0 ls0 ws0">pokrycia analitycznego GPW, w <span class="_ _0"></span>ramach którego<span class="ff2"> w 2021 roku Dom Maklerski IPOPEMA Securities S<span class="_ _0"></span>.A. </span></div><div class="t m0 x4 ha y3a5 ff1 fs4 fc1 sc0 ls0 ws0">wydaje <span class="_ _1d"> </span>rekomendac<span class="_ _6"></span>je <span class="_ _1d"> </span>i <span class="_ _1d"> </span>analizy <span class="_ _1d"> </span>dla <span class="_ _1d"> </span>MIRB<span class="_ _6"></span>UD <span class="_ _1d"> </span>S.A., <span class="_ _1d"> </span>a <span class="_ _1d"> </span>takż<span class="_ _6"></span>e <span class="_ _12"> </span>prow<span class="_ _6"></span>adzi <span class="_ _1d"> </span>spotk<span class="_ _6"></span>ania <span class="_ _12"> </span>z<span class="_ _6"></span> <span class="_ _1d"> </span>inwestorami </div><div class="t m0 x4 ha y3a6 ff1 fs4 fc1 sc0 ls0 ws0">instytucjonalnymi zainteres<span class="_ _6"></span>owanymi udzia<span class="_ _6"></span>łem w akcjonariac<span class="_ _6"></span>ie Spółki. <span class="_ _6"></span><span class="ff2"> </span></div><div class="t m0 x4 ha y3a7 ff2 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 x4 ha y3a8 ff1 fs4 fc1 sc0 ls0 ws0">W pierwszym półroczu 2021 r. spółka przeprowadz<span class="_ _6"></span>iła szereg działań polegającyc<span class="_ _6"></span>h na <span class="_ _0"></span>dostosowaniu jej </div><div class="t m0 x4 ha y3a9 ff1 fs4 fc1 sc0 ls0 ws0">zasad <span class="_ _1e"> </span>ładu <span class="_ _e"> </span>k<span class="_ _6"></span>orporacyjnego <span class="_ _1e"> </span>do <span class="_ _1e"> </span>aktua<span class="_ _6"></span>lnego <span class="_ _e"> </span>Zb<span class="_ _6"></span>ioru <span class="_ _e"> </span>Do<span class="_ _6"></span>brych <span class="_ _1e"> </span>Praktyk <span class="_ _1e"> </span>Spółek <span class="_ _1e"> </span>Notowany<span class="_ _6"></span>ch <span class="_ _e"> </span>20<span class="_ _6"></span>21, <span class="_ _e"> </span>k<span class="_ _6"></span>tóre </div><div class="t m0 x4 ha y3aa ff1 fs4 fc1 sc0 ls0 ws0">Giełda <span class="_ _3"></span>Papierów <span class="_ _3"></span>Wartości<span class="_ _6"></span>owych <span class="_ _3"></span>w <span class="_ _3"></span>Warszawie <span class="_ _3"></span>opubliko<span class="_ _6"></span>wała <span class="_ _5"></span>w <span class="_ _3"></span>lipc<span class="_ _6"></span>u <span class="_ _5"></span>20<span class="_ _6"></span>21 <span class="_ _5"></span>r. <span class="_ _3"></span>Zgo<span class="_ _6"></span>dnie <span class="_ _5"></span>z<span class="_ _6"></span> <span class="_ _5"></span>nowymi <span class="_ _3"></span>zasad<span class="_ _6"></span>ami </div><div class="t m0 x4 ha y3ab ff1 fs4 fc1 sc0 ls0 ws0">w  Spółce  wprowadzono  szereg  regulacji  i  procedur  dostosowujący<span class="_ _6"></span>ch  jej  kulturę <span class="_ _28"> </span>organizacy<span class="_ _6"></span>jną  w </div><div class="t m0 x4 ha y3ac ff2 fs4 fc1 sc0 ls0 ws0">zakresie <span class="_ _21"> </span><span class="ffa">governa<span class="_ _6"></span>nce</span> <span class="_ _21"> </span><span class="lsf">i <span class="_ _21"> </span></span><span class="ffa">co<span class="_ _6"></span>mpiance. <span class="_ _28"> </span><span class="ff1">W <span class="_ _21"> </span>celu <span class="_ _21"> </span>zwiększeni<span class="_ _6"></span>a <span class="_ _21"> </span>atrakcyjności <span class="_ _21"> </span>w <span class="_ _28"> </span>postrzeganiu <span class="_ _21"> </span>Spółk<span class="_ _6"></span>i <span class="_ _21"> </span>przez </span></span></div><div class="t m0 x4 ha y3ad ff1 fs4 fc1 sc0 ls0 ws0">inwestorów <span class="_ _21"> </span>instytucjonalnych <span class="_ _21"> </span>i <span class="_ _27"> </span>indywidualnych <span class="_ _21"> </span>dokonano <span class="_ _21"> </span>również <span class="_ _27"> </span>z<span class="_ _6"></span>mian <span class="_ _27"> </span>w <span class="_ _21"> </span>polityce <span class="_ _27"> </span>k<span class="_ _6"></span>om<span class="_ _6"></span><span class="ff2">unikacyjnej </span></div><div class="t m0 x4 ha y3ae ff1 fs4 fc1 sc0 ls0 ws0">MIRBUD S.A., <span class="_ _0"></span>zgodnie z <span class="_ _3"></span>kt<span class="_ _6"></span>órą po<span class="_ _0"></span>cząwszy od 2022 <span class="_ _3"></span>rok<span class="_ _6"></span>u <span class="_ _0"></span>wraz z <span class="_ _3"></span>pu<span class="_ _6"></span>blikacją raportów okresowych <span class="_ _3"></span>S<span class="_ _6"></span>półka </div><div class="t m0 x4 ha y250 ff1 fs4 fc1 sc0 ls0 ws0">organizuje <span class="_ _14"> </span>otwarte <span class="_ _14"> </span>spotkania <span class="_ _14"> </span>poświęcone <span class="_ _14"> </span>przedsta<span class="_ _6"></span>wieniu <span class="_ _1d"> </span>wy<span class="_ _6"></span>ników <span class="_ _14"> </span>finansowych <span class="_ _14"> </span>za <span class="_ _1d"> </span>dany <span class="_ _14"> </span>okres<span class="_ _6"></span> </div><div class="t m0 x4 ha y251 ff1 fs4 fc1 sc0 ls0 ws0">obrachunkowy. <span class="_ _3"></span>Dodatko<span class="_ _6"></span>wo <span class="_ _3"></span>po <span class="_ _3"></span>zakończeniu <span class="_ _3"></span>okresu<span class="_ _6"></span> <span class="_ _3"></span>obrachunkowe<span class="_ _6"></span>go <span class="_ _3"></span>są <span class="_ _0"></span>publikowane <span class="_ _3"></span>szacunkow<span class="_ _6"></span>e <span class="_ _3"></span>dane </div><div class="t m0 x4 ha y40b ff2 fs4 fc1 sc0 ls0 ws0">finansowe za dany ok<span class="_ _6"></span>res. </div></div></div><div class="pi" ></div></div><div id="pf25" class="pf w0 h0" ><div class="pc pc25 w0 h0"><img class="bi x6 y2b w4 h7" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w3 h0"><div class="t m0 x7 h8 y2c ff4 fs3 fc3 sc0 ls0 ws0">SPRAWOZDANE ZARZĄDU Z DZIAŁALNOŚCI<span class="ff3"> MIRBUD S.A. ZA <span class="ls4">ROK</span> <span class="ls5">20</span>21<span class="fc4"> </span></span></div><div class="t m0 x4 h6 y2d ff3 fs2 fc1 sc0 ls0 ws0"> </div></div><div class="c x4 y2e w5 h9"><div class="t m0 xb1 ha y2f ff2 fs4 fc3 sc0 ls0 ws0">MIRBUD <span class="ls6">| </span><span class="ff1">S<span class="_ _6"></span>połeczna Odpowiedz<span class="_ _6"></span>ialność Biznesu<span class="_ _6"></span></span> </div></div><div class="c x9 y2e w6 h9"><div class="t m0 xa hb y30 ff3 fs1 fc0 sc0 ls11 ws0">37<span class="fs2 ls0"> </span></div></div><div class="c x0 y0 w3 h0"><div class="t m0 x4 h6 y31 ff3 fs2 fc1 sc0 ls0 ws0"> </div></div><div class="c xb y32 w7 hc"><div class="t m0 xc hd y33 ff5 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x0 y0 w3 h0"><div class="t m0 x4 ha y136 ff2 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 x4 ha y168 ff1 fs4 fc1 sc0 ls0 ws0">W <span class="_ _e"> </span>raportowa<span class="_ _6"></span>nym <span class="_ _e"></span>okresie <span class="_ _1e"> </span>Spółka <span class="_ _e"> </span>zakończ<span class="_ _6"></span>yła <span class="_ _e"></span>budow<span class="_ _6"></span>ę <span class="_ _e"></span>1 <span class="_ _e"> </span>obiektu <span class="_ _1e"> </span>użytecz<span class="_ _6"></span>ności <span class="_ _e"></span>publicznej, <span class="_ _e"> </span>6 <span class="_ _1e"> </span>obiektów<span class="_ _6"></span> </div><div class="t m0 x4 ha y169 ff1 fs4 fc1 sc0 ls0 ws0">produkcyjnyc<span class="_ _6"></span>h <span class="_ _10"></span>i <span class="_ _f"></span>ma<span class="_ _6"></span>gazynowych, <span class="_ _f"></span>a <span class="_ _f"></span>także <span class="_ _f"></span>5 <span class="_ _f"></span>budynków<span class="_ _6"></span> <span class="_ _f"></span>mieszkalnych <span class="_ _f"></span>wielorodzinny<span class="_ _6"></span>ch <span class="_ _f"></span>oraz <span class="_ _f"></span>81 <span class="_ _f"></span>domów </div><div class="t m0 x4 ha y16a ff2 fs4 fc1 sc0 ls0 ws0">jednorodzinnych.<span class="_ _6"></span> </div><div class="t m0 x4 ha y2a0 ff2 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 x4 h10 y40c ff2 fs0 fc1 sc0 ls0 ws0">4.4. <span class="_ _7"></span><span class="ff8">Społeczna Odpowiedzialność Biznesu<span class="ff2"> </span></span></div><div class="t m0 x4 ha y40d ff1 fs4 fc1 sc0 ls0 ws0">Grupa <span class="_ _3"></span>Kapita<span class="_ _6"></span>łowa <span class="_ _3"></span>MIRBUD<span class="_ _6"></span> <span class="_ _3"></span>realizuje <span class="_ _3"></span>s<span class="_ _6"></span>trategię <span class="_ _3"></span>dotyc<span class="_ _6"></span>zącą <span class="_ _3"></span>ochrony<span class="_ _6"></span> <span class="_ _3"></span>środowiska, bezpieczeństwa <span class="_ _3"></span>i <span class="_ _3"></span>h<span class="_ _6"></span>igieny </div><div class="t m0 x4 ha y3a ff1 fs4 fc1 sc0 ls0 ws0">pracy <span class="_ _f"></span>oraz<span class="_ _6"></span> <span class="_ _f"></span>dz<span class="_ _6"></span>iałań <span class="_ _f"></span>na <span class="_ _e"> </span>rzec<span class="_ _6"></span>z <span class="_ _f"></span>społec<span class="_ _6"></span>zności <span class="_ _f"></span>lokal<span class="_ _6"></span>nych<span class="_ _6"></span><span class="ff2"> <span class="_ _f"></span></span>opisaną <span class="_ _e"> </span>w <span class="_ _e"> </span>raporc<span class="_ _6"></span>ie <span class="_ _f"></span>z <span class="_ _e"></span>działalnośc<span class="_ _6"></span>i <span class="_ _f"></span>niefinansow<span class="_ _6"></span>ej </div><div class="t m0 x4 ha y40e ff2 fs4 fc1 sc0 ls0 ws0">opublikowanym <span class="_ _1e"> </span>z <span class="_ _e"> </span>Ra<span class="_ _6"></span>portem <span class="_ _e"> </span>Rocznym<span class="_ _6"></span> <span class="_ _e"> </span>za <span class="_ _e"> </span>2<span class="_ _6"></span>021<span class="_ _6"></span> <span class="_ _e"> </span><span class="ls10">r.</span> <span class="_ _1e"> </span>Strategia <span class="_ _e"> </span>G<span class="_ _6"></span>rupy <span class="_ _e"> </span>w <span class="_ _1e"> </span>tym <span class="_ _1e"> </span>zakresie <span class="_ _1e"> </span><span class="ff1">jest <span class="_ _1e"> </span>dostępna <span class="_ _1e"> </span>na </span></div><div class="t m0 x4 ha y40f ff2 fs4 fc1 sc0 ls0 ws0">stronie internetowej<span class="_ _6"></span>: https://mirbud.pl/med<span class="_ _6"></span>ia/asset/8fb2334c5cc<span class="_ _6"></span>4ff348daae341d68<span class="_ _6"></span>0b1c666e36df0e44</div><div class="t m0 x4 ha y410 ff2 fs4 fc1 sc0 ls0 ws0">591229aac53950951<span class="_ _6"></span>69b5.pdf <span class="_ _6"></span> </div><div class="t m0 x4 h3 y201 ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x4 h10 y1ee ff2 fs0 fc1 sc0 ls0 ws0">4.5. <span class="_ _7"></span><span class="ff8">Informacja <span class="_ _27"> </span>o <span class="_ _21"> </span>podstawowych <span class="_ _27"> </span>produktach, <span class="_ _21"> </span>usługach <span class="_ _27"> </span>lub <span class="_ _21"> </span>towarach <span class="_ _21"> </span><span class="ff7">MIRBUD </span></span></div><div class="t m0 x39 h10 y411 ff7 fs0 fc1 sc0 ls0 ws0">S.A.<span class="ff2"> </span></div><div class="t m0 x4 ha y412 ff1 fs4 fc1 sc0 ls0 ws0">Strukturę <span class="_ _10"></span>przychodów <span class="_ _10"></span>ze <span class="_ _6"></span>s<span class="_ _6"></span>przedaży, <span class="_ _6"></span>k<span class="_ _6"></span>osztów <span class="_ _6"></span>sprz<span class="_ _6"></span>edaży <span class="_ _10"></span>oraz <span class="_ _6"></span>r<span class="_ _6"></span>entowność <span class="_ _6"></span>wg<span class="_ _6"></span> <span class="_ _6"></span>segmentów <span class="_ _10"></span>działalnośc<span class="_ _6"></span>i </div><div class="t m0 x4 ha y413 ff2 fs4 fc1 sc0 ls0 ws0">dla MIRBUD S.<span class="_ _6"></span>A. w <span class="ls14">20<span class="ls8">21</span></span> <span class="ff1">roku w porównani<span class="_ _6"></span>u do roku 20</span><span class="ls14">20<span class="_ _6"></span></span> <span class="ff1">przedstawiają pon<span class="_ _6"></span>iższe tabele:<span class="_ _6"></span></span> </div><div class="t m0 x4 h24 y414 ffa fs5 fc1 sc0 ls0 ws0">Tabe<span class="ff9">la: <span class="_ _e"> </span>S<span class="_ _6"></span>przedaż <span class="_ _e"> </span>realizowana <span class="_ _e"> </span>przez <span class="_ _27"> </span></span>MIRBUD <span class="_ _1e"> </span>S.A. <span class="_ _1e"> </span>w <span class="_ _1e"> </span>okresach <span class="_ _e"> </span>01.01.2021 <span class="_ _1e"> </span>- <span class="_ _1e"> </span>31.<span class="ls13">12</span>.2021 <span class="_ _1e"> </span>oraz <span class="_ _1e"> </span>01.01.20<span class="ls13">20</span>- <span class="_ _1e"> </span>31.<span class="ls13">12</span>.20<span class="ls13">20 <span class="_ _1e"> </span></span>wg </div><div class="t m0 x5 h24 y415 ff9 fs5 fc1 sc0 ls0 ws0">segmentów<span class="ffa"> </span></div></div><div class="c xc y416 w51 h63"><div class="t m0 xb2 h26 y417 ff8 fs5 fc0 sc0 ls0 ws0">Wyszczególnien<span class="_ _3"></span>i<span class="_ _6"></span>e<span class="ff7"> </span></div></div><div class="c xb3 y418 w52 h64"><div class="t m0 x6a h26 y419 ff7 fs5 fc0 sc0 ls0 ws0">Przychody ze </div><div class="t m0 x56 h26 yb9 ff8 fs5 fc0 sc0 ls0 ws0">sprzedaży<span class="ff7"> </span></div></div><div class="c x3 y418 w53 h64"><div class="t m0 x31 h26 y419 ff7 fs5 fc0 sc0 ls0 ws0">Struktura </div><div class="t m0 x28 h26 yb9 ff8 fs5 fc0 sc0 ls0 ws0">przychodów<span class="ff7"> </span></div></div><div class="c xb4 y418 w54 h64"><div class="t m0 x2c h26 y419 ff7 fs5 fc0 sc0 ls0 ws0">Przychody ze </div><div class="t m0 x52 h26 yb9 ff8 fs5 fc0 sc0 ls0 ws0">sprzedaży<span class="ff7"> </span></div></div><div class="c xb5 y418 w55 h64"><div class="t m0 x19 h26 y419 ff7 fs5 fc0 sc0 ls0 ws0">Struktura </div><div class="t m0 x33 h26 yb9 ff8 fs5 fc0 sc0 ls0 ws0">przychodów<span class="ff7"> </span></div></div><div class="c xb3 y416 w52 h65"><div class="t m0 x52 h26 y41a ff7 fs5 fc0 sc0 ls0 ws0">01.01.2021 - </div><div class="t m0 x57 h26 y41b ff7 fs5 fc0 sc0 ls0 ws0">31.12.2021 </div></div><div class="c x3 y416 w53 h65"><div class="t m0 x48 h26 y2 ff7 fs5 fc0 sc0 ls0 ws0">w % </div></div><div class="c xb4 y416 w54 h65"><div class="t m0 x6a h26 y41a ff7 fs5 fc0 sc0 ls0 ws0">01.01.2020 -</div><div class="t m0 x33 h26 y41b ff7 fs5 fc0 sc0 ls0 ws0">31.12.2020 </div></div><div class="c xb5 y416 w55 h65"><div class="t m0 x1f h26 y2 ff7 fs5 fc0 sc0 ls0 ws0">w % </div></div><div class="c xc y315 w56 h66"><div class="t m0 x2f h26 yb9 ff8 fs5 fc0 sc0 ls0 ws0">Sprzedaż usług <span class="_ _0"></span>budowlano<span class="ff7">-</span>mo<span class="_ _0"></span>ntażowych:<span class="_ _3"></span><span class="ff7"> </span></div></div><div class="c xb3 y315 w52 h66"><div class="t m0 x61 h26 yb9 ff7 fs5 fc1 sc0 ls0 ws0">1 708 523 </div></div><div class="c x3 y315 w53 h66"><div class="t m0 x54 h26 yb9 ff7 fs5 fc1 sc0 ls0 ws0">97,7% </div></div><div class="c xb4 y315 w54 h66"><div class="t m0 x61 h26 yb9 ff7 fs5 fc1 sc0 ls0 ws0">845 542 </div></div><div class="c xb5 y315 w55 h66"><div class="t m0 x51 h26 yb9 ff7 fs5 fc1 sc0 ls0 ws0">99,1% </div></div><div class="c xc y41c w56 h33"><div class="t m0 x32 h24 y41d ffa fs5 fc0 sc0 ls0 ws0">- budynki mies<span class="_ _0"></span>zkalne </div></div><div class="c xb3 y41c w52 h33"><div class="t m0 xb6 h28 y41d ff2 fs5 fc1 sc0 ls0 ws0">75 876 </div></div><div class="c x3 y41c w53 h33"><div class="t m0 x4f h28 y41d ff2 fs5 fc1 sc0 ls0 ws0">4,4% </div></div><div class="c xb4 y41c w54 h33"><div class="t m0 x53 h28 y41d ff2 fs5 fc1 sc0 ls0 ws0">70 067 </div></div><div class="c xb5 y41c w55 h33"><div class="t m0 x4a h28 y41d ff2 fs5 fc1 sc0 ls0 ws0">8,3% </div></div><div class="c xc y41e w56 h33"><div class="t m0 x32 h24 y41d ffa fs5 fc0 sc0 ls0 ws0">- <span class="ff9">budynki użytku<span class="_ _3"></span> <span class="_ _6"></span>publicznego<span class="_ _0"></span><span class="ffa"> </span></span></div></div><div class="c xb3 y41e w52 h33"><div class="t m0 x63 h28 y41d ff2 fs5 fc1 sc0 ls0 ws0">381 185 </div></div><div class="c x3 y41e w53 h33"><div class="t m0 x54 h28 y41d ff2 fs5 fc1 sc0 ls0 ws0">22,3% </div></div><div class="c xb4 y41e w54 h33"><div class="t m0 x61 h28 y41d ff2 fs5 fc1 sc0 ls0 ws0">332 104 </div></div><div class="c xb5 y41e w55 h33"><div class="t m0 x51 h28 y41d ff2 fs5 fc1 sc0 ls0 ws0">39,3% </div></div><div class="c xc y41f w56 h67"><div class="t m0 x32 h24 y41d ffa fs5 fc0 sc0 ls0 ws0">- <span class="ff9">budynki produ<span class="_ _0"></span>kcyjne, usługo<span class="_ _3"></span>w<span class="_ _6"></span>e<span class="ffa"> </span></span></div></div><div class="c xb3 y41f w52 h67"><div class="t m0 x63 h28 y41d ff2 fs5 fc1 sc0 ls13 ws0">522 103<span class="ls0"> </span></div></div><div class="c x3 y41f w53 h67"><div class="t m0 x54 h28 y41d ff2 fs5 fc1 sc0 ls0 ws0">30,6% </div></div><div class="c xb4 y41f w54 h67"><div class="t m0 x61 h28 y41d ff2 fs5 fc1 sc0 ls0 ws0">107 512 </div></div><div class="c xb5 y41f w55 h67"><div class="t m0 x51 h28 y41d ff2 fs5 fc1 sc0 ls0 ws0">12,7% </div></div><div class="c xc y366 w56 h33"><div class="t m0 x32 h24 y20a ffa fs5 fc0 sc0 ls0 ws0">- <span class="ff9">roboty inżyniery<span class="_ _0"></span>jno<span class="ffa">-drogowe </span></span></div></div><div class="c xb3 y366 w52 h33"><div class="t m0 x63 h28 y20a ff2 fs5 fc1 sc0 ls0 ws0">729 359 </div></div><div class="c x3 y366 w53 h33"><div class="t m0 x54 h28 y20a ff2 fs5 fc1 sc0 ls0 ws0">42,7% </div></div><div class="c xb4 y366 w54 h33"><div class="t m0 x61 h28 y20a ff2 fs5 fc1 sc0 ls0 ws0">335 859 </div></div><div class="c xb5 y366 w55 h33"><div class="t m0 x51 h28 y20a ff2 fs5 fc1 sc0 ls0 ws0">39,7% </div></div><div class="c xc y420 w56 h33"><div class="t m0 x2f h26 y20a ff8 fs5 fc0 sc0 ls0 ws0">Pozostałe<span class="ff7"> </span></div></div><div class="c xb3 y420 w52 h33"><div class="t m0 xb6 h26 y20a ff7 fs5 fc1 sc0 ls0 ws0">39 338 </div></div><div class="c x3 y420 w53 h33"><div class="t m0 x4f h26 y20a ff7 fs5 fc1 sc0 ls0 ws0">2,3% </div></div><div class="c xb4 y420 w54 h33"><div class="t m0 x73 h26 y20a ff7 fs5 fc1 sc0 ls0 ws0">7 640 </div></div><div class="c xb5 y420 w55 h33"><div class="t m0 x4a h26 y20a ff7 fs5 fc1 sc0 ls0 ws0">0,9% </div></div><div class="c xc y111 w56 h33"><div class="t m0 x8f h26 y20a ff7 fs5 fc0 sc0 ls0 ws0">SUMA </div></div><div class="c xb3 y111 w52 h33"><div class="t m0 x61 h26 y20a ff7 fs5 fc1 sc0 ls0 ws0">1 747 861 </div></div><div class="c x3 y111 w53 h33"><div class="t m0 x59 h26 y20a ff7 fs5 fc1 sc0 ls13 ws0">100%<span class="ls0"> </span></div></div><div class="c xb4 y111 w54 h33"><div class="t m0 x61 h26 y20a ff7 fs5 fc1 sc0 ls0 ws0">853 182 </div></div><div class="c xb5 y111 w55 h33"><div class="t m0 x4b h26 y20a ff7 fs5 fc1 sc0 ls13 ws0">100%<span class="ls0"> </span></div></div><div class="c x0 y0 w3 h0"><div class="t m0 x4 ha y421 ff1 fs4 fc1 sc0 ls0 ws0">Wartość <span class="_ _1e"> </span>prz<span class="_ _6"></span>ychodów <span class="_ _27"> </span><span class="ff2">MIRBUD <span class="_ _27"> </span>S.A. <span class="_ _27"> </span>w <span class="_ _27"> </span>202<span class="_ _6"></span>1 <span class="_ _1e"> </span></span>roku <span class="_ _27"> </span>względem <span class="_ _27"> </span>p<span class="_ _6"></span>ierwszego <span class="_ _27"> </span>półroc<span class="_ _6"></span>za <span class="_ _27"> </span><span class="ff2 ls14">2020<span class="ls0"> <span class="_ _1e"> </span></span></span>r<span class="_ _6"></span>oku <span class="_ _1e"> </span>uległa </div><div class="t m0 x4 ha y422 ff1 fs4 fc1 sc0 ls0 ws0">podwyższeniu <span class="_ _f"></span><span class="ff2">o <span class="_ _f"></span>ok<span class="_ _6"></span>. <span class="_ _f"></span><span class="ls14">10</span>5</span>%. <span class="_ _f"></span>Wynikało <span class="_ _f"></span>to <span class="_ _f"></span>g<span class="_ _6"></span>łównie <span class="_ _f"></span>z <span class="_ _f"></span>faktu <span class="_ _f"></span>osiągnięc<span class="_ _6"></span>ia <span class="_ _f"></span>przez <span class="_ _f"></span>Grupę <span class="_ _f"></span>znacznie <span class="_ _1e"> </span>wyższy<span class="_ _6"></span>ch<span class="_ _0"></span> </div><div class="t m0 x4 ha y423 ff1 fs4 fc1 sc0 ls0 ws0">przychodów <span class="_ _e"> </span>z<span class="ff2">e <span class="_ _e"> </span></span>sprz<span class="_ _6"></span>edaży <span class="_ _e"> </span>usług <span class="_ _e"> </span>budowl<span class="_ _6"></span>ano <span class="_ _e"> </span>–<span class="ff2"> <span class="_ _e"> </span></span>monta<span class="_ _6"></span>żowych<span class="ff2"> <span class="_ _e"> </span>(wzros<span class="_ _6"></span>t <span class="_ _f"></span>o <span class="_ _e"> </span><span class="ls14">10</span>2%<span class="ls10">) <span class="_ _e"> </span></span></span><span class="ls8">gł</span>ó<span class="ff2">wnie <span class="_ _e"></span>w <span class="_ _e"> </span>segm<span class="_ _6"></span>encie </span></div><div class="t m0 x4 ha y424 ff1 fs4 fc1 sc0 ls0 ws0">budynków <span class="_ _28"> </span>produkcyj<span class="_ _6"></span>nych <span class="_ _21"> </span>i  usł<span class="_ _0"></span>ugowych  (wzrost <span class="_ _21"> </span>przychodów<span class="_ _6"></span> <span class="_ _21"> </span>ze  sprzedaży <span class="_ _21"> </span>o  3<span class="_ _6"></span><span class="ff2 ls14">85%<span class="ls0"> <span class="_ _28"> </span>r/r</span></span>) <span class="_ _28"> </span>oraz <span class="_ _21"> </span>r<span class="_ _6"></span>obót </div><div class="t m0 x4 ha y425 ff1 fs4 fc1 sc0 ls0 ws0">inżynieryjno –<span class="ff2"> </span>dro<span class="_ _6"></span>gowych (wzr<span class="_ _6"></span>ost przychodów ze sprzedaży o ok. <span class="_ _6"></span>1<span class="ff2 ls14">17<span class="_ _6"></span><span class="ls0">% r/r). </span></span></div><div class="t m0 x4 ha y426 ff1 fs4 fc1 sc0 ls0 ws0">Wpłynęło <span class="_ _29"> </span>to <span class="_ _29"> </span>również <span class="_ _29"> </span>n<span class="_ _6"></span>a <span class="_ _29"> </span>strukturę <span class="_ _29"> </span>sprzedaży<span class="_ _6"></span> <span class="_ _29"> </span>Spółk<span class="_ _6"></span>i, <span class="_ _11"> </span>k<span class="_ _6"></span>tóra <span class="_ _29"> </span>uległa <span class="_ _29"> </span>zmian<span class="_ _6"></span>om <span class="_ _29"> </span>w <span class="_ _29"> </span>stosunku <span class="_ _29"> </span>do <span class="_ _29"> </span>roku </div><div class="t m0 x4 ha y427 ff1 fs4 fc1 sc0 ls0 ws0">poprzedniego. <span class="_ _12"> </span>Nadal <span class="_ _12"> </span>głó<span class="_ _6"></span>wny <span class="_ _13"> </span>udzi<span class="_ _6"></span>ał <span class="_ _13"> </span>w <span class="_ _12"> </span>strukturz<span class="_ _6"></span>e <span class="_ _13"> </span>s<span class="_ _6"></span>przedaży <span class="_ _1d"> </span>Spółki <span class="_ _13"> </span><span class="ff2">st<span class="_ _6"></span>anowi</span>ły <span class="_ _12"> </span>usługi <span class="_ _12"> </span>budowlano<span class="_ _6"></span><span class="ff2">-</span></div><div class="t m0 x4 ha y428 ff1 fs4 fc1 sc0 ls0 ws0">montażowe <span class="ff2">- ok. 98</span>%<span class="_ _6"></span> całości sprz<span class="_ _6"></span>edaży<span class="ff2">.  </span></div><div class="t m0 x4 ha y2db ff1 fs4 fc1 sc0 ls0 ws0">Wśród <span class="_ _3"></span>przychodów <span class="_ _3"></span>z <span class="_ _5"></span>us<span class="_ _6"></span>ług <span class="_ _5"></span>budo<span class="_ _6"></span>wlano<span class="ff2">-</span>mont<span class="_ _6"></span>ażowych <span class="_ _5"></span>n<span class="_ _6"></span>ajwiększe <span class="_ _3"></span>przychody <span class="_ _3"></span>generowała <span class="_ _3"></span>sprzedaż <span class="_ _3"></span>usług<span class="_ _6"></span> </div><div class="t m0 x4 ha y2dc ff1 fs4 fc1 sc0 ls0 ws0">w <span class="_ _1d"> </span>segmencie <span class="_ _1d"> </span>robót <span class="_ _1d"> </span>inżyn<span class="_ _6"></span>ieryjno<span class="ff2">-</span>drogo<span class="_ _6"></span>wych <span class="_ _1d"> </span>stanowiąca <span class="_ _1d"> </span>ok. <span class="_ _14"> </span><span class="ff2 ls14">43</span>% <span class="_ _1d"> </span>tych <span class="_ _1d"> </span>usług<span class="_ _6"></span> <span class="_ _1d"> </span>(<span class="ff2">wzrost <span class="_ _1d"> </span></span>udz<span class="_ _6"></span>iał<span class="ff2">u <span class="_ _12"> </span><span class="ls29">w </span></span></div><div class="t m0 x4 ha y2dd ff2 fs4 fc1 sc0 ls0 ws0">przychodach <span class="_ _3"></span><span class="ls14">o <span class="ls0">3 <span class="_ _3"></span><span class="ls14">p.p.<span class="ls0">) <span class="_ _3"></span>i <span class="_ _3"></span><span class="ff1">b<span class="_ _6"></span>udynków <span class="_ _3"></span>produkc<span class="_ _6"></span>yjnych <span class="_ _3"></span>i <span class="_ _3"></span>usł<span class="_ _6"></span>ugowych <span class="_ _3"></span>(wz<span class="_ _6"></span>rost <span class="_ _3"></span>udziału <span class="_ _3"></span>o <span class="_ _0"></span>ok. <span class="_ _3"></span>18 <span class="_ _3"></span>p.<span class="_ _6"></span>p. <span class="_ _3"></span>rok <span class="_ _3"></span>do <span class="_ _3"></span>r<span class="_ _6"></span>oku)<span class="_ _6"></span><span class="ff2 lsc">. <span class="_ _6"></span><span class="ls0"> </span></span></span></span></span></span></span></div><div class="t m0 x4 ha y429 ff1 fs4 fc1 sc0 ls0 ws0">Z <span class="_ _6"></span>uwagi <span class="_ _6"></span>na <span class="_ _6"></span>znaczny <span class="_ _6"></span>wzr<span class="_ _6"></span>ost <span class="_ _6"></span>przychodów <span class="_ _6"></span>z <span class="_ _6"></span>ww. <span class="_ _10"></span>segmentów <span class="_ _10"></span>p<span class="_ _6"></span>omimo <span class="_ _6"></span>niewielkiego <span class="_ _10"></span>zwiększenia <span class="_ _6"></span>wartości </div><div class="t m0 x4 ha y42a ff1 fs4 fc1 sc0 ls0 ws0">nominalnej przychodów Spółka <span class="_ _3"></span>zano<span class="_ _6"></span>towała <span class="_ _0"></span>spadek udziału<span class="ff2"> </span>przychodów <span class="_ _0"></span>ze sprzedaży usług<span class="_ _0"></span> <span class="_ _0"></span>budowlano<span class="_ _6"></span> </div><div class="t m0 x4 ha y42b ff2 fs4 fc1 sc0 ls0 ws0">- <span class="_ _1e"> </span><span class="ff1">montażowyc<span class="_ _6"></span>h <span class="_ _1e"> </span>w <span class="_ _1e"> </span>seg<span class="_ _6"></span>mencie <span class="_ _1e"> </span>b<span class="_ _6"></span>udynków <span class="_ _1e"> </span>uż<span class="_ _6"></span>ytku <span class="_ _1e"> </span>public<span class="_ _6"></span>znego <span class="_ _1e"> </span>gene<span class="_ _6"></span>rujący</span><span class="lse">ch</span> <span class="_ _1e"> </span>ok. <span class="_ _27"> </span>22<span class="ff1">% <span class="_ _27"> </span>przychodów <span class="_ _1e"> </span>z<span class="_ _6"></span>e </span></div><div class="t m0 x4 ha y42c ff1 fs4 fc1 sc0 ls0 ws0">sprzedaży <span class="_ _6"></span>tych usług <span class="_ _6"></span>(<span class="ff2">spad<span class="_ _6"></span>ek <span class="ls14">ud</span></span>zi<span class="_ _6"></span>ału o <span class="_ _6"></span>ok. <span class="_ _6"></span><span class="ff2">17 p.p. <span class="_ _6"></span>rok <span class="_ _6"></span>do roku)<span class="_ _6"></span> </span>oraz <span class="_ _6"></span>budynków m<span class="_ _6"></span>ieszkalnych (s<span class="_ _6"></span>padek </div><div class="t m0 x4 ha y42d ff1 fs4 fc1 sc0 ls0 ws0">udziału o ok. 4 p.p. rok<span class="_ _6"></span> do<span class="ff2"> roku). </span></div></div></div><div class="pi" ></div></div><div id="pf26" class="pf w0 h0" ><div class="pc pc26 w0 h0"><img class="bi x6 y2b w4 h7" alt="" 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"/><div class="c x0 y0 w3 h0"><div class="t m0 x7 h8 y2c ff4 fs3 fc3 sc0 ls0 ws0">SPRAWOZDANE ZARZĄDU Z DZIAŁALNOŚCI<span class="ff3"> MIRBUD S.A. ZA <span class="ls4">ROK</span> <span class="ls5">20</span>21<span class="fc4"> </span></span></div><div class="t m0 x4 h6 y2d ff3 fs2 fc1 sc0 ls0 ws0"> </div></div><div class="c x4 y2e w5 h9"><div class="t m0 x2 ha y2f ff2 fs4 fc3 sc0 ls0 ws0">MIRBUD <span class="ls6">| </span><span class="ff1">Inf<span class="_ _6"></span>ormacja o podstawowy<span class="_ _6"></span>ch produktach, usł<span class="_ _6"></span>ugach lub towarach MIRBU<span class="_ _6"></span>D S.A.<span class="_ _6"></span></span> </div></div><div class="c x9 y2e w6 h9"><div class="t m0 xa hb y30 ff3 fs1 fc0 sc0 ls11 ws0">38<span class="fs2 ls0"> </span></div></div><div class="c x0 y0 w3 h0"><div class="t m0 x4 h6 y31 ff3 fs2 fc1 sc0 ls0 ws0"> </div></div><div class="c xb y32 w7 hc"><div class="t m0 xc hd y33 ff5 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x0 y0 w3 h0"><div class="t m0 x4 ha y136 ff2 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 x4 ha y42e ff1 fs4 fc1 sc0 ls0 ws0">Zmiana struktury sprz<span class="_ _6"></span>edaży w Spó<span class="_ _6"></span>łce wynikała główni<span class="_ _6"></span>e z:<span class="ff2"> </span></div><div class="t m0 x35 ha y253 ff2 fs4 fc1 sc0 ls0 ws0"> <span class="_ _32"> </span>z<span class="_ _6"></span>aawansowanej <span class="_ _6"></span>fazy <span class="ff1">r<span class="_ _6"></span>ealizacji k<span class="_ _6"></span>ontraktów drogowy<span class="_ _6"></span>ch <span class="_ _6"></span></span>m.in. b<span class="_ _6"></span>udowy frag<span class="_ _6"></span>mentu au<span class="_ _6"></span>tostrady A-1<span class="_ _6"></span>, </div><div class="t m0 x24 ha y7 ff2 fs4 fc1 sc0 ls0 ws0">fragmentu drogi ekspres<span class="_ _6"></span>owej S-<span class="ff1">1 (ob<span class="_ _6"></span>ejście Węgiersk<span class="_ _6"></span>iej Górki), obwodnica O<span class="_ _6"></span>lesna<span class="_ _6"></span></span>; </div><div class="t m0 x35 ha y255 ff2 fs4 fc1 sc0 ls0 ws0"> <span class="_ _32"> </span><span class="ff1">z<span class="_ _6"></span>naczącej <span class="_ _14"> </span>dynamiki <span class="_ _1d"> </span>ilości <span class="_ _14"> </span>i <span class="_ _1d"> </span>wartości <span class="_ _1d"> </span>k<span class="_ _6"></span>rótkoterminowy<span class="_ _6"></span>ch <span class="_ _1d"> </span>projektów <span class="_ _14"> </span>hal <span class="_ _1d"> </span>mag<span class="_ _6"></span>azynowych <span class="_ _1d"> </span>i<span class="_ _6"></span> </span></div><div class="t m0 x24 ha y42f ff1 fs4 fc1 sc0 ls0 ws0">logistycznych <span class="_ _6"></span>r<span class="_ _6"></span>ealizowanych <span class="_ _6"></span>głównie <span class="_ _10"></span>dla <span class="_ _6"></span>Spółek <span class="_ _6"></span>z <span class="_ _6"></span>Gr<span class="_ _6"></span>upy <span class="_ _6"></span>Panattoni<span class="_ _10"></span><span class="ff2"> <span class="_ _6"></span></span>(Spółka <span class="_ _6"></span>pozy<span class="_ _6"></span>skała <span class="_ _6"></span>w <span class="_ _6"></span>2021 </div><div class="t m0 x24 ha y430 ff1 fs4 fc1 sc0 ls0 ws0">do realizacji w ww. se<span class="_ _6"></span>gmencie 19 kontraktó<span class="_ _6"></span>w o łącznej wartośc<span class="_ _6"></span>i ok. 1 mld zł)<span class="_ _6"></span><span class="ff2">; </span></div><div class="t m0 x35 ha y431 ff2 fs4 fc1 sc0 ls0 ws0"> <span class="_ _32"> </span>r<span class="_ _6"></span>ealizacji <span class="_ _1e"> </span>kon<span class="ff1">traktów <span class="_ _1e"> </span>na <span class="_ _27"> </span>budynk<span class="_ _6"></span>i <span class="_ _e"> </span>uż<span class="_ _6"></span>ytku <span class="_ _1e"> </span>publicznego <span class="_ _1e"> </span>(m.in. <span class="_ _21"> </span></span>stadion <span class="_ _1e"> </span>m<span class="ff1">iejsk<span class="_ _6"></span>i <span class="_ _1e"> </span>w <span class="_ _1e"> </span>Łodzi, <span class="_ _27"> </span></span>stadion </div><div class="t m0 x24 ha y432 ff2 fs4 fc1 sc0 ls0 ws0">m<span class="ff1">iejski w Płocku, <span class="_ _6"></span></span>terminal lotniska w<span class="_ _6"></span> Radomiu<span class="lsc">, <span class="_ _6"></span></span>o okresach realizacj<span class="_ _6"></span>i 24-36 m-<span class="lse">cy<span class="ls10">);</span></span> </div><div class="t m0 x35 ha y433 ff2 fs4 fc1 sc0 ls0 ws0"> <span class="_ _32"> </span><span class="ff1">ws<span class="_ _6"></span>tępnej fazy rea<span class="_ _6"></span>lizacji kontraktów <span class="_ _6"></span>na budynk<span class="_ _6"></span>i użytku <span class="_ _6"></span>publicznego<span class="_ _6"></span></span>, <span class="_ _6"></span>tj. hala <span class="_ _6"></span>Urania w <span class="_ _6"></span>Olsztynie, </div><div class="t m0 x24 ha y434 ff1 fs4 fc1 sc0 ls0 ws0">Sąd Apelacyjny<span class="_ _6"></span> we Wrocławiu, stadion w O<span class="_ _6"></span>polu.<span class="_ _6"></span><span class="ff2"> </span></div><div class="t m0 x35 ha y435 ff2 fs4 fc1 sc0 ls0 ws0"> <span class="_ _32"> </span>z<span class="_ _6"></span>lecania <span class="_ _14"> </span><span class="ff1">przez <span class="_ _14"> </span>JHM <span class="_ _14"> </span>DEVELOP<span class="_ _6"></span>EMENT <span class="_ _14"> </span>S.A. <span class="_ _14"> </span>realizacji <span class="_ _14"> </span>cz<span class="_ _6"></span>ęści <span class="_ _1d"> </span>inwestyc<span class="_ _6"></span>ji <span class="_ _14"> </span>deweloperskich </span></div><div class="t m0 x24 ha y102 ff2 fs4 fc1 sc0 ls0 ws0">Wykonawc<span class="ls8">om</span> s<span class="ff1">poza Grupy Kapita<span class="_ _6"></span>łowej MIRBUD np. G<span class="_ _6"></span>dańsk, Żyrardów<span class="_ _6"></span></span>; </div><div class="t m0 x35 ha y436 ff2 fs4 fc1 sc0 ls0 ws0"> <span class="_ _32"> </span>r<span class="_ _6"></span>ealizacji <span class="_ _1c"> </span>przez <span class="_ _24"> </span>MIRBUD<span class="_ _6"></span> <span class="_ _1c"> </span>S.A. <span class="_ _24"> </span>na <span class="_ _1c"> </span>zlecenie<span class="_ _6"></span> <span class="_ _1c"> </span>JHM <span class="_ _24"> </span>D<span class="_ _6"></span>EVELOPEMENT<span class="_ _6"></span> <span class="_ _1c"> </span>S.A. <span class="_ _24"> </span>inwestycji </div><div class="t m0 x24 ha y437 ff2 fs4 fc1 sc0 ls14 ws0">de<span class="ls0">weloperskich w <span class="_ _6"></span>Katowicach, Koninie,<span class="_ _6"></span> <span class="ff1">Łodzi, Bydg<span class="_ _6"></span>oszczy<span class="_ _6"></span></span>; </span></div><div class="t m0 x35 ha y438 ff2 fs4 fc1 sc0 ls0 ws0"> <span class="_ _32"> </span>wy<span class="_ _6"></span>kazania <span class="ff1">w segmencie po<span class="_ _6"></span>zostałe</span>j <span class="ff1">sprz<span class="_ _6"></span>edaży materiałów i <span class="_ _6"></span>towarów</span>;  </div><div class="t m0 x35 ha y439 ff2 fs4 fc1 sc0 ls0 ws0"> <span class="_ _32"> </span><span class="ff1">s<span class="_ _6"></span>koncentrowaniu <span class="_ _1b"> </span>się <span class="_ _1b"> </span>MIRBUD <span class="_ _1b"> </span>S<span class="_ _6"></span>.A. <span class="_ _1b"> </span>na <span class="_ _1b"> </span>realizacji <span class="_ _1b"> </span>naj<span class="_ _6"></span>bardziej <span class="_ _1b"> </span>rentownych<span class="_ _6"></span></span>, <span class="_ _c"> </span><span class="ff1">prestiżowych </span></div><div class="t m0 x24 ha y43a ff1 fs4 fc1 sc0 ls0 ws0">projektów. <span class="ff2"> </span></div><div class="t m0 x4 ha y43b ff2 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 x4 h24 y43c ffa fs5 fc1 sc0 ls0 ws0">Tabela: <span class="_ _e"> </span><span class="ff9">Rentowno<span class="_ _3"></span>ś<span class="_ _6"></span>ć <span class="_ _f"> </span>dla <span class="_ _e"> </span>Grupy <span class="_ _f"> </span>Kapitałowej <span class="_ _f"> </span>MIRBUD <span class="_ _f"> </span>w <span class="_ _1e"> </span>okresie<span class="_ _0"></span> <span class="_ _e"> </span>01.01.20<span class="ffa">21 <span class="_ _e"> </span>- <span class="_ _e"> </span>31.<span class="ls13">12</span>.2021 <span class="_ _f"> </span>oraz <span class="_ _e"> </span>01.0<span class="_ _0"></span>1.20<span class="ls13">20</span> <span class="_ _e"> </span>- <span class="_ _e"> </span>31.<span class="ls13">12</span>.20<span class="ls13">20</span> <span class="_ _f"> </span><span class="ls31">wg<span class="ls32">. </span></span></span></span></div><div class="t m0 x5 h24 y43d ff9 fs5 fc1 sc0 ls0 ws0">segmentów<span class="ffa"> </span></div></div><div class="c xc y2cd w57 h68"><div class="t m0 xb7 h26 y43e ff8 fs5 fc0 sc0 ls0 ws0">Wyszczególnien<span class="_ _3"></span>i<span class="_ _6"></span>e<span class="ff7"> </span></div></div><div class="c x92 y43f w58 h64"><div class="t m0 x52 h26 y419 ff7 fs5 fc0 sc0 ls0 ws0">Zysk/strata ze </div><div class="t m0 x2d h26 y20a ff8 fs5 fc0 sc0 ls0 ws0">sprzedaży<span class="ff7"> </span></div></div><div class="c xb8 y2cd w59 h68"><div class="t m0 x30 h26 y440 ff8 fs5 fc0 sc0 ls0 ws0">Rentowność </div><div class="t m0 x2f h26 y441 ff8 fs5 fc0 sc0 ls0 ws0">sprzedaży w %<span class="ff7"> </span></div></div><div class="c xb4 y43f w58 h64"><div class="t m0 x52 h26 y419 ff7 fs5 fc0 sc0 ls0 ws0">Zysk/strata ze </div><div class="t m0 x2d h26 y20a ff8 fs5 fc0 sc0 ls0 ws0">sprzedaży<span class="ff7"> </span></div></div><div class="c xb9 y2cd w59 h68"><div class="t m0 x30 h26 y440 ff8 fs5 fc0 sc0 ls0 ws0">Rentowność </div><div class="t m0 x2f h26 y441 ff8 fs5 fc0 sc0 ls0 ws0">sprzedaży w %<span class="ff7"> </span></div></div><div class="c x92 y2cd w58 h69"><div class="t m0 xba h26 y442 ff7 fs5 fc0 sc0 ls0 ws0">01.01.2021 - </div><div class="t m0 x21 h26 yb7 ff7 fs5 fc0 sc0 ls0 ws0">31.12.2021 </div></div><div class="c xb4 y2cd w58 h69"><div class="t m0 xba h26 y442 ff7 fs5 fc0 sc0 ls0 ws0">01.01.2020 - </div><div class="t m0 x21 h26 yb7 ff7 fs5 fc0 sc0 ls0 ws0">31.12.2020 </div></div><div class="c xc y443 w5a h6a"><div class="t m0 x2f h26 y140 ff8 fs5 fc0 sc0 ls0 ws0">Sprzedaż usług <span class="_ _0"></span>budowlano<span class="ff7">-</span>mo<span class="_ _0"></span>ntażowych:<span class="_ _3"></span><span class="ff7"> </span></div></div><div class="c x92 y443 w58 h6a"><div class="t m0 x20 h26 y444 ff7 fs5 fc1 sc0 ls0 ws0">                        <span class="_ _0"></span>     </div><div class="t m0 xbb h26 y445 ff7 fs5 fc1 sc0 ls0 ws0">134 078     </div></div><div class="c x3 y443 w53 h6a"><div class="t m0 x4f h26 y140 ff7 fs5 fc1 sc0 ls0 ws0">7,8% </div></div><div class="c xb4 y443 w58 h6a"><div class="t m0 x6a h26 y140 ff7 fs5 fc1 sc0 ls0 ws0">                  69 822<span class="_ _0"></span>     </div></div><div class="c xb9 y443 w53 h6a"><div class="t m0 x4f h26 y140 ff7 fs5 fc1 sc0 ls0 ws0">8,3% </div></div><div class="c xc y4e w5a h6a"><div class="t m0 x32 h24 y140 ffa fs5 fc0 sc0 ls0 ws0">- budynki mies<span class="_ _0"></span>zkalne </div></div><div class="c x92 y4e w58 h6a"><div class="t m0 x8 h28 y446 ff2 fs5 fc1 sc0 ls0 ws0">-                      <span class="_ _0"></span>         </div><div class="t m0 xb2 h28 y445 ff2 fs5 fc1 sc0 ls0 ws0">5 713     </div></div><div class="c x3 y4e w53 h6a"><div class="t m0 x59 h28 y140 ff2 fs5 fc1 sc0 ls0 ws0">-7,5% </div></div><div class="c xb4 y4e w58 h6a"><div class="t m0 x33 h28 y140 ff2 fs5 fc1 sc0 ls0 ws0">-                  9 715<span class="_ _0"></span>     </div></div><div class="c xb9 y4e w53 h6a"><div class="t m0 x62 h28 y140 ff2 fs5 fc1 sc0 ls0 ws0">-13,9% </div></div><div class="c xc y447 w5a h6b"><div class="t m0 x32 h24 y38f ffa fs5 fc0 sc0 ls0 ws0">- <span class="ff9">budynki użytku<span class="_ _3"></span> <span class="_ _6"></span>publicznego<span class="_ _0"></span><span class="ffa"> </span></span></div></div><div class="c x92 y447 w58 h6b"><div class="t m0 x20 h28 y446 ff2 fs5 fc1 sc0 ls0 ws0">                        <span class="_ _0"></span>       </div><div class="t m0 xbc h28 y445 ff2 fs5 fc1 sc0 ls0 ws0">37 377     </div></div><div class="c x3 y447 w53 h6b"><div class="t m0 x4f h28 y38f ff2 fs5 fc1 sc0 ls0 ws0">9,8% </div></div><div class="c xb4 y447 w58 h6b"><div class="t m0 x6a h28 y38f ff2 fs5 fc1 sc0 ls0 ws0">                  27 949<span class="_ _0"></span>     </div></div><div class="c xb9 y447 w53 h6b"><div class="t m0 x4f h28 y38f ff2 fs5 fc1 sc0 ls0 ws0">8,4% </div></div><div class="c xc y448 w5a h6a"><div class="t m0 x32 h24 y140 ffa fs5 fc0 sc0 ls0 ws0">- <span class="ff9">budynki produ<span class="_ _0"></span>kcyjne, usługo<span class="_ _3"></span>w<span class="_ _6"></span>e<span class="ffa"> </span></span></div></div><div class="c x92 y448 w58 h6a"><div class="t m0 x20 h28 y444 ff2 fs5 fc1 sc0 ls0 ws0">                        <span class="_ _0"></span>       </div><div class="t m0 xbc h28 y445 ff2 fs5 fc1 sc0 ls0 ws0">15 015     </div></div><div class="c x3 y448 w53 h6a"><div class="t m0 x4f h28 y140 ff2 fs5 fc1 sc0 ls0 ws0">2,9% </div></div><div class="c xb4 y448 w58 h6a"><div class="t m0 x6a h28 y140 ff2 fs5 fc1 sc0 ls0 ws0">                  17 196<span class="_ _0"></span>     </div></div><div class="c xb9 y448 w53 h6a"><div class="t m0 x4d h28 y140 ff2 fs5 fc1 sc0 ls0 ws0">16,0% </div></div><div class="c xc y449 w5a h6a"><div class="t m0 x32 h24 y140 ffa fs5 fc0 sc0 ls0 ws0">- <span class="ff9">roboty inżyniery<span class="_ _0"></span>jno<span class="ffa">-drogowe </span></span></div></div><div class="c x92 y449 w58 h6a"><div class="t m0 x20 h28 y446 ff2 fs5 fc1 sc0 ls0 ws0">                        <span class="_ _0"></span>       </div><div class="t m0 xbc h28 y445 ff2 fs5 fc1 sc0 ls0 ws0">87 399     </div></div><div class="c x3 y449 w53 h6a"><div class="t m0 x54 h28 y140 ff2 fs5 fc1 sc0 ls0 ws0">12,0% </div></div><div class="c xb4 y449 w58 h6a"><div class="t m0 x6a h28 y140 ff2 fs5 fc1 sc0 ls0 ws0">                  34 392<span class="_ _0"></span>     </div></div><div class="c xb9 y449 w53 h6a"><div class="t m0 x4d h28 y140 ff2 fs5 fc1 sc0 ls0 ws0">10,2% </div></div><div class="c xc y44a w5a h6b"><div class="t m0 x2f h26 y38f ff8 fs5 fc0 sc0 ls0 ws0">Pozostałe<span class="ff7"> </span></div></div><div class="c x92 y44a w58 h6b"><div class="t m0 x20 h26 y446 ff7 fs5 fc1 sc0 ls0 ws0">                        <span class="_ _0"></span>             </div><div class="t m0 xbd h26 y445 ff7 fs5 fc1 sc0 ls0 ws0">41     </div></div><div class="c x3 y44a w53 h6b"><div class="t m0 x4f h26 y38f ff7 fs5 fc1 sc0 ls0 ws0">0,1% </div></div><div class="c xb4 y44a w58 h6b"><div class="t m0 x33 h26 y38f ff7 fs5 fc1 sc0 ls0 ws0">-                  1 956<span class="_ _0"></span>     </div></div><div class="c xb9 y44a w53 h6b"><div class="t m0 x62 h26 y38f ff7 fs5 fc1 sc0 ls0 ws0">-25,6% </div></div><div class="c xc y44b w5a h33"><div class="t m0 xbe h26 y20a ff7 fs5 fc0 sc0 ls0 ws0">SUMA </div></div><div class="c x92 y44b w58 h33"><div class="t m0 xbb h26 y20a ff7 fs5 fc1 sc0 ls0 ws0">134 119 </div></div><div class="c x3 y44b w53 h33"><div class="t m0 x4f h26 y20a ff7 fs5 fc1 sc0 ls0 ws0">7,7% </div></div><div class="c xb4 y44b w58 h33"><div class="t m0 xbc h26 y20a ff7 fs5 fc1 sc0 ls0 ws0">67 866 </div></div><div class="c xb9 y44b w53 h33"><div class="t m0 x4f h26 y20a ff7 fs5 fc1 sc0 ls0 ws0">8,0% </div></div><div class="c x0 y0 w3 h0"><div class="t m0 x4 h2b y44c ffa fs3 fc1 sc0 ls0 ws0"> </div><div class="t m0 x4 ha y44d ff1 fs4 fc1 sc0 ls0 ws0">Spółka <span class="_ _10"></span>osiąg<span class="_ _6"></span>nęła <span class="_ _10"></span>dodatni <span class="_ _f"></span>wynik <span class="_ _10"></span>finansowy <span class="_ _f"></span>we <span class="_ _10"></span>wszystkich <span class="_ _f"></span>podstawowych <span class="_ _10"></span>segme<span class="_ _6"></span>ntach <span class="_ _10"></span>działalności <span class="_ _f"></span>za </div><div class="t m0 x4 ha y44e ff1 fs4 fc1 sc0 ls0 ws0">wyjątkiem <span class="_ _6"></span>usł<span class="_ _6"></span>ug <span class="_ _6"></span>budowlano<span class="_ _6"></span> <span class="_ _6"></span>mont<span class="_ _6"></span>ażowych <span class="_ _6"></span>w <span class="_ _10"></span>budynkach <span class="_ _10"></span>mieszkalnych<span class="_ _6"></span><span class="ff2">, <span class="_ _6"></span></span>co <span class="_ _10"></span>wynikał<span class="_ _6"></span>o <span class="_ _6"></span>z<span class="ff2">e <span class="_ _10"></span>wstrzymania <span class="_ _10"></span>w </span></div><div class="t m0 x4 ha y44f ff2 fs4 fc1 sc0 ls14 ws0">2020<span class="ls0"> <span class="_ _3"></span>roku <span class="ls29">w <span class="_ _5"></span><span class="ff1 ls0">oczek<span class="_ _6"></span>iwaniu <span class="_ _3"></span>na <span class="_ _3"></span>z<span class="_ _6"></span>amienne <span class="_ _3"></span>pozwoleni<span class="_ _6"></span>e <span class="_ _3"></span>na <span class="_ _3"></span>budowę <span class="_ _0"></span>na <span class="_ _3"></span>zlecenie <span class="_ _3"></span>J<span class="_ _6"></span>HM <span class="_ _3"></span>DEV<span class="_ _6"></span>ELOPEMENT<span class="_ _6"></span><span class="ff2"> S.A. </span></span></span></span></div><div class="t m0 x4 ha y450 ff2 fs4 fc1 sc0 ls0 ws0">inwestycji dewelop<span class="_ _6"></span>erski<span class="lse">ch</span> <span class="ff1">w Zakopanem i Łodzi prz<span class="_ _6"></span>y ul. Smugowej<span class="_ _6"></span></span><span class="lsc">.  </span> </div><div class="t m0 x4 ha y451 ff2 fs4 fc1 sc0 ls0 ws0">Pomimo <span class="_ _21"> </span>post<span class="ff1">ępują</span>ce<span class="_ _6"></span>mu <span class="_ _21"> </span>w <span class="_ _21"> </span>latach <span class="_ _21"> </span>2020-2<span class="_ _6"></span>021 <span class="_ _21"> </span>wzrostowi <span class="_ _21"> </span><span class="ff1">cen <span class="_ _21"> </span>materiałów <span class="_ _28"> </span>i <span class="_ _27"> </span>us<span class="_ _6"></span>ług <span class="_ _21"> </span>podwykonawczy<span class="_ _6"></span>ch</span> </div><div class="t m0 x4 ha y452 ff1 fs4 fc1 sc0 ls0 ws0">Spółce uda<span class="_ _6"></span>ło się <span class="_ _6"></span>utrzymać <span class="_ _6"></span>wysoki <span class="_ _6"></span>poziom ren<span class="_ _6"></span>towności <span class="_ _6"></span>w segm<span class="_ _6"></span>entach robót<span class="_ _6"></span> inżyniery<span class="_ _6"></span>jno <span class="_ _10"></span><span class="ff2">- dro<span class="_ _6"></span>gowych <span class="_ _6"></span>i </span></div><div class="t m0 x4 ha y453 ff1 fs4 fc1 sc0 ls0 ws0">budynków <span class="_ _c"> </span>użytku <span class="_ _c"> </span>publicznego, <span class="_ _c"> </span>spadek <span class="_ _c"> </span>rentownośc<span class="_ _6"></span>i <span class="_ _1b"> </span>w <span class="_ _c"> </span>segmencie <span class="_ _c"> </span>budynków <span class="_ _c"> </span>produkcy<span class="_ _6"></span>jnych <span class="_ _c"> </span>i </div><div class="t m0 x4 ha y454 ff1 fs4 fc1 sc0 ls0 ws0">usługowych <span class="_ _10"></span>wy<span class="_ _6"></span>nikał <span class="_ _10"></span>z <span class="_ _10"></span>stra<span class="_ _6"></span>ty <span class="_ _10"></span>poniesionej<span class="_ _6"></span> <span class="_ _10"></span>w <span class="_ _10"></span>20<span class="_ _6"></span>21 <span class="_ _10"></span>na <span class="_ _10"></span>p<span class="_ _6"></span>ojedynczym <span class="_ _10"></span>k<span class="_ _6"></span>ontrakcie <span class="_ _10"></span>bud<span class="_ _6"></span>owy <span class="_ _10"></span>hali <span class="_ _10"></span>logistyc<span class="_ _6"></span>znej </div><div class="t m0 x4 ha y455 ff2 fs4 fc1 sc0 ls0 ws0">we Wrze<span class="ff1">ś</span>ni pod <span class="_ _6"></span>Poznaniem dla vidaX<span class="_ _6"></span>L.  </div></div></div><div class="pi" ></div></div><div id="pf27" class="pf w0 h0" ><div class="pc pc27 w0 h0"><img class="bi x6 y2b w4 h7" alt="" src="data:image/png;base64,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class="c x0 y0 w3 h0"><div class="t m0 x7 h8 y2c ff4 fs3 fc3 sc0 ls0 ws0">SPRAWOZDANE ZARZĄDU Z DZIAŁALNOŚCI<span class="ff3"> MIRBUD S.A. ZA <span class="ls4">ROK</span> <span class="ls5">20</span>21<span class="fc4"> </span></span></div><div class="t m0 x4 h6 y2d ff3 fs2 fc1 sc0 ls0 ws0"> </div></div><div class="c x4 y2e w5 h9"><div class="t m0 xbf ha y2f ff2 fs4 fc3 sc0 ls0 ws0">MIRBUD <span class="ls6">| </span>Inf<span class="_ _6"></span>ormacje o rynk<span class="_ _6"></span>ach zbytu i dostaw<span class="_ _6"></span> </div></div><div class="c x9 y2e w6 h9"><div class="t m0 xa hb y30 ff3 fs1 fc0 sc0 ls11 ws0">39<span class="fs2 ls0"> </span></div></div><div class="c x0 y0 w3 h0"><div class="t m0 x4 h6 y31 ff3 fs2 fc1 sc0 ls0 ws0"> </div></div><div class="c xb y32 w7 hc"><div class="t m0 xc hd y33 ff5 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x0 y0 w3 h0"><div class="t m0 x4 ha y136 ff2 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 xc0 h10 y456 ff2 fs0 fc1 sc0 ls0 ws0">4.6. <span class="_ _15"> </span><span class="ff7">Informacje o rynkach zbytu i dostaw </span> </div><div class="t m0 x4 h2f y457 ff2 fs2 fc1 sc0 ls0 ws0">4.6.1. <span class="_ _1a"> </span><span class="ff7">Odbiorcy</span> </div><div class="t m0 x4 ha y458 ff2 fs4 fc1 sc0 ls0 ws0">W okresie sprawozd<span class="_ _6"></span>awczym odbiorcami <span class="_ _6"></span><span class="lsc">  </span><span class="ff1">usług Spó<span class="_ _6"></span>łki były podmioty kraj<span class="_ _6"></span>owe. Odbiorców produktów <span class="_ _6"></span>i </span></div><div class="t m0 x4 ha y459 ff1 fs4 fc1 sc0 ls0 ws0">usług oferowanych przez<span class="_ _6"></span> MIRBUD S.A. można <span class="_ _6"></span>podzielić na dwie grupy<span class="_ _6"></span>:<span class="_ _6"></span><span class="ff2"> </span></div><div class="t m0 x4 ha y45a ff2 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 x35 ha y45b ff2 fs4 fc1 sc0 ls0 ws0"> <span class="_ _32"> </span>podm<span class="_ _6"></span>ioty komercyjne,<span class="_ _6"></span> </div><div class="t m0 x35 ha y45c ff2 fs4 fc1 sc0 ls0 ws0"> <span class="_ _32"> </span><span class="ff1">j<span class="_ _6"></span>ednostki podlegające prze<span class="_ _6"></span>pisom Prawo zamówi<span class="_ _6"></span>eń publicznych.<span class="_ _6"></span></span> </div><div class="t m0 x4 ha y45d ff2 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 x4 ha y45e ff1 fs4 fc1 sc0 ls0 ws0">Ze <span class="_ _10"></span>względu<span class="ff2"> <span class="_ _10"></span>na <span class="_ _f"></span>stan <span class="_ _6"></span>p<span class="_ _6"></span>andemii <span class="_ _10"></span>COViD<span class="_ _6"></span>-19 <span class="_ _10"></span>sy<span class="_ _6"></span>tuacja <span class="_ _10"></span>na <span class="_ _10"></span>ry<span class="_ _6"></span>nku <span class="_ _10"></span>budowlanym <span class="_ _10"></span>w <span class="_ _f"></span>2<span class="ls14">02</span>1 <span class="_ _10"></span></span>r<span class="_ _6"></span>oku <span class="_ _10"></span>była <span class="_ _10"></span>trudna <span class="_ _10"></span>dla </div><div class="t m0 x4 ha y32a ff1 fs4 fc1 sc0 ls0 ws0">przedsiębiorstw <span class="_ _e"></span>budowlanyc<span class="_ _6"></span>h. <span class="_ _f"></span>Choć <span class="_ _f"></span>przypadki<span class="_ _6"></span> <span class="_ _f"></span>zachorowań <span class="_ _f"></span>i<span class="_ _6"></span> <span class="_ _f"></span>kwarantanny <span class="_ _f"></span>ni<span class="_ _6"></span>e <span class="_ _f"></span>wpłynęły <span class="_ _f"></span>znacząc<span class="_ _6"></span>o <span class="_ _f"></span>na </div><div class="t m0 x4 ha y45f ff1 fs4 fc1 sc0 ls0 ws0">terminowość <span class="_ _26"> </span>re<span class="_ _6"></span>alizowania <span class="_ _25"> </span>inwestycji <span class="_ _25"> </span>jednak <span class="_ _26"> </span>obse<span class="_ _6"></span>rwowane <span class="_ _26"> </span>spo<span class="_ _6"></span>wolnienie <span class="_ _25"> </span>gospodarcz<span class="_ _10"></span>e <span class="_ _26"> </span>wpływ<span class="_ _6"></span>a </div><div class="t m0 x4 ha y460 ff1 fs4 fc1 sc0 ls0 ws0">negatywnie <span class="_ _10"></span>na <span class="_ _10"></span>liczbę <span class="_ _10"></span>rozp<span class="_ _6"></span>oczynanych <span class="_ _10"></span>inwestycj<span class="_ _6"></span>i <span class="_ _6"></span>budo<span class="_ _6"></span>wlanych. <span class="_ _10"></span> <span class="_ _6"></span>Inw<span class="_ _6"></span>estorzy <span class="_ _10"></span>prywatni <span class="_ _10"></span>wstrz<span class="_ _6"></span>ymują <span class="_ _6"></span>s<span class="_ _6"></span>ię <span class="_ _6"></span>z<span class="_ _6"></span> </div><div class="t m0 x4 ha y461 ff1 fs4 fc1 sc0 ls0 ws0">rozpoczęciem <span class="_ _21"> </span>realizacji <span class="_ _21"> </span>inwesty<span class="_ _6"></span>cji <span class="_ _21"> </span>z <span class="_ _21"> </span>uwagi <span class="_ _27"> </span>na <span class="_ _21"> </span>niepewną <span class="_ _21"> </span>sytuacj<span class="_ _6"></span>ę <span class="_ _27"> </span>gospo<span class="_ _6"></span>darczą <span class="_ _21"> </span>i <span class="_ _27"> </span>epidem<span class="_ _6"></span>iologiczna, </div><div class="t m0 x4 ha y462 ff1 fs4 fc1 sc0 ls0 ws0">niestabilny poziom cen <span class="_ _6"></span>materiałów, <span class="_ _6"></span>a także utrudniony<span class="_ _6"></span><span class="ff2"> </span>dostęp do kapit<span class="_ _6"></span>ału.<span class="ff2"> </span></div><div class="t m0 x4 ha y463 ff2 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 x4 ha y464 ff2 fs4 fc1 sc0 ls0 ws0">Niestabilny <span class="_ _14"> </span><span class="ff1">poziom <span class="_ _14"> </span>cen <span class="_ _14"> </span>materiałów <span class="_ _14"> </span>i <span class="_ _14"> </span>usług</span>, <span class="_ _14"> </span><span class="ff1">a <span class="_ _14"> </span>także <span class="_ _14"> </span>wzrost <span class="_ _14"> </span>agresywnej <span class="_ _1d"> </span>k<span class="_ _6"></span>onkurencji <span class="_ _1d"> </span>p<span class="_ _6"></span>omiędzy </span></div><div class="t m0 x4 ha y465 ff2 fs4 fc1 sc0 ls0 ws0">w<span class="ff1">ykonawcami <span class="_ _21"> </span>w <span class="_ _27"> </span>perspekty<span class="_ _6"></span>wie <span class="_ _27"> </span>średnio <span class="_ _21"> </span>i <span class="_ _27"> </span>dł<span class="_ _6"></span>ugookresowej <span class="_ _21"> </span>może <span class="_ _27"> </span>ne<span class="_ _6"></span>gatywnie <span class="_ _27"> </span>w<span class="_ _6"></span>płynąć <span class="_ _27"> </span>na <span class="_ _21"> </span>rentowność </span></div><div class="t m0 x4 ha y466 ff1 fs4 fc1 sc0 ls0 ws0">kontraktów <span class="_ _10"></span>re<span class="_ _6"></span>alizowanych <span class="_ _10"></span>w <span class="_ _f"></span>2021 <span class="_ _10"></span>roku <span class="_ _10"></span>i <span class="_ _10"></span>l<span class="_ _6"></span>atach <span class="_ _10"></span>późni<span class="_ _6"></span>ejs<span class="_ _6"></span><span class="ff2">zych, <span class="_ _10"></span>a <span class="_ _f"></span>zawieranych <span class="_ _10"></span>w <span class="_ _10"></span>oparciu <span class="_ _f"></span>o <span class="_ _10"></span>poziom <span class="_ _10"></span>c<span class="_ _6"></span>en </span></div><div class="t m0 x4 ha y467 ff1 fs4 fc1 sc0 ls0 ws0">nieuwzględniający <span class="_ _1e"> </span>wzrostów <span class="_ _1e"> </span>kosztów <span class="_ _1e"> </span>realizacji. <span class="_ _1e"> </span><span class="ff2"> <span class="_ _1e"> </span></span>Emitent <span class="_ _e"> </span>d<span class="_ _6"></span>ąży <span class="_ _e"> </span>do <span class="_ _e"> </span>m<span class="_ _6"></span>inimalizacji <span class="_ _e"> </span>tego <span class="_ _1e"> </span>ryzyka <span class="_ _1e"> </span>poprzez </div><div class="t m0 x4 ha y346 ff2 fs4 fc1 sc0 ls0 ws0">dywersyfikacj<span class="_ _6"></span><span class="ff1">ę</span> <span class="_ _e"> </span><span class="ff1">portfela <span class="_ _e"> </span>za<span class="_ _6"></span>mówień <span class="_ _e"> </span>m.in. <span class="_ _1e"> </span>Spółka <span class="_ _1e"> </span>realizuje <span class="_ _1e"> </span>również <span class="_ _1e"> </span>krótkot<span class="_ _6"></span>erminowe</span> <span class="_ _e"> </span>k<span class="_ _6"></span>ontrakty <span class="_ _e"> </span>budowy<span class="_ _6"></span> </div><div class="t m0 x4 ha y468 ff1 fs4 fc1 sc0 ls0 ws0">obiektów <span class="_ _10"></span>magazynowy<span class="_ _6"></span>ch <span class="_ _6"></span>i<span class="_ _6"></span> <span class="_ _10"></span>przemysłowych <span class="_ _f"></span><span class="ff2">oraz <span class="_ _6"></span>k<span class="_ _6"></span>ontrakty<span class="_ _6"></span> <span class="_ _6"></span>w <span class="_ _10"></span>segmencie<span class="_ _6"></span> <span class="_ _6"></span>m<span class="_ _6"></span>ieszkaniowy<span class="_ _6"></span>m <span class="_ _10"></span>dla <span class="_ _10"></span>podmiotu </span></div><div class="t m0 x4 ha y262 ff1 fs4 fc1 sc0 ls0 ws0">zależnego <span class="_ _10"></span>JHM <span class="_ _10"></span>DEVELOP<span class="_ _6"></span>MENT <span class="_ _10"></span>S.A.<span class="ff2">, <span class="_ _10"></span>przy<span class="_ _6"></span> <span class="_ _6"></span>jednocz<span class="_ _6"></span>esnym <span class="_ _10"></span></span>zabezpieczaniu <span class="_ _10"></span>cen <span class="_ _10"></span>materiałów <span class="_ _10"></span>i <span class="_ _10"></span>usług <span class="_ _10"></span>na<span class="_ _6"></span> </div><div class="t m0 x4 ha y469 ff1 fs4 fc1 sc0 ls0 ws0">początkowym etapie re<span class="_ _6"></span>alizacji długoterminowyc<span class="_ _6"></span>h kontraktó<span class="_ _6"></span><span class="ff2">w z jednostka<span class="_ _6"></span>mi z sektora pu<span class="_ _6"></span>blicznego. <span class="_ _6"></span> </span></div><div class="t m0 x4 ha y46a ff2 fs4 fc1 sc0 ls0 ws0">Realizowane <span class="_ _1e"> </span>u<span class="ff1">mowy<span class="_ _6"></span> <span class="_ _e"> </span>na<span class="_ _6"></span> <span class="_ _e"> </span>budow<span class="_ _6"></span>ę <span class="_ _e"> </span>o<span class="_ _6"></span>biektów <span class="_ _e"> </span>uż<span class="_ _6"></span>yteczności <span class="_ _1e"> </span>publicznej <span class="_ _1e"> </span>i <span class="_ _1e"> </span>dróg <span class="_ _1e"> </span>chara<span class="_ _6"></span>kteryzują <span class="_ _1e"> </span>się <span class="_ _1e"> </span>długim </span></div><div class="t m0 x4 ha y46b ff1 fs4 fc1 sc0 ls0 ws0">terminem <span class="_ _1e"> </span>re<span class="_ _6"></span>alizacji, <span class="_ _1e"> </span>a <span class="_ _27"> </span>marż<span class="_ _6"></span>e <span class="_ _1e"> </span>dla <span class="_ _1e"> </span>ty<span class="_ _6"></span>ch <span class="_ _1e"> </span>kontr<span class="_ _6"></span>aktów <span class="_ _1e"> </span>zo<span class="_ _6"></span>stały <span class="_ _1e"> </span>sk<span class="_ _6"></span>alkulowane <span class="_ _1e"> </span>prz<span class="_ _6"></span>ed <span class="_ _1e"> </span>okr<span class="_ _6"></span>esem<span class="_ _6"></span><span class="ff2"> <span class="_ _27"> </span></span>wystąpienia<span class="_ _6"></span><span class="ff2"> </span></div><div class="t m0 x4 ha y46c ff2 fs4 fc1 sc0 ls0 ws0">pandemii <span class="_ _12"> </span>COVID-19 <span class="_ _12"> </span><span class="ff1">i <span class="_ _12"> </span>Spółka</span> <span class="_ _12"> </span><span class="ff1">rów<span class="_ _6"></span>nież <span class="_ _13"> </span>wtedy <span class="_ _12"> </span>zaw<span class="_ _6"></span>arła <span class="_ _13"> </span>u<span class="_ _6"></span>mowy <span class="_ _13"> </span>z <span class="_ _12"> </span>klucz<span class="_ _6"></span>owymi <span class="_ _12"> </span>podwykonawcam<span class="_ _6"></span>i <span class="_ _13"> </span>i </span></div><div class="t m0 x4 ha y46d ff1 fs4 fc1 sc0 ls0 ws0">dostawcami mater<span class="_ _6"></span>iałów.<span class="ff2"> </span></div><div class="t m0 x4 ha y46e ff1 fs4 fc1 sc0 ls0 ws0">Wypełniony <span class="_ _f"></span>port<span class="_ _6"></span>fel <span class="_ _f"></span>zamów<span class="_ _6"></span>ień, <span class="_ _f"></span>wysoki <span class="_ _e"></span>udział <span class="_ _e"></span>kontraktów <span class="_ _e"></span>publicznyc<span class="_ _6"></span>h, <span class="_ _f"></span>częściowe<span class="_ _6"></span> <span class="_ _f"></span>zabezpieczenie <span class="_ _e"></span>cen </div><div class="t m0 x4 ha y46f ff1 fs4 fc1 sc0 ls0 ws0">materiałów <span class="_ _6"></span>i<span class="_ _6"></span> <span class="_ _6"></span>usług <span class="_ _6"></span>oraz <span class="_ _10"></span>długoterminowy <span class="_ _6"></span>char<span class="_ _6"></span>akter <span class="_ _6"></span>powy<span class="_ _6"></span>ższych <span class="_ _6"></span>kontraktów <span class="_ _10"></span>sprawia<span class="_ _6"></span>ją,<span class="_ _6"></span> <span class="_ _6"></span>iż <span class="_ _6"></span>MIRBUD<span class="_ _6"></span> <span class="_ _6"></span>S.A. </div><div class="t m0 x4 ha y470 ff1 fs4 fc1 sc0 ls0 ws0">znajduje się w dość b<span class="_ _6"></span>ezpiecznym położeniu w <span class="_ _6"></span>panującym burzliwym ot<span class="_ _6"></span>oczeniu makroekonomicz<span class="_ _6"></span>nym.<span class="_ _6"></span><span class="ff2"> </span></div><div class="t m0 x4 ha y471 ff2 fs4 fc1 sc0 ls0 ws0">W  okres<span class="_ _6"></span>ie  od<span class="_ _6"></span>  1 <span class="_ _29"> </span>stycznia <span class="_ _29"> </span>do <span class="_ _29"> </span>31 <span class="_ _29"> </span>grudnia <span class="_ _29"> </span><span class="ls14">202<span class="_ _6"></span></span>1  <span class="ff1">r. <span class="_ _29"> </span>Spółka <span class="_ _29"> </span>na <span class="_ _29"> </span>terenie <span class="_ _29"> </span>Polski <span class="_ _29"> </span>wzięła <span class="_ _29"> </span>udział <span class="_ _29"> </span>w <span class="_ _13"> </span></span><span class="ls14">110</span> </div><div class="t m0 x4 ha y472 ff1 fs4 fc1 sc0 ls0 ws0">postępowaniach ofertowych niepublicznych i<span class="_ _0"></span> <span class="ff2 ls8">49<span class="ls0"> <span class="_ _3"></span><span class="ff1">przeta<span class="_ _6"></span>rgach <span class="_ _0"></span>publicznych o <span class="_ _3"></span>łącz<span class="_ _6"></span>nej <span class="_ _0"></span>wartości <span class="ff2">16,4 </span>mld <span class="_ _3"></span>zł. </span></span></span></div><div class="t m0 x4 ha y15b ff2 fs4 fc1 sc0 ls14 ws0">29<span class="ls0"> <span class="ff1">z nich zakończy<span class="_ _6"></span>ło się wyborem oferty E<span class="_ _6"></span>mitenta.<span class="_ _6"></span></span> </span></div><div class="t m0 x4 ha y473 ff1 fs4 fc1 sc0 ls0 ws0">Spółka  osiągnęła  w  2<span class="_ _6"></span>021r  powyżej  10%  przy<span class="_ _6"></span>chodów  ze  sprzedaży  z  n<span class="_ _6"></span>astępującymi  odbiorc<span class="_ _6"></span>ami: </div><div class="t m0 x4 ha y15d ff2 fs4 fc1 sc0 ls0 ws0">GDDKiA <span class="_ _10"></span>(41%) <span class="_ _10"></span>p<span class="_ _6"></span><span class="ff1">odmioty <span class="_ _10"></span>z <span class="_ _10"></span>Grupy <span class="_ _f"></span>Kapitałowej <span class="_ _10"></span>Panattoni <span class="_ _10"></span>Europe<span class="_ _6"></span> <span class="_ _6"></span>(ł<span class="_ _6"></span>ącznie <span class="_ _10"></span>ok. <span class="_ _10"></span>1<span class="_ _6"></span></span>9<span class="_ _6"></span>%), <span class="_ _10"></span>PPL <span class="_ _10"></span>Radom <span class="_ _10"></span>(8%)<span class="_ _6"></span> </div><div class="t m0 x4 hf y474 ff1 fs4 fc1 sc0 ls0 ws0">oraz od podmiotu za<span class="_ _6"></span>leżnego JHM DEVELO<span class="_ _6"></span>PMENT (6%).<span class="_ _6"></span><span class="ff7"> </span></div><div class="t m0 x4 ha y475 ff2 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 x4 hf y81 ff7 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 x4 h3 y476 ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x4 h3 yf2 ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x4 h3 y477 ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x4 h3 y478 ff2 fs0 fc1 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf28" class="pf w0 h0" ><div class="pc pc28 w0 h0"><img class="bi x6 y2b w4 h7" alt="" 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"/><div class="c x0 y0 w3 h0"><div class="t m0 x7 h8 y2c ff4 fs3 fc3 sc0 ls0 ws0">SPRAWOZDANE ZARZĄDU Z DZIAŁALNOŚCI<span class="ff3"> MIRBUD S.A. ZA <span class="ls4">ROK</span> <span class="ls5">20</span>21<span class="fc4"> </span></span></div><div class="t m0 x4 h6 y2d ff3 fs2 fc1 sc0 ls0 ws0"> </div></div><div class="c x4 y2e w5 h9"><div class="t m0 x67 ha y2f ff2 fs4 fc3 sc0 ls0 ws0">MIRBUD <span class="ls6">| </span>Dos<span class="_ _6"></span>tawcy </div></div><div class="c x9 y2e w6 h9"><div class="t m0 xa hb y30 ff3 fs1 fc0 sc0 ls11 ws0">40<span class="fs2 ls0"> </span></div></div><div class="c x0 y0 w3 h0"><div class="t m0 x4 h6 y31 ff3 fs2 fc1 sc0 ls0 ws0"> </div></div><div class="c xb y32 w7 hc"><div class="t m0 xc hd y33 ff5 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x0 y0 w3 h0"><div class="t m0 x4 h2f y34 ff7 fs2 fc1 sc0 ls0 ws0">4.6.2. <span class="_ _1a"> </span>Dostawcy </div><div class="t m0 x4 h2f y479 ff7 fs2 fc1 sc0 ls0 ws0">MIRBUD S.A<span class="_ _0"></span>. </div><div class="t m0 xc1 ha y47a ff1 fs4 fc1 sc0 ls0 ws0">Spółka <span class="_ _1e"> </span>działając <span class="_ _1e"> </span>z<span class="_ _6"></span>godnie <span class="_ _1e"> </span>z <span class="_ _1e"> </span>prz<span class="_ _6"></span>yjętymi <span class="_ _1e"> </span>procedurami <span class="_ _1e"> </span>S<span class="_ _6"></span>ystemu </div><div class="t m0 xc1 ha y47b ff1 fs4 fc1 sc0 ls0 ws0">Zarządzania <span class="_ _1e"> </span>Jak<span class="_ _6"></span>ością <span class="_ _1e"> </span>ISO <span class="_ _27"> </span>90<span class="_ _6"></span>01:2000 <span class="_ _1e"> </span>nawiązuj<span class="_ _6"></span>e <span class="_ _1e"> </span>i <span class="_ _1e"> </span>utrz<span class="_ _6"></span>ymuje </div><div class="t m0 xc1 ha y47c ff1 fs4 fc1 sc0 ls0 ws0">współpracę <span class="_ _24"> </span>z <span class="_ _24"> </span>dostawcami, <span class="_ _24"> </span>którzy <span class="_ _24"> </span>po <span class="_ _24"> </span>spełnieniu <span class="_ _24"> </span>ściśle </div><div class="t m0 xc1 ha y47d ff1 fs4 fc1 sc0 ls0 ws0">określonych <span class="_ _38"> </span>wymogów,<span class="_ _6"></span><span class="ff2"> <span class="_ _38"> </span></span>umieszcz<span class="_ _6"></span>ani <span class="_ _38"> </span>są <span class="_ _38"> </span>na <span class="_ _38"> </span>liście </div><div class="t m0 xc1 ha y47e ff1 fs4 fc1 sc0 ls0 ws0">kwalifikowanych <span class="_ _20"> </span>dostawc<span class="_ _6"></span>ów. <span class="_ _1f"> </span>Na <span class="_ _20"> </span>jej <span class="_ _20"> </span>podstawie <span class="_ _20"> </span>Dział </div><div class="t m0 xc1 ha y47f ff2 fs4 fc1 sc0 ls0 ws0">Zaopatrzenia <span class="_ _6"></span>przepro<span class="_ _6"></span>wadza <span class="_ _6"></span>negocjac<span class="_ _6"></span>je <span class="_ _6"></span>handlowe <span class="_ _6"></span>na <span class="_ _10"></span>dostawy </div><div class="t m0 xc1 ha y480 ff1 fs4 fc1 sc0 ls0 ws0">materiałów <span class="_ _f"></span>budowlanych <span class="_ _10"></span>do <span class="_ _f"></span>realizacji <span class="_ _10"></span>poszcz<span class="_ _6"></span>ególnych <span class="_ _10"></span>zadań. </div><div class="t m0 xc1 ha y481 ff1 fs4 fc1 sc0 ls0 ws0">W celu d<span class="_ _6"></span>odatkowej k<span class="_ _6"></span>ontroli k<span class="_ _6"></span>osztów na kl<span class="_ _6"></span>uczowych pro<span class="_ _6"></span>jektach </div><div class="t m0 xc1 ha y482 ff1 fs4 fc1 sc0 ls0 ws0">(docelowo <span class="_ _3"></span>na<span class="_ _6"></span> <span class="_ _3"></span>wszys<span class="_ _6"></span>tkich) <span class="_ _3"></span>Zarząd S<span class="_ _0"></span>półki <span class="_ _3"></span>po<span class="_ _6"></span>wołuje <span class="_ _3"></span>tzw. Komisje </div><div class="t m0 xc1 ha y483 ff1 fs4 fc1 sc0 ls0 ws0">Przetargowe, <span class="_ _6"></span>które <span class="_ _10"></span>we <span class="_ _6"></span>współpracy<span class="_ _6"></span> <span class="_ _6"></span>z <span class="_ _6"></span>Kierownikiem<span class="_ _6"></span> <span class="_ _6"></span>Kontraktu <span class="_ _6"></span>i </div><div class="t m0 xc1 ha yda ff1 fs4 fc1 sc0 ls0 ws0">Kierowników <span class="_ _10"></span>Branżo<span class="_ _6"></span>wych <span class="_ _10"></span>dokonują <span class="_ _10"></span>wy<span class="_ _6"></span><span class="ff2">boru <span class="_ _10"></span>najk<span class="_ _6"></span>orzystniejszej </span></div><div class="t m0 xc1 ha y484 ff2 fs4 fc1 sc0 ls0 ws0">oferty. </div><div class="t m0 xc1 ha y485 ff1 fs4 fc1 sc0 ls0 ws0">Komisje <span class="_ _39"> </span>Przetargowe <span class="_ _39"> </span>odpo<span class="_ _6"></span>wiadają <span class="_ _39"> </span>za <span class="_ _39"> </span>identyfikac<span class="_ _6"></span>ję, </div><div class="t m0 xc1 ha y486 ff1 fs4 fc1 sc0 ls0 ws0">kwalifikację <span class="_ _27"> </span>i <span class="_ _27"> </span>wybór <span class="_ _27"> </span>podwyk<span class="_ _6"></span>onawców <span class="_ _1e"> </span>us<span class="_ _6"></span>ług <span class="_ _1e"> </span>oraz <span class="_ _21"> </span>dostawców </div><div class="t m0 xc1 ha y487 ff1 fs4 fc1 sc0 ls0 ws0">materiałów, w<span class="ff2"> </span>sz<span class="_ _6"></span>czególności za:<span class="_ _6"></span><span class="ff2"> </span></div><div class="t m0 xc1 ha y488 ff2 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 xc2 ha y489 ff2 fs4 fc1 sc0 ls0 ws0"> <span class="_ _1"> </span><span class="ff1">poziom <span class="_ _12"> </span>c<span class="_ _6"></span>en <span class="_ _12"> </span>dostaw <span class="_ _1d"> </span>materiałów/to<span class="_ _6"></span>warów/usług <span class="_ _1d"> </span>oraz </span></div><div class="t m0 xc1 ha y6c ff1 fs4 fc1 sc0 ls0 ws0">wynegocjowane termi<span class="_ _6"></span>ny płatności;<span class="_ _6"></span><span class="ff2"> </span></div><div class="t m0 x35 ha ye2 ff2 fs4 fc1 sc0 ls0 ws0"> <span class="_ _32"> </span>oc<span class="_ _6"></span>en<span class="ff1">ę <span class="_ _27"> </span>zdolnoś<span class="_ _6"></span>ci <span class="_ _27"> </span>dostawcy<span class="_ _6"></span> <span class="_ _27"> </span>do <span class="_ _21"> </span>zrealizowania <span class="_ _21"> </span>dostawy <span class="_ _21"> </span>w <span class="_ _27"> </span>zakr<span class="_ _6"></span>esie <span class="_ _27"> </span>i <span class="_ _27"> </span>t<span class="_ _6"></span>erminie <span class="_ _27"> </span>w<span class="_ _6"></span>ymaganym <span class="_ _21"> </span>w </span></div><div class="t m0 x24 ha y48a ff1 fs4 fc1 sc0 ls0 ws0">zapotrzebowaniu mat<span class="_ _6"></span>eriałowym;<span class="_ _6"></span><span class="ff2"> </span></div><div class="t m0 x35 ha y48b ff2 fs4 fc1 sc0 ls0 ws0"> <span class="_ _32"> </span><span class="ff1">oc<span class="_ _6"></span>enę <span class="_ _e"> </span>z<span class="_ _6"></span>dolności <span class="_ _1e"> </span>podwy<span class="_ _6"></span>konawcy <span class="_ _1e"> </span>do <span class="_ _1e"> </span>z<span class="_ _6"></span>realizowania <span class="_ _27"> </span>usługi <span class="_ _1e"> </span>w <span class="_ _27"> </span>zakresie <span class="_ _27"> </span>i <span class="_ _1e"> </span>terminie<span class="_ _6"></span> <span class="_ _1e"> </span>wymaganym </span></div><div class="t m0 x24 ha y48c ff2 fs4 fc1 sc0 ls0 ws0">przez klienta; </div><div class="t m0 x35 ha y10c ff2 fs4 fc1 sc0 ls0 ws0"> <span class="_ _32"> </span><span class="ff1">prec<span class="_ _6"></span>yzyjne określenie wym<span class="_ _6"></span>agań dotyczących z<span class="_ _6"></span>amawianego materiału/tow<span class="_ _6"></span>aru/usługi. <span class="_ _10"></span></span> </div><div class="t m0 x4 ha y48d ff1 fs4 fc1 sc0 ls0 ws0">Spółka <span class="_ _3"></span>na <span class="_ _3"></span>każdy <span class="_ _3"></span>istotny <span class="_ _3"></span>produk<span class="_ _6"></span>t <span class="_ _5"></span>(mat<span class="_ _6"></span>eriał, <span class="_ _3"></span>usługę, <span class="_ _3"></span>wyrób) <span class="_ _3"></span>posi<span class="_ _6"></span>ada <span class="_ _3"></span>nie <span class="_ _5"></span>m<span class="_ _6"></span>niej <span class="_ _3"></span>niż <span class="_ _3"></span>trzech <span class="_ _3"></span>dostawców. <span class="_ _3"></span>Tak<span class="_ _6"></span>ie </div><div class="t m0 x4 ha y48e ff1 fs4 fc1 sc0 ls0 ws0">działanie <span class="_ _f"></span>daj<span class="_ _6"></span>e <span class="_ _f"></span>gwarancj<span class="_ _6"></span>ę <span class="_ _f"></span>świadczenia <span class="_ _e"> </span>usług <span class="_ _f"></span>z <span class="_ _e"> </span>zacho<span class="_ _6"></span>waniem <span class="_ _f"></span>najwy<span class="_ _6"></span>ższych <span class="_ _f"></span>sta<span class="_ _10"></span>ndardów <span class="_ _f"></span>i <span class="_ _e"></span>zapewnienia<span class="_ _6"></span> </div><div class="t m0 x4 ha y32d ff1 fs4 fc1 sc0 ls0 ws0">ciągłości dostaw. <span class="_ _6"></span><span class="ff2"> </span></div><div class="t m0 x4 ha y48f ff1 fs4 fc1 sc0 ls0 ws0">Spółka <span class="_ _1e"> </span>zawiera <span class="_ _27"> </span>długotermi<span class="_ _6"></span>nowe <span class="_ _1e"> </span>umowy <span class="_ _1e"> </span>z<span class="_ _6"></span> <span class="_ _1e"> </span>kluczowymi <span class="_ _1e"> </span>dos<span class="_ _6"></span>tawcami <span class="_ _1e"> </span>mater<span class="_ _6"></span>iałów <span class="_ _1e"> </span>(asfalt, <span class="_ _1e"> </span>st<span class="_ _6"></span>al, <span class="_ _e"> </span>ce<span class="_ _6"></span>ment) </div><div class="t m0 x4 ha y490 ff1 fs4 fc1 sc0 ls0 ws0">zapewniających dosta<span class="_ _6"></span>wę materiałów w korz<span class="_ _6"></span>ystnych cenach sta<span class="_ _6"></span>ły<span class="_ _6"></span><span class="ff2 lse">ch<span class="ls0"> lub z </span></span>częściową<span class="ff2"> partyc<span class="_ _6"></span>ypacj</span>ą<span class="ff2"> w ich </span></div><div class="t m0 x4 ha y491 ff1 fs4 fc1 sc0 ls0 ws0">ewentualnym wzroście<span class="_ _6"></span> dla najważni<span class="_ _6"></span>ejszych kontraktów infrastrukt<span class="_ _6"></span>uralnych<span class="_ _6"></span><span class="ff2">.  </span></div><div class="t m0 x4 ha y492 ff1 fs4 fc1 sc0 ls0 ws0">Podobnie <span class="_ _21"> </span>um<span class="_ _6"></span>owy <span class="_ _21"> </span>z <span class="_ _21"> </span>kluczo<span class="_ _6"></span>wymi <span class="_ _21"> </span>podwykonawc<span class="_ _6"></span>ami <span class="_ _21"> </span>zawierane <span class="_ _21"> </span>s<span class="_ _6"></span>ą <span class="_ _21"> </span>na <span class="_ _21"> </span>poc<span class="_ _6"></span>zątkowym <span class="_ _21"> </span>etapie<span class="_ _6"></span> <span class="_ _21"> </span>realizacji </div><div class="t m0 x4 ha y493 ff2 fs4 fc1 sc0 ls0 ws0">kontraktu przy utrzy<span class="_ _6"></span>maniu cen ofertowych uzy<span class="_ _6"></span>skanych w proc<span class="_ _6"></span>esie wyceny i ofertowani<span class="_ _6"></span>a kontraktu.<span class="_ _6"></span> </div><div class="t m0 x4 ha y494 ff1 fs4 fc1 sc0 ls0 ws0">Współpraca  zarówno  z  wieloletnimi  jak  i<span class="_ _0"></span>  nowymi  dostawcami  materiałów  budowlanych  i <span class="_ _21"> </span>usł<span class="_ _6"></span>ug  w </div><div class="t m0 x4 ha y495 ff1 fs4 fc1 sc0 ls0 ws0">prezentowanym <span class="_ _1b"> </span>ok<span class="_ _6"></span>resie <span class="_ _1b"> </span>przebiega<span class="_ _6"></span>ła <span class="_ _1b"> </span>bez <span class="_ _1b"> </span>zakłóc<span class="_ _6"></span>eń. <span class="_ _1b"> </span>Spółka <span class="_ _1b"> </span>nie <span class="_ _c"> </span>miała <span class="_ _1b"> </span>istotnyc<span class="_ _6"></span>h <span class="_ _1a"> </span>prob<span class="_ _6"></span>lemów <span class="_ _1b"> </span>w </div><div class="t m0 x4 ha y496 ff1 fs4 fc1 sc0 ls0 ws0">zaopatrywaniu <span class="_ _21"> </span>w<span class="_ _6"></span> <span class="_ _21"> </span>materiały<span class="_ _6"></span> <span class="_ _21"> </span>budowlane  i<span class="_ _0"></span> <span class="_ _21"> </span>w <span class="_ _21"> </span>us<span class="_ _6"></span>ługi <span class="_ _21"> </span>na <span class="_ _28"> </span>realizowanych  inwestycjach <span class="_ _21"> </span>także <span class="_ _21"> </span>w <span class="_ _28"> </span>nowych </div><div class="t m0 x4 ha y497 ff2 fs4 fc1 sc0 ls0 ws0">regionach. </div><div class="t m0 x4 ha y498 ff2 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 x4 ha y499 ff1 fs4 fc1 sc0 ls0 ws0">W okresie sprawozd<span class="_ _6"></span>awczym dostawcy Spó<span class="_ _6"></span>łki pochodzili z rynku kraj<span class="_ _6"></span>owego<span class="_ _6"></span><span class="ff2">. </span></div><div class="t m0 x4 ha y49a ff2 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 x4 ha y49b ff1 fs4 fc1 sc0 ls0 ws0">W analizowanym okresi<span class="_ _6"></span>e nie wystąpiło uz<span class="_ _6"></span>ależnienie Spółki od żadne<span class="_ _6"></span>go dostawcy mater<span class="_ _6"></span>iałów i usług.<span class="_ _10"></span><span class="ff2"> </span></div><div class="t m0 x4 ha y49c ff2 fs4 fc1 sc0 ls0 ws0"> <span class="_ _2c"> </span> </div></div></div><div class="pi" ></div></div><div id="pf29" class="pf w0 h0" ><div class="pc pc29 w0 h0"><img class="bi x6 y2b w4 h7" alt="" src="data:image/png;base64,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class="c x0 y0 w3 h0"><div class="t m0 x7 h8 y2c ff4 fs3 fc3 sc0 ls0 ws0">SPRAWOZDANE ZARZĄDU Z DZIAŁALNOŚCI<span class="ff3"> MIRBUD S.A. ZA <span class="ls4">ROK</span> <span class="ls5">20</span>21<span class="fc4"> </span></span></div><div class="t m0 x4 h6 y2d ff3 fs2 fc1 sc0 ls0 ws0"> </div></div><div class="c x4 y2e w5 h9"><div class="t m0 xc3 ha y2f ff2 fs4 fc3 sc0 ls0 ws0">MIRBUD <span class="ls6">| </span><span class="ff1">P<span class="_ _6"></span>erspektywy rozwoj<span class="_ _6"></span>u działalności MIRBUD <span class="_ _6"></span>S.A.</span> </div></div><div class="c x9 y2e w6 h9"><div class="t m0 xa hb y30 ff3 fs1 fc0 sc0 ls11 ws0">41<span class="fs2 ls0"> </span></div></div><div class="c x0 y0 w3 h0"><div class="t m0 x4 h6 y31 ff3 fs2 fc1 sc0 ls0 ws0"> </div></div><div class="c xb y32 w7 hc"><div class="t m0 xc hd y33 ff5 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x0 y0 w3 h0"><div class="t m0 x4 ha y136 ff2 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 x4 h10 y340 ff7 fs0 fc1 sc0 ls0 ws0">4.7. <span class="_ _9"></span><span class="ff8">Wpływ pandemii COViD<span class="ff7">-</span>19 na działalność Spółki<span class="ff7"> </span></span></div><div class="t m0 x4 ha y87 ff1 fs4 fc1 sc0 ls0 ws0">Wystąpienie <span class="_ _e"> </span>pandemii <span class="_ _e"></span>koronawir<span class="_ _6"></span>usa <span class="_ _f"></span>CO<span class="_ _6"></span>ViD<span class="ff2">-</span>19 <span class="_ _e"></span>nie <span class="_ _e"></span>wpłynęło <span class="_ _e"></span>znacząc<span class="_ _6"></span>o <span class="_ _f"></span>na <span class="_ _e"></span>działalność <span class="_ _e"> </span>MIRBUD <span class="_ _e"> </span>S.A.<span class="_ _6"></span> </div><div class="t m0 x4 ha y49d ff1 fs4 fc1 sc0 ls0 ws0">Pomimo <span class="_ _10"></span>spo<span class="_ _6"></span>wolnienia <span class="_ _10"></span>gos<span class="_ _6"></span>podarczego <span class="_ _10"></span>w <span class="_ _f"></span>sektorze <span class="_ _10"></span>prz<span class="_ _6"></span>emysłu <span class="_ _10"></span>i <span class="_ _f"></span>usług <span class="_ _10"></span>rządzący <span class="_ _f"></span>nie <span class="_ _10"></span>zdecydow<span class="_ _6"></span>ali <span class="_ _10"></span>się <span class="_ _10"></span>n<span class="_ _6"></span>a </div><div class="t m0 x4 ha y49e ff1 fs4 fc1 sc0 ls0 ws0">wprowadzenie <span class="_ _12"> </span>ry<span class="_ _6"></span>gorystycznych <span class="_ _12"> </span>ogranicz<span class="_ _6"></span>eń <span class="_ _13"> </span>w <span class="_ _1d"> </span>budownictwie, <span class="_ _12"> </span>które <span class="_ _12"> </span>c<span class="_ _6"></span>harakt<span class="_ _6"></span>ery<span class="_ _6"></span>zuje <span class="_ _12"> </span>się <span class="_ _12"> </span>mniejsz<span class="_ _6"></span>ym </div><div class="t m0 x4 ha y49f ff1 fs4 fc1 sc0 ls0 ws0">ryzykiem <span class="_ _21"> </span>przenoszenia <span class="_ _21"> </span>wirusa <span class="_ _21"> </span>przez <span class="_ _21"> </span>pracowników <span class="_ _21"> </span>budowlanych <span class="_ _21"> </span>wykonując<span class="_ _6"></span>ych <span class="_ _21"> </span>prace <span class="_ _21"> </span>na <span class="_ _21"> </span>zewnątrz. </div><div class="t m0 x4 ha y4a0 ff1 fs4 fc1 sc0 ls0 ws0">Załamanie <span class="_ _f"></span>gosp<span class="_ _6"></span>odarcze <span class="_ _f"></span>będące<span class="_ _6"></span> <span class="_ _f"></span>następstwem <span class="_ _f"></span>w<span class="_ _6"></span>prowadzenia <span class="_ _f"></span>r<span class="_ _6"></span>estrykcji <span class="_ _f"></span>sprawił<span class="_ _6"></span>o, <span class="_ _f"></span>iż <span class="_ _f"></span>to <span class="_ _f"></span>właśni<span class="_ _6"></span>e <span class="_ _f"></span>sektor </div><div class="t m0 x4 ha y4a1 ff1 fs4 fc1 sc0 ls0 ws0">budownictwa <span class="_ _6"></span>z<span class="_ _6"></span>ostał <span class="_ _6"></span>uzna<span class="_ _6"></span>ny <span class="_ _6"></span>za <span class="_ _10"></span>tę <span class="_ _6"></span>gałąź <span class="_ _6"></span>gosp<span class="_ _6"></span>odark<span class="_ _6"></span>i, <span class="_ _6"></span>która <span class="_ _10"></span>pozostaje <span class="_ _6"></span>k<span class="_ _6"></span>ołem <span class="_ _6"></span>zama<span class="_ _6"></span>chowym <span class="_ _6"></span>niwe<span class="_ _6"></span>lującym </div><div class="t m0 x4 ha y4a2 ff2 fs4 fc1 sc0 ls0 ws0">skutki kryzysu. <span class="_ _6"></span> </div><div class="t m0 x4 ha y27a ff2 fs4 fc1 sc0 lsd ws0">W <span class="_ _13"> </span><span class="ls0">wyniku <span class="_ _13"> </span><span class="ff1">wystą<span class="_ _6"></span>pienia <span class="_ _29"> </span>s<span class="_ _6"></span>tanu <span class="_ _13"> </span>pandemii <span class="_ _12"> </span></span>S<span class="ff1">półk</span>a <span class="_ _13"> </span><span class="ff1">za<span class="_ _6"></span>notował</span>a <span class="_ _13"> </span><span class="ff1">wpra<span class="_ _6"></span>wdzie <span class="_ _29"> </span>n<span class="_ _6"></span>ieznaczne <span class="_ _13"> </span>opóźnienia <span class="_ _13"> </span>w </span></span></div><div class="t m0 x4 ha y4a3 ff1 fs4 fc1 sc0 ls0 ws0">łańcuchu  dostaw  na  niektóry<span class="_ _6"></span>ch  budowach,  jednakże  nie  wpłynęły  one  na  prz<span class="_ _6"></span>esunięcia  terminów </div><div class="t m0 x4 ha y4a4 ff1 fs4 fc1 sc0 ls0 ws0">określonych w harmonogr<span class="_ _6"></span>amach prac. <span class="_ _6"></span><span class="ff2"> </span></div><div class="t m0 x4 ha y4a5 ff2 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 x4 h10 y4a6 ff2 fs0 fc1 sc0 ls0 ws0">4.8. <span class="_ _7"></span><span class="ff8">Perspektywy rozwoju<span class="_ _0"></span> działalności MIRBUD<span class="ff7"> S.A.<span class="ff2"> </span></span></span></div><div class="t m0 x4 ha y4a7 ff2 fs4 fc1 sc0 ls0 ws0">Podstawowym <span class="_ _10"></span>celem <span class="_ _10"></span>MIRB<span class="_ _6"></span>UD <span class="_ _6"></span>S.A. <span class="_ _10"></span><span class="ff1">niezmien<span class="_ _6"></span>nie <span class="_ _6"></span>pozos<span class="_ _6"></span>taje <span class="_ _6"></span>rozwój <span class="_ _10"></span>skali <span class="_ _6"></span>dz<span class="_ _6"></span>iałalnośc<span class="_ _6"></span>i, <span class="_ _6"></span>przy <span class="_ _6"></span>z<span class="_ _6"></span>achowaniu </span></div><div class="t m0 x4 ha y4a8 ff1 fs4 fc1 sc0 ls0 ws0">atrakcyjnyc<span class="_ _6"></span>h marż na poziomie zysku op<span class="_ _6"></span>eracyjnego EBITDA i zy<span class="_ _6"></span>sku netto. <span class="_ _6"></span><span class="ff2"> </span></div><div class="t m0 x4 ha yce ff1 fs4 fc1 sc0 ls0 ws0">W  najbliższych  latach  Spółka  nada<span class="_ _6"></span>l  będzie  działać  we  wszy<span class="_ _6"></span>stkich  ważniejszych  sektorac<span class="_ _6"></span>h  rynku </div><div class="t m0 x4 ha y4a9 ff2 fs4 fc1 sc0 ls0 ws0">budowlanego na obszarze ca<span class="ff1">łego kraju. Na dzień sporządzania sprawozdania w portfelu MIRBUD S.A. </span></div><div class="t m0 x4 ha y4aa ff1 fs4 fc1 sc0 ls0 ws0">wartość <span class="_ _f"></span>k<span class="_ _6"></span>ontraktów <span class="_ _f"></span>pozostaj<span class="_ _6"></span>ących <span class="_ _f"></span>do <span class="_ _e"></span>zrealizowania <span class="_ _f"></span>na <span class="_ _e"></span>rok <span class="_ _e"></span>202<span class="_ _6"></span><span class="ff2">2 <span class="_ _f"></span></span>i <span class="_ _e"></span>lata <span class="_ _f"></span>nastę<span class="_ _6"></span>pne <span class="_ _f"></span>wynosi<span class="_ _6"></span><span class="ff2"> <span class="_ _f"></span>ok. <span class="_ _f"></span><span class="ls14">3,<span class="_ _6"></span></span>2 <span class="_ _f"></span>mld<span class="_ _6"></span> </span></div><div class="t m0 x4 ha y4ab ff1 fs4 fc1 sc0 ls0 ws0">złotych, <span class="_ _6"></span>w tym <span class="_ _6"></span>na <span class="_ _6"></span>rok 2<span class="_ _6"></span>02<span class="ff2">2 <span class="_ _6"></span>ok. <span class="_ _6"></span><span class="ls14">1,8</span> <span class="_ _6"></span></span>mld zł. <span class="_ _6"></span>Na <span class="_ _6"></span>dzień <span class="_ _6"></span>sporządzenia <span class="_ _6"></span>niniejs<span class="_ _6"></span>zego raportu <span class="_ _6"></span>Spółka <span class="_ _6"></span>oczek<span class="_ _6"></span>uje </div><div class="t m0 x4 ha y4ac ff1 fs4 fc1 sc0 ls0 ws0">na podpisanie kolejnyc<span class="_ _6"></span>h umów, których jej ofert<span class="_ _6"></span>a została wybrana<span class="_ _6"></span> jako najkorzys<span class="_ _6"></span>tniejsza.<span class="_ _6"></span><span class="ff2"> </span></div><div class="t m0 x4 ha y4ad ff2 fs4 fc1 sc0 ls0 ws0">W <span class="_ _29"> </span>2021 <span class="_ _29"> </span><span class="ff1">r<span class="_ _6"></span>oku <span class="_ _29"> </span>dominujący<span class="_ _6"></span>m <span class="_ _29"> </span>w <span class="_ _29"> </span>przy<span class="_ _6"></span>chodach <span class="_ _29"> </span>Spółki <span class="_ _13"> </span>był <span class="_ _29"> </span>segment <span class="_ _13"> </span>robót <span class="_ _29"> </span>inżyn<span class="_ _6"></span>ieryjno <span class="_ _12"> </span>–</span> <span class="_ _29"> </span>drogowy<span class="_ _6"></span>ch </div><div class="t m0 x4 ha y4ae ff1 fs4 fc1 sc0 ls0 ws0">generujący <span class="_ _21"> </span><span class="ff2">(ok. <span class="ls14">42</span></span>% <span class="_ _27"> </span>przyc<span class="_ _6"></span>hodów<span class="ff2">). <span class="_ _27"> </span>Znaczny <span class="_ _21"> </span></span>wzrost <span class="_ _27"> </span>względem <span class="_ _21"> </span>2020 <span class="_ _27"> </span>roku <span class="_ _27"> </span>odn<span class="_ _6"></span>otowano <span class="_ _21"> </span><span class="ff2">w <span class="_ _27"> </span>strukturze </span></div><div class="t m0 x4 ha y4af ff1 fs4 fc1 sc0 ls0 ws0">przychodów <span class="_ _29"> </span>po <span class="_ _29"> </span>stronie <span class="_ _29"> </span>b<span class="_ _6"></span>udownictwa <span class="_ _13"> </span>przemysłoweg<span class="_ _6"></span>o <span class="_ _11"> </span>i <span class="_ _13"> </span>magazynowego<span class="_ _6"></span><span class="ff2"> <span class="_ _11"> </span>(<span class="_ _6"></span>ok. <span class="_ _29"> </span>39%). <span class="_ _29"> </span>Na <span class="_ _29"> </span>po<span class="_ _6"></span>dstawie </span></div><div class="t m0 x4 ha y4b0 ff1 fs4 fc1 sc0 ls0 ws0">aktualnego <span class="_ _10"></span>portfela <span class="_ _10"></span>zamówień <span class="_ _6"></span>Z<span class="_ _6"></span>arząd <span class="_ _6"></span>prz<span class="_ _6"></span>ewiduje, <span class="_ _6"></span>ż<span class="_ _6"></span>e <span class="_ _6"></span>przy<span class="_ _6"></span>chody <span class="_ _6"></span>w <span class="_ _10"></span>podobnej <span class="_ _6"></span>s<span class="_ _6"></span>trukturze <span class="_ _10"></span>Spółka <span class="_ _f"></span>będzie<span class="_ _6"></span> </div><div class="t m0 x4 ha y4b1 ff1 fs4 fc1 sc0 ls0 ws0">realizowała również<span class="_ _6"></span> w roku 2022<span class="_ _6"></span><span class="ff2">. </span></div><div class="t m0 x4 ha y4b2 ff1 fs4 fc1 sc0 ls0 ws0">Pod <span class="_ _21"> </span>względem <span class="_ _21"> </span>posiadane<span class="_ _6"></span>go <span class="_ _27"> </span>p<span class="_ _6"></span>ortfela <span class="_ _21"> </span>zamówień <span class="_ _21"> </span>dla <span class="_ _21"> </span>MIRB<span class="_ _6"></span>UD<span class="_ _6"></span><span class="ff2"> <span class="_ _21"> </span>S.A. <span class="_ _21"> </span></span>nadaj <span class="_ _21"> </span>dominujący<span class="_ _6"></span>m <span class="_ _27"> </span>j<span class="_ _6"></span>est <span class="_ _21"> </span>obszar </div><div class="t m0 x4 ha y4b3 ff1 fs4 fc1 sc0 ls0 ws0">budowy dróg i mo<span class="_ _0"></span>stów, w następnej kolejności: budynków <span class="ff2">magaz<span class="_ _6"></span>ynowo </span>–<span class="ff2"> produkcyjnych, </span>użytecz<span class="_ _6"></span>ności </div><div class="t m0 x4 ha y4b4 ff2 fs4 fc1 sc0 ls0 ws0">publicznej, oraz <span class="_ _6"></span>mieszkaniowych.<span class="_ _6"></span> </div><div class="t m0 x4 ha y4b5 ff1 fs4 fc1 sc0 ls0 ws0">Wzrost <span class="_ _1a"> </span>k<span class="_ _6"></span>osztów <span class="_ _1a"> </span>prac<span class="_ _6"></span>y <span class="_ _1a"> </span>or<span class="_ _6"></span>az <span class="_ _1a"> </span>cen <span class="_ _1b"> </span>materiałów <span class="_ _1b"> </span>budowlany<span class="_ _6"></span>ch <span class="_ _1b"> </span><span class="ff2">oraz<span class="_ _6"></span> <span class="_ _1a"> </span>czynniki <span class="_ _1b"> </span>makroekon<span class="_ _6"></span>omiczne <span class="_ _1b"> </span><span class="ls23">i </span></span></div><div class="t m0 x4 ha y4b6 ff2 fs4 fc1 sc0 ls0 ws0">geopolityczne <span class="_ _6"></span><span class="ff1">dają podst<span class="_ _6"></span>awę do zac<span class="_ _6"></span>howania ostr<span class="_ _6"></span>ożności w <span class="_ _6"></span>prognozowaniu <span class="_ _6"></span>sytuacji <span class="_ _6"></span>rynkowej MIRBUD </span></div><div class="t m0 x4 ha y4b7 ff2 fs4 fc1 sc0 ls0 ws0">S.A. <span class="_ _21"> </span><span class="ff1">w <span class="_ _21"> </span>pers<span class="_ _6"></span>pektywie <span class="_ _21"> </span>najb<span class="_ _6"></span>liższego <span class="_ _21"> </span>roku.<span class="_ _6"></span></span> <span class="_ _28"> </span>Z <span class="_ _21"> </span>drug<span class="_ _6"></span>iej <span class="_ _21"> </span>jednak <span class="_ _21"> </span>str<span class="_ _6"></span>ony <span class="_ _28"> </span>kontynuowan<span class="_ _6"></span>e <span class="_ _21"> </span>szeroko <span class="_ _21"> </span>z<span class="_ _6"></span>akrojone </div><div class="t m0 x4 ha y4b8 ff1 fs4 fc1 sc0 ls0 ws0">programy inwesty<span class="_ _6"></span>cyjne na szc<span class="_ _6"></span>zeblu rządowym oraz <span class="_ _6"></span><span class="ff2">przewidywana </span>wz<span class="_ _6"></span>możona akt<span class="_ _6"></span>ywność inwestycy<span class="_ _6"></span>jna </div><div class="t m0 x4 ha y4b9 ff1 fs4 fc1 sc0 ls0 ws0">samorządów <span class="_ _1b"> </span>i <span class="_ _1b"> </span>inwestoró<span class="_ _6"></span>w <span class="_ _1a"> </span>pry<span class="_ _6"></span>watnych <span class="_ _1b"> </span>(w <span class="_ _1a"> </span>ty<span class="_ _6"></span>m <span class="_ _1a"> </span>p<span class="_ _6"></span>rzede <span class="_ _1a"> </span>wsz<span class="_ _6"></span>ystkim <span class="_ _c"> </span><span class="ff2">- <span class="_ _1a"> </span></span>dew<span class="_ _6"></span>eloperów <span class="_ _1b"> </span>powierzc<span class="_ _6"></span>hni </div><div class="t m0 x4 ha y4ba ff1 fs4 fc1 sc0 ls0 ws0">magazynowych) dają p<span class="_ _6"></span>owody do umiark<span class="_ _6"></span>owanego <span class="ff2">opty<span class="_ _6"></span>mizmu w prognozowan<span class="_ _6"></span>iu sytuacji MIRBUD <span class="_ _6"></span>S. A. <span class="_ _6"></span> </span></div><div class="t m0 x4 ha y1ae ff1 fs4 fc1 sc0 ls0 ws0">Wypełniony <span class="_ _3"></span>portfel <span class="_ _3"></span>z<span class="_ _6"></span>amówień <span class="_ _3"></span>do <span class="_ _0"></span>roku <span class="_ _3"></span>202<span class="_ _6"></span>5 <span class="_ _3"></span>pozwala <span class="_ _3"></span>zak<span class="_ _6"></span>ładać, <span class="_ _3"></span>iż <span class="_ _3"></span>w <span class="_ _3"></span>ko<span class="_ _6"></span>lejnych <span class="_ _3"></span>latach <span class="_ _0"></span>przychody <span class="_ _3"></span>MIRB<span class="_ _6"></span>UD </div><div class="t m0 x4 ha y4bb ff1 fs4 fc1 sc0 ls0 ws0">S.A. będą utrzy<span class="_ _6"></span>mywać się na<span class="ff2"> </span>niespo<span class="_ _6"></span>tykanych wcześniej<span class="_ _6"></span> poziomów <span class="_ _6"></span><span class="ff2 ls14">1,5<span class="ls0"> </span></span>mld złotych roc<span class="_ _6"></span>znie. <span class="ff2"> </span></div><div class="t m0 x4 ha y4bc ff1 fs4 fc1 sc0 ls0 ws0">Najważniejszym <span class="_ _21"> </span>wyzwan<span class="_ _6"></span>iem <span class="_ _27"> </span>dla <span class="_ _21"> </span>Spółki <span class="_ _21"> </span>będzie <span class="_ _21"> </span>dalszy <span class="_ _21"> </span>wzrost <span class="_ _27"> </span>s<span class="_ _6"></span>kali <span class="_ _27"> </span>działa<span class="_ _6"></span>lności <span class="_ _27"> </span>prz<span class="_ _6"></span>y <span class="_ _27"> </span>jednoczes<span class="_ _6"></span>nym </div><div class="t m0 x4 ha y4bd ff1 fs4 fc1 sc0 ls0 ws0">utrzymaniu rentown<span class="_ _6"></span>ości posiadanych już k<span class="_ _6"></span>ontraktów<span class="ff2">.<span class="_ _6"></span> </span></div><div class="t m0 x4 ha y4be ff2 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 x4 h3 y4bf ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x4 ha y4c0 ff2 fs4 fc1 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf2a" class="pf w0 h0" ><div class="pc pc2a w0 h0"><img class="bi x6 y2b w4 h7" alt="" 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"/><div class="c x0 y0 w3 h0"><div class="t m0 x7 h8 y2c ff4 fs3 fc3 sc0 ls0 ws0">SPRAWOZDANE ZARZĄDU Z DZIAŁALNOŚCI<span class="ff3"> MIRBUD S.A. ZA <span class="ls4">ROK</span> <span class="ls5">20</span>21<span class="fc4"> </span></span></div><div class="t m0 x4 h6 y2d ff3 fs2 fc1 sc0 ls0 ws0"> </div></div><div class="c x4 y2e w5 h9"><div class="t m0 xc4 ha y2f ff2 fs4 fc3 sc0 ls0 ws0">MIRBUD <span class="ls6">| </span><span class="ff1">O<span class="_ _6"></span>kreślenie głów<span class="_ _6"></span>nych inwe</span>sty<span class="_ _6"></span>cji Emitenta krajowych i zagra<span class="_ _6"></span>nicznych<span class="_ _6"></span> </div></div><div class="c x9 y2e w6 h9"><div class="t m0 xa hb y30 ff3 fs1 fc0 sc0 ls11 ws0">42<span class="fs2 ls0"> </span></div></div><div class="c x0 y0 w3 h0"><div class="t m0 x4 h6 y31 ff3 fs2 fc1 sc0 ls0 ws0"> </div></div><div class="c xb y32 w7 hc"><div class="t m0 xc hd y33 ff5 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x0 y0 w3 h0"><div class="t m0 xc0 h10 ya4 ff7 fs0 fc1 sc0 ls0 ws0">4.9. <span class="_ _15"> </span><span class="ff8">Określenie głównych<span class="_ _0"></span> inwestycji <span class="ff7">Emitenta krajowych i zagranicznych </span></span></div><div class="t m0 x4 ha y4c1 ff2 fs4 fc1 sc0 ls0 ws0">Informacje <span class="_ _e"> </span>na <span class="_ _e"> </span>tem<span class="_ _6"></span>at <span class="_ _f"></span>inwes<span class="_ _6"></span>tycji <span class="_ _e"> </span>Emitenta, <span class="_ _e"> </span>w <span class="_ _1e"> </span>tym <span class="_ _e"> </span><span class="ff1">k<span class="_ _6"></span>apitałowych <span class="_ _e"> </span>w <span class="_ _e"> </span>jedn<span class="_ _6"></span>ostki <span class="_ _f"></span>p<span class="_ _6"></span>owiązane <span class="_ _e"> </span>znajduj<span class="_ _6"></span>e <span class="_ _f"></span>się <span class="_ _1e"> </span>w </span></div><div class="t m0 x4 ha y47a ff2 fs4 fc1 sc0 ls0 ws0">Notach od 2 do 4 d<span class="_ _6"></span>o Sprawozdani<span class="_ _6"></span>a MIRBUD S.A. z<span class="_ _6"></span>a okres od 01.01.202<span class="_ _6"></span>1-31.<span class="ls14">12</span>.2021 <span class="ls10">r.</span> </div><div class="t m0 x4 ha y47b ff2 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 x4 h10 y4c2 ff7 fs0 fc1 sc0 ls0 ws0">4.10. <span class="_ _c"> </span><span class="ff8">Ocena możliwości realizacji zamierzeń inwestycyjnych</span> </div><div class="t m0 x4 ha y4c3 ff1 fs4 fc1 sc0 ls0 ws0">Zarząd <span class="_ _6"></span>Spółki <span class="_ _10"></span>na <span class="_ _6"></span>bieżąc<span class="_ _6"></span>o <span class="_ _6"></span>analizuj<span class="_ _6"></span><span class="ff2">e <span class="_ _6"></span>i <span class="_ _10"></span>aktualizuj<span class="_ _6"></span>e <span class="_ _6"></span></span>strukturę <span class="_ _10"></span>finansowania, <span class="_ _10"></span>tak <span class="_ _6"></span>aby <span class="_ _10"></span>zapewnić <span class="_ _10"></span>optymalny <span class="_ _6"></span>i </div><div class="t m0 x4 ha y4c4 ff1 fs4 fc1 sc0 ls0 ws0">bezpieczny <span class="_ _e"> </span>model <span class="_ _e"> </span>wykorz<span class="_ _6"></span>ystania <span class="_ _f"></span>z<span class="_ _6"></span>asobów <span class="_ _e"></span>finansowy<span class="_ _6"></span>ch. <span class="_ _e"></span>W <span class="_ _f"></span>r<span class="_ _6"></span>amach <span class="_ _e"></span>dostępnych<span class="_ _6"></span> <span class="_ _f"></span>źr<span class="_ _6"></span>ódeł <span class="_ _f"></span>finansowa<span class="_ _6"></span>nia </div><div class="t m0 x4 ha y4c5 ff1 fs4 fc1 sc0 ls0 ws0">wykorzys<span class="_ _6"></span>tywane są zarówno własne środki<span class="_ _6"></span> jak i kredyty bankowe<span class="_ _6"></span>, leasing i pożyczk<span class="_ _6"></span>i.<span class="_ _6"></span><span class="ff2"> </span></div><div class="t m0 x4 ha y4c6 ff2 fs4 fc1 sc0 ls0 ws0">W <span class="_ _0"></span>2022r i<span class="_ _0"></span> latach <span class="_ _3"></span>ko<span class="_ _6"></span>lejnych <span class="ff1">MIRBUD S<span class="_ _0"></span>.A. nadal <span class="_ _3"></span>rea<span class="_ _6"></span>lizować będzie <span class="_ _3"></span>projekty<span class="_ _6"></span> <span class="_ _0"></span>inwestycyjne mające <span class="_ _0"></span>na <span class="_ _0"></span>celu </span></div><div class="t m0 x4 ha y4c7 ff1 fs4 fc1 sc0 ls0 ws0">jej rozwój i wzrost wartoś<span class="_ _6"></span>ci. Najbliższe z<span class="_ _6"></span>amierzenia inwesty<span class="_ _6"></span>cyjne wiążą się ze wz<span class="_ _6"></span>mocnieniem zaplecza </div><div class="t m0 x4 ha y4c8 ff1 fs4 fc1 sc0 ls0 ws0">działalności <span class="_ _e"> </span>i<span class="ff2"> </span>konkure<span class="_ _6"></span>ncyjności <span class="_ _e"> </span>Spółk<span class="_ _6"></span>i <span class="_ _f"></span>w <span class="_ _e"> </span>se<span class="_ _6"></span>gmencie <span class="_ _e"> </span>drogowym <span class="_ _e"> </span>c<span class="_ _6"></span>o <span class="_ _e"></span>pozwoli <span class="_ _e"> </span>Spó<span class="_ _6"></span>łce <span class="_ _f"></span>osi<span class="_ _6"></span>ą<span class="_ _6"></span>gnąć <span class="_ _e"> </span>większ<span class="_ _6"></span>ą </div><div class="t m0 x4 ha y4c9 ff1 fs4 fc1 sc0 ls0 ws0">rentowność <span class="_ _6"></span>w <span class="_ _6"></span>n<span class="_ _6"></span>ajbliższych <span class="_ _6"></span>latach. <span class="_ _6"></span>Spó<span class="_ _6"></span>łki z<span class="_ _6"></span> <span class="_ _6"></span>grupy <span class="_ _6"></span>świadcz<span class="_ _6"></span>ące <span class="_ _6"></span>usługi <span class="_ _6"></span>budowlano <span class="_ _10"></span>montażowe <span class="_ _10"></span>planują <span class="_ _6"></span>w </div><div class="t m0 x4 ha y461 ff1 fs4 fc1 sc0 ls0 ws0">ramach <span class="_ _3"></span>zwiększenia <span class="_ _0"></span>potencjału <span class="_ _3"></span>sprzęt<span class="_ _6"></span>owego <span class="_ _3"></span>odnowien<span class="_ _6"></span>ie <span class="_ _3"></span>parku <span class="_ _3"></span>maszy<span class="_ _6"></span>nowego <span class="_ _3"></span>oraz <span class="_ _3"></span>środków <span class="_ _3"></span>transport<span class="_ _6"></span>u, </div><div class="t m0 x4 ha y4ca ff1 fs4 fc1 sc0 ls0 ws0">które znaczącą popraw<span class="_ _6"></span>ią efektywność<span class="_ _6"></span> i zakres świad<span class="_ _6"></span>czonych usług we<span class="_ _6"></span> wszystkich lokalizacj<span class="_ _6"></span>ach.<span class="_ _6"></span><span class="ff2"> </span></div><div class="t m0 x4 ha y4cb ff2 fs4 fc1 sc0 ls0 ws0"> <span class="_ _2c"> </span> </div></div></div><div class="pi" ></div></div><div id="pf2b" class="pf w0 h0" ><div class="pc pc2b w0 h0"><img class="bi x6 y2b w4 h7" alt="" 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"/><div class="c x0 y0 w3 h0"><div class="t m0 x7 h8 y2c ff4 fs3 fc3 sc0 ls0 ws0">SPRAWOZDANE ZARZĄDU Z DZIAŁALNOŚCI<span class="ff3"> MIRBUD S.A. ZA <span class="ls4">ROK</span> <span class="ls5">20</span>21<span class="fc4"> </span></span></div><div class="t m0 x4 h6 y2d ff3 fs2 fc1 sc0 ls0 ws0"> </div></div><div class="c x4 y2e w5 h9"><div class="t m0 xc5 ha y2f ff2 fs4 fc3 sc0 ls0 ws0">MIRBUD <span class="ls6">| <span class="_ _6"></span></span>4.11 Czynniki ry<span class="_ _6"></span>zyka </div></div><div class="c x9 y2e w6 h9"><div class="t m0 xa hb y30 ff3 fs1 fc0 sc0 ls11 ws0">43<span class="fs2 ls0"> </span></div></div><div class="c x0 y0 w3 h0"><div class="t m0 x4 h6 y31 ff3 fs2 fc1 sc0 ls0 ws0"> </div></div><div class="c xb y32 w7 hc"><div class="t m0 xc hd y33 ff5 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x0 y0 w3 h0"><div class="t m0 x4 h10 ya4 ff7 fs0 fc1 sc0 ls0 ws0">4.11 Czynniki ryzyka </div></div><div class="c x8 y4cc w5b h6c"><div class="t m0 x56 h28 y174 ff2 fs5 fc0 sc0 ls0 ws0">Grupa ryzyk<span class="_ _0"></span> </div></div><div class="c xc6 y4cc w5c h6c"><div class="t m0 xc7 h28 y174 ff2 fs5 fc0 sc0 ls0 ws0">Ryzyko </div></div><div class="c x3 y4cc w39 h6c"><div class="t m0 x30 h28 y175 ff1 fs5 fc0 sc0 ls0 ws0">Możliwość </div><div class="t m0 xc8 h28 y173 ff1 fs5 fc0 sc0 ls0 ws0">wystąpienia<span class="ff2"> </span></div></div><div class="c xc9 y4cc w5d h6c"><div class="t m0 x30 h28 y4cd ff2 fs5 fc0 sc0 ls0 ws0">Znaczenie </div><div class="t m0 x55 h28 y175 ff2 fs5 fc0 sc0 ls0 ws0">dla </div><div class="t m0 xc8 h28 y173 ff1 fs5 fc0 sc0 ls0 ws0">działalności </div><div class="t m0 x57 h28 y13b ff2 fs5 fc0 sc0 ls0 ws0">Grupy </div></div><div class="c x72 y4cc w5e h6c"><div class="t m0 x33 h28 y4cd ff1 fs5 fc0 sc0 ls0 ws0">Wpływ </div><div class="t m0 x2c h28 y175 ff2 fs5 fc0 sc0 ls0 ws0">ryzyka za </div><div class="t m0 x7b h28 y173 ff2 fs5 fc0 sc0 ls0 ws0">wynik </div><div class="t m0 xc8 h28 y13b ff2 fs5 fc0 sc0 ls0 ws0">finansowy </div></div><div class="c xca y4cc w5f h6c"><div class="t m0 x31 h28 y4cd ff1 fs5 fc0 sc0 ls0 ws0">Wpływ </div><div class="t m0 x6a h28 y175 ff2 fs5 fc0 sc0 ls0 ws0">ryzyka na </div><div class="t m0 x57 h28 y173 ff1 fs5 fc0 sc0 ls0 ws0">kapitał </div><div class="t m0 x31 h28 y13b ff1 fs5 fc0 sc0 ls0 ws0">własny <span class="ff2"> </span></div></div><div class="c x8 y4ce w5b h6d"><div class="t m2 x1f h6e y4cf ff13 fs5 fc3 sc0 ls0 ws0">Ryzyko związane z </div><div class="t m2 x59 h6e y13e ff14 fs5 fc3 sc0 ls0 ws0">konflikt<span class="_ _0"></span>em zbrojnym </div><div class="t m2 xb7 h6e y4d0 ff14 fs5 fc3 sc0 ls33 ws0">na <span class="ls0">Ukrainie</span></div><div class="t m2 xb7 h54 y4d1 ffc fs5 fc3 sc0 ls0 ws0"> </div></div><div class="c xc6 y2a3 w5c h6f"><div class="t m0 xc8 h26 y4d2 ff7 fs5 fc3 sc0 ls0 ws0">Ograniczenia ad<span class="_ _3"></span>m<span class="_ _6"></span>inistracy<span class="_ _0"></span>jne </div><div class="t m0 xc8 h26 y4d3 ff8 fs5 fc3 sc0 ls0 ws0">prowadzenia d<span class="_ _3"></span>z<span class="_ _6"></span>iałalnośc<span class="_ _0"></span>i budowlano<span class="ff7">-</span></div><div class="t m0 xc8 h26 y4d4 ff8 fs5 fc3 sc0 ls0 ws0">montażowej<span class="ff7"> </span></div></div><div class="c x3 y2a3 w39 h6f"><div class="t m0 x52 h28 y4d3 ff1 fs5 fc3 sc0 ls0 ws0">średnie<span class="ff2"> </span></div></div><div class="c xc9 y2a3 w5d h6f"><div class="t m0 x33 h28 y4d3 ff2 fs5 fc3 sc0 ls0 ws0">wysokie </div></div><div class="c x72 y2a3 w5e h6f"><div class="t m0 x32 h28 y4d3 ff2 fs5 fc3 sc0 ls0 ws0">wysoki </div></div><div class="c xca y2a3 w5f h6f"><div class="t m0 x31 h28 y4d3 ff2 fs5 fc3 sc0 ls0 ws0">wysoki </div></div><div class="c xc6 y4ce w5c h70"><div class="t m0 xc8 h26 y4d5 ff8 fs5 fc3 sc0 ls0 ws0">Dostępności siły<span class="_ _3"></span> <span class="_ _6"></span>robocze<span class="_ _0"></span>j i zakłóceń </div><div class="t m0 xc8 h26 y419 ff8 fs5 fc3 sc0 ls0 ws0">łańcucha dostaw<span class="_ _3"></span><span class="ff7"> </span></div></div><div class="c x3 y4ce w39 h70"><div class="t m0 x33 h28 y4d6 ff2 fs5 fc3 sc0 ls0 ws0">wysokie </div></div><div class="c xc9 y4ce w5d h70"><div class="t m0 x33 h28 y4d6 ff2 fs5 fc3 sc0 ls0 ws0">wysokie </div></div><div class="c x72 y4ce w5e h70"><div class="t m0 x32 h28 y4d6 ff2 fs5 fc3 sc0 ls0 ws0">wysoki </div></div><div class="c xca y4ce w5f h70"><div class="t m0 x57 h28 y4d6 ff1 fs5 fc3 sc0 ls0 ws0">średni<span class="ff2"> </span></div></div><div class="c x8 y4cb w5b h71"><div class="t m2 x62 h54 y4d7 ffc fs5 fc3 sc0 ls0 ws0">Ryzyko </div><div class="t m2 x51 h54 y4cf ffc fs5 fc3 sc0 ls0 ws0">epidemiologicz<span class="_ _0"></span>ne</div><div class="t m2 x51 h54 y4d8 ffc fs5 fc3 sc0 ls0 ws0"> </div></div><div class="c xc6 y4d9 w5c h72"><div class="t m0 xc8 h26 y4da ff7 fs5 fc3 sc0 ls0 ws0">Ograniczenia ad<span class="_ _0"></span>ministracyjne<span class="_ _0"></span> </div><div class="t m0 xc8 h26 y4db ff8 fs5 fc3 sc0 ls0 ws0">prowadzenia d<span class="_ _3"></span>z<span class="_ _6"></span>iałalnośc<span class="_ _0"></span>i budowlano<span class="ff7">-</span></div><div class="t m0 xc8 h26 y4dc ff8 fs5 fc3 sc0 ls0 ws0">montażowej<span class="ff7"> </span></div></div><div class="c x3 y4d9 w39 h72"><div class="t m0 x52 h28 y4da ff1 fs5 fc3 sc0 ls0 ws0">średnie<span class="ff2"> </span></div></div><div class="c xc9 y4d9 w5d h72"><div class="t m0 x33 h28 y4da ff2 fs5 fc3 sc0 ls0 ws0">wysokie </div></div><div class="c x72 y4d9 w5e h72"><div class="t m0 x32 h28 y4da ff2 fs5 fc3 sc0 ls0 ws0">wysoki </div></div><div class="c xca y4d9 w5f h72"><div class="t m0 x31 h28 y4da ff2 fs5 fc3 sc0 ls0 ws0">wysoki </div></div><div class="c xc6 y4cb w5c h73"><div class="t m0 xc8 h26 y4dd ff8 fs5 fc3 sc0 ls0 ws0">Dostępności siły<span class="_ _3"></span> <span class="_ _6"></span>robocze<span class="_ _0"></span>j i zakłóceń </div><div class="t m0 xc8 h26 y4de ff8 fs5 fc3 sc0 ls0 ws0">łańcucha dostaw<span class="_ _3"></span><span class="ff7"> </span></div></div><div class="c x3 y4cb w39 h73"><div class="t m0 x52 h28 y4dd ff1 fs5 fc3 sc0 ls0 ws0">średnie<span class="ff2"> </span></div></div><div class="c xc9 y4cb w5d h73"><div class="t m0 x52 h28 y4dd ff1 fs5 fc3 sc0 ls0 ws0">średnie<span class="ff2"> </span></div></div><div class="c x72 y4cb w5e h73"><div class="t m0 x32 h28 y4dd ff2 fs5 fc3 sc0 ls0 ws0">wysoki </div></div><div class="c xca y4cb w5f h73"><div class="t m0 x57 h28 y4dd ff1 fs5 fc3 sc0 ls0 ws0">średni<span class="ff2"> </span></div></div><div class="c x8 y4df w5b h74"><div class="t m2 x1d h54 y4e0 ffb fs5 fc3 sc0 ls0 ws0">Zewnętrzne ryzyka<span class="_ _3"></span> </div><div class="t m2 x6e h54 y4d2 ffc fs5 fc3 sc0 ls0 ws0">finansowe</div><div class="t m2 x6e h54 y4e1 ffc fs5 fc3 sc0 ls0 ws0"> </div><div class="t m2 x4c h24 yd6 ffa fs5 fc3 sc0 ls0 ws0"> </div></div><div class="c xc6 y4e2 w5c h75"><div class="t m0 xc8 h26 y4d4 ff8 fs5 fc3 sc0 ls0 ws0">zmiany stóp proc<span class="_ _0"></span>entowych<span class="ff2"> </span></div></div><div class="c x3 y4e2 w39 h75"><div class="t m0 x33 h28 y4d4 ff2 fs5 fc3 sc0 ls0 ws0">wysokie </div></div><div class="c xc9 y4e2 w5d h75"><div class="t m0 x52 h28 y4d4 ff1 fs5 fc3 sc0 ls0 ws0">średnie<span class="ff2"> </span></div></div><div class="c x72 y4e2 w5e h75"><div class="t m0 x33 h28 y4d4 ff1 fs5 fc3 sc0 ls0 ws0">średni<span class="ff2"> </span></div></div><div class="c xca y4e2 w5f h75"><div class="t m0 x57 h28 y4d4 ff1 fs5 fc3 sc0 ls0 ws0">średni<span class="ff2"> </span></div></div><div class="c xc6 y4e3 w5c h75"><div class="t m0 xc8 h26 y4d4 ff8 fs5 fc3 sc0 ls0 ws0">zmiany kursów<span class="_ _0"></span> walut<span class="ff2"> </span></div></div><div class="c x3 y4e3 w39 h75"><div class="t m0 x52 h28 y4d4 ff1 fs5 fc3 sc0 ls0 ws0">średnie<span class="ff2"> </span></div></div><div class="c xc9 y4e3 w5d h75"><div class="t m0 x52 h28 y4d4 ff1 fs5 fc3 sc0 ls0 ws0">średnie <span class="ff2"> </span></div></div><div class="c x72 y4e3 w5e h75"><div class="t m0 x32 h28 y4d4 ff2 fs5 fc3 sc0 ls0 ws0">wysoki </div></div><div class="c xca y4e3 w5f h75"><div class="t m0 x31 h28 y4d4 ff2 fs5 fc3 sc0 ls0 ws0">wysoki </div></div><div class="c xc6 y4df w5c h76"><div class="t m0 xc8 h26 y4e4 ff8 fs5 fc3 sc0 ls0 ws0">związane z ogran<span class="_ _3"></span>i<span class="_ _6"></span>czenia<span class="_ _0"></span>mi w polityce<span class="_ _0"></span> </div><div class="t m0 xc8 h26 y4d2 ff8 fs5 fc3 sc0 ls0 ws0">kredytowej banków<span class="_ _0"></span>, w szc<span class="_ _0"></span>zególności w<span class="_ _0"></span> </div><div class="t m0 xc8 h26 y4d3 ff8 fs5 fc3 sc0 ls0 ws0">zakresie udziela<span class="_ _0"></span>nia kredytów </div><div class="t m0 xc8 h26 y4d4 ff7 fs5 fc3 sc0 ls0 ws0">inwestycyjnych<span class="_ _0"></span> i hipotecznyc<span class="_ _0"></span>h<span class="ff2"> </span></div></div><div class="c x3 y4df w39 h76"><div class="t m0 x33 h28 y4e4 ff2 fs5 fc3 sc0 ls0 ws0">wysokie </div></div><div class="c xc9 y4df w5d h76"><div class="t m0 x33 h28 y4e4 ff2 fs5 fc3 sc0 ls0 ws0">wysokie </div></div><div class="c x72 y4df w5e h76"><div class="t m0 x33 h28 y4e4 ff1 fs5 fc3 sc0 ls0 ws0">średni<span class="ff2"> </span></div></div><div class="c xca y4df w5f h76"><div class="t m0 x57 h28 y4e4 ff1 fs5 fc3 sc0 ls0 ws0">średni<span class="ff2"> </span></div></div><div class="c x8 y4e5 w5b h77"><div class="t m2 x4e h54 y4e6 ffc fs5 fc3 sc0 ls0 ws0">Ryzyka </div><div class="t m2 x59 h54 y4e7 ffb fs5 fc3 sc0 ls0 ws0">związane z </div><div class="t m2 xbc h54 y4e8 ffb fs5 fc3 sc0 ls0 ws0">koniunkturą</div><div class="t m2 xbc h24 y4e9 ffa fs5 fc3 sc0 ls0 ws0"> </div></div><div class="c xc6 y4ea w5c h78"><div class="t m0 xc8 h26 y4eb ff7 fs5 fc3 sc0 ls0 ws0">zmiana sytuac<span class="_ _0"></span>ji makroekono<span class="_ _0"></span>micznej i </div><div class="t m0 xc8 h26 y4ec ff7 fs5 fc3 sc0 ls0 ws0">koniunktury gos<span class="_ _0"></span>podarczej w <span class="_ _0"></span>Polsce </div></div><div class="c x3 y4ea w39 h78"><div class="t m0 x33 h28 y4eb ff2 fs5 fc3 sc0 ls0 ws0">wysokie </div></div><div class="c xc9 y4ea w5d h78"><div class="t m0 x33 h28 y4eb ff2 fs5 fc3 sc0 ls0 ws0">wysokie </div></div><div class="c x72 y4ea w5e h78"><div class="t m0 x32 h28 y4eb ff2 fs5 fc3 sc0 ls0 ws0">wysoki </div></div><div class="c xca y4ea w5f h78"><div class="t m0 x57 h28 y4eb ff1 fs5 fc3 sc0 ls0 ws0">średni<span class="ff2"> </span></div></div><div class="c xc6 y4e5 w5c h79"><div class="t m0 xc8 h26 y292 ff8 fs5 fc3 sc0 ls0 ws0">w branży budow<span class="_ _0"></span>lanej<span class="ff7"> </span></div></div><div class="c x3 y4e5 w39 h79"><div class="t m0 x33 h28 y292 ff2 fs5 fc3 sc0 ls0 ws0">wysokie </div></div><div class="c xc9 y4e5 w5d h79"><div class="t m0 x33 h28 y292 ff2 fs5 fc3 sc0 ls0 ws0">wysokie </div></div><div class="c x72 y4e5 w5e h79"><div class="t m0 x32 h28 y292 ff2 fs5 fc3 sc0 ls0 ws0">wysoki </div></div><div class="c xca y4e5 w5f h79"><div class="t m0 x57 h28 y292 ff1 fs5 fc3 sc0 ls0 ws0">średni<span class="ff2"> </span></div></div><div class="c x8 y4ed w5b h7a"><div class="t m2 x50 h54 y4ee ffc fs5 fc3 sc0 ls0 ws0">Ryzyka </div><div class="t m2 x62 h54 y4ef ffb fs5 fc3 sc0 ls0 ws0">związane z </div><div class="t m2 x51 h54 y4f0 ffc fs5 fc3 sc0 ls0 ws0">konkurencj</div><div class="t m2 xc4 h54 y4f1 ffb fs5 fc3 sc0 ls0 ws0">ą<span class="ffc"> </span></div></div><div class="c xc6 y4ed w5c h7a"><div class="t m0 xc8 h26 y4f2 ff8 fs5 fc3 sc0 ls0 ws0">w branży budow<span class="_ _0"></span>lanej<span class="ff7"> </span></div></div><div class="c x3 y4ed w39 h7a"><div class="t m0 x33 h28 y4f2 ff2 fs5 fc3 sc0 ls0 ws0">wysokie </div></div><div class="c xc9 y4ed w5d h7a"><div class="t m0 x33 h28 y4f2 ff2 fs5 fc3 sc0 ls0 ws0">wysokie </div></div><div class="c x72 y4ed w5e h7a"><div class="t m0 x32 h28 y4f2 ff2 fs5 fc3 sc0 ls0 ws0">wysoki </div></div><div class="c xca y4ed w5f h7a"><div class="t m0 x31 h28 y4f2 ff2 fs5 fc3 sc0 ls0 ws0">wysoki </div></div><div class="c x8 y4f3 w5b h7b"><div class="t m2 x62 h54 y4f4 ffb fs5 fc3 sc0 ls0 ws0">Zewnętrzne ryzyka<span class="_ _3"></span> </div><div class="t m2 x51 h54 y4f5 ffc fs5 fc3 sc0 ls0 ws0">prawne</div><div class="t m2 x51 h54 y4f6 ffc fs5 fc3 sc0 ls0 ws0"> </div></div><div class="c xc6 y36d w5c h7c"><div class="t m0 xc8 h26 y4f7 ff8 fs5 fc3 sc0 ls0 ws0">zmiany przepisów<span class="_ _3"></span> <span class="_ _6"></span>prawa<span class="_ _0"></span>, w </div><div class="t m0 xc8 h26 y4f8 ff8 fs5 fc3 sc0 ls0 ws0">szczególności <span class="_ _0"></span>prawa podatkow<span class="_ _3"></span>ego<span class="_ _6"></span><span class="ff7"> </span></div></div><div class="c x3 y36d w39 h7c"><div class="t m0 x52 h28 y4f7 ff1 fs5 fc3 sc0 ls0 ws0">średnie<span class="ff2"> </span></div></div><div class="c xc9 y36d w5d h7c"><div class="t m0 x52 h28 y4f7 ff1 fs5 fc3 sc0 ls0 ws0">średnie<span class="ff2"> </span></div></div><div class="c x72 y36d w5e h7c"><div class="t m0 x33 h28 y4f7 ff1 fs5 fc3 sc0 ls0 ws0">średni<span class="ff2"> </span></div></div><div class="c xca y36d w5f h7c"><div class="t m0 x57 h28 y4f7 ff1 fs5 fc3 sc0 ls0 ws0">średni<span class="ff2"> </span></div></div><div class="c xc6 y4f3 w5c h76"><div class="t m0 xc8 h26 y4e4 ff8 fs5 fc3 sc0 ls0 ws0">związane z brakie<span class="_ _3"></span>m<span class="_ _6"></span> spełn<span class="_ _0"></span>iania wymog<span class="_ _0"></span>ów </div><div class="t m0 xc8 h26 y4d2 ff8 fs5 fc3 sc0 ls0 ws0">prawnych przew<span class="_ _0"></span>idzianych d<span class="_ _0"></span>o rozpoczęcia<span class="_ _0"></span> </div><div class="t m0 xc8 h26 y4d3 ff7 fs5 fc3 sc0 ls0 ws0">inwestycji ora<span class="_ _0"></span>z ze stanem <span class="_ _0"></span>prawnym </div><div class="t m0 xc8 h26 y4d4 ff8 fs5 fc3 sc0 ls0 ws0">nieruchomości<span class="_ _0"></span><span class="ff7"> </span></div></div><div class="c x3 y4f3 w39 h76"><div class="t m0 x56 h28 y4e4 ff2 fs5 fc3 sc0 ls0 ws0">niskie </div></div><div class="c xc9 y4f3 w5d h76"><div class="t m0 x33 h28 y4e4 ff2 fs5 fc3 sc0 ls0 ws0">wysokie </div></div><div class="c x72 y4f3 w5e h76"><div class="t m0 x6a h28 y4e4 ff2 fs5 fc3 sc0 ls0 ws0">wysokie </div></div><div class="c xca y4f3 w5f h76"><div class="t m0 x7b h28 y4e4 ff1 fs5 fc3 sc0 ls0 ws0">średnie<span class="ff2"> </span></div></div><div class="c x8 y3ef w5b h7d"><div class="t m2 x4e h54 y4f9 ffb fs5 fc3 sc0 ls0 ws0">Ryzyka zwią<span class="_ _0"></span>zane </div><div class="t m2 x59 h54 y4fa ffb fs5 fc3 sc0 ls0 ws0">z bieżącą </div><div class="t m2 xbc h54 y4e7 ffb fs5 fc3 sc0 ls0 ws0">działalnością</div><div class="t m2 xbc h54 y4fb ffc fs5 fc3 sc0 ls0 ws0"> </div></div><div class="c xc6 y35b w5c h7e"><div class="t m0 xc8 h26 y4d4 ff8 fs5 fc3 sc0 ls0 ws0">związane z reali<span class="_ _0"></span>zacją strat<span class="_ _0"></span>egii rozwoju<span class="ff7"> </span></div></div><div class="c x3 y35b w39 h7e"><div class="t m0 x52 h28 y4d4 ff1 fs5 fc3 sc0 ls0 ws0">średnie<span class="ff2"> </span></div></div><div class="c xc9 y35b w5d h7e"><div class="t m0 x33 h28 y4d4 ff2 fs5 fc3 sc0 ls0 ws0">wysokie </div></div><div class="c x72 y35b w5e h7e"><div class="t m0 x2 h28 y4d4 ff1 fs5 fc3 sc0 ls0 ws0">średnie<span class="ff2"> </span></div></div><div class="c xca y35b w5f h7e"><div class="t m0 x7b h28 y4d4 ff1 fs5 fc3 sc0 ls0 ws0">średnie<span class="ff2"> </span></div></div><div class="c xc6 y4fc w5c h7f"><div class="t m0 xc8 h26 y28e ff8 fs5 fc3 sc0 ls0 ws0">związane z finans<span class="_ _3"></span>owaniem rozwoju </div><div class="t m0 xc8 h26 y141 ff7 fs5 fc3 sc0 ls0 ws0">kredytami bankowy<span class="_ _3"></span>m<span class="_ _6"></span>i </div></div><div class="c x3 y4fc w39 h7f"><div class="t m0 x33 h28 y28e ff2 fs5 fc3 sc0 ls0 ws0">wysokie </div></div><div class="c xc9 y4fc w5d h7f"><div class="t m0 x33 h28 y28e ff2 fs5 fc3 sc0 ls0 ws0">wysokie </div></div><div class="c x72 y4fc w5e h7f"><div class="t m0 x2 h28 y28e ff1 fs5 fc3 sc0 ls0 ws0">średnie<span class="ff2"> </span></div></div><div class="c xca y4fc w5f h7f"><div class="t m0 x33 h28 y28e ff2 fs5 fc3 sc0 ls0 ws0">wysokie </div></div><div class="c xc6 y3ef w5c h75"><div class="t m0 xc8 h26 y4d4 ff8 fs5 fc3 sc0 ls0 ws0">związane z infrastruk<span class="_ _0"></span>turą bud<span class="_ _0"></span>owlaną<span class="ff7"> </span></div></div><div class="c x3 y3ef w39 h75"><div class="t m0 x56 h28 y4d4 ff2 fs5 fc3 sc0 ls0 ws0">niskie </div></div><div class="c xc9 y3ef w5d h75"><div class="t m0 x52 h28 y4d4 ff1 fs5 fc3 sc0 ls0 ws0">średnie<span class="ff2"> </span></div></div><div class="c x72 y3ef w5e h75"><div class="t m0 x7b h28 y4d4 ff2 fs5 fc3 sc0 ls0 ws0">niskie </div></div><div class="c xca y3ef w5f h75"><div class="t m0 x56 h28 y4d4 ff2 fs5 fc3 sc0 ls0 ws0">niskie </div></div></div><div class="pi" ></div></div><div id="pf2c" class="pf w0 h0" ><div class="pc pc2c w0 h0"><img class="bi x6 y2b w4 h7" alt="" 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class="c x0 y0 w3 h0"><div class="t m0 x7 h8 y2c ff4 fs3 fc3 sc0 ls0 ws0">SPRAWOZDANE ZARZĄDU Z DZIAŁALNOŚCI<span class="ff3"> MIRBUD S.A. ZA <span class="ls4">ROK</span> <span class="ls5">20</span>21<span class="fc4"> </span></span></div><div class="t m0 x4 h6 y2d ff3 fs2 fc1 sc0 ls0 ws0"> </div></div><div class="c x4 y2e w5 h9"><div class="t m0 xc5 ha y2f ff2 fs4 fc3 sc0 ls0 ws0">MIRBUD <span class="ls6">| <span class="_ _6"></span></span>4.11 Czynniki ry<span class="_ _6"></span>zyka </div></div><div class="c x9 y2e w6 h9"><div class="t m0 xa hb y30 ff3 fs1 fc0 sc0 ls11 ws0">44<span class="fs2 ls0"> </span></div></div><div class="c x0 y0 w3 h0"><div class="t m0 x4 h6 y31 ff3 fs2 fc1 sc0 ls0 ws0"> </div></div><div class="c xb y32 w7 hc"><div class="t m0 xc hd y33 ff5 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c xc6 y341 w5c h6f"><div class="t m0 xc8 h26 y4d2 ff8 fs5 fc3 sc0 ls0 ws0">związane z odp<span class="_ _0"></span>owiedzialnośc<span class="_ _0"></span>ią za </div><div class="t m0 xc8 h26 y4d3 ff8 fs5 fc3 sc0 ls0 ws0">naruszenie przep<span class="_ _0"></span>isów ochro<span class="_ _0"></span>ny </div><div class="t m0 xc8 h26 y4d4 ff8 fs5 fc3 sc0 ls0 ws0">środowiska<span class="ff7"> </span></div></div><div class="c x3 y341 w39 h6f"><div class="t m0 x56 h28 y4d2 ff2 fs5 fc3 sc0 ls0 ws0">niskie </div></div><div class="c xc9 y341 w5d h6f"><div class="t m0 x52 h28 y4d2 ff1 fs5 fc3 sc0 ls0 ws0">średnie<span class="ff2"> </span></div></div><div class="c x72 y341 w5e h6f"><div class="t m0 x2 h28 y4d2 ff1 fs5 fc3 sc0 ls0 ws0">średnie<span class="ff2"> </span></div></div><div class="c xca y341 w5f h6f"><div class="t m0 x56 h28 y4d2 ff2 fs5 fc3 sc0 ls0 ws0">niskie </div></div><div class="c xc6 y47c w5c h80"><div class="t m0 xc8 h26 y4fd ff8 fs5 fc3 sc0 ls0 ws0">związane z kara<span class="_ _0"></span>mi za niewykona<span class="_ _3"></span>nie lub </div><div class="t m0 xc8 h26 y4d4 ff8 fs5 fc3 sc0 ls0 ws0">nieterminowe wyk<span class="_ _0"></span>onanie zleceń<span class="ff7"> </span></div></div><div class="c x3 y47c w39 h80"><div class="t m0 x52 h28 y4fd ff1 fs5 fc3 sc0 ls0 ws0">średnie<span class="ff2"> </span></div></div><div class="c xc9 y47c w5d h80"><div class="t m0 x52 h28 y4fd ff1 fs5 fc3 sc0 ls0 ws0">średnie<span class="ff2"> </span></div></div><div class="c x72 y47c w5e h80"><div class="t m0 x2 h28 y4fd ff1 fs5 fc3 sc0 ls0 ws0">średnie<span class="ff2"> </span></div></div><div class="c xca y47c w5f h80"><div class="t m0 x56 h28 y4fd ff2 fs5 fc3 sc0 ls0 ws0">niskie </div></div><div class="c xc6 y4fe w5c h81"><div class="t m0 xc8 h26 y4ff ff8 fs5 fc3 sc0 ls0 ws0">związane z ros<span class="_ _3"></span>z<span class="_ _6"></span>czeniami w<span class="_ _0"></span>obec Spółek <span class="_ _3"></span>z<span class="_ _6"></span> </div><div class="t m0 xc8 h26 y4e4 ff8 fs5 fc3 sc0 ls0 ws0">tytułu budowy<span class="_ _0"></span> mieszkań i ob<span class="_ _0"></span>iektów </div><div class="t m0 xc8 h26 y4d2 ff7 fs5 fc3 sc0 ls0 ws0">handlowo-<span class="ff8">usługowyc<span class="_ _0"></span>h, sprze<span class="_ _0"></span>daży lokali </span></div><div class="t m0 xc8 h26 y4d3 ff8 fs5 fc3 sc0 ls0 ws0">oraz z udzielenie<span class="_ _3"></span>m<span class="_ _6"></span> gwarancj<span class="_ _0"></span>i zapłaty <span class="_ _0"></span>za </div><div class="t m0 xc8 h26 y4d4 ff7 fs5 fc3 sc0 ls0 ws0">roboty budowlane <span class="_ _3"></span>  </div></div><div class="c x3 y4fe w39 h81"><div class="t m0 x56 h28 y4ff ff2 fs5 fc3 sc0 ls0 ws0">niskie </div></div><div class="c xc9 y4fe w5d h81"><div class="t m0 x52 h28 y4ff ff1 fs5 fc3 sc0 ls0 ws0">średnie<span class="ff2"> </span></div></div><div class="c x72 y4fe w5e h81"><div class="t m0 x2 h28 y4ff ff1 fs5 fc3 sc0 ls0 ws0">średnie<span class="ff2"> </span></div></div><div class="c xca y4fe w5f h81"><div class="t m0 x56 h28 y4ff ff2 fs5 fc3 sc0 ls0 ws0">niskie </div></div><div class="c xc6 y500 w5c h82"><div class="t m0 xc8 h26 y501 ff8 fs5 fc3 sc0 ls0 ws0">związane z proces<span class="_ _0"></span>em produkcy<span class="_ _0"></span>jnym<span class="ff7"> </span></div></div><div class="c x3 y500 w39 h82"><div class="t m0 x56 h28 y501 ff2 fs5 fc3 sc0 ls0 ws0">niskie </div></div><div class="c xc9 y500 w5d h82"><div class="t m0 x33 h28 y501 ff2 fs5 fc3 sc0 ls0 ws0">wysokie </div></div><div class="c x72 y500 w5e h82"><div class="t m0 x2 h28 y501 ff1 fs5 fc3 sc0 ls0 ws0">średnie<span class="ff2"> </span></div></div><div class="c xca y500 w5f h82"><div class="t m0 x56 h28 y501 ff2 fs5 fc3 sc0 ls0 ws0">niskie </div></div><div class="c x0 y0 w3 h0"><div class="t m0 x4 h83 y502 ff7 fs1 fc1 sc0 ls0 ws0"> </div><div class="t m0 x4 h10 y503 ff8 fs0 fc1 sc0 ls0 ws0">Ryzyko związane z konfliktem zbrojnym na Ukrainie<span class="ff7"> </span></div><div class="t m0 x4 ha y504 ff1 fs4 fc1 sc0 ls0 ws0">Na <span class="_ _5"></span>dzień<span class="_ _6"></span> <span class="_ _5"></span>sporządz<span class="_ _6"></span>enia <span class="_ _5"></span>nini<span class="_ _6"></span>ejszego <span class="_ _5"></span>sprawoz<span class="_ _6"></span>dania, <span class="_ _5"></span>z<span class="_ _6"></span>godnie <span class="_ _3"></span>z <span class="_ _5"></span>n<span class="_ _6"></span>ajlepszą <span class="_ _5"></span>wi<span class="_ _6"></span>edzą <span class="_ _5"></span>Z<span class="_ _6"></span>arządu, <span class="_ _5"></span>nie<span class="_ _6"></span> <span class="_ _5"></span>jest <span class="_ _3"></span>możliwe </div><div class="t m0 x4 ha y505 ff1 fs4 fc1 sc0 ls0 ws0">precyzyj<span class="_ _6"></span>ne <span class="_ _29"> </span>określenie <span class="_ _13"> </span>sku<span class="_ _6"></span>tków <span class="_ _29"> </span>wp<span class="_ _6"></span>ływu <span class="_ _29"> </span>k<span class="_ _6"></span>onfliktu <span class="_ _13"> </span>zbrojnego <span class="_ _13"> </span>na <span class="_ _13"> </span>Ukrai<span class="_ _6"></span>nie <span class="_ _29"> </span>n<span class="_ _6"></span>a <span class="_ _12"> </span>działalnoś<span class="_ _6"></span>ć <span class="_ _29"> </span>Sp<span class="_ _6"></span>ółki <span class="_ _29"> </span>w<span class="_ _6"></span> </div><div class="t m0 x4 ha y506 ff1 fs4 fc1 sc0 ls0 ws0">perspektywie średn<span class="_ _6"></span>io <span class="ff2">- </span>i długotermin<span class="_ _6"></span>owej.<span class="ff2"> </span></div><div class="t m0 x4 ha y1d0 ff2 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 x4 ha y1d1 ff1 fs4 fc1 sc0 ls0 ws0">W perspektywie krótkot<span class="_ _6"></span>erminowej możliwe jest wy<span class="_ _6"></span>stąpienie dalszego <span class="_ _6"></span>trwania bądź rozprz<span class="_ _6"></span>estrzeniania </div><div class="t m0 x4 ha y1d2 ff1 fs4 fc1 sc0 ls0 ws0">się konfliktu, co m<span class="_ _6"></span>oże się przełożyć <span class="_ _6"></span>na wyniki finansowe S<span class="_ _6"></span>półki.<span class="ff2"> </span></div><div class="t m0 x4 ha y1d3 ff2 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 x4 ha y19d ff2 fs4 fc1 sc0 ls0 ws0">W chwili obecnej w o<span class="_ _6"></span>bszarze <span class="ff1">usłu<span class="_ _6"></span>g budowlano –</span> <span class="ff1">mo<span class="_ _6"></span>ntażowych nie wys<span class="_ _6"></span>tępują opóźnienia w realizacj<span class="_ _6"></span>i </span></div><div class="t m0 x4 ha y19e ff1 fs4 fc1 sc0 ls0 ws0">kontraktów budowlany<span class="_ _6"></span>ch ze względu na konflikt. N<span class="_ _6"></span>ie jest jednak wyklucz<span class="_ _6"></span>one, iż w przypadku dalsz<span class="_ _6"></span>ego </div><div class="t m0 x4 ha y19f ff1 fs4 fc1 sc0 ls0 ws0">utrzymywania się tego<span class="_ _6"></span> stanu może dojść do <span class="_ _6"></span>pogorszen<span class="_ _6"></span>ia się wyniku finansoweg<span class="_ _6"></span>o realizowanyc<span class="_ _6"></span><span class="ff2 ls14">h </span></div><div class="t m0 x4 ha y507 ff1 fs4 fc1 sc0 ls0 ws0">kontraktów opóźn<span class="_ _6"></span>ień w realizacji kontraktów<span class="_ _6"></span> spowodowanych tzw. „s<span class="_ _6"></span>iłą wyższą”, w tym związa<span class="_ _6"></span>nych z: <span class="_ _10"></span><span class="ff2"> </span></div><div class="t m0 x35 ha y508 ff2 fs4 fc1 sc0 ls0 ws0"> <span class="_ _32"> </span><span class="ff1">ograniczeniem dostęp<span class="_ _6"></span>ności </span>i wzros<span class="_ _6"></span>tem cen <span class="ff1">mater<span class="_ _6"></span>iałów budowlanych, pal<span class="_ _6"></span>iw, usług, urządzeń;<span class="_ _6"></span></span> </div><div class="t m0 x35 ha y509 ff2 fs4 fc1 sc0 ls0 ws0"> <span class="_ _32"> </span>przerwaniem <span class="ff1">łańcuch<span class="_ _6"></span>ów dostaw;<span class="_ _6"></span></span> </div><div class="t m0 x35 ha y50a ff2 fs4 fc1 sc0 ls0 ws0"> <span class="_ _32"> </span>dynamicznym  wzrost<span class="ls14">em</span> <span class="_ _21"> </span><span class="ff1">cen  kluczowych <span class="_ _21"> </span>nośników  energetycznych <span class="_ _28"> </span>tj. <span class="_ _21"> </span>rop<span class="_ _6"></span></span>y  n<span class="_ _3"></span>aftow<span class="_ _6"></span><span class="ls14">ej</span>, <span class="_ _28"> </span>gazu </div><div class="t m0 x5 ha y50b ff2 fs4 fc1 sc0 ls0 ws0">ziemn<span class="ls14">ego</span>;<span class="_ _6"></span> </div><div class="t m0 x35 ha y31c ff2 fs4 fc1 sc0 ls0 ws0"> <span class="_ _32"> </span><span class="ff1">opóźnienia</span><span class="ls25">mi</span> <span class="ff1">ze stro<span class="_ _6"></span>ny podwyk<span class="_ _6"></span>onawców zatrudniającyc<span class="_ _6"></span>h pracowników z Ukrainy i<span class="_ _6"></span> Białorusi;<span class="_ _6"></span></span> </div><div class="t m0 x35 ha y408 ff2 fs4 fc1 sc0 ls0 ws0"> <span class="_ _32"> </span><span class="ff1">nadzwyczajnym spadki<span class="_ _6"></span>em wartości PLN <span class="_ _6"></span>–</span> <span class="ff1">wzrost cen <span class="_ _6"></span>materiałów w walutach<span class="_ _6"></span> obcych.<span class="_ _6"></span></span> </div><div class="t m0 x4 ha y50c ff2 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 x4 ha y50d ff2 fs4 fc1 sc0 ls0 ws0">W <span class="_ _f"></span>pers<span class="_ _6"></span>pektywie <span class="_ _f"></span><span class="ff1">o<span class="_ _6"></span>becnego <span class="_ _e"></span>okresu <span class="_ _f"></span>roz<span class="_ _6"></span>liczeniowego <span class="_ _e"></span>Zarząd <span class="_ _e"></span>Emitenta <span class="_ _e"> </span>prz<span class="_ _6"></span>ewiduje <span class="_ _f"></span>moż<span class="_ _6"></span>liwy <span class="_ _f"></span>wpływ <span class="_ _e"> </span>teg<span class="_ _6"></span>o </span></div><div class="t m0 x4 ha y50e ff2 fs4 fc1 sc0 ls0 ws0">ryzyka <span class="_ _21"> </span>na <span class="_ _21"> </span>wynik <span class="_ _21"> </span>finansowy <span class="_ _21"> </span>- <span class="_ _21"> </span><span class="ff1">obniżenie <span class="_ _21"> </span></span><span class="ls14">o <span class="_ _21"> </span></span>ok. <span class="_ _21"> </span>3<span class="ls14">0%</span>-<span class="ls14">40%<span class="_ _6"></span></span><span class="ff1">, <span class="_ _27"> </span>n<span class="_ _6"></span>ie <span class="_ _27"> </span>prz<span class="_ _6"></span>ewiduje <span class="_ _21"> </span>wpływu <span class="_ _21"> </span>na <span class="_ _27"> </span>kap<span class="_ _6"></span>itał <span class="_ _27"> </span>własny<span class="_ _6"></span> </span></div><div class="t m0 x4 ha y50f ff2 fs4 fc1 sc0 ls0 ws0">Emitenta. </div><div class="t m0 x4 ha y510 ff1 fs4 fc1 sc0 ls0 ws0">Emitent <span class="_ _6"></span>informuje, <span class="_ _6"></span>iż dz<span class="_ _6"></span>iałalność <span class="_ _6"></span>operacyjna <span class="_ _6"></span>jest <span class="_ _6"></span>prowadzona <span class="_ _6"></span>co d<span class="_ _6"></span>o zasady <span class="_ _10"></span>w <span class="_ _6"></span>trybi<span class="_ _6"></span>e nadzoru <span class="_ _6"></span>ciągłego.<span class="_ _6"></span> </div><div class="t m0 x4 ha y511 ff1 fs4 fc1 sc0 ls0 ws0">Według <span class="_ _10"></span>najlepsz<span class="_ _6"></span>ej <span class="_ _10"></span>wiedzy <span class="_ _10"></span>Zarządu <span class="_ _10"></span>Em<span class="_ _6"></span>itenta, <span class="_ _10"></span>na <span class="_ _10"></span>pods<span class="_ _6"></span>tawie <span class="_ _10"></span>prowadzonych <span class="_ _f"></span>analiz, <span class="_ _10"></span>sytuacja <span class="_ _f"></span>finansowa </div><div class="t m0 x4 ha y512 ff2 fs4 fc1 sc0 ls0 ws0">Emitenta oraz Grupy<span class="_ _6"></span> jest stabilna. <span class="_ _6"></span> </div><div class="t m0 x4 ha y513 ff1 fs4 fc1 sc0 ls0 ws0">Zarząd <span class="_ _27"> </span>Spółki<span class="ff2"> <span class="_ _27"> </span></span>na <span class="_ _27"> </span>bież<span class="_ _6"></span>ąco <span class="_ _27"> </span>monitoruje <span class="_ _27"> </span>sytuacj<span class="_ _6"></span>ę <span class="_ _1e"> </span>gospo<span class="_ _6"></span>darczą <span class="_ _1e"> </span>w <span class="_ _21"> </span>Polsce <span class="_ _1e"> </span>i <span class="_ _27"> </span>na <span class="_ _27"> </span>świ<span class="_ _6"></span>ecie, <span class="_ _1e"> </span>a <span class="_ _27"> </span>takż<span class="_ _6"></span>e <span class="_ _1e"> </span>ryz<span class="_ _6"></span>yka </div><div class="t m0 x4 ha y451 ff1 fs4 fc1 sc0 ls0 ws0">związane <span class="_ _6"></span>z <span class="_ _6"></span>działalnością <span class="_ _6"></span>E<span class="_ _6"></span>mitenta <span class="_ _6"></span>i <span class="_ _6"></span>poszczególnych <span class="_ _6"></span>s<span class="_ _6"></span>półek <span class="_ _6"></span>z <span class="_ _6"></span>Grupy. <span class="_ _6"></span>Emitent <span class="_ _6"></span>wskazuj<span class="_ _6"></span>e, <span class="_ _6"></span>że <span class="_ _6"></span>w <span class="_ _6"></span>zakresie </div><div class="t m0 x4 ha y452 ff1 fs4 fc1 sc0 ls0 ws0">wymaganym <span class="_ _e"> </span>przez <span class="_ _e"> </span>przepisy<span class="_ _6"></span> <span class="_ _f"></span>prawa <span class="_ _e"> </span>będzie <span class="_ _e"> </span>informował<span class="_ _6"></span> <span class="_ _f"></span>o <span class="_ _f"></span>n<span class="_ _6"></span>owych <span class="_ _f"></span>u<span class="_ _6"></span>warunkowaniach <span class="_ _e"> </span>m<span class="_ _6"></span>ającyc<span class="_ _6"></span>h <span class="_ _f"></span>istotny<span class="_ _6"></span> </div><div class="t m0 x4 ha y514 ff1 fs4 fc1 sc0 ls0 ws0">wpływ <span class="_ _27"> </span>na <span class="_ _27"> </span>działalność <span class="_ _27"> </span>oper<span class="_ _6"></span>acyjną, <span class="_ _1e"> </span>wy<span class="_ _6"></span>niki <span class="_ _1e"> </span>finanso<span class="_ _6"></span>we <span class="_ _27"> </span>oraz <span class="_ _27"> </span>perspektywy <span class="_ _27"> </span>Em<span class="_ _6"></span>itenta <span class="_ _1e"> </span>i<span class="_ _6"></span> <span class="_ _1e"> </span>grupy <span class="_ _27"> </span>kapit<span class="_ _6"></span>ałowej </div><div class="t m0 x4 ha y515 ff2 fs4 fc1 sc0 ls0 ws0">Emitenta.  </div></div></div><div class="pi" ></div></div><div id="pf2d" class="pf w0 h0" ><div class="pc pc2d w0 h0"><img class="bi x6 y2b w4 h7" alt="" 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"/><div class="c x0 y0 w3 h0"><div class="t m0 x7 h8 y2c ff4 fs3 fc3 sc0 ls0 ws0">SPRAWOZDANE ZARZĄDU Z DZIAŁALNOŚCI<span class="ff3"> MIRBUD S.A. ZA <span class="ls4">ROK</span> <span class="ls5">20</span>21<span class="fc4"> </span></span></div><div class="t m0 x4 h6 y2d ff3 fs2 fc1 sc0 ls0 ws0"> </div></div><div class="c x4 y2e w5 h9"><div class="t m0 xc5 ha y2f ff2 fs4 fc3 sc0 ls0 ws0">MIRBUD <span class="ls6">| <span class="_ _6"></span></span>4.11 Czynniki ry<span class="_ _6"></span>zyka </div></div><div class="c x9 y2e w6 h9"><div class="t m0 xa hb y30 ff3 fs1 fc0 sc0 ls11 ws0">45<span class="fs2 ls0"> </span></div></div><div class="c x0 y0 w3 h0"><div class="t m0 x4 h6 y31 ff3 fs2 fc1 sc0 ls0 ws0"> </div></div><div class="c xb y32 w7 hc"><div class="t m0 xc hd y33 ff5 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x0 y0 w3 h0"><div class="t m0 x4 h10 ya4 ff7 fs0 fc1 sc0 ls0 ws0">Ryzyko epidemiologiczne </div><div class="t m0 x4 ha y516 ff1 fs4 fc1 sc0 ls0 ws0">Na dzień pu<span class="_ _0"></span>blikacji niniejszego raportu, zgodnie z najlepszą wiedzą <span class="_ _3"></span>Z<span class="_ _6"></span>arządu Emitenta, nie <span class="_ _0"></span>jest możliwe </div><div class="t m0 x4 ha y517 ff2 fs4 fc1 sc0 ls0 ws0">precyz<span class="ff1">yj<span class="_ _6"></span>ne  określenie <span class="_ _21"> </span>s<span class="_ _6"></span>kutków  wpływu  epidemii  koronawirusa <span class="_ _29"> </span></span>lub  innych  epidemii  <span class="ff1">na  działalnoś<span class="_ _6"></span>ć </span></div><div class="t m0 x4 ha y518 ff1 fs4 fc1 sc0 ls0 ws0">Emitenta i grupy k<span class="_ _6"></span>apitałowej Emitenta w pers<span class="_ _6"></span>pektywie śr<span class="_ _6"></span>ednio <span class="ff2">- </span>i d<span class="_ _6"></span>ługoterminowej.<span class="_ _6"></span><span class="ff2">   </span></div><div class="t m0 x4 ha y519 ff1 fs4 fc1 sc0 ls0 ws0">Na <span class="_ _29"> </span>dzie<span class="_ _6"></span>ń <span class="_ _29"> </span>publ<span class="_ _6"></span>ikacji <span class="_ _29"> </span>raport<span class="_ _6"></span>u <span class="_ _29"> </span>w <span class="_ _13"> </span>Polsce <span class="_ _13"> </span>zni<span class="_ _6"></span>esion<span class="ff2">a <span class="_ _13"> </span></span>zo<span class="_ _6"></span>stał<span class="ff2">a <span class="_ _29"> </span></span>w<span class="_ _6"></span>iększość <span class="_ _13"> </span>ograniczeń <span class="_ _13"> </span>covidowy<span class="_ _6"></span><span class="ff2">ch <span class="_ _13"> </span>oraz </span></div><div class="t m0 x4 ha y51a ff1 fs4 fc1 sc0 ls0 ws0">obowiązkowa <span class="_ _6"></span>kwaratanna. <span class="_ _6"></span>Pozio<span class="_ _6"></span>m wys<span class="_ _6"></span>zczepienia <span class="_ _6"></span>społeczeńs<span class="_ _6"></span>twa, <span class="_ _10"></span><span class="ff2">niska l<span class="_ _6"></span>iczba </span>z<span class="_ _6"></span>achorowań <span class="_ _6"></span>oraz <span class="_ _6"></span><span class="ff2">nisk<span class="_ _6"></span>a </span></div><div class="t m0 x4 ha y51b ff2 fs4 fc1 sc0 ls0 ws0">liczba <span class="_ _24"> </span><span class="ff1">z<span class="_ _6"></span>achorowań <span class="_ _24"> </span>k<span class="_ _6"></span>ończącyc<span class="_ _6"></span>h <span class="_ _24"> </span>się <span class="_ _24"> </span>hospit<span class="_ _6"></span>alizacją <span class="_ _24"> </span>poz<span class="_ _6"></span>walają <span class="_ _32"> </span>przew<span class="_ _6"></span>idywać, <span class="_ _24"> </span>ż<span class="_ _6"></span>e <span class="_ _24"> </span>ogranicz<span class="_ _6"></span>enia </span></div><div class="t m0 x4 ha y51c ff1 fs4 fc1 sc0 ls0 ws0">pandemiczne <span class="_ _3"></span>oraz<span class="_ _6"></span> <span class="_ _3"></span>zakłócenia <span class="_ _3"></span>w fun<span class="ff2">k</span>cjonowaniu <span class="_ _3"></span>g<span class="_ _6"></span>ospodarki <span class="_ _3"></span>w <span class="_ _0"></span>dającej się <span class="_ _5"></span>przew<span class="_ _6"></span>idzieć <span class="_ _3"></span>k<span class="_ _6"></span>rótkoterminowej </div><div class="t m0 x4 ha yd7 ff1 fs4 fc1 sc0 ls0 ws0">przyszłośc<span class="_ _6"></span>i <span class="_ _3"></span>się <span class="_ _3"></span>n<span class="_ _6"></span>ie <span class="_ _3"></span>po<span class="_ _6"></span>wtórzą. Jednakże <span class="_ _3"></span>w<span class="_ _6"></span> <span class="_ _3"></span>przypadku<span class="_ _6"></span> <span class="_ _3"></span>p<span class="_ _6"></span>owrotu <span class="_ _3"></span>i<span class="_ _6"></span> <span class="_ _3"></span>dalsz<span class="_ _6"></span>ego <span class="_ _3"></span>roz<span class="_ _6"></span>przestrzeniania <span class="_ _0"></span>się <span class="_ _0"></span>epidemii </div><div class="t m0 x4 ha y51d ff2 fs4 fc1 sc0 ls0 ws0">koronawirusa <span class="_ _e"></span>lub <span class="_ _f"></span>innej <span class="_ _e"></span>epidemii <span class="_ _f"></span><span class="ff1 ls25">moż<span class="_ _6"></span><span class="ls0">liwe <span class="_ _f"></span>jest <span class="_ _f"></span>wy<span class="_ _6"></span>stąpienie <span class="_ _f"></span>nega<span class="_ _6"></span>tywnego <span class="_ _f"></span>wpływ<span class="_ _6"></span>u <span class="_ _f"></span>na <span class="_ _f"></span>wyniki <span class="_ _f"></span>f<span class="_ _6"></span>inansowe </span></span></div><div class="t m0 x4 ha y51e ff1 fs4 fc1 sc0 ls0 ws0">Emitenta i Grupy ze wzg<span class="_ _6"></span>lędu na następuj<span class="_ _6"></span>ące okoliczności:<span class="_ _6"></span><span class="ff2"> </span></div><div class="t m0 x35 ha y51f ff2 fs4 fc1 sc0 ls0 ws0"> <span class="_ _32"> </span><span class="ff1">W <span class="_ _0"></span>obszarze usług budowlano –<span class="ff2"> </span>montażowych nie <span class="_ _3"></span>wy<span class="_ _6"></span>stępują opóźnienia <span class="_ _0"></span>w realizacji kontraktów </span></div><div class="t m0 x5 ha y520 ff1 fs4 fc1 sc0 ls0 ws0">budowlanych <span class="_ _6"></span>ze <span class="_ _6"></span>względu n<span class="_ _6"></span>a wys<span class="_ _6"></span>tąpienie stanu <span class="_ _6"></span>epide<span class="_ _6"></span>micznego. Ni<span class="_ _6"></span>e jest <span class="_ _6"></span>jednak <span class="_ _6"></span>wykluczone, <span class="_ _6"></span>iż </div><div class="t m0 x5 ha y521 ff1 fs4 fc1 sc0 ls0 ws0">w <span class="_ _21"> </span>przypadku  dalszego <span class="_ _21"> </span>utrzymy<span class="_ _6"></span>wania <span class="_ _21"> </span>się <span class="_ _21"> </span>tego <span class="_ _21"> </span>s<span class="_ _6"></span>ta<span class="_ _6"></span>nu <span class="_ _21"> </span>może <span class="_ _21"> </span>doj<span class="_ _6"></span>ść <span class="_ _21"> </span>do <span class="_ _21"> </span>op<span class="_ _6"></span>óźnień <span class="_ _21"> </span>w <span class="_ _21"> </span>rea<span class="_ _6"></span>lizacji </div><div class="t m0 x5 ha y27f ff1 fs4 fc1 sc0 ls0 ws0">kontraktów spowodowa<span class="_ _6"></span>nych tzw. „siłą wyżs<span class="_ _6"></span>zą”, w tym związanych z<span class="_ _6"></span>:<span class="_ _6"></span><span class="ff2"> </span></div><div class="t m0 xcb ha ye0 ff10 fs4 fc1 sc0 ls0 ws0">o<span class="ff2"> <span class="_ _1f"> </span><span class="ff1">brakiem zachowania c<span class="_ _6"></span>iągłości w łańcuchach d<span class="_ _6"></span>ostaw dla budów,<span class="_ _6"></span></span> </span></div><div class="t m0 xcb ha y522 ff10 fs4 fc1 sc0 ls0 ws0">o<span class="ff2"> <span class="_ _1f"> </span><span class="ff1">zakłóceniami w ciąg<span class="_ _6"></span>łości finansowania inwesty<span class="_ _6"></span>cji,<span class="_ _6"></span></span> </span></div><div class="t m0 xcb ha y523 ff10 fs4 fc1 sc0 ls0 ws0">o<span class="ff2"> <span class="_ _1f"> </span><span class="ff1">absencją pracowników<span class="_ _6"></span>,</span> </span></div><div class="t m0 xcb ha y524 ff10 fs4 fc1 sc0 ls0 ws0">o<span class="ff2"> <span class="_ _1f"> </span><span class="ff1">opóźnieniami ze strony<span class="_ _6"></span> podwykonawców,<span class="_ _6"></span></span> </span></div><div class="t m0 xcb ha y525 ff10 fs4 fc1 sc0 ls0 ws0">o<span class="ff2"> <span class="_ _1f"> </span><span class="ff1">ograniczeniami w funkc<span class="_ _6"></span>jonowaniu władzy pub<span class="_ _6"></span>licznej,<span class="_ _6"></span></span> </span></div><div class="t m0 xcb ha y526 ff10 fs4 fc1 sc0 ls0 ws0">o<span class="ff2"> <span class="_ _1f"> </span><span class="ff1">decyzjami Zamawiaj<span class="_ _6"></span>ącego lub administracji pańs<span class="_ _6"></span>twowej o zawieszen<span class="_ _6"></span>iu prac,<span class="_ _6"></span></span> </span></div><div class="t m0 xcb ha y183 ff10 fs4 fc1 sc0 ls0 ws0">o<span class="ff2"> <span class="_ _1f"> </span>innymi, trudnymi do prz<span class="_ _6"></span>ewidzenia zdarzen<span class="_ _6"></span>iami.<span class="_ _6"></span> </span></div><div class="t m0 x4 ha y527 ff1 fs4 fc1 sc0 ls0 ws0">Emitent <span class="_ _6"></span>informuje, <span class="_ _6"></span>iż dz<span class="_ _6"></span>iałalność <span class="_ _6"></span>operacyjna <span class="_ _6"></span>jes<span class="_ _6"></span>t prowa<span class="_ _6"></span>dzona co <span class="_ _6"></span>do <span class="_ _6"></span>zasady <span class="_ _6"></span>w <span class="_ _6"></span>trybie nadzoru <span class="_ _6"></span>c<span class="_ _6"></span>iągłego. </div><div class="t m0 x4 ha y528 ff1 fs4 fc1 sc0 ls0 ws0">Według <span class="_ _10"></span>najlepsz<span class="_ _6"></span>ej <span class="_ _10"></span>wiedzy <span class="_ _10"></span>Zarządu <span class="_ _10"></span>Em<span class="_ _6"></span>itenta, <span class="_ _10"></span>na <span class="_ _10"></span>pods<span class="_ _6"></span>tawie <span class="_ _10"></span>prowadzonych <span class="_ _f"></span>analiz, <span class="_ _10"></span>sytuacja <span class="_ _f"></span>finansowa </div><div class="t m0 x4 ha y529 ff2 fs4 fc1 sc0 ls0 ws0">Emitenta oraz Grupy<span class="_ _6"></span> jest stabilna. <span class="_ _6"></span> </div><div class="t m0 x4 ha y52a ff1 fs4 fc1 sc0 ls0 ws0">Zarząd <span class="_ _f"></span>Emitenta <span class="_ _f"></span>na <span class="_ _f"></span>bieżąco <span class="_ _f"></span>monitoruje <span class="_ _f"></span>sytuację <span class="_ _f"></span>gospodarczą <span class="_ _f"></span>w <span class="_ _f"></span>Polsce <span class="_ _f"></span>i <span class="_ _f"></span>n<span class="_ _6"></span>a <span class="_ _f"></span>świecie, <span class="_ _f"></span>a <span class="_ _f"></span>także <span class="_ _f"></span>ryzyka </div><div class="t m0 x4 ha y52b ff1 fs4 fc1 sc0 ls0 ws0">związane <span class="_ _6"></span>z <span class="_ _6"></span>działalnością <span class="_ _6"></span>E<span class="_ _6"></span>mitenta <span class="_ _6"></span>i <span class="_ _6"></span>poszczególnych <span class="_ _6"></span>s<span class="_ _6"></span>półek <span class="_ _6"></span>z <span class="_ _6"></span>Grupy. <span class="_ _6"></span>Emitent <span class="_ _6"></span>wskazuj<span class="_ _6"></span>e, <span class="_ _6"></span>że <span class="_ _6"></span>w <span class="_ _6"></span>zakresie </div><div class="t m0 x4 ha y52c ff1 fs4 fc1 sc0 ls0 ws0">wymaganym <span class="_ _e"> </span>przez <span class="_ _e"> </span>przepisy<span class="_ _6"></span> <span class="_ _f"></span>prawa <span class="_ _e"> </span>będzie <span class="_ _e"> </span>informował<span class="_ _6"></span> <span class="_ _f"></span>o <span class="_ _f"></span>n<span class="_ _6"></span>owych <span class="_ _f"></span>u<span class="_ _6"></span>warunkowaniach <span class="_ _e"> </span>mających <span class="_ _e"> </span>istotny<span class="_ _6"></span> </div><div class="t m0 x4 ha y52d ff1 fs4 fc1 sc0 ls0 ws0">wpływ <span class="_ _27"> </span>na <span class="_ _27"> </span>działalność <span class="_ _27"> </span>oper<span class="_ _6"></span>acyjną, <span class="_ _1e"> </span>wy<span class="_ _6"></span>niki <span class="_ _27"> </span>finanso<span class="_ _6"></span>we <span class="_ _27"> </span>oraz <span class="_ _27"> </span>perspektywy <span class="_ _27"> </span>Em<span class="_ _6"></span>itenta <span class="_ _1e"> </span>i<span class="_ _6"></span> <span class="_ _1e"> </span>grupy <span class="_ _27"> </span>kapit<span class="_ _6"></span>ałowej </div><div class="t m0 x4 ha y52e ff2 fs4 fc1 sc0 ls0 ws0">Emitenta.  </div><div class="t m0 x4 h10 y1aa ff8 fs0 fc1 sc0 ls0 ws0">Zewnętrzne ryzyka finansowe<span class="ff7"> </span></div><div class="t m0 x4 h2f y52f ff8 fs2 fc1 sc0 ls0 ws0">Zarządzanie ryzyk<span class="_ _0"></span>iem finansowy<span class="_ _0"></span>m<span class="ff7"> </span></div><div class="t m0 x4 ha y530 ff2 fs4 fc1 sc0 ls0 ws0">Zarzadzanie <span class="_ _25"> </span>zasobami<span class="_ _6"></span> <span class="_ _26"> </span>finansowy<span class="_ _6"></span>mi <span class="_ _25"> </span>MIR<span class="_ _6"></span>BUD <span class="_ _25"> </span>S.A. <span class="_ _25"> </span><span class="ff1">zakład<span class="_ _6"></span>a <span class="_ _26"> </span>oparc<span class="_ _6"></span>ie <span class="_ _26"> </span>s<span class="_ _6"></span>truktury <span class="_ _25"> </span>finasowania <span class="_ _25"> </span>o </span></div><div class="t m0 x4 ha y531 ff1 fs4 fc1 sc0 ls0 ws0">długoterminowe <span class="_ _1e"> </span>źródła <span class="_ _1e"> </span>finansowan<span class="_ _6"></span>ia. <span class="_ _e"> </span>Spó<span class="_ _6"></span>łk<span class="ff2 ls14">a <span class="_ _1e"> </span><span class="ls0">finansuj<span class="_ _6"></span>e <span class="_ _e"> </span></span></span>prowadzo<span class="_ _6"></span>ną <span class="_ _e"> </span>dz<span class="_ _6"></span>iałalność <span class="_ _1e"> </span>w <span class="_ _1e"> </span><span class="ff2">70% <span class="_ _1e"> </span>w <span class="_ _1e"> </span>oparciu <span class="_ _1e"> </span>o </span></div><div class="t m0 x4 ha y532 ff1 fs4 fc1 sc0 ls0 ws0">kapitał obcy poprzez:<span class="_ _6"></span><span class="ff2"> </span></div><div class="t m0 x35 ha y533 ff2 fs4 fc1 sc0 ls0 ws0"> <span class="_ _32"> </span>k<span class="_ _6"></span>redyty, </div><div class="t m0 x35 ha y534 ff2 fs4 fc1 sc0 ls0 ws0"> <span class="_ _32"> </span><span class="ff1">poży<span class="_ _6"></span>czki,</span> </div><div class="t m0 x35 ha y1cc ff2 fs4 fc1 sc0 ls0 ws0"> <span class="_ _32"> </span>obl<span class="_ _6"></span>igacje </div><div class="t m0 x35 ha y535 ff2 fs4 fc1 sc0 ls0 ws0"> <span class="_ _32"> </span>z<span class="_ _6"></span>aliczki,  </div><div class="t m0 x35 ha y536 ff2 fs4 fc1 sc0 ls0 ws0"> <span class="_ _32"> </span>leasi<span class="_ _6"></span>ng, </div><div class="t m0 x35 ha y537 ff2 fs4 fc1 sc0 ls0 ws0"> <span class="_ _32"> </span>fac<span class="_ _6"></span>toring.  </div></div></div><div class="pi" ></div></div><div id="pf2e" class="pf w0 h0" ><div class="pc pc2e w0 h0"><img class="bi x6 y2b wd h7" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w3 h0"><div class="t m0 x7 h8 y2c ff4 fs3 fc3 sc0 ls0 ws0">SPRAWOZDANE ZARZĄDU Z DZIAŁALNOŚCI<span class="ff3"> MIRBUD S.A. ZA <span class="ls4">ROK</span> <span class="ls5">20</span>21<span class="fc4"> </span></span></div><div class="t m0 x4 h6 y2d ff3 fs2 fc1 sc0 ls0 ws0"> </div></div><div class="c x4 y2e w5 h9"><div class="t m0 xc5 ha y2f ff2 fs4 fc3 sc0 ls0 ws0">MIRBUD <span class="ls6">| <span class="_ _6"></span></span>4.11 Czynniki ry<span class="_ _6"></span>zyka </div></div><div class="c x9 y2e w6 h9"><div class="t m0 xa hb y30 ff3 fs1 fc0 sc0 ls11 ws0">46<span class="fs2 ls0"> </span></div></div><div class="c x0 y0 w3 h0"><div class="t m0 x4 h6 y31 ff3 fs2 fc1 sc0 ls0 ws0"> </div></div><div class="c xb y32 w7 hc"><div class="t m0 xc hd y33 ff5 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x0 y0 w3 h0"><div class="t m0 x4 ha y136 ff1 fs4 fc1 sc0 ls0 ws0">Spółk<span class="ff2">a </span>do<span class="_ _0"></span>kłada starań <span class="_ _3"></span>by<span class="_ _6"></span> <span class="_ _3"></span>fi<span class="_ _6"></span>nansowanie kapitałem ob<span class="_ _0"></span>cym było <span class="_ _3"></span>z<span class="_ _6"></span>dywersyfikowane, zarówno <span class="_ _0"></span>jeżeli <span class="_ _0"></span>chodzi </div><div class="t m0 x4 ha y168 ff1 fs4 fc1 sc0 ls0 ws0">o  instytucję  finansująca  jak  i <span class="_ _21"> </span>wy<span class="_ _6"></span>korzystywane  produkty  finansowe.  Strategia  Grupy  przewiduje  w </div><div class="t m0 x4 ha y169 ff1 fs4 fc1 sc0 ls0 ws0">kolejnych <span class="_ _13"> </span>latach, <span class="_ _13"> </span>dalszą <span class="_ _12"> </span>stopniową <span class="_ _13"> </span>zamianę <span class="_ _12"> </span>długu <span class="_ _13"> </span>krótkotermino<span class="_ _6"></span>wego <span class="_ _29"> </span>f<span class="_ _6"></span>inansującego <span class="_ _13"> </span>pojedync<span class="_ _6"></span>ze </div><div class="t m0 x4 ha y16a ff2 fs4 fc1 sc0 ls0 ws0">kontrakt<span class="ff1">y bu<span class="_ _0"></span>dowlane na <span class="_ _3"></span>finansowanie długoterminowe oraz <span class="_ _3"></span>w <span class="_ _0"></span>długoterminowej perspektywie <span class="_ _3"></span>s<span class="_ _6"></span>topniową </span></div><div class="t m0 x4 ha y2a0 ff1 fs4 fc1 sc0 ls0 ws0">redukcję zadłużenia. <span class="_ _6"></span><span class="ff2"> </span></div><div class="t m0 x4 ha y16c ff1 fs4 fc1 sc0 ls0 ws0">Monitorowanie <span class="_ _10"></span>efektywnoś<span class="_ _6"></span>ci <span class="_ _6"></span>zarządzania <span class="_ _6"></span>z<span class="_ _6"></span>asobami <span class="_ _6"></span>finansowy<span class="_ _6"></span>mi <span class="_ _6"></span>odbywa <span class="_ _10"></span>się <span class="_ _10"></span>m.in. <span class="_ _6"></span>przy <span class="_ _10"></span>wykorzystaniu </div><div class="t m0 x4 ha y16d ff1 fs4 fc1 sc0 ls0 ws0">wskaźników:<span class="_ _6"></span><span class="ff2"> </span></div></div><div class="c x4 y538 w60 h41"><div class="t m0 xc8 hf y539 ff8 fs4 fc1 sc0 ls0 ws0">Wskaźnik ogólnego zadłu<span class="_ _6"></span>żenia = <span class="_ _6"></span><span class="ffb">Zobowiązania ogó<span class="_ _6"></span>łem / Aktywa<span class="_ _6"></span><span class="ff7"> </span></span></div></div><div class="c x4 yd7 w60 h84"><div class="t m0 xc8 hf y17a ff8 fs4 fc1 sc0 ls0 ws0">Wskaźnik zadłużenia<span class="_ _6"></span> długoterminowego = <span class="_ _6"></span><span class="ffb">Zobowiązania dług<span class="_ _6"></span>oterminowe / Aktyw<span class="_ _6"></span>a<span class="_ _6"></span><span class="ff7"> </span></span></div></div><div class="c x4 y53a w60 h85"><div class="t m0 xc8 hf y2f ff8 fs4 fc1 sc0 ls0 ws0">Wskaźnik zadłużenia<span class="_ _6"></span> krótkoterminowego =<span class="_ _6"></span><span class="ffb">Zobowiązania k<span class="_ _6"></span>rótkoterminowe / <span class="_ _6"></span>Aktywa<span class="_ _6"></span><span class="ff7"> </span></span></div></div><div class="c x4 y53b w60 h86"><div class="t m0 xc8 hf yb7 ff8 fs4 fc1 sc0 ls0 ws0">Wskaźnik zadłużenia<span class="_ _6"></span> kapitału własnego = <span class="_ _6"></span><span class="ffb">Zobowiązania / Kapit<span class="_ _6"></span>ał własny<span class="_ _6"></span><span class="ff7"> </span></span></div></div><div class="c x0 y0 w3 h0"><div class="t m0 x4 ha y2a9 ff2 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 x4 ha y53c ff1 fs4 fc1 sc0 ls0 ws0">Grupa, <span class="_ _10"></span>prowadząc <span class="_ _10"></span>dzia<span class="_ _6"></span>łalność <span class="_ _10"></span>gospodarczą, <span class="_ _10"></span>narażo<span class="_ _6"></span>na <span class="_ _10"></span>jest <span class="_ _10"></span>na <span class="_ _10"></span>następujące <span class="_ _10"></span>ryzy<span class="_ _6"></span>ka: <span class="_ _6"></span>r<span class="_ _6"></span>yzyko <span class="_ _10"></span>kredytowe, </div><div class="t m0 x4 ha y53d ff1 fs4 fc1 sc0 ls0 ws0">ryzyko walutowe, ry<span class="_ _6"></span>zyko stóp procentowych, ryzy<span class="_ _6"></span>ko utraty płynności.<span class="_ _10"></span><span class="ff2"> </span></div><div class="t m0 x4 ha y53e ff2 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 x4 hf y53f ff8 fs4 fc1 sc0 ls0 ws0">Zarządzanie ryzykiem k<span class="_ _6"></span>redytowym<span class="_ _6"></span><span class="ff7"> </span></div><div class="t m0 x4 ha y540 ff1 fs4 fc1 sc0 ls0 ws0">Ryzyko <span class="_ _27"> </span>kredytowe <span class="_ _27"> </span>wynika <span class="_ _21"> </span>z <span class="_ _1e"> </span>sald <span class="_ _27"> </span>należnośc<span class="_ _6"></span>i <span class="_ _1e"> </span>handlow<span class="_ _6"></span>ych <span class="_ _27"> </span>pożyczek <span class="_ _27"> </span>oraz <span class="_ _27"> </span>środków <span class="_ _27"> </span>pien<span class="_ _6"></span>iężnych <span class="_ _1e"> </span>i <span class="_ _27"> </span>ich </div><div class="t m0 x4 ha y541 ff1 fs4 fc1 sc0 ls0 ws0">ekwiwalentów. <span class="_ _c"> </span>Odbiorcami <span class="_ _c"> </span>usług <span class="_ _1b"> </span>Sp<span class="_ _6"></span>ółki <span class="_ _1b"> </span>są <span class="_ _c"> </span>podmioty <span class="_ _c"> </span>krajowe. <span class="_ _1b"> </span>Odbiorc<span class="_ _6"></span>ów <span class="_ _1b"> </span>produk<span class="_ _6"></span>tów <span class="_ _1b"> </span>i <span class="_ _c"> </span>usług </div><div class="t m0 x4 ha y542 ff1 fs4 fc1 sc0 ls0 ws0">oferowanych przez MIR<span class="_ _6"></span>BUD S.A. można podz<span class="_ _6"></span>ielić na<span class="_ _6"></span> dwie grupy:<span class="_ _6"></span><span class="ff2"> </span></div><div class="t m0 x35 ha y543 ff2 fs4 fc1 sc0 ls0 ws0"> <span class="_ _32"> </span>podm<span class="_ _6"></span>ioty komercyjne, <span class="_ _6"></span> </div><div class="t m0 x35 ha y544 ff2 fs4 fc1 sc0 ls0 ws0"> <span class="_ _32"> </span><span class="ff1">j<span class="_ _6"></span>ednostki podlegające prze<span class="_ _6"></span>pisom Prawo zamówi<span class="_ _6"></span>eń publicznych.<span class="_ _6"></span></span> </div><div class="t m0 x4 ha y545 ff2 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 x4 ha y46a ff1 fs4 fc1 sc0 ls0 ws0">W <span class="_ _27"> </span>odn<span class="_ _6"></span>iesieniu <span class="_ _21"> </span>do <span class="_ _27"> </span>klient<span class="_ _6"></span>ów <span class="_ _27"> </span>k<span class="_ _6"></span>omercyjnych <span class="_ _21"> </span>Spółka <span class="_ _21"> </span>zarządza <span class="_ _21"> </span>ryzykiem <span class="_ _21"> </span>kredytowym <span class="_ _21"> </span>i <span class="_ _27"> </span>a<span class="_ _6"></span>nalizuje <span class="_ _21"> </span>je <span class="_ _27"> </span>dla </div><div class="t m0 x4 ha y546 ff1 fs4 fc1 sc0 ls0 ws0">każdego <span class="_ _14"> </span>nowego <span class="_ _14"> </span>k<span class="_ _6"></span>lienta <span class="_ _14"> </span>przed <span class="_ _14"> </span>zaw<span class="_ _6"></span>arciem <span class="_ _14"> </span>umowy<span class="_ _6"></span><span class="ff2">, <span class="_ _14"> </span>m.in. <span class="_ _14"> </span>wyk<span class="_ _6"></span>orzystu</span>jąc<span class="_ _6"></span> <span class="_ _14"> </span>raporty <span class="_ _14"> </span>z <span class="_ _14"> </span>wywiadowni </div><div class="t m0 x4 ha y547 ff1 fs4 fc1 sc0 ls0 ws0">gospodarczyc<span class="_ _6"></span>h i dokumentowanie przez k<span class="_ _6"></span>ontrahenta źródła finansowan<span class="_ _6"></span>ia kontraktu budow<span class="_ _6"></span>lanego. <span class="_ _10"></span><span class="ff2"> </span></div><div class="t m0 x4 ha y548 ff2 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 x4 ha y443 ff1 fs4 fc1 sc0 ls0 ws0">W <span class="_ _f"></span>odniesien<span class="_ _6"></span>iu <span class="_ _f"></span>do <span class="_ _f"></span>j<span class="_ _6"></span>ednostek <span class="_ _e"></span>podlegających <span class="_ _e"></span>przepisom <span class="_ _e"></span>prawa <span class="_ _f"></span>za<span class="_ _6"></span>mówień <span class="_ _f"></span>public<span class="_ _6"></span>znych <span class="_ _f"></span>(m.in. <span class="_ _e"></span>GDDKiA,<span class="_ _6"></span> </div><div class="t m0 x4 ha y549 ff2 fs4 fc1 sc0 ls0 ws0">s<span class="ff1">amorządy) <span class="_ _13"> </span>z <span class="_ _13"> </span>uwagi <span class="_ _13"> </span>na <span class="_ _13"> </span>obowiązek <span class="_ _13"> </span>wcześniej<span class="_ _6"></span>sze<span class="_ _6"></span>go <span class="_ _29"> </span>zabudżetowa<span class="_ _6"></span>nia <span class="_ _29"> </span>prz<span class="_ _6"></span>ez <span class="_ _29"> </span>te <span class="_ _13"> </span>jednostki <span class="_ _13"> </span>kosztów<span class="_ _6"></span> </span></div><div class="t m0 x4 ha y54a ff1 fs4 fc1 sc0 ls0 ws0">zawieranej umowy o ro<span class="_ _6"></span>boty budowlane ryz<span class="_ _6"></span>yko kredytowe zdan<span class="_ _6"></span>iem Zarządu jest znikom<span class="_ _6"></span>e. <span class="_ _6"></span><span class="ff2"> </span></div><div class="t m0 x4 ha y54b ff1 fs4 fc1 sc0 ls0 ws0">Spółka  utrz<span class="_ _6"></span>ymuje  lokaty<span class="_ _6"></span>  –<span class="_ _6"></span><span class="ff2">  </span>depozyty<span class="_ _6"></span>  w  instytuc<span class="_ _6"></span>jach <span class="_ _29"> </span>finansowych,  kt<span class="_ _6"></span>óre  posi<span class="_ _6"></span>adają  wysok<span class="_ _6"></span>i  ranking </div><div class="t m0 x4 ha y54c ff2 fs4 fc1 sc0 ls0 ws0">kredytowy. </div><div class="t m0 x4 h10 y54d ff7 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x4 h2f y3e5 ff8 fs2 fc1 sc0 ls0 ws0">Zarządzanie ryzyk<span class="_ _0"></span>iem płynności<span class="_ _0"></span><span class="ff7"> </span></div><div class="t m0 x4 ha y54e ff1 fs4 fc1 sc0 ls0 ws0">Za zarządzanie płynnością finansową w Spółce odpowiada Zarząd. Podstawowymi celami zarządzania </div><div class="t m0 x4 ha y54f ff1 fs4 fc1 sc0 ls0 ws0">zasobami finansowymi<span class="_ _6"></span> i płynnością są: <span class="_ _6"></span><span class="ff2"> </span></div><div class="t m0 x35 ha y39a ff2 fs4 fc1 sc0 ls0 ws0"> <span class="_ _32"> </span><span class="ff1">z<span class="_ _6"></span>apewnienie stabilnego i ef<span class="_ _6"></span>ektywnego finansowan<span class="_ _6"></span>ia działalności,<span class="_ _6"></span></span> </div><div class="t m0 x35 ha y550 ff2 fs4 fc1 sc0 ls0 ws0"> <span class="_ _32"> </span><span class="ff1">c<span class="_ _6"></span>iągłe monitorowanie poz<span class="_ _6"></span>iomu zadłużenia,<span class="_ _6"></span></span> </div><div class="t m0 x35 ha y39c ff2 fs4 fc1 sc0 ls0 ws0"> <span class="_ _32"> </span>efekty<span class="_ _6"></span>w<span class="ff1">ne zarządzanie kap<span class="_ _6"></span>itałem obrotowym,<span class="_ _6"></span></span> </div><div class="t m0 x35 ha y39d ff2 fs4 fc1 sc0 ls0 ws0"> <span class="_ _32"> </span><span class="ff1">k<span class="_ _6"></span>oordynowanie <span class="_ _f"></span>prz<span class="_ _6"></span>ez <span class="_ _f"></span>Jednostkę <span class="_ _f"></span>Do<span class="_ _6"></span>minującą <span class="_ _f"></span>procesó<span class="_ _6"></span>w <span class="_ _f"></span>zarządzania <span class="_ _e"></span>płynnością <span class="_ _e"></span>finansową<span class="_ _10"></span></span> <span class="_ _f"></span>w </div><div class="t m0 x24 ha y39e ff1 fs4 fc1 sc0 ls0 ws0">spółkach Grupy.<span class="_ _6"></span><span class="ff2"> </span></div><div class="t m0 x4 ha yf4 ff1 fs4 fc1 sc0 ls0 ws0">Spółka zarządza ryz<span class="_ _6"></span>ykiem utraty płynności <span class="_ _6"></span>przez utrzymywanie wys<span class="_ _6"></span>tarczających śr<span class="_ _6"></span>odków pieniężnych, </div><div class="t m0 x4 ha y329 ff1 fs4 fc1 sc0 ls0 ws0">możliwość <span class="_ _1e"> </span>finansowania <span class="_ _1e"> </span>kredytami <span class="_ _1e"> </span>bankowymi<span class="_ _6"></span> <span class="_ _e"> </span>i <span class="_ _e"> </span>u<span class="_ _6"></span>trzymywanie <span class="_ _1e"> </span>linii <span class="_ _e"> </span>k<span class="_ _6"></span>redytowych <span class="_ _1e"> </span>wystarc<span class="_ _6"></span>zających <span class="_ _e"> </span>do </div><div class="t m0 x4 ha y3a0 ff1 fs4 fc1 sc0 ls0 ws0">spłacenia zobowiązań<span class="_ _6"></span> z chwila ich wymagalnośc<span class="_ _6"></span>i.<span class="_ _6"></span><span class="ff2"> </span></div></div></div><div class="pi" ></div></div><div id="pf2f" class="pf w0 h0" ><div class="pc pc2f w0 h0"><img class="bi x6 y2b wd h7" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w3 h0"><div class="t m0 x7 h8 y2c ff4 fs3 fc3 sc0 ls0 ws0">SPRAWOZDANE ZARZĄDU Z DZIAŁALNOŚCI<span class="ff3"> MIRBUD S.A. ZA <span class="ls4">ROK</span> <span class="ls5">20</span>21<span class="fc4"> </span></span></div><div class="t m0 x4 h6 y2d ff3 fs2 fc1 sc0 ls0 ws0"> </div></div><div class="c x4 y2e w5 h9"><div class="t m0 xc5 ha y2f ff2 fs4 fc3 sc0 ls0 ws0">MIRBUD <span class="ls6">| <span class="_ _6"></span></span>4.11 Czynniki ry<span class="_ _6"></span>zyka </div></div><div class="c x9 y2e w6 h9"><div class="t m0 xa hb y30 ff3 fs1 fc0 sc0 ls11 ws0">47<span class="fs2 ls0"> </span></div></div><div class="c x0 y0 w3 h0"><div class="t m0 x4 h6 y31 ff3 fs2 fc1 sc0 ls0 ws0"> </div></div><div class="c xb y32 w7 hc"><div class="t m0 xc hd y33 ff5 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x0 y0 w3 h0"><div class="t m0 x4 ha y136 ff1 fs4 fc1 sc0 ls0 ws0">Zarządzanie płynnością przez Spółkę obejmuje projekcję przepływów pieniężnych dla wszystkich walut </div><div class="t m0 x4 ha y168 ff2 fs4 fc1 sc0 ls0 ws0">i analizowanie, jaki p<span class="_ _6"></span>oz<span class="ff1">om aktywów p<span class="_ _6"></span>łynnych jest potrzebny do sp<span class="_ _6"></span>łaty zobowiązań.<span class="_ _6"></span></span> </div><div class="t m0 x4 ha y169 ff2 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 x4 ha y16a ff1 fs4 fc1 sc0 ls0 ws0">Nota <span class="_ _0"></span>nr <span class="_ _3"></span>14<span class="_ _6"></span>. <span class="_ _3"></span>zaw<span class="_ _6"></span>iera <span class="_ _3"></span>ana<span class="_ _6"></span>lizę <span class="_ _0"></span>zobowiązań Spółki <span class="_ _3"></span>, <span class="_ _0"></span>w <span class="_ _0"></span>odpowiednich przedziałach <span class="_ _3"></span>w<span class="_ _6"></span>iekowych na <span class="_ _3"></span>podstawie </div><div class="t m0 x4 ha y2a0 ff1 fs4 fc1 sc0 ls0 ws0">określonego do umow<span class="_ _6"></span>nego terminu wymag<span class="_ _6"></span>alności.<span class="_ _6"></span><span class="ff2"> </span></div><div class="t m0 x4 ha y2a1 ff2 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 x4 ha y2a2 ff1 fs4 fc1 sc0 ls0 ws0">Monitorowanie efektywności zarządzania płynn<span class="_ _6"></span>ością odbywa się <span class="_ _3"></span>m.<span class="_ _6"></span>in. <span class="_ _0"></span>przy wykorzystaniu wskaźników:<span class="_ _6"></span><span class="ff2"> </span></div><div class="t m0 x4 h3 y551 ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x4 y552 w60 h87"><div class="t m0 xc8 hf y41b ff8 fs4 fc1 sc0 ls0 ws0">Wskaźnik płynności bież<span class="_ _6"></span>ącej = Aktywa obrotowe /<span class="_ _6"></span>Zobowiązania krótkoterm<span class="_ _6"></span>inowe<span class="_ _6"></span><span class="ff7"> </span></div></div><div class="c x4 y553 w60 h88"><div class="t m0 xc8 hf y554 ff8 fs4 fc1 sc0 ls0 ws0">Wskaźnik przyspieszonej<span class="_ _6"></span> płynności = (Aktywa ob<span class="_ _6"></span>rotowe <span class="_ _6"></span><span class="ff7">- Zapasy - </span>K<span class="_ _6"></span>rótkoterminowe rozli<span class="_ _6"></span>czenia </div><div class="t m0 xc8 hf y555 ff8 fs4 fc1 sc0 ls0 ws0">międzyokresowe) / Zobo<span class="_ _6"></span>wiązan<span class="_ _6"></span>ia krótkoterminowe<span class="_ _6"></span><span class="ff7"> </span></div></div><div class="c x4 y556 w60 h89"><div class="t m0 xc8 hf y41b ff8 fs4 fc1 sc0 ls0 ws0">Wskaźnik płynności środ<span class="_ _6"></span>ków pieniężnych = <span class="_ _6"></span>Środki pieniężne / Zobow<span class="_ _6"></span>iązania krótkoterm<span class="_ _6"></span>inowe<span class="_ _10"></span><span class="ff7"> </span></div></div><div class="c x0 y0 w3 h0"><div class="t m0 x4 h10 y557 ff7 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x4 h10 y104 ff7 fs0 fc1 sc0 ls0 ws0">Ryzyko zmiany <span class="ff8">stóp</span> procentowych </div><div class="t m0 x4 ha y414 ff1 fs4 fc1 sc0 ls0 ws0">Spółk<span class="ff2">a <span class="_ _3"></span><span class="ff1">d<span class="_ _6"></span>la <span class="_ _3"></span>fi<span class="_ _6"></span>nansowania działalności <span class="_ _3"></span>inwesty<span class="_ _6"></span>cyjnej <span class="_ _0"></span>w <span class="_ _3"></span>d<span class="_ _6"></span>użym <span class="_ _3"></span>s<span class="_ _6"></span>topniu <span class="_ _3"></span>wy<span class="_ _6"></span>korzystuj<span class="_ _10"></span><span class="ff2">e <span class="_ _3"></span>kredy<span class="_ _6"></span>ty <span class="_ _3"></span>bankowe. Na </span></span></span></div><div class="t m0 x4 ha y19a ff1 fs4 fc1 sc0 ls0 ws0">koszty <span class="_ _10"></span>odsetek <span class="_ _10"></span>od <span class="_ _10"></span>kredytó<span class="_ _6"></span>w <span class="_ _6"></span>ma <span class="_ _10"></span>wpływ <span class="_ _f"></span>wysokość <span class="_ _10"></span>stopy <span class="_ _10"></span>bazowej <span class="_ _10"></span>WIBOR <span class="_ _10"></span>d<span class="_ _6"></span>la <span class="_ _6"></span>kre<span class="_ _6"></span>dytów <span class="_ _6"></span>z<span class="_ _6"></span>aciąganych <span class="_ _10"></span>w </div><div class="t m0 x4 ha yce ff1 fs4 fc1 sc0 ls0 ws0">złotych <span class="_ _24"> </span>polskich <span class="_ _24"> </span>i <span class="_ _24"> </span>EURIBOR <span class="_ _24"> </span>dla <span class="_ _24"> </span>kredytów <span class="_ _24"> </span>w <span class="_ _24"> </span>walucie <span class="_ _24"> </span>EURO. <span class="_ _24"> </span>Wzrost <span class="_ _24"> </span>wartośc<span class="_ _6"></span>i <span class="_ _24"> </span>indeksów<span class="_ _6"></span> </div><div class="t m0 x4 ha y4a9 ff1 fs4 fc1 sc0 ls0 ws0">WIBOR/EURIBOR <span class="_ _e"> </span>poprz<span class="_ _6"></span>ez <span class="_ _e"> </span>wzrost <span class="_ _e"> </span>odsetek <span class="_ _e"> </span>od <span class="_ _e"> </span>kredytów <span class="_ _e"> </span>może <span class="_ _e"> </span>m<span class="_ _6"></span>ieć <span class="_ _f"></span>niek<span class="_ _6"></span>orzystny <span class="_ _e"> </span>wpływ <span class="_ _e"> </span>na <span class="_ _e"></span>sytuację </div><div class="t m0 x4 ha y558 ff1 fs4 fc1 sc0 ls0 ws0">finansową  Spółki. <span class="_ _21"> </span>W  przypadku  stwierdzenia <span class="_ _21"> </span>r<span class="_ _6"></span>yzyka  zmiany <span class="_ _21"> </span>stóp  procentowych.  Zarząd <span class="_ _21"> </span>S<span class="_ _6"></span>półk<span class="_ _6"></span><span class="ff2">i  <span class="ls29">w </span></span></div><div class="t m0 x4 ha y559 ff1 fs4 fc1 sc0 ls0 ws0">przypadku <span class="_ _28"> </span>finansowania <span class="_ _28"> </span>długotermi<span class="_ _6"></span>nowego <span class="_ _21"> </span>każd<span class="_ _6"></span>orazowo <span class="_ _21"> </span>rozpa<span class="_ _6"></span>trują  możliwość  zawarcia <span class="_ _21"> </span>transakc<span class="_ _6"></span>ji </div><div class="t m0 x4 ha y55a ff1 fs4 fc1 sc0 ls0 ws0">zabezpieczający<span class="_ _6"></span>ch stopę procentową (transakc<span class="_ _6"></span>je zamiany stóp procent<span class="_ _6"></span>owych <span class="_ _6"></span>–<span class="ff2"> strategia IR<span class="_ _6"></span>S, CIRS). </span></div><div class="t m0 x4 ha y4ad ff2 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 x4 ha y4ae ff1 fs4 fc1 sc0 ls0 ws0">Na <span class="_ _10"></span>dzień <span class="_ _10"></span>3<span class="ff2">1.<span class="_ _6"></span><span class="ls14">12</span>.202<span class="ls14">1 <span class="_ _10"></span></span>r<span class="_ _6"></span>. <span class="_ _10"></span>MIRBUD <span class="_ _f"></span></span>S.A. <span class="_ _10"></span> <span class="_ _10"></span>nie <span class="_ _10"></span>zawarł <span class="_ _f"></span><span class="ff2">transakcj<span class="_ _6"></span>i <span class="_ _10"></span></span>zabezpieczając<span class="ff2 lse">ych<span class="ls0"> <span class="_ _10"></span>stopy <span class="_ _f"></span>procentowe <span class="_ _10"></span>dla<span class="_ _6"></span> </span></span></div><div class="t m0 x4 ha y55b ff1 fs4 fc1 sc0 ls0 ws0">długoterminowych kr<span class="_ _6"></span>edytów.<span class="ff2"> </span></div></div><div class="c x8 y55c w61 h8a"><div class="t m0 xba h28 y55d ff1 fs5 fc0 sc0 ls0 ws0">Pozycje narażone na<span class="_ _3"></span> zmianę stóp </div><div class="t m0 x22 h28 y28e ff2 fs5 fc0 sc0 ls0 ws0">procentowych<span class="_ _0"></span> </div></div><div class="c xcc y55e w62 h8b"><div class="t m0 x32 h28 y55f ff1 fs5 fc0 sc0 ls0 ws0">Ryzyko przepływó<span class="_ _0"></span>w Pieniężna<span class="_ _0"></span>ch<span class="ff2"> </span></div></div><div class="c xcd y55e w63 h8b"><div class="t m0 x63 h28 y55f ff1 fs5 fc0 sc0 ls0 ws0">Ryzyko warto<span class="_ _0"></span>ści godziwej<span class="ff2"> </span></div></div><div class="c xcc y560 w64 h23"><div class="t m0 x44 h28 y17a ff2 fs5 fc0 sc0 ls0 ws0">Stan na: </div></div><div class="c xce y560 w65 h23"><div class="t m0 x47 h28 y17a ff2 fs5 fc0 sc0 ls0 ws0">Stan na: </div></div><div class="c xcd y560 w66 h23"><div class="t m0 x1d h28 y17a ff2 fs5 fc0 sc0 ls0 ws0">Stan na: </div></div><div class="c xcf y560 w67 h23"><div class="t m0 x4e h28 y17a ff2 fs5 fc0 sc0 ls0 ws0">Stan na: </div></div><div class="c xcc y55c w64 h8c"><div class="t m0 x52 h28 y17a ff2 fs5 fc0 sc0 ls0 ws0">31.<span class="ls13">12</span>.2021 </div></div><div class="c xce y55c w65 h8c"><div class="t m0 xba h28 y17a ff2 fs5 fc0 sc0 ls0 ws0">31.12.20<span class="ls13">20</span> </div></div><div class="c xcd y55c w66 h8c"><div class="t m0 x2d h28 y17a ff2 fs5 fc0 sc0 ls0 ws0">31.<span class="ls13">12</span>.2021 </div></div><div class="c xcf y55c w67 h8c"><div class="t m0 x48 h28 y17a ff2 fs5 fc0 sc0 ls0 ws0">31.12.20<span class="ls13">20</span> </div></div><div class="c x8 y561 w61 h25"><div class="t m0 x2f h28 y13a ff1 fs5 fc1 sc0 ls0 ws0">Zobowiązania z <span class="_ _0"></span>tytułu pożyczek<span class="_ _0"></span> i </div><div class="t m0 x2f h28 y13b ff1 fs5 fc1 sc0 ls0 ws0">kredytów<span class="ff2"> </span></div></div><div class="c xcc y561 w64 h25"><div class="t m0 x3a h28 y13b ff2 fs5 fc1 sc0 ls0 ws0">148 601 </div></div><div class="c xce y561 w65 h25"><div class="t m0 x73 h28 y13b ff2 fs5 fc1 sc0 ls0 ws0">118 248 </div></div><div class="c xcd y561 w66 h25"><div class="t m0 xc0 h28 y13b ff2 fs5 fc1 sc0 ls0 ws0">  </div></div><div class="c xcf y561 w67 h25"><div class="t m0 x8a h28 y13b ff2 fs5 fc1 sc0 ls0 ws0">  </div></div><div class="c x8 y562 w61 h37"><div class="t m0 x2f h28 y563 ff1 fs5 fc1 sc0 ls0 ws0">Pożyczki udzielone<span class="_ _3"></span><span class="ff2"> </span></div></div><div class="c xcc y562 w64 h37"><div class="t m0 x8d h28 y13b ff2 fs5 fc1 sc0 ls0 ws0">  </div></div><div class="c xce y562 w65 h37"><div class="t m0 x18 h28 y13b ff2 fs5 fc1 sc0 ls0 ws0">  </div></div><div class="c xcd y562 w66 h37"><div class="t m0 xc0 h28 y13b ff2 fs5 fc1 sc0 ls0 ws0">  </div></div><div class="c xcf y562 w67 h37"><div class="t m0 x8a h28 y13b ff2 fs5 fc1 sc0 ls0 ws0">  </div></div><div class="c x8 y4b7 w61 h33"><div class="t m0 x2f h28 y563 ff2 fs5 fc1 sc0 ls0 ws0">Inne aktywa finan<span class="_ _3"></span>s<span class="_ _6"></span>owe </div></div><div class="c xcc y4b7 w64 h33"><div class="t m0 x8d h28 y564 ff2 fs5 fc1 sc0 ls0 ws0">  </div></div><div class="c xce y4b7 w65 h33"><div class="t m0 x18 h28 y564 ff2 fs5 fc1 sc0 ls0 ws0">  </div></div><div class="c xcd y4b7 w66 h33"><div class="t m0 xc0 h28 y564 ff2 fs5 fc1 sc0 ls0 ws0">  </div></div><div class="c xcf y4b7 w67 h33"><div class="t m0 x8a h28 y564 ff2 fs5 fc1 sc0 ls0 ws0">  </div></div><div class="c x8 y36d w61 h33"><div class="t m0 x2f h28 y563 ff1 fs5 fc1 sc0 ls0 ws0">Inne zobowiązan<span class="_ _0"></span>ia finansowe<span class="ff2"> </span></div></div><div class="c xcc y36d w64 h33"><div class="t m0 x54 h28 y13b ff2 fs5 fc1 sc0 ls0 ws0">11 941 </div></div><div class="c xce y36d w65 h33"><div class="t m0 x51 h28 y13b ff2 fs5 fc1 sc0 ls0 ws0">13 519 </div></div><div class="c xcd y36d w66 h33"><div class="t m0 xc0 h28 y13b ff2 fs5 fc1 sc0 ls0 ws0">  </div></div><div class="c xcf y36d w67 h33"><div class="t m0 x8a h28 y13b ff2 fs5 fc1 sc0 ls0 ws0">  </div></div><div class="c x8 y565 w61 h23"><div class="t m0 x2f h26 y17a ff7 fs5 fc1 sc0 ls0 ws0">Razem </div></div><div class="c xcc y565 w64 h23"><div class="t m0 x3a h26 y13b ff7 fs5 fc1 sc0 ls0 ws0">160 542 </div></div><div class="c xce y565 w65 h23"><div class="t m0 x73 h26 y13b ff7 fs5 fc1 sc0 ls0 ws0">131 767 </div></div><div class="c xcd y565 w66 h23"><div class="t m0 xc0 h26 y13b ff7 fs5 fc1 sc0 ls0 ws0">  </div></div><div class="c xcf y565 w67 h23"><div class="t m0 x8a h26 y13b ff7 fs5 fc1 sc0 ls0 ws0">  </div></div><div class="c x0 y0 w3 h0"><div class="t m0 x4 h10 y566 ff7 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x4 h2f y567 ff8 fs2 fc1 sc0 ls0 ws0">Ryzyko zmiany s<span class="_ _0"></span>tóp pr<span class="_ _0"></span>ocentowych <span class="ff7">- <span class="ffb">wrażli<span class="_ _0"></span>wość na zmiany<span class="_ _0"></span><span class="ffc"> </span></span></span></div><div class="t m0 x4 ha y568 ff2 fs4 fc1 sc0 ls0 ws0">W <span class="_ _3"></span>celu <span class="_ _3"></span>prz<span class="_ _6"></span>eprowadzenia <span class="_ _3"></span>an<span class="_ _6"></span>alizy <span class="_ _3"></span><span class="ff1">wrażl<span class="_ _6"></span>iwości <span class="_ _3"></span>na <span class="_ _3"></span>zmi<span class="_ _6"></span>any <span class="_ _3"></span>stóp <span class="_ _3"></span>proc<span class="_ _6"></span>entowych, <span class="_ _3"></span>na <span class="_ _0"></span>podstawie <span class="_ _0"></span>historycznych </span></div><div class="t m0 x4 ha y25 ff1 fs4 fc1 sc0 ls0 ws0">zmian <span class="_ _1e"> </span>war<span class="_ _6"></span>tości <span class="_ _1e"> </span>oraz<span class="_ _6"></span> <span class="_ _1e"> </span>na <span class="_ _27"> </span>pods<span class="_ _6"></span>tawie <span class="_ _1e"> </span>wie<span class="_ _6"></span>dzy <span class="_ _1e"> </span>i <span class="_ _27"> </span>doświa<span class="_ _6"></span>dczenia <span class="_ _27"> </span>Spółki <span class="_ _27"> </span>w <span class="_ _27"> </span>zakresie <span class="_ _27"> </span>rynk<span class="_ _6"></span>ów <span class="_ _1e"> </span>finansowych,<span class="_ _f"></span><span class="ff2"> </span></div><div class="t m0 x4 ha y569 ff1 fs4 fc1 sc0 ls0 ws0">racjonalnie <span class="_ _6"></span>możliwych <span class="_ _6"></span>zmiany<span class="_ _6"></span> stóp <span class="_ _6"></span>procentowyc<span class="_ _6"></span>h, os<span class="_ _6"></span>zacowane <span class="_ _6"></span>zostały <span class="_ _6"></span>na dz<span class="_ _6"></span>ień <span class="_ _6"></span>3<span class="_ _6"></span><span class="ff2">1 gru<span class="_ _6"></span>dnia <span class="_ _6"></span><span class="ls8">20</span>21 roku </span></div><div class="t m0 x4 ha y3d2 ff2 fs4 fc1 sc0 ls0 ws0">i <span class="_ _0"></span>31 grudnia <span class="_ _3"></span>2<span class="_ _6"></span>0<span class="ls14">20</span> roku <span class="_ _0"></span>na poziomie <span class="ff1">–</span> <span class="ff1">1,0/+1,0 <span class="_ _0"></span>punktu procentowego (na <span class="_ _3"></span>dz<span class="_ _6"></span>ień 31 <span class="_ _3"></span>g<span class="_ _6"></span>rudnia <span class="_ _0"></span>201<span class="_ _6"></span><span class="ff2">9 roku <span class="_ _3"></span>n<span class="_ _6"></span>a </span></span></div><div class="t m0 x4 ha y56a ff1 fs4 fc1 sc0 ls0 ws0">tym samym poziomi<span class="_ _6"></span>e) dla złotego i euro. <span class="_ _6"></span><span class="ff2"> </span></div><div class="t m0 x4 ha y56b ff1 fs4 fc1 sc0 ls0 ws0">Poniżej <span class="_ _f"></span>podano <span class="_ _10"></span>wpływ<span class="_ _6"></span> <span class="_ _10"></span>z<span class="_ _6"></span>miany <span class="_ _10"></span>stóp<span class="_ _6"></span> <span class="_ _10"></span>proce<span class="_ _6"></span>ntowych <span class="_ _f"></span>na <span class="_ _f"></span>wynik <span class="_ _10"></span>netto <span class="_ _f"></span>i <span class="_ _10"></span>s<span class="_ _6"></span>umę <span class="_ _10"></span>b<span class="_ _6"></span>ilansową <span class="_ _f"></span>według <span class="_ _10"></span>s<span class="_ _6"></span>tanu <span class="_ _10"></span>n<span class="_ _6"></span>a </div><div class="t m0 x4 ha y56c ff2 fs4 fc1 sc0 ls0 ws0">dzi<span class="ff1">eń 3</span>0 grudnia <span class="_ _6"></span><span class="ls14">20</span>21 roku oraz 31 <span class="_ _6"></span>grudnia 20<span class="ls14">20</span> r<span class="_ _6"></span>oku. </div></div></div><div class="pi" ></div></div><div id="pf30" class="pf w0 h0" ><div class="pc pc30 w0 h0"><img class="bi x6 y2b w68 h7" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w3 h0"><div class="t m0 x7 h8 y2c ff4 fs3 fc3 sc0 ls0 ws0">SPRAWOZDANE ZARZĄDU Z DZIAŁALNOŚCI<span class="ff3"> MIRBUD S.A. ZA <span class="ls4">ROK</span> <span class="ls5">20</span>21<span class="fc4"> </span></span></div><div class="t m0 x4 h6 y2d ff3 fs2 fc1 sc0 ls0 ws0"> </div></div><div class="c x4 y2e w5 h9"><div class="t m0 xc5 ha y2f ff2 fs4 fc3 sc0 ls0 ws0">MIRBUD <span class="ls6">| <span class="_ _6"></span></span>4.11 Czynniki ry<span class="_ _6"></span>zyka </div></div><div class="c x9 y2e w6 h9"><div class="t m0 xa hb y30 ff3 fs1 fc0 sc0 ls11 ws0">48<span class="fs2 ls0"> </span></div></div><div class="c x0 y0 w3 h0"><div class="t m0 x4 h6 y31 ff3 fs2 fc1 sc0 ls0 ws0"> </div></div><div class="c xb y32 w7 hc"><div class="t m0 xc hd y33 ff5 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x0 y0 w3 h0"><div class="t m0 x4 ha y136 ff2 fs4 fc1 sc0 ls0 ws0"> </div></div><div class="c x8 y56d w69 h8d"><div class="t m0 xc8 h28 y56e ff1 fs5 fc0 sc0 ls0 ws0">Analiza wrażliwo<span class="_ _3"></span>ści <span class="_ _6"></span>pozycji<span class="_ _0"></span> narażon<span class="_ _0"></span>ych </div><div class="t m0 x6d h28 y56f ff1 fs5 fc0 sc0 ls0 ws0">na zmianę stóp pro<span class="_ _3"></span>centowych<span class="ff2"> </span></div></div><div class="c xd0 y570 w6a h8e"><div class="t m0 x3b h28 y571 ff2 fs5 fc0 sc0 ls0 ws0">  </div></div><div class="c x86 y570 w6b h8e"><div class="t m0 x31 h28 y571 ff1 fs5 fc0 sc0 ls0 ws0">Wpływ na zysk<span class="_ _0"></span>/(stratę netto)<span class="ff2"> </span></div></div><div class="c xd1 y570 w6c h8e"><div class="t m0 x21 h28 y571 ff1 fs5 fc0 sc0 ls0 ws0">Wpływ na sumę bila<span class="_ _0"></span>nsową<span class="ff2"> </span></div></div><div class="c xd0 y572 w6a h31"><div class="t m0 x6a h28 y573 ff2 fs5 fc0 sc0 ls0 ws0">Stan na: </div></div><div class="c x86 y56d w6d h8f"><div class="t m0 xa h28 y290 ff2 fs5 fc0 sc0 ls0 ws0">wzrost o 1 p.p. </div></div><div class="c xd2 y56d w54 h8f"><div class="t m0 x3d h28 y290 ff2 fs5 fc0 sc0 ls0 ws0">spadek o 1 p.p.<span class="_ _0"></span> </div></div><div class="c xd1 y56d w6e h8f"><div class="t m0 x30 h28 y290 ff2 fs5 fc0 sc0 ls0 ws0">wzrost o 1 p.p. </div></div><div class="c x60 y56d w6f h8f"><div class="t m0 xc8 h28 y290 ff2 fs5 fc0 sc0 ls0 ws0">spadek o 1p.p<span class="_ _0"></span>. </div></div><div class="c xd0 y56d w6a h31"><div class="t m0 x3b h28 y571 ff2 fs5 fc0 sc0 ls0 ws0">31.<span class="ls13">12</span>.2021 </div></div><div class="c x8 y574 w69 h90"><div class="t m0 x2f h28 y173 ff1 fs5 fc1 sc0 ls0 ws0">Zobowiązania z <span class="_ _0"></span>tytułu pożyczek<span class="_ _0"></span> i </div><div class="t m0 x2f h28 y564 ff1 fs5 fc1 sc0 ls0 ws0">kredytów<span class="ff2"> </span></div></div><div class="c xd0 y574 w6a h90"><div class="t m0 x57 h28 y564 ff2 fs5 fc1 sc0 ls0 ws0">148 601 </div></div><div class="c x86 y574 w70 h90"><div class="t m0 x63 h28 y564 ff2 fs5 fc1 sc0 ls0 ws0">-1 204 </div></div><div class="c xd2 y574 w71 h90"><div class="t m0 x73 h28 y564 ff2 fs5 fc1 sc0 ls0 ws0">1 204 </div></div><div class="c xd3 y574 w72 h90"><div class="t m0 x25 h28 y564 ff2 fs5 fc1 sc0 ls0 ws0">1 486 </div></div><div class="c xd4 y574 w73 h90"><div class="t m0 x54 h28 y564 ff2 fs5 fc1 sc0 ls0 ws0">-1 486 </div></div><div class="c x8 y4a0 w69 h31"><div class="t m0 x2f h28 y573 ff1 fs5 fc1 sc0 ls0 ws0">Pożyczki udzielone<span class="_ _3"></span><span class="ff2"> </span></div></div><div class="c xd0 y4a0 w6a h31"><div class="t m0 x4f h28 y13b ff2 fs5 fc1 sc0 ls0 ws0">  </div></div><div class="c x86 y4a0 w70 h31"><div class="t m0 xa5 h28 y13b ff2 fs5 fc1 sc0 ls0 ws0">  </div></div><div class="c xd2 y4a0 w71 h31"><div class="t m0 xa5 h28 y13b ff2 fs5 fc1 sc0 ls0 ws0">  </div></div><div class="c xd1 y4a0 w74 h31"><div class="t m0 xd5 h28 y13b ff2 fs5 fc1 sc0 ls0 ws0">  </div></div><div class="c xd4 y4a0 w75 h31"><div class="t m0 xd6 h28 y13b ff2 fs5 fc1 sc0 ls0 ws0">  </div></div><div class="c x8 y575 w69 h31"><div class="t m0 x2f h28 y571 ff2 fs5 fc1 sc0 ls0 ws0">Inne aktywa finan<span class="_ _3"></span>s<span class="_ _6"></span>owe </div></div><div class="c xd0 y575 w6a h31"><div class="t m0 x4f h28 y13b ff2 fs5 fc1 sc0 ls0 ws0">  </div></div><div class="c x86 y575 w70 h31"><div class="t m0 xa5 h28 y13b ff2 fs5 fc1 sc0 ls0 ws0">  </div></div><div class="c xd2 y575 w71 h31"><div class="t m0 xa5 h28 y13b ff2 fs5 fc1 sc0 ls0 ws0">  </div></div><div class="c xd1 y575 w74 h31"><div class="t m0 xd5 h28 y13b ff2 fs5 fc1 sc0 ls0 ws0">  </div></div><div class="c xd4 y575 w75 h31"><div class="t m0 xd6 h28 y13b ff2 fs5 fc1 sc0 ls0 ws0">  </div></div><div class="c x8 y576 w69 h91"><div class="t m0 x2f h28 y12f ff1 fs5 fc1 sc0 ls0 ws0">Inne zobowiązan<span class="_ _0"></span>ia finansowe<span class="ff2"> </span></div></div><div class="c xd0 y576 w6a h91"><div class="t m0 x3b h28 y12f ff2 fs5 fc1 sc0 ls0 ws0">  </div></div><div class="c x86 y576 w70 h91"><div class="t m0 x3b h28 y12f ff2 fs5 fc1 sc0 ls0 ws0">  </div></div><div class="c xd2 y576 w71 h91"><div class="t m0 x3b h28 y12f ff2 fs5 fc1 sc0 ls0 ws0">  </div></div><div class="c xd1 y576 w6c h91"><div class="t m0 x3b h28 y12f ff2 fs5 fc1 sc0 ls0 ws0">  </div></div><div class="c x8 y433 w69 h8e"><div class="t m0 x2f h26 y571 ff7 fs5 fc1 sc0 ls0 ws0">Razem </div></div><div class="c xd0 y433 w6a h8e"><div class="t m0 x57 h26 y13b ff7 fs5 fc1 sc0 ls0 ws0">148 601 </div></div><div class="c x86 y433 w70 h8e"><div class="t m0 x63 h26 y13b ff7 fs5 fc1 sc0 ls0 ws0">-1 204 </div></div><div class="c xd2 y433 w71 h8e"><div class="t m0 x73 h26 y13b ff7 fs5 fc1 sc0 ls0 ws0">1 204 </div></div><div class="c xd1 y433 w74 h8e"><div class="t m0 x25 h26 y13b ff7 fs5 fc1 sc0 ls0 ws0">1 486 </div></div><div class="c xd4 y433 w75 h8e"><div class="t m0 x54 h26 y13b ff7 fs5 fc1 sc0 ls0 ws0">-1 486 </div></div><div class="c x0 y0 w3 h0"><div class="t m0 x4 ha y577 ff2 fs4 fc1 sc0 ls0 ws0"> </div></div><div class="c x8 y578 w76 h92"><div class="t m0 x2f h28 y56e ff2 fs5 fc0 sc0 ls0 ws0">Analiza <span class="ff1">wrażliwo<span class="_ _0"></span>ści pozycji nar<span class="_ _0"></span>ażonych </span></div><div class="t m0 x2d h28 y579 ff1 fs5 fc0 sc0 ls0 ws0">na zmianę stóp pro<span class="_ _3"></span>centowych<span class="ff2"> </span></div></div><div class="c xd7 y57a w77 h93"><div class="t m0 x2f h28 y13d ff2 fs5 fc0 sc0 ls0 ws0">  </div></div><div class="c x7 y57a w78 h93"><div class="t m0 x33 h28 y13d ff1 fs5 fc0 sc0 ls0 ws0">Wpływ na zysk<span class="_ _0"></span>/(stratę netto)<span class="ff2"> </span></div></div><div class="c xd8 y57a w79 h93"><div class="t m0 x55 h28 y13d ff1 fs5 fc0 sc0 ls0 ws0">Wpływ na sumę bila<span class="_ _0"></span>nsową<span class="ff2"> </span></div></div><div class="c xd7 y57b w77 h94"><div class="t m0 x32 h28 y571 ff2 fs5 fc0 sc0 ls0 ws0">Stan na: </div></div><div class="c x7 y578 w7a h4d"><div class="t m0 x6a h28 y4e0 ff2 fs5 fc0 sc0 ls0 ws0">wzrost o 1% </div></div><div class="c xd9 y578 w7b h4d"><div class="t m0 x28 h28 y4e0 ff2 fs5 fc0 sc0 ls0 ws0">spadek o 1<span class="_ _0"></span>% </div></div><div class="c xd8 y578 w7c h4d"><div class="t m0 x52 h28 y4e0 ff2 fs5 fc0 sc0 ls0 ws0">wzrost o 1% </div></div><div class="c xda y578 w7d h4d"><div class="t m0 x2 h28 y4e0 ff2 fs5 fc0 sc0 ls0 ws0">spadek o 1<span class="_ _0"></span>% </div></div><div class="c xd7 y578 w77 h94"><div class="t m0 xa h28 y13d ff2 fs5 fc0 sc0 ls0 ws0">31.12.2020 </div></div><div class="c x8 y57c w7e h25"><div class="t m0 x2f h28 y13a ff1 fs5 fc1 sc0 ls0 ws0">Zobowiązania z <span class="_ _0"></span>tytułu pożyczek<span class="_ _0"></span> i </div><div class="t m0 x2f h28 y13b ff1 fs5 fc1 sc0 ls0 ws0">kredytów<span class="ff2"> </span></div></div><div class="c xd7 y57c w77 h25"><div class="t m0 x2d h28 y13b ff2 fs5 fc1 sc0 ls0 ws0">118 248 </div></div><div class="c x3f y57c w6f h25"><div class="t m0 x25 h28 y13b ff2 fs5 fc1 sc0 ls0 ws0">-<span class="ls13">958</span> </div></div><div class="c xd9 y57c w7b h25"><div class="t m0 xbb h28 y13b ff2 fs5 fc1 sc0 ls13 ws0">958<span class="ls0"> </span></div></div><div class="c xd8 y57c w7f h25"><div class="t m0 xbb h28 y13b ff2 fs5 fc1 sc0 ls0 ws0">1 <span class="ls13">182</span> </div></div><div class="c xda y57c w7d h25"><div class="t m0 x73 h28 y13b ff2 fs5 fc1 sc0 ls0 ws0">-1 182 </div></div><div class="c x8 y57d w7e h27"><div class="t m0 x2f h28 y13d ff1 fs5 fc1 sc0 ls0 ws0">Pożyczki udzielone<span class="_ _3"></span><span class="ff2"> </span></div></div><div class="c xd7 y57d w77 h27"><div class="t m0 x1c h28 y13b ff2 fs5 fc1 sc0 ls0 ws0">  </div></div><div class="c x3f y57d w6f h27"><div class="t m0 x64 h28 y13b ff2 fs5 fc1 sc0 ls0 ws0">  </div></div><div class="c xd9 y57d w7b h27"><div class="t m0 x64 h28 y13b ff2 fs5 fc1 sc0 ls0 ws0">  </div></div><div class="c xd8 y57d w7c h27"><div class="t m0 xdb h28 y13b ff2 fs5 fc1 sc0 ls0 ws0">  </div></div><div class="c xda y57d w80 h27"><div class="t m0 xa1 h28 y13b ff2 fs5 fc1 sc0 ls0 ws0">  </div></div><div class="c x8 y57e w7e h94"><div class="t m0 x2f h28 y571 ff2 fs5 fc1 sc0 ls0 ws0">Inne aktywa finan<span class="_ _3"></span>s<span class="_ _6"></span>owe </div></div><div class="c xd7 y57e w77 h94"><div class="t m0 x1c h28 y13b ff2 fs5 fc1 sc0 ls0 ws0">  </div></div><div class="c x3f y57e w6f h94"><div class="t m0 x64 h28 y13b ff2 fs5 fc1 sc0 ls0 ws0">  </div></div><div class="c xd9 y57e w7b h94"><div class="t m0 x64 h28 y13b ff2 fs5 fc1 sc0 ls0 ws0">  </div></div><div class="c xd8 y57e w7c h94"><div class="t m0 xdb h28 y13b ff2 fs5 fc1 sc0 ls0 ws0">  </div></div><div class="c xda y57e w80 h94"><div class="t m0 xa1 h28 y13b ff2 fs5 fc1 sc0 ls0 ws0">  </div></div><div class="c x8 y57f w7e h95"><div class="t m0 x2f h28 y2f1 ff1 fs5 fc1 sc0 ls0 ws0">Inne zobowiązan<span class="_ _0"></span>ia finansowe<span class="ff2"> </span></div></div><div class="c xd7 y57f w77 h95"><div class="t m0 x48 h28 y13b ff2 fs5 fc1 sc0 ls0 ws0">13 519 </div></div><div class="c x3f y57f w6f h95"><div class="t m0 x3b h28 y2f1 ff2 fs5 fc1 sc0 ls0 ws0">  </div></div><div class="c xd9 y57f w7b h95"><div class="t m0 x3b h28 y2f1 ff2 fs5 fc1 sc0 ls0 ws0">  </div></div><div class="c xd8 y57f w81 h95"><div class="t m0 x3b h28 y2f1 ff2 fs5 fc1 sc0 ls0 ws0">  </div></div><div class="c x8 y580 w7e h94"><div class="t m0 x2f h26 y13d ff7 fs5 fc1 sc0 ls0 ws0">Razem </div></div><div class="c xd7 y580 w77 h94"><div class="t m0 x2d h26 y13b ff7 fs5 fc1 sc0 ls0 ws0">131 767 </div></div><div class="c x3f y580 w6f h94"><div class="t m0 x25 h26 y13b ff7 fs5 fc1 sc0 ls0 ws0">-<span class="ls13">958</span> </div></div><div class="c xd9 y580 w7b h94"><div class="t m0 xbb h26 y13b ff7 fs5 fc1 sc0 ls13 ws0">958<span class="ls0"> </span></div></div><div class="c xd8 y580 w7c h94"><div class="t m0 xbb h26 y13b ff7 fs5 fc1 sc0 ls0 ws0">1 182 </div></div><div class="c xda y580 w80 h94"><div class="t m0 x73 h26 y13b ff7 fs5 fc1 sc0 ls0 ws0">-1 182 </div></div><div class="c x0 y0 w3 h0"><div class="t m0 x4 h2f y581 ff7 fs2 fc1 sc0 ls0 ws0">Ryzyko <span class="ff8">zmiany ku<span class="_ _3"></span>rsów walut<span class="ff7"> </span></span></div><div class="t m0 x4 ha y582 ff2 fs4 fc1 sc0 ls0 ws0">MIRBUD <span class="_ _12"> </span>S.A<span class="_ _6"></span>. <span class="_ _13"> </span>g<span class="_ _6"></span>eneruje <span class="_ _12"> </span>pr<span class="_ _6"></span>zychody <span class="_ _12"> </span>w <span class="_ _12"> </span>wa<span class="_ _6"></span>lucie <span class="_ _12"> </span>obcej<span class="_ _6"></span>. <span class="_ _13"> </span>W <span class="_ _14"> </span><span class="ls14">20</span>21<span class="ff1">r <span class="_ _12"> </span>S<span class="_ _6"></span>półka <span class="_ _12"> </span>generował<span class="_ _6"></span>a <span class="_ _12"> </span>ponad <span class="_ _1d"> </span></span>19<span class="ls34">% </span></div><div class="t m0 x4 ha y46c ff1 fs4 fc1 sc0 ls0 ws0">przychodów  w  walucie  euro  i  był<span class="_ _0"></span>a  narażona  na  ryzyko  kursowe,  co <span class="_ _21"> </span>m<span class="_ _6"></span>ogło  obniżyć  efektywność </div><div class="t m0 x4 ha y46d ff1 fs4 fc1 sc0 ls0 ws0">realizowanych <span class="_ _10"></span>kontraktów <span class="_ _f"></span>budowlanych <span class="_ _10"></span>i <span class="_ _6"></span>może <span class="_ _f"></span>mieć <span class="_ _6"></span>wpływ <span class="_ _10"></span>na <span class="_ _10"></span>wielkość<span class="_ _6"></span> <span class="_ _6"></span>przy<span class="_ _6"></span>chodów <span class="_ _6"></span>i <span class="_ _10"></span>zy<span class="_ _10"></span>sków. <span class="_ _10"></span>Chcąc </div><div class="t m0 x4 ha y583 ff1 fs4 fc1 sc0 ls0 ws0">zminimalizować <span class="_ _10"></span>ryzyko <span class="_ _10"></span>kursowe <span class="_ _6"></span>Spółka <span class="_ _10"></span>zabezpiecz<span class="_ _6"></span>a <span class="_ _6"></span>poziom <span class="_ _6"></span>k<span class="_ _6"></span>ursu <span class="_ _6"></span>walutow<span class="_ _6"></span>ego <span class="_ _6"></span>zawierając <span class="_ _10"></span>transakcje </div><div class="t m0 x4 ha y584 ff2 fs4 fc1 sc0 ls0 ws0">typu <span class="_ _6"></span>FORW<span class="_ _6"></span>ARD. <span class="_ _6"></span>W <span class="_ _10"></span>2021 <span class="_ _10"></span><span class="ff1">Emitent <span class="_ _6"></span>z<span class="_ _6"></span>abezpieczał <span class="_ _6"></span>ś<span class="_ _6"></span>rednio <span class="_ _10"></span></span>ok. <span class="_ _6"></span>50% <span class="_ _10"></span>przyc<span class="_ _6"></span>hodu <span class="_ _6"></span>walutowego <span class="_ _10"></span>transakcj<span class="_ _6"></span>ami </div><div class="t m0 x4 ha y585 ff2 fs4 fc1 sc0 ls0 ws0">terminowymi <span class="ff1">sprz<span class="_ _6"></span>edaży walut.<span class="_ _6"></span></span> </div></div><div class="c x4 y586 w82 h96"><div class="t m0 x7b h15 y4d6 ff1 fs3 fc0 sc0 ls0 ws0">Pozycje narażone na zmianę kursów walut<span class="ff2"> </span></div></div><div class="c x3f y114 w83 h8c"><div class="t m0 xc4 h15 yb7 ff2 fs3 fc0 sc0 ls0 ws0">EUR </div></div><div class="c xd1 y114 w84 h8c"><div class="t m0 x1b h15 yb7 ff2 fs3 fc0 sc0 ls0 ws0">USD </div></div><div class="c x3f y587 w85 h37"><div class="t m0 x31 h15 y12b ff2 fs3 fc0 sc0 ls0 ws0">Stan na: </div></div><div class="c xdc y587 w86 h37"><div class="t m0 x19 h15 y12b ff2 fs3 fc0 sc0 ls0 ws0">Stan na: </div></div><div class="c xd1 y587 w87 h37"><div class="t m0 x31 h15 y12b ff2 fs3 fc0 sc0 ls0 ws0">Stan na: </div></div><div class="c xdd y587 w7b h37"><div class="t m0 x57 h15 y12b ff2 fs3 fc0 sc0 ls0 ws0">Stan na: </div></div><div class="c x3f y586 w85 h8c"><div class="t m0 x28 h15 y12b ff2 fs3 fc0 sc0 ls0 ws0">31.<span class="ls9">12</span>.2021 </div></div><div class="c xdc y586 w86 h8c"><div class="t m0 x33 h15 y12b ff2 fs3 fc0 sc0 ls0 ws0">31.12.2019 </div></div><div class="c xd1 y586 w87 h8c"><div class="t m0 x28 h15 y12b ff2 fs3 fc0 sc0 ls0 ws0">31.12.2020 </div></div><div class="c xdd y586 w7b h8c"><div class="t m0 xde h15 y12b ff2 fs3 fc0 sc0 ls0 ws0">31.12.2019 </div></div><div class="c x4 y588 w88 h37"><div class="t m0 x2f h15 y12b ff1 fs3 fc1 sc0 ls0 ws0">Zobowiązania z tytułu pożyczek i kredytów<span class="ff2"> </span></div></div><div class="c x7 y588 w40 h37"><div class="t m0 xc4 h15 y564 ff2 fs5 fc1 sc0 ls0 ws0"> <span class="fs3"> </span></div></div><div class="c x95 y588 w89 h37"><div class="t m0 xdf h15 y564 ff2 fs5 fc1 sc0 ls0 ws0"> <span class="fs3"> </span></div></div><div class="c xd3 y588 w40 h37"><div class="t m0 xc4 h15 y564 ff2 fs5 fc1 sc0 ls0 ws0"> <span class="fs3"> </span></div></div><div class="c xe0 y588 w30 h37"><div class="t m0 x64 h15 y564 ff2 fs5 fc1 sc0 ls0 ws0"> <span class="fs3"> </span></div></div><div class="c x4 y426 w88 h8c"><div class="t m0 x2f h15 yb7 ff1 fs3 fc1 sc0 ls0 ws0">Pożyczki udzielone<span class="ff2"> </span></div></div><div class="c x7 y426 w40 h8c"><div class="t m0 xc4 h15 y13b ff2 fs5 fc10 sc0 ls0 ws0"> <span class="fs3 fc1"> </span></div></div><div class="c x95 y426 w89 h8c"><div class="t m0 xdf h15 y13b ff2 fs5 fc1 sc0 ls0 ws0"> <span class="fs3"> </span></div></div><div class="c xd3 y426 w40 h8c"><div class="t m0 xc4 h15 y13b ff2 fs5 fc1 sc0 ls0 ws0"> <span class="fs3"> </span></div></div><div class="c xe0 y426 w30 h8c"><div class="t m0 x64 h15 y13b ff2 fs5 fc1 sc0 ls0 ws0"> <span class="fs3"> </span></div></div><div class="c x4 y589 w88 h8c"><div class="t m0 x2f h15 y12b ff1 fs3 fc1 sc0 ls0 ws0">Należności handlowe i pozostałe<span class="ff2"> </span></div></div><div class="c x7 y589 w40 h8c"><div class="t m0 xe1 h15 y13b ff2 fs5 fc1 sc0 ls0 ws0">48 109<span class="fs3"> </span></div></div><div class="c x95 y589 w89 h8c"><div class="t m0 xbb h15 y13b ff2 fs5 fc1 sc0 ls0 ws0">6 248<span class="fs3"> </span></div></div><div class="c xd3 y589 w40 h8c"><div class="t m0 xc4 h15 y13b ff2 fs5 fc1 sc0 ls0 ws0"> <span class="fs3"> </span></div></div><div class="c xe0 y589 w30 h8c"><div class="t m0 x64 h15 y13b ff2 fs5 fc1 sc0 ls0 ws0"> <span class="fs3"> </span></div></div><div class="c x4 y58a w88 h37"><div class="t m0 x2f h15 y12b ff1 fs3 fc1 sc0 ls0 ws0">Zobowiązania handlowe i pozostałe<span class="ff2"> </span></div></div><div class="c x7 y58a w40 h37"><div class="t m0 xc4 h15 y564 ff2 fs5 fc1 sc0 ls0 ws0"> <span class="fs3"> </span></div></div><div class="c x95 y58a w89 h37"><div class="t m0 xdf h15 y564 ff2 fs5 fc1 sc0 ls0 ws0"> <span class="fs3"> </span></div></div><div class="c xd3 y58a w40 h37"><div class="t m0 xc4 h15 y564 ff2 fs5 fc1 sc0 ls0 ws0"> <span class="fs3"> </span></div></div><div class="c xe0 y58a w30 h37"><div class="t m0 x64 h15 y564 ff2 fs5 fc1 sc0 ls0 ws0"> <span class="fs3"> </span></div></div><div class="c x4 y58b w88 h97"><div class="t m0 x2f h15 yb7 ff1 fs3 fc1 sc0 ls0 ws0">Środki pieniężne<span class="ff2"> </span></div></div><div class="c x7 y58b w40 h97"><div class="t m0 x63 h15 y13b ff2 fs5 fc1 sc0 ls0 ws0">5 538<span class="fs3"> </span></div></div><div class="c x95 y58b w89 h97"><div class="t m0 xbb h15 y13b ff2 fs5 fc1 sc0 ls0 ws0">3 127<span class="fs3"> </span></div></div><div class="c xd3 y58b w40 h97"><div class="t m0 xc4 h15 y13b ff2 fs5 fc1 sc0 ls0 ws0"> <span class="fs3"> </span></div></div><div class="c xe0 y58b w30 h97"><div class="t m0 x64 h15 y13b ff2 fs5 fc1 sc0 ls0 ws0"> <span class="fs3"> </span></div></div><div class="c x4 y11c w88 h8c"><div class="t m0 x2f h15 y12b ff2 fs3 fc1 sc0 ls0 ws0">Inne aktywa finansowe </div></div><div class="c x7 y11c w40 h8c"><div class="t m0 xc4 h15 y13b ff2 fs5 fc1 sc0 ls0 ws0"> <span class="fs3"> </span></div></div><div class="c x95 y11c w89 h8c"><div class="t m0 xdf h15 y13b ff2 fs5 fc1 sc0 ls0 ws0"> <span class="fs3"> </span></div></div><div class="c xd3 y11c w40 h8c"><div class="t m0 xc4 h15 y13b ff2 fs5 fc1 sc0 ls0 ws0"> <span class="fs3"> </span></div></div><div class="c xe0 y11c w30 h8c"><div class="t m0 x64 h15 y13b ff2 fs5 fc1 sc0 ls0 ws0"> <span class="fs3"> </span></div></div><div class="c x4 y58c w88 h8c"><div class="t m0 x2f h12 yb7 ff7 fs3 fc1 sc0 ls0 ws0">Razem </div></div><div class="c x7 y58c w40 h8c"><div class="t m0 xe1 h12 y13b ff7 fs5 fc1 sc0 ls0 ws0">53 647<span class="fs3"> </span></div></div><div class="c x95 y58c w89 h8c"><div class="t m0 xbb h12 y13b ff7 fs5 fc1 sc0 ls0 ws0">9 375<span class="fs3"> </span></div></div><div class="c xd3 y58c w40 h8c"><div class="t m0 xc4 h12 y13b ff7 fs5 fc1 sc0 ls0 ws0"> <span class="fs3"> </span></div></div><div class="c xe0 y58c w30 h8c"><div class="t m0 x64 h12 y13b ff7 fs5 fc1 sc0 ls0 ws0"> <span class="fs3"> </span></div></div><div class="c x0 y0 w3 h0"><div class="t m0 x4 h10 y58d ff7 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x4 h10 y58e ff7 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x4 h10 y58f ff7 fs0 fc1 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf31" class="pf w0 h0" ><div class="pc pc31 w0 h0"><img class="bi xe2 y2b w8a h7" alt="" 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"/><div class="c x0 y0 w3 h0"><div class="t m0 x7 h8 y2c ff4 fs3 fc3 sc0 ls0 ws0">SPRAWOZDANE ZARZĄDU Z DZIAŁALNOŚCI<span class="ff3"> MIRBUD S.A. ZA <span class="ls4">ROK</span> <span class="ls5">20</span>21<span class="fc4"> </span></span></div><div class="t m0 x4 h6 y2d ff3 fs2 fc1 sc0 ls0 ws0"> </div></div><div class="c x4 y2e w5 h9"><div class="t m0 xc5 ha y2f ff2 fs4 fc3 sc0 ls0 ws0">MIRBUD <span class="ls6">| <span class="_ _6"></span></span>4.11 Czynniki ry<span class="_ _6"></span>zyka </div></div><div class="c x9 y2e w6 h9"><div class="t m0 xa hb y30 ff3 fs1 fc0 sc0 ls11 ws0">49<span class="fs2 ls0"> </span></div></div><div class="c x0 y0 w3 h0"><div class="t m0 x4 h6 y31 ff3 fs2 fc1 sc0 ls0 ws0"> </div></div><div class="c xb y32 w7 hc"><div class="t m0 xc hd y33 ff5 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x0 y0 w3 h0"><div class="t m0 x4 h2f y34 ff7 fs2 fc1 sc0 ls0 ws0">Ryzyko zmiany <span class="ff8">ku<span class="_ _0"></span>rsów walut<span class="ff7"> - <span class="ffb">wraż<span class="_ _3"></span>l<span class="_ _6"></span>iwość na<span class="_ _0"></span> zmiany<span class="ffc"> </span></span></span></span></div><div class="t m0 x4 ha y590 ff1 fs4 fc1 sc0 ls0 ws0">W <span class="_ _1e"> </span>ce<span class="_ _6"></span>lu <span class="_ _1e"> </span>prz<span class="_ _6"></span>eprowadzenia <span class="_ _27"> </span>analizy <span class="_ _27"> </span>wrażliwości<span class="_ _6"></span> <span class="_ _1e"> </span>na <span class="_ _27"> </span>zmiany <span class="_ _27"> </span>kurs<span class="_ _6"></span>ów <span class="_ _21"> </span><span class="ff2">walut, <span class="_ _27"> </span>na <span class="_ _27"> </span>podstawie <span class="_ _27"> </span>history<span class="_ _6"></span>cznych </span></div><div class="t m0 x4 ha yf8 ff1 fs4 fc1 sc0 ls0 ws0">zmian <span class="_ _1e"> </span>war<span class="_ _6"></span>tości <span class="_ _1e"> </span>oraz<span class="_ _6"></span> <span class="_ _1e"> </span>na <span class="_ _27"> </span>pods<span class="_ _6"></span>tawie <span class="_ _1e"> </span>wie<span class="_ _6"></span>dzy <span class="_ _1e"> </span>i <span class="_ _27"> </span>doświa<span class="_ _6"></span>dczenia <span class="_ _27"> </span>Spółki <span class="_ _27"> </span>w <span class="_ _27"> </span>zakresie <span class="_ _27"> </span>rynk<span class="_ _6"></span>ów <span class="_ _1e"> </span>finansowych,<span class="_ _6"></span> </div><div class="t m0 x4 ha y2a0 ff1 fs4 fc1 sc0 ls0 ws0">zmiany <span class="_ _3"></span>kurs<span class="_ _6"></span>ów <span class="_ _3"></span>wa<span class="_ _6"></span>lut, <span class="_ _3"></span>które są <span class="_ _3"></span>„realnie <span class="_ _0"></span>możliwe”, oszacowane <span class="_ _3"></span>zostały na <span class="_ _3"></span>poziomie <span class="ff2">-</span>10%/+10% na <span class="_ _3"></span>dzień </div><div class="t m0 x4 ha y591 ff2 fs4 fc1 sc0 ls0 ws0">31 grudnia <span class="ls8">20</span>21 <span class="ff1">roku oraz na dzi<span class="_ _6"></span>eń 31 grudnia 20<span class="_ _6"></span></span><span class="ls8">20</span> roku.  </div><div class="t m0 x4 ha y592 ff2 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 x4 ha y593 ff1 fs4 fc1 sc0 ls0 ws0">Poniższa <span class="_ _21"> </span>tabela <span class="_ _27"> </span>przedst<span class="_ _6"></span>awia <span class="_ _27"> </span>wrażl<span class="_ _6"></span>iwość <span class="_ _27"> </span>wyniku <span class="_ _21"> </span>finansowego <span class="_ _21"> </span>netto <span class="_ _27"> </span>n<span class="_ _6"></span>a <span class="_ _27"> </span>racjon<span class="_ _6"></span>alnie <span class="_ _27"> </span>możliwe <span class="_ _21"> </span>zmiany </div><div class="t m0 x4 ha y594 ff1 fs4 fc1 sc0 ls0 ws0">kursów walutowych prz<span class="_ _6"></span>y założeniu niez<span class="_ _6"></span>miennych innych c<span class="_ _6"></span>zynników<span class="_ _6"></span><span class="ff2">. </span></div><div class="t m0 x4 ha y2a5 ff2 fs4 fc1 sc0 ls0 ws0"> </div></div><div class="c xac y361 w8b h98"><div class="t m0 x47 h15 y595 ff1 fs3 fc0 sc0 ls0 ws0">Analiza wrażliwości pozycji </div><div class="t m0 x31 h15 y596 ff1 fs3 fc0 sc0 ls0 ws0">narażonych na zmianę kursów </div><div class="t m0 x22 h15 y597 ff2 fs3 fc0 sc0 ls0 ws0">walut (euro) </div><div class="t m0 x20 h15 y12f ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c xe3 y598 w8c h99"><div class="t m0 x2f h15 y599 ff2 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c x5c y598 w8d h99"><div class="t m0 x28 h15 y599 ff1 fs3 fc0 sc0 ls0 ws0">Wpływ na zysk/(stratę netto)<span class="ff2"> </span></div></div><div class="c xe4 y598 w8e h99"><div class="t m0 xa h15 y599 ff1 fs3 fc0 sc0 ls0 ws0">Wpływ na sumę bilansową<span class="ff2"> </span></div></div><div class="c xe3 y32a w8c h99"><div class="t m0 x52 h15 y599 ff2 fs3 fc0 sc0 ls0 ws0">Stan na: </div></div><div class="c x5c y361 w8f h9a"><div class="t m0 x30 h15 y59a ff2 fs3 fc0 sc0 ls0 ws0">wzrost o 10% </div></div><div class="c xe5 y361 w40 h9a"><div class="t m0 x33 h15 y59b ff2 fs3 fc0 sc0 ls0 ws0">spadek o </div><div class="t m0 x47 h15 y4f9 ff2 fs3 fc0 sc0 ls9 ws0">10%<span class="ls0"> </span></div></div><div class="c xe4 y361 w8f h9a"><div class="t m0 x30 h15 y59a ff2 fs3 fc0 sc0 ls0 ws0">wzrost o 10% </div></div><div class="c xe6 y361 w90 h9a"><div class="t m0 x2c h15 y59b ff2 fs3 fc0 sc0 ls0 ws0">spadek o </div><div class="t m0 x56 h15 y4f9 ff2 fs3 fc0 sc0 ls9 ws0">10%<span class="ls0"> </span></div></div><div class="c xe3 y361 w8c h99"><div class="t m0 x30 h15 y599 ff2 fs3 fc0 sc0 ls0 ws0">31.<span class="ls9">12</span>.2021 </div></div><div class="c xac y59c w91 h9b"><div class="t m0 x2f h15 y20f ff1 fs3 fc1 sc0 ls0 ws0">Zobowiązania z tytułu pożyczek i </div><div class="t m0 x2f h15 yb5 ff1 fs3 fc1 sc0 ls0 ws0">kredytów<span class="ff2"> </span></div></div><div class="c xe3 y59c w92 h9b"><div class="t m0 xb2 h15 y564 ff2 fs5 fc1 sc0 ls0 ws0"> <span class="fs3"> </span></div></div><div class="c x5c y59c w93 h9b"><div class="t m0 xdf h15 y564 ff2 fs5 fc1 sc0 ls0 ws0"> <span class="fs3"> </span></div></div><div class="c xe5 y59c w94 h9b"><div class="t m0 xc4 h15 y564 ff2 fs5 fc1 sc0 ls0 ws0"> <span class="fs3"> </span></div></div><div class="c xe4 y59c w93 h9b"><div class="t m0 xdf h15 y564 ff2 fs5 fc1 sc0 ls0 ws0"> <span class="fs3"> </span></div></div><div class="c xe6 y59c w95 h9b"><div class="t m0 x25 h15 y564 ff2 fs5 fc1 sc0 ls0 ws0"> <span class="fs3"> </span></div></div><div class="c xac y4a6 w91 h9c"><div class="t m0 x2f h15 y59d ff1 fs3 fc1 sc0 ls0 ws0">Pożyczki udzielone<span class="ff2"> </span></div></div><div class="c xe3 y4a6 w92 h9c"><div class="t m0 xb2 h15 y13b ff2 fs5 fc10 sc0 ls0 ws0"> <span class="fs3 fc1"> </span></div></div><div class="c x5c y4a6 w93 h9c"><div class="t m0 xdf h15 y13b ff2 fs5 fc10 sc0 ls0 ws0"> <span class="fs3 fc1"> </span></div></div><div class="c xe5 y4a6 w94 h9c"><div class="t m0 xc4 h15 y13b ff2 fs5 fc10 sc0 ls0 ws0"> <span class="fs3 fc1"> </span></div></div><div class="c xe4 y4a6 w93 h9c"><div class="t m0 xdf h15 y13b ff2 fs5 fc10 sc0 ls0 ws0"> <span class="fs3 fc1"> </span></div></div><div class="c xe6 y4a6 w95 h9c"><div class="t m0 x25 h15 y13b ff2 fs5 fc10 sc0 ls0 ws0"> <span class="fs3 fc1"> </span></div></div><div class="c xac y59e w91 h9c"><div class="t m0 x2f h15 y59d ff1 fs3 fc1 sc0 ls0 ws0">Należności handlowe i pozostałe<span class="ff2"> </span></div></div><div class="c xe3 y59e w92 h9c"><div class="t m0 x49 h15 y13b ff2 fs5 fc1 sc0 ls0 ws0">48 109<span class="fs3"> </span></div></div><div class="c x5c y59e w93 h9c"><div class="t m0 x51 h15 y13b ff2 fs5 fc1 sc0 ls0 ws0">3 897<span class="fs3"> </span></div></div><div class="c xe5 y59e w94 h9c"><div class="t m0 x53 h15 y13b ff2 fs5 fc1 sc0 ls0 ws0">-3 897<span class="fs3"> </span></div></div><div class="c xe4 y59e w93 h9c"><div class="t m0 x51 h15 y13b ff2 fs5 fc1 sc0 ls0 ws0">4 811<span class="fs3"> </span></div></div><div class="c xe6 y59e w95 h9c"><div class="t m0 x48 h15 y13b ff2 fs5 fc1 sc0 ls0 ws0">-4 811<span class="fs3"> </span></div></div><div class="c xac y59f w91 h9c"><div class="t m0 x2f h15 y59d ff1 fs3 fc1 sc0 ls0 ws0">Zobowiązania handlowe i pozostałe<span class="ff2"> </span></div></div><div class="c xe3 y59f w92 h9c"><div class="t m0 xb2 h15 y13b ff2 fs5 fc1 sc0 ls0 ws0"> <span class="fs3"> </span></div></div><div class="c x5c y59f w93 h9c"><div class="t m0 xdf h15 y13b ff2 fs5 fc1 sc0 ls0 ws0"> <span class="fs3"> </span></div></div><div class="c xe5 y59f w94 h9c"><div class="t m0 xc4 h15 y13b ff2 fs5 fc1 sc0 ls0 ws0"> <span class="fs3"> </span></div></div><div class="c xe4 y59f w93 h9c"><div class="t m0 xdf h15 y13b ff2 fs5 fc1 sc0 ls0 ws0"> <span class="fs3"> </span></div></div><div class="c xe6 y59f w95 h9c"><div class="t m0 x25 h15 y13b ff2 fs5 fc1 sc0 ls0 ws0"> <span class="fs3"> </span></div></div><div class="c xac y5a0 w91 h9c"><div class="t m0 x2f h15 y2f1 ff1 fs3 fc1 sc0 ls0 ws0">Środki pieniężne<span class="ff2"> </span></div></div><div class="c xe3 y5a0 w92 h9c"><div class="t m0 x6e h15 y13b ff2 fs5 fc1 sc0 ls0 ws0">5 538<span class="fs3"> </span></div></div><div class="c x5c y5a0 w93 h9c"><div class="t m0 x22 h15 y13b ff2 fs5 fc1 sc0 ls13 ws0">449<span class="fs3 ls0"> </span></div></div><div class="c xe5 y5a0 w94 h9c"><div class="t m0 xb6 h15 y13b ff2 fs5 fc1 sc0 ls0 ws0">-<span class="ls13">449</span><span class="fs3"> </span></div></div><div class="c xe4 y5a0 w93 h9c"><div class="t m0 x22 h15 y13b ff2 fs5 fc1 sc0 ls13 ws0">554<span class="fs3 ls0"> </span></div></div><div class="c xe6 y5a0 w95 h9c"><div class="t m0 x45 h15 y13b ff2 fs5 fc1 sc0 ls0 ws0">-<span class="ls13">554</span><span class="fs3"> </span></div></div><div class="c xac y5a1 w91 h99"><div class="t m0 x2f h15 y5a2 ff2 fs3 fc1 sc0 ls0 ws0">Inne aktywa finansowe </div></div><div class="c xe3 y5a1 w92 h99"><div class="t m0 xb2 h15 y13b ff2 fs5 fc1 sc0 ls0 ws0"> <span class="fs3"> </span></div></div><div class="c x5c y5a1 w93 h99"><div class="t m0 xdf h15 y13b ff2 fs5 fc1 sc0 ls0 ws0"> <span class="fs3"> </span></div></div><div class="c xe5 y5a1 w94 h99"><div class="t m0 xc4 h15 y13b ff2 fs5 fc1 sc0 ls0 ws0"> <span class="fs3"> </span></div></div><div class="c xe4 y5a1 w93 h99"><div class="t m0 xdf h15 y13b ff2 fs5 fc1 sc0 ls0 ws0"> <span class="fs3"> </span></div></div><div class="c xe6 y5a1 w95 h99"><div class="t m0 x25 h15 y13b ff2 fs5 fc1 sc0 ls0 ws0"> <span class="fs3"> </span></div></div><div class="c xac y5a3 w91 h99"><div class="t m0 x2f h12 y5a2 ff7 fs3 fc1 sc0 ls0 ws0">Razem </div></div><div class="c xe3 y5a3 w92 h99"><div class="t m0 x49 h12 y13b ff7 fs5 fc1 sc0 ls0 ws0">53 647<span class="fs3"> </span></div></div><div class="c x5c y5a3 w93 h99"><div class="t m0 x51 h12 y13b ff7 fs5 fc1 sc0 ls0 ws0">4 345<span class="fs3"> </span></div></div><div class="c xe5 y5a3 w94 h99"><div class="t m0 x53 h12 y13b ff7 fs5 fc1 sc0 ls0 ws0">-4 345<span class="fs3"> </span></div></div><div class="c xe4 y5a3 w93 h99"><div class="t m0 x51 h12 y13b ff7 fs5 fc1 sc0 ls0 ws0">5 365<span class="fs3"> </span></div></div><div class="c xe6 y5a3 w95 h99"><div class="t m0 x48 h12 y13b ff7 fs5 fc1 sc0 ls0 ws0">-5 365<span class="fs3"> </span></div></div><div class="c x0 y0 w3 h0"><div class="t m0 x4 h3 y5a4 ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c xe7 y5a5 w96 h9d"><div class="t m0 x47 h15 y5a6 ff2 fs3 fc0 sc0 ls0 ws0">Analiza <span class="ff1">wrażliwości pozycji </span></div><div class="t m0 x3b h15 y5a7 ff1 fs3 fc0 sc0 ls0 ws0">narażonych na zmianę kursów walut </div><div class="t m0 xdb h15 y141 ff2 fs3 fc0 sc0 ls0 ws0">(euro) </div></div><div class="c xe8 y5a8 w97 h9e"><div class="t m0 x2f h15 y2f1 ff2 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c x5c y5a8 w98 h9e"><div class="t m0 xde h15 y2f1 ff1 fs3 fc0 sc0 ls0 ws0">Wpływ na zysk/(stratę netto)<span class="ff2"> </span></div></div><div class="c x77 y5a8 w99 h9e"><div class="t m0 x2c h15 y2f1 ff1 fs3 fc0 sc0 ls0 ws0">Wpływ na sumę bilansową<span class="ff2"> </span></div></div><div class="c xe8 y5a9 w97 h4c"><div class="t m0 x7b h15 y12f ff2 fs3 fc0 sc0 ls0 ws0">Stan na: </div></div><div class="c x5c y5a5 w86 h9f"><div class="t m0 x30 h15 y419 ff2 fs3 fc0 sc0 ls0 ws0">wzrost o 10% </div></div><div class="c xe5 y5a5 w87 h9f"><div class="t m0 x52 h15 y5aa ff2 fs3 fc0 sc0 ls0 ws0">spadek o </div><div class="t m0 x47 h15 y5ab ff2 fs3 fc0 sc0 ls9 ws0">10%<span class="ls0"> </span></div></div><div class="c x77 y5a5 w86 h9f"><div class="t m0 x30 h15 y419 ff2 fs3 fc0 sc0 ls0 ws0">wzrost o 10% </div></div><div class="c x9 y5a5 w9a h9f"><div class="t m0 x2c h15 y5aa ff2 fs3 fc0 sc0 ls0 ws0">spadek o </div><div class="t m0 x56 h15 y5ab ff2 fs3 fc0 sc0 ls9 ws0">10%<span class="ls0"> </span></div></div><div class="c xe8 y5a5 w97 h4c"><div class="t m0 x30 h15 y12f ff2 fs3 fc0 sc0 ls0 ws0">31.12.2020 </div></div><div class="c xe7 ye8 w9b ha0"><div class="t m0 x2f h15 y1fe ff1 fs3 fc1 sc0 ls0 ws0">Zobowiązania z tytułu pożyczek i </div><div class="t m0 x2f h15 yc3 ff1 fs3 fc1 sc0 ls0 ws0">kredytów<span class="ff2"> </span></div></div><div class="c xe8 ye8 w9c ha0"><div class="t m0 xb2 h15 yc3 ff2 fs3 fc1 sc0 ls0 ws0">  </div></div><div class="c x5c ye8 w89 ha0"><div class="t m0 xdf h15 yc3 ff2 fs3 fc1 sc0 ls0 ws0">  </div></div><div class="c xe5 ye8 w3e ha0"><div class="t m0 xc4 h15 yc3 ff2 fs3 fc1 sc0 ls0 ws0">  </div></div><div class="c x77 ye8 w89 ha0"><div class="t m0 xdf h15 yc3 ff2 fs3 fc1 sc0 ls0 ws0">  </div></div><div class="c x9 ye8 w9a ha0"><div class="t m0 x25 h15 yc3 ff2 fs3 fc1 sc0 ls0 ws0">  </div></div><div class="c xe7 y5ac w9b h27"><div class="t m0 x2f h15 y573 ff1 fs3 fc1 sc0 ls0 ws0">Pożyczki udzielone<span class="ff2"> </span></div></div><div class="c xe8 y5ac w9c h27"><div class="t m0 xb2 h15 yc3 ff2 fs3 fc1 sc0 ls0 ws0">  </div></div><div class="c x5c y5ac w89 h27"><div class="t m0 xdf h15 yc3 ff2 fs3 fc1 sc0 ls0 ws0">  </div></div><div class="c xe5 y5ac w3e h27"><div class="t m0 xc4 h15 yc3 ff2 fs3 fc1 sc0 ls0 ws0">  </div></div><div class="c x77 y5ac w89 h27"><div class="t m0 xdf h15 yc3 ff2 fs3 fc1 sc0 ls0 ws0">  </div></div><div class="c x9 y5ac w9a h27"><div class="t m0 x25 h15 yc3 ff2 fs3 fc1 sc0 ls0 ws0">  </div></div><div class="c xe7 yb1 w9b h94"><div class="t m0 x2f h15 y573 ff1 fs3 fc1 sc0 ls0 ws0">Należności handlowe i pozostałe<span class="ff2"> </span></div></div><div class="c xe8 yb1 w9c h94"><div class="t m0 x54 h28 y13b ff2 fs5 fc1 sc0 ls0 ws0">6 248 </div></div><div class="c x5c yb1 w89 h94"><div class="t m0 x22 h28 y13b ff2 fs5 fc1 sc0 ls13 ws0">506<span class="ls0"> </span></div></div><div class="c xe5 yb1 w3e h94"><div class="t m0 xb6 h28 y13b ff2 fs5 fc1 sc0 ls0 ws0">-<span class="ls13">506</span> </div></div><div class="c x77 yb1 w89 h94"><div class="t m0 x1b h28 y13b ff2 fs5 fc1 sc0 ls13 ws0">625<span class="ls0"> </span></div></div><div class="c x9 yb1 w9a h94"><div class="t m0 x45 h28 y13b ff2 fs5 fc1 sc0 ls0 ws0">-<span class="ls13">625</span> </div></div><div class="c xe7 y5ad w9b h27"><div class="t m0 x2f h15 y571 ff1 fs3 fc1 sc0 ls0 ws0">Zobowiązania handlowe i pozostałe<span class="ff2"> </span></div></div><div class="c xe8 y5ad w9c h27"><div class="t m0 xb2 h28 y564 ff2 fs5 fc1 sc0 ls0 ws0">  </div></div><div class="c x5c y5ad w89 h27"><div class="t m0 xe2 h28 y0 ff2 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c xe5 y5ad w3e h27"><div class="t m0 xa5 h28 y0 ff2 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x77 y5ad w89 h27"><div class="t m0 xbd h28 y0 ff2 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x9 y5ad w9a h27"><div class="t m0 x51 h28 y564 ff2 fs5 fc1 sc0 ls0 ws0">  </div></div><div class="c xe7 y5ae w9b h27"><div class="t m0 x2f h15 y571 ff1 fs3 fc1 sc0 ls0 ws0">Środki pieniężne<span class="ff2"> </span></div></div><div class="c xe8 y5ae w9c h27"><div class="t m0 x54 h28 y13b ff2 fs5 fc1 sc0 ls0 ws0">3 127 </div></div><div class="c x5c y5ae w89 h27"><div class="t m0 x22 h28 y13b ff2 fs5 fc1 sc0 ls13 ws0">253<span class="ls0"> </span></div></div><div class="c xe5 y5ae w3e h27"><div class="t m0 xb6 h28 y13b ff2 fs5 fc1 sc0 ls0 ws0">-<span class="ls13">253</span> </div></div><div class="c x77 y5ae w89 h27"><div class="t m0 x1b h28 y13b ff2 fs5 fc1 sc0 ls13 ws0">312<span class="ls0"> </span></div></div><div class="c x9 y5ae w9a h27"><div class="t m0 x45 h28 y13b ff2 fs5 fc1 sc0 ls0 ws0">-<span class="ls13">312</span> </div></div><div class="c xe7 y5af w9b h9e"><div class="t m0 x2f h15 y12f ff2 fs3 fc1 sc0 ls0 ws0">Inne aktywa finansowe </div></div><div class="c xe8 y5af w9c h9e"><div class="t m0 xb2 h28 y13b ff2 fs5 fc1 sc0 ls0 ws0">  </div></div><div class="c x5c y5af w89 h9e"><div class="t m0 xdf h28 y13b ff2 fs5 fc1 sc0 ls0 ws0">  </div></div><div class="c xe5 y5af w3e h9e"><div class="t m0 xe9 h28 y13b ff2 fs5 fc1 sc0 ls0 ws0">  </div></div><div class="c x77 y5af w89 h9e"><div class="t m0 xdf h28 y13b ff2 fs5 fc1 sc0 ls0 ws0">  </div></div><div class="c x9 y5af w9a h9e"><div class="t m0 x51 h28 y13b ff2 fs5 fc1 sc0 ls0 ws0">  </div></div><div class="c xe7 y5b0 w9b h9e"><div class="t m0 x2f h12 y2f1 ff7 fs3 fc1 sc0 ls0 ws0">Razem </div></div><div class="c xe8 y5b0 w9c h9e"><div class="t m0 x54 h26 y564 ff7 fs5 fc1 sc0 ls0 ws0">9 375 </div></div><div class="c x5c y5b0 w89 h9e"><div class="t m0 x22 h26 y564 ff7 fs5 fc1 sc0 ls13 ws0">759<span class="ls0"> </span></div></div><div class="c xe5 y5b0 w3e h9e"><div class="t m0 x53 h26 y564 ff7 fs5 fc1 sc0 ls0 ws0">-2 096 </div></div><div class="c x77 y5b0 w89 h9e"><div class="t m0 x1b h26 y564 ff7 fs5 fc1 sc0 ls13 ws0">937<span class="ls0"> </span></div></div><div class="c x9 y5b0 w9a h9e"><div class="t m0 x45 h26 y564 ff7 fs5 fc1 sc0 ls0 ws0">-<span class="ls13">937</span> </div></div><div class="c x0 y0 w3 h0"><div class="t m0 x4 h3 y5b1 ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x4 ha y5b2 ff1 fs4 fc1 sc0 ls0 ws0">Zarząd <span class="_ _f"></span>Emitenta <span class="_ _f"></span>szacuje, <span class="_ _f"></span>że <span class="_ _f"></span>w <span class="_ _10"></span>202<span class="_ _6"></span><span class="ff2">2</span>r <span class="_ _f"></span>udział <span class="_ _f"></span>przychodów <span class="_ _f"></span>w <span class="_ _10"></span>wa<span class="_ _6"></span>lucie <span class="_ _f"></span>euro <span class="_ _10"></span>u<span class="_ _6"></span>legnie <span class="_ _f"></span>podwyższeni<span class="_ _6"></span>u<span class="ff2"> <span class="_ _f"></span>o <span class="_ _10"></span>ok<span class="_ _6"></span> </span></div><div class="t m0 x4 ha y5b3 ff2 fs4 fc1 sc0 ls14 ws0">50%<span class="ff1 ls0">. <span class="_ _14"> </span>Na <span class="_ _1a"> </span>dzień <span class="_ _14"> </span>3<span class="_ _6"></span><span class="ff2">1.<span class="ls8">12</span>.2021</span>r <span class="_ _14"> </span>Emitent <span class="_ _1a"> </span>miał <span class="_ _14"> </span>zabezp<span class="_ _6"></span>ieczone <span class="_ _14"> </span>przed <span class="_ _1a"> </span>ryzykiem <span class="_ _1a"> </span>kursowym <span class="_ _14"> </span>ok<span class="_ _6"></span>. <span class="_ _1a"> </span></span>15<span class="ls20">% </span></div><div class="t m0 x4 h3 y5b4 ff2 fs4 fc1 sc0 ls0 ws0">szacowanego przyc<span class="_ _6"></span>hodu walutowego<span class="_ _6"></span>. <span class="fs0"> </span></div><div class="t m0 x4 ha y5b5 ff2 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 x4 h10 y5b6 ff7 fs2 fc1 sc0 ls0 ws0">Ryzyko<span class="fs0"> <span class="_ _10"></span></span><span class="ff8">związane <span class="_ _10"></span>z <span class="_ _f"></span>og<span class="_ _3"></span>raniczeniami <span class="_ _10"></span>w <span class="_ _f"></span>poli<span class="_ _0"></span>tyce <span class="_ _10"></span>kredytowej <span class="_ _10"></span>banków<span class="_ _0"></span>, <span class="_ _10"></span>w <span class="_ _10"></span>szczególności <span class="_ _6"></span>w<span class="_ _6"></span> </span></div><div class="t m0 x4 h10 y26f ff8 fs2 fc1 sc0 ls0 ws0">zakresie udzie<span class="_ _0"></span>lania kredytów<span class="_ _0"></span> inwestycyjnych<span class="_ _3"></span> i hipotecznych<span class="ff7 fs0"> </span></div><div class="t m0 x4 h10 y5b7 ff7 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x4 ha y5b8 ff1 fs4 fc1 sc0 ls0 ws0">Obecnie <span class="_ _6"></span>banki <span class="_ _10"></span>w <span class="_ _6"></span>Polsce <span class="_ _10"></span>utrzymuj<span class="_ _6"></span>ą <span class="_ _6"></span>zaostrzoną <span class="_ _10"></span>politykę <span class="_ _6"></span>kredytową <span class="_ _10"></span>zarówno <span class="_ _10"></span>wobec <span class="_ _6"></span>firm <span class="_ _10"></span>działających <span class="_ _10"></span>w </div><div class="t m0 x4 ha y5b9 ff2 fs4 fc1 sc0 ls0 ws0">sektorze budowlany<span class="_ _6"></span>m<span class="ff1">, jak i wobec <span class="_ _6"></span>osób starających się<span class="_ _6"></span></span> <span class="ff1">o uzyskani<span class="_ _6"></span>e kredytów hipotecz<span class="_ _6"></span>nych. <span class="_ _6"></span></span> </div><div class="t m0 x4 ha y5ba ff2 fs4 fc1 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf32" class="pf w0 h0" ><div class="pc pc32 w0 h0"><img class="bi x6 y2b w4 h7" alt="" src="data:image/png;base64,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class="c x0 y0 w3 h0"><div class="t m0 x7 h8 y2c ff4 fs3 fc3 sc0 ls0 ws0">SPRAWOZDANE ZARZĄDU Z DZIAŁALNOŚCI<span class="ff3"> MIRBUD S.A. ZA <span class="ls4">ROK</span> <span class="ls5">20</span>21<span class="fc4"> </span></span></div><div class="t m0 x4 h6 y2d ff3 fs2 fc1 sc0 ls0 ws0"> </div></div><div class="c x4 y2e w5 h9"><div class="t m0 xc5 ha y2f ff2 fs4 fc3 sc0 ls0 ws0">MIRBUD <span class="ls6">| <span class="_ _6"></span></span>4.11 Czynniki ry<span class="_ _6"></span>zyka </div></div><div class="c x9 y2e w6 h9"><div class="t m0 xa hb y30 ff3 fs1 fc0 sc0 ls11 ws0">50<span class="fs2 ls0"> </span></div></div><div class="c x0 y0 w3 h0"><div class="t m0 x4 h6 y31 ff3 fs2 fc1 sc0 ls0 ws0"> </div></div><div class="c xb y32 w7 hc"><div class="t m0 xc hd y33 ff5 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x0 y0 w3 h0"><div class="t m0 x4 ha y136 ff1 fs4 fc1 sc0 ls0 ws0">Z  uwagi  na  niestab<span class="_ _6"></span>ilną  sytuację  gospodarc<span class="_ _6"></span>zą  będącą  skutkiem  pa<span class="_ _6"></span>ndemii  wirusa  COVID<span class="_ _10"></span><span class="ff2">-<span class="ls14">19</span> <span class="_ _29"> </span>oraz </span></div><div class="t m0 x4 ha y168 ff2 fs4 fc1 sc0 ls0 ws0">konfliktu w Ukrainie <span class="_ _6"></span><span class="ff1">instytucje finansowe d<span class="_ _6"></span>odatkowo zaostrz<span class="_ _6"></span>ają politykę kredytow<span class="_ _6"></span>ą.<span class="_ _6"></span></span> </div><div class="t m0 x4 ha y169 ff2 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 x4 ha y16a ff1 fs4 fc1 sc0 ls0 ws0">Spółk<span class="ff2 ls14">a <span class="_ _10"></span></span>planując <span class="_ _10"></span>kolejne <span class="_ _10"></span>proj<span class="_ _6"></span>ekty <span class="_ _10"></span>starają <span class="_ _10"></span>się <span class="_ _10"></span>brać <span class="_ _10"></span>pod <span class="_ _10"></span>uwagę <span class="_ _10"></span>sy<span class="_ _6"></span>tuację <span class="_ _6"></span>r<span class="_ _6"></span>ynkową <span class="_ _6"></span>poprz<span class="_ _6"></span>ez <span class="_ _6"></span>dostos<span class="_ _6"></span>owanie </div><div class="t m0 x4 ha y2a0 ff1 fs4 fc1 sc0 ls0 ws0">swojej oferty do prz<span class="_ _6"></span>ewidywanych możliw<span class="_ _6"></span>ości finansowych i kredytowyc<span class="_ _6"></span>h potencjalnych klientów.<span class="_ _10"></span><span class="ff2"> </span></div><div class="t m0 x4 ha y2a1 ff2 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 x4 ha y2a2 ff1 fs4 fc1 sc0 ls0 ws0">Wprowadzenie <span class="_ _6"></span>jakichkolw<span class="_ _6"></span>iek ograniczeń<span class="_ _6"></span> w <span class="_ _6"></span>dostępn<span class="_ _6"></span>ości kr<span class="_ _6"></span>edytów <span class="_ _6"></span>może mieć <span class="_ _6"></span>istot<span class="_ _6"></span>ny negaty<span class="_ _6"></span>wny wp<span class="_ _6"></span>ływ </div><div class="t m0 x4 ha y2a3 ff2 fs4 fc1 sc0 ls14 ws0">na<span class="ls0"> <span class="ff1">funkcjonowanie<span class="_ _6"></span> Spółk</span>i<span class="ff1">, ich sy<span class="_ _6"></span>tuację finansową i per<span class="_ _6"></span>spektywy rozwoju.<span class="_ _6"></span></span> </span></div><div class="t m0 x4 ha y2a4 ff2 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 x4 h2f y5bb ff8 fs2 fc1 sc0 ls0 ws0">Ryzyka związane<span class="_ _0"></span> z koniunkturą<span class="_ _0"></span>:<span class="ff7"> </span></div><div class="t m0 x4 h2f y1ed ff8 fs2 fc1 sc0 ls0 ws0">Ryzyko z<span class="_ _3"></span>w<span class="_ _6"></span>iązane <span class="_ _0"></span>ze<span class="ff7"> zm<span class="_ _0"></span>ian<span class="ff8">ą</span> sytuacj<span class="_ _3"></span>i<span class="_ _6"></span> makroek<span class="_ _0"></span>onomiczne<span class="_ _3"></span>j<span class="_ _6"></span> <span class="_ _0"></span>i koniunk<span class="_ _3"></span>t<span class="_ _6"></span>ury <span class="_ _0"></span>gospodarcze<span class="_ _3"></span>j<span class="_ _6"></span> w<span class="_ _3"></span> </span></div><div class="t m0 x4 h2f y5bc ff7 fs2 fc1 sc0 ls0 ws0">Polsce </div><div class="t m0 x4 ha y5bd ff2 fs4 fc1 sc0 ls0 ws0">Przychody <span class="_ _f"></span>S<span class="ff1">półki <span class="_ _f"></span></span>MIRBUD<span class="_ _6"></span> <span class="_ _f"></span>S.A. <span class="_ _10"></span><span class="ff1">w <span class="_ _f"></span>całoś<span class="_ _6"></span>ci <span class="_ _10"></span>uz<span class="_ _6"></span>yskiwane <span class="_ _f"></span>są <span class="_ _f"></span>z <span class="_ _f"></span>tytułu <span class="_ _10"></span>prowa<span class="_ _6"></span>dzenia <span class="_ _f"></span>działalności <span class="_ _f"></span>na <span class="_ _f"></span>rynku </span></div><div class="t m0 x4 ha y5be ff1 fs4 fc1 sc0 ls0 ws0">polskim. <span class="_ _1e"> </span>Dlatego <span class="_ _1e"> </span>też <span class="_ _1e"> </span>osiągane <span class="_ _1e"> </span>wyniki <span class="_ _1e"> </span>finansowe <span class="_ _1e"> </span>są <span class="_ _1e"> </span>uz<span class="_ _6"></span>ależnione <span class="_ _e"> </span>od <span class="_ _1e"> </span>czy<span class="_ _6"></span>nników <span class="_ _e"> </span>takich <span class="_ _1e"> </span>jak<span class="_ _6"></span> <span class="_ _e"> </span>stabilność<span class="_ _6"></span> </div><div class="t m0 x4 ha y5bf ff1 fs4 fc1 sc0 ls0 ws0">sytuacji <span class="_ _1e"> </span>makroekono<span class="_ _6"></span>micznej <span class="_ _1e"> </span>Polski <span class="_ _1e"> </span>i <span class="_ _1e"> </span>o<span class="_ _6"></span>gólna <span class="_ _1e"> </span>koniunktura <span class="_ _27"> </span>gospodarcza <span class="_ _1e"> </span>w <span class="_ _27"> </span>kraju <span class="_ _1e"> </span>w <span class="_ _1e"> </span>danym <span class="_ _1e"> </span>okres<span class="_ _6"></span>ie. <span class="_ _21"> </span><span class="ff2 ls35">W </span></div><div class="t m0 x4 ha y43 ff1 fs4 fc1 sc0 ls0 ws0">szczególności kształtowani<span class="_ _6"></span>e się <span class="_ _3"></span>n<span class="_ _6"></span>astępujących wskaźników makroekonom<span class="_ _6"></span>icznych i <span class="_ _0"></span>gospodarc<span class="_ _6"></span>zych ma </div><div class="t m0 x4 ha y5c0 ff1 fs4 fc1 sc0 ls0 ws0">lub może <span class="_ _6"></span>mieć w<span class="_ _6"></span>pływ na <span class="_ _6"></span>wyniki f<span class="_ _6"></span>inansowe osi<span class="_ _6"></span>ągane p<span class="_ _6"></span>rzez Spółki z<span class="_ _6"></span> Grupy <span class="_ _6"></span>i całą <span class="_ _6"></span>branżę d<span class="_ _6"></span>eweloperską: </div><div class="t m0 x4 ha y5c1 ff2 fs4 fc1 sc0 ls0 ws0">poziom <span class="_ _21"> </span>stopy <span class="_ _21"> </span>wzrostu <span class="_ _21"> </span>PKB, <span class="_ _21"> </span>pozio<span class="_ _6"></span>m <span class="_ _27"> </span>s<span class="_ _6"></span>topy <span class="_ _21"> </span>bezrobocia, <span class="_ _21"> </span>poziom <span class="_ _21"> </span>sto<span class="_ _6"></span>py<span class="_ _6"></span> <span class="_ _27"> </span>i<span class="_ _6"></span>nflacji, <span class="_ _21"> </span>poziom <span class="_ _21"> </span>realnej <span class="_ _21"> </span>stopy<span class="_ _6"></span> </div><div class="t m0 x4 ha y5c2 ff1 fs4 fc1 sc0 ls0 ws0">wzrostu <span class="_ _3"></span>wynagrodzeń, <span class="_ _3"></span>poziom <span class="_ _3"></span>inwestyc<span class="_ _6"></span>ji, <span class="_ _5"></span>poziom<span class="_ _6"></span> <span class="_ _5"></span>zmia<span class="_ _6"></span>ny <span class="_ _5"></span>dochodó<span class="_ _6"></span>w <span class="_ _5"></span>gos<span class="_ _6"></span>podarstw <span class="_ _3"></span>domowych, <span class="_ _3"></span>wysokość </div><div class="t m0 x4 ha y2b0 ff1 fs4 fc1 sc0 ls0 ws0">referencyjnych <span class="_ _1d"> </span>stóp<span class="_ _6"></span> <span class="_ _1d"> </span>procentowych <span class="_ _1d"> </span>oraz<span class="_ _6"></span> <span class="_ _1d"> </span>kształtowanie <span class="_ _1d"> </span>s<span class="_ _6"></span>ię <span class="_ _1d"> </span>kursów <span class="_ _1d"> </span>wymiany<span class="_ _6"></span> <span class="_ _1d"> </span>walut <span class="_ _1d"> </span>oraz <span class="_ _1d"> </span>d<span class="_ _6"></span>eficytu </div><div class="t m0 x4 ha y5c3 ff1 fs4 fc1 sc0 ls0 ws0">budżetowego. <span class="_ _6"></span><span class="ff2"> </span></div><div class="t m0 x4 ha y5c4 ff2 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 x4 ha y5c5 ff2 fs4 fc1 sc0 ls0 ws0">Ewentualne <span class="_ _1d"> </span>negatywne <span class="_ _1d"> </span>z<span class="_ _6"></span><span class="ff1">miany <span class="_ _12"> </span>w <span class="_ _1d"> </span>stabilności <span class="_ _1d"> </span>sytuacj<span class="_ _6"></span>i <span class="_ _12"> </span>makroekonom<span class="_ _6"></span>icznej <span class="_ _12"> </span>i<span class="_ _6"></span> <span class="_ _12"> </span>ogólnej <span class="_ _1d"> </span>koniunktury </span></div><div class="t m0 x4 ha y5c6 ff1 fs4 fc1 sc0 ls0 ws0">gospodarczej <span class="_ _3"></span>Polsk<span class="_ _6"></span>i <span class="_ _3"></span>mogą <span class="_ _3"></span>mieć <span class="_ _3"></span>niekorz<span class="_ _6"></span>ystny <span class="_ _3"></span>wpływ <span class="_ _3"></span>na <span class="_ _3"></span>działaln<span class="_ _6"></span>ość, <span class="_ _3"></span>sytuację <span class="_ _3"></span>finansową <span class="_ _0"></span>lub <span class="_ _3"></span>perspektywy<span class="_ _6"></span> </div><div class="t m0 x4 ha y5c7 ff1 fs4 fc1 sc0 ls0 ws0">rozwoju Spół<span class="ff2 lse">ki<span class="ls0">. </span></span></div><div class="t m0 x4 h2f y5c8 ff8 fs2 fc1 sc0 ls0 ws0">Ryzyko związane<span class="_ _0"></span> z koniunkturą<span class="_ _0"></span> w branży bud<span class="_ _0"></span>owlanej<span class="ff7"> </span></div><div class="t m0 x4 ha y5c9 ff1 fs4 fc1 sc0 ls0 ws0">Działalność Sp<span class="_ _6"></span>ółk<span class="ff2">i <span class="ls23">je</span></span>st <span class="_ _6"></span>ściśle sk<span class="_ _6"></span>orelowana z <span class="_ _6"></span>ogólną s<span class="_ _6"></span>ytuacją gosp<span class="_ _6"></span>odarczą Po<span class="_ _6"></span>lski. Na wy<span class="_ _6"></span>niki finans<span class="_ _6"></span>owe </div><div class="t m0 x4 ha y46e ff1 fs4 fc1 sc0 ls0 ws0">osiągane <span class="_ _21"> </span>przez <span class="_ _27"> </span>Spółkę <span class="_ _21"> </span>największy<span class="_ _6"></span> <span class="_ _27"> </span>wpływ <span class="_ _21"> </span>wywiera <span class="_ _27"> </span>poz<span class="_ _6"></span>iom <span class="_ _27"> </span>inwesty<span class="_ _6"></span>cji <span class="_ _27"> </span>w <span class="_ _21"> </span>przedsiębiorstwach, <span class="_ _21"> </span>tempo </div><div class="t m0 x4 ha y5ca ff1 fs4 fc1 sc0 ls0 ws0">wzrostu <span class="_ _27"> </span>PKB, <span class="_ _21"> </span>poziom <span class="_ _27"> </span>inflac<span class="_ _6"></span>ji, <span class="_ _1e"> </span>war<span class="_ _6"></span>tość <span class="_ _27"> </span>produkcj<span class="_ _6"></span>i <span class="_ _1e"> </span>budowla<span class="_ _6"></span>no <span class="_ _21"> </span>–<span class="ff2"> <span class="_ _27"> </span></span>montażowej<span class="_ _6"></span>, <span class="_ _27"> </span>polityka <span class="_ _27"> </span>po<span class="_ _6"></span><span class="ff2">datkowa <span class="_ _27"> </span>c<span class="_ _6"></span>zy </span></div><div class="t m0 x4 ha y5cb ff1 fs4 fc1 sc0 ls0 ws0">wzrost <span class="_ _1e"> </span>stóp <span class="_ _1e"> </span>procentowych.<span class="_ _6"></span> <span class="_ _e"> </span>Istnieje <span class="_ _1e"> </span>ryz<span class="_ _6"></span>yko, <span class="_ _e"> </span>ż<span class="_ _6"></span>e <span class="_ _e"> </span>negaty<span class="_ _6"></span>wne <span class="_ _e"> </span>z<span class="_ _6"></span>miany <span class="_ _e"> </span>wy<span class="_ _6"></span>żej <span class="_ _1e"> </span>wymienionych <span class="_ _1e"> </span>wskaźn<span class="_ _6"></span>ików, </div><div class="t m0 x4 ha y5cc ff1 fs4 fc1 sc0 ls0 ws0">szczególnie <span class="_ _29"> </span>o<span class="_ _6"></span>bniżenie <span class="_ _29"> </span>si<span class="_ _6"></span>ę <span class="_ _29"> </span>tempa<span class="_ _6"></span> <span class="_ _29"> </span>rozwoju <span class="_ _13"> </span>gospodarc<span class="_ _6"></span>zego, <span class="_ _29"> </span>wzrost <span class="_ _13"> </span>poziomu <span class="_ _13"> </span>inflacji <span class="_ _13"> </span>spowodowa<span class="_ _6"></span>ny </div><div class="t m0 x4 ha y5cd ff1 fs4 fc1 sc0 ls0 ws0">wzrostem <span class="_ _13"> </span>cen <span class="_ _29"> </span>m<span class="_ _6"></span>ateriałów <span class="_ _13"> </span>czy<span class="_ _6"></span> <span class="_ _29"> </span>też <span class="_ _13"> </span>wzrost <span class="_ _13"> </span>stóp <span class="_ _13"> </span>procentowych, <span class="_ _13"> </span>m<span class="_ _10"></span>ogą <span class="_ _13"> </span>mieć <span class="_ _13"> </span>negatywny <span class="_ _13"> </span>wpływ <span class="_ _13"> </span>na </div><div class="t m0 x4 ha y5ce ff1 fs4 fc1 sc0 ls0 ws0">działalność oraz wynik<span class="_ _6"></span>i Spół<span class="ff2 lse">ki<span class="lsc">. <span class="ls0"> </span></span></span></div><div class="t m0 x4 ha y5cf ff2 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 x4 ha y5d0 ff1 fs4 fc1 sc0 ls0 ws0">Aby  minimalizować  w<span class="_ _6"></span>ahania  koniunktury  Em<span class="_ _6"></span>itent  zawiera  długoterm<span class="_ _6"></span>inowe  kontrak<span class="_ _6"></span>ty  budowlane  z </div><div class="t m0 x4 ha y565 ff1 fs4 fc1 sc0 ls0 ws0">Zamawiającymi publiczny<span class="_ _6"></span>mi<span class="ff2 lsc">, </span>zapewn<span class="_ _6"></span>iające stabilne źródła prz<span class="_ _6"></span>ychodu w okresie 2<span class="_ _6"></span><span class="ff2">-3 lat. <span class="_ _6"></span> </span></div><div class="t m0 x4 h2f y5d1 ff7 fs2 fc1 sc0 ls0 ws0">Ryzyka <span class="ff8">związane<span class="_ _0"></span> z konkurencją<span class="ff7"> </span>w<span class="_ _0"></span> branży bud<span class="_ _0"></span>owlanej<span class="ff7"> </span></span></div><div class="t m0 x4 ha y5d2 ff2 fs4 fc1 sc0 ls0 ws0">Sytuacja <span class="_ _0"></span>gospodarcza <span class="_ _0"></span>w <span class="_ _3"></span>Po<span class="_ _6"></span>lsce, <span class="_ _3"></span>konf<span class="_ _6"></span>likt <span class="_ _3"></span>w <span class="_ _0"></span>Ukrainie <span class="_ _3"></span>ora<span class="_ _6"></span>z <span class="_ _3"></span>k<span class="_ _6"></span>umulacja <span class="_ _3"></span>rea<span class="_ _6"></span>lizacji <span class="_ _3"></span>w <span class="_ _0"></span>tym <span class="_ _3"></span>s<span class="_ _6"></span>amym <span class="_ _3"></span>czasie wielu </div><div class="t m0 x4 ha y5d3 ff1 fs4 fc1 sc0 ls0 ws0">inwestycji <span class="_ _10"></span>budowlanyc<span class="_ _6"></span>h <span class="_ _10"></span>zarówno <span class="_ _10"></span>infrastr<span class="_ _6"></span>ukturalnych <span class="_ _10"></span>jak <span class="_ _f"></span>i <span class="_ _6"></span>k<span class="_ _6"></span>ubaturowych <span class="_ _10"></span>przekłada <span class="_ _f"></span>się <span class="_ _10"></span>na <span class="_ _10"></span>ograniczon<span class="_ _10"></span>ą<span class="ff2"> </span></div><div class="t m0 x4 ha y5d4 ff1 fs4 fc1 sc0 ls0 ws0">dostępność <span class="_ _3"></span>materiałów <span class="_ _3"></span>i <span class="_ _3"></span>usług <span class="_ _3"></span>podwy<span class="_ _6"></span>konawców <span class="_ _3"></span>co <span class="_ _3"></span>powoduje <span class="_ _3"></span>wzrost <span class="_ _3"></span>cen <span class="_ _3"></span>a <span class="_ _3"></span>także <span class="_ _3"></span>wzmaga <span class="_ _3"></span>konkurowanie<span class="_ _6"></span> </div><div class="t m0 x4 ha y5d5 ff2 fs4 fc1 sc0 ls0 ws0">poprzez oferowanie<span class="_ _6"></span> najdogodniejsz<span class="_ _6"></span>ych termin<span class="ff1 ls14">ów<span class="_ _6"></span></span> <span class="ff1">płatności dla dost<span class="_ _6"></span>awców i podwyk<span class="_ _6"></span>onawców. <span class="_ _6"></span></span> </div><div class="t m0 x4 ha y5b7 ff1 fs4 fc1 sc0 ls0 ws0">Dalsze nasilenie się <span class="_ _3"></span>konkur<span class="_ _6"></span>encji na <span class="_ _3"></span>ry<span class="_ _6"></span>nkach, na <span class="_ _3"></span>kt<span class="_ _6"></span>órych Spółki <span class="_ _3"></span>pr<span class="_ _6"></span>owadzą dz<span class="_ _6"></span>iałalność może mieć <span class="_ _3"></span>istot<span class="_ _6"></span>ny </div><div class="t m0 x4 ha y5d6 ff1 fs4 fc1 sc0 ls0 ws0">niekorzystny wpływ na <span class="_ _6"></span>działalność, wyniki, sy<span class="_ _6"></span>tuację finansową lub pers<span class="_ _6"></span>pektywy jej rozwoju<span class="_ _10"></span><span class="ff2">. </span></div><div class="t m0 x4 ha y5d7 ff2 fs4 fc1 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf33" class="pf w0 h0" ><div class="pc pc33 w0 h0"><img class="bi x6 y2b w4 h7" alt="" 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class="c x0 y0 w3 h0"><div class="t m0 x7 h8 y2c ff4 fs3 fc3 sc0 ls0 ws0">SPRAWOZDANE ZARZĄDU Z DZIAŁALNOŚCI<span class="ff3"> MIRBUD S.A. ZA <span class="ls4">ROK</span> <span class="ls5">20</span>21<span class="fc4"> </span></span></div><div class="t m0 x4 h6 y2d ff3 fs2 fc1 sc0 ls0 ws0"> </div></div><div class="c x4 y2e w5 h9"><div class="t m0 xc5 ha y2f ff2 fs4 fc3 sc0 ls0 ws0">MIRBUD <span class="ls6">| <span class="_ _6"></span></span>4.11 Czynniki ry<span class="_ _6"></span>zyka </div></div><div class="c x9 y2e w6 h9"><div class="t m0 xa hb y30 ff3 fs1 fc0 sc0 ls11 ws0">51<span class="fs2 ls0"> </span></div></div><div class="c x0 y0 w3 h0"><div class="t m0 x4 h6 y31 ff3 fs2 fc1 sc0 ls0 ws0"> </div></div><div class="c xb y32 w7 hc"><div class="t m0 xc hd y33 ff5 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x0 y0 w3 h0"><div class="t m0 x4 ha y136 ff1 fs4 fc1 sc0 ls0 ws0">Zarządy <span class="_ _13"> </span>Spółek <span class="_ _12"> </span>w <span class="_ _13"> </span>oparciu <span class="_ _13"> </span>o <span class="_ _12"> </span>długoletnie <span class="_ _13"> </span>doświ<span class="_ _6"></span>adczenie <span class="_ _13"> </span>starają <span class="_ _12"> </span>się <span class="_ _13"> </span>budowa<span class="_ _6"></span>ć <span class="_ _13"> </span>portfel <span class="_ _13"> </span>kontraktów<span class="_ _6"></span> </div><div class="t m0 x4 ha y168 ff1 fs4 fc1 sc0 ls0 ws0">umożliwiający realizac<span class="_ _6"></span>ję odpowiedniego wyn<span class="_ _6"></span><span class="ff2">iku finans<span class="_ _6"></span>owego. </span></div><div class="t m0 x4 ha y224 ff2 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 x4 h2f y5d8 ff8 fs2 fc1 sc0 ls0 ws0">Zewnętrzne ryzyka<span class="_ _0"></span> prawne<span class="_ _0"></span><span class="ff7"> </span></div><div class="t m0 x4 h2f y5d9 ff7 fs2 fc1 sc0 ls0 ws0">Ryzyko <span class="ff8">zmiany p<span class="_ _0"></span>rzepisów prawa<span class="_ _3"></span>,<span class="_ _6"></span> w szczególn<span class="_ _3"></span>ości <span class="_ _6"></span>prawa<span class="_ _0"></span> podatkowe<span class="_ _3"></span>go<span class="_ _6"></span><span class="ff7"> </span></span></div><div class="t m0 x4 h2f y5da ff7 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x4 ha y45b ff1 fs4 fc1 sc0 ls0 ws0">Polski <span class="_ _27"> </span>sys<span class="_ _6"></span>tem <span class="_ _27"> </span>prawny <span class="_ _21"> </span>charakteryzuj<span class="_ _6"></span>e <span class="_ _27"> </span>się <span class="_ _27"> </span>z<span class="_ _6"></span>nacznym <span class="_ _27"> </span>stopniem <span class="_ _21"> </span>zmienności <span class="_ _27"> </span>oraz<span class="_ _6"></span> <span class="_ _21"> </span>niejednoznaczności </div><div class="t m0 x4 ha y45c ff1 fs4 fc1 sc0 ls0 ws0">przepisów, <span class="_ _f"></span>co <span class="_ _f"></span>w <span class="_ _10"></span>sz<span class="_ _6"></span>czególności <span class="_ _f"></span>dotyczy <span class="_ _f"></span>prawa <span class="_ _f"></span>podatkowego. <span class="_ _f"></span>W <span class="_ _f"></span>praktyce <span class="_ _f"></span>często <span class="_ _f"></span>występują <span class="_ _f"></span>problemy<span class="_ _6"></span> </div><div class="t m0 x4 ha y45d ff1 fs4 fc1 sc0 ls0 ws0">interpretacyjne, <span class="_ _10"></span>ma <span class="_ _10"></span>miejs<span class="_ _6"></span>ce <span class="_ _6"></span>niekonsekwent<span class="_ _6"></span>ne <span class="_ _6"></span>orzec<span class="_ _6"></span>znictwo <span class="_ _6"></span>s<span class="_ _6"></span>ądów, <span class="_ _6"></span>j<span class="_ _6"></span>ak <span class="_ _6"></span>r<span class="_ _6"></span>ównież <span class="_ _6"></span>z<span class="_ _6"></span>darzają <span class="_ _10"></span>się <span class="_ _6"></span>s<span class="_ _6"></span>ytuacje, </div><div class="t m0 x4 ha y45e ff1 fs4 fc1 sc0 ls0 ws0">gdy <span class="_ _5"></span>org<span class="_ _6"></span>any <span class="_ _3"></span>administracji <span class="_ _3"></span>publicznej <span class="_ _3"></span>przyj<span class="_ _6"></span>mują <span class="_ _5"></span>niekorzy<span class="_ _6"></span>stne <span class="_ _3"></span>dla <span class="_ _5"></span>pod<span class="_ _6"></span>atnika <span class="_ _3"></span>interpretacje <span class="_ _3"></span>przepisów <span class="_ _3"></span>prawa, </div><div class="t m0 x4 ha y32a ff2 fs4 fc1 sc0 ls14 ws0">odm<span class="ff1 ls0">ienne <span class="_ _f"></span>od <span class="_ _10"></span>poprz<span class="_ _6"></span>ednio <span class="_ _10"></span>p<span class="_ _6"></span>rzyjmowanych <span class="_ _f"></span>interpretacji <span class="_ _f"></span>przez <span class="_ _10"></span>te <span class="_ _f"></span>organy. <span class="_ _f"></span>Wystąpienie <span class="_ _10"></span>zm<span class="_ _6"></span>ian <span class="_ _10"></span>prz<span class="_ _6"></span>episów </span></div><div class="t m0 x4 ha y45f ff1 fs4 fc1 sc0 ls0 ws0">prawa, <span class="_ _6"></span>w <span class="_ _6"></span>tym <span class="_ _6"></span>dotycz<span class="_ _6"></span>ących <span class="_ _6"></span>ochrony <span class="_ _6"></span>środowiska, <span class="_ _6"></span>prawa<span class="_ _6"></span> <span class="_ _6"></span>pracy, <span class="_ _6"></span>prawa <span class="_ _6"></span>ubezpieczeń<span class="_ _6"></span> <span class="_ _6"></span>społecznych, <span class="_ _6"></span>prawa </div><div class="t m0 x4 ha y460 ff1 fs4 fc1 sc0 ls0 ws0">handlowego, <span class="_ _e"></span>a <span class="_ _f"></span>w <span class="_ _f"></span>s<span class="_ _6"></span>zczególności <span class="_ _e"></span>prawa <span class="_ _f"></span>pod<span class="_ _6"></span>atkowego <span class="_ _e"></span>może <span class="_ _f"></span>mieć <span class="_ _e"> </span>niekorzy<span class="_ _6"></span>st<span class="_ _6"></span>ny <span class="_ _f"></span>wpływ <span class="_ _e"></span>na <span class="_ _e"></span>działalność, </div><div class="t m0 x4 ha y461 ff1 fs4 fc1 sc0 ls0 ws0">sytuację finansową lu<span class="_ _6"></span>b perspektywy roz<span class="_ _6"></span>woju Spółk<span class="ff2">i<span class="lsc">. <span class="_ _6"></span></span> </span></div><div class="t m0 x4 h5 y5db ff2 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x4 h2f y5dc ff7 fs2 fc1 sc0 ls0 ws0">Ryzyko <span class="_ _c"> </span><span class="ff8">związane<span class="_ _0"></span> <span class="_ _c"> </span>z <span class="_ _c"> </span>brakiem <span class="_ _c"> </span>spe<span class="_ _3"></span>ł<span class="_ _6"></span>niania <span class="_ _1b"> </span>wymogów <span class="_ _c"> </span>prawnych <span class="_ _1b"> </span>przewidzianych <span class="_ _c"> </span>do<span class="_ _3"></span> </span></div><div class="t m0 x4 h2f y5dd ff8 fs2 fc1 sc0 ls0 ws0">rozpoczęcia in<span class="_ _0"></span>westycji oraz ze<span class="_ _0"></span> stanem prawny<span class="_ _3"></span>m <span class="_ _6"></span>nieruchomośc<span class="_ _3"></span>i<span class="ff7"> </span></div><div class="t m0 x4 h2f y5de ff7 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x4 ha y5df ff1 fs4 fc1 sc0 ls0 ws0">Realizacja <span class="_ _c"> </span>każ<span class="_ _6"></span>dego <span class="_ _c"> </span>z <span class="_ _c"> </span>proj<span class="_ _6"></span>ektów <span class="_ _c"> </span>inwestycy<span class="_ _6"></span>jnych<span class="_ _6"></span><span class="ff2"> <span class="_ _c"> </span></span>przez<span class="_ _6"></span> <span class="_ _c"> </span>Spółkę <span class="_ _c"> </span>wymag<span class="_ _6"></span>a <span class="_ _c"> </span>spełniania <span class="_ _c"> </span>wy<span class="_ _6"></span>mogów </div><div class="t m0 x4 ha y5e0 ff1 fs4 fc1 sc0 ls0 ws0">określonych <span class="_ _21"> </span>w <span class="_ _21"> </span>prawie. <span class="_ _21"> </span>W <span class="_ _21"> </span>większości <span class="_ _21"> </span>przypadków <span class="_ _21"> </span>Spółka <span class="_ _21"> </span>jest <span class="_ _21"> </span>zobowiąza<span class="_ _6"></span>na <span class="_ _27"> </span>d<span class="_ _6"></span>o <span class="_ _27"> </span>uz<span class="_ _6"></span>yskania <span class="_ _21"> </span>różnego </div><div class="t m0 x4 ha y5e1 ff1 fs4 fc1 sc0 ls0 ws0">rodzaju <span class="_ _1e"> </span>pozwoleń, <span class="_ _e"> </span>k<span class="_ _6"></span>tóre <span class="_ _1e"> </span>są <span class="_ _1e"> </span>wydawane <span class="_ _1e"> </span>przez <span class="_ _1e"> </span>organy <span class="_ _1e"> </span>administracji <span class="_ _1e"> </span>publicz<span class="_ _6"></span>nej. <span class="_ _e"> </span>Uzy<span class="_ _6"></span>skanie <span class="_ _e"> </span>tyc<span class="_ _6"></span>h <span class="_ _e"> </span>aktów<span class="_ _6"></span> </div><div class="t m0 x4 ha y5e2 ff2 fs4 fc1 sc0 ls0 ws0">administracyjny<span class="_ _6"></span>ch <span class="_ _0"></span>jest koniec<span class="ff1">znym warunkiem rozpoczęcia <span class="_ _0"></span>procesu inwestycyjne<span class="_ _6"></span>go. Należy <span class="_ _3"></span>z<span class="_ _6"></span>auważyć, </span></div><div class="t m0 x4 ha y5e3 ff1 fs4 fc1 sc0 ls0 ws0">iż <span class="_ _1e"> </span>uzy<span class="_ _6"></span>skanie <span class="_ _1e"> </span>ws<span class="_ _6"></span>zystkich <span class="_ _27"> </span>pozwoleń <span class="_ _27"> </span>i<span class="_ _6"></span> <span class="_ _1e"> </span>zgód <span class="_ _27"> </span>wym<span class="_ _6"></span>aga <span class="_ _1e"> </span>z<span class="_ _6"></span>nacznego <span class="_ _27"> </span>wysiłku <span class="_ _21"> </span>i <span class="_ _1e"> </span>jest <span class="_ _27"> </span>cz<span class="_ _6"></span>asochłonne. <span class="_ _1e"> </span>O<span class="_ _6"></span>rgany </div><div class="t m0 x4 ha y5e4 ff1 fs4 fc1 sc0 ls0 ws0">administracji <span class="_ _29"> </span>pu<span class="_ _6"></span>blicznej <span class="_ _29"> </span>w<span class="_ _6"></span>ydające <span class="_ _29"> </span>pozw<span class="_ _6"></span>olenia <span class="_ _29"> </span>i <span class="_ _13"> </span>zgody<span class="_ _6"></span> <span class="_ _29"> </span>działają <span class="_ _13"> </span>na <span class="_ _29"> </span>p<span class="_ _6"></span>odstawie <span class="_ _29"> </span>przepis<span class="_ _6"></span>ów <span class="_ _29"> </span>kodeks<span class="_ _6"></span>u </div><div class="t m0 x4 ha y5e5 ff2 fs4 fc1 sc0 ls14 ws0">po<span class="ff1 ls0">stępowania <span class="_ _21"> </span>admi<span class="_ _6"></span>nistracyjnego <span class="_ _21"> </span>i <span class="_ _21"> </span>ustaw <span class="_ _21"> </span>szczególnyc<span class="_ _6"></span>h. <span class="_ _27"> </span>W<span class="_ _6"></span> <span class="_ _27"> </span>ty<span class="_ _6"></span>ch <span class="_ _21"> </span>postępowaniach <span class="_ _21"> </span>bierz<span class="_ _6"></span>e <span class="_ _27"> </span>s<span class="_ _6"></span>ię <span class="_ _21"> </span>przede </span></div><div class="t m0 x4 ha y5e6 ff1 fs4 fc1 sc0 ls0 ws0">wszystkim  pod  uwagę  interes  społ<span class="_ _0"></span>eczności  lokalnyc<span class="_ _6"></span>h  i<span class="_ _0"></span>  szereg  zagadnień <span class="_ _28"> </span>planistyczny<span class="_ _6"></span>ch  podlega </div><div class="t m0 x4 ha y5e7 ff1 fs4 fc1 sc0 ls0 ws0">szerokiej <span class="_ _21"> </span>konsultacji <span class="_ _21"> </span>społecz<span class="_ _6"></span>nej <span class="_ _21"> </span>(np. <span class="_ _27"> </span>kwes<span class="_ _6"></span>tie <span class="_ _27"> </span>ochron<span class="_ _6"></span>y <span class="_ _21"> </span>środowiska). <span class="_ _21"> </span>Dodat<span class="_ _6"></span>kowo <span class="_ _21"> </span>brak <span class="_ _21"> </span>choćby <span class="_ _21"> </span>częś<span class="_ _6"></span>ci </div><div class="t m0 x4 ha y5e8 ff1 fs4 fc1 sc0 ls0 ws0">dokumentacji <span class="_ _f"></span>uniemożl<span class="_ _6"></span>iwia <span class="_ _f"></span>rozpoczęcie <span class="_ _f"></span>proces<span class="_ _6"></span>u <span class="_ _f"></span>inwestycyjnego. <span class="_ _f"></span>Pona<span class="_ _6"></span>dto <span class="_ _f"></span>stwierdzenie <span class="_ _f"></span>j<span class="_ _6"></span>akichkolwiek </div><div class="t m0 x4 ha y5e9 ff1 fs4 fc1 sc0 ls0 ws0">nieprawidłowości bądź<span class="_ _6"></span> po stronie Spółki, bądź w aktach administr<span class="_ _6"></span>acyjnych, a w szczególności istnien<span class="_ _6"></span>ie </div><div class="t m0 x4 ha y28a ff1 fs4 fc1 sc0 ls0 ws0">jakichkolwiek <span class="_ _13"> </span>sprzecz<span class="_ _6"></span>ności <span class="_ _29"> </span>pomięd<span class="_ _6"></span>zy <span class="_ _13"> </span>nimi <span class="_ _13"> </span>może <span class="_ _13"> </span>prowadzić <span class="_ _13"> </span>do <span class="_ _13"> </span>opóźni<span class="_ _6"></span>enia <span class="_ _29"> </span>r<span class="_ _6"></span>ozpoczęcia <span class="_ _13"> </span>realizacji </div><div class="t m0 x4 ha y5ea ff1 fs4 fc1 sc0 ls0 ws0">procesu <span class="_ _27"> </span>inwestycyj<span class="_ _6"></span>nego. <span class="_ _1e"> </span>N<span class="_ _6"></span>ależy <span class="_ _1e"> </span>także<span class="_ _6"></span> <span class="_ _1e"> </span>liczy<span class="_ _6"></span>ć <span class="_ _1e"> </span>się <span class="_ _27"> </span>z <span class="_ _27"> </span>ryzy<span class="_ _6"></span>kiem <span class="_ _1e"> </span>wzrusz<span class="_ _6"></span>enia <span class="_ _1e"> </span>już <span class="_ _27"> </span>pra<span class="_ _6"></span>womocnych <span class="_ _27"> </span>decyzji </div><div class="t m0 x4 ha y447 ff1 fs4 fc1 sc0 ls0 ws0">administracyjny<span class="_ _6"></span>ch <span class="_ _1e"> </span>przez <span class="_ _1e"> </span>wz<span class="_ _6"></span>nowienie <span class="_ _1e"> </span>postępowan<span class="_ _6"></span>ia <span class="_ _1e"> </span>bądź <span class="_ _1e"> </span>s<span class="_ _6"></span>twierdzenie <span class="_ _1e"> </span>niew<span class="_ _6"></span>ażności <span class="_ _1e"> </span>decyzj<span class="_ _6"></span>i. <span class="_ _1e"> </span>Decyzje </div><div class="t m0 x4 ha y5eb ff2 fs4 fc1 sc0 ls0 ws0">admini<span class="ff1">stracyj<span class="_ _6"></span>ne mogą także <span class="_ _6"></span>zostać zask<span class="_ _6"></span>arżone w cało<span class="_ _6"></span>ści lub w cz<span class="_ _6"></span>ęści i w <span class="_ _6"></span>konsekwencji <span class="_ _6"></span>istnieje ryzy<span class="_ _6"></span>ko </span></div><div class="t m0 x4 ha y5ec ff2 fs4 fc1 sc0 ls0 ws0">ich <span class="_ _32"> </span>uchylenia. <span class="_ _17"> </span>Na <span class="_ _32"> </span>obszarac<span class="_ _6"></span>h, <span class="_ _32"> </span><span class="ff1">gdzi<span class="_ _6"></span>e <span class="_ _32"> </span>nie <span class="_ _32"> </span>prz<span class="_ _6"></span>yjęto <span class="_ _32"> </span>miejs<span class="_ _6"></span>cowych <span class="_ _32"> </span>planów<span class="_ _6"></span> <span class="_ _32"> </span>zagospodarowani<span class="_ _6"></span>a </span></div><div class="t m0 x4 ha y5ed ff1 fs4 fc1 sc0 ls0 ws0">przestrzennego, <span class="_ _10"></span>powstaj<span class="_ _6"></span>e <span class="_ _10"></span>dodatkowo <span class="_ _10"></span>ryzyko <span class="_ _10"></span>braku <span class="_ _f"></span>możliwości <span class="_ _10"></span>realizacji <span class="_ _10"></span>zamierz<span class="_ _10"></span>eń <span class="_ _10"></span>Spółk<span class="ff2">i <span class="_ _10"></span>z <span class="_ _10"></span>uwag<span class="_ _6"></span>i <span class="_ _6"></span>n<span class="_ _6"></span>a </span></div><div class="t m0 x4 ha y5ee ff1 fs4 fc1 sc0 ls0 ws0">utrudnienia związane z m<span class="_ _6"></span>ożliwością uzys<span class="_ _6"></span>kania decyzji o warunkach z<span class="_ _6"></span>abudowy. <span class="_ _6"></span><span class="ff2"> </span></div><div class="t m0 x4 ha y36e ff1 fs4 fc1 sc0 ls0 ws0">Wystąpienie  któregokolw<span class="_ _6"></span>iek  z  wyżej  wymienionych  czynników  może  mieć  niekorzystny  wpływ  na </div><div class="t m0 x4 ha y370 ff1 fs4 fc1 sc0 ls0 ws0">działalność, sytuacj<span class="_ _6"></span>ę finansową lub perspektywy<span class="_ _6"></span> rozwoju <span class="_ _6"></span>Spółki<span class="ff2">. </span></div><div class="t m0 x4 h2f ybb ff7 fs2 fc1 sc0 ls0 ws0">Ryzyk<span class="ff8">a związane<span class="_ _0"></span> z bieżącą dzia<span class="_ _3"></span>ł<span class="_ _6"></span>alnością<span class="ff2"> </span></span></div><div class="t m0 x4 h2f y5ef ff7 fs2 fc1 sc0 ls0 ws0">R<span class="ff8">yzyko związane<span class="_ _0"></span> z realizacją st<span class="_ _0"></span>rategii rozwoju<span class="ff7"> </span></span></div><div class="t m0 x4 ha y5f0 ff2 fs4 fc1 sc0 ls0 ws0">Rynek <span class="_ _f"></span>pol<span class="_ _0"></span>ski <span class="_ _f"></span>i <span class="_ _10"></span>sytuacj<span class="_ _6"></span>a <span class="_ _10"></span>na <span class="_ _f"></span>r<span class="ff1">ynkach <span class="_ _f"></span>lokalnych, <span class="_ _f"></span>na <span class="_ _10"></span>któryc<span class="_ _6"></span>h <span class="_ _10"></span>działa</span> <span class="_ _f"></span><span class="ff1">Spółka, <span class="_ _f"></span>podlegaj<span class="_ _6"></span>ą <span class="_ _10"></span>ciągłym <span class="_ _f"></span>zmianom, </span></div><div class="t m0 x4 ha y5f1 ff1 fs4 fc1 sc0 ls0 ws0">których <span class="_ _1e"> </span>kierunek <span class="_ _e"> </span>i<span class="_ _6"></span> <span class="_ _e"></span>natężenie <span class="_ _1e"> </span>zależne <span class="_ _1e"> </span>są <span class="_ _e"> </span>od<span class="_ _6"></span> <span class="_ _e"> </span>szeregu<span class="_ _6"></span> <span class="_ _e"> </span>cz<span class="_ _6"></span>ynników. <span class="_ _1e"> </span>Dlat<span class="_ _6"></span>ego <span class="_ _e"> </span>przys<span class="_ _6"></span>złe <span class="_ _e"> </span>wyniki<span class="_ _6"></span> <span class="_ _e"></span>finansowe,<span class="_ _6"></span> </div><div class="t m0 x4 ha y5f2 ff1 fs4 fc1 sc0 ls0 ws0">rozwój <span class="_ _1d"> </span>i <span class="_ _14"> </span>pozycja <span class="_ _1d"> </span>rynk<span class="_ _6"></span>owa <span class="_ _1d"> </span>Spółek <span class="_ _1d"> </span>są <span class="_ _1d"> </span>uz<span class="_ _6"></span>ależnione <span class="_ _1d"> </span>od <span class="_ _14"> </span>zdolności <span class="_ _1d"> </span>do <span class="_ _1d"> </span>wyprac<span class="_ _6"></span>owania <span class="_ _1d"> </span>i <span class="_ _1d"> </span>wdroże<span class="_ _6"></span>nia </div><div class="t m0 x4 ha y5f3 ff1 fs4 fc1 sc0 ls0 ws0">długoterminowej strate<span class="_ _6"></span>gii w niepewnych i zm<span class="_ _6"></span>ieniających się warunkach <span class="_ _6"></span>otoczenia rynkowego.<span class="_ _10"></span><span class="ff2"> </span></div></div></div><div class="pi" ></div></div><div id="pf34" class="pf w0 h0" ><div class="pc pc34 w0 h0"><img class="bi x6 y2b w4 h7" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w3 h0"><div class="t m0 x7 h8 y2c ff4 fs3 fc3 sc0 ls0 ws0">SPRAWOZDANE ZARZĄDU Z DZIAŁALNOŚCI<span class="ff3"> MIRBUD S.A. ZA <span class="ls4">ROK</span> <span class="ls5">20</span>21<span class="fc4"> </span></span></div><div class="t m0 x4 h6 y2d ff3 fs2 fc1 sc0 ls0 ws0"> </div></div><div class="c x4 y2e w5 h9"><div class="t m0 xc5 ha y2f ff2 fs4 fc3 sc0 ls0 ws0">MIRBUD <span class="ls6">| <span class="_ _6"></span></span>4.11 Czynniki ry<span class="_ _6"></span>zyka </div></div><div class="c x9 y2e w6 h9"><div class="t m0 xa hb y30 ff3 fs1 fc0 sc0 ls11 ws0">52<span class="fs2 ls0"> </span></div></div><div class="c x0 y0 w3 h0"><div class="t m0 x4 h6 y31 ff3 fs2 fc1 sc0 ls0 ws0"> </div></div><div class="c xb y32 w7 hc"><div class="t m0 xc hd y33 ff5 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x0 y0 w3 h0"><div class="t m0 x4 ha y136 ff1 fs4 fc1 sc0 ls0 ws0">W <span class="_ _10"></span>szc<span class="_ _6"></span>zególności <span class="_ _10"></span>real<span class="_ _6"></span>izacja <span class="_ _10"></span>założon<span class="_ _6"></span>ej <span class="_ _10"></span>prz<span class="_ _6"></span>ez <span class="_ _f"></span>Spółkę<span class="ff2"> <span class="_ _10"></span></span>str<span class="_ _6"></span>ategii <span class="_ _10"></span>jest <span class="_ _f"></span>uzależniona <span class="_ _f"></span>od <span class="_ _10"></span>wy<span class="_ _6"></span>stąpienia <span class="_ _10"></span>szere<span class="_ _6"></span>gu </div><div class="t m0 x4 ha y168 ff1 fs4 fc1 sc0 ls0 ws0">czynników, <span class="_ _10"></span>który<span class="_ _6"></span>ch <span class="_ _10"></span>wys<span class="_ _6"></span>tąpienie <span class="_ _10"></span>jest <span class="_ _10"></span>c<span class="_ _6"></span>zęsto <span class="_ _10"></span>n<span class="_ _6"></span>iezależne <span class="_ _10"></span>od <span class="_ _10"></span>d<span class="_ _6"></span>ecyzji <span class="_ _10"></span>organ<span class="_ _6"></span>ów <span class="_ _10"></span>Spółe<span class="_ _6"></span>k <span class="_ _10"></span>i <span class="_ _10"></span>kt<span class="_ _6"></span>óre <span class="_ _10"></span>nie <span class="_ _10"></span>z<span class="_ _6"></span>awsze </div><div class="t m0 x4 ha y169 ff1 fs4 fc1 sc0 ls0 ws0">mogą być przewidz<span class="_ _6"></span>iane.<span class="ff2"> </span></div><div class="t m0 x4 ha y225 ff1 fs4 fc1 sc0 ls0 ws0">Do takich czynników n<span class="_ _6"></span>ależą zarówno czy<span class="_ _6"></span>nniki o charakterze ogólnym, tak<span class="_ _6"></span>ie jak:<span class="_ _6"></span><span class="ff2"> </span></div><div class="t m0 x35 ha y226 ff2 fs4 fc1 sc0 ls0 ws0"> <span class="_ _32"> </span><span class="ff1">nie<span class="_ _6"></span>przewidywalne zdarzeni<span class="_ _6"></span>a rynkowe, takie jak wystąpienie kry<span class="_ _6"></span>zysu gospodarczego lub recesj<span class="_ _6"></span>i </span></div><div class="t m0 x24 ha y227 ff2 fs4 fc1 sc0 ls0 ws0">w Polsce lub innych kraj<span class="_ _6"></span>ach Unii Europejsk<span class="_ _6"></span>iej, </div><div class="t m0 x35 ha y430 ff2 fs4 fc1 sc0 ls0 ws0"> <span class="_ _32"> </span><span class="ff1">r<span class="_ _6"></span>adykalne <span class="_ _6"></span>i<span class="_ _6"></span> <span class="_ _6"></span>na<span class="_ _6"></span>głe <span class="_ _6"></span>z<span class="_ _6"></span>miany <span class="_ _6"></span>p<span class="_ _6"></span>rzepisów <span class="_ _10"></span>prawnych <span class="_ _f"></span>bądź <span class="_ _6"></span>spos<span class="_ _6"></span>obów <span class="_ _6"></span>ich<span class="_ _6"></span> <span class="_ _6"></span>i<span class="_ _6"></span>nterpretacji <span class="_ _10"></span>(np. <span class="_ _10"></span>maj<span class="_ _6"></span>ących </span></div><div class="t m0 x24 ha y5f4 ff1 fs4 fc1 sc0 ls0 ws0">wpływ na wydawan<span class="_ _6"></span>e warunków<span class="_ _6"></span><span class="ff2"> zabudowy),<span class="_ _6"></span> </span></div><div class="t m0 x35 ha y432 ff2 fs4 fc1 sc0 ls0 ws0"> <span class="_ _32"> </span><span class="ff1">k<span class="_ _6"></span>lęski <span class="_ _f"></span>ży<span class="_ _6"></span>wiołowe</span>, <span class="_ _f"></span>e<span class="_ _6"></span>pidemie <span class="_ _e"> </span>na <span class="_ _e"> </span>teren<span class="_ _6"></span>ach, <span class="_ _f"></span><span class="ff1">gdzi<span class="_ _6"></span>e <span class="_ _f"></span>S<span class="_ _6"></span>półka <span class="_ _e"></span>prowadzi <span class="_ _e"> </span>działalność<span class="_ _6"></span></span>, <span class="_ _e"></span><span class="ff1">a <span class="_ _e"></span>także <span class="_ _e"> </span>szereg </span></div><div class="t m0 x24 ha y5f5 ff1 fs4 fc1 sc0 ls0 ws0">czynników o charakterz<span class="_ _6"></span>e szczególnym, takich<span class="_ _6"></span> jak: <span class="ff2"> </span></div><div class="t m0 x35 ha y434 ff2 fs4 fc1 sc0 ls0 ws0"> <span class="_ _32"> </span><span class="ff1">obniżona <span class="_ _32"> </span>dostępność <span class="_ _32"> </span>finansowania <span class="_ _32"> </span>bankowego <span class="_ _32"> </span>umożliw<span class="_ _6"></span>iającego <span class="_ _24"> </span>re<span class="_ _6"></span>alizację <span class="_ _32"> </span>projektów </span></div><div class="t m0 x5 ha y32b ff2 fs4 fc1 sc0 ls0 ws0">deweloperskich i ko<span class="_ _6"></span>mercyjnych,<span class="_ _6"></span> </div><div class="t m0 x35 ha y102 ff2 fs4 fc1 sc0 ls0 ws0"> <span class="_ _32"> </span><span class="ff1">niepowodzenia <span class="_ _25"> </span>realizacj<span class="_ _6"></span>i <span class="_ _26"> </span>proj<span class="_ _6"></span>ektów <span class="_ _25"> </span></span>kubatur<span class="_ _6"></span>owych <span class="_ _25"> </span><span class="lsf">i <span class="_ _25"> </span></span>drogowych <span class="_ _25"> </span><span class="ff1">zg<span class="_ _6"></span>odnie <span class="_ _25"> </span>z <span class="_ _25"> </span>założonym </span></div><div class="t m0 x5 ha y5f6 ff2 fs4 fc1 sc0 ls0 ws0">harmonogramem i kosz<span class="_ _6"></span>torysem, <span class="_ _6"></span> </div><div class="t m0 x35 ha y437 ff2 fs4 fc1 sc0 ls0 ws0"> <span class="_ _32"> </span>inne ryzyka operacy<span class="_ _6"></span>jne opisane w niniejsz<span class="_ _6"></span>ym sprawozdaniu. <span class="_ _6"></span> </div><div class="t m0 x4 ha y438 ff1 fs4 fc1 sc0 ls0 ws0">Spółk<span class="ff2 ls14">a <span class="_ _1e"> </span></span>dokładają <span class="_ _1e"> </span>wszelkich <span class="_ _1e"> </span>starań, <span class="_ _1e"> </span>by <span class="_ _e"> </span>z<span class="_ _6"></span>ałożona <span class="_ _e"> </span>stra<span class="_ _6"></span>tegia<span class="_ _6"></span><span class="ff2"> <span class="_ _e"> </span></span>była<span class="_ _6"></span> <span class="_ _e"></span>realizowan<span class="_ _6"></span>a <span class="_ _e"> </span>i <span class="_ _e"> </span>s<span class="_ _6"></span>tarają <span class="_ _e"> </span>s<span class="_ _6"></span>ię <span class="_ _e"> </span>na <span class="_ _1e"> </span>bieżąco<span class="_ _6"></span> </div><div class="t m0 x4 ha y5f7 ff1 fs4 fc1 sc0 ls0 ws0">analizować wszystkie czynniki <span class="_ _3"></span>ry<span class="_ _6"></span>nkowe i <span class="_ _0"></span>branżowe mające i <span class="_ _0"></span>mogące mieć <span class="_ _0"></span>wpływ <span class="_ _6"></span>na <span class="_ _0"></span>realizację strategii,<span class="ff2"> </span></div><div class="t m0 x4 ha y5f8 ff1 fs4 fc1 sc0 ls0 ws0">Opisane <span class="_ _10"></span>powyżej <span class="_ _10"></span>cz<span class="_ _6"></span>ynniki <span class="_ _10"></span>mogą <span class="_ _10"></span>spowod<span class="_ _6"></span>ować, <span class="_ _10"></span>że <span class="_ _f"></span>Spółka<span class="ff2"> <span class="_ _10"></span></span>nie <span class="_ _10"></span>będzi<span class="_ _6"></span>e <span class="_ _10"></span>w <span class="_ _10"></span>stanie <span class="_ _10"></span>zr<span class="_ _6"></span>ealizować <span class="_ _10"></span>zakładanej </div><div class="t m0 x4 ha y5f9 ff1 fs4 fc1 sc0 ls0 ws0">strategii <span class="_ _6"></span>rozwoj<span class="_ _6"></span>u, <span class="_ _6"></span>a <span class="_ _10"></span>przez <span class="_ _6"></span>to <span class="_ _10"></span>czynniki <span class="_ _6"></span>te <span class="_ _10"></span>mogą <span class="_ _10"></span>mieć <span class="_ _6"></span>ist<span class="_ _6"></span>otny <span class="_ _6"></span>negatywny <span class="_ _10"></span>wpływ <span class="_ _10"></span>na <span class="_ _6"></span>działalnoś<span class="_ _6"></span>ć <span class="_ _6"></span>Spółk<span class="_ _10"></span><span class="ff2">i, <span class="_ _6"></span>jej </span></div><div class="t m0 x4 ha y347 ff1 fs4 fc1 sc0 ls0 ws0">sytuację finansową, wy<span class="_ _6"></span>niki lub perspektywy<span class="_ _6"></span> rozwoju.<span class="_ _6"></span><span class="ff2"> </span></div><div class="t m0 x4 h2f y5a8 ff7 fs2 fc1 sc0 ls0 ws0">Ryzyko <span class="ff8">związane<span class="_ _0"></span> z finansowanie<span class="_ _0"></span>m rozwoju<span class="_ _0"></span> kredytami banko<span class="_ _3"></span>wy<span class="_ _6"></span><span class="ff7 ls36">mi<span class="ls0"> </span></span></span></div><div class="t m0 x4 ha y10c ff1 fs4 fc1 sc0 ls0 ws0">Spółk<span class="ff2">a <span class="_ _21"> </span>fi<span class="_ _6"></span>nansuje <span class="_ _28"> </span></span>swój <span class="_ _28"> </span>rozwój <span class="_ _28"> </span>oraz <span class="_ _21"> </span>bieżącą  działalność  przy <span class="_ _21"> </span>wykorzystaniu <span class="_ _28"> </span>kredytów <span class="_ _21"> </span>b<span class="_ _6"></span>ankowych  i </div><div class="t m0 x4 ha y10d ff1 fs4 fc1 sc0 ls0 ws0">leasingu. <span class="_ _1e"> </span>Spółk<span class="ff2 ls14">a <span class="_ _1e"> </span></span>równ<span class="_ _6"></span>ież <span class="_ _1e"> </span>w <span class="_ _e"> </span>prz<span class="_ _6"></span>yszłości <span class="_ _1e"> </span>zamierza <span class="_ _1e"> </span>wyk<span class="_ _6"></span>orzystywać <span class="_ _1e"> </span>kredyty <span class="_ _1e"> </span>bankowe <span class="_ _1e"> </span>do <span class="_ _1e"> </span>finanso<span class="_ _6"></span>wania </div><div class="t m0 x4 ha y10e ff1 fs4 fc1 sc0 ls0 ws0">zapotrzebowania <span class="_ _10"></span>na <span class="_ _6"></span>kap<span class="_ _6"></span>itał <span class="_ _6"></span>obrotowy <span class="_ _10"></span>związany <span class="_ _10"></span>ze <span class="_ _6"></span>wzr<span class="_ _6"></span>ostem <span class="_ _6"></span>skali <span class="_ _10"></span>dz<span class="_ _6"></span>iałalnośc<span class="_ _6"></span>i. <span class="_ _6"></span>Istnieje <span class="_ _6"></span>j<span class="_ _6"></span>ednak <span class="_ _6"></span>ryz<span class="_ _6"></span>yko, </div><div class="t m0 x4 ha y5fa ff1 fs4 fc1 sc0 ls0 ws0">iż <span class="_ _e"> </span>w <span class="_ _e"> </span>prz<span class="_ _6"></span>yszłości, <span class="_ _e"> </span>w <span class="_ _1e"> </span>przypadk<span class="_ _6"></span>u <span class="_ _e"></span>wystąpienia <span class="_ _1e"> </span>niekorzystny<span class="_ _6"></span>ch <span class="_ _e"> </span>zmian <span class="_ _e"> </span>na<span class="_ _6"></span> <span class="_ _e"> </span>rynkach <span class="_ _1e"> </span>działalnośc<span class="_ _6"></span>i <span class="_ _e"> </span>Spółk<span class="_ _10"></span><span class="ff2">i <span class="_ _e"> </span>lub<span class="_ _6"></span> </span></div><div class="t m0 x4 ha y5fb ff1 fs4 fc1 sc0 ls0 ws0">rynkach <span class="_ _f"></span>finansowych, <span class="_ _f"></span>lub <span class="_ _e"></span>w <span class="_ _f"></span>wyniku <span class="_ _f"></span>zmiany <span class="_ _f"></span>podejśc<span class="_ _6"></span>ia <span class="_ _f"></span>banków <span class="_ _f"></span>do <span class="_ _f"></span>oceny <span class="_ _f"></span>ryz<span class="_ _6"></span>yka <span class="_ _f"></span>kredytowego, <span class="_ _f"></span>będ<span class="_ _6"></span><span class="ff2 lse">zie<span class="ls0"> </span></span></div><div class="t m0 x4 ha y5fc ff2 fs4 fc1 sc0 ls14 ws0">on<span class="ls0">a <span class="ff1">miał</span>a <span class="_ _3"></span><span class="ff1">u<span class="_ _6"></span>trudniony dostęp do <span class="_ _3"></span>f<span class="_ _6"></span>inansowania przy wykorzystaniu <span class="_ _0"></span>kredytów, ich <span class="_ _0"></span>koszt będzie wyższy od </span></span></div><div class="t m0 x4 ha y5fd ff1 fs4 fc1 sc0 ls0 ws0">obecnego <span class="_ _27"> </span>lub <span class="_ _1e"> </span>b<span class="_ _6"></span>ędą <span class="_ _1e"> </span>zmusz<span class="_ _6"></span>one <span class="_ _1e"> </span>do <span class="_ _27"> </span>wcześniejsz<span class="_ _6"></span>ej <span class="_ _1e"> </span>spłaty<span class="_ _6"></span> <span class="_ _1e"> </span>lub <span class="_ _1e"> </span>ref<span class="_ _6"></span>inansowania <span class="_ _27"> </span>na <span class="_ _27"> </span>gorszyc<span class="_ _6"></span>h <span class="_ _1e"> </span>warunkach </div><div class="t m0 x4 ha y5fe ff1 fs4 fc1 sc0 ls0 ws0">dotychczasowego zadłuże<span class="_ _6"></span>nia. Może to przyczy<span class="_ _6"></span>nić się do wolniejszego od planowanego tempa roz<span class="_ _6"></span>w<span class="_ _6"></span><span class="ff2">oju </span></div><div class="t m0 x4 ha y5ff ff1 fs4 fc1 sc0 ls0 ws0">i pogorszenia uzysk<span class="_ _6"></span>iwanych wyników finanso<span class="_ _6"></span>wych.  <span class="_ _6"></span><span class="ff2"> </span></div><div class="t m0 x4 ha y331 ff1 fs4 fc1 sc0 ls0 ws0">Zarząd <span class="_ _11"> </span>uważa <span class="_ _29"> </span>obecny <span class="_ _29"> </span>poziom <span class="_ _29"> </span>zadłużenia <span class="_ _29"> </span>za  bezp<span class="_ _6"></span>ieczny <span class="_ _29"> </span>i  nie <span class="_ _11"> </span>wi<span class="_ _6"></span>dzi  obec<span class="_ _6"></span>nie <span class="_ _11"> </span>z<span class="_ _6"></span>agrożeń  dla <span class="_ _29"> </span>jego </div><div class="t m0 x4 ha y332 ff1 fs4 fc1 sc0 ls0 ws0">terminowej <span class="_ _6"></span>obsługi. <span class="_ _6"></span>Mimo <span class="_ _6"></span>dobrej <span class="_ _6"></span>kondycji <span class="_ _6"></span>finansowej <span class="_ _6"></span>Spółk<span class="_ _6"></span><span class="ff2">i <span class="_ _6"></span></span>nie <span class="_ _6"></span>można wy<span class="_ _6"></span>kluczyć, <span class="_ _6"></span>że <span class="_ _6"></span>w przy<span class="_ _6"></span>szłości <span class="_ _6"></span>na </div><div class="t m0 x4 ha y333 ff2 fs4 fc1 sc0 ls0 ws0">skutek <span class="_ _0"></span>nieko<span class="ff1">rzystnych procesów <span class="_ _3"></span>rynkowy<span class="_ _6"></span>ch <span class="_ _3"></span>będą one <span class="_ _3"></span>w stanie <span class="_ _3"></span>wywiązać<span class="_ _6"></span> <span class="_ _3"></span>się <span class="_ _0"></span>ze <span class="_ _3"></span>w<span class="_ _6"></span>szystk<span class="_ _6"></span>ich <span class="_ _3"></span>zobowiązań<span class="_ _6"></span> </span></div><div class="t m0 x4 ha y600 ff1 fs4 fc1 sc0 ls0 ws0">wynikających <span class="_ _1e"> </span>z <span class="_ _1e"> </span>zawartyc<span class="_ _6"></span>h <span class="_ _e"></span>umów <span class="_ _e"> </span>k<span class="_ _6"></span>redytowych <span class="_ _1e"> </span>oraz <span class="_ _1e"> </span>poży<span class="_ _6"></span>czek. <span class="_ _1e"> </span>W <span class="_ _e"> </span>prz<span class="_ _6"></span>ypadku <span class="_ _e"> </span>wy<span class="_ _6"></span>stąpienia <span class="_ _e"> </span>s<span class="_ _6"></span>ytuacji, <span class="_ _e"> </span>w </div><div class="t m0 x4 ha y15e ff1 fs4 fc1 sc0 ls0 ws0">której <span class="_ _f"></span>Spółka <span class="_ _10"></span>n<span class="_ _6"></span>ie <span class="_ _10"></span>będz<span class="_ _6"></span>ie <span class="_ _10"></span>w<span class="_ _6"></span> <span class="_ _10"></span>stan<span class="_ _6"></span>ie <span class="_ _10"></span>na <span class="_ _f"></span>bieżąco <span class="_ _f"></span>regulować <span class="_ _f"></span>swoich <span class="_ _f"></span>długów <span class="_ _f"></span>z <span class="_ _10"></span>tytułu<span class="_ _6"></span> <span class="_ _e"> </span>umów <span class="_ _f"></span>kredytowych<span class="_ _6"></span> <span class="_ _10"></span>i </div><div class="t m0 x4 ha y335 ff1 fs4 fc1 sc0 ls0 ws0">pożyczek, <span class="_ _f"></span>spłaty <span class="_ _f"></span>mo<span class="_ _6"></span>gą <span class="_ _f"></span>stać <span class="_ _f"></span>się <span class="_ _f"></span>natychm<span class="_ _6"></span>iast <span class="_ _f"></span>wymagalne. <span class="_ _e"></span>W <span class="_ _f"></span>konsekwencj<span class="_ _6"></span>i, <span class="_ _f"></span>aby <span class="_ _f"></span>zaspokoić <span class="_ _f"></span>wierz<span class="_ _6"></span>ycieli </div><div class="t m0 x4 ha y336 ff1 fs4 fc1 sc0 ls0 ws0">Spółka <span class="_ _e"> </span>będzie <span class="_ _1e"> </span>zmuszona <span class="_ _1e"> </span>do <span class="_ _e"> </span>zbyc<span class="_ _6"></span>ia <span class="_ _e"></span>części <span class="_ _e"> </span>s<span class="_ _6"></span>woich <span class="_ _e"></span>aktywów. <span class="_ _1e"> </span>Strategie <span class="_ _e"> </span>S<span class="_ _6"></span>półk<span class="_ _6"></span><span class="ff2">i <span class="_ _e"> </span></span>pr<span class="_ _6"></span>zewidują, <span class="_ _e"></span>stopniową<span class="_ _6"></span> </div><div class="t m0 x4 ha y337 ff1 fs4 fc1 sc0 ls0 ws0">zamianę <span class="_ _13"> </span>długu <span class="_ _13"> </span>krótkoterm<span class="_ _6"></span>inowego <span class="_ _13"> </span>na <span class="_ _13"> </span>finansowani<span class="_ _6"></span>e<span class="_ _6"></span> <span class="_ _29"> </span>długo<span class="_ _6"></span>terminowe <span class="_ _13"> </span>oraz <span class="_ _13"> </span>że<span class="_ _6"></span> <span class="_ _29"> </span>nowo <span class="_ _12"> </span>pozyskiwane </div><div class="t m0 x4 ha y58 ff1 fs4 fc1 sc0 ls0 ws0">finansowanie <span class="_ _f"></span>kredy<span class="_ _6"></span>tami <span class="_ _f"></span>bę<span class="_ _6"></span>dzie <span class="_ _f"></span>celowe <span class="_ _f"></span>d<span class="_ _6"></span>la <span class="_ _f"></span>potrzeb <span class="_ _e"></span>realizacji <span class="_ _e"></span>konkretnych <span class="_ _e"> </span>umów <span class="_ _e"></span>o <span class="_ _f"></span>roboty <span class="_ _e"></span>budowlane<span class="_ _10"></span><span class="ff2"> </span></div><div class="t m0 x4 ha y339 ff1 fs4 fc1 sc0 ls0 ws0">oraz zwiększenie finanso<span class="_ _6"></span>wania zaliczk<span class="_ _6"></span>ami od Zamawiając<span class="_ _6"></span>ego<span class="ff2 lsc">.  <span class="_ _6"></span><span class="ls0"> </span></span></div><div class="t m0 x4 ha y601 ff1 fs4 fc1 sc0 ls0 ws0">Wystąpienie <span class="_ _f"></span>wyżej <span class="_ _f"></span>wymienionych <span class="_ _f"></span>czynników <span class="_ _f"></span>może <span class="_ _10"></span>m<span class="_ _6"></span>ieć <span class="_ _10"></span>n<span class="_ _6"></span>iekorzystny <span class="_ _f"></span>wpływ <span class="_ _10"></span>n<span class="_ _6"></span>a <span class="_ _f"></span>działalność, <span class="_ _10"></span>sy<span class="_ _6"></span>tuację </div><div class="t m0 x4 ha y602 ff1 fs4 fc1 sc0 ls0 ws0">finansową <span class="_ _f"></span>lub <span class="_ _f"></span>perspektywy <span class="_ _f"></span>rozwoju <span class="_ _e"></span>Spółki. <span class="_ _f"></span>W <span class="_ _f"></span>celu <span class="_ _f"></span>ograniczen<span class="_ _6"></span>ia <span class="_ _10"></span>ry<span class="_ _6"></span>zyka <span class="_ _f"></span>Spółka <span class="_ _f"></span>na <span class="_ _f"></span>bieżąco <span class="_ _f"></span>dokonuje </div><div class="t m0 x4 ha y603 ff1 fs4 fc1 sc0 ls0 ws0">analizy stanu zadłużen<span class="_ _6"></span>ia oraz możliwości regu<span class="_ _6"></span>lowania zobowiązań.<span class="_ _10"></span><span class="ff2"> </span></div><div class="t m0 x4 ha y604 ff2 fs4 fc1 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf35" class="pf w0 h0" ><div class="pc pc35 w0 h0"><img class="bi x6 y2b w4 h7" alt="" 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class="c x0 y0 w3 h0"><div class="t m0 x7 h8 y2c ff4 fs3 fc3 sc0 ls0 ws0">SPRAWOZDANE ZARZĄDU Z DZIAŁALNOŚCI<span class="ff3"> MIRBUD S.A. ZA <span class="ls4">ROK</span> <span class="ls5">20</span>21<span class="fc4"> </span></span></div><div class="t m0 x4 h6 y2d ff3 fs2 fc1 sc0 ls0 ws0"> </div></div><div class="c x4 y2e w5 h9"><div class="t m0 xc5 ha y2f ff2 fs4 fc3 sc0 ls0 ws0">MIRBUD <span class="ls6">| <span class="_ _6"></span></span>4.11 Czynniki ry<span class="_ _6"></span>zyka </div></div><div class="c x9 y2e w6 h9"><div class="t m0 xa hb y30 ff3 fs1 fc0 sc0 ls11 ws0">53<span class="fs2 ls0"> </span></div></div><div class="c x0 y0 w3 h0"><div class="t m0 x4 h6 y31 ff3 fs2 fc1 sc0 ls0 ws0"> </div></div><div class="c xb y32 w7 hc"><div class="t m0 xc hd y33 ff5 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x0 y0 w3 h0"><div class="t m0 x4 h2f y34 ff7 fs2 fc1 sc0 ls0 ws0">Ryzyko <span class="ff8">związane<span class="_ _0"></span> z infrastruktu<span class="_ _3"></span>rą <span class="_ _6"></span>budo<span class="_ _0"></span>wlaną<span class="ff7"> </span></span></div><div class="t m0 x4 ha y605 ff1 fs4 fc1 sc0 ls0 ws0">Zakończenie <span class="_ _10"></span>realizacji <span class="_ _10"></span>projektu <span class="_ _10"></span>jest <span class="_ _10"></span>uzależnion<span class="_ _6"></span>e <span class="_ _6"></span>od <span class="_ _10"></span>zapew<span class="_ _6"></span>nienia <span class="_ _10"></span>wymaganej <span class="_ _10"></span>przepisa<span class="_ _6"></span>mi <span class="_ _6"></span>infrastr<span class="_ _6"></span>uktury </div><div class="t m0 x4 ha y606 ff1 fs4 fc1 sc0 ls0 ws0">takiej <span class="_ _1b"> </span>jak <span class="_ _1b"> </span>dostęp <span class="_ _c"> </span>do <span class="_ _1a"> </span>dróg <span class="_ _1b"> </span>pub<span class="_ _6"></span>licznych, <span class="_ _1b"> </span>dostęp <span class="_ _1b"> </span>d<span class="_ _6"></span>o <span class="_ _1b"> </span>mediów, <span class="_ _1b"> </span>wyznacz<span class="_ _6"></span>enie <span class="_ _1b"> </span>odpowiednich <span class="_ _1b"> </span>dróg<span class="_ _6"></span> </div><div class="t m0 x4 ha y607 ff1 fs4 fc1 sc0 ls0 ws0">wewnętrznych, <span class="_ _21"> </span>itd. <span class="_ _21"> </span>Byw<span class="_ _6"></span>ają<span class="ff2"> <span class="_ _21"> </span></span>sy<span class="_ _6"></span>tuacje, <span class="_ _21"> </span>że <span class="_ _21"> </span>zapewnienie <span class="_ _21"> </span>niezbę<span class="_ _6"></span>dnej <span class="_ _21"> </span>infrastruktury <span class="_ _21"> </span>j<span class="_ _6"></span>est <span class="_ _21"> </span>uzależnione <span class="_ _21"> </span>od </div><div class="t m0 x4 ha y608 ff1 fs4 fc1 sc0 ls0 ws0">czynników  będących <span class="_ _28"> </span>poza  kontrolą <span class="_ _21"> </span>Spółki.  Często <span class="_ _21"> </span>z<span class="_ _6"></span>apewnienie  dostępu <span class="_ _21"> </span>d<span class="_ _6"></span>o <span class="_ _28"> </span>właściwej  drogi <span class="_ _21"> </span>bądź </div><div class="t m0 x4 ha y609 ff1 fs4 fc1 sc0 ls0 ws0">mediów <span class="_ _21"> </span>jest <span class="_ _21"> </span>uzależnione <span class="_ _21"> </span>od <span class="_ _21"> </span>decyzji <span class="_ _21"> </span>stosownego <span class="_ _21"> </span>urzędu <span class="_ _21"> </span>miejsk<span class="_ _6"></span>iego <span class="_ _27"> </span>bądź <span class="_ _21"> </span>g<span class="_ _6"></span>minnego. <span class="_ _21"> </span>W <span class="_ _21"> </span>niektórych </div><div class="t m0 x4 ha y60a ff1 fs4 fc1 sc0 ls0 ws0">przypadkach status <span class="_ _3"></span>dró<span class="_ _6"></span>g, <span class="_ _0"></span>które są <span class="_ _0"></span>potrzebne do <span class="_ _3"></span>rea<span class="_ _6"></span>lizacji inwestycji, <span class="_ _0"></span>może być <span class="_ _3"></span>nie<span class="_ _6"></span>uregulowany, bądź <span class="_ _3"></span>w </div><div class="t m0 x4 ha y60b ff1 fs4 fc1 sc0 ls0 ws0">trakcie <span class="_ _1d"> </span>realizacj<span class="_ _6"></span>i <span class="_ _1d"> </span>projektu<span class="_ _6"></span> <span class="_ _1d"> </span>mogą <span class="_ _14"> </span>pojawić <span class="_ _1d"> </span>się<span class="_ _6"></span> <span class="_ _1d"> </span>nieprzewidziane<span class="_ _6"></span> <span class="_ _1d"> </span>komplikac<span class="_ _6"></span>je <span class="_ _1d"> </span>przek<span class="_ _6"></span>ładające <span class="_ _1d"> </span>się <span class="_ _14"> </span>na </div><div class="t m0 x4 ha y60c ff1 fs4 fc1 sc0 ls0 ws0">opóźnienia i <span class="_ _6"></span>dodatkowe k<span class="_ _6"></span>oszty. Może s<span class="_ _6"></span>ię także zdarzy<span class="_ _6"></span>ć, że wł<span class="_ _6"></span>aś<span class="_ _6"></span>ciwe organy <span class="_ _6"></span>administracji zaż<span class="_ _6"></span>ądają od </div><div class="t m0 x4 ha y4a2 ff1 fs4 fc1 sc0 ls0 ws0">Spółki wykonania dodatkowyc<span class="_ _6"></span>h prac <span class="_ _0"></span>dotyczących infrastruktury<span class="_ _6"></span> w <span class="_ _0"></span>ramach prac związanych z realizacją </div><div class="t m0 x4 ha y60d ff1 fs4 fc1 sc0 ls0 ws0">inwestycji. Organy <span class="_ _3"></span>a<span class="_ _6"></span>dministracji mogą <span class="_ _3"></span>takż<span class="_ _6"></span>e <span class="_ _0"></span>oczekiwać lub <span class="_ _3"></span>nawet zażądać, aby <span class="_ _3"></span>i<span class="_ _6"></span>nwestor wykonał <span class="_ _0"></span>prace </div><div class="t m0 x4 ha y60e ff1 fs4 fc1 sc0 ls0 ws0">związane z infras<span class="_ _6"></span>trukturą, k<span class="_ _6"></span>tóre nie są niezbęd<span class="_ _6"></span>ne z perspekty<span class="_ _6"></span>wy realizacji danego<span class="_ _6"></span> projektu, ale k<span class="_ _6"></span>tórych </div><div class="t m0 x4 ha y60f ff1 fs4 fc1 sc0 ls0 ws0">wykonanie może<span class="_ _6"></span> być oczekiwan<span class="_ _6"></span>e przez te orga<span class="_ _6"></span>ny jako wkład in<span class="_ _6"></span>westora w rozwój<span class="_ _6"></span> społecznośc<span class="_ _6"></span>i lokalnej </div><div class="t m0 x4 ha y610 ff1 fs4 fc1 sc0 ls0 ws0">w związku z realizowaną<span class="_ _6"></span> inwestycją. <span class="_ _6"></span><span class="ff2"> </span></div><div class="t m0 x4 ha y611 ff1 fs4 fc1 sc0 ls0 ws0">Wystąpienie <span class="_ _3"></span>które<span class="_ _6"></span>gokolwiek z <span class="_ _5"></span>powyż<span class="_ _6"></span>szych <span class="_ _0"></span>czynników <span class="_ _3"></span>przek<span class="_ _6"></span>ładających <span class="_ _3"></span>się <span class="_ _3"></span>na <span class="_ _0"></span>opóźnienie <span class="_ _3"></span>re<span class="_ _6"></span>alizowanych </div><div class="t m0 x4 ha y612 ff1 fs4 fc1 sc0 ls0 ws0">projektów <span class="_ _0"></span>lub <span class="_ _3"></span>dodatkowe <span class="_ _0"></span>koszty<span class="_ _6"></span> <span class="_ _3"></span>projektu <span class="_ _3"></span>może mieć <span class="_ _3"></span>istotny <span class="_ _3"></span>niekorz<span class="_ _6"></span>ystny <span class="_ _3"></span>wpływ<span class="_ _6"></span> <span class="_ _3"></span>na <span class="_ _0"></span>działalność, <span class="_ _3"></span>sytuac<span class="_ _6"></span>ję </div><div class="t m0 x4 ha y613 ff1 fs4 fc1 sc0 ls0 ws0">finansową lub persp<span class="_ _6"></span>ektywy rozwoju <span class="_ _6"></span>Spółki<span class="ff2">. </span></div><div class="t m0 x4 h2f y614 ff7 fs2 fc1 sc0 ls0 ws0">Ryzyko <span class="ff8">związane<span class="_ _0"></span> z odpowiedzialno<span class="_ _3"></span>ścią za naruszenie przepisó<span class="_ _0"></span>w ochrony<span class="_ _0"></span> środowiska<span class="ff7"> </span></span></div><div class="t m0 x4 ha y98 ff1 fs4 fc1 sc0 ls0 ws0">Na <span class="_ _14"> </span>podstawie <span class="_ _14"> </span>obowiązują<span class="_ _6"></span>cych <span class="_ _14"> </span>przepisów <span class="_ _14"> </span>dotyczącyc<span class="_ _6"></span>h <span class="_ _14"> </span>ochrony <span class="_ _14"> </span>środowiska <span class="_ _14"> </span>podmioty, <span class="_ _14"> </span>które <span class="_ _14"> </span>są </div><div class="t m0 x4 ha y615 ff1 fs4 fc1 sc0 ls0 ws0">właścicielami, <span class="_ _e"></span>bądź <span class="_ _f"></span>użytk<span class="_ _6"></span>ownikami <span class="_ _f"></span>dzi<span class="_ _6"></span>ałek, <span class="_ _f"></span>na <span class="_ _f"></span>k<span class="_ _6"></span>tórych <span class="_ _f"></span>wy<span class="_ _6"></span>stępują <span class="_ _f"></span>niebezpi<span class="_ _6"></span>eczne <span class="_ _f"></span>s<span class="_ _6"></span>ubstancje, <span class="_ _f"></span>albo <span class="_ _e"></span>na </div><div class="t m0 x4 ha y616 ff1 fs4 fc1 sc0 ls0 ws0">których <span class="_ _21"> </span>doszło <span class="_ _21"> </span>do <span class="_ _21"> </span>niekorzys<span class="_ _6"></span>tnego <span class="_ _27"> </span>przek<span class="_ _6"></span>ształce<span class="_ _6"></span>nia <span class="_ _27"> </span>n<span class="_ _6"></span>aturalnego <span class="_ _21"> </span>ukształtowani<span class="_ _6"></span>a <span class="_ _21"> </span>terenu <span class="_ _21"> </span>mogą <span class="_ _21"> </span>zostać </div><div class="t m0 x4 ha y617 ff1 fs4 fc1 sc0 ls0 ws0">zobowiązane <span class="_ _10"></span>do<span class="_ _6"></span> <span class="_ _10"></span>ich <span class="_ _10"></span>usun<span class="_ _6"></span>ięcia, <span class="_ _10"></span>bądź <span class="_ _10"></span>p<span class="_ _6"></span>onieść <span class="_ _10"></span>kosz<span class="_ _6"></span>t <span class="_ _10"></span>rekultywacji <span class="_ _10"></span>tere<span class="_ _6"></span>nu <span class="_ _10"></span>lub <span class="_ _10"></span>zap<span class="_ _6"></span>łaty <span class="_ _10"></span>kary <span class="_ _f"></span>pieniężnej. <span class="_ _10"></span>W </div><div class="t m0 x4 ha y9c ff1 fs4 fc1 sc0 ls0 ws0">celu zm<span class="_ _6"></span>inimalizowania <span class="_ _6"></span>ryzyka <span class="_ _6"></span>naruszenia <span class="_ _6"></span>przepisów<span class="_ _6"></span> o<span class="_ _6"></span>chrony <span class="_ _6"></span>środowiska <span class="_ _6"></span>Spółki <span class="_ _6"></span>przeprowadzą <span class="_ _6"></span>analizy<span class="_ _6"></span> </div><div class="t m0 x4 ha y9d ff2 fs4 fc1 sc0 lsc ws0">te<span class="ff1 ls0">chniczne <span class="_ _e"></span>przyszłyc<span class="_ _6"></span>h <span class="_ _f"></span>projektów <span class="_ _f"></span>pod <span class="_ _e"> </span>kątem <span class="_ _e"> </span>ryzyk<span class="_ _6"></span>a <span class="_ _f"></span>związanego <span class="_ _f"></span>z <span class="_ _e"> </span>odpowie<span class="_ _6"></span>dzialnością <span class="_ _f"></span>za <span class="_ _e"> </span>narusz<span class="_ _6"></span>enie </span></div><div class="t m0 x4 ha y618 ff1 fs4 fc1 sc0 ls0 ws0">przepisów <span class="_ _10"></span>oc<span class="_ _6"></span>hrony <span class="_ _f"></span>środowiska. <span class="_ _f"></span>Do <span class="_ _10"></span>dnia <span class="_ _f"></span>sporządzenia <span class="_ _f"></span>sprawozdania <span class="_ _10"></span>Spó<span class="_ _6"></span>łki <span class="_ _10"></span>nie <span class="_ _f"></span>były <span class="_ _10"></span>zobowiąz<span class="_ _6"></span>ane <span class="_ _10"></span>do<span class="_ _6"></span> </div><div class="t m0 x4 ha y619 ff1 fs4 fc1 sc0 ls0 ws0">ponoszenia kosztów reku<span class="_ _6"></span>ltywacji terenu bądź zapłaty jakichkolwiek k<span class="_ _6"></span>a<span class="_ _6"></span>r administracyjnyc<span class="_ _6"></span>h z tego tytułu. </div><div class="t m0 x4 ha y61a ff1 fs4 fc1 sc0 ls0 ws0">Niemniej <span class="_ _f"></span>nie <span class="_ _10"></span>możn<span class="_ _6"></span>a <span class="_ _10"></span>wyk<span class="_ _6"></span>luczy<span class="_ _6"></span>ć, <span class="_ _10"></span>iż <span class="_ _f"></span>w <span class="_ _10"></span>przy<span class="_ _6"></span>szłości <span class="_ _10"></span>S<span class="_ _6"></span>półk<span class="_ _6"></span><span class="ff2">a <span class="_ _f"></span></span>będ<span class="ff2">zie <span class="_ _f"></span></span>zobowiązan<span class="ff2">a <span class="_ _f"></span></span>do <span class="_ _10"></span>po<span class="_ _6"></span>niesienia <span class="_ _f"></span>kosztów </div><div class="t m0 x4 ha ya1 ff1 fs4 fc1 sc0 ls0 ws0">rekultywacji <span class="_ _e"> </span>terenu, <span class="_ _e"> </span>za<span class="_ _6"></span>płaty <span class="_ _f"></span>k<span class="_ _6"></span>ary <span class="_ _e"></span>pieniężnej <span class="_ _e"> </span>z <span class="_ _e"> </span>tytułu <span class="_ _e"> </span>n<span class="_ _6"></span>aruszenia <span class="_ _e"> </span>przepisów <span class="_ _e"> </span>oc<span class="_ _6"></span>hrony <span class="_ _e"> </span>środowiska <span class="_ _e"> </span>bądź<span class="_ _6"></span> </div><div class="t m0 x4 ha y61b ff1 fs4 fc1 sc0 ls0 ws0">odszkodowań.  <span class="_ _6"></span><span class="ff2"> </span></div><div class="t m0 x4 ha y61c ff1 fs4 fc1 sc0 ls0 ws0">Wystąpienie<span class="ff2"> <span class="_ _14"> </span></span>k<span class="_ _6"></span>tóregokolwiek <span class="_ _1a"> </span>z <span class="_ _14"> </span>opisany<span class="_ _6"></span>ch <span class="_ _14"> </span>wyżej <span class="_ _1a"> </span>czynników <span class="_ _14"> </span>m<span class="_ _6"></span>oże <span class="_ _14"> </span>mieć <span class="_ _1a"> </span>nie<span class="_ _6"></span>korzystny <span class="_ _1a"> </span>wpływ <span class="_ _14"> </span>na </div><div class="t m0 x4 ha y61d ff1 fs4 fc1 sc0 ls0 ws0">działalność, sytuacj<span class="_ _6"></span>ę finansową lub perspektywy<span class="_ _6"></span> rozwoju <span class="_ _6"></span>Spółki<span class="ff2">. </span></div><div class="t m0 x4 h2f y422 ff7 fs2 fc1 sc0 ls0 ws0">Ryzyko <span class="ff8">związane<span class="_ _0"></span> z karami<span class="_ _0"></span> za niewykonan<span class="_ _0"></span>ie lub nieterm<span class="_ _0"></span>inowe wykon<span class="_ _3"></span>anie zleceń<span class="ff7"> </span></span></div><div class="t m0 x4 ha y61e ff1 fs4 fc1 sc0 ls0 ws0">Jednostki <span class="_ _10"></span>w <span class="_ _f"></span>umowach <span class="_ _10"></span>z<span class="_ _6"></span> <span class="_ _10"></span>inwestorami <span class="_ _10"></span>wy<span class="_ _6"></span>stępu<span class="_ _6"></span>ją <span class="_ _10"></span>jako <span class="_ _f"></span>generalny <span class="_ _10"></span>wy<span class="_ _6"></span>konawca. <span class="_ _f"></span>Podpisane <span class="_ _10"></span>i <span class="_ _10"></span>r<span class="_ _6"></span>ealizowane </div><div class="t m0 x4 ha y61f ff1 fs4 fc1 sc0 ls0 ws0">umowy <span class="_ _10"></span>nakładaj<span class="_ _6"></span>ą <span class="_ _6"></span>n<span class="_ _6"></span>a <span class="_ _10"></span>Spółkę<span class="ff2"> <span class="_ _10"></span></span>s<span class="_ _6"></span>zereg <span class="_ _10"></span>zobowiązań<span class="_ _6"></span> <span class="_ _6"></span>oraz<span class="_ _6"></span> <span class="_ _10"></span>określają <span class="_ _10"></span>konsekwencj<span class="_ _6"></span>e <span class="_ _10"></span>niewywiązywania<span class="_ _6"></span> <span class="_ _6"></span>si<span class="_ _6"></span>ę <span class="_ _6"></span>z<span class="_ _6"></span> </div><div class="t m0 x4 ha y620 ff1 fs4 fc1 sc0 ls0 ws0">przyjętyc<span class="_ _6"></span>h na<span class="_ _0"></span> siebie <span class="_ _0"></span>obowiąz<span class="_ _6"></span>ków. Umowy <span class="_ _0"></span>takie przede wszys<span class="_ _6"></span>tkim ba<span class="_ _0"></span>rdzo dokładnie określają terminy <span class="_ _6"></span>–<span class="ff2"> </span></div><div class="t m0 x4 ha y5b2 ff1 fs4 fc1 sc0 ls0 ws0">zarówno <span class="_ _1e"> </span>wykonania <span class="_ _1e"> </span>zlec<span class="_ _6"></span>onych <span class="_ _1e"> </span>prac, <span class="_ _1e"> </span>jak <span class="_ _1e"> </span>i <span class="_ _e"> </span>d<span class="_ _6"></span>okonania <span class="_ _1e"> </span>innych <span class="_ _1e"> </span>czynnośc<span class="_ _6"></span>i, <span class="_ _e"> </span>np. <span class="_ _1e"> </span>us<span class="_ _6"></span>unięcia <span class="_ _1e"> </span>ewentualnych </div><div class="t m0 x4 ha y5b3 ff1 fs4 fc1 sc0 ls0 ws0">usterek <span class="_ _6"></span>i <span class="_ _6"></span>wa<span class="_ _6"></span>d w<span class="_ _6"></span> <span class="_ _6"></span>okresie <span class="_ _6"></span>gw<span class="_ _6"></span>arancyjnym. <span class="_ _6"></span>W <span class="_ _6"></span>prz<span class="_ _6"></span>ypadku <span class="_ _6"></span>niedotrzy<span class="_ _6"></span>mania <span class="_ _6"></span>tych <span class="_ _6"></span>ter<span class="_ _6"></span>minów <span class="_ _6"></span>Spółk<span class="_ _10"></span><span class="ff2">a <span class="_ _6"></span><span class="ls25">mo</span></span><span class="lse">że</span><span class="ff2"> <span class="_ _6"></span></span>by<span class="_ _6"></span>ć </div><div class="t m0 x4 ha y475 ff1 fs4 fc1 sc0 ls0 ws0">zagrożon<span class="ff2">a </span>ryzyk<span class="_ _6"></span>iem płacenia kar umow<span class="_ _6"></span>nych.  <span class="_ _6"></span><span class="ff2"> </span></div><div class="t m0 x4 ha y81 ff1 fs4 fc1 sc0 ls0 ws0">W cel<span class="_ _6"></span>u ogranicz<span class="_ _6"></span>enia <span class="_ _6"></span>ryzyka wy<span class="_ _6"></span>stąpienia <span class="_ _6"></span>przez <span class="_ _6"></span>inwestorów <span class="_ _6"></span>z <span class="_ _6"></span>roszczeniem z<span class="_ _6"></span>apłaty <span class="_ _6"></span>za nie<span class="_ _6"></span>wykonanie <span class="_ _6"></span>lub </div><div class="t m0 x4 ha y24c ff1 fs4 fc1 sc0 ls0 ws0">nienależyte wykonani<span class="_ _6"></span>e zleceń Spółk<span class="_ _6"></span><span class="ff2">a </span>podjęły następ<span class="_ _6"></span>ujące działania: <span class="_ _6"></span><span class="ff2"> </span></div><div class="t m0 x35 ha y621 ff2 fs4 fc1 sc0 ls0 ws0"> <span class="_ _32"> </span><span class="ff1">obj<span class="_ _6"></span>ęły ochroną ubezpiecze<span class="_ _6"></span>niową kontrakty, w tym <span class="_ _6"></span>takż<span class="_ _6"></span>e działania podwykonawcó<span class="_ _6"></span>w,</span> </div><div class="t m0 x35 ha y84 ff2 fs4 fc1 sc0 ls0 ws0"> <span class="_ _32"> </span><span class="ff1">wdrożyły i stosują Sys<span class="_ _6"></span>temu Zarządzania wg EN<span class="_ _6"></span> ISO 9001:20<span class="_ _6"></span></span><span class="ls8">15</span> zakresie: </div><div class="t m0 x4 ha y622 ff2 fs4 fc1 sc0 ls0 ws0"> <span class="ff1">a) budownictwo ogó<span class="_ _6"></span>lne, inżynieria lądowa<span class="_ _6"></span>, budowa dróg i aut<span class="_ _6"></span>ostrad,<span class="_ _6"></span></span> </div><div class="t m0 x4 ha y623 ff2 fs4 fc1 sc0 ls0 ws0"> <span class="ff1">b) budowa obiektów<span class="_ _6"></span> przemysłowych, <span class="_ _6"></span></span> </div></div></div><div class="pi" ></div></div><div id="pf36" class="pf w0 h0" ><div class="pc pc36 w0 h0"><img class="bi x6 y2b w4 h7" alt="" src="data:image/png;base64,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class="c x0 y0 w3 h0"><div class="t m0 x7 h8 y2c ff4 fs3 fc3 sc0 ls0 ws0">SPRAWOZDANE ZARZĄDU Z DZIAŁALNOŚCI<span class="ff3"> MIRBUD S.A. ZA <span class="ls4">ROK</span> <span class="ls5">20</span>21<span class="fc4"> </span></span></div><div class="t m0 x4 h6 y2d ff3 fs2 fc1 sc0 ls0 ws0"> </div></div><div class="c x4 y2e w5 h9"><div class="t m0 xc5 ha y2f ff2 fs4 fc3 sc0 ls0 ws0">MIRBUD <span class="ls6">| <span class="_ _6"></span></span>4.11 Czynniki ry<span class="_ _6"></span>zyka </div></div><div class="c x9 y2e w6 h9"><div class="t m0 xa hb y30 ff3 fs1 fc0 sc0 ls11 ws0">54<span class="fs2 ls0"> </span></div></div><div class="c x0 y0 w3 h0"><div class="t m0 x4 h6 y31 ff3 fs2 fc1 sc0 ls0 ws0"> </div></div><div class="c xb y32 w7 hc"><div class="t m0 xc hd y33 ff5 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x0 y0 w3 h0"><div class="t m0 x4 ha y136 ff2 fs4 fc1 sc0 ls0 ws0">c) roboty instalacyjne.<span class="_ _6"></span> </div><div class="t m0 x35 ha y42e ff2 fs4 fc1 sc0 ls0 ws0"> <span class="_ _32"> </span><span class="ff1">przenoszą <span class="_ _14"> </span>ryzy<span class="_ _6"></span>ka <span class="_ _14"> </span>do <span class="_ _1d"> </span>umów <span class="_ _14"> </span>o <span class="_ _14"> </span>w<span class="_ _6"></span>spółpracy <span class="_ _14"> </span>zawier<span class="_ _6"></span>anych <span class="_ _14"> </span>przez <span class="_ _14"> </span>Spółk<span class="_ _6"></span>ę</span> <span class="_ _14"> </span>z <span class="_ _14"> </span>producentami, </div><div class="t m0 x5 ha y224 ff1 fs4 fc1 sc0 ls0 ws0">dostawcami <span class="_ _27"> </span>i <span class="_ _1e"> </span>po<span class="_ _6"></span>dwykonawc<span class="_ _6"></span>ami <span class="_ _1e"> </span>(odpowie<span class="_ _6"></span>dzialność <span class="_ _1e"> </span>z<span class="_ _6"></span>a <span class="_ _1e"> </span>produkt, <span class="_ _27"> </span>odpow<span class="_ _6"></span>iedzialność <span class="_ _27"> </span>za <span class="_ _27"> </span>usługi, </div><div class="t m0 x5 ha y225 ff1 fs4 fc1 sc0 ls0 ws0">różnice między zamówi<span class="_ _6"></span>onym a dostarcz<span class="_ _6"></span>onym asortymentem, podwyż<span class="_ _6"></span>ki cenowe itp.).<span class="_ _6"></span><span class="ff2"> </span></div><div class="t m0 x4 ha y226 ff1 fs4 fc1 sc0 ls0 ws0">Niezależnie <span class="_ _1e"> </span>od <span class="_ _1e"> </span>powyżs<span class="_ _6"></span>zego <span class="_ _e"> </span>zapłata <span class="_ _1e"> </span>ni<span class="_ _6"></span>eprzewi<span class="_ _6"></span>dzianych <span class="_ _1e"> </span>kar <span class="_ _1e"> </span>umownych, <span class="_ _1e"> </span>czy <span class="_ _1e"> </span>też <span class="_ _27"> </span>odszkodowań <span class="_ _1e"> </span>może </div><div class="t m0 x4 ha y227 ff1 fs4 fc1 sc0 ls0 ws0">mieć <span class="_ _6"></span>negatywny <span class="_ _6"></span>wpływ <span class="_ _6"></span>na <span class="_ _10"></span>wynik <span class="_ _6"></span>finansow<span class="_ _6"></span><span class="ff2">y <span class="_ _6"></span></span>Spółk<span class="ff2">i</span>. <span class="_ _6"></span>Należy<span class="_ _6"></span> <span class="_ _6"></span>jednak <span class="_ _6"></span>zaznaczyć, <span class="_ _6"></span>iż <span class="_ _6"></span>w <span class="_ _10"></span>latach <span class="_ _6"></span>2005<span class="_ _6"></span><span class="ff2">-<span class="ls14">20</span>21 <span class="_ _6"></span><span class="lse">z </span></span></div><div class="t m0 x4 ha y228 ff1 fs4 fc1 sc0 ls0 ws0">tytułu <span class="_ _12"> </span>ryzy<span class="_ _6"></span>ka <span class="_ _12"> </span>związanego <span class="_ _1d"> </span>z <span class="_ _1d"> </span>karami <span class="_ _12"> </span>za <span class="_ _1d"> </span>niewykonanie, <span class="_ _12"> </span>n<span class="_ _6"></span>ienależyte <span class="_ _12"> </span>wy<span class="_ _6"></span>konanie, <span class="_ _12"> </span>lub <span class="_ _1d"> </span>nieterminow<span class="_ _6"></span>e </div><div class="t m0 x4 ha y229 ff2 fs4 fc1 sc0 ls0 ws0">wykonanie zlecenia<span class="_ _6"></span> <span class="ff1">Spółki nie poniosły zn<span class="_ _6"></span>aczących obc<span class="_ _6"></span>iążeń.<span class="_ _6"></span></span> </div><div class="t m0 x4 h2f y624 ff7 fs2 fc1 sc0 ls0 ws0">Ryzyko <span class="_ _f"></span><span class="ff8">związane <span class="_ _e"></span>z <span class="_ _e"></span>roszczeniami <span class="_ _f"></span>wobec <span class="_ _e"></span>Spół<span class="_ _0"></span>k<span class="ff7">i <span class="_ _e"></span></span>z <span class="_ _e"></span>tytułu <span class="_ _e"></span>budowy <span class="_ _f"></span>mieszkań <span class="_ _e"></span>i <span class="_ _e"></span>obiektów<span class="_ _3"></span> </span></div><div class="t m0 x4 h2f y1ec ff7 fs2 fc1 sc0 ls0 ws0">handlowo-<span class="ff8">usługo<span class="_ _3"></span>w<span class="_ _6"></span>ych,<span class="_ _0"></span> oraz z udzie<span class="_ _0"></span>leniem gw<span class="_ _0"></span>arancji zapłaty<span class="_ _0"></span> za roboty budow<span class="_ _3"></span>l<span class="_ _6"></span>ane <span class="ff7"> </span></span></div><div class="t m0 x4 ha y4a3 ff1 fs4 fc1 sc0 ls0 ws0">W <span class="_ _12"> </span>celu <span class="_ _12"> </span>realizacj<span class="_ _6"></span>i <span class="_ _12"> </span>licznych <span class="_ _1d"> </span>inwestycji <span class="_ _12"> </span>Spółka <span class="_ _1d"> </span>zawierała <span class="_ _14"> </span>i <span class="_ _13"> </span>b<span class="_ _6"></span>ędzie <span class="_ _12"> </span>zawiera<span class="_ _6"></span>ła <span class="_ _12"> </span>umowy <span class="_ _12"> </span>o <span class="_ _1d"> </span>budowę <span class="_ _12"> </span>z </div><div class="t m0 x4 ha y4a4 ff2 fs4 fc1 sc0 ls0 ws0">podwykonawcami <span class="_ _29"> </span><span class="ff1">prac<span class="_ _6"></span>  budowl<span class="_ _6"></span>anych <span class="_ _29"> </span>i  wykońc<span class="_ _6"></span>zeniowych. <span class="_ _29"> </span>Należy <span class="_ _29"> </span>zauważyć<span class="_ _6"></span>,  iż<span class="_ _6"></span>  zaciągnięte <span class="_ _29"> </span>przez<span class="_ _6"></span> </span></div><div class="t m0 x4 ha y92 ff2 fs4 fc1 sc0 ls0 ws0">podwykonaw<span class="ff1">ców <span class="_ _6"></span>zobow<span class="_ _6"></span>iązania <span class="_ _6"></span>w zw<span class="_ _6"></span>iązku z<span class="_ _6"></span> rea<span class="_ _6"></span>lizacją <span class="_ _6"></span>inwestycji <span class="_ _6"></span>(np. w<span class="_ _6"></span> s<span class="_ _6"></span>tosunku <span class="_ _6"></span>do podwy<span class="_ _6"></span>konawców<span class="_ _10"></span></span> </div><div class="t m0 x4 ha y93 ff2 fs4 fc1 sc0 ls0 ws0">dalszych<span class="ff1">) <span class="_ _e"></span>mogą <span class="_ _e"></span>w <span class="_ _e"></span>konsek<span class="_ _6"></span>wencji, <span class="_ _f"></span>z<span class="_ _6"></span> <span class="_ _f"></span>uwagi <span class="_ _e"> </span>na <span class="_ _e"></span>solidar<span class="_ _6"></span>ną <span class="_ _f"></span>odpowi<span class="_ _6"></span>edzialność <span class="_ _e"></span>inwestora <span class="_ _e"></span>i <span class="_ _f"></span>wy<span class="_ _6"></span>konawcy <span class="_ _e"></span>za </span></div><div class="t m0 x4 ha y625 ff1 fs4 fc1 sc0 ls0 ws0">zapłatę  wynagrodzenia,  wiązać  się  z  powstaniem  roszczeń  wobec  Spółk<span class="_ _6"></span><span class="ff2">i  </span>co  może  odbić  się <span class="_ _28"> </span>na </div><div class="t m0 x4 ha y626 ff1 fs4 fc1 sc0 ls0 ws0">terminowości realizacji inwestycji. W konsekwencji Spółka, <span class="_ _0"></span>która jest odpowiedzialna wzgl<span class="_ _6"></span>ędem swoich </div><div class="t m0 x4 ha y627 ff1 fs4 fc1 sc0 ls0 ws0">klientów, <span class="_ _1e"> </span>może <span class="_ _1e"> </span>ponieść <span class="_ _1e"> </span>zn<span class="_ _6"></span>aczne <span class="_ _e"> </span>k<span class="_ _6"></span>oszty <span class="_ _1e"> </span>niewykonania <span class="_ _1e"> </span>umowy<span class="_ _6"></span> <span class="_ _e"> </span>lub <span class="_ _1e"> </span>jej <span class="_ _1e"> </span>n<span class="_ _6"></span>ienależytego <span class="_ _1e"> </span>wykonania. <span class="_ _1e"> </span>Nie </div><div class="t m0 x4 ha y97 ff1 fs4 fc1 sc0 ls0 ws0">można rów<span class="_ _6"></span>nież <span class="_ _6"></span>wykluczyć, <span class="_ _6"></span>iż w <span class="_ _6"></span>przysz<span class="_ _6"></span>łości klienci <span class="_ _6"></span>i <span class="_ _6"></span>partnerzy <span class="_ _6"></span>handlowi <span class="_ _6"></span>Spółk<span class="_ _6"></span><span class="ff2">i <span class="_ _6"></span></span>nie <span class="_ _6"></span>wystąpią <span class="_ _6"></span>również <span class="_ _6"></span>do </div><div class="t m0 x4 ha y98 ff1 fs4 fc1 sc0 ls0 ws0">nich <span class="_ _1e"> </span>z <span class="_ _27"> </span>roszc<span class="_ _6"></span>zeniami <span class="_ _1e"> </span>z <span class="_ _1e"> </span>ty<span class="_ _6"></span>tułu <span class="_ _1e"> </span>ukry<span class="_ _6"></span>tych <span class="_ _1e"> </span>wad <span class="_ _27"> </span>budynk<span class="_ _6"></span>u <span class="_ _27"> </span>powstałych <span class="_ _27"> </span>na <span class="_ _27"> </span>etapie <span class="_ _27"> </span>robót <span class="_ _27"> </span>budowlanych <span class="_ _27"> </span>bądź </div><div class="t m0 x4 ha y615 ff1 fs4 fc1 sc0 ls0 ws0">wykończeniowych, <span class="_ _3"></span>c<span class="_ _6"></span>hoć <span class="_ _5"></span>w<span class="_ _6"></span>edług <span class="_ _3"></span>zawarty<span class="_ _6"></span>ch <span class="_ _3"></span>przez <span class="_ _3"></span>Spółk<span class="_ _6"></span>ę<span class="ff2"> <span class="_ _3"></span><span class="ff1">standard<span class="_ _6"></span>owych <span class="_ _3"></span>umów <span class="_ _3"></span>kos<span class="_ _6"></span>zty <span class="_ _3"></span>napraw <span class="_ _3"></span>tego <span class="_ _3"></span>typu </span></span></div><div class="t m0 x4 ha y616 ff1 fs4 fc1 sc0 ls0 ws0">usterek <span class="_ _25"> </span>są <span class="_ _26"> </span>pokr<span class="_ _6"></span>ywane <span class="_ _25"> </span>przez <span class="_ _25"> </span>wykonawcę <span class="_ _25"> </span>lub <span class="_ _26"> </span>j<span class="_ _6"></span>ego <span class="_ _26"> </span>podwyk<span class="_ _6"></span>onawców. <span class="_ _25"> </span>Spółki <span class="_ _25"> </span>ponoszą <span class="_ _25"> </span>także </div><div class="t m0 x4 ha y617 ff1 fs4 fc1 sc0 ls0 ws0">odpowiedzialność<span class="_ _6"></span> wobec nabywców loka<span class="_ _6"></span>li z tytułu rękojmi za wady fizy<span class="_ _6"></span>czne i prawne budynków. Okres </div><div class="t m0 x4 ha y9c ff1 fs4 fc1 sc0 ls0 ws0">objęty tymi roszc<span class="_ _6"></span>zeniami wynosi <span class="ff2">5 <span class="_ _6"></span>lat.  </span></div><div class="t m0 x4 ha y9d ff2 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 x4 ha y618 ff2 fs4 fc1 sc0 ls0 ws0">Ponadto <span class="_ _6"></span>na <span class="_ _6"></span>podsta<span class="_ _6"></span>wie <span class="_ _6"></span>art. <span class="_ _6"></span>6491 <span class="_ _10"></span><span class="ff1">–</span> <span class="_ _6"></span><span class="ff1">6495 <span class="_ _6"></span>Kodeks<span class="_ _6"></span>u <span class="_ _6"></span>cywilnego <span class="_ _6"></span>na <span class="_ _6"></span>żądanie <span class="_ _6"></span>wy<span class="_ _6"></span>konawcy <span class="_ _6"></span>Spółka <span class="_ _6"></span>działając<span class="_ _6"></span>a </span></div><div class="t m0 x4 ha y619 ff1 fs4 fc1 sc0 ls0 ws0">jako <span class="_ _e"></span>inwestor <span class="_ _e"></span>(generalny <span class="_ _e"> </span>w<span class="_ _6"></span>ykonawca) <span class="_ _e"> </span>jest <span class="_ _e"> </span>zobowiąz<span class="_ _6"></span>ana <span class="_ _f"></span>do<span class="_ _6"></span><span class="ff2"> <span class="_ _e"> </span></span>u<span class="_ _6"></span>dzielenia <span class="_ _e"></span>gwarancj<span class="_ _6"></span>i <span class="_ _f"></span>zapłaty <span class="_ _e"> </span>wykonawcy<span class="_ _6"></span> </div><div class="t m0 x4 ha y61a ff2 fs4 fc1 sc0 ls0 ws0">(generalnemu <span class="_ _6"></span>wyk<span class="_ _6"></span>onawcy) <span class="_ _10"></span>za <span class="_ _6"></span>roboty <span class="_ _10"></span>budowlane <span class="_ _10"></span>w <span class="_ _6"></span>postac<span class="_ _6"></span>i <span class="_ _6"></span>gwarancji <span class="_ _10"></span>bankowej <span class="_ _6"></span>lu<span class="_ _6"></span>b <span class="_ _6"></span>ubezpieczeniow<span class="_ _6"></span>ej, </div><div class="t m0 x4 ha ya1 ff1 fs4 fc1 sc0 ls0 ws0">a <span class="_ _f"></span>także <span class="_ _10"></span>ak<span class="_ _6"></span>redytywy <span class="_ _f"></span>bankowej <span class="_ _f"></span>lub <span class="_ _10"></span>por<span class="_ _6"></span>ęczenia <span class="_ _f"></span>banku <span class="_ _f"></span>udzielonego <span class="_ _f"></span>na <span class="_ _f"></span>zlecenie <span class="_ _f"></span>inwestora. <span class="_ _f"></span>Wystąpienie </div><div class="t m0 x4 ha y61b ff1 fs4 fc1 sc0 ls0 ws0">któregokolwiek <span class="_ _6"></span>ze <span class="_ _6"></span>wskazan<span class="_ _6"></span>ych <span class="_ _6"></span>powyżej <span class="_ _6"></span>czy<span class="_ _6"></span>nników prz<span class="_ _6"></span>ekładającyc<span class="_ _6"></span>h się <span class="_ _6"></span>na <span class="_ _6"></span>powsta<span class="_ _6"></span>nie ros<span class="_ _6"></span>zczeń <span class="_ _6"></span>wobec </div><div class="t m0 x4 ha y628 ff1 fs4 fc1 sc0 ls0 ws0">Spółk<span class="ff2">i</span>, <span class="_ _e"> </span>może<span class="_ _6"></span> <span class="_ _e"> </span>mieć <span class="_ _1e"> </span>niekorz<span class="_ _6"></span>ystny <span class="_ _e"> </span>wpływ <span class="_ _1e"> </span>na <span class="_ _1e"> </span>działalność, <span class="_ _1e"> </span>sytuację <span class="_ _1e"> </span>finansową <span class="_ _1e"> </span>lub <span class="_ _1e"> </span>perspektywy <span class="_ _1e"> </span>rozwoju </div><div class="t m0 x4 ha y629 ff1 fs4 fc1 sc0 ls0 ws0">Spółki<span class="ff2">. </span></div><div class="t m0 x4 ha y62a ff2 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 x4 h2f y62b ff7 fs2 fc1 sc0 ls0 ws0">Ryzyko <span class="ff8">związane<span class="_ _0"></span> z procese<span class="_ _0"></span>m produkcyjnym<span class="ff7"> </span></span></div><div class="t m0 x4 h10 y62c ff7 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x4 ha y332 ff1 fs4 fc1 sc0 ls0 ws0">Umowy <span class="_ _10"></span>dotyc<span class="_ _6"></span>zące <span class="_ _10"></span>realizacji <span class="_ _10"></span>k<span class="_ _6"></span>ontraktów <span class="_ _10"></span>bu<span class="_ _6"></span>dowlany<span class="_ _6"></span>ch <span class="_ _10"></span>zawierają <span class="_ _f"></span>szereg <span class="_ _10"></span>klauzul <span class="_ _f"></span>odnośnie <span class="_ _10"></span>nal<span class="_ _6"></span>eżytego <span class="_ _10"></span>i </div><div class="t m0 x4 ha y333 ff1 fs4 fc1 sc0 ls0 ws0">terminowego <span class="_ _12"> </span>wykonan<span class="_ _6"></span>ia <span class="_ _13"> </span>kontraktu, <span class="_ _12"> </span>właśc<span class="_ _6"></span>iwego <span class="_ _13"> </span>us<span class="_ _6"></span>unięcia <span class="_ _13"> </span>wa<span class="_ _6"></span>d <span class="_ _13"> </span>i <span class="_ _12"> </span>usterek, <span class="_ _12"> </span>z <span class="_ _1d"> </span>czym <span class="_ _12"> </span>związane <span class="_ _13"> </span>jes<span class="_ _6"></span>t </div><div class="t m0 x4 ha y600 ff1 fs4 fc1 sc0 ls0 ws0">wniesienie <span class="_ _3"></span>k<span class="_ _6"></span>aucji <span class="_ _3"></span>gwara<span class="_ _6"></span>ncyjnej <span class="_ _3"></span>lub<span class="_ _6"></span> <span class="_ _3"></span>zabezpieczen<span class="_ _6"></span>ia <span class="_ _3"></span>kontraktu <span class="_ _0"></span>gwarancją ub<span class="_ _0"></span>ezpiecz<span class="_ _6"></span>eniową <span class="_ _3"></span>lub ba<span class="_ _0"></span>nkową. </div><div class="t m0 x4 ha y62d ff2 fs4 fc1 sc0 ls0 ws0">Zabezpieczenie <span class="_ _21"> </span>zwyk<span class="_ _6"></span>le <span class="_ _27"> </span>wn<span class="_ _6"></span>oszone <span class="_ _27"> </span>j<span class="_ _6"></span>est <span class="_ _21"> </span>w <span class="_ _27"> </span>postac<span class="_ _6"></span>i <span class="_ _27"> </span>gw<span class="_ _6"></span>arancji <span class="_ _21"> </span>ubezpieczeniowej, <span class="_ _21"> </span>bankowej <span class="_ _21"> </span>lub <span class="_ _21"> </span>kaucji </div><div class="t m0 x4 ha y335 ff1 fs4 fc1 sc0 ls0 ws0">pieniężnej  w  okreś<span class="_ _6"></span>lonym  terminie  po  podp<span class="_ _6"></span>isaniu  kontraktu  i  rozlicz<span class="_ _6"></span>ane  po  zakończ<span class="_ _6"></span>eniu  realizacji </div><div class="t m0 x4 ha y336 ff1 fs4 fc1 sc0 ls0 ws0">kontraktu. <span class="_ _1e"> </span>Wys<span class="_ _6"></span>okość <span class="_ _1e"> </span>zabezpiecz<span class="_ _6"></span>enia <span class="_ _1e"> </span>uzależniona<span class="_ _6"></span> <span class="_ _1e"> </span>jest <span class="_ _1e"> </span>od <span class="_ _27"> </span>rodzaju <span class="_ _27"> </span>kontraktu. <span class="_ _1e"> </span>Zw<span class="_ _f"></span>ykle <span class="_ _e"> </span>j<span class="_ _6"></span>ego <span class="_ _1e"> </span>wysokość<span class="_ _6"></span> </div><div class="t m0 x4 ha y337 ff1 fs4 fc1 sc0 ls0 ws0">kształtuje się na pozio<span class="_ _6"></span>mie 5<span class="ff2">-10% ceny k<span class="_ _6"></span>ontraktowej. <span class="_ _6"></span> </span></div><div class="t m0 x4 ha y58 ff2 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 x4 ha y62e ff1 fs4 fc1 sc0 ls0 ws0">Ponieważ <span class="_ _21"> </span>konieczność <span class="_ _21"> </span>wnoszenia <span class="_ _21"> </span>zabezpieczenia <span class="_ _21"> </span>w <span class="_ _21"> </span>formie <span class="_ _27"> </span>ka<span class="_ _6"></span>ucji <span class="_ _27"> </span>może<span class="_ _6"></span> <span class="_ _27"> </span>wpływać<span class="_ _6"></span> <span class="_ _27"> </span>na <span class="_ _21"> </span>ograniczenie </div><div class="t m0 x4 ha y33a ff1 fs4 fc1 sc0 ls0 ws0">płynności <span class="_ _5"></span>f<span class="_ _6"></span>inansowej <span class="_ _3"></span>Spółki <span class="_ _3"></span>preferuje <span class="_ _3"></span>wnoszenie<span class="_ _6"></span> <span class="_ _5"></span>zabez<span class="_ _6"></span>pieczenia <span class="_ _5"></span>w <span class="_ _3"></span>postaci<span class="_ _6"></span> <span class="_ _5"></span>gwaran<span class="_ _6"></span>cji <span class="_ _5"></span>ubezp<span class="_ _6"></span>ieczeniowej. </div><div class="t m0 x4 ha y33b ff1 fs4 fc1 sc0 ls0 ws0">W przypadku <span class="_ _6"></span>ograniczenia <span class="_ _6"></span>dostępu do <span class="_ _6"></span>gwarancj<span class="_ _6"></span>i ubezpieczeniowych <span class="_ _10"></span>lub <span class="_ _6"></span>bankowych <span class="_ _6"></span>oraz zwiększ<span class="_ _6"></span>enia </div><div class="t m0 x4 ha y33c ff1 fs4 fc1 sc0 ls0 ws0">kosztów ich pozyskania Spółka ponosi <span class="_ _3"></span>ry<span class="_ _6"></span>zyko zwiększenia kosztów, zamrożenia środków finansowych, </div><div class="t m0 x4 ha y62f ff1 fs4 fc1 sc0 ls0 ws0">co w konsekwencji moż<span class="_ _6"></span>e doprowadzić do<span class="_ _6"></span> obniżenia rentown<span class="_ _6"></span>ości lub płynności fin<span class="_ _6"></span>ansowej Spółki. <span class="_ _10"></span><span class="ff2"> </span></div><div class="t m0 x4 ha y630 ff2 fs4 fc1 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf37" class="pf w0 h0" ><div class="pc pc37 w0 h0"><img class="bi x6 y2b w4 h7" alt="" 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"/><div class="c x0 y0 w3 h0"><div class="t m0 x7 h8 y2c ff4 fs3 fc3 sc0 ls0 ws0">SPRAWOZDANE ZARZĄDU Z DZIAŁALNOŚCI<span class="ff3"> MIRBUD S.A. ZA <span class="ls4">ROK</span> <span class="ls5">20</span>21<span class="fc4"> </span></span></div><div class="t m0 x4 h6 y2d ff3 fs2 fc1 sc0 ls0 ws0"> </div></div><div class="c x4 y2e w5 h9"><div class="t m0 xc5 ha y2f ff2 fs4 fc3 sc0 ls0 ws0">MIRBUD <span class="ls6">| <span class="_ _6"></span></span>4.11 Czynniki ry<span class="_ _6"></span>zyka </div></div><div class="c x9 y2e w6 h9"><div class="t m0 xa hb y30 ff3 fs1 fc0 sc0 ls11 ws0">55<span class="fs2 ls0"> </span></div></div><div class="c x0 y0 w3 h0"><div class="t m0 x4 h6 y31 ff3 fs2 fc1 sc0 ls0 ws0"> </div></div><div class="c xb y32 w7 hc"><div class="t m0 xc hd y33 ff5 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x0 y0 w3 h0"><div class="t m0 x4 ha y136 ff1 fs4 fc1 sc0 ls0 ws0">Spółk<span class="ff2">a <span class="_ _6"></span></span>w<span class="_ _6"></span> <span class="_ _6"></span>celu <span class="_ _10"></span>zminimalizowani<span class="_ _6"></span>a <span class="_ _6"></span>ryzyk<span class="_ _6"></span>a <span class="_ _6"></span>umowy <span class="_ _10"></span>z <span class="_ _6"></span>po<span class="_ _6"></span>dwykonawcami <span class="_ _10"></span>zobowiązują<span class="_ _6"></span> <span class="_ _6"></span>podwyk<span class="_ _6"></span>onawców <span class="_ _6"></span>do </div><div class="t m0 x4 ha y168 ff1 fs4 fc1 sc0 ls0 ws0">zabezpieczenia <span class="_ _21"> </span>prawidłowej <span class="_ _21"> </span>realizacji <span class="_ _21"> </span>umowy <span class="_ _27"> </span>w <span class="_ _21"> </span>postaci <span class="_ _21"> </span>gwarancji <span class="_ _21"> </span>ubezpieczeniow<span class="_ _6"></span>ej, <span class="_ _27"> </span>bankowej<span class="_ _6"></span> <span class="_ _27"> </span>lub </div><div class="t m0 x4 ha y169 ff1 fs4 fc1 sc0 ls0 ws0">kaucji pieniężnej oraz z<span class="_ _6"></span>awierają kary<span class="_ _6"></span> umowne za przek<span class="_ _6"></span>roczenie terminów umow<span class="_ _6"></span>ny<span class="_ _6"></span><span class="ff2">ch. </span></div><div class="t m0 x4 h10 y631 ff7 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x4 h2f y632 ff8 fs2 fc1 sc0 ls0 ws0">Zarządzanie ryz<span class="ff7">y</span>k<span class="_ _0"></span>iem kapita<span class="_ _0"></span>łowym<span class="ff7"> </span></div><div class="t m0 x4 h10 y633 ff7 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x4 ha y1e9 ff1 fs4 fc1 sc0 ls0 ws0">Celem w zarządzaniu ryz<span class="_ _6"></span>ykiem kapitałowym jest ochrona zdolnośc<span class="_ _6"></span>i do kontynuowania działa<span class="_ _6"></span>lności tak, </div><div class="t m0 x4 ha y634 ff1 fs4 fc1 sc0 ls0 ws0">aby <span class="_ _e"> </span>możliwe <span class="_ _1e"> </span>było <span class="_ _e"> </span>re<span class="_ _6"></span>alizowanie <span class="_ _e"> </span>zwr<span class="_ _6"></span>otu <span class="_ _e"></span>dla <span class="_ _1e"> </span>akcjonariusz<span class="_ _6"></span>y <span class="_ _e"> </span>oraz <span class="_ _1e"> </span>korzyści <span class="_ _e"> </span>dla <span class="_ _e"> </span>in<span class="_ _6"></span>nych <span class="_ _e"> </span>zainteresowanyc<span class="_ _6"></span>h </div><div class="t m0 x4 ha y635 ff1 fs4 fc1 sc0 ls0 ws0">stron, a także utrzym<span class="_ _6"></span>anie optymalnej s<span class="_ _6"></span>truktury kapitału<span class="_ _6"></span> w celu obniżenia jego kosz<span class="_ _6"></span>tu. <span class="_ _6"></span><span class="ff2"> </span></div><div class="t m0 x4 ha y636 ff1 fs4 fc1 sc0 ls0 ws0">Narzędziami służący<span class="_ _6"></span>mi do utrzymania i koryg<span class="_ _6"></span>owania strukturę kap<span class="_ _6"></span>itału mogą być:<span class="_ _6"></span><span class="ff2"> </span></div><div class="t m0 x35 ha y598 ff2 fs4 fc1 sc0 ls0 ws0"> <span class="_ _32"> </span><span class="ff1">z<span class="_ _6"></span>miana kwoty deklarowany<span class="_ _6"></span>ch dywidend do wy<span class="_ _6"></span>płacenia;<span class="_ _6"></span></span> </div><div class="t m0 x35 ha y637 ff2 fs4 fc1 sc0 ls0 ws0"> <span class="_ _32"> </span><span class="ff1">z<span class="_ _6"></span>wrot kapitału akcjonariusz<span class="_ _6"></span>om;</span> </div><div class="t m0 x35 ha y638 ff2 fs4 fc1 sc0 ls0 ws0"> <span class="_ _32"> </span>emisj<span class="_ _6"></span>a akcji i innych instrum<span class="_ _6"></span><span class="ff1">entów kapitałowyc<span class="_ _6"></span>h;</span> </div><div class="t m0 x35 ha y639 ff2 fs4 fc1 sc0 ls0 ws0"> <span class="_ _32"> </span><span class="ff1">s<span class="_ _6"></span>przedaż aktywów w celu o<span class="_ _6"></span>bniżenia zadłużenia. <span class="_ _6"></span></span> </div><div class="t m0 x4 ha y63a ff2 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 x4 ha y63b ff1 fs4 fc1 sc0 ls0 ws0">Monitorowanie <span class="_ _f"></span>kapitału <span class="_ _f"></span>od<span class="_ _6"></span>bywa <span class="_ _f"></span>się <span class="_ _f"></span>za <span class="_ _10"></span>p<span class="_ _6"></span>omocą <span class="_ _f"></span>wskaźnika <span class="_ _f"></span>zadłużenia. <span class="_ _f"></span>Wskaźn<span class="_ _6"></span>ik <span class="_ _f"></span>ten <span class="_ _10"></span>o<span class="_ _6"></span>blicza <span class="_ _f"></span>się <span class="_ _f"></span>jako </div><div class="t m0 x4 ha y63c ff1 fs4 fc1 sc0 ls0 ws0">stosunek <span class="_ _11"> </span>z<span class="_ _6"></span>adłużenia <span class="_ _29"> </span>netto <span class="_ _29"> </span>do  łącz<span class="_ _6"></span>nej  wart<span class="_ _6"></span>ości  k<span class="_ _6"></span>apitału. <span class="_ _11"> </span>Zad<span class="_ _6"></span>łużenie <span class="_ _11"> </span>ne<span class="_ _6"></span>tto <span class="_ _11"> </span>ob<span class="_ _6"></span>licza <span class="_ _11"> </span>s<span class="_ _6"></span>ię  jako <span class="_ _29"> </span>su<span class="_ _10"></span><span class="ls25">mę </span></div><div class="t m0 x4 ha y25f ff1 fs4 fc1 sc0 ls0 ws0">zadłużenia <span class="_ _1d"> </span>finansowego<span class="_ _6"></span> <span class="_ _12"> </span>(obejmującyc<span class="_ _6"></span>h <span class="_ _12"> </span>bieżące<span class="_ _6"></span> <span class="_ _1d"> </span>i <span class="_ _12"> </span>długoter<span class="_ _6"></span>minowe <span class="_ _12"> </span>k<span class="_ _6"></span>redyty <span class="_ _1d"> </span>i <span class="_ _12"> </span>poż<span class="_ _6"></span>yczki <span class="_ _12"> </span>oraz<span class="_ _6"></span> <span class="_ _1d"> </span>inne </div><div class="t m0 x4 ha y63d ff1 fs4 fc1 sc0 ls0 ws0">zadłużenie <span class="_ _f"></span>finansowe <span class="_ _f"></span>wykaz<span class="_ _6"></span>ane <span class="_ _10"></span>w<span class="_ _6"></span> <span class="_ _f"></span>skonsolidowanym <span class="_ _f"></span>bilansie) <span class="_ _f"></span>pomniejszoną <span class="_ _f"></span>o <span class="_ _f"></span>śr<span class="_ _6"></span>odki <span class="_ _10"></span>pien<span class="_ _6"></span>iężne <span class="_ _f"></span>i <span class="_ _f"></span>ich </div><div class="t m0 x4 ha y63e ff1 fs4 fc1 sc0 ls0 ws0">ekwiwalenty. <span class="_ _e"></span>Łączną <span class="_ _e"></span>wartoś<span class="_ _6"></span>ć <span class="_ _f"></span>kapitału <span class="_ _e"> </span>oblicza <span class="_ _e"></span>się <span class="_ _f"></span>j<span class="_ _6"></span>ako <span class="_ _f"></span>k<span class="_ _6"></span>apitał <span class="_ _f"></span>włas<span class="_ _10"></span><span class="ff2">ny <span class="_ _f"></span>wyk<span class="_ _6"></span>azany <span class="_ _f"></span>w <span class="_ _e"> </span>skonsol<span class="_ _6"></span>idowanym </span></div><div class="t m0 x4 ha y205 ff1 fs4 fc1 sc0 ls0 ws0">bilansie wraz z zad<span class="_ _6"></span>łużeniem netto.<span class="_ _6"></span><span class="ff2"> </span></div><div class="t m0 x4 ha y63f ff2 fs4 fc1 sc0 ls0 ws0"> </div></div><div class="c xc0 y640 w9d ha1"><div class="t m0 xbc h28 y641 ff1 fs5 fc0 sc0 ls0 ws0">Wyliczenie wska<span class="_ _3"></span>ź<span class="_ _6"></span>nika zadłu<span class="_ _0"></span>żenia<span class="ff2"> </span></div></div><div class="c x13 y543 w9e ha2"><div class="t m0 xea h28 y642 ff2 fs5 fc0 sc0 ls0 ws0">w tys. PLN </div></div><div class="c x13 y643 w9f ha3"><div class="t m0 xb6 h28 y644 ff2 fs5 fc0 sc0 ls0 ws0">Stan na: </div></div><div class="c xeb y643 wa0 ha3"><div class="t m0 xb6 h28 y644 ff2 fs5 fc0 sc0 ls0 ws0">Stan na: </div></div><div class="c x13 y640 w9f ha2"><div class="t m0 x54 h28 y642 ff2 fs5 fc0 sc0 ls0 ws0">31.<span class="ls13">12.202</span>1 </div></div><div class="c xeb y640 wa0 ha2"><div class="t m0 x54 h28 y642 ff2 fs5 fc0 sc0 ls0 ws0">31.12.20<span class="ls13">20</span> </div></div><div class="c xc0 y645 wa1 ha3"><div class="t m0 x2f h28 y644 ff1 fs5 fc1 sc0 ls0 ws0">Kredyty i inne<span class="_ _0"></span> zobowiązania f<span class="_ _0"></span>inansowe og<span class="_ _0"></span>ółem<span class="ff2"> </span></div></div><div class="c x13 y645 wa2 ha3"><div class="t m0 x8a h28 y13b ff2 fs5 fc1 sc0 ls0 ws0">148 601 </div></div><div class="c x2a y645 wa2 ha3"><div class="t m0 x8a h28 y13b ff2 fs5 fc1 sc0 ls0 ws0">118 248 </div></div><div class="c xc0 y10e wa1 ha4"><div class="t m0 x2f h28 y571 ff1 fs5 fc1 sc0 ls0 ws0">Środki pieniężne<span class="_ _3"></span> <span class="_ _6"></span>i ekwiwalen<span class="_ _0"></span>ty<span class="ff2"> </span></div></div><div class="c x13 y10e wa2 ha4"><div class="t m0 x1e h28 y13b ff2 fs5 fc1 sc0 ls0 ws0">-224 182 </div></div><div class="c x2a y10e wa2 ha4"><div class="t m0 x1e h28 y13b ff2 fs5 fc1 sc0 ls0 ws0">-213 924 </div></div><div class="c xc0 y646 wa1 ha2"><div class="t m0 x2f h26 y642 ff8 fs5 fc1 sc0 ls0 ws0">Zadłużenie netto<span class="_ _3"></span><span class="ff7"> </span></div></div><div class="c x13 y646 wa2 ha2"><div class="t m0 xb h26 y13b ff7 fs5 fc1 sc0 ls0 ws0">0 </div></div><div class="c x2a y646 wa2 ha2"><div class="t m0 xb h26 y13b ff7 fs5 fc1 sc0 ls0 ws0">0 </div></div><div class="c xc0 y647 wa3 h31"><div class="t m0 x2f h28 y571 ff1 fs5 fc1 sc0 ls0 ws0">Kapitał własny<span class="_ _0"></span><span class="ff2"> </span></div></div><div class="c x13 y647 wa2 h31"><div class="t m0 x8a h28 y13b ff2 fs5 fc1 sc0 ls0 ws0">365 488 </div></div><div class="c x2a y647 wa2 h31"><div class="t m0 x8a h28 y13b ff2 fs5 fc1 sc0 ls0 ws0">292 473 </div></div><div class="c xc0 y648 wa3 ha3"><div class="t m0 x2f h26 y644 ff8 fs5 fc1 sc0 ls0 ws0">Kapitał ogółem<span class="_ _0"></span><span class="ff7"> </span></div></div><div class="c x13 y648 wa2 ha3"><div class="t m0 x8a h26 y13b ff7 fs5 fc1 sc0 ls0 ws0">289 907 </div></div><div class="c x2a y648 wa2 ha3"><div class="t m0 x8a h26 y13b ff7 fs5 fc1 sc0 ls0 ws0">196 798 </div></div><div class="c xc0 y649 wa1 ha2"><div class="t m0 x2f h26 y642 ff8 fs5 fc1 sc0 ls0 ws0">Wskaźnik zadłu<span class="_ _3"></span>ż<span class="_ _6"></span>enia netto<span class="_ _0"></span><span class="ff7"> </span></div></div><div class="c x13 y649 wa2 ha2"><div class="t m0 x98 h26 y13b ff7 fs5 fc1 sc0 ls13 ws0">0%<span class="ls0"> </span></div></div><div class="c x2a y649 wa2 ha2"><div class="t m0 x98 h26 y13b ff7 fs5 fc1 sc0 ls13 ws0">0%<span class="ls0"> </span></div></div><div class="c x0 y0 w3 h0"><div class="t m0 x4 h3 y64a ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x4 h3 y64b ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x2e y64c wa4 ha5"><div class="t m0 x50 h28 y64d ff1 fs5 fc0 sc0 ls0 ws0">Wskaźniki zabe<span class="_ _3"></span>z<span class="_ _6"></span>pieczenia pł<span class="_ _0"></span>ynności fina<span class="_ _0"></span>nsowej<span class="ff2"> </span></div></div><div class="c xec y4b8 wc ha6"><div class="t m0 x70 h28 y64e ff2 fs5 fc0 sc0 ls0 ws0">w tys. PLN </div></div><div class="c xec y600 wa5 ha6"><div class="t m0 x4f h28 y64e ff2 fs5 fc0 sc0 ls0 ws0">Stan na: </div></div><div class="c x76 y600 wa6 ha6"><div class="t m0 x4f h28 y64e ff2 fs5 fc0 sc0 ls0 ws0">Stan na: </div></div><div class="c xec y64c wa5 ha7"><div class="t m0 x6e h28 y64e ff2 fs5 fc0 sc0 ls0 ws0">31.<span class="ls13">12</span>.2021 </div></div><div class="c x76 y64c wa6 ha7"><div class="t m0 x6e h28 y64e ff2 fs5 fc0 sc0 ls0 ws0">31.12.20<span class="ls13">20</span> </div></div><div class="c x2e y64f wa7 ha7"><div class="t m0 x2f h28 y64e ff1 fs5 fc1 sc0 ls0 ws0">Dług netto<span class="ff2"> </span></div></div><div class="c xec y64f wa5 ha7"><div class="t m0 x5 h28 y13b ff2 fs5 fc1 sc0 ls0 ws0">0 </div></div><div class="c x76 y64f wa8 ha7"><div class="t m0 x5 h28 y13b ff2 fs5 fc1 sc0 ls0 ws0">0 </div></div><div class="c x2e y650 wa7 ha8"><div class="t m0 x2f h28 y64e ff2 fs5 fc1 sc0 ls0 ws0">EBITDA (za okres<span class="_ _0"></span> ostatnich<span class="_ _0"></span> 12 m-<span class="lse">cy)</span> </div></div><div class="c xec y650 wa5 ha8"><div class="t m0 xed h28 y13b ff2 fs5 fc1 sc0 ls0 ws0">118 194 </div></div><div class="c x76 y650 wa8 ha8"><div class="t m0 xee h28 y13b ff2 fs5 fc1 sc0 ls0 ws0">39 951 </div></div><div class="c x2e y651 wa7 ha6"><div class="t m0 x2f h28 y64e ff1 fs5 fc1 sc0 ls0 ws0">Kapitał własny<span class="_ _0"></span><span class="ff2"> </span></div></div><div class="c xec y651 wa5 ha6"><div class="t m0 xed h28 y13b ff2 fs5 fc1 sc0 ls0 ws0">365 488 </div></div><div class="c x76 y651 wa8 ha6"><div class="t m0 xed h28 y13b ff2 fs5 fc1 sc0 ls0 ws0">292 473 </div></div><div class="c x2e y652 wa7 h29"><div class="t m0 x2f h28 y140 ff2 fs5 fc1 sc0 ls0 ws0">Aktywa razem </div></div><div class="c xec y652 wa5 h29"><div class="t m0 x20 h28 y564 ff2 fs5 fc1 sc0 ls0 ws0">1 221 892 </div></div><div class="c x76 y652 wa8 h29"><div class="t m0 xed h28 y564 ff2 fs5 fc1 sc0 ls0 ws0">920 747 </div></div><div class="c x2e y653 wa7 ha7"><div class="t m0 x2f h26 y64e ff8 fs5 fc1 sc0 ls0 ws0">dług netto/EBI<span class="_ _0"></span>TDA <span class="ff7"> </span></div></div><div class="c xec y653 wa5 ha7"><div class="t m0 x5 h26 y13b ff7 fs5 fc1 sc0 ls0 ws0">0 </div></div><div class="c x76 y653 wa8 ha7"><div class="t m0 x5 h26 y13b ff7 fs5 fc1 sc0 ls0 ws0">0 </div></div><div class="c x2e y654 wa7 h29"><div class="t m0 x2f h26 y655 ff8 fs5 fc1 sc0 ls0 ws0">kapitał własny/akty<span class="_ _0"></span>wa ogółem<span class="_ _0"></span><span class="ff7"> </span></div></div><div class="c xec y654 wa5 h29"><div class="t m0 xef h26 y13b ff7 fs5 fc1 sc0 ls0 ws0">0,3 </div></div><div class="c x76 y654 wa8 h29"><div class="t m0 xef h26 y13b ff7 fs5 fc1 sc0 ls0 ws0">0,3 </div></div></div><div class="pi" ></div></div><div id="pf38" class="pf w0 h0" ><div class="pc pc38 w0 h0"><img class="bi x6 y2b w4 h7" alt="" 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XXjA2OnzN89WFLuI1y7Tf1w2h//OmrqF1+X/v82LFq+6V8TZl3ct/O1V154fI9uuwZfHTn2iRcmlbnvCZnpH4x5btfXGzduKr8TgiB48Nb+9//i5l1fj/rn2N/9afTybzbvXt539Pg5kY+81u/U9qf1yvRCAgA066EU7goL//l07puT5pYf35lfPOr92aPen/XSEzdee8/zYR9vw+addzz8cp8zT6lbt24QCq1Zv/3NiXPfnLjXozVLr7vructvzd+G/2PPYP1uE8Nt5MrVm84fPLT8+I68olfHTH91zPSP3hzStUvnCn7EMs9e0Yzvxr/4csb1v3qhpKTstNLS4N2pC9+durDauxYAoFqsz1q19z5cUOntEQ/8/vVKbs4rKHn6uVf243lLS4OnXnqvmpO/WpRT+YTh/3jnoOyNoqKia+76Y/lgBQDQrD+m/IKSyifkbNpRRS+Onpabm7uvz7sga1322q3VnLz7zdeKLsY7+r0Zy5ZlHfje+Ndb41auCf+zxER7OQEAmvVHVSs1vkZybDXDsYytOwrnzF2wr8+4M3/fVtrv3a3Z+Fd/PXnEb+rVSih/67adRQ8+9tcD3w/vTfmy/GBERDDs0UHr5//rjWfvCDkJAADQrD+8UCg05JcXZ305YvrEYXVrJoSdkxgfPeG1Bz9+87ETOjUJO2Hb9h2HdCMb10sZN/KZ3iefeGKvnqOf/3VUZJglsf79+dK8A75KatbKdeUHT+zcdNCVA2NiYvr36zPg7AyvGQDg4PIZrKp1btvgjluuDYKgQYMGv7yh/31/+GeZCRERERNe/23Xrp2DIBj+pwfan3bzQVxFtUZy3KUX9GjdvHFCfNyGTVuSk5PDTuue0XT3olrdu3UZfEmvF0d/WmbOjrzi8RP/fSAbU1RUtHTFpvLjF/btufvrywacOeaD+V42AIBm/UGlpXz/3mpyUmL5CUnx0V3//zIB8fHxB/fZf3XrBbfeOLjKaZF7v7F6YvcO5Zs1CIIvZs6Pi4vd741ZsmTZzoIwZyx06tjm+5eUC7ECAAebcwMOgkN3aapQKHTheWftxx1r1kwLO75+Y+6BbM+SZcvDjtevV8fLAADQrMeomJjI9PT0/bhjUmJi2PE9L3mwH9Zv+DbseEJCvIMFAGjWY7VZD/bqUXGxB/SP+4LCwrDjpaXWCgAADiGnHh6d8vLzw463aNYgP7/wAJI3Juz41q3b9ulxcnNzZ3w1e/v2nemNG3bp0ini0J1dAQAcFbzPenRavHRF2PFe3TPDjpfusajqipXZFT1swwZ1w46vWLV699dFRUWVb9u6desuGXz/7LlLCguL/vr3N/sP/HlpaalDBgBo1qNffsFepThjztLyc2KiI7t2Cd+smzZ/v3zs8BHvVvQsLZs3DTu+aI9EnruwsqttFRYWnn/lfeef1aN2rbT8goK7b7ny5J7ttx/ixWsBAM3KYWHm/OxVq1YFQVBSUjL8lZFjPphbfs7VF5+QlpYW9v/wWas3//cN9z/7vy/ffNfDI8bNrOhZ2rVrUzM1rvz4K//66IsvZ+Tl5f176kd/eXlyJdv5zzfHDbrktNyt2/88/N3sNesvv2nI5ZecV1xS4ggCAJVwPutRYv23O7v0ua3vyW1zNmydPv+b8hMS4qJ+9+AdQRAkJISJzoiIiLcnz3t78rxdX1f4comOPj6z2cRpS8qMr1iTe+alv6nOds5dlPXYb375yNA/NW9S++rLB7wzaUZMTHRUpL+dAIDKaIWjR2FR6bipC8MGaxAEJ3ZtvusaWvXr1KryoSr5TFT3Tq0OZCNDoe+a+P0PF7fpfUPLpnXT09N9BgsA0KxHufYtq17PPy059oE7/nvX16f1PiEhLqqSyRmt61038KSKbh18xYAWjWtUcvfU5NgmDVIqurVp4/oTJk0JguC809q989J9S5bnbN++vcRnsAAAzXp0+/OQW0f+5fa4mAoztHXTWtPGPtXrhON3fdu8ebNXnv55Re9stmlWa+rYYU0a1q3o0Ro3bjzt3WGN6oav0riYqLHDH2zXon5Fd//pRf2uv2dYSkriCV3bnnH6KRf26fHw0L84iABA5ZzPupcaaclnndi6zGCnds2+L7aG9ctPSEqI/T7a4uL6nHRc+RX269WtlZycVP6+QRC0b90sCIIenVslJZW9mlR8uEsAZLZv/m3udx+0j42J6tI5Mz4+fkrjhq+MGjd3Yfa8pTlbdxQGQZCcENOxdf2L+vW64dorYmNj93yEfuec/fozxS+OGL9s5YacDdtKQ0H92kld2jfpmtHqqssujI+Pb9G0UflNbdms8a4vUlNTx736yHPDR89esHLx8o3b8wpTEmNbpddu37rR4Mv79+jerVvGx2H3QBAEdevWnTxq6KtvvBMXFzv0yWHFxcUJ8bGpKcleewBAJSJCIVcwAgDgsObcAAAANCsAAGhWAAA0KwAAaFYAANCsAABoVgAA0KwAAGhWAADQrAAAoFkBADgaRdsFAABHgR07CzZsyj2ytnnh0tVbtu6ofM6FfXsmJcZpVgCOacXFJavXbjqytnlNzrcrv9lwZG3ze5OnH1kbvGHT1g8+muMX5HCw9NPnkhLraVZgP63IXn9kbfD2HXlzF606srY5a3nO4qzVR9Y2j3z7Y78dwEGnWX+Ev9t27Mw/srb50xmLj6wN3rx5+6czFh1Z2zx12rycDVv8ggDAMdqsI97+aNBtTzvSAABHLusGAABwuHNuAAAAP47M9s06tk2vfE5SYrxmBYAjT4O6NU4/OePI2uYTu7erWTP5SNvmtkfWBiclxtetnXq0vuw1K3AMuWxA7yNrg+vUSuvZ7bgja5sz2zVNTko4sra5eXo9vx2gWTninXVKpyPu77bzzu5xZG1ws8Z1GzWodWRtc5OGtaOjo/yCAPADiAiFQkf3T3i4XROibu20pMQ4rzwAAM0KAMDRw1pXAABoVgAA0KwAAGhWAADQrAAAoFkBANCsAACgWQEA0KwAAKBZAQBAswIAoFkBAECzAgCAZgUAQLMCAIBmBQBAswIAgGYFAADNCgCAZgUAAM0KAACaFQAAzQoAAJoVAADNCgAAmhUAADQrAACaFQAANCsAAJoVAAA0KwAAaFYAADQrAABoVgAA0KwAAGhWAADQrAAAaFYAANCsAACgWQEA0KwAAKBZAQBAswIAoFkBAECzAgCgWQEAQLMCAIBmBQBAswIAgGYFAADNCgCAZgUAAM0KAIBmBQAAzQoAAJoVAADNCgAAmhUAAM0KAACaFQAANCsAAJoVAAA0KwAAaFYAADQrAABoVgAANCsAAGhWAADQrAAAaFYAANCsAACgWQEA0KwAAKBZAQDQrAAAoFkBAECzAgCgWQEAQLMCAKBZAQBAswIAgGYFAECzAgCAZgUAAM0KAIBmBQAAzQoAgGYFAADNCgAAmhUAAM0KAACaFQAANCsAAJoVAAA0KwAAmhUAADQrAABoVgAANCsAAGhWAADQrAAAaFYAANCsAABoVgAA0KwAAKBZAQDQrAAAoFkBANCsAACgWQEAQLMCAKBZAQBAswIAgGYFAECzAgCAZgUAQLMCAIBmBQAAzQoAgGYFAADNCgAAmhUAAM0KAACaFQAAzQoAAJoVAAA0KwAAmhUAADQrAABoVgAANCsAAGhWAAA0KwAAaFYAANCsAABoVgAA0KwAAGhWAADQrAAAoFkBANCsAACgWQEAQLMCAKBZAQBAswIAoFkBAECzAgCAZgUAQLMCAIBmBQAAzQoAgGYFAADNCgCAZgUAAM0KAACaFQAAzQoAAJoVAADNCgAAmhUAADQrAACaFQAANCsAAGhWAAA0KwAAaFYAADQrAABoVgAA0KwAAGhWAADQrAAAoFkBANCsAACgWQEA0KwAAKBZAQBAswIAoFkBAECzAgCAZgUAQLMCAIBmBQBAswIAgGYFAADNCgCAZgUAAM0KAIBmBQAAzQoAAJoVAADNCgAAmhUAADQrAACaFQAANCsAAJoVAAA0KwAAaFYAADQrAABoVgAA0KwAAGhWAADQrAAAaFYAANCsAACgWQEA0KwAAKBZAQDQrAAAoFkBAECzAgCgWQEAQLMCAIBmBQBAswIAgGYFAECzAgCAZgUAAM0KAIBmBQAAzQoAAJoVAADNCgAAmhUAAM0KAACaFQAANCsAAJoVAAA0KwAAaFYAADQrAABoVgAANCsAAGhWAADQrAAAaFYAANCsAABoVgAA0KwAAKBZAQDQrAAAoFkBAECzAgCgWQEAQLMCAKBZAQBAswIAgGYFAECzAgCAZgUAAM0KAIBmBQAAzQoAgGYFAADNCgAAmhUAAM0KAACaFQAANCsAAJoVAAA0KwAAmhUAADQrAABoVgAANCsAAGhWAAA0KwAAaFYAANCsAABoVgAA0KwAAKBZAQDQrAAAoFkBANCsAACgWQEAQLMCAKBZAQBAswIAgGYFAECzAgCAZgUAQLMCAIBmBQAAzQoAgGYFAADNCgCAZgUAAM0KAACaFQAAzQoAAJoVAAA0KwAAmhUAADQrAACaFQAANCsAAGhWAAA0KwAAaFYAANCsAABoVgAA0KwAAGhWAADQrAAAoFkBANCsAACgWQEAQLMCAKBZAQBAswIAoFkBAECzAgCAZgUAQLMCAIBmBQBAswIAgGYFAADNCgCAZgUAAM0KAACaFQAAzQoAAJoVAADNCgAAmhUAADQrAACaFQAANCsAAGhWAAA0KwAAaFYAADQrAABoVgAA0KwAAGhWAADQrAAAaFYAANCsAACgWQEA0KwAAKBZAQBAswIAoFkBAECzAgCgWQEAQLMCAIBmBQBAswIAgGYFAADNCgCAZgUAAM0KAIBmBQAAzQoAAJoVAADNCgAAmhUAADQrAACaFQAANCsAAJoVAAA0KwAAaFYAADQrAABoVgAANCsAAGhWAADQrAAAaFYAANCsAACgWQEA0KwAAKBZAQDQrAAAoFkBAECzAgCgWQEAQLMCAIBmBQBAswIAgGYFAECzAgCAZgUAAM0KAIBmBQAAzQoAAJoVAADNCgAAmhUAAM0KAACaFQAANCsAAJoVAAA0KwAAmhUAADQrAABoVgAANCsAAGhWAADQrAAAaFYAANCsAABoVgAA0KwAAKBZAQDQrAAAoFkBAECzAgCgWQEAQLMCAKBZAQBAswIAgGYFAECzAgCAZgUAQLMCAIBmBQAAzQoAgGYFAADNCgAAmhUAAM0KAACaFQAAzQoAAJoVAAA0KwAAmhUAADQrAABoVgAANCsAAGhWAAA0KwAAaFYAANCsAABoVgAA0KwAAKBZAQDQrAAAoFkBANCsAACgWQEAQLMCAKBZAQBAswIAoFkBAECzAgCAZgUAQLMCAIBmBQAAzQoAgGYFAADNCgCAZgUAAM0KAACaFQAAzQoAAJoVAAA0KwAAmhUAADQrAACaFQAANCsAAGhWAAA0KwAAaFYAADQrAABoVgAA0KwAAGhWAADQrAAAoFkBANCsAACgWQEA0KwAAKBZAQBAswIAoFkBAECzAgCAZgUAQLMCAIBmBQBAswIAgGYFAADNCgCAZgUAAM0KAACaFQAAzQoAAJoVAADNCgAAmhUAADQrAACaFQAANCsAAJoVAAA0KwAAaFYAADQrAABoVgAA0KwAAGhWAADQrAAAaFYAANCsAACgWQEA0KwAAKBZAQBAswIAoFkBAECzAgCgWQEAQLMCAIBmBQBAswIAgGYFAADNCgCAZgUAAM0KAIBmBQAAzQoAAJoVAADNCgAAmhUAAM0KAACaFQAANCsAAJoVAAA0KwAAaFYAADQrAABoVgAANCsAAGhWAADQrAAAaFYAANCsAACgWQEA0KwAAKBZAQDQrAAAoFkBAECzAgCgWQEAQLMCAKBZAQBAswIAgGYFAECzAgCAZgUAAM0KAIBmBQAAzQoAgGYFAADNCgAAmhUAAM0KAACaFQAANCsAAJoVAAA0KwAAmhUAADQrAABoVgAANCsAAGhWAADQrAAAaFYAANCsAABoVgAA0KwAAKBZAQDQrAAAoIxkWPsAAA1XSURBVFkBANCsAACgWQEAQLMCAKBZAQBAswIAgGYFAECzAgCAZgUAQLMCAIBmBQAAzQoAgGYFAADNCgAAmhUAAM0KAACaFQAAzQoAAJoVAAA0KwAAmhUAADQrAACaFQAANCsAAGhWAAA0KwAAaFYAANCsAABoVgAA0KwAAGhWAADQrAAAoFkBANCsAACgWQEAQLMCAKBZAQBAswIAoFkBAECzAgCAZgUAQLMCAIBmBQAAzQoAgGYFAADNCgCAZgUAAM0KAACaFQAAzQoAAJoVAADNCgAAmhUAADQrAACaFQAANCsAAGhWAAA0KwAAaFYAADQrAABoVgAA0KwAAGhWAADQrAAAoFkBANCsAACgWQEA0KwAAKBZAQBAswIAoFkBAECzAgCAZgUAQLMCAIBmBQBAswIAgGYFAADNCgCAZgUAAM0KAIBmBQAAzQoAAJoVAADNCgAAmhUAADQrAACaFQAANCsAAJoVAAA0KwAAaFYAADQrAABoVgAA0KwAAGhWAADQrAAAaFYAANCsAACgWQEA0KwAAKBZAQDQrAAAoFkBAECzAgCgWQEAQLMCAIBmBQBAswIAgGYFAECzAgCAZgUAAM0KAIBmBQAAzQoAAJoVAADNCgAAmhUAAM0KAACaFQAANCsAAJoVAAA0KwAAaFYAADQrAABoVgAANCsAAGhWAADQrAAAaFYAANCsAABoVgAA0KwAAKBZAQDQrAAAoFkBAECzAgCgWQEAQLMCAKBZAQBAswIAgGYFAECzAgCAZgUAAM0KAIBmBQAAzQoAgGYFAADNCgAAmhUAAM0KAACaFQAAzQoAAJoVAAA0KwAAmhUAADQrAABoVgAANCsAAGhWAAA0KwAAaFYAANCsAABoVgAA0KwAAKBZAQDQrAAAoFkBANCsAACgWQEAQLMCAKBZAQBAswIAgGYFAECzAgCAZgUAQLMCAIBmBQAAzQoAgGYFAADNCgCAZgUAAM0KAACaFQAAzQoAAJoVAAA0KwAAmhUAADQrAACaFQAANCsAAGhWAAA0KwAAaFYAANCsAABoVgAA0KwAAGhWAADQrAAAoFkBANCsAACgWQEAQLMCAKBZAQBAswIAoFkBAECzAgCAZgUAQLMCAIBmBQBAswIAgGYFAADNCgCAZgUAAM0KAACaFQAAzQoAAJoVAADNCgAAmhUAADQrAACaFQAANCsAAGhWAAA0KwAAaFYAADQrAABoVgAA0KwAAGhWAADQrAAAaFYAANCsAACgWQEA0KwAAKBZAQBAswIAoFkBAECzAgCgWQEAQLMCAIBmBQBAswIAgGYFAADNCgCAZgUAAM0KAIBmBQAAzQoAAJoVAADNCgAAmhUAADQrAACaFQAANCsAAJoVAAA0KwAAaFYAADQrAABoVgAANCsAAGhWAADQrAAAaFYAANCsAACgWQEA0KwAAKBZAQDQrAAAoFkBAECzAgCgWQEAQLMCAIBmBQBAswIAgGYFAECzAgCAZgUAAM0KAIBmBQAAzQoAgGYFAADNCgAAmhUAAM0KAACaFQAANCsAAJoVAAA0KwAAmhUAADQrAABoVgAANCsAAGhWAADQrAAAaFYAANCsAABoVgAA0KwAAKBZAQDQrAAAoFkBAECzAgCgWQEAQLMCAKBZAQBAswIAgGYFAECzAgCAZgUAQLMCAIBmBQAAzQoAgGYFAADNCgAAmhUAAM0KAACaFQAAzQoAAJoVAAA0KwAAmhUAADQrAABoVgAANCsAAGhWAAA0KwAAaFYAANCsAABoVgAA0KwAAKBZAQDQrAAAoFkBANCsAACgWQEAQLMCAKBZAQBAswIAoFkBAECzAgCAZgUAQLMCAIBmBQAAzQoAgGYFAADNCgCAZgUAAM0KAACaFQAAzQoAAJoVAAA0KwAAmhUAADQrAACaFQAANCsAAGhWAAA0KwAAaFYAADQrAABoVgAA0KwAAGhWAADQrAAAoFkBANCsAACgWQEA0KwAAKBZAQBAswIAoFkBAECzAgCAZgUAQLMCAIBmBQBAswIAgGYFAADNCgCAZgUAAM0KAACaFQAAzQoAAJoVAADNCgAAmhUAADQrAACaFQAANCsAAJoVAAA0KwAAaFYAADQrAABoVgAA0KwAAGhWAADQrAAAaFYAANCsAACgWQEA0KwAAKBZAQBAswIAoFkBAECzAgCgWQEAQLMCAIBmBQBAswIAgGYFAECzAgCAZgUAAM0KAIBmBQAAzQoAAJoVAADNCgAAmhUAAM0KAACaFQAANCsAAJoVAAA0KwAAaFYAADQrAABoVgAANCsAAGhWAADQrAAAaFYAANCsAACgWQEA0KwAAKBZAQDQrAAAoFkBAECzAgCgWQEAQLMCAKBZAQBAswIAgGYFAECzAgCAZgUAAM0KAIBmBQAAzQoAgGYFAADNCgAAmhUAAM0KAACaFQAANCsAAJoVAAA0KwAAmhUAADQrAABoVgAANCsAAGhWAADQrAAAaFYAANCsAABoVgAA0KwAAKBZAQDQrAAAoFkBANCsAACgWQEAQLMCAKBZAQBAswIAgGYFAECzAgCAZgUAQLMCAIBmBQAAzQoAgGYFAADNCgAAmhUAAM0KAACaFQAAzQoAAJoVAAA0KwAAmhUAADQrAACaFQAANCsAAGhWAAA0KwAAaFYAANCsAABoVgAA0KwAAGhWAADQrAAAoFkBANCsAACgWQEAQLMCAKBZAQBAswIAoFkBgP9r145NAISBMIwScALrjJHeCQQ3FZzAARzDOiucnYikswjIe9XVf/UVB2hWAADQrAAAaFYAANCsAACgWQEA0KwAAKBZAQDQrAAAoFkBAECzAgCgWQEAQLMCAKBZAQBAswIAgGYFAECzAgCAZgUAAM0KAIBmBQAAzQoAgGYFAADNCgAAmhUAAM0KAACaFQAANCsAAJoVAAA0KwAAmhUAADQrAABoVgAANCsAAGhWAAA0KwAAaFYAANCsAABoVgAA0KwAAKBZAQDQrAAAoFkBANCsAACgWQEAQLMCAKBZAQBAswIAgGYFAECzAgCAZgUAQLMCAIBmBQAAzQoAgGYFAADNCgAAmhUAAM0KAACaFQAAzQoAAJoVAAA0KwAAmhUAADQrAACaFQAANCsAAGhWAAA0KwAAaFYAANCsAABoVgAA0KwAAGhWAADQrAAAoFkBANCsAACgWQEAQLMCAKBZAQBAswIAoFkBAECzAgCAZgUAQLMCAIBmBQAAzQoAgGYFAADNCgCAZgUAAM0KAACaFQAAzQoAAJoVAADNCgAAmhUAADQrAACaFQAANCsAAGhWAAA0KwAAaFYAADQrAABoVgAA0KwAAGhWAADQrAAAoFkBANCsAACgWQEA0KwAAKBZAQBAswIAoFkBAECzAgCgWQEAQLMCAIBmBQBAswIAgGYFAADNCgCAZgUAAM0KAIBmBQAAzQoAAJoVAADNCgAAmhUAADQrAACaFQAANCsAAJoVAAA0KwAAaFYAADQrAABoVgAA0KwAAGhWAADQrAAAaFYAANCsAACgWQEA0KwAAKBZAQDQrAAAoFkBAECzAgCgWQEAQLMCAIBmBQBAswIAgGYFAECzAgCAZgUAAM0KAIBmBQAAzQoAAJoVAADNCgAAmhUAAM0KAACaFQAANCsAAJoVAAA0KwAAmhUAADQrAABoVgAANCsAAGhWAADQrAAAaFYAANCsAABoVgAA0KwAAKBZAQDQrAAAoFkBAECzAgCgWQEAQLMCAKBZAQBAswIAgGYFAECzAgCAZgUAAM0KAIBmBQAAzQoAgGYFAADNCgAAmhUAAM0KAACaFQAAzQoAAJoVAAA0KwAAmhUAADQrAABoVgAANCsAAGhWAAA0KwAAaFYAANCsAABoVgAA0KwAAKBZAQDQrAAAoFkBANCsAACgWQEAQLMCAKBZAQBAswIAgGYFAECzAgCAZgUAQLMCAIBmBQAAzQoAgGYFAADNCgCAZ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class="c x0 y0 w3 h0"><div class="t m0 x7 h8 y2c ff4 fs3 fc3 sc0 ls0 ws0">SPRAWOZDANE ZARZĄDU Z DZIAŁALNOŚCI<span class="ff3"> MIRBUD S.A. ZA <span class="ls4">ROK</span> <span class="ls5">20</span>21<span class="fc4"> </span></span></div><div class="t m0 x4 h6 y2d ff3 fs2 fc1 sc0 ls0 ws0"> </div></div><div class="c x4 y2e w5 h9"><div class="t m0 x18 ha y2f ff2 fs4 fc3 sc0 ls0 ws0">MIRBUD <span class="ls6">| </span><span class="ff1">Inf<span class="_ _6"></span>ormacje o kredytac<span class="_ _6"></span>h, pożyczkach, poręcz<span class="_ _6"></span>eniach i gwarancjach<span class="_ _10"></span></span> </div></div><div class="c x9 y2e w6 h9"><div class="t m0 xa hb y30 ff3 fs1 fc0 sc0 ls11 ws0">56<span class="fs2 ls0"> </span></div></div><div class="c x0 y0 w3 h0"><div class="t m0 x4 h6 y31 ff3 fs2 fc1 sc0 ls0 ws0"> </div></div><div class="c xb y32 w7 hc"><div class="t m0 xc hd y33 ff5 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x0 y0 w3 h0"><div class="t m0 x4 h83 y6d ff2 fs1 fc1 sc0 ls0 ws0">4.11. <span class="_ _a"> </span><span class="ff8">Informacje <span class="_ _16"> </span>o <span class="_ _39"> </span>kredytac<span class="_ _3"></span>h, <span class="_ _39"> </span>pożyczkac<span class="_ _0"></span>h, <span class="_ _16"> </span>poręczeniach <span class="_ _16"> </span>i </span></div><div class="t m0 x8e h83 y656 ff7 fs1 fc1 sc0 ls0 ws0">gwarancjach<span class="ff2"> </span></div><div class="t m0 x4 h10 y657 ff2 fs0 fc1 sc0 ls0 ws0">4.11.1. <span class="_ _3a"> </span><span class="ff8">Kredyty i pożyczki</span> </div><div class="t m0 x4 ha y255 ff1 fs4 fc1 sc0 ls0 ws0">Szczegółowe <span class="_ _f"></span>informacje <span class="_ _f"></span>o <span class="_ _f"></span>k<span class="_ _6"></span>redytach <span class="_ _f"></span>i <span class="_ _10"></span>poż<span class="_ _6"></span>yczkach <span class="_ _f"></span>zaciągniętych <span class="_ _f"></span>przez <span class="_ _f"></span>Spółk<span class="_ _6"></span>ę<span class="_ _6"></span><span class="ff2"> <span class="_ _f"></span><span class="ls29">w <span class="_ _f"></span></span>latach <span class="_ _f"></span><span class="ls14">20</span>21 <span class="_ _f"></span>i <span class="_ _f"></span>2020 </span></div><div class="t m0 x4 ha y42f ff1 fs4 fc1 sc0 ls0 ws0">poprzednich zawarte są <span class="_ _6"></span>w tabeli poniżej.<span class="_ _6"></span><span class="ff2"> </span></div><div class="t m0 x4 h3 y658 ff2 fs0 fc1 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf39" class="pf wa9 ha9" ><div class="pc pc39 wa9 ha9"><img class="bi xc0 y659 waa haa" alt="" 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class="c x20 y65a wab hab"><div class="t m0 x2f h24 y65b ffa fs5 fc1 sc0 ls0 ws0"> </div><div class="t m0 x2f h24 y65c ff9 fs5 fc1 sc0 ls0 ws0">Tabela: Zobowią<span class="_ _0"></span>zania z tytułu <span class="_ _0"></span>kredytów i po<span class="_ _0"></span>życzek Spółe<span class="_ _3"></span>k<span class="_ _6"></span> z Grup<span class="_ _0"></span>y MIRBUD według<span class="_ _3"></span> stanu na dzień 3<span class="ffa">1 grudnia <span class="ls13">202</span>1 </span>roku. w tys zł<span class="ffa"> </span></div></div><div class="c xae y65d w22 hac"><div class="t m0 x45 h28 y303 ff2 fs5 fc0 sc0 ls0 ws0">Nazwa jednostk<span class="_ _0"></span>i </div></div><div class="c xf0 y65d w73 hac"><div class="t m0 xba h28 y4d6 ff2 fs5 fc0 sc0 ls0 ws0">Podmiot </div><div class="t m0 x28 h28 y141 ff1 fs5 fc0 sc0 ls0 ws0">zobowiązany<span class="_ _0"></span><span class="ff2"> </span></div></div><div class="c xf1 y65d wac hac"><div class="t m0 x3d h28 y641 ff2 fs5 fc0 sc0 ls0 ws0">Kwota kredytu, </div><div class="t m0 x6a h28 y303 ff1 fs5 fc0 sc0 ls0 ws0">pożyczki wg </div><div class="t m0 x21 h28 y65e ff2 fs5 fc0 sc0 ls0 ws0">umowy </div></div><div class="c x9f y65d wad hac"><div class="t m0 x21 h28 y303 ff2 fs5 fc0 sc0 ls0 ws0">Waluta </div></div><div class="c x7e y65d wae hac"><div class="t m0 x6a h28 y641 ff1 fs5 fc0 sc0 ls0 ws0">Kwota pozostała do<span class="_ _3"></span> </div><div class="t m0 x2d h28 y303 ff1 fs5 fc0 sc0 ls0 ws0">spłaty <span class="ff2">- </span>część </div><div class="t m0 xba h28 y65e ff1 fs5 fc0 sc0 ls0 ws0">długoterminowa<span class="ff2"> </span></div></div><div class="c x9 y65d waf hac"><div class="t m0 x6a h28 y641 ff1 fs5 fc0 sc0 ls0 ws0">Kwota pozostała do<span class="_ _3"></span> </div><div class="t m0 x55 h28 y303 ff1 fs5 fc0 sc0 ls0 ws0">spłaty <span class="ff2">- </span>część </div><div class="t m0 x57 h28 y65e ff1 fs5 fc0 sc0 ls0 ws0">krótkoterminowa<span class="_ _0"></span><span class="ff2"> </span></div></div><div class="c xf2 y65d wb0 hac"><div class="t m0 x2d h28 y4d6 ff2 fs5 fc0 sc0 ls0 ws0">Warunki </div><div class="t m0 x2c h28 y141 ff2 fs5 fc0 sc0 ls0 ws0">oprocentowan<span class="_ _0"></span>ia </div></div><div class="c xf3 y65d wac hac"><div class="t m0 x30 h28 y303 ff1 fs5 fc0 sc0 ls0 ws0">Termin spłaty<span class="ff2"> </span></div></div><div class="c xf4 y65d wb1 hac"><div class="t m0 x19 h28 y303 ff2 fs5 fc0 sc0 ls0 ws0">Zabezpieczenia<span class="_ _0"></span> </div></div><div class="c x8a y65f w99 hac"><div class="t m0 x2f h26 y303 ff7 fs5 fc1 sc0 ls0 ws0">PKO BP S.A. </div></div><div class="c xf5 y65f wb2 hac"><div class="t m0 x2c h28 y303 ff2 fs5 fc1 sc0 ls0 ws0">MIRBUD S.A<span class="_ _0"></span>. </div></div><div class="c xf6 y65f w7b hac"><div class="t m0 x21 h28 y303 ff2 fs5 fc1 sc0 ls13 ws0">10<span class="ls0"> </span>000<span class="ls0"> </span></div></div><div class="c xf7 y65f wb2 hac"><div class="t m0 x50 h28 y303 ff2 fs5 fc1 sc0 ls0 ws0">PLN </div></div><div class="c xf8 y65f wb3 hac"><div class="t m0 xb6 h28 y303 ff2 fs5 fc1 sc0 ls0 ws0">  </div></div><div class="c xf9 y65f wb4 hac"><div class="t m0 xb6 h28 y303 ff2 fs5 fc1 sc0 ls0 ws0">  </div></div><div class="c xfa y65f wb5 hac"><div class="t m0 x55 h28 y4d6 ff2 fs5 fc1 sc0 ls0 ws0">WIBOR </div><div class="t m0 x57 h28 y141 ff1 fs5 fc1 sc0 ls0 ws0">1M+marża<span class="ff2"> </span></div></div><div class="c xfb y65f w3f hac"><div class="t m0 x2 h28 y303 ff2 fs5 fc1 sc0 ls0 ws0">22.06.2022 </div></div><div class="c xfc y65f wb6 hac"><div class="t m0 x2c h28 y4d6 ff2 fs5 fc1 sc0 ls0 ws0">hipoteka kau<span class="_ _0"></span>cyjna na </div><div class="t m0 x33 h28 y141 ff1 fs5 fc1 sc0 ls0 ws0">nieruchomościa<span class="_ _0"></span>ch<span class="ff2"> </span></div></div><div class="c x8a y660 w99 hac"><div class="t m0 x2f h26 y303 ff7 fs5 fc1 sc0 ls0 ws0">PKO BP S.A. </div></div><div class="c xf5 y660 wb2 hac"><div class="t m0 x2c h28 y303 ff2 fs5 fc1 sc0 ls0 ws0">MIRBUD S.A<span class="_ _0"></span>. </div></div><div class="c xf6 y660 w7b hac"><div class="t m0 x55 h28 y303 ff2 fs5 fc1 sc0 ls0 ws0">5 000 </div></div><div class="c xf7 y660 wb2 hac"><div class="t m0 x50 h28 y303 ff2 fs5 fc1 sc0 ls0 ws0">PLN </div></div><div class="c xf8 y660 wb3 hac"><div class="t m0 xb6 h28 y303 ff2 fs5 fc1 sc0 ls0 ws0">  </div></div><div class="c xf9 y660 wb4 hac"><div class="t m0 xe1 h28 y303 ff2 fs5 fc1 sc0 ls0 ws0">5 000 </div></div><div class="c xfa y660 wb5 hac"><div class="t m0 x55 h28 y4d6 ff2 fs5 fc1 sc0 ls0 ws0">WIBOR </div><div class="t m0 x57 h28 y141 ff1 fs5 fc1 sc0 ls0 ws0">1M+marża<span class="ff2"> </span></div></div><div class="c xfb y660 w3f hac"><div class="t m0 x2 h28 y303 ff2 fs5 fc1 sc0 ls0 ws0">22.06.2022 </div></div><div class="c xfc y660 wb6 hac"><div class="t m0 x2c h28 y4d6 ff2 fs5 fc1 sc0 ls0 ws0">hipoteka kau<span class="_ _0"></span>cyjna na </div><div class="t m0 x33 h28 y141 ff1 fs5 fc1 sc0 ls0 ws0">nieruchomościa<span class="_ _0"></span>ch<span class="ff2"> </span></div></div><div class="c x8a y661 w99 had"><div class="t m0 x2f h26 y303 ff7 fs5 fc1 sc0 ls0 ws0">PKO BP S.A. </div></div><div class="c xf5 y661 wb2 had"><div class="t m0 x2c h28 y303 ff2 fs5 fc1 sc0 ls0 ws0">MIRBUD S.A<span class="_ _0"></span>. </div></div><div class="c xf6 y661 w7b had"><div class="t m0 x21 h28 y303 ff2 fs5 fc1 sc0 ls13 ws0">21<span class="ls0"> </span>000<span class="ls0"> </span></div></div><div class="c xf7 y661 wb2 had"><div class="t m0 x50 h28 y303 ff2 fs5 fc1 sc0 ls0 ws0">PLN </div></div><div class="c xf8 y661 wb3 had"><div class="t m0 x54 h28 y303 ff2 fs5 fc1 sc0 ls13 ws0">404<span class="ls0"> </span></div></div><div class="c xf9 y661 wb4 had"><div class="t m0 xe1 h28 y303 ff2 fs5 fc1 sc0 ls0 ws0">1 464 </div></div><div class="c xfa y661 wb5 had"><div class="t m0 x55 h28 y4d6 ff2 fs5 fc1 sc0 ls0 ws0">WIBOR </div><div class="t m0 x57 h28 y141 ff1 fs5 fc1 sc0 ls0 ws0">1M+marża<span class="ff2"> </span></div></div><div class="c xfb y661 w3f had"><div class="t m0 x2 h28 y303 ff2 fs5 fc1 sc0 ls0 ws0">01.03.2023 </div></div><div class="c xfc y661 wb6 had"><div class="t m0 x30 h28 y641 ff1 fs5 fc1 sc0 ls0 ws0">hipoteka zwykła<span class="_ _0"></span> oraz </div><div class="t m0 x2c h28 y303 ff2 fs5 fc1 sc0 ls0 ws0">hipoteka kau<span class="_ _0"></span>cyjna na </div><div class="t m0 x21 h28 y65e ff1 fs5 fc1 sc0 ls0 ws0">nieruchomości<span class="ff2"> </span></div></div><div class="c x8a y662 w99 h4e"><div class="t m0 x2f h26 y290 ff7 fs5 fc1 sc0 ls0 ws0">MBANK S.A. </div></div><div class="c xf5 y662 wb2 h4e"><div class="t m0 x2c h28 y290 ff2 fs5 fc1 sc0 ls0 ws0">MIRBUD S.A<span class="_ _0"></span>. </div></div><div class="c xf6 y662 w7b h4e"><div class="t m0 x21 h28 y290 ff2 fs5 fc1 sc0 ls13 ws0">15<span class="ls0"> </span>200<span class="ls0"> </span></div></div><div class="c xf7 y662 wb2 h4e"><div class="t m0 x50 h28 y290 ff2 fs5 fc1 sc0 ls0 ws0">PLN </div></div><div class="c xf8 y662 wb3 h4e"><div class="t m0 xb6 h28 y290 ff2 fs5 fc10 sc0 ls0 ws0"> <span class="fc1"> </span></div></div><div class="c xf9 y662 wb4 h4e"><div class="t m0 x61 h28 y290 ff2 fs5 fc1 sc0 ls0 ws0">15 200 </div></div><div class="c xfa y662 wb5 h4e"><div class="t m0 x55 h28 y4d6 ff2 fs5 fc1 sc0 ls0 ws0">WIBOR </div><div class="t m0 x57 h28 y143 ff1 fs5 fc1 sc0 ls0 ws0">1M+marża<span class="ff2"> </span></div></div><div class="c xfb y662 w3f h4e"><div class="t m0 x2 h28 y290 ff2 fs5 fc1 sc0 ls0 ws0">30.06.2022 </div></div><div class="c xfc y662 wb6 h4e"><div class="t m0 xde h28 y4d6 ff1 fs5 fc1 sc0 ls0 ws0">cesja wierzyte<span class="_ _0"></span>lności </div><div class="t m0 x55 h28 y143 ff2 fs5 fc1 sc0 ls0 ws0">gospodarczej </div></div><div class="c x8a y663 w99 hac"><div class="t m0 x2f h26 y290 ff7 fs5 fc1 sc0 ls0 ws0">PEKAO S.A. </div></div><div class="c xf5 y663 wb2 hac"><div class="t m0 x2c h28 y290 ff2 fs5 fc1 sc0 ls0 ws0">MIRBUD S.A<span class="_ _0"></span>. </div></div><div class="c xf6 y663 w7b hac"><div class="t m0 x21 h28 y290 ff2 fs5 fc1 sc0 ls0 ws0">10 000 </div></div><div class="c xf7 y663 wb2 hac"><div class="t m0 x50 h28 y290 ff2 fs5 fc1 sc0 ls0 ws0">PLN </div></div><div class="c xf8 y663 wb3 hac"><div class="t m0 x25 h28 y664 ff2 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c xf9 y663 wb4 hac"><div class="t m0 xe1 h28 y290 ff2 fs5 fc1 sc0 ls0 ws0">9 291 </div></div><div class="c xfa y663 wb5 hac"><div class="t m0 x55 h28 y4d6 ff2 fs5 fc1 sc0 ls0 ws0">WIBOR </div><div class="t m0 x57 h28 y143 ff1 fs5 fc1 sc0 ls0 ws0">1M+marża<span class="ff2"> </span></div></div><div class="c xfb y663 w3f hac"><div class="t m0 x2 h28 y290 ff2 fs5 fc1 sc0 ls0 ws0">31.10.2022 </div></div><div class="c xfc y663 wb6 hac"><div class="t m0 xde h28 y4d6 ff1 fs5 fc1 sc0 ls0 ws0">cesja wierzyte<span class="_ _0"></span>lności </div><div class="t m0 x55 h28 y143 ff2 fs5 fc1 sc0 ls0 ws0">gospodarczej </div></div><div class="c x8a y665 w99 hac"><div class="t m0 x2f h26 y4d6 ff7 fs5 fc1 sc0 ls0 ws0">Agencja <span class="ff8">Rozwo<span class="_ _0"></span>ju Przemysłu </span></div><div class="t m0 x2f h26 y143 ff7 fs5 fc1 sc0 ls0 ws0">S.A. </div></div><div class="c xf5 y665 wb2 hac"><div class="t m0 x2c h28 y290 ff2 fs5 fc1 sc0 ls0 ws0">MIRBUD S.A<span class="_ _0"></span>. </div></div><div class="c xf6 y665 w7b hac"><div class="t m0 x21 h28 y290 ff2 fs5 fc1 sc0 ls13 ws0">40<span class="ls0"> </span>000<span class="ls0"> </span></div></div><div class="c xf7 y665 wb2 hac"><div class="t m0 x50 h28 y290 ff2 fs5 fc1 sc0 ls0 ws0">PLN </div></div><div class="c xf8 y665 wb3 hac"><div class="t m0 x61 h28 y290 ff2 fs5 fc1 sc0 ls0 ws0">13 800 </div></div><div class="c xf9 y665 wb4 hac"><div class="t m0 x61 h28 y290 ff2 fs5 fc1 sc0 ls0 ws0">14 400 </div></div><div class="c xfa y665 wb5 hac"><div class="t m0 x55 h28 y4d6 ff2 fs5 fc1 sc0 ls0 ws0">WIBOR </div><div class="t m0 x57 h28 y143 ff1 fs5 fc1 sc0 ls0 ws0">1M+marża<span class="ff2"> </span></div></div><div class="c xfb y665 w3f hac"><div class="t m0 x2 h28 y290 ff2 fs5 fc1 sc0 ls0 ws0">28.02.2023 </div></div><div class="c xfc y665 wb6 hac"><div class="t m0 x1d h28 y4d6 ff2 fs5 fc1 sc0 ls0 ws0">hipoteki na </div><div class="t m0 x33 h28 y143 ff1 fs5 fc1 sc0 ls0 ws0">nieruchomościa<span class="_ _0"></span>ch<span class="ff2"> </span></div></div><div class="c x8a y666 w99 had"><div class="t m0 x2f h26 y290 ff8 fs5 fc1 sc0 ls0 ws0">BOŚ S.A.<span class="ff7"> </span></div></div><div class="c xf5 y666 wb2 had"><div class="t m0 x2c h28 y290 ff2 fs5 fc1 sc0 ls0 ws0">MIRBUD S.A<span class="_ _0"></span>. </div></div><div class="c xf6 y666 w7b had"><div class="t m0 x21 h28 y290 ff2 fs5 fc1 sc0 ls0 ws0">20 000 </div></div><div class="c xf7 y666 wb2 had"><div class="t m0 x50 h28 y290 ff2 fs5 fc1 sc0 ls0 ws0">PLN </div></div><div class="c xf8 y666 wb3 had"><div class="t m0 x25 h28 y664 ff2 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c xf9 y666 wb4 had"><div class="t m0 x45 h28 y290 ff2 fs5 fc10 sc0 ls0 ws0"> <span class="fc1">17 801 </span></div></div><div class="c xfa y666 wb5 had"><div class="t m0 x55 h28 y4d6 ff2 fs5 fc1 sc0 ls0 ws0">WIBOR </div><div class="t m0 x57 h28 y143 ff1 fs5 fc1 sc0 ls0 ws0">1M+marża<span class="ff2"> </span></div></div><div class="c xfb y666 w3f had"><div class="t m0 x2 h28 y290 ff2 fs5 fc1 sc0 ls0 ws0">25.08.2022 </div></div><div class="c xfc y666 wb6 had"><div class="t m0 x57 h28 y4d6 ff2 fs5 fc1 sc0 ls0 ws0">gwarancja BGK,<span class="_ _0"></span> </div><div class="t m0 x52 h28 y143 ff2 fs5 fc1 sc0 ls0 ws0">zastaw rejestrow<span class="_ _0"></span>y </div></div><div class="c x8a y667 w99 hac"><div class="t m0 x2f h26 y290 ff8 fs5 fc1 sc0 ls0 ws0">BOŚ S.A.<span class="ff7"> </span></div></div><div class="c xf5 y667 wb2 hac"><div class="t m0 x2c h28 y290 ff2 fs5 fc1 sc0 ls0 ws0">MIRBUD S.A<span class="_ _0"></span>. </div></div><div class="c xf6 y667 w7b hac"><div class="t m0 x21 h28 y290 ff2 fs5 fc1 sc0 ls0 ws0">35 000 </div></div><div class="c xf7 y667 wb2 hac"><div class="t m0 x50 h28 y290 ff2 fs5 fc1 sc0 ls0 ws0">PLN </div></div><div class="c xf8 y667 wb3 hac"><div class="t m0 x45 h28 y290 ff2 fs5 fc1 sc0 ls0 ws0"> <span class="ls13">34</span> <span class="ls13">944 </span> </div></div><div class="c xf9 y667 wb4 hac"><div class="t m0 x25 h28 y664 ff2 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c xfa y667 wb5 hac"><div class="t m0 x55 h28 y4d6 ff2 fs5 fc1 sc0 ls0 ws0">WIBOR </div><div class="t m0 x57 h28 y141 ff1 fs5 fc1 sc0 ls0 ws0">1M+marża<span class="ff2"> </span></div></div><div class="c xfb y667 w3f hac"><div class="t m0 x2 h28 y290 ff2 fs5 fc1 sc0 ls13 ws0">17<span class="ls0">.10.2023 </span></div></div><div class="c xfc y667 wb6 hac"><div class="t m0 xde h28 y4d6 ff1 fs5 fc1 sc0 ls0 ws0">cesja wierzyte<span class="_ _0"></span>lności </div><div class="t m0 x2f h28 y141 ff2 fs5 fc1 sc0 ls0 ws0">gospodarczej, hipo<span class="_ _3"></span>t<span class="_ _6"></span>eka </div></div><div class="c x8a y668 w99 hae"><div class="t m0 x2f h26 y669 ff7 fs5 fc1 sc0 ls0 ws0">KUKE Finanse<span class="_ _0"></span> </div></div><div class="c xf5 y668 wb2 hae"><div class="t m0 x2c h28 y669 ff2 fs5 fc1 sc0 ls0 ws0">MIRBUD S.A<span class="_ _0"></span>. </div></div><div class="c xf6 y668 w7b hae"><div class="t m0 x55 h28 y669 ff2 fs5 fc1 sc0 ls0 ws0">5 000 </div></div><div class="c xf7 y668 wb2 hae"><div class="t m0 x50 h28 y669 ff2 fs5 fc1 sc0 ls0 ws0">PLN </div></div><div class="c xf8 y668 wb3 hae"><div class="t m0 xb6 h28 y669 ff2 fs5 fc10 sc0 ls0 ws0"> <span class="fc1"> </span></div></div><div class="c xf9 y668 wb4 hae"><div class="t m0 xb6 h28 y669 ff2 fs5 fc1 sc0 ls0 ws0">  </div></div><div class="c xfa y668 wb5 hae"><div class="t m0 x3a h28 y669 ff2 fs5 fc1 sc0 ls0 ws0">  </div></div><div class="c xfb y668 w3f hae"><div class="t m0 x4e h28 y669 ff2 fs5 fc1 sc0 ls0 ws0">  </div></div><div class="c xfc y668 wb6 hae"><div class="t m0 xb6 h28 y669 ff2 fs5 fc1 sc0 ls0 ws0">  </div></div><div class="c x8a y65a w99 had"><div class="t m0 x2f h26 y290 ff8 fs5 fc1 sc0 ls0 ws0">Razem kredyty i<span class="_ _0"></span> pożyczki<span class="ff7"> </span></div></div><div class="c xf5 y65a wb2 had"><div class="t m0 x4e h10 y66a ff7 fs0 fc1 sc0 ls0 ws0"> <span class="ff2 fs5"> </span></div></div><div class="c xf6 y65a w7b had"><div class="t m0 x4e h10 y66a ff7 fs0 fc1 sc0 ls0 ws0"> <span class="ff2 fs5"> </span></div></div><div class="c xf7 y65a wb2 had"><div class="t m0 x4e h10 y66a ff7 fs0 fc1 sc0 ls0 ws0"> <span class="ff2 fs5"> </span></div></div><div class="c xf8 y65a wb3 had"><div class="t m0 x61 h26 y290 ff7 fs5 fc1 sc0 ls0 ws0">49 149<span class="ff2"> </span></div></div><div class="c xf9 y65a wb4 had"><div class="t m0 x61 h26 y290 ff7 fs5 fc1 sc0 ls0 ws0">63 156<span class="ff2"> </span></div></div><div class="c xfa y65a wb5 had"><div class="t m0 x2d h26 y290 ff7 fs5 fc1 sc0 ls13 ws0">11<span class="ls0">2 305<span class="ff2"> </span></span></div></div><div class="c xfb y65a w3f had"><div class="t m0 x4e h10 y66a ff7 fs0 fc1 sc0 ls0 ws0"> <span class="ff2 fs5"> </span></div></div><div class="c xfc y65a wb6 had"><div class="t m0 xb6 h3 y66a ff2 fs0 fc1 sc0 ls0 ws0"> <span class="fs5"> </span></div></div><div class="c x20 y65a wab hab"><div class="t m0 x2f haf y0 ffa fs8 fc1 sc0 ls0 ws0"> </div></div><div class="c x0 y0 wb7 ha9"><div class="t m0 x4 h3 y66b ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x20 y66c wb8 h98"><div class="t m0 x2f h24 y66d ffa fs5 fc1 sc0 ls0 ws0"> </div><div class="t m0 x2f h24 y66e ffa fs5 fc1 sc0 ls0 ws0"> </div><div class="t m0 x2f h24 y66f ffa fs5 fc1 sc0 ls0 ws0"> </div><div class="t m0 x2f h24 y446 ffa fs5 fc1 sc0 ls0 ws0"> </div><div class="t m0 x2f h24 y445 ffa fs5 fc1 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf3a" class="pf wa9 ha9" ><div class="pc pc3a wa9 ha9"><img class="bi x6 y2b wb9 hb0" alt="" 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class="c x0 y0 wb7 ha9"><div class="t m0 xfd h8 y670 ff4 fs3 fc3 sc0 ls0 ws0">SPRAWOZDANE ZARZĄDU Z DZIAŁALNOŚCI<span class="ff3"> MIRBUD S.A. ZA <span class="ls4">ROK</span> <span class="ls5">20</span>21<span class="fc4"> </span></span></div><div class="t m0 x4 h6 y671 ff3 fs2 fc1 sc0 ls0 ws0"> </div></div><div class="c x4 y2e wba h9"><div class="t m0 xfe ha y2f ff2 fs4 fc3 sc0 ls0 ws0">MIRBUD <span class="ls6">| </span><span class="ff1">Kre<span class="_ _6"></span>dyty i pożyczki<span class="_ _6"></span></span> </div></div><div class="c x9 y2e wbb h9"><div class="t m0 xa hb y30 ff3 fs1 fc0 sc0 ls11 ws0">58<span class="fs2 ls0"> </span></div></div><div class="c x0 y0 wb7 ha9"><div class="t m0 x4 h6 y31 ff3 fs2 fc1 sc0 ls0 ws0"> </div></div><div class="c xb y672 w7 h7f"><div class="t m0 xc hd y673 ff5 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x20 y674 wb8 hb1"><div class="t m0 x2f h26 y675 ff9 fs5 fc1 sc0 ls0 ws0">Tabela: Zobowią<span class="_ _0"></span>zania z tytułu <span class="_ _0"></span>kredytów i po<span class="_ _0"></span>życzek MIR<span class="_ _0"></span>BUD S.A. według stanu na<span class="_ _0"></span> dzień 31 grudn<span class="_ _0"></span>ia 2020 ro<span class="_ _0"></span>ku. w tys. zł.<span class="ff7"> </span></div></div><div class="c x20 y676 wbc hb2"><div class="t m0 x19 h26 y677 ff7 fs5 fc0 sc0 ls0 ws0">Nazwa </div><div class="t m0 x33 h26 y678 ff7 fs5 fc0 sc0 ls0 ws0">jednostki </div></div><div class="c xff y676 wbd hb2"><div class="t m0 x49 h26 y292 ff7 fs5 fc0 sc0 ls0 ws0">Jednostka </div></div><div class="c x100 y676 wbe hb2"><div class="t m0 x44 h26 y679 ff7 fs5 fc0 sc0 ls0 ws0">Kwota </div><div class="t m0 x57 h26 y677 ff7 fs5 fc0 sc0 ls0 ws0">kredytu, </div><div class="t m0 x30 h26 y678 ff8 fs5 fc0 sc0 ls0 ws0">pożyczki wg </div><div class="t m0 xba h26 y67a ff7 fs5 fc0 sc0 ls0 ws0">umowy </div></div><div class="c x101 y676 wbf hb2"><div class="t m0 x57 h26 y292 ff7 fs5 fc0 sc0 ls0 ws0">waluta </div></div><div class="c x102 y676 wc0 hb2"><div class="t m0 x2 h26 y67b ff8 fs5 fc0 sc0 ls0 ws0">Kwota pozostała <span class="_ _0"></span>do </div><div class="t m0 x47 h26 y292 ff8 fs5 fc0 sc0 ls0 ws0">spłaty –<span class="ff7"> </span>część </div><div class="t m0 x19 h26 y67c ff8 fs5 fc0 sc0 ls0 ws0">długoterminowa<span class="_ _0"></span><span class="ff7"> </span></div></div><div class="c x103 y676 wc1 hb2"><div class="t m0 x3d h26 y67b ff8 fs5 fc0 sc0 ls0 ws0">Kwota pozostała <span class="_ _0"></span>do </div><div class="t m0 x57 h26 y292 ff8 fs5 fc0 sc0 ls0 ws0">spłaty –<span class="ff7"> </span>część </div><div class="t m0 x6a h26 y67c ff8 fs5 fc0 sc0 ls0 ws0">krótkoterminowa<span class="_ _3"></span><span class="ff7"> </span></div></div><div class="c x104 y676 wc2 hb2"><div class="t m0 x57 h26 y292 ff7 fs5 fc0 sc0 ls0 ws0">Warunki oprocent<span class="_ _3"></span>owani<span class="_ _6"></span>a </div></div><div class="c x105 y676 wc3 hb2"><div class="t m0 x30 h26 y292 ff8 fs5 fc0 sc0 ls0 ws0">Termin spłaty<span class="_ _3"></span><span class="ff7"> </span></div></div><div class="c x106 y676 wc4 hb2"><div class="t m0 x2 h26 y292 ff7 fs5 fc0 sc0 ls0 ws0">Zabezpieczenia<span class="_ _0"></span> </div></div><div class="c x20 y67d wbc hb3"><div class="t m0 xc8 h26 y139 ff7 fs5 fc1 sc0 ls0 ws0">PKO BP S.A.<span class="ff2"> </span></div></div><div class="c xff y67d wbd hb3"><div class="t m0 x3e h28 y139 ff2 fs5 fc1 sc0 ls0 ws0">MIRBUD S.A<span class="_ _0"></span>. </div></div><div class="c x100 y67d wbe hb3"><div class="t m0 x44 h28 y139 ff2 fs5 fc1 sc0 ls0 ws0">10 000 </div></div><div class="c x101 y67d wbf hb3"><div class="t m0 x2d h28 y139 ff2 fs5 fc1 sc0 ls0 ws0">PLN </div></div><div class="c x102 y67d wc0 hb3"><div class="t m0 x4b h28 y139 ff2 fs5 fc1 sc0 ls0 ws0">  </div></div><div class="c x103 y67d wc1 hb3"><div class="t m0 x73 h28 y139 ff2 fs5 fc1 sc0 ls0 ws0">  </div></div><div class="c x104 y67d wc2 hb3"><div class="t m0 x4e h28 y139 ff1 fs5 fc1 sc0 ls0 ws0">WIBOR 1M+mar<span class="_ _0"></span>ża<span class="ff2"> </span></div></div><div class="c x105 y67d wc3 hb3"><div class="t m0 x7b h28 y139 ff2 fs5 fc1 sc0 ls0 ws0">22.06.2022 </div></div><div class="c x106 y67d wc4 hb3"><div class="t m0 x28 h28 y67e ff2 fs5 fc1 sc0 ls0 ws0">hipoteka kau<span class="_ _0"></span>cyjna </div><div class="t m0 x53 h28 y571 ff2 fs5 fc1 sc0 ls13 ws0">na </div><div class="t m0 x30 h28 y67f ff1 fs5 fc1 sc0 ls0 ws0">nieruchomościa<span class="_ _0"></span>ch<span class="ff2"> </span></div></div><div class="c x20 y680 wbc hb3"><div class="t m0 xc8 h26 y139 ff7 fs5 fc1 sc0 ls0 ws0">PKO BP S.A.<span class="ff2"> </span></div></div><div class="c xff y680 wbd hb3"><div class="t m0 x3e h28 y139 ff2 fs5 fc1 sc0 ls0 ws0">MIRBUD S.A<span class="_ _0"></span>. </div></div><div class="c x100 y680 wbe hb3"><div class="t m0 x2d h28 y139 ff2 fs5 fc1 sc0 ls0 ws0">5 000 </div></div><div class="c x101 y680 wbf hb3"><div class="t m0 x2d h28 y139 ff2 fs5 fc1 sc0 ls0 ws0">PLN </div></div><div class="c x102 y680 wc0 hb3"><div class="t m0 x4d h28 y139 ff2 fs5 fc1 sc0 ls0 ws0">5 000 </div></div><div class="c x103 y680 wc1 hb3"><div class="t m0 x73 h28 y139 ff2 fs5 fc1 sc0 ls0 ws0">  </div></div><div class="c x104 y680 wc2 hb3"><div class="t m0 x4e h28 y139 ff1 fs5 fc1 sc0 ls0 ws0">WIBOR 1M+mar<span class="_ _0"></span>ża<span class="ff2"> </span></div></div><div class="c x105 y680 wc3 hb3"><div class="t m0 x7b h28 y139 ff2 fs5 fc1 sc0 ls0 ws0">22.06.2022 </div></div><div class="c x106 y680 wc4 hb3"><div class="t m0 x28 h28 y67e ff2 fs5 fc1 sc0 ls0 ws0">hipoteka kau<span class="_ _0"></span>cyjna </div><div class="t m0 x53 h28 y571 ff2 fs5 fc1 sc0 ls13 ws0">na </div><div class="t m0 x30 h28 y67f ff1 fs5 fc1 sc0 ls0 ws0">nieruchomościa<span class="_ _0"></span>ch<span class="ff2"> </span></div></div><div class="c x20 y681 wbc hb4"><div class="t m0 xc8 h26 y139 ff7 fs5 fc1 sc0 ls0 ws0">PKO BP S.A.<span class="ff2"> </span></div></div><div class="c xff y681 wbd hb4"><div class="t m0 x3e h28 y139 ff2 fs5 fc1 sc0 ls0 ws0">MIRBUD S.A<span class="_ _0"></span>. </div></div><div class="c x100 y681 wbe hb4"><div class="t m0 x44 h28 y139 ff2 fs5 fc1 sc0 ls0 ws0">21 000 </div></div><div class="c x101 y681 wbf hb4"><div class="t m0 x2d h28 y139 ff2 fs5 fc1 sc0 ls0 ws0">PLN </div></div><div class="c x102 y681 wc0 hb4"><div class="t m0 x4d h28 y139 ff2 fs5 fc1 sc0 ls0 ws0">1 830 </div></div><div class="c x103 y681 wc1 hb4"><div class="t m0 x49 h28 y139 ff2 fs5 fc1 sc0 ls0 ws0">1 464 </div></div><div class="c x104 y681 wc2 hb4"><div class="t m0 x4e h28 y139 ff1 fs5 fc1 sc0 ls0 ws0">WIBOR 1M+mar<span class="_ _0"></span>ża<span class="ff2"> </span></div></div><div class="c x105 y681 wc3 hb4"><div class="t m0 x7b h28 y139 ff2 fs5 fc1 sc0 ls0 ws0">01.03.2023 </div></div><div class="c x106 y681 wc4 hb4"><div class="t m0 x33 h28 y682 ff1 fs5 fc1 sc0 ls0 ws0">hipoteka zwykła<span class="_ _0"></span> </div><div class="t m0 x56 h28 y571 ff2 fs5 fc1 sc0 ls0 ws0">oraz hipoteka </div><div class="t m0 x44 h28 y67f ff2 fs5 fc1 sc0 ls0 ws0">kaucyjna na </div><div class="t m0 x31 h28 y683 ff1 fs5 fc1 sc0 ls0 ws0">nieruchomości<span class="ff2"> </span></div></div><div class="c x20 y684 wbc hb3"><div class="t m0 xa h26 y139 ff7 fs5 fc1 sc0 ls0 ws0">MBANK S.A.<span class="ff2"> </span></div></div><div class="c xff y684 wbd hb3"><div class="t m0 x3e h28 y139 ff2 fs5 fc1 sc0 ls0 ws0">MIRBUD S.A<span class="_ _0"></span>. </div></div><div class="c x100 y684 wbe hb3"><div class="t m0 x44 h28 y139 ff2 fs5 fc1 sc0 ls0 ws0">20 000 </div></div><div class="c x101 y684 wbf hb3"><div class="t m0 x2d h28 y139 ff2 fs5 fc1 sc0 ls0 ws0">PLN </div></div><div class="c x102 y684 wc0 hb3"><div class="t m0 x4b h28 y139 ff2 fs5 fc1 sc0 ls0 ws0">  </div></div><div class="c x103 y684 wc1 hb3"><div class="t m0 x6c h28 y139 ff2 fs5 fc1 sc0 ls0 ws0">15 700 </div></div><div class="c x104 y684 wc2 hb3"><div class="t m0 x4e h28 y139 ff1 fs5 fc1 sc0 ls0 ws0">WIBOR 1M+mar<span class="_ _0"></span>ża<span class="ff2"> </span></div></div><div class="c x105 y684 wc3 hb3"><div class="t m0 x7b h28 y139 ff2 fs5 fc1 sc0 ls0 ws0">30.06.2021 </div></div><div class="c x106 y684 wc4 hb3"><div class="t m0 x3d h28 y685 ff1 fs5 fc1 sc0 ls0 ws0">cesja wierzyte<span class="_ _0"></span>lności </div><div class="t m0 x56 h28 yb5 ff2 fs5 fc1 sc0 ls0 ws0">gospodarczej </div></div><div class="c x20 y686 wbc hb3"><div class="t m0 x2c h26 y139 ff7 fs5 fc1 sc0 ls0 ws0">PEKAO S.A.<span class="ff2"> </span></div></div><div class="c xff y686 wbd hb3"><div class="t m0 x3e h28 y139 ff2 fs5 fc1 sc0 ls0 ws0">MIRBUD S.A<span class="_ _0"></span>. </div></div><div class="c x100 y686 wbe hb3"><div class="t m0 x44 h28 y139 ff2 fs5 fc1 sc0 ls0 ws0">10 000 </div></div><div class="c x101 y686 wbf hb3"><div class="t m0 x2d h28 y139 ff2 fs5 fc1 sc0 ls0 ws0">PLN </div></div><div class="c x102 y686 wc0 hb3"><div class="t m0 x4d h28 y139 ff2 fs5 fc1 sc0 ls0 ws0">3 630 </div></div><div class="c x103 y686 wc1 hb3"><div class="t m0 x73 h28 y139 ff2 fs5 fc1 sc0 ls0 ws0">  </div></div><div class="c x104 y686 wc2 hb3"><div class="t m0 x4e h28 y139 ff1 fs5 fc1 sc0 ls0 ws0">WIBOR 1M+mar<span class="_ _0"></span>ża<span class="ff2"> </span></div></div><div class="c x105 y686 wc3 hb3"><div class="t m0 x7b h28 y139 ff2 fs5 fc1 sc0 ls0 ws0">31.10.2022 </div></div><div class="c x106 y686 wc4 hb3"><div class="t m0 x3d h28 y685 ff1 fs5 fc1 sc0 ls0 ws0">cesja wierzyte<span class="_ _0"></span>lności </div><div class="t m0 x56 h28 yb5 ff2 fs5 fc1 sc0 ls0 ws0">gospodarczej </div></div><div class="c x20 y687 wbc hb3"><div class="t m0 x55 h26 y139 ff7 fs5 fc1 sc0 ls0 ws0">BGK<span class="ff2"> </span></div></div><div class="c xff y687 wbd hb3"><div class="t m0 x3e h28 y139 ff2 fs5 fc1 sc0 ls0 ws0">MIRBUD S.A<span class="_ _0"></span>. </div></div><div class="c x100 y687 wbe hb3"><div class="t m0 x44 h28 y139 ff2 fs5 fc1 sc0 ls13 ws0">15<span class="ls0"> </span>000<span class="ls0"> </span></div></div><div class="c x101 y687 wbf hb3"><div class="t m0 x2d h28 y139 ff2 fs5 fc1 sc0 ls0 ws0">PLN </div></div><div class="c x102 y687 wc0 hb3"><div class="t m0 x4b h28 y139 ff2 fs5 fc1 sc0 ls0 ws0">  </div></div><div class="c x103 y687 wc1 hb3"><div class="t m0 x49 h28 y139 ff2 fs5 fc1 sc0 ls0 ws0">1 023 </div></div><div class="c x104 y687 wc2 hb3"><div class="t m0 x4e h28 y139 ff1 fs5 fc1 sc0 ls0 ws0">WIBOR 1M+mar<span class="_ _0"></span>ża<span class="ff2"> </span></div></div><div class="c x105 y687 wc3 hb3"><div class="t m0 x7b h28 y139 ff2 fs5 fc1 sc0 ls0 ws0">31.01.2021 </div></div><div class="c x106 y687 wc4 hb3"><div class="t m0 x3d h28 y685 ff1 fs5 fc1 sc0 ls0 ws0">cesja wierzyte<span class="_ _0"></span>lności </div><div class="t m0 x56 h28 yb5 ff2 fs5 fc1 sc0 ls0 ws0">gospodarczej </div></div><div class="c x20 y688 wbc h80"><div class="t m0 x31 h26 y689 ff7 fs5 fc1 sc0 ls0 ws0">Agencja </div><div class="t m0 x52 h26 y68a ff7 fs5 fc1 sc0 ls0 ws0">Rozwoju </div><div class="t m0 x6a h26 y38a ff8 fs5 fc1 sc0 ls0 ws0">Przemysłu<span class="ff7"> </span></div><div class="t m0 x47 h26 y68b ff7 fs5 fc1 sc0 ls0 ws0">S.A.<span class="ff2"> </span></div></div><div class="c xff y688 wbd h80"><div class="t m0 x3e h28 y173 ff2 fs5 fc1 sc0 ls0 ws0">MIRBUD S.A.<span class="_ _0"></span> </div></div><div class="c x100 y688 wbe h80"><div class="t m0 x44 h28 y173 ff2 fs5 fc1 sc0 ls13 ws0">40<span class="ls0"> </span>000<span class="ls0"> </span></div></div><div class="c x101 y688 wbf h80"><div class="t m0 x2d h28 y173 ff2 fs5 fc1 sc0 ls0 ws0">PLN </div></div><div class="c x102 y688 wc0 h80"><div class="t m0 x53 h28 y173 ff2 fs5 fc1 sc0 ls0 ws0">10 000 </div></div><div class="c x103 y688 wc1 h80"><div class="t m0 x49 h28 y173 ff2 fs5 fc1 sc0 ls0 ws0">9 000 </div></div><div class="c x104 y688 wc2 h80"><div class="t m0 x4e h28 y173 ff1 fs5 fc1 sc0 ls0 ws0">WIBOR 1M+mar<span class="_ _0"></span>ża<span class="ff2"> </span></div></div><div class="c x105 y688 wc3 h80"><div class="t m0 x7b h28 y173 ff2 fs5 fc1 sc0 ls0 ws0">28.02.2023 </div></div><div class="c x106 y688 wc4 h80"><div class="t m0 x2d h28 y68c ff2 fs5 fc1 sc0 ls0 ws0">hipoteki na </div><div class="t m0 x30 h28 y501 ff1 fs5 fc1 sc0 ls0 ws0">nieruchomościa<span class="_ _0"></span>ch<span class="ff2"> </span></div></div><div class="c x20 y68d wbc hb4"><div class="t m0 x33 h26 y68e ff8 fs5 fc1 sc0 ls0 ws0">BOŚ S.A.<span class="ff2"> </span></div></div><div class="c xff y68d wbd hb4"><div class="t m0 x3e h28 y68e ff2 fs5 fc1 sc0 ls0 ws0">MIRBUD S.A<span class="_ _0"></span>. </div></div><div class="c x100 y68d wbe hb4"><div class="t m0 x44 h28 y68e ff2 fs5 fc1 sc0 ls0 ws0">20 000 </div></div><div class="c x101 y68d wbf hb4"><div class="t m0 x2d h28 y68e ff2 fs5 fc1 sc0 ls0 ws0">PLN </div></div><div class="c x102 y68d wc0 hb4"><div class="t m0 x53 h28 y68e ff2 fs5 fc1 sc0 ls0 ws0">19 978 </div></div><div class="c x103 y68d wc1 hb4"><div class="t m0 x73 h28 y68e ff2 fs5 fc1 sc0 ls0 ws0">  </div></div><div class="c x104 y68d wc2 hb4"><div class="t m0 x4e h28 y68e ff1 fs5 fc1 sc0 ls0 ws0">WIBOR 1M+mar<span class="_ _0"></span>ża<span class="ff2"> </span></div></div><div class="c x105 y68d wc3 hb4"><div class="t m0 x7b h28 y68e ff2 fs5 fc1 sc0 ls0 ws0">25.08.2022 </div></div><div class="c x106 y68d wc4 hb4"><div class="t m0 x32 h28 y68f ff2 fs5 fc1 sc0 ls0 ws0">gwarancja BGK,<span class="_ _0"></span> </div><div class="t m0 x28 h28 y690 ff2 fs5 fc1 sc0 ls0 ws0">zastaw rejestrow<span class="_ _0"></span>y </div></div><div class="c x20 y691 wbc hb3"><div class="t m0 x28 h26 y139 ff8 fs5 fc1 sc0 ls0 ws0">BOŚ BANK<span class="ff2"> </span></div></div><div class="c xff y691 wbd hb3"><div class="t m0 x3e h28 y139 ff2 fs5 fc1 sc0 ls0 ws0">MIRBUD S.A<span class="_ _0"></span>. </div></div><div class="c x100 y691 wbe hb3"><div class="t m0 x44 h28 y139 ff2 fs5 fc1 sc0 ls0 ws0">35 000 </div></div><div class="c x101 y691 wbf hb3"><div class="t m0 x2d h28 y139 ff2 fs5 fc1 sc0 ls0 ws0">PLN </div></div><div class="c x102 y691 wc0 hb3"><div class="t m0 x4b h28 y139 ff2 fs5 fc1 sc0 ls0 ws0">  </div></div><div class="c x103 y691 wc1 hb3"><div class="t m0 x6c h28 y139 ff2 fs5 fc1 sc0 ls0 ws0">23 487 </div></div><div class="c x104 y691 wc2 hb3"><div class="t m0 x4e h28 y139 ff1 fs5 fc1 sc0 ls0 ws0">WIBOR 1M+mar<span class="_ _0"></span>ża<span class="ff2"> </span></div></div><div class="c x105 y691 wc3 hb3"><div class="t m0 x7b h28 y139 ff2 fs5 fc1 sc0 ls0 ws0">31.07.2021 </div></div><div class="c x106 y691 wc4 hb3"><div class="t m0 x3d h28 y67e ff1 fs5 fc1 sc0 ls0 ws0">cesja wierzyte<span class="_ _0"></span>lności </div><div class="t m0 x57 h28 y573 ff2 fs5 fc1 sc0 ls0 ws0">gospodarczej, </div><div class="t m0 x48 h28 y67f ff2 fs5 fc1 sc0 ls0 ws0">hipoteka </div></div><div class="c x20 y692 wbc hb3"><div class="t m0 x44 h26 y685 ff7 fs5 fc1 sc0 ls0 ws0">KUKE </div><div class="t m0 x31 h26 yb5 ff7 fs5 fc1 sc0 ls0 ws0">Finanse<span class="ff2"> </span></div></div><div class="c xff y692 wbd hb3"><div class="t m0 x3e h28 y139 ff2 fs5 fc1 sc0 ls0 ws0">MIRBUD S.A<span class="_ _0"></span>. </div></div><div class="c x100 y692 wbe hb3"><div class="t m0 x2d h28 y139 ff2 fs5 fc1 sc0 ls0 ws0">5 000 </div></div><div class="c x101 y692 wbf hb3"><div class="t m0 x2d h28 y139 ff2 fs5 fc1 sc0 ls0 ws0">PLN </div></div><div class="c x102 y692 wc0 hb3"><div class="t m0 x4b h28 y139 ff2 fs5 fc1 sc0 ls0 ws0">  </div></div><div class="c x103 y692 wc1 hb3"><div class="t m0 x49 h28 y139 ff2 fs5 fc1 sc0 ls0 ws0">5 000 </div></div><div class="c x104 y692 wc2 hb3"><div class="t m0 xd5 h28 y139 ff2 fs5 fc1 sc0 ls0 ws0">  </div></div><div class="c x105 y692 wc3 hb3"><div class="t m0 x49 h28 y139 ff2 fs5 fc1 sc0 ls0 ws0">  </div></div><div class="c x106 y692 wc4 hb3"><div class="t m0 x63 h28 y139 ff2 fs5 fc1 sc0 ls0 ws0">  </div></div><div class="c x20 y693 wbc hb3"><div class="t m0 xc8 h26 y3d3 ff7 fs5 fc1 sc0 ls0 ws0">PKO BP S.A.<span class="ff2"> </span></div></div><div class="c xff y693 wbd hb3"><div class="t m0 x3e h28 y3d3 ff2 fs5 fc1 sc0 ls0 ws0">MIRBUD S.A<span class="_ _0"></span>. </div></div><div class="c x100 y693 wbe hb3"><div class="t m0 x44 h28 y3d3 ff2 fs5 fc1 sc0 ls0 ws0">10 000 </div></div><div class="c x101 y693 wbf hb3"><div class="t m0 x2d h28 y3d3 ff2 fs5 fc1 sc0 ls0 ws0">PLN </div></div><div class="c x102 y693 wc0 hb3"><div class="t m0 x4b h28 y3d3 ff2 fs5 fc1 sc0 ls0 ws0">  </div></div><div class="c x103 y693 wc1 hb3"><div class="t m0 x73 h28 y3d3 ff2 fs5 fc1 sc0 ls0 ws0">  </div></div><div class="c x104 y693 wc2 hb3"><div class="t m0 x4e h28 y3d3 ff1 fs5 fc1 sc0 ls0 ws0">WIBOR 1M+mar<span class="_ _0"></span>ża<span class="ff2"> </span></div></div><div class="c x105 y693 wc3 hb3"><div class="t m0 x7b h28 y3d3 ff2 fs5 fc1 sc0 ls0 ws0">22.06.2022 </div></div><div class="c x106 y693 wc4 hb3"><div class="t m0 x28 h28 y67e ff2 fs5 fc1 sc0 ls0 ws0">hipoteka kau<span class="_ _0"></span>cyjna </div><div class="t m0 x53 h28 y573 ff2 fs5 fc1 sc0 ls13 ws0">na </div><div class="t m0 x30 h28 y67f ff1 fs5 fc1 sc0 ls0 ws0">nieruchomościa<span class="_ _0"></span>ch<span class="ff2"> </span></div></div><div class="c x20 y694 wbc hb3"><div class="t m0 xc8 h26 y3d3 ff7 fs5 fc1 sc0 ls0 ws0">PKO BP S.A.<span class="ff2"> </span></div></div><div class="c xff y694 wbd hb3"><div class="t m0 x3e h28 y3d3 ff2 fs5 fc1 sc0 ls0 ws0">MIRBUD S.A<span class="_ _0"></span>. </div></div><div class="c x100 y694 wbe hb3"><div class="t m0 x2d h28 y3d3 ff2 fs5 fc1 sc0 ls0 ws0">5 000 </div></div><div class="c x101 y694 wbf hb3"><div class="t m0 x2d h28 y3d3 ff2 fs5 fc1 sc0 ls0 ws0">PLN </div></div><div class="c x102 y694 wc0 hb3"><div class="t m0 x4d h28 y3d3 ff2 fs5 fc1 sc0 ls0 ws0">5 000 </div></div><div class="c x103 y694 wc1 hb3"><div class="t m0 x73 h28 y3d3 ff2 fs5 fc1 sc0 ls0 ws0">  </div></div><div class="c x104 y694 wc2 hb3"><div class="t m0 x4e h28 y3d3 ff1 fs5 fc1 sc0 ls0 ws0">WIBOR 1M+mar<span class="_ _0"></span>ża<span class="ff2"> </span></div></div><div class="c x105 y694 wc3 hb3"><div class="t m0 x7b h28 y3d3 ff2 fs5 fc1 sc0 ls0 ws0">22.06.2022 </div></div><div class="c x106 y694 wc4 hb3"><div class="t m0 x28 h28 y67e ff2 fs5 fc1 sc0 ls0 ws0">hipoteka kau<span class="_ _0"></span>cyjna </div><div class="t m0 x53 h28 y573 ff2 fs5 fc1 sc0 ls13 ws0">na </div><div class="t m0 x30 h28 y67f ff1 fs5 fc1 sc0 ls0 ws0">nieruchomościa<span class="_ _0"></span>ch<span class="ff2"> </span></div></div><div class="c x2e y695 wc5 hb3"><div class="t m0 xbd h26 y3d3 ff8 fs5 fc1 sc0 ls0 ws0">Razem kredyty i<span class="_ _0"></span> pożyczki MIRB<span class="_ _3"></span>UD S.A.<span class="ff7"> </span></div></div><div class="c x102 y695 wc6 hb3"><div class="t m0 x53 h26 y3d3 ff7 fs5 fc1 sc0 ls0 ws0">40 438 </div></div><div class="c x103 y695 wc7 hb3"><div class="t m0 x6c h26 y3d3 ff7 fs5 fc1 sc0 ls0 ws0">55 675 </div></div><div class="c x104 y695 wc8 hb3"><div class="t m0 xe7 h26 y0 ff7 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x107 y695 wc9 hb3"><div class="t m0 x3b h28 y0 ff2 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x0 y0 wb7 ha9"><div class="t m0 x4 h3 y696 ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x4 h3 y697 ff2 fs0 fc1 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf3b" class="pf w0 h0" ><div class="pc pc3b w0 h0"><img class="bi x88 y698 wca hb5" alt="" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABEAAABGCAIAAAClhOjiAAAACXBIWXMAABYlAAAWJQFJUiTwAAAAR0lEQVRIx2P8//8/A4mAiYF0MNz0sGAVfSdjgswVenJm5IUBZ1EaHj2Mo+ltVM+onlE9o2XvaNk7qmdUz6ie0XJ0tBwdcnoA59MYLNysblcAAAAASUVORK5CYII="/><div class="c x0 y0 w3 h0"><div class="t m0 x4 ha y699 ff1 fs4 fc1 sc0 ls0 ws0">W <span class="_ _14"> </span>okresie <span class="_ _14"> </span>objętym <span class="_ _14"> </span>spra<span class="_ _6"></span>wozdaniem <span class="_ _14"> </span>nie <span class="_ _14"> </span>zd<span class="_ _6"></span>arzyły <span class="_ _14"> </span>się <span class="_ _14"> </span>przypadki <span class="_ _14"> </span>wypo<span class="_ _6"></span>wiedzenia <span class="_ _14"> </span>p<span class="_ _6"></span>ożyczek <span class="_ _14"> </span>czy<span class="_ _6"></span> <span class="_ _14"> </span>umów </div><div class="t m0 x4 ha y69a ff1 fs4 fc1 sc0 ls0 ws0">kredytowych <span class="_ _3"></span>ani <span class="_ _3"></span>naruszeń <span class="_ _3"></span>i<span class="_ _6"></span>ch <span class="_ _5"></span>war<span class="_ _6"></span>unków, <span class="_ _5"></span>k<span class="_ _6"></span>tóre <span class="_ _3"></span>spowodowałyby <span class="_ _3"></span>zakł<span class="_ _6"></span>ócenie <span class="_ _3"></span>finansowania <span class="_ _3"></span>dział<span class="_ _6"></span>alności <span class="_ _3"></span>MIRBUD<span class="_ _6"></span><span class="ff2"> </span></div><div class="t m0 x4 ha y69b ff2 fs4 fc1 sc0 ls0 ws0">S.A. </div><div class="t m0 x4 ha y69c ff1 fs4 fc1 sc0 ls0 ws0">Na dz<span class="_ _6"></span>ień <span class="_ _6"></span>3<span class="ff2">1.<span class="ls14">12.20</span>2<span class="_ _6"></span>1 r.<span class="_ _6"></span> </span>s<span class="_ _6"></span>półk<span class="ff2">a <span class="_ _6"></span>MIRBUD <span class="_ _6"></span>S.A. <span class="_ _6"></span></span>nie <span class="_ _6"></span>wyka<span class="_ _6"></span>zywał<span class="ff2">a <span class="_ _6"></span></span>zadłużenia <span class="_ _6"></span>z <span class="_ _6"></span>tytułu <span class="_ _6"></span>z<span class="_ _6"></span>aciągniętych <span class="_ _6"></span>pożyczek<span class="_ _6"></span><span class="ff2">, <span class="_ _6"></span>za </span></div><div class="t m0 x4 ha y69d ff1 fs4 fc1 sc0 ls0 ws0">wyjątkiem pożyc<span class="_ _6"></span>zek wskazanych w powyż<span class="_ _6"></span>szych tabelach.<span class="_ _6"></span><span class="ff2"> </span></div><div class="t m0 x4 ha y69e ff2 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 x4 h10 y69f ff7 fs0 fc1 sc0 ls0 ws0">4.11.2. <span class="_ _3a"> </span><span class="ff8">Długoterminowe zobowiązania finansowe z tytułu emisji obligacji </span> </div><div class="t m0 x4 ha y6a0 ff1 fs4 fc1 sc0 ls0 ws0">MIRBUD S.A. w okres<span class="_ _6"></span>ie sprawozdawczym nie <span class="_ _6"></span>emitował obligacj<span class="_ _6"></span>i.<span class="ff2"> </span></div><div class="t m0 x4 ha y6a1 ff2 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 x4 h10 y6a2 ff2 fs0 fc1 sc0 ls0 ws0">4.11.3. <span class="_ _3a"> </span><span class="ff8">Pożyczki udzielone</span> </div><div class="t m0 x4 ha y6a3 ff2 fs4 fc1 sc0 ls0 ws0">W <span class="_ _6"></span>dniu <span class="_ _6"></span>06.0<span class="_ _6"></span>7.2020 <span class="_ _6"></span>r. <span class="_ _10"></span><span class="ff1">MIRBUD <span class="_ _6"></span>S.A. <span class="_ _6"></span>udz<span class="_ _6"></span>ielił <span class="_ _6"></span>pożycz<span class="_ _6"></span>ki <span class="_ _6"></span>podmiotowi <span class="_ _6"></span>zależnem<span class="_ _6"></span>u <span class="_ _6"></span>EXPO <span class="_ _6"></span>MAZU<span class="_ _6"></span>RY <span class="_ _6"></span>S.A. <span class="_ _6"></span>w <span class="_ _6"></span>kwoc<span class="_ _6"></span>ie </span></div><div class="t m0 x4 ha y6a4 ff2 fs4 fc1 sc0 ls0 ws0">4 mln <span class="_ _3"></span>z<span class="ff1">ł <span class="_ _3"></span>na <span class="_ _3"></span>bieżąca <span class="_ _3"></span>działalność <span class="_ _3"></span>spółki <span class="_ _3"></span>z <span class="_ _3"></span>terminem <span class="_ _3"></span>spłaty<span class="_ _6"></span> <span class="_ _5"></span>do <span class="_ _3"></span>31.08.<span class="_ _6"></span>2021<span class="_ _6"></span><span class="ff2"> <span class="_ _5"></span>r<span class="_ _6"></span><span class="lsc">. <span class="_ _5"></span><span class="ff1 ls0">Poży<span class="_ _6"></span>czka <span class="_ _3"></span>została <span class="_ _3"></span>w <span class="_ _3"></span>całości <span class="_ _3"></span>spłacona.<span class="_ _6"></span><span class="ff2"> </span></span></span></span></span></div><div class="t m0 x4 ha y6a5 ff1 fs4 fc1 sc0 ls0 ws0">Na dzień 3<span class="ff2">0 grudn<span class="_ _6"></span>ia <span class="ls8">20</span>21<span class="ls10">r </span></span>Spółki z Grupy <span class="ff2">MIRBUD n<span class="_ _6"></span>ie </span>posiadała należnośc<span class="_ _6"></span>i z tytułu udzielonych poży<span class="_ _6"></span>czek.<span class="_ _6"></span><span class="ff2">  </span></div><div class="t m0 x4 ha y30d ff2 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 x4 h10 y6a6 ff2 fs0 fc1 sc0 ls0 ws0">4.11.4. <span class="_ _3a"> </span><span class="ff8">Poręczenia i gwarancje</span> </div><div class="t m0 x4 ha y6a7 ff1 fs4 fc1 sc0 ls0 ws0">W <span class="_ _3"></span>Grup<span class="_ _6"></span>ie <span class="_ _3"></span>K<span class="_ _6"></span>apitałowej MIRBUD <span class="_ _3"></span>podmiote<span class="_ _6"></span>m <span class="_ _3"></span>w<span class="_ _6"></span>iodącym jest <span class="_ _3"></span>spółka dominująca <span class="_ _3"></span>MIR<span class="_ _6"></span>BUD <span class="_ _0"></span>S.A. <span class="_ _0"></span>i <span class="_ _0"></span>w <span class="_ _3"></span>razi<span class="_ _6"></span>e <span class="_ _0"></span>potrzeby </div><div class="t m0 x4 ha y6a8 ff1 fs4 fc1 sc0 ls0 ws0">to <span class="_ _f"></span>ona <span class="_ _f"></span>udzieliła <span class="_ _f"></span>poręczeń <span class="_ _f"></span>za <span class="_ _f"></span>jednos<span class="_ _6"></span>tki <span class="_ _10"></span>z<span class="_ _6"></span>ależne, <span class="_ _f"></span>które <span class="_ _f"></span>przede <span class="_ _f"></span>wsz<span class="_ _6"></span>ystkim <span class="_ _f"></span>stanowi<span class="_ _6"></span>ą <span class="_ _f"></span>zabez<span class="_ _6"></span>pieczenie <span class="_ _f"></span>kredytów </div><div class="t m0 x4 ha y6a9 ff1 fs4 fc1 sc0 ls0 ws0">zaciągniętych przez:<span class="_ _6"></span><span class="ff2"> </span></div><div class="t m0 x35 ha y55a ff2 fs4 fc1 sc0 ls0 ws0"> <span class="_ _32"> </span><span class="ff1">JHM DEVELOPMENT <span class="_ _6"></span>lub powiązane S<span class="_ _6"></span>półki celowe </span>-<span class="_ _6"></span> na realizacji inwes<span class="_ _6"></span>tycji deweloperskich<span class="_ _6"></span> </div><div class="t m0 x35 ha y6aa ff2 fs4 fc1 sc0 ls0 ws0"> <span class="_ _32"> </span><span class="ff1">Marywilska 44 Sp. z <span class="_ _6"></span>o.o. na refinansowania n<span class="_ _6"></span>akładów inwestyc<span class="_ _6"></span>yjnych<span class="_ _6"></span></span> </div><div class="t m0 x35 ha y6ab ff2 fs4 fc1 sc0 ls0 ws0"> <span class="_ _32"> </span><span class="ff1">Kobylarnia S.A. na r<span class="_ _6"></span>ealizację kontraktów <span class="_ _6"></span></span>budowlanych<span class="_ _6"></span> </div><div class="t m0 x4 ha y619 ff1 fs4 fc1 sc0 ls0 ws0">Na dzień 3<span class="ff2">1.<span class="ls8">12</span>.2021 r. </span>sta<span class="_ _6"></span>n poręczeń przedstaw<span class="_ _6"></span>ia poniższa tabela:<span class="_ _6"></span><span class="ff2"> </span></div></div></div><div class="pi" ></div></div><div id="pf3c" class="pf wa9 ha9" ><div class="pc pc3c wa9 ha9"><img class="bi xe7 y6ac wcb hb6" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 wb7 ha9"><div class="t m0 x4 h24 y6ad ff9 fs5 fc1 sc0 ls0 ws0">Tabela: Poręc<span class="_ _0"></span>zenia udzielone pr<span class="_ _0"></span>zez MIRBUD<span class="_ _0"></span> S.A. wg stanu<span class="_ _0"></span> na 3<span class="ffa">1.<span class="ls1d">12<span class="_ _6"></span></span>.2021 r. </span></div></div><div class="c xac y6ae wcc h14"><div class="t m0 x2f h26 yc3 ff8 fs5 fc1 sc0 ls0 ws0">Wobec jednostek<span class="_ _0"></span> powiązanych<span class="_ _0"></span><span class="ff7"> </span></div></div><div class="c x108 y6ae wcd h14"><div class="t m0 x39 h26 yc3 ff7 fs5 fc1 sc0 ls0 ws0">  </div></div><div class="c x109 y6ae wce h14"><div class="t m0 xdf h26 y445 ff7 fs5 fc1 sc0 ls0 ws0">  </div></div><div class="c x10a y6ae wcf h14"><div class="t m0 xd5 h26 y445 ff7 fs5 fc1 sc0 ls0 ws0">  </div></div><div class="c xfa y6ae wcf h14"><div class="t m0 xd5 h26 y445 ff7 fs5 fc1 sc0 ls0 ws0">  </div></div><div class="c x10b y6ae wd0 h14"><div class="t m0 x10c h26 y445 ff7 fs5 fc1 sc0 ls0 ws0">  </div></div><div class="c x10d y6ae wcf h14"><div class="t m0 xd5 h26 y445 ff7 fs5 fc1 sc0 ls0 ws0">  </div></div><div class="c xac y6af wcc hb7"><div class="t m0 x2f h28 y642 ff2 fs5 fc1 sc0 ls0 ws0">MARYWILSKA 44<span class="_ _0"></span> Sp. z o. o<span class="_ _0"></span> </div></div><div class="c x108 y6af wcd hb7"><div class="t m0 xc8 h28 y642 ff2 fs5 fc1 sc0 ls0 ws0">Zabezpieczenie kre<span class="_ _0"></span>dytu SAN<span class="_ _0"></span>TANDER BANK<span class="_ _3"></span> <span class="_ _6"></span>S.A.  </div></div><div class="c x109 y6af w89 hb7"><div class="t m0 x73 h28 y445 ff2 fs5 fc1 sc0 ls0 ws0">49 500 </div></div><div class="c x10e y6af w7f hb7"><div class="t m0 x73 h28 y445 ff2 fs5 fc1 sc0 ls0 ws0">49 500 </div></div><div class="c xf2 y6af w7f hb7"><div class="t m0 x73 h28 y445 ff2 fs5 fc1 sc0 ls0 ws0">22 079 </div></div><div class="c x10f y6af w89 hb7"><div class="t m0 x73 h28 y445 ff2 fs5 fc1 sc0 ls0 ws0">25 565 </div></div><div class="c x110 y6af w7f hb7"><div class="t m0 x1d h28 y445 ff2 fs5 fc1 sc0 ls0 ws0">02.05.2028 </div></div><div class="c xac y6b0 wcc hb8"><div class="t m0 x2f h28 y501 ff2 fs5 fc1 sc0 ls0 ws0">MARYWILSKA 44<span class="_ _0"></span> Sp. z o. o<span class="_ _0"></span> </div></div><div class="c x108 y6b0 wcd hb8"><div class="t m0 x31 h28 y173 ff2 fs5 fc1 sc0 ls0 ws0">Zabezpieczenie kre<span class="_ _0"></span>dytu SAN<span class="_ _0"></span>TANDER BANK<span class="_ _3"></span> </div><div class="t m0 x6 h28 y17a ff2 fs5 fc1 sc0 ls0 ws0">POLSKA S.A.<span class="_ _0"></span> </div></div><div class="c x109 y6b0 w89 hb8"><div class="t m0 xbb h28 y445 ff2 fs5 fc1 sc0 ls0 ws0">4 500 </div></div><div class="c x10e y6b0 w7f hb8"><div class="t m0 xbb h28 y445 ff2 fs5 fc1 sc0 ls0 ws0">4 500 </div></div><div class="c xf2 y6b0 w7f hb8"><div class="t m0 xdf h28 y445 ff2 fs5 fc10 sc0 ls0 ws0">  </div></div><div class="c x10f y6b0 w89 hb8"><div class="t m0 xdf h28 y445 ff2 fs5 fc1 sc0 ls0 ws0">  </div></div><div class="c x110 y6b0 w7f hb8"><div class="t m0 x1d h28 y445 ff2 fs5 fc1 sc0 ls0 ws0">30.09.2022 </div></div><div class="c xac y2cb wcc hb9"><div class="t m0 x2f h28 y295 ff2 fs5 fc1 sc0 ls0 ws0">JHM 1 Sp. z o<span class="_ _0"></span>. o.  </div></div><div class="c x108 y2cb wcd hb9"><div class="t m0 x31 h28 y6b1 ff2 fs5 fc1 sc0 ls0 ws0">Zabezpieczenie kre<span class="_ _0"></span>dytu SAN<span class="_ _0"></span>TANDER BANK<span class="_ _3"></span> </div><div class="t m0 x6 h28 y20a ff2 fs5 fc1 sc0 ls0 ws0">POLSKA S.A.<span class="_ _0"></span> </div></div><div class="c x109 y2cb w89 hb9"><div class="t m0 x73 h28 y445 ff2 fs5 fc1 sc0 ls0 ws0">10 809 </div></div><div class="c x10e y2cb w7f hb9"><div class="t m0 x73 h28 y445 ff2 fs5 fc1 sc0 ls0 ws0">10 595 </div></div><div class="c xf2 y2cb w7f hb9"><div class="t m0 xbb h28 y445 ff2 fs5 fc1 sc0 ls0 ws0">6 384 </div></div><div class="c x10f y2cb w89 hb9"><div class="t m0 xbb h28 y445 ff2 fs5 fc1 sc0 ls0 ws0">7 053 </div></div><div class="c x110 y2cb w7f hb9"><div class="t m0 x1d h28 y445 ff2 fs5 fc1 sc0 ls0 ws0">30.09.2031 </div></div><div class="c xac y6b2 wcc hba"><div class="t m0 x2f h28 y2f1 ff2 fs5 fc1 sc0 ls0 ws0">KOBYLARNIA S.<span class="_ _0"></span>A.  </div></div><div class="c x108 y6b2 wcd hba"><div class="t m0 x62 h28 y2f1 ff2 fs5 fc1 sc0 ls0 ws0">Zabezpieczenie kre<span class="_ _0"></span>dytu BG<span class="_ _0"></span>K S.A  </div></div><div class="c x109 y6b2 w89 hba"><div class="t m0 x73 h28 y445 ff2 fs5 fc1 sc0 ls0 ws0">15 000 </div></div><div class="c x10e y6b2 w7f hba"><div class="t m0 x73 h28 y445 ff2 fs5 fc1 sc0 ls0 ws0">15 000 </div></div><div class="c xf2 y6b2 w7f hba"><div class="t m0 xdf h28 y445 ff2 fs5 fc10 sc0 ls0 ws0">  </div></div><div class="c x10f y6b2 w89 hba"><div class="t m0 xdf h28 y445 ff2 fs5 fc1 sc0 ls0 ws0">  </div></div><div class="c x110 y6b2 w7f hba"><div class="t m0 x1d h28 y445 ff2 fs5 fc1 sc0 ls0 ws0">30.11.2022 </div></div><div class="c xac y6b3 wcc hba"><div class="t m0 x2f h28 y2f1 ff2 fs5 fc1 sc0 ls0 ws0">KOBYLARNIA S.<span class="_ _0"></span>A.  </div></div><div class="c x108 y6b3 wcd hba"><div class="t m0 x33 h28 y2f1 ff2 fs5 fc1 sc0 ls0 ws0">Zabezpieczenie gwar<span class="_ _0"></span>ancji ban<span class="_ _0"></span>kowej BG<span class="_ _0"></span>K S.A. </div></div><div class="c x109 y6b3 w89 hba"><div class="t m0 x73 h28 y445 ff2 fs5 fc1 sc0 ls0 ws0">24 150 </div></div><div class="c x10e y6b3 w7f hba"><div class="t m0 x73 h28 y445 ff2 fs5 fc1 sc0 ls0 ws0">24 150 </div></div><div class="c xf2 y6b3 w7f hba"><div class="t m0 x73 h28 y445 ff2 fs5 fc1 sc0 ls0 ws0">16 100 </div></div><div class="c x10f y6b3 w89 hba"><div class="t m0 xdf h28 y445 ff2 fs5 fc1 sc0 ls0 ws0">  </div></div><div class="c x110 y6b3 w7f hba"><div class="t m0 x1d h28 y445 ff2 fs5 fc1 sc0 ls0 ws0">15.02.2022 </div></div><div class="c xac y6b4 wcc hba"><div class="t m0 x2f h28 y2f1 ff2 fs5 fc1 sc0 ls0 ws0">KOBYLARNIA S.<span class="_ _0"></span>A.  </div></div><div class="c x108 y6b4 wcd hba"><div class="t m0 x62 h28 y2f1 ff2 fs5 fc1 sc0 ls0 ws0">Zabezpieczenie kre<span class="_ _0"></span>dytu BG<span class="_ _0"></span>K S.A  </div></div><div class="c x109 y6b4 w89 hba"><div class="t m0 xbb h28 y445 ff2 fs5 fc1 sc0 ls0 ws0">9 318 </div></div><div class="c x10e y6b4 w7f hba"><div class="t m0 xbb h28 y445 ff2 fs5 fc1 sc0 ls0 ws0">9 318 </div></div><div class="c xf2 y6b4 w7f hba"><div class="t m0 xbb h28 y445 ff2 fs5 fc1 sc0 ls0 ws0">4 969 </div></div><div class="c x10f y6b4 w89 hba"><div class="t m0 xbb h28 y445 ff2 fs5 fc1 sc0 ls0 ws0">5 591 </div></div><div class="c x110 y6b4 w7f hba"><div class="t m0 x1d h28 y445 ff2 fs5 fc1 sc0 ls0 ws0">31.12.2029 </div></div><div class="c xac y6b5 wcc hba"><div class="t m0 x2f h28 y2f1 ff2 fs5 fc1 sc0 ls0 ws0">KOBYLARNIA S.<span class="_ _0"></span>A.  </div></div><div class="c x108 y6b5 wcd hba"><div class="t m0 x62 h28 y2f1 ff2 fs5 fc1 sc0 ls0 ws0">Zabezpieczenie kre<span class="_ _0"></span>dytu BG<span class="_ _0"></span>K S.A  </div></div><div class="c x109 y6b5 w89 hba"><div class="t m0 xdf h28 y445 ff2 fs5 fc1 sc0 ls0 ws0">  </div></div><div class="c x10e y6b5 w7f hba"><div class="t m0 x73 h28 y445 ff2 fs5 fc1 sc0 ls0 ws0">22 500 </div></div><div class="c xf2 y6b5 w7f hba"><div class="t m0 xdf h28 y445 ff2 fs5 fc1 sc0 ls0 ws0">  </div></div><div class="c x10f y6b5 w89 hba"><div class="t m0 xdf h28 y445 ff2 fs5 fc1 sc0 ls0 ws0">  </div></div><div class="c x110 y6b5 w7f hba"><div class="t m0 x1d h28 y445 ff2 fs5 fc1 sc0 ls0 ws0">31.12.2020 </div></div><div class="c xac y6b6 wd1 hba"><div class="t m0 x2f h28 y2f1 ff2 fs5 fc1 sc0 ls0 ws0">JHM Developmen<span class="_ _3"></span>t<span class="_ _6"></span> S.A. </div></div><div class="c xa7 y6b6 wd2 hba"><div class="t m0 x3b h28 y2f1 ff2 fs5 fc1 sc0 ls0 ws0">  </div></div><div class="c x108 y6b6 wcd hba"><div class="t m0 x1d h28 y2f1 ff2 fs5 fc1 sc0 ls0 ws0">Zabezpieczenie e<span class="_ _0"></span>misji obligacj<span class="_ _0"></span>i seria E </div></div><div class="c x109 y6b6 w89 hba"><div class="t m0 x73 h28 y445 ff2 fs5 fc1 sc0 ls0 ws0">55 000 </div></div><div class="c x10e y6b6 w7f hba"><div class="t m0 xdf h28 y445 ff2 fs5 fc1 sc0 ls0 ws0">  </div></div><div class="c xf2 y6b6 w7f hba"><div class="t m0 x73 h28 y445 ff2 fs5 fc1 sc0 ls0 ws0">50 000 </div></div><div class="c x10f y6b6 w89 hba"><div class="t m0 xdf h28 y445 ff2 fs5 fc1 sc0 ls0 ws0">  </div></div><div class="c x110 y6b6 w7f hba"><div class="t m0 x1d h28 y445 ff2 fs5 fc1 sc0 ls0 ws0">17.12.2025 </div></div><div class="c xac y6b7 wcc hbb"><div class="t m0 x2f h26 y139 ff8 fs5 fc1 sc0 ls0 ws0">Wobec pozosta<span class="_ _0"></span>łych jednostek<span class="_ _0"></span><span class="ff7"> </span></div></div><div class="c x108 y6b7 wcd hbb"><div class="t m0 x39 h26 y139 ff7 fs5 fc1 sc0 ls0 ws0">  </div></div><div class="c x109 y6b7 w89 hbb"><div class="t m0 xdf h26 y445 ff7 fs5 fc10 sc0 ls0 ws0">  </div></div><div class="c x10e y6b7 w7f hbb"><div class="t m0 xdf h26 y445 ff7 fs5 fc1 sc0 ls0 ws0">  </div></div><div class="c xf2 y6b7 w7f hbb"><div class="t m0 xdf h26 y445 ff7 fs5 fc10 sc0 ls0 ws0">  </div></div><div class="c x10f y6b7 w89 hbb"><div class="t m0 xdf h26 y445 ff7 fs5 fc1 sc0 ls0 ws0">  </div></div><div class="c x110 y6b7 w7f hbb"><div class="t m0 xdf h26 y445 ff7 fs5 fc1 sc0 ls0 ws0">  </div></div><div class="c xac y6b8 wcc h7e"><div class="t m0 x2f h26 y4ef ff7 fs5 fc1 sc0 ls0 ws0">Razem </div></div><div class="c x108 y6b8 wd3 h7e"><div class="t m0 x3b h26 y4ef ff7 fs5 fc1 sc0 ls0 ws0">  </div></div><div class="c x111 y6b8 wd4 h7e"><div class="t m0 x3b h26 y4ef ff7 fs5 fc1 sc0 ls0 ws0">  </div></div><div class="c x109 y6b8 w89 h7e"><div class="t m0 x6e h26 y445 ff7 fs5 fc1 sc0 ls0 ws0">168 277 </div></div><div class="c x10e y6b8 w7f h7e"><div class="t m0 x6e h26 y445 ff7 fs5 fc1 sc0 ls0 ws0">135 562 </div></div><div class="c xf2 y6b8 w7f h7e"><div class="t m0 x73 h26 y445 ff7 fs5 fc1 sc0 ls0 ws0">99 532 </div></div><div class="c x10f y6b8 w89 h7e"><div class="t m0 x73 h26 y445 ff7 fs5 fc1 sc0 ls0 ws0">38 209 </div></div><div class="c x110 y6b8 w7f h7e"><div class="t m0 xdf h26 y445 ff7 fs5 fc1 sc0 ls0 ws0">  </div></div><div class="c x0 y0 wb7 ha9"><div class="t m0 x4 h4b y2d7 ffa fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 x4 h4b y6b9 ffa fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 x4 h4b y2f6 ffa fs4 fc1 sc0 ls0 ws0"> </div></div><div class="c x4 y6ba wd5 hbc"><div class="t m0 x52 h28 y6bb ff1 fs5 fc0 sc0 ls0 ws0">Wykaz udzielon<span class="_ _3"></span>y<span class="_ _6"></span>ch poręc<span class="_ _0"></span>zeń dla </div><div class="t m0 x57 h28 y6bc ff2 fs5 fc0 sc0 ls0 ws0">innych <span class="ff1">podmiotów<span class="_ _0"></span> wg jednoste<span class="_ _0"></span>k<span class="ff2"> </span></span></div></div><div class="c x112 y6ba wd6 hbc"><div class="t m0 x113 h28 y59b ff1 fs5 fc0 sc0 ls0 ws0">Tytuł poręczenia<span class="_ _0"></span><span class="ff2"> </span></div></div><div class="c x114 y6bd wd7 h66"><div class="t m0 x50 h28 yb9 ff1 fs5 fc0 sc0 ls0 ws0">Wartość poręc<span class="_ _0"></span>zenia tys. PLN<span class="ff2"> </span></div></div><div class="c x115 y6bd wd8 h66"><div class="t m0 x32 h28 yb9 ff1 fs5 fc0 sc0 ls0 ws0">Wartość zobow<span class="_ _0"></span>iązania tys. PLN<span class="_ _0"></span><span class="ff2"> </span></div></div><div class="c x116 y6bd wd9 h66"><div class="t m0 x3e h28 yb9 ff2 fs5 fc0 sc0 ls0 ws0">  </div></div><div class="c x114 y6be wda hbd"><div class="t m0 x6d h28 y6bf ff2 fs5 fc0 sc0 ls0 ws0">Stan na: </div></div><div class="c x34 y6be wdb hbd"><div class="t m0 x6d h28 y6bf ff2 fs5 fc0 sc0 ls0 ws0">Stan na: </div></div><div class="c x117 y6be wdc hbd"><div class="t m0 x55 h28 y6bf ff2 fs5 fc0 sc0 ls0 ws0">Stan na: </div></div><div class="c x118 y6be w54 hbd"><div class="t m0 x19 h28 y6bf ff2 fs5 fc0 sc0 ls0 ws0">Stan na: </div></div><div class="c x119 y6ba wd9 hbe"><div class="t m0 x2d h28 y66f ff2 fs5 fc0 sc0 ls0 ws0">data </div><div class="t m0 xa h28 y446 ff1 fs5 fc0 sc0 ls0 ws0">wygaśnięcia </div><div class="t m0 x28 h28 y445 ff1 fs5 fc0 sc0 ls0 ws0">poręczenia<span class="ff2"> </span></div></div><div class="c x114 y6ba wda h95"><div class="t m0 x19 h28 y563 ff2 fs5 fc0 sc0 ls0 ws0">30.06.2021 </div></div><div class="c x34 y6ba wdd h95"><div class="t m0 x19 h28 y563 ff2 fs5 fc0 sc0 ls0 ws0">31.12.2020 </div></div><div class="c x115 y6ba wde h95"><div class="t m0 x57 h28 y563 ff2 fs5 fc0 sc0 ls0 ws0">30.06.2021 </div></div><div class="c x118 y6ba wdf h95"><div class="t m0 x33 h28 y563 ff2 fs5 fc0 sc0 ls0 ws0">31.12.2020 </div></div></div><div class="pi" ></div></div><div id="pf3d" class="pf w0 h0" ><div class="pc pc3d w0 h0"><img class="bi x4 y6c0 we0 hbf" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w3 h0"><div class="t m0 x4 ha y699 ff2 fs4 fc1 sc0 ls0 ws0">W <span class="_ _6"></span>dn<span class="_ _6"></span>iu <span class="_ _10"></span>23 <span class="_ _10"></span>lutego <span class="_ _10"></span>2021 <span class="_ _10"></span>r. <span class="_ _10"></span><span class="ff1">Expo <span class="_ _10"></span>Mazury <span class="_ _10"></span>S.A. <span class="_ _10"></span>w <span class="_ _10"></span>likw<span class="_ _6"></span>idacji <span class="_ _10"></span>dokonała <span class="_ _10"></span>całkowitej<span class="_ _6"></span> <span class="_ _6"></span>spłaty<span class="_ _6"></span> <span class="_ _6"></span>k<span class="_ _6"></span>redytu <span class="_ _6"></span>zac<span class="_ _6"></span>iągniętego <span class="_ _10"></span>w </span></div><div class="t m0 x4 ha y69a ff1 fs4 fc1 sc0 ls0 ws0">ALIOR BANKU S.A. w<span class="_ _6"></span> związku z powyż<span class="_ _6"></span>szym wygasło poręczenie u<span class="_ _6"></span>dzielone przez<span class="_ _6"></span> MIRBUD S.A.<span class="_ _10"></span><span class="ff2"> </span></div><div class="t m0 x4 ha y6c1 ff2 fs4 fc1 sc0 ls0 ws0">W dniu <span class="_ _6"></span>15.02.2<span class="_ _6"></span>022 r. <span class="_ _6"></span><span class="ff1">wyg<span class="_ _6"></span>asła gwara<span class="_ _6"></span>ncja <span class="_ _6"></span>udzielona pr<span class="_ _6"></span>zez <span class="_ _6"></span>BGK na <span class="_ _6"></span>zlecen<span class="_ _6"></span>ie KOB<span class="_ _6"></span>YLARNIA S.<span class="_ _6"></span>A. w<span class="_ _6"></span></span> <span class="_ _6"></span>kwoc<span class="_ _6"></span>ie 2<span class="_ _6"></span>4. </div><div class="t m0 x4 ha y69c ff1 fs4 fc1 sc0 ls0 ws0">150 tys. zł w związku z p<span class="_ _6"></span>owyższym wygasło <span class="_ _6"></span>poręczenie udzielone <span class="_ _6"></span>przez MIRBUD S.A.<span class="_ _10"></span><span class="ff2"> </span></div><div class="t m0 x4 ha y5d8 ff1 fs4 fc1 sc0 ls0 ws0">Emitent <span class="_ _10"></span>wraz <span class="_ _f"></span>z <span class="_ _10"></span>pozostałymi <span class="_ _10"></span>Sp<span class="_ _6"></span>ółk<span class="ff2">ami <span class="_ _10"></span>z<span class="_ _6"></span> <span class="_ _10"></span></span>Grupy <span class="_ _f"></span>Kapitałowej <span class="_ _10"></span>MIRBUD <span class="_ _10"></span>2<span class="_ _6"></span>9 <span class="_ _10"></span>grudnia <span class="_ _f"></span>2012 <span class="_ _6"></span>r<span class="_ _6"></span>oku <span class="_ _10"></span>zawarł <span class="_ _f"></span>umowę <span class="_ _10"></span>o </div><div class="t m0 x4 ha y6c2 ff1 fs4 fc1 sc0 ls0 ws0">świadczenie <span class="_ _21"> </span>usług, <span class="_ _27"> </span>k<span class="_ _6"></span>tórej <span class="_ _21"> </span>przedmiotem <span class="_ _27"> </span>j<span class="_ _6"></span>est <span class="_ _21"> </span><span class="ff2">wzajemn<span class="_ _6"></span>e <span class="_ _27"> </span></span>poręcz<span class="_ _6"></span><span class="ff2">anie, <span class="_ _27"> </span>gw<span class="_ _6"></span>arancj<span class="ls14">e, <span class="_ _21"> </span></span></span>obciążenie <span class="_ _21"> </span>hipoteki <span class="_ _21"> </span>(dalej: </div><div class="t m0 x4 ha y6c3 ff1 fs4 fc1 sc0 ls0 ws0">„Zabezpieczanie”) <span class="_ _1c"> </span>zobowiązań <span class="_ _1c"> </span>kredytowych <span class="_ _1c"> </span>wobec <span class="_ _1c"> </span>instytucji <span class="_ _25"> </span>fi<span class="_ _6"></span>nansowych <span class="_ _1c"> </span>i <span class="_ _25"> </span>ubezpiecz<span class="_ _6"></span>eniowych <span class="_ _25"> </span>z<span class="_ _f"></span><span class="ff2 ls14">a </span></div><div class="t m0 x4 ha yfb ff1 fs4 fc1 sc0 ls0 ws0">wynagrodzeniem. U<span class="_ _6"></span>mowa <span class="_ _6"></span>ma celu z<span class="_ _6"></span>większenie <span class="_ _6"></span>bezpieczeństwa <span class="_ _6"></span>finansowego p<span class="_ _6"></span>oszcz<span class="_ _6"></span>ególnych spółek Gr<span class="_ _6"></span>upy, </div><div class="t m0 x4 ha yfc ff1 fs4 fc1 sc0 ls0 ws0">jak i zwiększenie ich z<span class="_ _6"></span>dolności kredytowej. <span class="_ _6"></span><span class="ff2"> </span></div><div class="t m0 x4 ha y6c4 ff2 fs4 fc1 sc0 ls0 ws0">Zgodnie z warunka<span class="_ _6"></span>mi umowy: </div><div class="t m0 x35 ha y12c ff2 fs4 fc1 sc0 ls0 ws0"> <span class="_ _32"> </span><span class="ff1">wy<span class="_ _6"></span>nagrodzenie i tytuł udziel<span class="_ _6"></span>onego Zabezpieczenia z<span class="_ _6"></span>ostało ustalone na pozi<span class="_ _6"></span>omie cen ry<span class="_ _10"></span></span>nkowych </div><div class="t m0 x24 ha yd ff1 fs4 fc1 sc0 ls0 ws0">stosowanych pom<span class="_ _6"></span>iędzy podmiotami powiązanym<span class="_ _6"></span>i w wys<span class="_ _6"></span>okości 0,9% kwoty udzieloneg<span class="_ _6"></span>o </div><div class="t m0 x24 ha y6c5 ff1 fs4 fc1 sc0 ls0 ws0">Zabezpieczenia spłaty w s<span class="_ _6"></span>tosunku rocznym, b<span class="_ _6"></span>ez względu na sposób zab<span class="_ _6"></span>ezpieczenia,<span class="_ _10"></span><span class="ff2"> </span></div><div class="t m0 x35 ha y6c6 ff2 fs4 fc1 sc0 ls0 ws0"> <span class="_ _32"> </span><span class="ff1">wy<span class="_ _6"></span>nagrodzenie płatne w t<span class="_ _6"></span>erminie 30 dni po <span class="_ _6"></span>upływie każdego kwarta<span class="_ _6"></span>łu,<span class="_ _6"></span></span> </div><div class="t m0 x35 ha y6c7 ff2 fs4 fc1 sc0 ls0 ws0"> <span class="_ _32"> </span><span class="ff1">w prz<span class="_ _6"></span>ypadku zapłaty kwo<span class="_ _6"></span>ty zadłużenia względe<span class="_ _6"></span>m wierzyciela spółki, spółc<span class="_ _6"></span>e udzielającej </span></div><div class="t m0 x24 ha y6c8 ff1 fs4 fc1 sc0 ls0 ws0">Zabezpieczenia przys<span class="_ _6"></span>ługuje prawo zwrotu równow<span class="_ _6"></span>artości kwoty z<span class="_ _6"></span>apłaconej w terminie 7 dni <span class="_ _6"></span>od daty </div><div class="t m0 x24 ha y6c9 ff2 fs4 fc1 sc0 ls0 ws0">wezwania do zwrotu<span class="_ _6"></span>, </div><div class="t m0 x35 ha y6ca ff2 fs4 fc1 sc0 ls0 ws0"> <span class="_ _32"> </span><span class="ff1">po u<span class="_ _6"></span>pływie 7 dni od daty w<span class="_ _6"></span>ezwania spółce udz<span class="_ _6"></span>ielającej Zabezpiecz<span class="_ _6"></span>enia przysł<span class="_ _6"></span>ugiwać będą o<span class="_ _6"></span>dsetki </span></div><div class="t m0 x24 ha y4e2 ff1 fs4 fc1 sc0 ls0 ws0">ustawowe od kwot n<span class="_ _6"></span>iezwróconych w termin<span class="_ _6"></span>ie<span class="ff2">,  </span></div><div class="t m0 x35 ha y6cb ff2 fs4 fc1 sc0 ls0 ws0"> <span class="_ _32"> </span><span class="ff1">umow<span class="_ _6"></span>a została zawarta n<span class="_ _6"></span>a czas nieokreślony.<span class="_ _6"></span></span> </div><div class="t m0 x24 ha y6cc ff2 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 x4 ha y6cd ff1 fs4 fc1 sc0 ls0 ws0">Realizowanie <span class="_ _12"> </span>inwestycj<span class="_ _6"></span>i <span class="_ _13"> </span>budowlanych <span class="_ _12"> </span>wiąże <span class="_ _12"> </span>się <span class="_ _13"> </span>z<span class="_ _6"></span> <span class="_ _13"> </span>koniecznością <span class="_ _12"> </span>uiszc<span class="_ _6"></span>zenia <span class="_ _13"> </span>k<span class="_ _6"></span>aucji <span class="_ _13"> </span>gwarancyj<span class="_ _6"></span>nych <span class="_ _13"> </span>lub </div><div class="t m0 x4 ha y6ce ff1 fs4 fc1 sc0 ls0 ws0">składania <span class="_ _25"> </span>gwarancji <span class="_ _25"> </span>b<span class="_ _6"></span>ankowych <span class="_ _25"> </span>cz<span class="_ _6"></span>y <span class="_ _25"> </span>ubezpieczeniowy<span class="_ _6"></span>ch, <span class="_ _25"> </span>stanowi<span class="_ _6"></span>ących <span class="_ _25"> </span>zabezpieczenie <span class="_ _1c"> </span>dla <span class="_ _26"> </span>j<span class="_ _6"></span>akości </div><div class="t m0 x4 ha y6cf ff1 fs4 fc1 sc0 ls0 ws0">wykonywanych robó<span class="_ _6"></span>t budowlanych. <span class="_ _6"></span><span class="ff2"> </span></div><div class="t m0 x4 ha y6d0 ff1 fs4 fc1 sc0 ls0 ws0">Zobowiązania <span class="_ _21"> </span>warunkow<span class="_ _6"></span>e <span class="_ _21"> </span>z <span class="_ _21"> </span>tytułu <span class="_ _27"> </span>por<span class="_ _6"></span>ęczeń <span class="_ _21"> </span>i <span class="_ _27"> </span>gwar<span class="_ _6"></span>ancji <span class="_ _21"> </span>na <span class="_ _27"> </span>r<span class="_ _6"></span>zecz <span class="_ _21"> </span>innych <span class="_ _21"> </span>jednostek <span class="_ _21"> </span>to <span class="_ _21"> </span>przede <span class="_ _21"> </span>wszystkim </div><div class="t m0 x4 ha y3de ff2 fs4 fc1 sc0 ls0 ws0">gwarancje <span class="_ _13"> </span>wystaw<span class="_ _6"></span>ione <span class="_ _13"> </span>prz<span class="_ _6"></span>ez <span class="_ _13"> </span>towarzystwa <span class="_ _13"> </span>ub<span class="_ _6"></span>ezpieczeniowe <span class="_ _13"> </span>i <span class="_ _12"> </span>banki <span class="_ _13"> </span>na <span class="_ _12"> </span>rzecz <span class="_ _12"> </span>kontrahe<span class="_ _6"></span><span class="ff1">ntów <span class="_ _12"> </span>Spółki <span class="_ _12"> </span>na </span></div><div class="t m0 x4 ha y3df ff1 fs4 fc1 sc0 ls0 ws0">zabezpieczenie <span class="_ _27"> </span>ich <span class="_ _27"> </span>roszczeń <span class="_ _1e"> </span>w <span class="_ _27"> </span>stos<span class="_ _6"></span>unku <span class="_ _1e"> </span>do <span class="_ _27"> </span>Spółki, <span class="_ _27"> </span>głównie <span class="_ _27"> </span>z <span class="_ _27"> </span>tytułu <span class="_ _1e"> </span>u<span class="_ _6"></span>mów <span class="_ _1e"> </span>bu<span class="_ _6"></span>dowlanych. <span class="_ _1e"> </span>Tow<span class="_ _6"></span>arzystwom </div><div class="t m0 x4 ha y6d1 ff1 fs4 fc1 sc0 ls0 ws0">ubezpieczeniowym i b<span class="_ _6"></span>ankom przysługuje roszc<span class="_ _6"></span>zenie zwrotne z tego tytuł<span class="_ _6"></span>u wobec Spółki.<span class="_ _10"></span><span class="ff2"> </span></div><div class="t m0 x4 ha y6d2 ff1 fs4 fc1 sc0 ls0 ws0">Zmiany <span class="_ _1d"> </span>w <span class="_ _1d"> </span>zakresie <span class="_ _1d"> </span>gwarancj<span class="_ _6"></span>i <span class="_ _12"> </span>w <span class="_ _1d"> </span>okres<span class="_ _6"></span>ie <span class="_ _12"> </span>od <span class="_ _1d"> </span>z<span class="_ _6"></span>akończenia <span class="_ _1d"> </span>poprz<span class="_ _6"></span>edni<span class="_ _6"></span>ego <span class="_ _12"> </span>rok<span class="_ _6"></span>u <span class="_ _1d"> </span>obrotowego <span class="_ _1d"> </span>wynikają <span class="_ _1d"> </span>z </div><div class="t m0 x4 ha y6d3 ff1 fs4 fc1 sc0 ls0 ws0">zakończenia <span class="_ _21"> </span>prac <span class="_ _27"> </span>roz<span class="_ _6"></span>poczętych <span class="_ _27"> </span>w <span class="_ _21"> </span>poprzednich <span class="_ _21"> </span>latach. <span class="_ _27"> </span> <span class="_ _21"> </span>W <span class="_ _27"> </span>oc<span class="_ _6"></span>enie <span class="_ _27"> </span>Zarządu <span class="_ _21"> </span>Spółki, <span class="_ _21"> </span>z <span class="_ _27"> </span>uwag<span class="_ _6"></span>i <span class="_ _27"> </span>na <span class="_ _27"> </span>c<span class="_ _6"></span>harakter </div><div class="t m0 x4 ha y6d4 ff1 fs4 fc1 sc0 ls0 ws0">potencjalnego <span class="_ _10"></span>zobowiązani<span class="_ _6"></span>a <span class="_ _6"></span>oraz <span class="_ _10"></span>dotychc<span class="_ _6"></span>zasową <span class="_ _6"></span>hist<span class="_ _6"></span>orię <span class="_ _6"></span>obc<span class="_ _6"></span>iążeń <span class="_ _6"></span>z <span class="_ _10"></span>tego <span class="_ _10"></span>tytułu <span class="_ _10"></span>(s<span class="_ _6"></span>poradyczne <span class="_ _10"></span>przypadki <span class="_ _10"></span>na </div><div class="t m0 x4 ha y6d5 ff2 fs4 fc1 sc0 ls0 ws0">przestrzeni <span class="_ _1a"> </span>kilku <span class="_ _1b"> </span><span class="ff1">lat), <span class="_ _1a"> </span>nie <span class="_ _1b"> </span>istnieje <span class="_ _1a"> </span>możliwość <span class="_ _1b"> </span>wiarygodnego <span class="_ _1a"> </span>wartoś<span class="_ _6"></span>ciowego <span class="_ _1a"> </span>oszac<span class="_ _6"></span>owania <span class="_ _1a"> </span>zobowiązań </span></div><div class="t m0 x4 ha y6d6 ff1 fs4 fc1 sc0 ls0 ws0">warunkowych <span class="_ _f"></span>z<span class="_ _6"></span> <span class="_ _f"></span>tego <span class="_ _e"> </span>tytułu<span class="_ _6"></span>. <span class="_ _f"></span>Tym <span class="_ _e"></span>nie <span class="_ _e"></span>mniej <span class="_ _f"></span>Zarz<span class="_ _6"></span>ąd <span class="_ _f"></span>jes<span class="_ _6"></span>t <span class="_ _f"></span>świadomy <span class="_ _e"> </span>istnienia <span class="_ _e"></span>takiego <span class="_ _e"></span>ryzyk<span class="_ _6"></span>a<span class="_ _6"></span><span class="ff2">, <span class="_ _e"></span></span>dlatego <span class="_ _f"></span>t<span class="_ _6"></span>eż <span class="_ _f"></span>jes<span class="_ _6"></span>t </div><div class="t m0 x4 ha y6d7 ff2 fs4 fc1 sc0 ls0 ws0">tworzona rezerwa n<span class="_ _6"></span>a naprawy gwarancy<span class="_ _6"></span>jne. </div><div class="t m0 x4 ha y6d8 ff1 fs4 fc1 sc0 ls0 ws0">Zobowiązania warunkowe z tytułu<span class="ff2"> </span>gwarancji usunięcia wad i <span class="_ _0"></span>usterek udzielone przez Spółki z Grupy MIRB<span class="_ _0"></span>UD </div><div class="t m0 x4 ha y6d9 ff1 fs4 fc1 sc0 ls0 ws0">inwestorom, powsta<span class="_ _6"></span>łe, trwające w okresie od 01.01.20<span class="_ _6"></span><span class="ff2">21 r. </span>–<span class="ff2"> <span class="ls14">do 3</span>1.<span class="_ _6"></span><span class="ls14">12</span>.2021 r. </span>przedstawiaj<span class="_ _6"></span>ą się następująco:<span class="ff2"> </span></div><div class="t m0 x4 ha y6da ff2 fs4 fc1 sc0 ls0 ws0"> </div></div><div class="c x8 y11b we1 hc0"><div class="t m0 x8d h26 y6db ff8 fs5 fc0 sc0 ls0 ws0">Pozostałe zobowią<span class="_ _3"></span>z<span class="_ _6"></span>ania waru<span class="_ _3"></span>nkowe<span class="ff7"> </span></div></div><div class="c x11a y26d we2 h2a"><div class="t m0 xaf h26 y140 ff7 fs5 fc0 sc0 ls0 ws0">w tys. PLN </div></div><div class="c x11a y6dc we3 h2a"><div class="t m0 xb6 h26 y140 ff7 fs5 fc0 sc0 ls0 ws0">Stan na: </div></div><div class="c xb5 y6dc we4 h2a"><div class="t m0 x54 h26 y140 ff7 fs5 fc0 sc0 ls0 ws0">Stan na: </div></div><div class="c x11a y11b we3 hc1"><div class="t m0 x63 h26 y140 ff7 fs5 fc0 sc0 ls0 ws0">31.12.2021 </div></div><div class="c xb5 y11b we4 hc1"><div class="t m0 x3a h26 y140 ff7 fs5 fc0 sc0 ls0 ws0">31.12.2020 </div></div><div class="c x8 y161 we1 h2a"><div class="t m0 xc8 h26 y143 ff8 fs5 fc1 sc0 ls0 ws0">Z tytułu gwaranc<span class="_ _3"></span>j<span class="_ _6"></span>i należyte<span class="_ _0"></span>go wyk<span class="_ _0"></span>onania <span class="ff7"> </span></div></div><div class="c x11a y161 we3 h2a"><div class="t m0 x8a h28 y564 ff2 fs5 fc1 sc0 ls0 ws0">401 996 </div></div><div class="c xb5 y161 we4 h2a"><div class="t m0 x8 h28 y564 ff2 fs5 fc1 sc0 ls0 ws0">260 251 </div></div><div class="c x8 y6dd we1 h29"><div class="t m0 xc8 h26 y141 ff8 fs5 fc1 sc0 ls0 ws0">Z tytułu usunięcia<span class="_ _3"></span> wad i usterek<span class="ff7"> </span></div></div><div class="c x11a y6dd we3 h29"><div class="t m0 x8a h28 y13b ff2 fs5 fc1 sc0 ls0 ws0">298 071 </div></div><div class="c xb5 y6dd we4 h29"><div class="t m0 x8 h28 y13b ff2 fs5 fc1 sc0 ls0 ws0">149 042 </div></div><div class="c x8 y6de we1 h29"><div class="t m0 xc8 h26 y141 ff8 fs5 fc1 sc0 ls0 ws0">Z tytułu zapłaty w<span class="_ _3"></span>i<span class="_ _6"></span>erzyte<span class="_ _0"></span>lności<span class="ff7"> </span></div></div><div class="c x11a y6de we3 h29"><div class="t m0 x8a h28 y13b ff2 fs5 fc1 sc0 ls0 ws0">110 764 </div></div><div class="c xb5 y6de we4 h29"><div class="t m0 x8 h28 y13b ff2 fs5 fc1 sc0 ls0 ws0">177 130 </div></div><div class="c x8 y6df we1 h2a"><div class="t m0 xc8 h28 y143 ff2 fs5 fc1 sc0 ls0 ws0">Razem </div></div><div class="c x11a y6df we3 h2a"><div class="t m0 x8a h26 y13b ff7 fs5 fc1 sc0 ls0 ws0">810 831 </div></div><div class="c xb5 y6df we4 h2a"><div class="t m0 x8 h26 y13b ff7 fs5 fc1 sc0 ls0 ws0">586 423 </div></div></div><div class="pi" ></div></div><div id="pf3e" class="pf w0 h0" ><div class="pc pc3e w0 h0"><img class="bi x6 y2b we5 hc2" alt="" 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"/><div class="c x0 y0 w3 h0"><div class="t m0 x9c h8 y6e0 ff4 fs3 fc3 sc0 ls0 ws0">SPRAWOZDANE ZARZĄDU Z DZIAŁALNOŚCI<span class="ff3"> MIRBUD S.A. ZA <span class="ls4">ROK</span> <span class="ls5">20</span>21<span class="fc4"> </span></span></div><div class="t m0 x4 h6 y6e1 ff3 fs2 fc1 sc0 ls0 ws0"> </div></div><div class="c x4 y2e wba h9"><div class="t m0 x11b ha y2f ff2 fs4 fc3 sc0 ls0 ws0">MIRBUD <span class="ls6">| <span class="_ _6"></span></span> </div></div><div class="c x9 y2e wbb h9"><div class="t m0 xa hb y30 ff3 fs1 fc0 sc0 ls11 ws0">62<span class="fs2 ls0"> </span></div></div><div class="c x0 y0 w3 h0"><div class="t m0 x4 h6 y31 ff3 fs2 fc1 sc0 ls0 ws0"> </div></div><div class="c xb y6e2 w7 h7f"><div class="t m0 xc hd y673 ff5 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x0 y0 w3 h0"><div class="t m0 x4 h10 y6e3 ff7 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x4 h10 y6e4 ff7 fs0 fc1 sc0 ls0 ws0">4.12. <span class="_ _7"></span><span class="ff8">Wykorzystania przez Spółkę wpływów z emisji<span class="ff7"> </span></span></div><div class="t m0 x4 ha y6e5 ff2 fs4 fc1 sc0 lsd ws0">W <span class="ff1 ls0">raportowany<span class="_ _6"></span>m okresie Emitent nie prz<span class="_ _6"></span>eprowadzał emisji akcj<span class="_ _6"></span>i.<span class="_ _6"></span><span class="ff2"> </span></span></div><div class="t m0 x4 ha y69d ff2 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 x4 h10 y6e6 ff2 fs0 fc1 sc0 ls0 ws0">4.13. <span class="_ _7"></span><span class="ff8">Stanowisko <span class="_ _15"> </span>Zarzą<span class="_ _6"></span>du <span class="_ _15"> </span>odnośnie<span class="_ _6"></span><span class="ff7"> <span class="_ _1f"> </span><span class="ls37">do</span> <span class="_ _1f"> </span></span>możliwości <span class="_ _1f"> </span>zrealizowania <span class="_ _15"> </span>wcześnie<span class="_ _6"></span>j<span class="_ _0"></span> </span></div><div class="t m0 xef h10 y6e7 ff8 fs0 fc1 sc0 ls0 ws0">publikowanych <span class="_ _2a"> </span>prognoz <span class="_ _20"> </span>wynik<span class="_ _6"></span>ów <span class="_ _20"> </span>na <span class="_ _2a"> </span>dany <span class="_ _2a"> </span>rok, <span class="_ _2a"> </span>w <span class="_ _20"> </span>świetle <span class="_ _2a"> </span>wyników </div><div class="t m0 xef h10 y6e8 ff8 fs0 fc1 sc0 ls0 ws0">zaprezentowanych  w  raporcie  za <span class="_ _13"> </span>poprzedni  okres <span class="_ _13"> </span>w <span class="_ _13"> </span>stosunku  do  wynik<span class="_ _6"></span>ó<span class="_ _6"></span><span class="ff7 ls38">w </span></div><div class="t m0 xef h10 y6e9 ff7 fs0 fc1 sc0 ls0 ws0">prognozowanych.<span class="ff2"> </span></div><div class="t m0 x4 ha y51c ff1 fs4 fc1 sc0 ls0 ws0">W <span class="_ _f"></span>okresie <span class="_ _f"></span>objętym <span class="_ _10"></span>s<span class="_ _6"></span>prawozdaniem <span class="_ _f"></span>spółki <span class="_ _e"> </span><span class="ff2">MIRBUD <span class="_ _f"></span>S<span class="_ _6"></span>.A. <span class="_ _10"></span></span>n<span class="_ _6"></span>ie <span class="_ _f"></span>publikował <span class="_ _f"></span>prognoz, <span class="_ _f"></span>a <span class="_ _f"></span>wskazany <span class="_ _f"></span>okres <span class="_ _f"></span>nie <span class="_ _f"></span>był </div><div class="t m0 x4 ha y6ea ff1 fs4 fc1 sc0 ls0 ws0">objęty prognozami <span class="_ _6"></span>publikowanymi w poprzed<span class="_ _6"></span>nich okresach.<span class="_ _6"></span><span class="ff2"> </span></div><div class="t m0 x4 h3 y27a ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y6eb ff2 fs1 fc1 sc0 ls7 ws0">5.<span class="ls0"> <span class="_ _21"> </span><span class="ff1">NAJWAŻNIEJSZE <span class="_ _0"></span>UMOWY<span class="ff2"> </span></span></span></div><div class="t m0 x4 h10 y6ec ff7 fs0 fc1 sc0 ls0 ws0">5.1. <span class="_ _39"> </span>Umowy ubezpieczenia<span class="ff2"> </span></div><div class="t m0 x4 ha y6ed ff2 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 x4 ha y6ee ff2 fs4 fc1 sc0 ls0 ws0">Od <span class="_ _e"> </span>dnia <span class="_ _e"> </span>01.<span class="_ _6"></span>04.2020 <span class="_ _e"> </span>r. <span class="_ _1e"> </span>roku <span class="_ _1e"> </span>do <span class="_ _e"></span>dnia <span class="_ _e"> </span>3<span class="_ _6"></span>1.03.2021 <span class="_ _1e"> </span>r. <span class="_ _e"> </span><span class="ff1">MIRBUD <span class="_ _1e"> </span>S.A. <span class="_ _1e"> </span>objęta <span class="_ _e"></span>jest <span class="_ _1e"> </span>ochroną <span class="_ _e"> </span>u<span class="_ _6"></span>bezpieczeniową <span class="_ _1e"> </span>na </span></div><div class="t m0 x4 ha y6ef ff1 fs4 fc1 sc0 ls0 ws0">podstawie umowy ramowej podpisanej<span class="_ _6"></span> z <span class="_ _0"></span>Sopockim Towarzys<span class="_ _6"></span>twem Ubezpieczeń Ergo<span class="_ _6"></span><span class="ff2">-Hestia S.A. zawartej w </span></div><div class="t m0 x4 ha y6f0 ff1 fs4 fc1 sc0 ls0 ws0">dniu  30.03.20<span class="_ _6"></span>20  „Umow<span class="_ _6"></span>a  Kompleks<span class="_ _6"></span>owego  Ubezp<span class="_ _6"></span>ieczenia  Grupy <span class="_ _29"> </span>Przedsiębior<span class="_ _6"></span>stwa  od  w<span class="_ _10"></span><span class="ff2">szy<span class="_ _6"></span>stkich  ryzyk </span></div><div class="t m0 x4 ha y6f1 ff2 fs4 fc1 sc0 ls14 ws0">nr<span class="ls0"> <span class="ff1">14/MIRBUD/2<span class="_ _6"></span>020”.</span> </span></div><div class="t m0 x4 ha y6f2 ff2 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 x4 ha y6f3 ff2 fs4 fc1 sc0 ls0 ws0">Od <span class="_ _e"> </span>dnia <span class="_ _e"> </span>01.<span class="_ _6"></span>04.2021 <span class="_ _e"> </span>r. <span class="_ _1e"> </span>roku <span class="_ _1e"> </span>do <span class="_ _e"></span>dnia <span class="_ _e"> </span>3<span class="_ _6"></span>1.03.2022 <span class="_ _1e"> </span>r. <span class="_ _e"> </span><span class="ff1">MIRBUD <span class="_ _1e"> </span>S.A. <span class="_ _1e"> </span>objęta <span class="_ _e"></span>jest <span class="_ _1e"> </span>ochroną <span class="_ _e"> </span>u<span class="_ _6"></span>bezpieczeniową <span class="_ _1e"> </span>na </span></div><div class="t m0 x4 ha y6f4 ff1 fs4 fc1 sc0 ls0 ws0">podstawie umowy ramowej podpisanej<span class="_ _6"></span> z <span class="_ _0"></span>Sopockim Towarzys<span class="_ _6"></span>twem Ubezpieczeń Ergo<span class="_ _6"></span><span class="ff2">-Hestia S.A. zawartej w </span></div><div class="t m0 x4 ha y6f5 ff1 fs4 fc1 sc0 ls0 ws0">dniu  29.03.20<span class="_ _6"></span>21  „Umow<span class="_ _6"></span>a  Kompleks<span class="_ _6"></span>owego  Ubezp<span class="_ _6"></span>ieczenia  Grupy <span class="_ _29"> </span>Przedsiębior<span class="_ _6"></span>stwa  od  ws<span class="_ _6"></span>zystkich  ry<span class="_ _6"></span>zyk </div><div class="t m0 x4 ha y4ad ff2 fs4 fc1 sc0 ls14 ws0">nr<span class="ls0"> 15/MIRBU<span class="ff1">D/2<span class="_ _6"></span>021”.</span> </span></div><div class="t m0 x4 h5 y6f6 ff2 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x4 h10 y6f7 ff7 fs0 fc1 sc0 ls0 ws0">5.2. <span class="_ _7"></span><span class="ff8">Najważniejsze <span class="_ _25"> </span>umowy <span class="_ _1c"> </span>o <span class="_ _1c"> </span>roboty <span class="_ _25"> </span>budowlane<span class="_ _6"></span> <span class="_ _25"> </span>i <span class="_ _1c"> </span>inne <span class="_ _1c"> </span>dotyczące <span class="_ _1c"> </span>działalno<span class="_ _0"></span>ści </span></div><div class="t m0 x39 h10 y6f8 ff8 fs0 fc1 sc0 ls0 ws0">operacyjnej zawarte przez Spółkę<span class="ff2"> </span></div><div class="t m0 x4 h10 y6f9 ff7 fs0 fc1 sc0 ls0 ws0">MIRBUD S.A. </div><div class="t m0 x4 h28 y6fa ff9 fs5 fc1 sc0 ls0 ws0">Tabela: Najważn<span class="_ _0"></span>iejsze umo<span class="_ _0"></span>wy zawarte przez<span class="_ _0"></span> MIRBUD S.<span class="_ _0"></span>A. w okresie od<span class="_ _0"></span> 01.01.202<span class="ffa">1 r. do 31.<span class="ls13">12</span>.2021 <span class="_ _3"></span>r<span class="ff9">. w tys. zł<span class="ff2"> </span></span></span></div></div><div class="c xc0 y352 we6 hc3"><div class="t m0 x57 h26 y127 ff7 fs5 fc0 sc0 ls0 ws0">Data zawarcia </div><div class="t m0 x29 h26 y539 ff7 fs5 fc0 sc0 ls0 ws0">umowy </div></div><div class="c x11c y352 we7 hc3"><div class="t m0 x32 h28 y127 ff1 fs5 fc0 sc0 ls0 ws0">Wartość umow<span class="_ _0"></span>y </div><div class="t m0 x52 h28 y539 ff1 fs5 fc0 sc0 ls0 ws0">(netto) w tys. <span class="_ _0"></span>zł<span class="ff2"> </span></div></div><div class="c x100 y352 we8 hc3"><div class="t m0 x49 h28 y127 ff2 fs5 fc0 sc0 ls0 ws0">Kontrahent </div></div><div class="c x11d y352 we9 hc3"><div class="t m0 x4 h28 y127 ff2 fs5 fc0 sc0 ls0 ws0">Przedmiot umow<span class="_ _0"></span>y </div></div><div class="c xc0 y6fb we6 hc4"><div class="t m0 x47 h26 y6fc ff7 fs5 fc1 sc0 ls0 ws0">04.01.2021 </div></div><div class="c x11c y6fb we7 hc4"><div class="t m0 x3e h28 y6fc ff2 fs5 fc1 sc0 ls0 ws0">27.579 </div></div><div class="c x100 y6fb we8 hc4"><div class="t m0 x48 h28 y6fc ff2 fs5 fc1 sc0 ls0 ws0">G&amp;M Sp. z o.o.<span class="_ _0"></span> </div></div><div class="c x11d y6fb we9 hc4"><div class="t m0 x44 h28 y6fc ff1 fs5 fc1 sc0 ls0 ws0">Kompleksowe w<span class="_ _0"></span>ykonanie prefab<span class="_ _0"></span>rykacji zbrojeń<span class="_ _0"></span> i </div><div class="t m0 x28 h28 y6fd ff1 fs5 fc1 sc0 ls0 ws0">prefabrykacji<span class="_ _0"></span> deskowań dla reali<span class="_ _3"></span>z<span class="_ _6"></span>acji<span class="_ _0"></span> estakady EST<span class="ff2">-<span class="ls1d">1 </span></span></div><div class="t m0 x28 h28 y4cd ff1 fs5 fc1 sc0 ls0 ws0">w związku z rea<span class="_ _0"></span>lizacją inwes<span class="_ _0"></span>tycji pod<span class="_ _0"></span> nazwą „Budowa </div><div class="t m0 x33 h28 y175 ff2 fs5 fc1 sc0 ls0 ws0">drogi ekspresow<span class="_ _0"></span>ej S1 (dawniej <span class="_ _0"></span>S69) Biel<span class="_ _0"></span>sko-<span class="ff1">Biała –</span> </div><div class="t m0 x57 h28 y173 ff1 fs5 fc1 sc0 ls0 ws0">Żywiec –<span class="ff2"> </span>Zward<span class="_ _0"></span>oń, odcinek Pr<span class="_ _0"></span>zybędza –<span class="ff2"> </span>Milówka </div><div class="t m0 x4c h28 y13b ff1 fs5 fc1 sc0 ls0 ws0">(obejście Węgier<span class="_ _0"></span>skiej Górki)<span class="ff2"> </span></div></div><div class="c xc0 y6fe we6 hc5"><div class="t m0 x47 h26 y6ff ff7 fs5 fc1 sc0 ls0 ws0">19.01.2021 </div></div><div class="c x11c y6fe we7 hc5"><div class="t m0 x3e h28 y6ff ff2 fs5 fc1 sc0 ls0 ws0">55.946  </div></div><div class="c x100 y6fe we8 hc5"><div class="t m0 x2c h28 y6ff ff1 fs5 fc1 sc0 ls0 ws0">Województwo Kujaw<span class="_ _0"></span>sko–</div><div class="t m0 xa h28 y700 ff2 fs5 fc1 sc0 ls0 ws0">Pomorskim - <span class="ff1">Zarząd<span class="_ _0"></span> Dróg </span></div><div class="t m0 x6d h28 y701 ff1 fs5 fc1 sc0 ls0 ws0">Wojewódzkich w<span class="_ _0"></span> </div><div class="t m0 x45 h28 y702 ff2 fs5 fc1 sc0 ls0 ws0">Bydgoszczy </div></div><div class="c x11d y6fe we9 hc5"><div class="t m0 xc8 h28 y6ff ff1 fs5 fc1 sc0 ls0 ws0">Rozbudowa dr<span class="_ _0"></span>ogi wojewódzkiej nr<span class="_ _3"></span> 548 Stolno –<span class="ff2"> </span></div><div class="t m0 xc8 h28 y700 ff1 fs5 fc1 sc0 ls0 ws0">Wąbrzeźno km<span class="_ _0"></span> 0+005 do km 29<span class="_ _0"></span>+619 z w<span class="_ _0"></span>yłączeniem </div><div class="t m0 xc8 h28 y701 ff1 fs5 fc1 sc0 ls0 ws0">węzła autostradow<span class="_ _0"></span>ego w m. Li<span class="_ _3"></span>s<span class="_ _6"></span>ewo od km 14+1<span class="_ _0"></span>44 do </div><div class="t m0 xc8 h28 y702 ff2 fs5 fc1 sc0 ls0 ws0">km 15+146. <span class="ff1">Częś<span class="_ _0"></span>ć 1 –<span class="ff2"> etap I od <span class="_ _0"></span>km 0+005 do <span class="_ _0"></span>km </span></span></div><div class="t m0 xc8 h28 y703 ff1 fs5 fc1 sc0 ls0 ws0">14+144”.<span class="ff2"> </span></div><div class="t m0 x6a h28 y704 ff15 fs5 fc1 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _33"> </span><span class="ff1">KOBYLARNIA <span class="_ _3"></span>S.A. <span class="_ _3"></span>z <span class="_ _0"></span>siedzibą <span class="_ _3"></span>w <span class="_ _3"></span>Kobylarni <span class="ff2">-<span class="_ _3"></span> <span class="ff1">spó<span class="_ _0"></span>łka </span></span></span></span></div><div class="t m0 x50 h28 y4cd ff2 fs5 fc1 sc0 ls0 ws0">z Grupy Kapit<span class="ff1">ałowej<span class="_ _3"></span> <span class="_ _6"></span>Emiten<span class="_ _0"></span>ta (Lider Konsor<span class="_ _3"></span>c<span class="_ _6"></span>jum),<span class="ff2"> </span></span></div><div class="t m0 x6a h28 y4de ff15 fs5 fc1 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _33"> </span><span class="ff1">MIRBUD <span class="_ _c"> </span>S.A. <span class="_ _c"> </span>z <span class="_ _c"> </span>siedzibą <span class="_ _26"> </span>w<span class="_ _0"></span> <span class="_ _c"> </span>Skierniewicach </span></span></div><div class="t m0 x50 h28 y705 ff2 fs5 fc1 sc0 ls0 ws0">(Partner Kon<span class="_ _0"></span>sorcjum) </div></div><div class="c xc0 y706 we6 hc6"><div class="t m0 x47 h26 y707 ff7 fs5 fc1 sc0 ls0 ws0">20.01.2021 </div></div><div class="c x11c y706 we7 hc6"><div class="t m0 x3e h28 y707 ff2 fs5 fc1 sc0 ls0 ws0">26.174 </div></div><div class="c x100 y706 we8 hc6"><div class="t m0 x50 h28 y707 ff1 fs5 fc1 sc0 ls0 ws0">Robert Białdyga </div><div class="t m0 x47 h28 y13a ff1 fs5 fc1 sc0 ls0 ws0">Przedsiębiorstwo<span class="_ _0"></span> </div></div><div class="c x11d y706 we9 hc6"><div class="t m0 x32 h28 y707 ff1 fs5 fc1 sc0 ls0 ws0">Dostawa mieszane<span class="_ _0"></span>k kruszyw<span class="_ _0"></span> w związku z rea<span class="_ _0"></span>lizacją </div><div class="t m0 xba h28 y13a ff1 fs5 fc1 sc0 ls0 ws0">inwestycji pod na<span class="_ _0"></span>zwą „Zaproje<span class="_ _0"></span>ktowanie i budow<span class="_ _0"></span>a </div><div class="t m0 x2c h28 y13b ff1 fs5 fc1 sc0 ls0 ws0">obwodnicy Olesna<span class="_ _3"></span> <span class="_ _6"></span>w ciągu dr<span class="_ _0"></span>ogi krajow<span class="_ _0"></span>ej nr 11 (S11)”.<span class="ff2"> </span></div></div></div><div class="pi" ></div></div><div id="pf3f" class="pf w0 h0" ><div class="pc pc3f w0 h0"><img class="bi x6 y2b we5 hc2" alt="" 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"/><div class="c x0 y0 w3 h0"><div class="t m0 x9c h8 y6e0 ff4 fs3 fc3 sc0 ls0 ws0">SPRAWOZDANE ZARZĄDU Z DZIAŁALNOŚCI<span class="ff3"> MIRBUD S.A. ZA <span class="ls4">ROK</span> <span class="ls5">20</span>21<span class="fc4"> </span></span></div><div class="t m0 x4 h6 y6e1 ff3 fs2 fc1 sc0 ls0 ws0"> </div></div><div class="c x4 y2e wba h3c"><div class="t m0 x54 ha y173 ff2 fs4 fc3 sc0 ls0 ws0">MIRBUD <span class="ls6">| </span><span class="ff1">Naj<span class="_ _6"></span>ważniejsze u<span class="_ _6"></span>mowy o roboty budowlane <span class="_ _6"></span>i inne dotyczące dzia<span class="_ _6"></span>łalności </span></div><div class="t m0 x11e ha y222 ff1 fs4 fc3 sc0 ls0 ws0">operacyjnej zawarte <span class="_ _6"></span>przez Spółkę<span class="_ _6"></span><span class="ff2"> </span></div></div><div class="c x9 y2e wbb h3c"><div class="t m0 xa hb y223 ff3 fs1 fc0 sc0 ls11 ws0">63<span class="fs2 ls0"> </span></div></div><div class="c x0 y0 w3 h0"><div class="t m0 x4 h6 y31 ff3 fs2 fc1 sc0 ls0 ws0"> </div></div><div class="c xb y6e2 w7 h7f"><div class="t m0 xc hd y673 ff5 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x100 y708 we8 hc7"><div class="t m0 x33 h28 y709 ff2 fs5 fc1 sc0 ls0 ws0">Handlowo <span class="ff1">–</span> <span class="ff1">Usługow<span class="_ _0"></span>e </span></div><div class="t m0 x4e h28 y70a ff2 fs5 fc1 sc0 ls0 ws0">TRANSKOM </div></div><div class="c xc0 y70b we6 hc8"><div class="t m0 x47 h26 y70c ff7 fs5 fc1 sc0 ls0 ws0">27.01.2021 </div></div><div class="c x11c y70b we7 hc8"><div class="t m0 x1d h28 y70c ff2 fs5 fc1 sc0 ls0 ws0">209.897 </div></div><div class="c x100 y70b we8 hc8"><div class="t m0 x6e h28 y70c ff2 fs5 fc1 sc0 ls0 ws0">GDDKiA </div></div><div class="c x11d y70b we9 hc8"><div class="t m0 xc8 h28 y70c ff2 fs5 fc1 sc0 ls0 ws0">Budowa autostrad<span class="_ _0"></span>y A18 Ol<span class="_ _0"></span>szyna <span class="ff1">–</span> Golnice </div><div class="t m0 xc8 h28 y70d ff1 fs5 fc1 sc0 ls0 ws0">(przebudow<span class="_ _0"></span>a jezdni południowej) <span class="_ _0"></span>odcinek 4 od k<span class="_ _0"></span>m </div><div class="t m0 xc8 h28 y70e ff2 fs5 fc1 sc0 ls0 ws0">50+000 do km 71+5<span class="_ _0"></span>33) </div><div class="t m0 x6a ha y70f ff15 fs4 fc1 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _3b"> </span><span class="ff1 fs5">KOBYLARNIA  S.A. <span class="_ _28"> </span>z <span class="_ _28"> </span>siedzibą  w <span class="_ _11"> </span><span class="ff2">Kobylarni <span class="_ _28"> </span>- </span></span></span></div><div class="t m0 x45 h28 y710 ff1 fs5 fc1 sc0 ls0 ws0">spółka <span class="_ _12"> </span>z <span class="_ _1d"> </span>Grupy <span class="_ _1d"> </span>Kapitałowej <span class="_ _12"> </span>Emitenta <span class="_ _1d"> </span>(lider </div><div class="t m0 x45 h28 y711 ff2 fs5 fc1 sc0 ls0 ws0">Konsorcjum); </div><div class="t m0 x6a ha y712 ff15 fs4 fc1 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _3b"> </span><span class="ff1 fs5">MIRBUD <span class="_ _12"> </span>S.A. <span class="_ _1d"> </span>z <span class="_ _1d"> </span>siedzibą <span class="_ _1d"> </span>w <span class="_ _12"> </span>Skierniewicach </span></span></div><div class="t m0 x45 h28 yc4 ff2 fs5 fc1 sc0 ls0 ws0">(partner Konsorc<span class="_ _0"></span>jum); </div><div class="t m0 x7b h28 y175 ff1 fs5 fc1 sc0 ls0 ws0">BUDPOL Sp. z o.o<span class="_ _3"></span>.<span class="_ _6"></span> z sied<span class="_ _0"></span>zibą w Częstochow<span class="_ _0"></span>ie, ul. </div><div class="t m0 x2d h28 y173 ff2 fs5 fc1 sc0 ls0 ws0">Kopalniana 12J, 42-<span class="ff1">2<span class="_ _0"></span>71 Częstoch<span class="_ _3"></span>owa (partner </span></div><div class="t m0 x11f h28 y564 ff2 fs5 fc1 sc0 ls0 ws0">Konsorcjum) </div></div><div class="c xc0 y713 we6 hc6"><div class="t m0 x47 h26 y261 ff7 fs5 fc1 sc0 ls0 ws0">03.02.2021 </div></div><div class="c x11c y713 we7 hc6"><div class="t m0 x3e h28 y261 ff2 fs5 fc1 sc0 ls0 ws0">21.215  </div></div><div class="c x100 y713 we8 hc6"><div class="t m0 x55 h28 y261 ff2 fs5 fc1 sc0 ls0 ws0">BAUME Sp. z o.o<span class="_ _0"></span> </div></div><div class="c x11d y713 we9 hc6"><div class="t m0 x47 hc9 y261 ffd fs5 fc1 sc0 ls0 ws0">Wykonanie rob<span class="_ _0"></span>ót ziemnych w zw<span class="_ _3"></span>i<span class="_ _6"></span>ązku z rea<span class="_ _0"></span>lizacją </div><div class="t m0 x6d hc9 y13a ffd fs5 fc1 sc0 ls0 ws0">inwestycji pod n<span class="_ _0"></span>azwą „Zapr<span class="_ _0"></span>ojektowanie i<span class="_ _0"></span> budowa </div><div class="t m0 x7b h28 y13b ffd fs5 fc1 sc0 ls0 ws0">obwodnicy Oles<span class="_ _3"></span>n<span class="_ _6"></span>a w ciągu <span class="_ _0"></span>drogi krajowej<span class="_ _0"></span> nr 11 (S11)”<span class="_ _0"></span>.<span class="ff2"> </span></div></div><div class="c xc0 y714 we6 hca"><div class="t m0 x47 h26 y175 ff7 fs5 fc1 sc0 ls0 ws0">09.03.2021 </div></div><div class="c x11c y714 we7 hca"><div class="t m0 x3e h28 y175 ff2 fs5 fc1 sc0 ls0 ws0">27.843 </div></div><div class="c x100 y714 we8 hca"><div class="t m0 x33 h28 y175 ff2 fs5 fc1 sc0 ls0 ws0">JHM DEVELOP<span class="_ _0"></span>MENT </div><div class="t m0 x25 h28 y13a ff2 fs5 fc1 sc0 ls0 ws0">S.A. </div></div><div class="c x11d y714 we9 hca"><div class="t m0 x30 h28 y175 ff2 fs5 fc1 sc0 ls0 ws0">Budowa budyn<span class="_ _0"></span>ku mieszkalneg<span class="_ _0"></span>o wielorodzinne<span class="_ _0"></span>go wraz </div><div class="t m0 x6d h28 y13a ff1 fs5 fc1 sc0 ls0 ws0">z niezbędną infra<span class="_ _3"></span>s<span class="_ _6"></span>trukturą pr<span class="_ _3"></span>zy ul.<span class="_ _6"></span><span class="ff2"> </span>Bohaterów<span class="_ _0"></span> </div><div class="t m0 xbc h28 y13b ff2 fs5 fc1 sc0 ls0 ws0">Kragujewca 8<span class="_ _0"></span>A w Bydgoszcz<span class="_ _0"></span>y </div></div><div class="c xc0 y715 we6 hcb"><div class="t m0 x47 h26 y716 ff7 fs5 fc1 sc0 ls0 ws0">12.03.2021 </div></div><div class="c x11c y715 we7 hcb"><div class="t m0 x3e h28 y716 ff2 fs5 fc1 sc0 ls0 ws0">26.700 </div></div><div class="c x100 y715 we8 hcb"><div class="t m0 xc8 h28 y716 ff1 fs5 fc1 sc0 ls0 ws0">Wojewódzka S<span class="_ _0"></span>tacji </div><div class="t m0 xc8 h28 y717 ff2 fs5 fc1 sc0 ls0 ws0">Pogotowia Ratun<span class="_ _0"></span>kowego </div><div class="t m0 xc8 h28 y718 ff2 fs5 fc1 sc0 ls0 ws0">w Szczecinie. </div><div class="t m0 x22 h28 y13b ff2 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x11d y715 we9 hcb"><div class="t m0 x2c h28 y716 ff1 fs5 fc1 sc0 ls0 ws0">Budowa Wojewó<span class="_ _0"></span>dzkiej Stacji Pogo<span class="_ _3"></span>towia Ratunkowego </div><div class="t m0 x49 h28 y717 ff2 fs5 fc1 sc0 ls0 ws0">przy ulicy Tward<span class="_ _0"></span>owskiego w Sz<span class="_ _0"></span>czecinie. </div></div><div class="c xc0 y719 wea hcc"><div class="t m0 x47 h26 y71a ff7 fs5 fc1 sc0 ls0 ws0">16.04.2021 </div></div><div class="c x58 y719 web hcc"><div class="t m0 x1d h28 y71a ff2 fs5 fc1 sc0 ls0 ws0">631 707 </div></div><div class="c x100 y719 wec hcc"><div class="t m0 xc8 h28 y71a ff2 fs5 fc1 sc0 ls0 ws0">GDDKiA </div></div><div class="c x11d y719 wed hcc"><div class="t m0 x50 h28 y71a ff1 fs5 fc1 sc0 ls0 ws0">Budowa Obwod<span class="_ _0"></span>nicy Metropolii<span class="_ _0"></span> Trójmiej<span class="_ _0"></span>skiej z </div><div class="t m0 x2 h28 y71b ff1 fs5 fc1 sc0 ls0 ws0">podziałem na 2 <span class="_ _0"></span>części, częś<span class="_ _0"></span>ć 2: Budowa<span class="_ _0"></span> Obwodnicy </div><div class="t m0 xba h28 y71c ff1 fs5 fc1 sc0 ls0 ws0">Metropolii Trójmiej<span class="_ _0"></span>skiej zadanie 2<span class="_ _3"></span>:<span class="_ _6"></span> węzeł Żu<span class="_ _0"></span>kowo </div><div class="t m0 x56 h28 y71d ff2 fs5 fc1 sc0 ls16 ws0">(z<span class="ls0"> <span class="ff1">węzłem) –</span> <span class="ff1">węzeł<span class="_ _0"></span> Gdańsk Połud<span class="_ _0"></span>nie (z węzłem)<span class="_ _0"></span>,<span class="ff2"> </span></span></span></div><div class="t m0 x6a ha y71e ff15 fs4 fc1 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _3b"> </span><span class="ff1 fs5">MIRBUD <span class="_ _3"></span>S.A. <span class="_ _3"></span>z <span class="_ _3"></span>siedzibą <span class="_ _3"></span>w <span class="_ _3"></span><span class="ff2">Skierniewicach <span class="_ _3"></span>(Lider<span class="_ _0"></span> </span></span></span></div><div class="t m0 x45 h28 y71f ff2 fs5 fc1 sc0 ls0 ws0">Konsorcjum), </div><div class="t m0 x6a ha y720 ff15 fs4 fc1 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _3b"> </span><span class="ff1 fs5">KOBYLARNIA <span class="_ _12"> </span>S.A. <span class="_ _1d"> </span>z <span class="_ _1d"> </span>siedzibą <span class="_ _1d"> </span>w <span class="_ _1d"> </span>Kobylarni </span></span></div><div class="t m0 x45 h28 y56f ff2 fs5 fc1 sc0 ls0 ws0">(Partner Kon<span class="_ _0"></span>sorcjum).  </div></div><div class="c xc0 y368 wea hc6"><div class="t m0 x47 h26 y261 ff7 fs5 fc1 sc0 ls0 ws0">07.05.2021 </div></div><div class="c x58 y368 web hc6"><div class="t m0 x1d h28 y261 ff2 fs5 fc1 sc0 ls0 ws0">139 970 </div></div><div class="c x100 y368 wec hc6"><div class="t m0 xc8 h28 y261 ff2 fs5 fc1 sc0 ls0 ws0">vidaXL Interna<span class="_ _0"></span>tional sp. z </div><div class="t m0 xc8 h28 y13a ff2 fs5 fc1 sc0 ls0 ws0">o.o. </div></div><div class="c x11d y368 wed hc6"><div class="t m0 x2 h28 y261 ff2 fs5 fc1 sc0 ls0 ws0">Budowa centru<span class="_ _0"></span>m magazynow<span class="_ _0"></span>o-logistycznego wra<span class="_ _3"></span>z<span class="_ _6"></span> z </div><div class="t m0 x29 h28 y13a ff1 fs5 fc1 sc0 ls0 ws0">infrastrukturą tow<span class="_ _0"></span>arzyszą<span class="_ _0"></span>cą we Wrześni w </div><div class="t m0 x1b h28 y13b ff1 fs5 fc1 sc0 ls0 ws0">województwie wiel<span class="_ _0"></span>kopolskim<span class="ff2"> </span></div></div><div class="c xc0 y2d8 wea hcd"><div class="t m0 x47 h26 y721 ff7 fs5 fc1 sc0 ls0 ws0">14.05.2021 </div></div><div class="c x58 y2d8 web hcd"><div class="t m0 x3e h28 y721 ff2 fs5 fc1 sc0 ls13 ws0">72<span class="ls0"> </span>370 <span class="ls0"> </span></div></div><div class="c x100 y2d8 wec hcd"><div class="t m0 xc8 h28 y721 ff2 fs5 fc1 sc0 ls0 ws0">Konsorcjum firm<span class="_ _0"></span> w </div><div class="t m0 xc8 h28 y722 ff1 fs5 fc1 sc0 ls0 ws0">składzie:<span class="ff2"> </span></div><div class="t m0 x120 h28 y723 ff15 fs5 fc1 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _33"> </span><span class="ff1">WASKO S.A. z siedzibą </span></span></div><div class="t m0 x7b h28 y724 ff2 fs5 fc1 sc0 ls0 ws0">w Gliwicach (L<span class="_ _0"></span>ider </div><div class="t m0 x7b h28 y3b8 ff2 fs5 fc1 sc0 ls0 ws0">Konsorcjum) </div><div class="t m0 x120 h28 y718 ff15 fs5 fc1 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _33"> </span>Voltar System Sp. z o.o<span class="_ _0"></span> </span></div><div class="t m0 x7b h28 y56f ff1 fs5 fc1 sc0 ls0 ws0">z siedzibą w Ty<span class="_ _0"></span>chach<span class="ff2"> </span></div></div><div class="c x11d y2d8 wed hcd"><div class="t m0 x6d h28 y721 ff1 fs5 fc1 sc0 ls0 ws0">Kompleksowe w<span class="_ _0"></span>ykonanie wypo<span class="_ _3"></span>s<span class="_ _6"></span>ażenia <span class="_ _0"></span>tuneli, </div><div class="t m0 x2d h28 y722 ff1 fs5 fc1 sc0 ls0 ws0">systemów sterow<span class="_ _0"></span>ania i zarządzani<span class="_ _3"></span>a <span class="_ _6"></span>tunelami w </div><div class="t m0 x44 h28 y725 ff1 fs5 fc1 sc0 ls0 ws0">budynkach techn<span class="_ _0"></span>icznych ora<span class="_ _0"></span>z OUD w zwią<span class="_ _3"></span>zku z </div><div class="t m0 x55 h28 y726 ff1 fs5 fc1 sc0 ls0 ws0">realizacją inwes<span class="_ _0"></span>tycji pod na<span class="_ _0"></span>zwą „Budow<span class="_ _0"></span>a drogi </div><div class="t m0 x30 h28 y727 ff2 fs5 fc1 sc0 ls0 ws0">ekspresowej S1 (d<span class="_ _0"></span>awniej S 69) <span class="_ _0"></span>Bielsko-<span class="ff1">Biała –</span> <span class="ff1">Ż<span class="_ _0"></span>ywiec </span></div><div class="t m0 x33 h28 y728 ff1 fs5 fc1 sc0 ls0 ws0">–<span class="ff2"> </span>Zwardoń, odcine<span class="_ _0"></span>k Przybęd<span class="_ _0"></span>za –<span class="ff2"> </span>Milówka (ob<span class="_ _0"></span>ejście </div><div class="t m0 x6 h28 y729 ff1 fs5 fc1 sc0 ls0 ws0">Węgierskiej Górk<span class="_ _0"></span>i)”<span class="ff2"> </span></div></div><div class="c xc0 y39a wea hc3"><div class="t m0 x47 h26 y127 ff7 fs5 fc1 sc0 ls0 ws0">24.06.2021 </div></div><div class="c x58 y39a web hc3"><div class="t m0 x1d h28 y127 ff2 fs5 fc1 sc0 ls0 ws0">1<span class="ls13">58 293</span> </div></div><div class="c x100 y39a wec hc3"><div class="t m0 xc8 h28 y127 ff2 fs5 fc1 sc0 ls0 ws0">Gmina Olsztyn<span class="_ _0"></span> </div></div><div class="c x11d y39a wed hc3"><div class="t m0 x28 h28 y127 ff2 fs5 fc1 sc0 ls0 ws0">Przebudowa i<span class="_ _0"></span> rozbudowa hali<span class="_ _0"></span> widowiskowo-sportowe<span class="_ _0"></span>j </div><div class="t m0 x6 h28 y539 ff2 fs5 fc1 sc0 ls0 ws0">Urania w Olsztynie<span class="_ _0"></span> </div></div><div class="c xc0 y72a wea hce"><div class="t m0 x47 h26 y72b ff7 fs5 fc1 sc0 ls0 ws0">30.06.2021 </div></div><div class="c x58 y72a web hce"><div class="t m0 x1d h28 y72b ff2 fs5 fc1 sc0 ls0 ws0">200 677 </div></div><div class="c x100 y72a wec hce"><div class="t m0 xc8 h28 y72b ff2 fs5 fc1 sc0 ls0 ws0">GDDKiA </div></div><div class="c x11d y72a wed hce"><div class="t m0 x33 h28 y72b ff1 fs5 fc1 sc0 ls0 ws0">Zaprojektowanie i<span class="_ _0"></span> budowa obwo<span class="_ _0"></span>dnicy miejscowoś<span class="_ _0"></span>ci </div><div class="t m0 x59 h28 y72c ff1 fs5 fc1 sc0 ls0 ws0">Gostyń w ciągu<span class="_ _0"></span> drogi krajow<span class="_ _0"></span>ej nr 12<span class="ff2"> </span></div><div class="t m0 x6a ha y72d ff15 fs4 fc1 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _3b"> </span><span class="ff1 fs5">MIRBUD <span class="_ _3"></span>S.A. <span class="_ _3"></span>z <span class="_ _3"></span>siedzibą <span class="_ _3"></span>w <span class="_ _3"></span>Skierniew<span class="_ _0"></span>icach <span class="_ _3"></span>(Lider </span></span></div><div class="t m0 x45 h28 y72e ff2 fs5 fc1 sc0 ls0 ws0">Konsorcjum), </div><div class="t m0 x6a ha y72f ff15 fs4 fc1 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _3b"> </span><span class="ff1 fs5">KOBYLARNIA <span class="_ _12"> </span>S.A. <span class="_ _1d"> </span>z <span class="_ _1d"> </span>siedzibą <span class="_ _1d"> </span>w <span class="_ _1d"> </span>Kobylarni </span></span></div><div class="t m0 x45 h28 y730 ff2 fs5 fc1 sc0 ls0 ws0">(Partner Kon<span class="_ _0"></span>sorcjum).  </div></div></div><div class="pi" ></div></div><div id="pf40" class="pf w0 h0" ><div class="pc pc40 w0 h0"><img class="bi x6 y2b we5 hc2" alt="" 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"/><div class="c x0 y0 w3 h0"><div class="t m0 x9c h8 y6e0 ff4 fs3 fc3 sc0 ls0 ws0">SPRAWOZDANE ZARZĄDU Z DZIAŁALNOŚCI<span class="ff3"> MIRBUD S.A. ZA <span class="ls4">ROK</span> <span class="ls5">20</span>21<span class="fc4"> </span></span></div><div class="t m0 x4 h6 y6e1 ff3 fs2 fc1 sc0 ls0 ws0"> </div></div><div class="c x4 y2e wba h3c"><div class="t m0 x61 ha y173 ff2 fs4 fc3 sc0 ls0 ws0">MIRBUD <span class="ls6">| </span><span class="ff1">Z<span class="_ _6"></span>darzenia i umowy z<span class="_ _6"></span>awarte po dniu, na które sporz<span class="_ _6"></span>ądzono sprawozdan<span class="_ _6"></span>ie </span></div><div class="t m0 xe9 ha y222 ff1 fs4 fc3 sc0 ls0 ws0">finansowe, mogące w<span class="_ _6"></span> znaczący s<span class="_ _6"></span>posób wpłynąć na prz<span class="_ _6"></span>yszłe wyniki finansowe<span class="_ _10"></span><span class="ff2"> </span></div></div><div class="c x9 y2e wbb h3c"><div class="t m0 xa hb y223 ff3 fs1 fc0 sc0 ls11 ws0">64<span class="fs2 ls0"> </span></div></div><div class="c x0 y0 w3 h0"><div class="t m0 x4 h6 y31 ff3 fs2 fc1 sc0 ls0 ws0"> </div></div><div class="c xb y6e2 w7 h7f"><div class="t m0 xc hd y673 ff5 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c xc0 y731 wea hcf"><div class="t m0 x47 h26 y732 ff7 fs5 fc1 sc0 ls0 ws0">11.08.2021 </div></div><div class="c x58 y731 web hcf"><div class="t m0 x3e h28 y732 ff2 fs5 fc1 sc0 ls0 ws0">59.919 </div></div><div class="c x100 y731 wec hcf"><div class="t m0 xc8 h28 y732 ff1 fs5 fc1 sc0 ls0 ws0">Skarb Państwa <span class="ff2">- <span class="_ _0"></span><span class="ff1">Sąd </span></span></div><div class="t m0 xc8 h28 y733 ff1 fs5 fc1 sc0 ls0 ws0">Apelacyjny we Wro<span class="_ _3"></span>cławiu<span class="ff2"> </span></div></div><div class="c x11d y731 wed hcf"><div class="t m0 x32 h28 y732 ff1 fs5 fc1 sc0 ls0 ws0">Budowa budyn<span class="_ _0"></span>ku Sądu Apela<span class="_ _0"></span>cyjnego<span class="_ _0"></span> we Wrocławiu </div><div class="t m0 x2 h28 y733 ff1 fs5 fc1 sc0 ls0 ws0">przy ul. Zielińs<span class="_ _0"></span>kiego, Piłsud<span class="_ _0"></span>skiego, Kolejowej<span class="_ _3"></span>, <span class="_ _6"></span>wraz z </div><div class="t m0 x2c h28 y173 ff1 fs5 fc1 sc0 ls0 ws0">przebudową<span class="_ _0"></span> układu drogoweg<span class="_ _0"></span>o w rejonie ul. <span class="_ _0"></span>Kolejowej </div><div class="t m0 xa8 h28 y564 ff1 fs5 fc1 sc0 ls0 ws0">i ul. Zielińskiego.<span class="ff2"> </span></div></div><div class="c xc0 y734 wea hc6"><div class="t m0 x47 h26 y261 ff7 fs5 fc1 sc0 ls0 ws0">03.09.2021 </div></div><div class="c x58 y734 web hc6"><div class="t m0 x3e h28 y261 ff2 fs5 fc1 sc0 ls0 ws0">42.905 </div></div><div class="c x100 y734 wec hc6"><div class="t m0 xc8 h28 y261 ff2 fs5 fc1 sc0 ls0 ws0">WAMA CONTRUC<span class="_ _0"></span>TION </div><div class="t m0 xc8 h28 y13a ff2 fs5 fc1 sc0 ls0 ws0">sp. z o.o. z siedz<span class="_ _0"></span>ib<span class="ff1">ą</span> <span class="ls39">w </span></div><div class="t m0 xc8 h28 y13b ff1 fs5 fc1 sc0 ls0 ws0">Gdańsku<span class="ff2"> </span></div></div><div class="c x11d y734 wed hc6"><div class="t m0 x57 h28 y261 ff1 fs5 fc1 sc0 ls0 ws0">Budowa trzech bud<span class="_ _3"></span>ynk<span class="_ _6"></span>ów<span class="_ _0"></span> wielorod<span class="_ _0"></span>zinnych wra<span class="_ _0"></span>z z </div><div class="t m0 x56 h28 y13a ff1 fs5 fc1 sc0 ls0 ws0">niezbędną infra<span class="_ _0"></span>strukturą pr<span class="_ _0"></span>zy ul.<span class="ff2"> Wielkopolskie<span class="_ _0"></span>j w </span></div><div class="t m0 x113 h28 y13b ff1 fs5 fc1 sc0 ls0 ws0">Gdańsku<span class="ff2"> </span></div></div><div class="c xc0 y42f wea h6c"><div class="t m0 x47 h26 y4cd ff7 fs5 fc1 sc0 ls0 ws0">29.09.2021 </div></div><div class="c x58 y42f web h6c"><div class="t m0 x3e h28 y4cd ff2 fs5 fc1 sc0 ls0 ws0">64.569 </div></div><div class="c x100 y42f wec h6c"><div class="t m0 xc8 h28 y4cd ff1 fs5 fc1 sc0 ls0 ws0">Skarbem Pań<span class="_ _0"></span>stwa <span class="ff2">- </span></div><div class="t m0 xc8 h28 y261 ff1 fs5 fc1 sc0 ls0 ws0">Stołecznym Zar<span class="_ _3"></span>z<span class="_ _6"></span>ądem </div><div class="t m0 xc8 h28 y13a ff2 fs5 fc1 sc0 ls0 ws0">Infrastruktury w<span class="_ _0"></span> </div><div class="t m0 xc8 h28 y13b ff2 fs5 fc1 sc0 ls0 ws0">Warszawie </div></div><div class="c x11d y42f wed h6c"><div class="t m0 x6d h28 y4cd ff1 fs5 fc1 sc0 ls0 ws0">Budowa hali remon<span class="_ _3"></span>t<span class="_ _6"></span>owej wra<span class="_ _0"></span>z z infrastru<span class="_ _0"></span>kturą </div><div class="t m0 x2c h28 y261 ff1 fs5 fc1 sc0 ls0 ws0">towarzyszącą<span class="_ _0"></span> z przeznaczeniem<span class="_ _3"></span> do wykonania obsługi </div><div class="t m0 x4c h28 y13a ff1 fs5 fc1 sc0 ls0 ws0">i napraw czołgów<span class="_ _0"></span> Leopard 2<span class="ff2"> </span></div></div><div class="c xc0 y735 wea h6c"><div class="t m0 x47 h26 y4cd ff7 fs5 fc1 sc0 ls0 ws0">30.09.2021 </div></div><div class="c x58 y735 web h6c"><div class="t m0 x3e h28 y4cd ff2 fs5 fc1 sc0 ls0 ws0">49.332 </div></div><div class="c x100 y735 wec h6c"><div class="t m0 xc8 h28 y4cd ff2 fs5 fc1 sc0 ls0 ws0">LCP Corentin Inve<span class="_ _0"></span>stments </div><div class="t m0 xc8 h28 y175 ff1 fs5 fc1 sc0 ls0 ws0">Sp. z o.o. z siedzibą<span class="_ _3"></span> w </div><div class="t m0 xc8 h28 y13a ff2 fs5 fc1 sc0 ls0 ws0">Warszawie </div></div><div class="c x11d y735 wed h6c"><div class="t m0 x48 h28 y4cd ff1 fs5 fc1 sc0 ls0 ws0">Wybudowanie bu<span class="_ _0"></span>dynku wraz<span class="_ _0"></span> z infrastrukturą </div><div class="t m0 x48 h28 y175 ff1 fs5 fc1 sc0 ls0 ws0">towarzyszącą<span class="_ _0"></span> w ramach rozbudo<span class="_ _0"></span>wy centrum<span class="_ _3"></span> </div><div class="t m0 x2 h28 y13a ff2 fs5 fc1 sc0 ls0 ws0">handlowego<span class="_ _0"></span> zlokalizowanego pr<span class="_ _3"></span>z<span class="_ _6"></span>y ul. Akademickiej i<span class="_ _0"></span> </div><div class="t m0 x4a h28 y13b ff1 fs5 fc1 sc0 ls0 ws0">Jana Pawła II 20<span class="_ _3"></span> <span class="_ _6"></span>w Koszalinie.<span class="ff2"> </span></div></div><div class="c xc0 y736 wea h2c"><div class="t m0 x47 h26 y175 ff7 fs5 fc1 sc0 ls0 ws0">20.10.2021 </div></div><div class="c x58 y736 web h2c"><div class="t m0 x3e h28 y175 ff2 fs5 fc1 sc0 ls0 ws0">60.684 </div></div><div class="c x100 y736 wec h2c"><div class="t m0 xc8 h28 y175 ff2 fs5 fc1 sc0 ls0 ws0">PDC INDUSTRIAL<span class="_ _3"></span> </div><div class="t m0 xc8 h28 y173 ff2 fs5 fc1 sc0 ls0 ws0">CENTER 180 z <span class="ff1">sied<span class="_ _0"></span>zibą </span></div><div class="t m0 xc8 h28 y564 ff2 fs5 fc1 sc0 ls0 ws0">w Warszawie </div></div><div class="c x11d y736 wed h2c"><div class="t m0 x55 h28 y175 ff2 fs5 fc1 sc0 ls0 ws0">Wybudowanie bu<span class="_ _0"></span>dynku maga<span class="_ _0"></span>zynowego Parku </div><div class="t m0 x48 h28 y173 ff1 fs5 fc1 sc0 ls0 ws0">Panattoni Par<span class="_ _0"></span>k Swadzim II<span class="_ _0"></span> wraz z niezbędną<span class="_ _0"></span> </div><div class="t m0 xb2 h28 y564 ff1 fs5 fc1 sc0 ls0 ws0">infrastrukturą tow<span class="_ _0"></span>arzyszą<span class="_ _0"></span>cą<span class="ff2"> </span></div></div><div class="c xc0 y737 wea hc7"><div class="t m0 x47 h26 y738 ff7 fs5 fc1 sc0 ls0 ws0">14.12.2021 </div></div><div class="c x58 y737 web hc7"><div class="t m0 x1d h28 y738 ff2 fs5 fc1 sc0 ls0 ws0">169.700 </div></div><div class="c x100 y737 wec hc7"><div class="t m0 xc8 h28 y738 ff1 fs5 fc1 sc0 ls0 ws0">Zakład Komunaln<span class="_ _0"></span>y sp. z </div><div class="t m0 xc8 h28 y739 ff1 fs5 fc1 sc0 ls0 ws0">o.o. z siedzibą w<span class="_ _3"></span> <span class="_ _6"></span>Opolu<span class="ff2"> </span></div></div><div class="c x11d y737 wed hc7"><div class="t m0 x50 h28 y738 ff2 fs5 fc1 sc0 ls0 ws0">Budowa Stadion<span class="_ _0"></span>u Miejskiego w<span class="_ _3"></span> <span class="_ _6"></span>Opolu w<span class="_ _0"></span>raz z </div><div class="t m0 x6c h28 y739 ff1 fs5 fc1 sc0 ls0 ws0">parkingami ora<span class="_ _0"></span>z infrastrukturą<span class="_ _3"></span> <span class="_ _6"></span>tech<span class="_ _0"></span>niczną <span class="ff2"> </span></div></div><div class="c x0 y0 w3 h0"><div class="t m0 x4 ha y73a ff2 fs4 fc1 sc0 ls0 ws0">W <span class="_ _f"></span>dniu <span class="_ _f"></span>15 <span class="_ _f"></span>grudnia <span class="_ _f"></span>2021 <span class="_ _f"></span>roku <span class="_ _f"></span><span class="ff1">Zarząd <span class="_ _f"></span>Emiten<span class="_ _6"></span>ta <span class="_ _f"></span>powziął <span class="_ _f"></span>informację <span class="_ _f"></span>od <span class="_ _f"></span>Zamawiaj<span class="_ _6"></span>ącego, <span class="_ _f"></span>Generalnej <span class="_ _f"></span>Dyrekcji </span></div><div class="t m0 x4 ha y73b ff1 fs4 fc1 sc0 ls0 ws0">Dróg Krajowych i Autostrad<span class="_ _6"></span> Oddział w Bydgoszczy, że w <span class="_ _6"></span>postępowan<span class="_ _6"></span>iu przetargowym prowadzo<span class="_ _6"></span>nym w trybie </div><div class="t m0 x4 ha y73c ff1 fs4 fc1 sc0 ls0 ws0">przetargu <span class="_ _6"></span>nieograniczon<span class="_ _6"></span>ego p.<span class="_ _6"></span>n. „<span class="_ _6"></span>Projekt i<span class="_ _6"></span> budow<span class="_ _6"></span>a dr<span class="_ _6"></span>ogi ek<span class="_ _6"></span>spresowej <span class="_ _6"></span>S10 <span class="_ _6"></span>Bydgosz<span class="_ _6"></span>cz <span class="_ _10"></span>–<span class="ff2"> <span class="_ _6"></span></span>Toruń, <span class="_ _6"></span>odcinek <span class="_ _6"></span>3 <span class="_ _6"></span>od </div><div class="t m0 x4 ha y73d ff1 fs4 fc1 sc0 ls0 ws0">węzła <span class="_ _21"> </span>Solec  do <span class="_ _21"> </span>węzła <span class="_ _21"> </span>Toruń <span class="_ _21"> </span>Zac<span class="_ _6"></span>hód”, <span class="_ _21"> </span>jako <span class="_ _28"> </span>najkorzystniejs<span class="_ _6"></span>za <span class="_ _21"> </span>została <span class="_ _21"> </span>wybra<span class="_ _6"></span>na <span class="_ _21"> </span>oferta <span class="_ _21"> </span>k<span class="_ _6"></span>onsorcjum <span class="_ _21"> </span>(<span class="_ _6"></span>dalej: </div><div class="t m0 x4 ha y489 ff1 fs4 fc1 sc0 ls0 ws0">„Konsorcjum”) firm w s<span class="_ _6"></span>kładzie:<span class="_ _6"></span><span class="ff2"> </span></div><div class="t m0 x88 ha y73e ff15 fs4 fc1 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _3c"> </span><span class="ff1">KOBYLARNIA S.A. z si<span class="_ _6"></span>edzibą w Kobylarn<span class="_ _6"></span>i (Lider Konsorcj<span class="_ _6"></span>um),</span> </span></div><div class="t m0 x88 ha y4ab ff15 fs4 fc1 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _3c"> </span><span class="ff1">MIRBUD S.A. z s<span class="_ _6"></span>iedzibą w Skierniewicac<span class="_ _6"></span>h (Partner Konsorc<span class="_ _6"></span>jum).<span class="_ _6"></span></span> </span></div><div class="t m0 x4 hf y73f ff8 fs4 fc1 sc0 ls0 ws0">Wartość oferty:<span class="_ _6"></span><span class="ff2"> <span class="ff1">425 869 442,92 zł brutto<span class="_ _6"></span></span> </span></div><div class="t m0 x4 ha y740 ff1 fs4 fc1 sc0 ls0 ws0">Szczegółowe warunki<span class="_ _6"></span> powyższych umów <span class="_ _6"></span>nie odbiegają od warunk<span class="_ _6"></span>ów powsz<span class="_ _6"></span><span class="ff2">echnie stosowany<span class="_ _6"></span>ch na rynku<span class="_ _6"></span>. </span></div><div class="t m0 x67 h28 y61a ff2 fs5 fc1 sc0 ls0 ws0"> </div><div class="t m0 x4 h10 y31a ff7 fs0 fc1 sc0 ls0 ws0">5.3. <span class="_ _39"> </span>Zdarzenia  i <span class="_ _12"> </span>umowy  zawarte <span class="_ _12"> </span>po  dniu<span class="_ _6"></span>,  <span class="ff8">na <span class="_ _13"> </span>które <span class="_ _12"> </span>sporządzono  sprawozdanie </span></div><div class="t m0 x5 h10 y741 ff8 fs0 fc1 sc0 ls0 ws0">finansowe, mogące w znaczący sposób wpłynąć na przyszłe wyniki finansow<span class="_ _0"></span>e<span class="ff2"> </span></div><div class="t m0 x4 hf y742 ff7 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 x4 h2b y743 ff9 fs3 fc1 sc0 ls0 ws0">Tabela: Istotne umowy zawarte przez MIRBUD S.A. po dniu sporządzenia sprawozdania fi<span class="_ _0"></span>nansowego<span class="_ _6"></span><span class="ffa"> </span></div></div><div class="c x8 y744 wee hd0"><div class="t m0 x33 h26 y745 ff7 fs5 fc0 sc0 ls0 ws0">Data zawarcia </div><div class="t m0 x48 h26 y20a ff7 fs5 fc0 sc0 ls0 ws0">umowy </div></div><div class="c x121 y744 wef hd0"><div class="t m0 x32 h26 y745 ff8 fs5 fc0 sc0 ls0 ws0">Wartość umowy </div><div class="t m0 x52 h26 y20a ff8 fs5 fc0 sc0 ls0 ws0">(netto) w tys. zł<span class="ff7"> </span></div></div><div class="c x122 y744 wf0 hd0"><div class="t m0 x61 h26 y745 ff7 fs5 fc0 sc0 ls0 ws0">Kontrahent </div></div><div class="c x123 y744 wed hd0"><div class="t m0 xac h26 y745 ff7 fs5 fc0 sc0 ls0 ws0">Przedmiot umo<span class="_ _0"></span>wy </div></div><div class="c x8 y36e wee h2c"><div class="t m0 x44 h26 y175 ff7 fs5 fc1 sc0 ls0 ws0">03.03.2022 </div></div><div class="c x121 y36e wef h2c"><div class="t m0 x6c h28 y175 ff2 fs5 fc1 sc0 ls0 ws0">61.600 </div></div><div class="c x122 y36e wf0 h2c"><div class="t m0 xc8 h28 y175 ff2 fs5 fc1 sc0 ls0 ws0">GINGERINA sp.<span class="_ _0"></span> z </div><div class="t m0 xc8 h28 y173 ff2 fs5 fc1 sc0 ls0 ws0">o.o.z <span class="ff1">siedzibą w </span></div><div class="t m0 xc8 h28 y564 ff2 fs5 fc1 sc0 ls0 ws0">Warszawie  </div></div><div class="c x123 y36e wed h2c"><div class="t m0 xc8 h28 y175 ff1 fs5 fc1 sc0 ls0 ws0">Budowa <span class="_ _1e"> </span>dwóch <span class="_ _e"> </span>hal <span class="_ _1e"> </span>magazynowych <span class="_ _1e"> </span>(Budyne<span class="_ _3"></span>k<span class="_ _6"></span> <span class="_ _e"> </span>A<span class="_ _6"></span> <span class="_ _1e"> </span>oraz </div><div class="t m0 xc8 h28 y173 ff1 fs5 fc1 sc0 ls0 ws0">Budynek <span class="_ _13"> </span>B) <span class="_ _13"> </span>wraz <span class="_ _12"> </span>z <span class="_ _13"> </span>infrastrukturą <span class="_ _13"> </span>towarzyszącą <span class="_ _13"> </span>w </div><div class="t m0 xc8 h28 y564 ff1 fs5 fc1 sc0 ls0 ws0">miejscowości W<span class="_ _3"></span>y<span class="_ _6"></span>ry, powiat<span class="_ _0"></span> mikołowski, woj<span class="_ _3"></span>.<span class="_ _6"></span> śląskie<span class="ff2">. </span></div></div><div class="c x8 y746 wee hd1"><div class="t m0 x44 h26 y747 ff7 fs5 fc1 sc0 ls0 ws0">09.03.2022 </div></div><div class="c x121 y746 wef hd1"><div class="t m0 x3e h28 y747 ff2 fs5 fc1 sc0 ls0 ws0">437.154 </div></div><div class="c x122 y746 wf0 hd1"><div class="t m0 xc8 h28 y747 ff2 fs5 fc1 sc0 ls0 ws0">GDDKiA </div></div><div class="c x123 y746 wed hd1"><div class="t m0 xc8 h28 y748 ff1 fs5 fc1 sc0 ls0 ws0">Zaprojektowanie i<span class="_ _0"></span> wykonanie robó<span class="_ _3"></span>t <span class="_ _6"></span>budow<span class="_ _0"></span>lanych dla </div><div class="t m0 xc8 h28 y749 ff1 fs5 fc1 sc0 ls0 ws0">odcinka drogi ek<span class="_ _0"></span>spresowej S74<span class="_ _3"></span> <span class="_ _6"></span>Przełom<span class="_ _0"></span>/Mniów –<span class="ff2"> </span></div><div class="t m0 xc8 h28 y74a ff1 fs5 fc1 sc0 ls0 ws0">Kielce (S7 węzeł<span class="_ _3"></span> <span class="_ _6"></span>Kielce Zachód<span class="_ _0"></span>). konsor<span class="_ _3"></span>c<span class="_ _6"></span>jum firm w </div><div class="t m0 xc8 h28 y74b ff1 fs5 fc1 sc0 ls0 ws0">składzie:<span class="ff2"> </span></div><div class="t m0 x50 h28 y74c ff15 fs5 fc1 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _39"> </span><span class="ff1">MIRBUD S.A<span class="_ _0"></span>. z siedzibą w S<span class="_ _0"></span>kierniew<span class="_ _0"></span>icach </span></span></div><div class="t m0 x73 h28 y74d ff2 fs5 fc1 sc0 ls0 ws0">(Lider Konsorcjum)<span class="_ _0"></span>, </div><div class="t m0 x50 h28 y74e ff15 fs5 fc1 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _39"> </span>KOBYLARNIA<span class="_ _0"></span>  S<span class="_ _0"></span>.A. <span class="_ _27"> </span>z  <span class="ff1">siedzibą<span class="_ _0"></span>  w<span class="_ _3"></span>  Kobylarni<span class="_ _0"></span> </span></span></div><div class="t m0 x73 h28 y56f ff2 fs5 fc1 sc0 ls0 ws0">(Partner Kon<span class="_ _0"></span>sorcjum) </div></div><div class="c x8 y74f wee h2c"><div class="t m0 x44 h26 y750 ff7 fs5 fc1 sc0 ls0 ws0">17.03.2022 </div></div><div class="c x121 y74f wef h2c"><div class="t m0 x6c h28 y750 ff2 fs5 fc1 sc0 ls0 ws0">47.520 </div></div><div class="c x122 y74f wf0 h2c"><div class="t m0 xc8 h28 y750 ff2 fs5 fc1 sc0 ls0 ws0">PDC Industrial<span class="_ _0"></span> Center 171 </div><div class="t m0 xc8 h28 y751 ff1 fs5 fc1 sc0 ls0 ws0">Sp. z o.o. z siedzibą<span class="_ _3"></span> w </div><div class="t m0 xc8 h28 y13b ff2 fs5 fc1 sc0 ls0 ws0">Warszawie </div></div><div class="c x123 y74f wed h2c"><div class="t m0 xc8 h28 y750 ff1 fs5 fc1 sc0 ls0 ws0">Budowa <span class="_ _1e"> </span>z<span class="_ _6"></span>espołu <span class="_ _1e"> </span>produkcyjno<span class="ff2">-ma<span class="_ _0"></span>gazynowego <span class="_ _1e"> </span>wraz <span class="_ _27"> </span>z </span></div><div class="t m0 xc8 h28 y751 ff2 fs5 fc1 sc0 ls0 ws0">zapleczem <span class="_ _32"> </span>s<span class="_ _6"></span>ocjalno-<span class="ff1">biur<span class="_ _0"></span>owym <span class="_ _17"> </span>oraz <span class="_ _17"> </span>infrastruk<span class="_ _0"></span>turą </span></div><div class="t m0 xc8 h28 y13b ff1 fs5 fc1 sc0 ls0 ws0">towarzyszącą <span class="_ _1e"> </span>w <span class="_ _1e"> </span>miejscowości <span class="_ _1e"> </span>Cząstków <span class="_ _1e"> </span>Maz<span class="_ _6"></span><span class="ff2">owiec<span class="_ _0"></span>ki, </span></div></div></div><div class="pi" ></div></div><div id="pf41" class="pf w0 h0" ><div class="pc pc41 w0 h0"><img class="bi x6 y2b we5 hc2" alt="" 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"/><div class="c x0 y0 w3 h0"><div class="t m0 x9c h8 y6e0 ff4 fs3 fc3 sc0 ls0 ws0">SPRAWOZDANE ZARZĄDU Z DZIAŁALNOŚCI<span class="ff3"> MIRBUD S.A. ZA <span class="ls4">ROK</span> <span class="ls5">20</span>21<span class="fc4"> </span></span></div><div class="t m0 x4 h6 y6e1 ff3 fs2 fc1 sc0 ls0 ws0"> </div></div><div class="c x4 y2e wba hd2"><div class="t m0 x61 ha y752 ff2 fs4 fc3 sc0 ls0 ws0">MIRBUD <span class="ls6">| </span><span class="ff1">INF<span class="_ _6"></span>ORMACJE <span class="_ _6"></span>O ZAWARCIU PRZEZ <span class="_ _6"></span>EMITENTA LUB JEDNO<span class="_ _6"></span>STKĘ OD </span></div><div class="t m0 x2 ha y173 ff1 fs4 fc3 sc0 ls0 ws0">NIEGO ZALEŻNĄ JED<span class="_ _6"></span>NEJ LUB WIELU<span class="_ _6"></span> TRANSAKCJI Z PODMIOT<span class="_ _6"></span>AMI POWIĄZ<span class="_ _6"></span>ANYMI </div><div class="t m0 xc ha y222 ff1 fs4 fc3 sc0 ls0 ws0">JEŻELI ZOSTAŁY Z<span class="_ _6"></span>AWARTE NA WARUNK<span class="_ _6"></span>ACH INN<span class="_ _6"></span>YCH NIŻ RYNKO<span class="_ _6"></span>WE<span class="ff2"> </span></div></div><div class="c x9 y2e wbb hd2"><div class="t m0 xa hb y5a7 ff3 fs1 fc0 sc0 ls11 ws0">65<span class="fs2 ls0"> </span></div></div><div class="c x0 y0 w3 h0"><div class="t m0 x4 h6 y31 ff3 fs2 fc1 sc0 ls0 ws0"> </div></div><div class="c xb y6e2 w7 h7f"><div class="t m0 xc hd y673 ff5 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x123 y708 wed hc7"><div class="t m0 xc8 h28 y709 ff1 fs5 fc1 sc0 ls0 ws0">gmina <span class="_ _28"> </span>Czosnów, <span class="_ _11"> </span>powia<span class="_ _3"></span>t<span class="_ _6"></span> <span class="_ _11"> </span>nowod<span class="_ _3"></span>worski, <span class="_ _11"> </span>województwo<span class="_ _3"></span> </div><div class="t m0 xc8 h28 y70a ff2 fs5 fc1 sc0 ls0 ws0">mazowieckie </div></div><div class="c x8 y753 wee hd3"><div class="t m0 xba h26 y6fd ff7 fs5 fc1 sc0 ls0 ws0">29.03.2022r </div></div><div class="c x121 y753 wef hd3"><div class="t m0 x6c h28 y6fd ff2 fs5 fc1 sc0 ls0 ws0">39.471 </div></div><div class="c x122 y753 wf0 hd3"><div class="t m0 xc8 h28 y6fd ff1 fs5 fc1 sc0 ls0 ws0">Rejonowym Zar<span class="_ _0"></span>ządem </div><div class="t m0 xc8 h28 y4cd ff2 fs5 fc1 sc0 ls0 ws0">Infrastruktury w<span class="_ _0"></span> Zielonej </div><div class="t m0 xc8 h28 y175 ff1 fs5 fc1 sc0 ls0 ws0">Górze.<span class="ff2"> </span></div></div><div class="c x123 y753 wed hd3"><div class="t m0 xc8 h28 y6fd ff2 fs5 fc1 sc0 ls0 ws0">Budowa <span class="_ _10"></span>hali <span class="_ _f"></span>remon<span class="_ _3"></span>t<span class="_ _6"></span>owej <span class="_ _10"></span>W-<span class="ff1">10 <span class="_ _f"></span>w<span class="_ _3"></span> <span class="_ _f"> </span>Krośnie <span class="_ _10"></span>Odrzańskim </span></div><div class="t m0 xc8 h28 y4cd ff1 fs5 fc1 sc0 ls0 ws0">wraz <span class="_ _f"> </span>z <span class="_ _e"> </span>infrastrukturą <span class="_ _f"> </span>towarzyszącą <span class="_ _f"> </span>z <span class="_ _e"> </span>przeznaczenie<span class="_ _3"></span>m </div><div class="t m0 xc8 h28 y175 ff2 fs5 fc1 sc0 ls13 ws0">do <span class="_ _d"> </span><span class="ff1 ls0">obsługi <span class="_ _17"> </span>i <span class="_ _d"> </span>napraw<span class="_ _0"></span>y <span class="_ _17"> </span>s<span class="_ _6"></span>przętu <span class="_ _17"> </span>pancernego <span class="_ _17"> </span>i </span></div><div class="t m0 xc8 h28 y173 ff1 fs5 fc1 sc0 ls0 ws0">opancerzonego<span class="_ _0"></span> <span class="_ _28"> </span>oraz <span class="_ _28"> </span>rozbiórka <span class="_ _28"> </span>istniejących<span class="_ _0"></span> <span class="_ _28"> </span>obiektów </div><div class="t m0 xc8 h28 y13b ff2 fs5 fc1 sc0 ls0 ws0">budowlanych </div></div><div class="c x8 y754 wee hd4"><div class="t m0 x44 h26 y755 ff7 fs5 fc1 sc0 ls0 ws0">29.03.2022 </div></div><div class="c x121 y754 wef hd4"><div class="t m0 x6c h28 y755 ff2 fs5 fc1 sc0 ls0 ws0">72.110 </div></div><div class="c x122 y754 wf0 hd4"><div class="t m0 xc8 h28 y755 ff2 fs5 fc1 sc0 ls0 ws0">Gmina Legnica<span class="_ _0"></span> </div></div><div class="c x123 y754 wed hd4"><div class="t m0 xc8 h28 y755 ff1 fs5 fc1 sc0 ls0 ws0">Budowa Zbiorczej<span class="_ _3"></span> <span class="_ _6"></span>Drogi Południo<span class="_ _3"></span>wej w Legnicy –<span class="ff2"> Etap </span></div><div class="t m0 xc8 h28 y2e5 ff2 fs5 fc1 sc0 ls0 ws0">III od al. Rzecz<span class="_ _0"></span>ypospolitej do<span class="_ _0"></span> ul. Sikors<span class="_ _0"></span>kiego. </div><div class="t m0 xc8 h28 y756 ff2 fs5 fc1 sc0 ls0 ws0">konsorcjum fir<span class="_ _0"></span>m w <span class="ff1">składzie:</span> </div><div class="t m0 x50 h28 y74c ff15 fs5 fc1 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _39"> </span><span class="ff1">KOBYLARNIA S.<span class="_ _0"></span>A. z siedzibą<span class="_ _0"></span> w Kobylarn<span class="_ _0"></span>i </span></span></div><div class="t m0 x73 h28 y3b8 ff2 fs5 fc1 sc0 ls0 ws0">(Lider Konsorcjum)<span class="_ _0"></span>, </div><div class="t m0 x50 h28 y718 ff15 fs5 fc1 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _39"> </span><span class="ff1">MIRBUD S.A<span class="_ _0"></span>. z siedzibą w S<span class="_ _0"></span>kierniew<span class="_ _0"></span>icach </span></span></div><div class="t m0 x73 h28 y56f ff2 fs5 fc1 sc0 ls0 ws0">(Partner Kon<span class="_ _0"></span>sorcjum </div></div><div class="c x0 y0 w3 h0"><div class="t m0 x4 ha y1ee ff2 fs4 fc1 sc0 ls0 ws0">W <span class="_ _3"></span>dniu<span class="_ _6"></span> <span class="_ _3"></span>19.01.202<span class="_ _6"></span>2 <span class="_ _3"></span>r<span class="_ _6"></span>. <span class="_ _3"></span><span class="ff1">Zarzą<span class="_ _6"></span>d <span class="_ _3"></span>Emitenta<span class="_ _6"></span> <span class="_ _3"></span>powz<span class="_ _6"></span>iął <span class="_ _3"></span>inform<span class="_ _6"></span>ację o <span class="_ _3"></span>ogłoszeniu <span class="_ _3"></span>prz<span class="_ _6"></span>ez <span class="_ _3"></span>Kraj<span class="_ _6"></span>ową <span class="_ _3"></span>Izb<span class="_ _6"></span>ę <span class="_ _3"></span>Odwo<span class="_ _6"></span>ławczą <span class="_ _3"></span>(<span class="_ _6"></span>KIO) </span></div><div class="t m0 x4 ha y757 ff1 fs4 fc1 sc0 ls0 ws0">wyroku <span class="_ _26"> </span>nakazującego <span class="_ _26"> </span>un<span class="_ _6"></span>ieważnienie <span class="_ _26"> </span>wyboru <span class="_ _26"> </span>najk<span class="_ _6"></span>orzystniejszej <span class="_ _26"> </span>oferty <span class="_ _26"> </span>konsorc<span class="_ _6"></span>jum <span class="_ _26"> </span>firm <span class="_ _26"> </span>w <span class="_ _26"> </span>składzie: </div><div class="t m0 x4 hf y758 ff2 fs4 fc1 sc0 ls0 ws0">KOBYLARNIA <span class="_ _29"> </span>S.A. <span class="_ _29"> </span>(Lider<span class="_ _6"></span> <span class="_ _29"> </span>Konsorcjum) <span class="_ _29"> </span>i <span class="_ _29"> </span>MIRBUD <span class="_ _29"> </span>S.A. <span class="_ _29"> </span>(Partner <span class="_ _29"> </span>Ko<span class="_ _6"></span>nsorcjum) <span class="_ _29"> </span>(dalej<span class="_ _6"></span>: <span class="_ _29"> </span><span class="ff7">Konsor<span class="_ _6"></span>cjum</span>) <span class="_ _29"> </span>na </div><div class="t m0 x4 hf y759 ff2 fs4 fc1 sc0 ls0 ws0">wykonanie <span class="_ _f"></span>z<span class="_ _6"></span>adania <span class="_ _f"></span>p.n<span class="_ _6"></span>. <span class="_ _f"></span><span class="ff8">„<span class="_ _6"></span>Projekt <span class="_ _f"></span>i <span class="_ _e"> </span>budowa <span class="_ _e"></span>drogi <span class="_ _e"> </span>ek<span class="_ _6"></span>spresowej <span class="_ _e"></span>S10 <span class="_ _f"></span>Bydgo<span class="_ _6"></span>szcz <span class="_ _1e"> </span>–<span class="ff7"> <span class="_ _f"></span></span>Toruń,<span class="_ _6"></span> <span class="_ _f"></span>odcinek <span class="_ _e"> </span>3 <span class="_ _e"> </span>od </span></div><div class="t m0 x4 hf y30d ff8 fs4 fc1 sc0 ls0 ws0">węzła Solec do węzła To<span class="_ _6"></span>ruń Zachód”<span class="_ _6"></span><span class="ff2">. </span></div><div class="t m0 x4 ha y75a ff2 fs4 fc1 sc0 ls0 ws0">W <span class="_ _27"> </span>dniu <span class="_ _21"> </span>02.02.2022 <span class="_ _21"> </span>r. <span class="_ _27"> </span><span class="ff1">Zarz<span class="_ _6"></span>ąd <span class="_ _27"> </span>Emitenta <span class="_ _21"> </span>powziął <span class="_ _21"> </span>informację <span class="_ _21"> </span>od <span class="_ _27"> </span>Zamawiającego,<span class="_ _6"></span> <span class="_ _27"> </span>Generalnej <span class="_ _21"> </span>Dyrekcj<span class="_ _6"></span>i <span class="_ _27"> </span>Dróg </span></div><div class="t m0 x4 ha y75b ff2 fs4 fc1 sc0 ls0 ws0">Krajowych <span class="_ _21"> </span><span class="ff1">i  A<span class="_ _0"></span>utostrad <span class="_ _21"> </span>Od<span class="_ _6"></span>dział <span class="_ _21"> </span>w <span class="_ _21"> </span>Bydgoszc<span class="_ _6"></span>zy, <span class="_ _21"> </span>iż <span class="_ _21"> </span>w <span class="_ _21"> </span>postęp<span class="_ _6"></span>owaniu <span class="_ _21"> </span>przetarg<span class="_ _6"></span>owym <span class="_ _21"> </span>prowadz<span class="_ _6"></span>onym <span class="_ _21"> </span>w <span class="_ _21"> </span>trybie </span></div><div class="t m0 x4 ha y75c ff1 fs4 fc1 sc0 ls0 ws0">przetargu <span class="_ _6"></span>nieograniczon<span class="_ _6"></span>ego p.<span class="_ _6"></span>n. „<span class="_ _6"></span>Projekt i<span class="_ _6"></span> budow<span class="_ _6"></span>a dr<span class="_ _6"></span>ogi ek<span class="_ _6"></span>spresowej <span class="_ _6"></span>S10 <span class="_ _6"></span>Bydgosz<span class="_ _6"></span>cz <span class="_ _10"></span>–<span class="ff2"> <span class="_ _6"></span></span>Toruń, <span class="_ _6"></span>odcinek <span class="_ _6"></span>3 <span class="_ _6"></span>od </div><div class="t m0 x4 ha y75d ff1 fs4 fc1 sc0 ls0 ws0">węzła <span class="_ _f"></span>Solec <span class="_ _f"></span>do <span class="_ _f"></span>węzła <span class="_ _f"></span>Toruń <span class="_ _f"></span>Zachód”,<span class="_ _6"></span> <span class="_ _f"></span>jako <span class="_ _f"></span>najkorzystniejsza <span class="_ _f"></span>ponown<span class="_ _10"></span>ie <span class="_ _f"></span>została <span class="_ _f"></span>wybrana <span class="_ _f"></span>oferta <span class="_ _f"></span>kons<span class="_ _6"></span>orcjum </div><div class="t m0 x4 ha y75e ff1 fs4 fc1 sc0 ls0 ws0">(dalej: „Konsorcjum”) firm<span class="_ _6"></span> w składzie:<span class="_ _6"></span><span class="ff2"> </span></div><div class="t m0 x88 ha y48c ff15 fs4 fc1 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _3c"> </span><span class="ff1">KOBYLARNIA S.A. z si<span class="_ _6"></span>edzibą w Kobylarn<span class="_ _6"></span>i (Lider Konsorcj<span class="_ _6"></span>um),</span> </span></div><div class="t m0 x88 ha y75f ff15 fs4 fc1 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _3c"> </span><span class="ff1">MIRBUD S.A. z s<span class="_ _6"></span>iedzibą w Skierniewicac<span class="_ _6"></span>h (Partner Konsorc<span class="_ _6"></span>jum).<span class="_ _6"></span></span> </span></div><div class="t m0 x4 hf y760 ff8 fs4 fc1 sc0 ls0 ws0">Wartość oferty:<span class="_ _6"></span><span class="ff2"> <span class="ff1">425 869 442,92 zł brutto.<span class="_ _6"></span></span>  </span></div><div class="t m0 x4 ha y761 ff1 fs4 fc1 sc0 ls0 ws0">Powtórnego <span class="_ _6"></span>wyboru <span class="_ _6"></span>dokon<span class="_ _6"></span>ano po<span class="_ _6"></span> wy<span class="_ _6"></span>konaniu <span class="_ _6"></span>wyroku <span class="_ _6"></span>Krajowej <span class="_ _6"></span>Izby <span class="_ _6"></span>Odwoławczej<span class="_ _6"></span> o <span class="_ _6"></span>sygn. <span class="_ _6"></span>akt: <span class="_ _6"></span>KIO <span class="_ _6"></span>3762/21 <span class="_ _6"></span>z </div><div class="t m0 x4 ha y762 ff1 fs4 fc1 sc0 ls0 ws0">dnia 17 stycznia 2022 r.,<span class="_ _6"></span> o czym Emitent informow<span class="_ _6"></span>ał raportem bieżącym nr 0<span class="_ _6"></span>3/2022.<span class="_ _10"></span><span class="ff2"> </span></div><div class="t m0 x4 h4 y763 ff2 fs1 fc1 sc0 ls7 ws0">6.<span class="ls0"> <span class="_ _21"> </span><span class="ff1">INFORMACJE <span class="_ _e"></span>O <span class="_ _1e"></span>ZAWARCIU <span class="_ _e"></span>PRZEZ <span class="_ _e"></span>EMITENTA <span class="_ _1e"></span>LUB <span class="_ _e"></span>JEDNOSTKĘ <span class="_ _e"></span>OD </span></span></div><div class="t m0 x88 h4 y764 ff1 fs1 fc1 sc0 ls0 ws0">NIEGO <span class="_ _21"> </span>Z<span class="_ _6"></span>ALEŻNĄ <span class="_ _21"> </span>JEDNEJ <span class="_ _28"> </span>LUB <span class="_ _28"> </span>WIELU <span class="_ _11"> </span><span class="ff2">TRANSAKCJ<span class="_ _0"></span>I <span class="_ _28"> </span>Z <span class="_ _28"> </span>PODMIOTAM<span class="_ _3"></span>I </span></div><div class="t m0 x88 h4 y765 ff1 fs1 fc1 sc0 ls0 ws0">POWIĄZANY<span class="_ _0"></span>MI <span class="_ _3"></span>J<span class="_ _6"></span>EŻEL<span class="_ _0"></span>I <span class="_ _3"></span>ZOSTAŁY <span class="_ _3"></span>Z<span class="_ _6"></span>AWAR<span class="_ _0"></span>TE <span class="_ _3"></span>NA WA<span class="_ _0"></span>RUNKAC<span class="_ _0"></span>H <span class="_ _0"></span>INNYC<span class="_ _3"></span>H </div><div class="t m0 x88 h4 y766 ff1 fs1 fc1 sc0 ls0 ws0">NIŻ RYNKO<span class="_ _0"></span>WE<span class="ff2"> </span></div><div class="t m0 x4 ha y767 ff1 fs4 fc1 sc0 ls0 ws0">W okresie sprawozdawczym nie wystąpiły istotne transakc<span class="_ _6"></span>je z po<span class="_ _0"></span>dmiotami powiąz<span class="_ _6"></span>anymi zawierane na innych </div><div class="t m0 x4 ha y768 ff1 fs4 fc1 sc0 ls0 ws0">warunkach niż rynkowe <span class="_ _6"></span>przez spółkę lub jedn<span class="_ _6"></span>ostkę od niej zależ<span class="_ _6"></span><span class="ls14">ną.<span class="_ _6"></span></span><span class="ff2"> </span></div><div class="t m0 x4 ha y769 ff2 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 x4 ha y3ac ff2 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 x4 ha y5b ff2 fs4 fc1 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf42" class="pf w0 h0" ><div class="pc pc42 w0 h0"><img class="bi x6 y2b we5 hc2" alt="" 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class="c x0 y0 w3 h0"><div class="t m0 x9c h8 y6e0 ff4 fs3 fc3 sc0 ls0 ws0">SPRAWOZDANE ZARZĄDU Z DZIAŁALNOŚCI<span class="ff3"> MIRBUD S.A. ZA <span class="ls4">ROK</span> <span class="ls5">20</span>21<span class="fc4"> </span></span></div><div class="t m0 x4 h6 y6e1 ff3 fs2 fc1 sc0 ls0 ws0"> </div></div><div class="c x4 y2e wba hd5"><div class="t m0 x30 ha y76a ff2 fs4 fc3 sc0 ls0 ws0">MIRBUD <span class="ls6">| </span>S<span class="_ _6"></span>KUTKI ZMIAN W STR<span class="_ _6"></span>UKTURZE JEDNOS<span class="_ _6"></span>TKI GOSPODARCZEJ, <span class="_ _6"></span>W TYM W </div><div class="t m0 x29 ha y390 ff1 fs4 fc3 sc0 ls0 ws0">WYNIKU POŁĄCZ<span class="_ _6"></span>ENIA JEDNOSTEK, UZ<span class="_ _6"></span>YSKANIA LUB UTR<span class="_ _6"></span>ATY KONTROLI N<span class="_ _6"></span>AD </div><div class="t m0 x59 ha y752 ff1 fs4 fc3 sc0 ls0 ws0">JEDNOSTKAMI ZA<span class="_ _6"></span>LEŻNYMI ORAZ INW<span class="_ _6"></span>ESTYCJAMI DŁUGOT<span class="_ _6"></span>ERMINOWYMI, A </div><div class="t m0 x32 ha y173 ff1 fs4 fc3 sc0 ls0 ws0">TAKŻE PODZIAŁU, R<span class="_ _6"></span>ESTRUKTURYZA<span class="_ _6"></span>CJI LUB ZANIECHANI<span class="_ _6"></span>A DZIAŁ<span class="_ _6"></span>ALNOŚCI ORAZ </div><div class="t m0 x124 ha y222 ff2 fs4 fc3 sc0 ls0 ws0">WSKAZANI </div></div><div class="c x9 y2e wbb hd5"><div class="t m0 xa hb y4f2 ff3 fs1 fc0 sc0 ls11 ws0">66<span class="fs2 ls0"> </span></div></div><div class="c x0 y0 w3 h0"><div class="t m0 x4 h6 y31 ff3 fs2 fc1 sc0 ls0 ws0"> </div></div><div class="c xb y6e2 w7 h7f"><div class="t m0 xc hd y673 ff5 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x0 y0 w3 h0"><div class="t m0 x4 h4 y76b ff2 fs1 fc1 sc0 ls7 ws0">7.<span class="ls0"> <span class="_ _21"> </span>SKUTKI <span class="_ _5"></span>ZMIAN <span class="_ _2"></span>W <span class="_ _5"></span>STRUKTURZE <span class="_ _2"></span>J<span class="_ _6"></span>EDNOS<span class="_ _3"></span>T<span class="_ _6"></span>KI <span class="_ _5"></span>GOSPO<span class="_ _0"></span>DARCZEJ, <span class="_ _2"></span>W <span class="_ _5"></span>TYM </span></div><div class="t m0 x88 h4 y76c ff1 fs1 fc1 sc0 ls0 ws0">W <span class="_ _c"> </span>WYNIKU <span class="_ _c"> </span>POŁĄCZE<span class="_ _0"></span>NIA <span class="_ _c"> </span>JEDNOSTEK<span class="_ _0"></span>, <span class="_ _c"> </span>UZYSKANIA <span class="_ _c"> </span>LUB<span class="_ _0"></span> <span class="_ _c"> </span>UTRATY </div><div class="t m0 x88 h4 y76d ff1 fs1 fc1 sc0 ls0 ws0">KONTROLI  NAD  JEDNOSTKA<span class="_ _0"></span>MI  ZALEŻNYMI  ORAZ  INWESTYCJAMI<span class="_ _0"></span> </div><div class="t m0 x88 h4 y76e ff1 fs1 fc1 sc0 ls0 ws0">DŁUGOTE<span class="_ _0"></span>RMINOWYMI, <span class="_ _1a"> </span>A <span class="_ _1b"> </span>TAKŻE <span class="_ _1a"> </span>PODZIAŁU, <span class="_ _1b"> </span>RESTRUKT<span class="_ _0"></span>URYZACJI<span class="_ _0"></span> </div><div class="t m0 x88 h4 y76f ff2 fs1 fc1 sc0 ls0 ws0">LUB <span class="_ _29"> </span>ZANIECHANIA <span class="_ _29"> </span><span class="ff1">DZIAŁALNOŚCI <span class="_ _29"> </span>ORAZ <span class="_ _29"> </span>WSKAZANIE <span class="_ _29"> </span>JEDNOSTEK<span class="_ _3"></span> </span></div><div class="t m0 x88 h4 y1fb ff1 fs1 fc1 sc0 ls0 ws0">PODLEGAJĄCYC<span class="_ _0"></span>H KONSOLID<span class="_ _0"></span>ACJI <span class="ff2"> </span></div><div class="t m0 x4 ha y770 ff1 fs4 fc1 sc0 ls0 ws0">W raportowanym okresi<span class="_ _6"></span>e nie nastąpiły z<span class="_ _6"></span>miany w strukturze <span class="_ _6"></span><span class="ff2">jednostki <span class="_ _6"></span>gospodarczej<span class="_ _6"></span>. </span></div><div class="t m0 x4 ha y771 ff2 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 x4 ha y8d ff1 fs4 fc1 sc0 ls0 ws0">Emitent <span class="_ _14"> </span>sporządz<span class="_ _6"></span>a <span class="_ _14"> </span><span class="ff2">jednostk<span class="_ _6"></span>owe <span class="_ _1d"> </span>i<span class="_ _6"></span> <span class="_ _14"> </span></span>skonso<span class="_ _6"></span>lidowane <span class="_ _14"> </span>sprawozd<span class="_ _6"></span>anie <span class="_ _14"> </span>finansowe<span class="_ _6"></span>. <span class="_ _14"> </span>Jednostki <span class="_ _14"> </span>podlegając<span class="_ _6"></span>ych </div><div class="t m0 x4 ha y8e ff2 fs4 fc1 sc0 ls0 ws0">konsolidacji <span class="ff1">Emiten<span class="_ _6"></span>t wskazał w niniejszy<span class="_ _6"></span>m raporcie w punkcie „Pod<span class="_ _6"></span>mioty zależne i metody kons<span class="_ _6"></span>olidacji”.<span class="_ _10"></span></span> </div><div class="t m0 x4 hf y3e ff1 fs4 fc1 sc0 ls0 ws0">Uchwałą<span class="ff2"> <span class="_ _f"></span>Walnego <span class="_ _f"></span>Zgroma<span class="_ _6"></span>dzenia <span class="_ _f"></span>Akcjonariuszy <span class="_ _f"></span>z<span class="_ _6"></span><span class="ff7"> <span class="_ _f"></span></span>dnia <span class="_ _10"></span>1 <span class="_ _f"></span>lipca <span class="_ _f"></span>2020 <span class="_ _f"></span>r. <span class="_ _f"></span>(nr <span class="_ _10"></span>3/<span class="_ _6"></span>2020 <span class="_ _f"></span>(Rep. <span class="_ _f"></span>A <span class="_ _10"></span>nr <span class="_ _f"></span>6401/202<span class="_ _6"></span>0) <span class="_ _f"></span><span class="ls29">w </span></span></div><div class="t m0 x4 ha y100 ff1 fs4 fc1 sc0 ls0 ws0">Expo <span class="_ _f"></span>Mazury <span class="_ _f"></span>S.A. <span class="_ _f"></span>rozpoczął <span class="_ _f"></span>się <span class="_ _f"></span>proces <span class="_ _f"></span>likwidacji. <span class="_ _f"></span>To <span class="_ _f"></span>drugi <span class="_ _f"></span>etap <span class="_ _f"></span>reorganizacji <span class="_ _f"></span>Grupy <span class="_ _f"></span>Kapitałowej <span class="_ _f"></span>MIRB<span class="_ _6"></span>UD. </div><div class="t m0 x4 ha y772 ff1 fs4 fc1 sc0 ls0 ws0">Celem <span class="_ _1e"> </span>reorg<span class="_ _6"></span>anizacji <span class="_ _1e"> </span>jest <span class="_ _27"> </span>w<span class="_ _6"></span>zmocnienie <span class="_ _1e"> </span>G<span class="_ _6"></span>rupy <span class="_ _1e"> </span>poprzez<span class="_ _6"></span> <span class="_ _1e"> </span>k<span class="_ _6"></span>oncentrację <span class="_ _1e"> </span>podmi<span class="_ _6"></span>otów <span class="_ _1e"> </span>działaj<span class="_ _6"></span>ących <span class="_ _1e"> </span>w <span class="_ _27"> </span>jej<span class="_ _6"></span> <span class="_ _1e"> </span>obrębie </div><div class="t m0 x4 ha y4a5 ff1 fs4 fc1 sc0 ls0 ws0">wokół <span class="_ _1a"> </span>spółk<span class="_ _6"></span>i <span class="_ _14"> </span>d<span class="_ _6"></span>ominującej, <span class="_ _1b"> </span>jaką <span class="_ _1a"> </span>jest <span class="_ _1b"> </span>MIRBUD <span class="_ _1b"> </span>S.A. <span class="_ _1b"> </span>Ko<span class="_ _6"></span>nsekwencją <span class="_ _1b"> </span>prowadzonej <span class="_ _1a"> </span>re<span class="_ _6"></span>organizacji <span class="_ _1a"> </span>będzi<span class="_ _6"></span>e </div><div class="t m0 x4 ha y773 ff1 fs4 fc1 sc0 ls0 ws0">uproszczenie <span class="_ _e"> </span>struk<span class="_ _6"></span>tury <span class="_ _e"> </span>Gru<span class="_ _6"></span>py, <span class="_ _e"> </span>usprawnie<span class="_ _6"></span>nie <span class="_ _e"></span>procesów <span class="_ _1e"> </span>biznesowyc<span class="_ _6"></span>h <span class="_ _e"></span>w <span class="_ _e"> </span>Grup<span class="_ _6"></span>ie <span class="_ _e"> </span>oraz <span class="_ _1e"> </span>optymalizacja <span class="_ _1e"> </span>kosztów </div><div class="t m0 x4 ha y774 ff1 fs4 fc1 sc0 ls0 ws0">funkcjonowania <span class="_ _6"></span>spółek <span class="_ _6"></span>z <span class="_ _6"></span>Grupy, <span class="_ _6"></span>w sz<span class="_ _6"></span>czególności <span class="_ _6"></span>podmiotów dz<span class="_ _6"></span>iałających <span class="_ _6"></span>na z<span class="_ _6"></span>bliżonych <span class="_ _6"></span>obszarach <span class="_ _6"></span>rynku. <span class="_ _6"></span>W </div><div class="t m0 x4 ha y775 ff2 fs4 fc1 sc0 ls0 ws0">praktyce <span class="_ _3"></span>oznacza <span class="_ _3"></span>to <span class="_ _3"></span>planowane <span class="_ _3"></span>przeniesienie <span class="ff1">majątku <span class="_ _5"></span>s<span class="_ _6"></span>półek <span class="_ _5"></span>dzi<span class="_ _6"></span>ałających <span class="_ _3"></span>w <span class="_ _5"></span>obs<span class="_ _6"></span>zarze <span class="_ _5"></span>wy<span class="_ _6"></span>najmu <span class="_ _5"></span>ko<span class="_ _6"></span>mercyjnego </span></div><div class="t m0 x4 ha y776 ff1 fs4 fc1 sc0 ls0 ws0">do spółki MARYWIL<span class="_ _6"></span>SKA 44 Sp. z o.o. <span class="_ _6"></span><span class="ff2"> </span></div><div class="t m0 x4 ha y777 ff1 fs4 fc1 sc0 ls0 ws0">W <span class="_ _6"></span>dniu <span class="_ _10"></span>19 <span class="_ _10"></span>listopada <span class="_ _10"></span>2021 <span class="_ _6"></span>r<span class="_ _6"></span>oku <span class="_ _6"></span>Zarz<span class="_ _6"></span>ąd <span class="_ _6"></span>Emit<span class="_ _6"></span>enta <span class="_ _6"></span>otrzy<span class="_ _6"></span>mał <span class="_ _6"></span>inform<span class="_ _6"></span>ację <span class="_ _6"></span>od,<span class="_ _6"></span> <span class="_ _10"></span><span class="ff2">L<span class="_ _6"></span></span>ikwidatora <span class="_ _6"></span>s<span class="_ _6"></span>półki <span class="_ _6"></span>E<span class="_ _6"></span>XPO <span class="_ _6"></span>MAZURY </div><div class="t m0 x4 ha y778 ff2 fs4 fc1 sc0 ls0 ws0">S.A. <span class="_ _29"> </span>w <span class="_ _29"> </span>likwidacj<span class="_ _6"></span>i  o <span class="_ _13"> </span>wy<span class="ff1">da<span class="_ _6"></span>niu <span class="_ _29"> </span>postanowienia <span class="_ _29"> </span>Sądu<span class="_ _6"></span> <span class="_ _29"> </span>Rejonowego <span class="_ _29"> </span>w <span class="_ _29"> </span>O<span class="_ _6"></span>lsztynie, <span class="_ _29"> </span>VIII <span class="_ _29"> </span>Wydz<span class="_ _6"></span>iał <span class="_ _11"> </span>G<span class="_ _6"></span>ospodarczy </span></div><div class="t m0 x4 ha y779 ff1 fs4 fc1 sc0 ls0 ws0">Krajowego  Rejestru  Sądowego  w  sprawie <span class="_ _28"> </span>wykreślenia  Spółki  z  Rejestru <span class="_ _28"> </span>Przedsiębiorców<span class="_ _6"></span>.  Zakończenie </div><div class="t m0 x4 ha y77a ff1 fs4 fc1 sc0 ls0 ws0">likwidacji <span class="_ _1e"> </span>S<span class="_ _6"></span>półki <span class="_ _1e"> </span>jes<span class="_ _6"></span>t <span class="_ _1e"> </span>kolejny<span class="_ _6"></span>m <span class="_ _1e"> </span>etapem <span class="_ _27"> </span>procesu <span class="_ _27"> </span>reorg<span class="_ _6"></span>anizacji <span class="_ _1e"> </span>Grupy <span class="_ _27"> </span>Kapitał<span class="_ _6"></span>owej <span class="_ _27"> </span>MIRBUD<span class="_ _6"></span><span class="ff2">. <span class="_ _27"> </span>O <span class="_ _27"> </span>planowanym </span></div><div class="t m0 x4 ha y77b ff1 fs4 fc1 sc0 ls0 ws0">przebiegu Reorganizacj<span class="_ _6"></span>i Emitent informow<span class="_ _6"></span>ał raportem bieżącym <span class="_ _6"></span>nr 36/2020<span class="_ _6"></span><span class="ff2">. </span></div><div class="t m0 x4 ha y77c ff2 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 x4 ha yac ff2 fs4 fc1 sc0 ls0 ws0">Z <span class="_ _10"></span>dniem <span class="_ _f"></span>01.07.2021 <span class="_ _10"></span>r. <span class="_ _f"></span>MIRBUD <span class="_ _f"></span>S<span class="ff1">półka <span class="_ _10"></span></span>A<span class="ff1">kcyj<span class="_ _6"></span>na <span class="_ _10"></span>przejęła <span class="_ _10"></span>kontro<span class="_ _6"></span>lę <span class="_ _10"></span>nad <span class="_ _10"></span>M<span class="_ _6"></span>arywilska <span class="_ _10"></span>44<span class="_ _6"></span> <span class="_ _f"></span></span>S<span class="ff1">półka <span class="_ _10"></span>z <span class="_ _f"></span>ograniczoną </span></div><div class="t m0 x4 ha yad ff1 fs4 fc1 sc0 ls0 ws0">odpowiedzialnośc<span class="_ _6"></span>ią. <span class="_ _0"></span>Od dnia 01.07.2021 r. <span class="_ _3"></span>M<span class="_ _6"></span>arywilska 44 Sp. z <span class="ff2">o.o. podlega <span class="_ _0"></span>konsolidacj<span class="_ _6"></span>i <span class="_ _0"></span>przez MIRBUD S.A. </span></div><div class="t m0 x4 ha yae ff2 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 x4 ha yaf ff2 fs4 fc1 sc0 ls0 ws0">Dnia 24.07.2021 r. JHM D<span class="_ _6"></span>EVELOPMENT S<span class="_ _6"></span>.A. <span class="ff1">zakupiła od Syndyka Masy<span class="_ _6"></span> Upadłości Spółki pod nazwą STAL </span></div><div class="t m0 x4 ha yb0 ff1 fs4 fc1 sc0 ls0 ws0">–<span class="ff2"> <span class="_ _e"> </span></span>MET <span class="_ _e"> </span>Niec<span class="_ _6"></span>zaj <span class="_ _e"> </span>Sp. <span class="_ _e"> </span>z <span class="_ _1e"> </span>o. <span class="_ _e"> </span>o. <span class="_ _1e"> </span>w <span class="_ _e"> </span>upadłości <span class="_ _1e"> </span>z <span class="_ _e"> </span>siedzibą <span class="_ _1e"> </span>w <span class="_ _e"> </span>Słups<span class="_ _6"></span>ku <span class="_ _e"> </span>udziały <span class="_ _e"> </span>w <span class="_ _1e"> </span>spółce <span class="_ _1e"> </span>HAKAMORE <span class="_ _e"> </span>Sp<span class="_ _6"></span>. <span class="_ _e"></span>z <span class="_ _e"> </span>o.o. <span class="_ _e"> </span>w </div><div class="t m0 x4 ha yb1 ff1 fs4 fc1 sc0 ls0 ws0">upadłości <span class="_ _3"></span>z <span class="_ _3"></span>siedz<span class="_ _6"></span>ibą <span class="_ _3"></span>w <span class="_ _3"></span>Warszawie. <span class="_ _3"></span>Na <span class="_ _3"></span>dz<span class="_ _6"></span>ień <span class="_ _3"></span>30.09.2021 <span class="_ _3"></span>r. <span class="_ _0"></span>nowo <span class="_ _3"></span>nabyta <span class="_ _3"></span>spółka <span class="_ _3"></span>nie<span class="_ _6"></span> <span class="_ _3"></span>została <span class="_ _3"></span>objęta <span class="_ _3"></span>konso<span class="_ _6"></span>lidacją. </div><div class="t m0 x4 ha y77d ff1 fs4 fc1 sc0 ls0 ws0">Spółka <span class="_ _10"></span>znaj<span class="_ _6"></span>duje <span class="_ _10"></span>się <span class="_ _10"></span>w<span class="_ _6"></span> <span class="_ _10"></span>upadłości,<span class="_ _6"></span> <span class="_ _10"></span>w <span class="_ _10"></span>związk<span class="_ _6"></span>u <span class="_ _10"></span>z <span class="_ _f"></span><span class="ff2">tym <span class="_ _10"></span></span>G<span class="_ _6"></span>rupa <span class="_ _10"></span>ni<span class="_ _6"></span>e <span class="_ _10"></span>sprawuje <span class="_ _f"></span>kontroli <span class="_ _10"></span>n<span class="_ _6"></span>ad <span class="_ _10"></span>Jednostką. <span class="_ _f"></span>Władza <span class="_ _10"></span>nad </div><div class="t m0 x4 ha y77e ff1 fs4 fc1 sc0 ls0 ws0">nowo <span class="_ _11"> </span>n<span class="_ _6"></span>abytą <span class="_ _29"> </span>spółką <span class="_ _29"> </span>zostanie <span class="_ _29"> </span>uzy<span class="_ _6"></span>skana <span class="_ _29"> </span>w <span class="_ _29"> </span>momencie <span class="_ _29"> </span>pozytywneg<span class="_ _6"></span>o <span class="_ _29"> </span><span class="ff2">r<span class="_ _6"></span>ozpatrzenia <span class="_ _29"> </span>wniosku <span class="_ _29"> </span>o <span class="_ _29"> </span>umorze<span class="_ _6"></span>nie </span></div><div class="t m0 x4 ha y77f ff1 fs4 fc1 sc0 ls0 ws0">postępowania upadł<span class="_ _6"></span>ościowego. <span class="ff2"> </span></div><div class="t m0 x4 hf y780 ff7 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 x4 ha y781 ff2 fs4 fc1 sc0 ls0 ws0">Nadzwyczajne <span class="_ _10"></span>Zgromadzen<span class="_ _6"></span>i<span class="ff1">e <span class="_ _6"></span>Wspó<span class="_ _6"></span>lników <span class="_ _6"></span>spółki <span class="_ _10"></span>zależnej <span class="_ _10"></span>JHM <span class="_ _6"></span>2 <span class="_ _10"></span>Sp. <span class="_ _6"></span>z<span class="_ _6"></span> <span class="_ _6"></span>o.o. <span class="_ _10"></span>podjęło <span class="_ _6"></span>uc<span class="_ _6"></span>hwałę <span class="_ _6"></span>o <span class="_ _10"></span>rozwiązaniu <span class="_ _10"></span>i </span></div><div class="t m0 x4 ha y782 ff1 fs4 fc1 sc0 ls0 ws0">postawieniu <span class="_ _f"></span>prz<span class="_ _6"></span>edmiotowej <span class="_ _e"></span>Spółki <span class="_ _f"></span>w <span class="_ _e"></span>stan <span class="_ _e"></span>likwidacji <span class="_ _e"></span>z <span class="_ _f"></span>dniem <span class="_ _e"> </span>1 <span class="_ _e"></span>lutego <span class="_ _e"></span>2022 <span class="_ _f"></span>roku.<span class="_ _6"></span> <span class="_ _f"></span>W <span class="_ _f"></span>z<span class="_ _6"></span>wiązku <span class="_ _f"></span>z<span class="_ _10"></span><span class="ff2"> <span class="_ _f"></span>tym <span class="_ _e"></span>obecna </span></div><div class="t m0 x4 ha y783 ff1 fs4 fc1 sc0 ls0 ws0">nazwa <span class="_ _6"></span>Spółki <span class="_ _6"></span>brzmi: <span class="_ _6"></span>JHM <span class="_ _6"></span>2<span class="_ _6"></span> <span class="_ _6"></span>Sp. z<span class="_ _6"></span> <span class="_ _6"></span>o.o. w <span class="_ _6"></span>l<span class="_ _6"></span>ikwidacji. <span class="_ _6"></span>Na <span class="_ _6"></span>likwidatora <span class="_ _10"></span>Spółki <span class="_ _6"></span>został <span class="_ _6"></span>powołany <span class="_ _6"></span>j<span class="_ _6"></span>ednoosobowo <span class="_ _6"></span>pan </div><div class="t m0 x4 ha y784 ff1 fs4 fc1 sc0 ls0 ws0">Wacław Jankowski. Równocz<span class="_ _6"></span>eśnie <span class="_ _0"></span>Emitent informuje, iż likwidacja spółki zależnej JHM 2 Sp. <span class="_ _0"></span>z o.o. należy do </div><div class="t m0 x4 ha y785 ff2 fs4 fc1 sc0 ls0 ws0">procesu <span class="_ _21"> </span>reorganizacj<span class="_ _6"></span>i <span class="_ _21"> </span>Grupy <span class="_ _21"> </span>Kap<span class="_ _6"></span><span class="ff1">itałowej <span class="_ _28"> </span>MIRBUD, <span class="_ _21"> </span>o <span class="_ _28"> </span>którym <span class="_ _21"> </span>Emitent  i<span class="_ _0"></span>nformował <span class="_ _21"> </span>ra<span class="_ _6"></span>portami <span class="_ _21"> </span>bieżący<span class="_ _6"></span>mi <span class="_ _21"> </span>nr </span></div><div class="t m0 x4 ha y786 ff2 fs4 fc1 sc0 ls0 ws0">36/2020 oraz 41/20<span class="_ _6"></span>21. </div><div class="t m0 x4 hf y787 ff7 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 x4 ha y788 ff1 fs4 fc1 sc0 ls0 ws0">Emitent sporządza skonso<span class="_ _6"></span>lidowane sprawozdan<span class="_ _6"></span>ie finansowe. Jednostki <span class="_ _6"></span>podlegający<span class="_ _6"></span>ch konsolidacji Emitent </div><div class="t m0 x4 ha y789 ff1 fs4 fc1 sc0 ls0 ws0">wskazał w niniejsz<span class="_ _6"></span>ym raporcie w punkcie „<span class="_ _6"></span>Podmioty <span class="_ _6"></span>zależne i metody<span class="_ _6"></span> konsolidacji”<span class="_ _6"></span><span class="ff2"> </span></div><div class="t m0 x4 h3 y84 ff2 fs0 fc1 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf43" class="pf w0 h0" ><div class="pc pc43 w0 h0"><img class="bi x6 y2b we5 hc2" alt="" 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"/><div class="c x0 y0 w3 h0"><div class="t m0 x9c h8 y6e0 ff4 fs3 fc3 sc0 ls0 ws0">SPRAWOZDANE ZARZĄDU Z DZIAŁALNOŚCI<span class="ff3"> MIRBUD S.A. ZA <span class="ls4">ROK</span> <span class="ls5">20</span>21<span class="fc4"> </span></span></div><div class="t m0 x4 h6 y6e1 ff3 fs2 fc1 sc0 ls0 ws0"> </div></div><div class="c x4 y2e wba h9"><div class="t m0 x125 ha y2f ff2 fs4 fc3 sc0 ls0 ws0">MIRBUD <span class="ls6">| <span class="_ _6"></span></span><span class="ff1">OSIĄGNIETE I <span class="_ _6"></span>PROGNOZOWANE W<span class="_ _6"></span>YNIKI FINANSOW<span class="_ _6"></span>E</span> </div></div><div class="c x9 y2e wbb h9"><div class="t m0 xa hb y30 ff3 fs1 fc0 sc0 ls11 ws0">67<span class="fs2 ls0"> </span></div></div><div class="c x0 y0 w3 h0"><div class="t m0 x4 h6 y31 ff3 fs2 fc1 sc0 ls0 ws0"> </div></div><div class="c xb y6e2 w7 h7f"><div class="t m0 xc hd y673 ff5 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x0 y0 w3 h0"><div class="t m0 x4 h4 y76b ff2 fs1 fc1 sc0 ls7 ws0">8.<span class="ls0"> <span class="_ _21"> </span><span class="ff1">OSIĄGNIETE I PR<span class="_ _0"></span>OGNOZOWANE<span class="_ _3"></span> WYNIKI FINANSOWE<span class="ff2"> </span></span></span></div><div class="t m0 x4 ha y78a ff1 fs4 fc1 sc0 ls0 ws0">Spółk<span class="ff2">a </span>nie publikował<span class="_ _6"></span><span class="ff2">a </span>prognoz wyników f<span class="_ _6"></span>inansowych<span class="_ _6"></span> dotyczących rok<span class="_ _6"></span>u 20<span class="ff2">21. </span></div><div class="t m0 x4 ha y78b ff2 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 yd3 ff2 fs1 fc1 sc0 ls7 ws0">9.<span class="ls0"> <span class="_ _21"> </span><span class="ff1">CHARAKTERYSTYKA <span class="_ _3d"> </span>ZEWNĘT<span class="_ _0"></span>RZNYCH <span class="_ _3d"> </span>I <span class="_ _3d"> </span>WEWNĘTRZNY<span class="_ _3"></span>CH </span></span></div><div class="t m0 x88 h4 y78c ff1 fs1 fc1 sc0 ls0 ws0">CZYNNIKÓW<span class="_ _0"></span> <span class="_ _26"> </span>ISTOT<span class="_ _0"></span>NYCH <span class="_ _c"> </span>DLA <span class="_ _c"> </span>ROZWOJU <span class="_ _c"> </span>EMITENTA <span class="_ _c"> </span>ORAZ <span class="_ _c"> </span>OPIS </div><div class="t m0 x88 h4 y16d ff1 fs1 fc1 sc0 ls0 ws0">PERSPEKTY<span class="_ _0"></span>W <span class="_ _25"> </span>DZIAŁALNOŚCI <span class="_ _25"> </span>EMITEN<span class="_ _0"></span>TA <span class="_ _25"> </span>W <span class="_ _25"> </span>PERSPEKTYWIE<span class="_ _3"></span> <span class="_ _1c"> </span>CO </div><div class="t m0 x88 h4 y78d ff1 fs1 fc1 sc0 ls0 ws0">NAJMNIEJ <span class="_ _0"></span>JEDNEGO K<span class="_ _0"></span>WARTAŁU<span class="ff2"> </span></div><div class="t m0 x4 ha y6c4 ff1 fs4 fc1 sc0 ls0 ws0">Przychody <span class="_ _e"></span>MIRBUD <span class="_ _f"></span>w <span class="_ _e"> </span>cał<span class="_ _6"></span>ości <span class="_ _f"></span>uzysk<span class="_ _6"></span>iwane <span class="_ _f"></span>są <span class="_ _f"></span>z <span class="_ _e"> </span>tytuł<span class="_ _6"></span>u <span class="_ _f"></span>prowadzen<span class="_ _6"></span>ia <span class="_ _f"></span>działalności<span class="_ _6"></span> <span class="_ _f"></span>na <span class="_ _f"></span>ry<span class="_ _6"></span>nku <span class="_ _f"></span>polskim. <span class="_ _e"> </span>Dlate<span class="_ _6"></span>go </div><div class="t m0 x4 ha y78e ff1 fs4 fc1 sc0 ls0 ws0">osiągane <span class="_ _f"></span>wyniki <span class="_ _f"></span>finans<span class="_ _6"></span>owe <span class="_ _f"></span>są <span class="_ _f"></span>uzależnione <span class="_ _f"></span>od <span class="_ _f"></span>cz<span class="_ _6"></span>ynników <span class="_ _f"></span>takich <span class="_ _f"></span>jak<span class="_ _6"></span> <span class="_ _f"></span>stabilność <span class="_ _f"></span>sy<span class="_ _10"></span><span class="ff2">tuacji <span class="_ _f"></span>makroekon<span class="_ _6"></span>omicznej </span></div><div class="t m0 x4 ha y78f ff1 fs4 fc1 sc0 ls0 ws0">Polski i ogólna koniunktura<span class="_ _6"></span> gospodarcz<span class="_ _6"></span>a w kraju w danym ok<span class="_ _6"></span>resie.<span class="_ _6"></span><span class="ff2"> </span></div><div class="t m0 x4 ha y6c5 ff1 fs4 fc1 sc0 ls0 ws0">Najważniejszym czynnikiem <span class="_ _3"></span>wpływający<span class="_ _6"></span>m <span class="_ _3"></span>na rozwój <span class="_ _3"></span>jest koniunktura <span class="_ _3"></span>w <span class="_ _0"></span>krajowym<span class="_ _6"></span> <span class="_ _3"></span>sektorz<span class="_ _6"></span>e <span class="_ _3"></span>budowlanym, która </div><div class="t m0 x4 ha y6c6 ff1 fs4 fc1 sc0 ls0 ws0">w <span class="_ _e"></span>bezpośredni <span class="_ _e"> </span>sposób<span class="_ _6"></span> <span class="_ _f"></span>j<span class="_ _6"></span>est <span class="_ _f"></span>uzależn<span class="_ _6"></span>iona <span class="_ _e"> </span>od <span class="_ _e"></span>stopy <span class="_ _e"> </span>wzr<span class="_ _6"></span>ostu <span class="_ _f"></span>P<span class="_ _6"></span>KB, <span class="_ _f"></span>poz<span class="_ _10"></span><span class="ff2">iomu <span class="_ _e"> </span>inwest<span class="_ _6"></span>ycji <span class="_ _e"></span>krajowyc<span class="_ _6"></span>h, <span class="_ _f"></span>czy <span class="_ _e"> </span>pozyc<span class="_ _6"></span>ji </span></div><div class="t m0 x4 ha y6c7 ff1 fs4 fc1 sc0 ls0 ws0">konkurencyjnej <span class="_ _f"></span>Spółk<span class="ff2">i <span class="_ _f"></span></span>określającej <span class="_ _f"></span><span class="ff2">j<span class="_ _6"></span>ej <span class="_ _10"></span></span>z<span class="_ _6"></span>dolność <span class="_ _10"></span>do <span class="_ _f"></span>po<span class="_ _6"></span>zyskiwania <span class="_ _f"></span>kontraktów <span class="_ _f"></span>i <span class="_ _10"></span>klientów<span class="_ _6"></span>. <span class="_ _f"></span>Ta <span class="_ _10"></span>z <span class="_ _f"></span>kolei <span class="_ _f"></span>w <span class="_ _10"></span>ocen<span class="_ _6"></span>ie </div><div class="t m0 x4 ha y6c8 ff1 fs4 fc1 sc0 ls0 ws0">Zarządu zależeć będz<span class="_ _6"></span>ie przede wszystkim o<span class="_ _6"></span>d:<span class="ff2"> </span></div><div class="t m0 x4 ha y790 ff1 fs4 fc1 sc0 ls0 ws0">Czynników zewnętrzny<span class="_ _6"></span>ch<span class="ff2"> </span></div><div class="t m0 x126 ha y791 ff2 fs4 fc1 sc0 ls0 ws0"> <span class="_ _32"> </span><span class="ff1">dalsz<span class="_ _6"></span>ej realizacji inwestycj<span class="_ _6"></span>i ze środków po<span class="_ _6"></span>chodzących <span class="_ _6"></span>z funduszy unijnych,<span class="_ _6"></span></span> </div><div class="t m0 x126 ha y3d7 ff2 fs4 fc1 sc0 ls0 ws0"> <span class="_ _32"> </span><span class="ff1">s<span class="_ _6"></span>ytuacji gospodarczej<span class="_ _6"></span> w państwach Unii Europejs<span class="_ _6"></span>kiej,<span class="_ _6"></span></span> </div><div class="t m0 x126 ha y523 ff2 fs4 fc1 sc0 ls0 ws0"> <span class="_ _32"> </span><span class="ff1">pol<span class="_ _6"></span>ityki rządowej dotyczące<span class="_ _6"></span>j budownictwa, w tym<span class="_ _6"></span> szczególnie mieszkaniowe<span class="_ _6"></span>go,<span class="_ _6"></span></span> </div><div class="t m0 x126 ha y792 ff2 fs4 fc1 sc0 ls0 ws0"> <span class="_ _32"> </span><span class="ff1">pol<span class="_ _6"></span>ityki monetarnej (polityk<span class="_ _6"></span>a stóp procentowych i jej w<span class="_ _6"></span>pływ na koszt kr<span class="_ _6"></span>edytów),<span class="_ _6"></span></span> </div><div class="t m0 x126 ha y793 ff2 fs4 fc1 sc0 ls0 ws0"> <span class="_ _32"> </span>s<span class="_ _6"></span>ytuacji na rynkach finanso<span class="_ _6"></span>wych,<span class="_ _6"></span> </div><div class="t m0 x126 ha y794 ff2 fs4 fc1 sc0 ls0 ws0"> <span class="_ _32"> </span><span class="ff1">dos<span class="_ _6"></span>tępności i koszty k<span class="_ _6"></span>redytów bankowych i gwara<span class="_ _6"></span>ncji,<span class="_ _6"></span></span> </div><div class="t m0 x126 ha y795 ff2 fs4 fc1 sc0 ls0 ws0"> <span class="_ _32"> </span><span class="ff1">tr<span class="_ _6"></span>endów w zakresie prefer<span class="_ _6"></span>encji potencjalnych n<span class="_ _6"></span>abywców mieszk<span class="_ _6"></span>ań,</span> </div><div class="t m0 x126 ha y618 ff2 fs4 fc1 sc0 ls0 ws0"> <span class="_ _32"> </span><span class="ff1">poz<span class="_ _6"></span>iomu i warunków ko<span class="_ _6"></span>nkurencji,</span> </div><div class="t m0 x126 ha y796 ff2 fs4 fc1 sc0 ls0 ws0"> <span class="_ _32"> </span><span class="ff1">temp<span class="_ _6"></span>a <span class="_ _27"> </span>wzrostu <span class="_ _21"> </span>inwestycji <span class="_ _21"> </span>w <span class="_ _27"> </span>obszarz<span class="_ _6"></span>e <span class="_ _27"> </span>sektora <span class="_ _21"> </span>publicznego <span class="_ _21"> </span>(w <span class="_ _27"> </span>szc<span class="_ _6"></span>zególności <span class="_ _27"> </span>i<span class="_ _10"></span></span>nwesty<span class="_ _6"></span>cji <span class="_ _27"> </span>w </div><div class="t m0 xc3 ha y797 ff2 fs4 fc1 sc0 ls0 ws0">budownictwie drog<span class="_ _6"></span>owym), </div><div class="t m0 x126 ha y50a ff2 fs4 fc1 sc0 ls0 ws0"> <span class="_ _32"> </span><span class="ff1">k<span class="_ _6"></span>ształtowania się poziomu <span class="_ _6"></span>cen materiałów budow<span class="_ _6"></span>lanych jak i usług budo<span class="_ _6"></span>wlanych,<span class="_ _6"></span></span> </div><div class="t m0 x126 ha y267 ff2 fs4 fc1 sc0 ls0 ws0"> <span class="_ _32"> </span><span class="ff1">dos<span class="_ _6"></span>tępności na rynku wyk<span class="_ _6"></span>walifikowanej kadry pracowni<span class="_ _6"></span>ków i poziomu ich płac,<span class="_ _10"></span></span> </div><div class="t m0 x126 ha y490 ff2 fs4 fc1 sc0 ls0 ws0"> <span class="_ _32"> </span>popytu <span class="_ _6"></span>w budownictwie mie<span class="_ _6"></span>szkaniowym,<span class="_ _6"></span> </div><div class="t m0 x126 ha y798 ff2 fs4 fc1 sc0 ls0 ws0"> <span class="_ _32"> </span>dalsz<span class="_ _6"></span>ego <span class="_ _10"></span>prze<span class="_ _6"></span>biegu <span class="_ _f"></span>pandemii <span class="_ _10"></span>k<span class="_ _6"></span><span class="ff1">orona <span class="_ _f"></span>wirusa <span class="_ _f"></span>i <span class="_ _10"></span>związa<span class="_ _6"></span>nych <span class="_ _10"></span>z<span class="_ _6"></span> <span class="_ _10"></span>tym <span class="_ _f"></span>skutków <span class="_ _f"></span>gospodarczy<span class="_ _6"></span>ch <span class="_ _10"></span>w </span></div><div class="t m0 xc3 ha y799 ff1 fs4 fc1 sc0 ls0 ws0">tym <span class="_ _12"> </span>spowolnienia<span class="_ _6"></span> <span class="_ _12"> </span>gospodarki, <span class="_ _12"> </span>wz<span class="_ _6"></span>rostu <span class="_ _12"> </span>bezrobocia,<span class="_ _6"></span> <span class="_ _12"> </span>wzrostu <span class="_ _12"> </span>inflacj<span class="_ _6"></span>i, <span class="_ _12"> </span>wpływu <span class="_ _1d"> </span>na <span class="_ _12"> </span>branż<span class="_ _10"></span>ę<span class="ff2"> </span></div><div class="t m0 xc3 ha y79a ff1 fs4 fc1 sc0 ls0 ws0">handlową<span class="ff2">, </span></div><div class="t m0 x126 ha y586 ff2 fs4 fc1 sc0 ls0 ws0"> <span class="_ _32"> </span>pr<span class="_ _6"></span>zebiegu i konsekwencj<span class="_ _6"></span>i konfliktu zbrojn<span class="_ _6"></span>ego w Ukrainie<span class="_ _6"></span>. </div><div class="t m0 x88 ha y79b ff1 fs4 fc1 sc0 ls0 ws0">Czynników wewnętrz<span class="_ _6"></span>nych<span class="ff2"> </span></div><div class="t m0 x126 ha y79c ff2 fs4 fc1 sc0 ls0 ws0"> <span class="_ _32"> </span><span class="ff1">k<span class="_ _6"></span>ondycji finansowej Spółek<span class="_ _6"></span></span> <span class="ff1">z Grupy w s<span class="_ _6"></span>zczególności MIRBUD <span class="_ _6"></span>S.A.,</span> </div><div class="t m0 x126 ha y589 ff2 fs4 fc1 sc0 ls0 ws0"> <span class="_ _32"> </span><span class="ff1">ugrunt<span class="_ _6"></span>owanej pozycji w sek<span class="_ _6"></span>torze budownictwa kubat<span class="_ _6"></span>urowego przemysłoweg<span class="_ _6"></span>o,<span class="_ _6"></span></span> </div><div class="t m0 x126 ha y79d ff2 fs4 fc1 sc0 ls0 ws0"> <span class="_ _32"> </span>s<span class="_ _6"></span>ystematycznego rozwoju <span class="_ _6"></span><span class="ff1">Spółki w branży i<span class="_ _6"></span>nżynieryjno</span>-drogow<span class="_ _6"></span>ej, </div><div class="t m0 x126 ha y79e ff2 fs4 fc1 sc0 ls0 ws0"> <span class="_ _32"> </span><span class="ff1">s<span class="_ _6"></span>ystematycznego wypełnia<span class="_ _6"></span>nia portfela zamówień n<span class="_ _6"></span>a lata 202<span class="_ _6"></span></span>2 <span class="ff1">–</span> 2025,<span class="_ _6"></span> </div><div class="t m0 x126 ha y79f ff2 fs4 fc1 sc0 ls0 ws0"> <span class="_ _32"> </span>z<span class="_ _6"></span>dywersyfikowane<span class="_ _6"></span><span class="ff1">go portfela zamówień na <span class="_ _6"></span>lata 202</span>2 <span class="ff1">–<span class="_ _6"></span></span> <span class="ls14">202</span>5, </div><div class="t m0 x126 ha y7a0 ff2 fs4 fc1 sc0 ls0 ws0"> <span class="_ _32"> </span><span class="ff1">wy<span class="_ _6"></span>sokości <span class="_ _1d"> </span>poziomu <span class="_ _1d"> </span>marży <span class="_ _12"> </span>na <span class="_ _1d"> </span>realizacji <span class="_ _1d"> </span>kontraktów <span class="_ _1d"> </span>osiąganego<span class="_ _6"></span> <span class="_ _12"> </span>poprz<span class="_ _6"></span>ez <span class="_ _12"> </span>optymal<span class="_ _6"></span>izację </span></div><div class="t m0 xc3 ha y7a1 ff1 fs4 fc1 sc0 ls0 ws0">kosztów <span class="_ _e"> </span>produkc<span class="_ _6"></span>ji <span class="_ _e"> </span>oraz <span class="_ _1e"> </span>ulepszanie <span class="_ _e"> </span>r<span class="_ _6"></span>ozwiązań <span class="_ _e"> </span>tech<span class="_ _6"></span>nicznych <span class="_ _1e"> </span>realizacji <span class="_ _e"> </span>bud<span class="_ _6"></span>owy, <span class="_ _e"> </span>takż<span class="_ _6"></span>e <span class="_ _e"></span>dzięki </div><div class="t m0 xc3 ha y7a2 ff1 fs4 fc1 sc0 ls0 ws0">realizacji <span class="_ _24"> </span>procesu <span class="_ _24"> </span>oprac<span class="_ _6"></span>owania <span class="_ _24"> </span>i <span class="_ _24"> </span>wdrażania <span class="_ _32"> </span>informatycznego <span class="_ _24"> </span>sys<span class="_ _6"></span>temu <span class="_ _24"> </span>zarządzania </div><div class="t m0 xc3 ha y7a3 ff1 fs4 fc1 sc0 ls0 ws0">(nowoczesny <span class="_ _12"> </span>system <span class="_ _12"> </span>zarz<span class="_ _6"></span>ądzania <span class="_ _12"> </span>w <span class="_ _12"> </span>opinii <span class="_ _12"> </span>Emiten<span class="_ _6"></span>ta <span class="_ _13"> </span>wp<span class="_ _6"></span>łynie <span class="_ _13"> </span>n<span class="_ _6"></span>a <span class="_ _13"> </span>popra<span class="_ _6"></span>wę <span class="_ _13"> </span>k<span class="_ _6"></span>ontroli <span class="_ _13"> </span>nad </div><div class="t m0 xc3 ha y7a4 ff1 fs4 fc1 sc0 ls0 ws0">działalnością <span class="_ _32"> </span>o<span class="_ _6"></span>peracyjną <span class="_ _32"> </span>dz<span class="_ _6"></span>ięki <span class="_ _32"> </span>szczegółowym <span class="_ _17"> </span>bieżącym <span class="_ _32"> </span>a<span class="_ _6"></span>nalizom <span class="_ _32"> </span>pos<span class="_ _6"></span>zczególnych </div></div></div><div class="pi" ></div></div><div id="pf44" class="pf w0 h0" ><div class="pc pc44 w0 h0"><img class="bi x6 y2b we5 hc2" alt="" 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class="c x0 y0 w3 h0"><div class="t m0 x9c h8 y6e0 ff4 fs3 fc3 sc0 ls0 ws0">SPRAWOZDANE ZARZĄDU Z DZIAŁALNOŚCI<span class="ff3"> MIRBUD S.A. ZA <span class="ls4">ROK</span> <span class="ls5">20</span>21<span class="fc4"> </span></span></div><div class="t m0 x4 h6 y6e1 ff3 fs2 fc1 sc0 ls0 ws0"> </div></div><div class="c x4 y2e wba h3c"><div class="t m0 x75 ha y173 ff2 fs4 fc3 sc0 ls0 ws0">MIRBUD <span class="ls6">| <span class="_ _6"></span></span><span class="ff1">ZMIANY W POD<span class="_ _6"></span>STAWOWYCH ZASAD<span class="_ _6"></span>ACH ZARZĄDZANIA </span></div><div class="t m0 x125 ha y222 ff1 fs4 fc3 sc0 ls0 ws0">PRZEDSIĘBIORST<span class="_ _6"></span>WEM EMITENTA I JEGO<span class="_ _6"></span> GRUPĄ KAPITA<span class="_ _6"></span>ŁOWĄ<span class="_ _6"></span><span class="ff2"> </span></div></div><div class="c x9 y2e wbb h3c"><div class="t m0 xa hb y223 ff3 fs1 fc0 sc0 ls11 ws0">68<span class="fs2 ls0"> </span></div></div><div class="c x0 y0 w3 h0"><div class="t m0 x4 h6 y31 ff3 fs2 fc1 sc0 ls0 ws0"> </div></div><div class="c xb y6e2 w7 h7f"><div class="t m0 xc hd y673 ff5 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x0 y0 w3 h0"><div class="t m0 xc3 ha y7a5 ff1 fs4 fc1 sc0 ls0 ws0">projektów, <span class="_ _1d"> </span>us<span class="_ _6"></span>prawni <span class="_ _1d"> </span>ewid<span class="_ _6"></span>encję <span class="_ _1d"> </span>finansów, <span class="_ _14"> </span>wpłynie <span class="_ _14"> </span>pozytywnie <span class="_ _1d"> </span>na<span class="_ _10"></span><span class="ff2"> <span class="_ _1d"> </span></span>efektywno<span class="_ _6"></span>ść <span class="_ _1d"> </span>pracy<span class="_ _6"></span> <span class="_ _1d"> </span>i </div><div class="t m0 xc3 ha y7a6 ff1 fs4 fc1 sc0 ls0 ws0">ograniczy ryz<span class="_ _6"></span>yko działalności podstawowej),<span class="_ _6"></span><span class="ff2"> </span></div><div class="t m0 x126 ha y7a7 ff2 fs4 fc1 sc0 ls0 ws0"> <span class="_ _32"> </span>dalsz<span class="_ _6"></span>ych inwestycji w now<span class="_ _6"></span>oczesny park masz<span class="_ _6"></span>ynowy,<span class="_ _6"></span> </div><div class="t m0 x126 ha y7a8 ff2 fs4 fc1 sc0 ls0 ws0"> <span class="_ _32"> </span><span class="ff1">os<span class="_ _6"></span>iągania zgodnych z plan<span class="_ _6"></span>owanymi wyników finansow<span class="_ _6"></span>ych przez spółki za<span class="_ _6"></span>leżne w Grupie.<span class="_ _10"></span></span> </div><div class="t m0 x4 ha y7a9 ff2 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 x4 ha y7aa ff1 fs4 fc1 sc0 ls0 ws0">Perspektywy rozwoju dz<span class="_ _6"></span>iałalności Emitenta zos<span class="_ _6"></span>tały <span class="ff2">pr<span class="_ _6"></span>zedstawione w punkcie <span class="_ _6"></span>4.4 niniejszego sprawozda<span class="_ _6"></span>nia<span class="_ _6"></span>. </span></div><div class="t m0 x4 h4 y39 ff2 fs1 fc1 sc0 ls7 ws0">10.<span class="ls0"> <span class="_ _39"> </span><span class="ff1">ZMIANY <span class="_ _3e"> </span>W <span class="_ _3e"> </span>PODSTAWOWY<span class="_ _0"></span>CH <span class="_ _3e"> </span>ZASADACH <span class="_ _3e"> </span>ZARZĄDZANIA<span class="_ _0"></span> </span></span></div><div class="t m0 x88 h4 y3a ff1 fs1 fc1 sc0 ls0 ws0">PRZEDSIĘBIORS<span class="_ _3"></span>TWEM EMITENTA I JEGO<span class="_ _0"></span> GRUPĄ KA<span class="_ _0"></span>PITAŁOWĄ<span class="_ _0"></span> <span class="ff2"> </span></div><div class="t m0 x4 ha y7ab ff1 fs4 fc1 sc0 ls0 ws0">W okresie sprawozd<span class="_ _6"></span>awczym nie nastąp<span class="_ _6"></span>iły znaczące zmiany w zas<span class="_ _6"></span>adach zarządz<span class="_ _6"></span>ania spółkami Grupy<span class="_ _10"></span><span class="ff2">. </span></div><div class="t m0 x4 h4 y7ac ff2 fs1 fc1 sc0 ls7 ws0">11.<span class="ls0"> <span class="_ _39"> </span> OPIS <span class="_ _6"></span><span class="ff1">GŁÓWNYCH <span class="_ _6"></span>CECH <span class="_ _10"></span>STOSO<span class="_ _0"></span>WANYCH <span class="_ _6"></span>SYSTEMÓW <span class="_ _6"></span>KONTROLI </span></span></div><div class="t m0 x88 h4 y32b ff1 fs1 fc1 sc0 ls0 ws0">WEWNĘTRZ<span class="_ _0"></span>NEJ <span class="_ _c"> </span>I <span class="_ _26"> </span>ZARZĄDZANIA <span class="_ _c"> </span>RYZYKIEM <span class="_ _c"> </span>W <span class="_ _26"> </span>ODNIESIENIU <span class="_ _c"> </span>DO </div><div class="t m0 x88 h4 y461 ff1 fs1 fc1 sc0 ls0 ws0">PROCESU SPO<span class="_ _0"></span>RZĄDZA<span class="_ _0"></span>NIA SPRAW<span class="_ _0"></span>OZDAŃ FINA<span class="_ _0"></span>SOWYC<span class="_ _0"></span>H <span class="_ _6"></span><span class="ff2"> </span></div><div class="t m0 x4 ha y25e ff1 fs4 fc1 sc0 ls0 ws0">Zarząd <span class="_ _24"> </span>Spółki <span class="_ _24"> </span>MIRBUD <span class="_ _24"> </span>S.A., <span class="_ _24"> </span>jako <span class="_ _24"> </span>jednos<span class="_ _6"></span>tki <span class="_ _24"> </span>dominującej, <span class="_ _24"> </span>jest <span class="_ _24"> </span>odpowiedzialny <span class="_ _24"> </span>za <span class="_ _24"> </span>sporz<span class="_ _6"></span>ądzenie </div><div class="t m0 x4 ha y7ad ff2 fs4 fc1 sc0 ls0 ws0">skonsolidowanego <span class="_ _27"> </span>sprawo<span class="_ _6"></span>zd<span class="ff1">ania <span class="_ _27"> </span>finansoweg<span class="_ _6"></span>o <span class="_ _1e"> </span>Grupy<span class="_ _6"></span> <span class="_ _1e"> </span>Kapitałow<span class="_ _6"></span>ej. <span class="_ _1e"> </span>Odpowia<span class="_ _6"></span>da <span class="_ _1e"> </span>równi<span class="_ _6"></span>eż <span class="_ _1e"> </span>za <span class="_ _27"> </span>sys<span class="_ _6"></span>tem <span class="_ _1e"> </span>kontroli </span></div><div class="t m0 x4 ha y7ae ff1 fs4 fc1 sc0 ls0 ws0">wewnętrznej <span class="_ _6"></span>i <span class="_ _6"></span>jego <span class="_ _6"></span>skuteczność <span class="_ _6"></span>w <span class="_ _6"></span>procesie <span class="_ _6"></span>sporządza<span class="_ _6"></span>nia s<span class="_ _6"></span>konsolidowanych <span class="_ _6"></span>spra<span class="_ _6"></span>wozdań <span class="_ _6"></span>finansowych, <span class="_ _6"></span>które </div><div class="t m0 x4 ha y7af ff1 fs4 fc1 sc0 ls0 ws0">są  przygotowywane  i  publikowane  przez  jednostkę  dominującą,  zgodnie  z  zasadami <span class="_ _29"> </span><span class="ff2 ls24">Ro</span>zporządzeniem </div><div class="t m0 x4 ha y7b0 ff1 fs4 fc1 sc0 ls0 ws0">Ministra F<span class="_ _6"></span>inansów z <span class="_ _6"></span>dnia <span class="_ _6"></span>29 <span class="_ _6"></span>marca 20<span class="_ _6"></span>18 roku <span class="_ _6"></span>w <span class="_ _6"></span>sprawie <span class="_ _6"></span>informacji <span class="_ _6"></span>bieżących <span class="_ _6"></span>i ok<span class="_ _6"></span>resowych <span class="_ _6"></span>przekazywanych </div><div class="t m0 x4 ha y7b1 ff1 fs4 fc1 sc0 ls0 ws0">przez emitentów papierów wartościowych oraz warunków uznawania za równoważne informacji wymaganych </div><div class="t m0 x4 ha y7b2 ff1 fs4 fc1 sc0 ls0 ws0">przepisami prawa <span class="_ _6"></span>państwa niebędącego <span class="_ _6"></span>państwem cz<span class="_ _6"></span>łonkowskim. <span class="ff2"> </span></div><div class="t m0 x4 ha y7b3 ff1 fs4 fc1 sc0 ls0 ws0">Założeniem <span class="_ _1e"> </span>efekty<span class="_ _6"></span>wnego <span class="_ _1e"> </span>systemu <span class="_ _1e"> </span>k<span class="_ _6"></span>ontroli <span class="_ _1e"> </span>wewnętrzn<span class="_ _6"></span>ej <span class="_ _1e"> </span>w <span class="_ _1e"> </span>sprawoz<span class="_ _6"></span>dawczości <span class="_ _1e"> </span>finansowej<span class="_ _6"></span> <span class="_ _1e"> </span>jest <span class="_ _1e"> </span>zapew<span class="_ _6"></span>nienie </div><div class="t m0 x4 ha y7b4 ff1 fs4 fc1 sc0 ls0 ws0">adekwatności <span class="_ _e"> </span>i <span class="_ _e"> </span>popraw<span class="_ _6"></span>ności <span class="_ _e"> </span>informacji <span class="_ _e"> </span>f<span class="_ _6"></span>inansowych <span class="_ _e"></span>zawarty<span class="_ _6"></span>ch <span class="_ _f"></span>w <span class="_ _e"> </span>s<span class="_ _6"></span>prawozdaniac<span class="_ _6"></span>h <span class="_ _f"></span>finanso<span class="_ _6"></span>wych <span class="_ _e"></span>i <span class="_ _e"></span>raportach </div><div class="t m0 x4 ha y7b5 ff2 fs4 fc1 sc0 ls0 ws0">okresowych. <span class="_ _10"></span>Skonsol<span class="_ _6"></span>idowane <span class="_ _10"></span>sprawozd<span class="_ _6"></span><span class="ff1">ania <span class="_ _10"></span>fin<span class="_ _6"></span>ansowe <span class="_ _10"></span>Grupy <span class="_ _10"></span>Kap<span class="_ _6"></span>itałowej <span class="_ _10"></span>sporządzane <span class="_ _f"></span>są <span class="_ _6"></span>prz<span class="_ _6"></span>ez <span class="_ _10"></span>Głównego </span></div><div class="t m0 x4 ha y740 ff1 fs4 fc1 sc0 ls0 ws0">Księgowego. <span class="_ _13"> </span>W <span class="_ _13"> </span>procesi<span class="_ _6"></span>e <span class="_ _29"> </span>s<span class="_ _6"></span>porządzania <span class="_ _13"> </span>skonsolidowanyc<span class="_ _6"></span>h <span class="_ _29"> </span>spraw<span class="_ _6"></span>ozdań <span class="_ _13"> </span>finans<span class="_ _6"></span>owych <span class="_ _13"> </span>Grupy <span class="_ _13"> </span>Kapitałowej </div><div class="t m0 x4 ha y7b6 ff1 fs4 fc1 sc0 ls0 ws0">jednym <span class="_ _1e"> </span>z <span class="_ _1e"> </span>podstawowych <span class="_ _1e"> </span>e<span class="_ _6"></span>lementów <span class="_ _e"> </span>k<span class="_ _6"></span>ontroli <span class="_ _1e"> </span>jest <span class="_ _1e"> </span>badanie <span class="_ _1e"> </span>rocznego <span class="_ _1e"> </span>sprawozd<span class="_ _6"></span>ania <span class="_ _e"> </span>f<span class="_ _6"></span>inansowego <span class="_ _1e"> </span>i <span class="_ _1e"> </span>przegląd </div><div class="t m0 x4 ha y7b7 ff1 fs4 fc1 sc0 ls0 ws0">półrocznego <span class="_ _3"></span>s<span class="_ _6"></span>prawozdania finansowego przez <span class="_ _3"></span>niezależnego<span class="_ _6"></span> <span class="_ _3"></span>bieg<span class="_ _6"></span>łego <span class="_ _3"></span>rewid<span class="_ _6"></span>enta <span class="_ _3"></span>ce<span class="_ _6"></span>lem <span class="_ _3"></span>wy<span class="_ _6"></span>rażenia <span class="_ _3"></span>prz<span class="_ _6"></span>ez <span class="_ _3"></span>n<span class="_ _6"></span>iego </div><div class="t m0 x4 ha y7b8 ff1 fs4 fc1 sc0 ls0 ws0">opinii <span class="_ _6"></span>i <span class="_ _6"></span>raporc<span class="_ _6"></span>ie <span class="_ _6"></span>czy <span class="_ _6"></span>sprawo<span class="_ _6"></span>zdanie <span class="_ _6"></span>finansowe <span class="_ _6"></span>j<span class="_ _6"></span>est <span class="_ _6"></span>prawidłowe <span class="_ _6"></span>oraz<span class="_ _6"></span> <span class="_ _6"></span>czy <span class="_ _6"></span>rzetelnie <span class="_ _10"></span>i <span class="_ _6"></span>jasno <span class="_ _10"></span>przedstawia <span class="_ _6"></span>sytuacj<span class="_ _6"></span>ę </div><div class="t m0 x4 ha y7b9 ff1 fs4 fc1 sc0 ls0 ws0">majątkową <span class="_ _10"></span>i <span class="_ _10"></span>fi<span class="_ _6"></span>nansową <span class="_ _10"></span>Gru<span class="_ _6"></span>py <span class="_ _10"></span>Kapitałowej, <span class="_ _10"></span>j<span class="_ _6"></span>ak<span class="ff2"> <span class="_ _f"></span>i <span class="_ _6"></span>j<span class="_ _6"></span>ej <span class="_ _10"></span>wynik <span class="_ _10"></span>finansowy. <span class="_ _10"></span>R<span class="_ _6"></span>oczne <span class="_ _10"></span>skonsolidow<span class="_ _6"></span>ane <span class="_ _10"></span>sprawozdanie<span class="_ _6"></span> </span></div><div class="t m0 x4 ha y7ba ff1 fs4 fc1 sc0 ls0 ws0">finansowe <span class="_ _29"> </span>Grupy <span class="_ _13"> </span>Kapitałowej <span class="_ _29"> </span>z <span class="_ _29"> </span>opin<span class="_ _6"></span>ią <span class="_ _29"> </span>biegłego <span class="_ _29"> </span>rewidenta<span class="_ _6"></span> <span class="_ _11"> </span>prz<span class="_ _6"></span>edstawiane <span class="_ _29"> </span>jes<span class="_ _6"></span>t  Wa<span class="_ _6"></span>lnemu <span class="_ _29"> </span>Zgromadze<span class="_ _6"></span>niu </div><div class="t m0 x4 ha y408 ff2 fs4 fc1 sc0 ls0 ws0">Akcjonariuszy do zatw<span class="_ _6"></span>ierdzenia. <span class="_ _6"></span> </div><div class="t m0 x4 ha y7bb ff1 fs4 fc1 sc0 ls0 ws0">Za <span class="_ _28"> </span>przygotowan<span class="_ _6"></span>ie <span class="_ _21"> </span>skons<span class="_ _6"></span>olidowanych  sprawozdań  finansowych,  okresowej  s<span class="_ _6"></span>prawozdawczości  finansowej </div><div class="t m0 x4 ha y7bc ff1 fs4 fc1 sc0 ls0 ws0">Grupy Kapitałowej <span class="_ _3"></span>od<span class="_ _6"></span>powiedzialny jest <span class="_ _3"></span>pion finansowo<span class="ff2">-<span class="_ _6"></span></span>księgowy kierowany przez <span class="_ _3"></span>Dyr<span class="_ _6"></span>ektora <span class="_ _0"></span>ds. E<span class="_ _0"></span>konomiczno </div><div class="t m0 x4 ha y7bd ff1 fs4 fc1 sc0 ls0 ws0">–<span class="ff2"> <span class="_ _12"> </span></span>Finanso<span class="_ _6"></span>wych. <span class="_ _1d"> </span>Przygotowywani<span class="_ _6"></span>e <span class="_ _12"> </span>skonso<span class="_ _6"></span>lidowanych <span class="_ _1d"> </span>sprawozdań <span class="_ _1d"> </span>finansowyc<span class="_ _6"></span>h <span class="_ _12"> </span>i <span class="_ _1d"> </span>raportów<span class="_ _6"></span> <span class="_ _12"> </span>okresowyc<span class="_ _6"></span>h </div><div class="t m0 x4 ha y3e5 ff1 fs4 fc1 sc0 ls0 ws0">rozpoczyna się po akcept<span class="_ _6"></span>acji ok<span class="_ _6"></span>resowych sprawozdań<span class="_ _6"></span> Spółek przez Głównego<span class="_ _6"></span> Księgowego i Zarz<span class="_ _6"></span>ąd Spółki.<span class="_ _6"></span><span class="ff2"> </span></div><div class="t m0 x4 ha y79c ff1 fs4 fc1 sc0 ls0 ws0">Grupa <span class="_ _28"> </span>Kapitałowa <span class="_ _28"> </span>zarządz<span class="_ _6"></span>a <span class="_ _21"> </span>ryzy<span class="_ _6"></span>kiem <span class="_ _21"> </span>w  odniesieniu <span class="_ _21"> </span>do  procesu <span class="_ _21"> </span>sporz<span class="_ _6"></span>ądzania <span class="_ _21"> </span>s<span class="_ _6"></span>prawozdań <span class="_ _21"> </span>f<span class="_ _6"></span>inansowych </div><div class="t m0 x4 ha y589 ff1 fs4 fc1 sc0 ls0 ws0">również <span class="_ _1b"> </span>poprzez <span class="_ _1a"> </span>ś<span class="_ _6"></span>ledzenie <span class="_ _1b"> </span>na <span class="_ _1b"> </span>bieżąco <span class="_ _1b"> </span>zmian <span class="_ _1a"> </span>wy<span class="_ _6"></span>maganych <span class="_ _1b"> </span>przez <span class="_ _1b"> </span>przepisy<span class="_ _6"></span> <span class="_ _1a"> </span>i <span class="_ _1b"> </span>regulacje <span class="_ _c"> </span>zewnętrz<span class="_ _6"></span>ne </div><div class="t m0 x4 ha y79d ff1 fs4 fc1 sc0 ls0 ws0">odnoszących <span class="_ _14"> </span>s<span class="_ _6"></span>ię <span class="_ _14"> </span>do <span class="_ _1a"> </span>wymogów <span class="_ _1a"> </span>sprawoz<span class="_ _6"></span>dawczych <span class="_ _14"> </span>spółek<span class="_ _6"></span> <span class="_ _14"> </span>giełdowy<span class="_ _6"></span>ch <span class="_ _14"> </span>i <span class="_ _14"> </span>pr<span class="_ _6"></span>zygotowywanie<span class="_ _6"></span> <span class="_ _14"> </span>się <span class="_ _14"> </span>d<span class="_ _6"></span>o <span class="_ _14"> </span>ich<span class="_ _6"></span> </div><div class="t m0 x4 ha y79e ff2 fs4 fc1 sc0 ls0 ws0">wprowadzenia ze znaczny<span class="_ _6"></span>m wyprzedzen<span class="_ _6"></span>iem czasowym<span class="_ _6"></span>. </div><div class="t m0 x4 ha y376 ff1 fs4 fc1 sc0 ls0 ws0">Zarząd <span class="_ _6"></span>Spółki stw<span class="_ _6"></span>ierdza, ż<span class="_ _6"></span>e na <span class="_ _6"></span>dzień <span class="_ _6"></span>3<span class="_ _6"></span><span class="ff2">1 grud<span class="_ _6"></span>nia 20<span class="_ _6"></span>21 <span class="_ _6"></span></span>roku nie <span class="_ _6"></span>istniały <span class="_ _6"></span>i w <span class="_ _6"></span>ch<span class="_ _6"></span>wili obecnej <span class="_ _6"></span>nie <span class="_ _6"></span>istnieją <span class="_ _6"></span>czy<span class="_ _10"></span><span class="ff2">nniki </span></div><div class="t m0 x4 ha y377 ff1 fs4 fc1 sc0 ls0 ws0">mogące wpływać na<span class="_ _6"></span> rzetelność i poprawność<span class="_ _6"></span> sporządzanych sk<span class="_ _6"></span>onsolidowanych sprawozdań<span class="_ _6"></span> finansowych.<span class="_ _10"></span><span class="ff2"> </span></div><div class="t m0 x4 ha y58d ff1 fs4 fc1 sc0 ls0 ws0">W <span class="_ _f"></span>dn<span class="_ _6"></span>iu <span class="_ _f"></span>23 <span class="_ _e"> </span>paźdz<span class="_ _6"></span>iernika <span class="_ _e"> </span>2009<span class="ff2"> <span class="_ _e"> </span></span>r<span class="_ _6"></span>. <span class="_ _f"></span>Na<span class="_ _6"></span>dzwyczajne <span class="_ _e"> </span>Walne <span class="_ _e"> </span>Zgroma<span class="_ _6"></span>dzenie <span class="_ _e"> </span>Akcjonari<span class="_ _6"></span>uszy <span class="_ _e"></span>MIRBUD <span class="_ _e"> </span>S.A. <span class="_ _e"> </span>podjęł<span class="_ _6"></span>o </div><div class="t m0 x4 ha y7be ff1 fs4 fc1 sc0 ls0 ws0">uchwałę <span class="_ _c"> </span>nr <span class="_ _26"> </span>24/2009 <span class="_ _c"> </span>prz<span class="_ _6"></span>yjmującą <span class="_ _c"> </span>Międzynar<span class="_ _6"></span>odowe <span class="_ _c"> </span>Standardy <span class="_ _26"> </span>R<span class="_ _6"></span>achunkowości <span class="_ _26"> </span>(MSR) <span class="_ _c"> </span>za <span class="_ _c"> </span>podstaw<span class="_ _6"></span>ę </div><div class="t m0 x4 ha y7bf ff1 fs4 fc1 sc0 ls0 ws0">sporządzenia <span class="_ _13"> </span>sprawoz<span class="_ _6"></span>dania <span class="_ _13"> </span>finansow<span class="_ _6"></span>ego <span class="_ _13"> </span>Spółki <span class="_ _12"> </span>i <span class="_ _13"> </span>skonsolidowane<span class="_ _6"></span>go <span class="_ _13"> </span>sprawozdania <span class="_ _13"> </span>f<span class="_ _6"></span>inansowego <span class="_ _13"> </span>gru<span class="_ _6"></span>py </div></div></div><div class="pi" ></div></div><div id="pf45" class="pf w0 h0" ><div class="pc pc45 w0 h0"><img class="bi x6 y2b we5 hc2" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w3 h0"><div class="t m0 x9c h8 y6e0 ff4 fs3 fc3 sc0 ls0 ws0">SPRAWOZDANE ZARZĄDU Z DZIAŁALNOŚCI<span class="ff3"> MIRBUD S.A. ZA <span class="ls4">ROK</span> <span class="ls5">20</span>21<span class="fc4"> </span></span></div><div class="t m0 x4 h6 y6e1 ff3 fs2 fc1 sc0 ls0 ws0"> </div></div><div class="c x4 y2e wba h9"><div class="t m0 x127 ha y2f ff2 fs4 fc3 sc0 ls0 ws0">MIRBUD <span class="ls6">| </span><span class="ff1">INF<span class="_ _6"></span>ORMACJE U<span class="_ _6"></span>ZUPEŁNIAJĄCE<span class="_ _6"></span></span> </div></div><div class="c x9 y2e wbb h9"><div class="t m0 xa hb y30 ff3 fs1 fc0 sc0 ls11 ws0">69<span class="fs2 ls0"> </span></div></div><div class="c x0 y0 w3 h0"><div class="t m0 x4 h6 y31 ff3 fs2 fc1 sc0 ls0 ws0"> </div></div><div class="c xb y6e2 w7 h7f"><div class="t m0 xc hd y673 ff5 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x0 y0 w3 h0"><div class="t m0 x4 ha y7a5 ff1 fs4 fc1 sc0 ls0 ws0">kapitałowej  MIR<span class="_ _6"></span>BUD  S.A.<span class="_ _6"></span>  za  rok <span class="_ _29"> </span>2010,  or<span class="_ _6"></span>az  spra<span class="_ _6"></span>wozdań  finansowy<span class="_ _6"></span>ch  odp<span class="_ _6"></span>owiednio  za <span class="_ _11"> </span>k<span class="_ _6"></span>olejne  okr<span class="_ _6"></span>esy </div><div class="t m0 x4 ha y7a6 ff1 fs4 fc1 sc0 ls0 ws0">sprawozdawcze. Uch<span class="_ _6"></span>wała weszła w ży<span class="_ _6"></span>cie z dniem pojęc<span class="_ _6"></span>ia i wywiera skutki od d<span class="_ _6"></span>nia 01.01.2010 r.<span class="_ _6"></span><span class="ff2"> </span></div><div class="t m0 x4 ha y7a7 ff2 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 x4 ha y7a8 ff1 fs4 fc1 sc0 ls0 ws0">W <span class="_ _27"> </span>dn<span class="_ _6"></span>iu <span class="_ _27"> </span>21<span class="_ _6"></span>.12.2009 <span class="_ _21"> </span>r. <span class="_ _21"> </span>Zarząd <span class="_ _21"> </span>Spółki <span class="_ _27"> </span>p<span class="_ _6"></span>odjął <span class="_ _27"> </span>uch<span class="_ _6"></span>wałę <span class="_ _21"> </span>nr <span class="_ _21"> </span>XII <span class="_ _27"> </span>w <span class="_ _21"> </span>sprawie <span class="_ _21"> </span>przyj<span class="_ _6"></span>ęcia <span class="_ _21"> </span>nowych <span class="_ _21"> </span>Zasad <span class="_ _27"> </span>(<span class="_ _6"></span>Polityki) </div><div class="t m0 x4 ha y7a9 ff1 fs4 fc1 sc0 ls0 ws0">Rachunkowości dla Grupy<span class="_ _6"></span> Kapitałowej MIR<span class="_ _6"></span>BUD.<span class="ff2"> </span></div><div class="t m0 x4 h4 y5f ff2 fs1 fc1 sc0 ls7 ws0">12.<span class="ls0"> <span class="_ _39"> </span><span class="ff1">INFORMA<span class="_ _0"></span>CJE UZUPEŁ<span class="_ _3"></span>NIAJĄCE<span class="ff2"> </span></span></span></div><div class="t m0 x4 h10 y7c0 ff7 fs0 fc1 sc0 ls0 ws0">12.1. <span class="_ _c"> </span>Akcjonariat<span class="ff2"> </span></div><div class="t m0 x4 h10 y7c1 ff7 fs0 fc1 sc0 ls0 ws0">12.1.1. <span class="_ _28"> </span>Informacja <span class="_ _d"> </span>o <span class="_ _33"> </span>dywidendzie <span class="_ _d"> </span>wy<span class="ff8">płaconej <span class="_ _33"> </span>w <span class="_ _d"> </span>okresie <span class="_ _33"> </span>od <span class="_ _d"> </span>01.01.20</span>21<span class="_ _6"></span>r <span class="_ _d"> </span>do </div><div class="t m0 x128 h10 y7c2 ff7 fs0 fc1 sc0 ls0 ws0">31.<span class="ls3a">12</span>.202<span class="_ _6"></span>1<span class="ls2b">r.</span><span class="ff2"> </span></div><div class="t m0 x4 ha y7c3 ff2 fs4 fc1 sc0 ls0 ws0">W okresie 01.01-3<span class="_ _6"></span>1.<span class="ls14">12</span>.2021 r. <span class="_ _6"></span><span class="ff1">MIRBUD S.A. dokonyw<span class="_ _6"></span>ała wypłat</span>y<span class="_ _6"></span> dywidendy. </div><div class="t m0 x4 ha y45f ff2 fs4 fc1 sc0 ls0 ws0">W <span class="_ _21"> </span>dniu <span class="_ _21"> </span><span class="ls14">24</span> <span class="_ _21"> </span>cz<span class="_ _6"></span>erwca <span class="_ _21"> </span>2021  r. <span class="_ _27"> </span><span class="ff1">Z<span class="_ _6"></span>wyczajne <span class="_ _21"> </span>Walne <span class="_ _21"> </span>Zgromadzenie  A<span class="_ _0"></span>kcjonariuszy <span class="_ _28"> </span>MIRBUD <span class="_ _21"> </span>S.A., <span class="_ _21"> </span>dzi<span class="_ _6"></span>ałając <span class="_ _21"> </span>na </span></div><div class="t m0 x4 ha y460 ff1 fs4 fc1 sc0 ls0 ws0">podstawie <span class="_ _3"></span>art. <span class="_ _0"></span>395 <span class="_ _3"></span>§ <span class="_ _3"></span>2 <span class="_ _3"></span>pk<span class="_ _6"></span>t <span class="_ _3"></span>2 <span class="_ _3"></span>Kodeksu <span class="_ _3"></span>s<span class="_ _6"></span>półek <span class="_ _3"></span>handlowyc<span class="_ _6"></span>h, <span class="_ _3"></span>po <span class="_ _3"></span>uprzednim <span class="_ _3"></span>roz<span class="_ _6"></span>patrzeniu <span class="_ _3"></span>postanawi<span class="_ _6"></span>a <span class="_ _3"></span>z <span class="_ _3"></span>zys<span class="_ _6"></span>ku <span class="_ _3"></span>netto </div><div class="t m0 x4 ha y7c4 ff2 fs4 fc1 sc0 ls0 ws0">w <span class="_ _13"> </span>kwoc<span class="_ _6"></span>ie <span class="_ _13"> </span>19.425.131,6<span class="_ _6"></span>6 <span class="ff1">zł <span class="_ _13"> </span>osią<span class="_ _6"></span>gniętego <span class="_ _13"> </span>w <span class="_ _12"> </span>roku <span class="_ _12"> </span>obrotowym <span class="_ _12"> </span>obejmuj<span class="_ _6"></span>ącym <span class="_ _13"> </span>ok<span class="_ _6"></span>res <span class="_ _13"> </span>od <span class="_ _12"> </span>01.01.2020<span class="_ _6"></span></span> <span class="_ _12"> </span>r. <span class="_ _12"> </span>do </div><div class="t m0 x4 ha y1b8 ff2 fs4 fc1 sc0 ls0 ws0">31.12.2020 <span class="_ _21"> </span><span class="ff1">r. <span class="_ _21"> </span>prz<span class="_ _6"></span>eznaczyć <span class="_ _21"> </span>na <span class="_ _21"> </span>wy<span class="_ _6"></span>płatę <span class="_ _21"> </span>dywidendy <span class="_ _21"> </span>k<span class="_ _6"></span>wotę <span class="_ _21"> </span>w  wysokości <span class="_ _21"> </span>7.339.5<span class="_ _6"></span>36,00 <span class="_ _21"> </span>zł, <span class="_ _21"> </span>tj. <span class="_ _21"> </span>0,08 <span class="_ _28"> </span>zł <span class="_ _21"> </span>brutto </span></div><div class="t m0 x4 ha y7c5 ff1 fs4 fc1 sc0 ls0 ws0">(słownie: <span class="_ _29"> </span>os<span class="_ _6"></span>iem <span class="_ _29"> </span>groszy)<span class="_ _6"></span> <span class="_ _29"> </span>na <span class="_ _29"> </span>j<span class="_ _6"></span>edną <span class="_ _29"> </span>akcję <span class="_ _13"> </span>oraz <span class="_ _29"> </span>wy<span class="_ _6"></span>łączyć <span class="_ _13"> </span>od <span class="_ _29"> </span>podziału <span class="_ _29"> </span>p<span class="_ _6"></span>ozostałą <span class="_ _29"> </span>cz<span class="_ _6"></span>ęść <span class="_ _29"> </span>zys<span class="_ _6"></span>ku <span class="_ _29"> </span>w <span class="_ _29"> </span>kwoc<span class="_ _6"></span>ie </div><div class="t m0 x4 ha y464 ff1 fs4 fc1 sc0 ls0 ws0">12.085.595,66 zł  i prz<span class="_ _6"></span>eznaczyć<span class="_ _6"></span> ją na kapitał zapasowy Spółki<span class="_ _10"></span><span class="ff2"> </span></div><div class="t m0 x4 ha y7c6 ff2 fs4 fc1 sc0 ls0 ws0">Zwyczajne <span class="_ _27"> </span>Walne <span class="_ _27"> </span>Zgroma<span class="_ _6"></span>dzenie <span class="_ _1e"> </span>Akc<span class="_ _6"></span>jonariuszy <span class="_ _27"> </span>MIRBUD <span class="_ _27"> </span>S.<span class="_ _10"></span><span class="ff1">A., <span class="_ _1e"> </span>dzia<span class="_ _6"></span>łając <span class="_ _1e"> </span>na <span class="_ _27"> </span>pods<span class="_ _6"></span>tawie <span class="_ _1e"> </span>art. <span class="_ _27"> </span>348 <span class="_ _27"> </span>§ <span class="_ _27"> </span>3 <span class="_ _27"> </span>i <span class="_ _27"> </span>§ <span class="_ _27"> </span>4 </span></div><div class="t m0 x4 ha y57d ff1 fs4 fc1 sc0 ls0 ws0">Kodeksu <span class="_ _e"> </span>spół<span class="_ _6"></span>ek <span class="_ _e"> </span>handlowyc<span class="_ _6"></span>h, <span class="_ _e"></span>w <span class="_ _e"> </span>związku <span class="_ _1e"> </span>z <span class="_ _e"> </span>podjęc<span class="_ _6"></span>iem <span class="_ _e"> </span>Uchwa<span class="_ _6"></span>ły <span class="_ _e"></span>nr <span class="_ _e"> </span>9/2021 <span class="_ _1e"> </span>z <span class="_ _e"> </span>d<span class="_ _6"></span>nia <span class="_ _e"></span>24 <span class="_ _e"> </span>c<span class="_ _6"></span>zerwca <span class="_ _e"> </span>2021 <span class="_ _1e"> </span>roku <span class="_ _1e"> </span>w </div><div class="t m0 x4 ha y1f5 ff1 fs4 fc1 sc0 ls0 ws0">sprawie podziału <span class="_ _6"></span>zysku nett<span class="_ _6"></span>o Spółki za r<span class="_ _6"></span>ok 2020 i prz<span class="_ _6"></span>eznaczeniem z <span class="_ _6"></span>tego zysku <span class="_ _6"></span>na wypłatę dywid<span class="_ _6"></span>endy kwoty </div><div class="t m0 x4 ha y7c7 ff2 fs4 fc1 sc0 ls0 ws0">w <span class="_ _3"></span>wy<span class="_ _6"></span>soko<span class="ff1">ści <span class="_ _0"></span>7.339.536,00 zł <span class="_ _3"></span>(słown<span class="_ _6"></span>ie: <span class="_ _3"></span>sie<span class="_ _6"></span>dem <span class="_ _3"></span>m<span class="_ _6"></span>ilionów <span class="_ _0"></span>trzysta <span class="_ _0"></span>trzydzieści dziewięć <span class="_ _3"></span>ty<span class="_ _6"></span>sięcy <span class="_ _3"></span>p<span class="_ _6"></span>ięćset <span class="_ _3"></span>trzy<span class="_ _6"></span>dzieści </span></div><div class="t m0 x4 ha y7c8 ff1 fs4 fc1 sc0 ls0 ws0">sześć złotych 00/100), tj<span class="_ _6"></span>. 0,08 zł brutto (słown<span class="_ _6"></span>ie: osiem groszy<span class="_ _6"></span>) na jedną akcję, postanaw<span class="_ _6"></span>ia ustalić: <span class="_ _10"></span><span class="ff2"> </span></div><div class="t m0 x4 ha y7c9 ff15 fs4 fc1 sc0 ls0 ws0">−<span class="ff2"> <span class="ff1">dzień dywidendy (D) n<span class="_ _6"></span>a dzień 01 lipca 2021 rok<span class="_ _6"></span>u,</span>  </span></div><div class="t m0 x4 ha y7ca ff15 fs4 fc1 sc0 ls0 ws0">−<span class="ff2"> <span class="ff1">dzień wypłaty dywid<span class="_ _6"></span>endy (W) na dzień 16 s<span class="_ _6"></span>ierpnia 2021 roku<span class="_ _6"></span></span> </span></div><div class="t m0 x4 ha y7cb ff1 fs4 fc1 sc0 ls0 ws0">Dywidenda została wy<span class="_ _6"></span>płacona w wyznaczonym uch<span class="_ _6"></span>wałą terminie.<span class="_ _10"></span><span class="ff2"> </span></div><div class="t m0 x4 h3 y7cc ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x4 h10 y7cd ff7 fs0 fc1 sc0 ls0 ws0">12.1.2. <span class="_ _28"> </span><span class="ff8">Informacje o nabyciu i sprzedaży akcji własnych</span> </div><div class="t m0 x4 ha y2d1 ff1 fs4 fc1 sc0 ls0 ws0">W omawianym okres<span class="_ _6"></span>ie MIRBUD S.A. nie dok<span class="_ _6"></span>onywał nabycia ani sprze<span class="_ _6"></span>daży akcji własnych.<span class="_ _10"></span><span class="ff2"> </span></div><div class="t m0 x4 ha y351 ff2 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 x4 h10 y36a ff7 fs0 fc1 sc0 ls0 ws0">12.1.3. <span class="_ _28"> </span><span class="ff8">Akcje Spół</span><span class="ls3b">ki</span> </div><div class="t m0 x4 ha y765 ff1 fs4 fc1 sc0 ls0 ws0">Na <span class="_ _3"></span>dzień <span class="_ _0"></span>3<span class="ff2">1.<span class="ls8">12<span class="lsc">.20</span></span>21 <span class="_ _0"></span>r. <span class="_ _3"></span>k<span class="ff1">api<span class="_ _6"></span>tał <span class="_ _3"></span>zakładowy podzielony <span class="_ _3"></span>jest <span class="_ _3"></span>na<span class="_ _6"></span> <span class="_ _0"></span><span class="ff2 ls14">91<span class="ls0"> 744 2<span class="ff1">00 <span class="_ _5"></span>ak<span class="_ _6"></span>cji <span class="_ _3"></span>na<span class="_ _6"></span> <span class="_ _3"></span>okaziciela<span class="_ _6"></span> <span class="_ _3"></span>w <span class="_ _3"></span>pe<span class="_ _6"></span>łni <span class="_ _3"></span>opłaconych </span></span></span></span></span></div><div class="t m0 x4 ha y7ce ff1 fs4 fc1 sc0 ls0 ws0">o wartości nominalnej<span class="_ _6"></span> 0,10 zł każda.<span class="_ _6"></span><span class="ff2"> </span></div><div class="t m0 x4 ha y7cf ff2 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 x4 h24 y7d0 ff9 fs5 fc1 sc0 ls0 ws0">Tabela: Struktura<span class="_ _0"></span> kapitału akc<span class="_ _0"></span>yjnego<span class="ffa"> </span></div></div><div class="c x8 y7d1 wf1 hd6"><div class="t m0 xc8 h26 y7d2 ff7 fs5 fc0 sc0 ls0 ws0">l.p. </div></div><div class="c x129 y7d1 wf2 hd6"><div class="t m0 x52 h26 y7d2 ff7 fs5 fc0 sc0 ls0 ws0">Seria akcji </div></div><div class="c x58 y7d1 wf3 hd6"><div class="t m0 x6a h26 y7d2 ff7 fs5 fc0 sc0 ls0 ws0">Liczba akcji </div></div><div class="c xd0 y7d1 wf4 hd6"><div class="t m0 x31 h26 y7d3 ff8 fs5 fc0 sc0 ls0 ws0">Wartość </div><div class="t m0 x6a h26 y7d2 ff7 fs5 fc0 sc0 ls0 ws0">nominalna </div><div class="t m0 x28 h26 y4ec ff7 fs5 fc0 sc0 ls0 ws0">jednej akcji<span class="_ _0"></span> </div></div><div class="c x12a y7d1 wf5 hd6"><div class="t m0 xa h26 y7d3 ff8 fs5 fc0 sc0 ls0 ws0">Kapitał zakład<span class="_ _0"></span>owy </div><div class="t m0 x30 h26 y7d2 ff7 fs5 fc0 sc0 ls0 ws0">zarejestrowany<span class="_ _0"></span> w </div><div class="t m0 x45 h26 y4ec ff8 fs5 fc0 sc0 ls0 ws0">tys zł<span class="ff7"> </span></div></div><div class="c xcd y7d1 wf6 hd6"><div class="t m0 x47 h26 y7d3 ff8 fs5 fc0 sc0 ls0 ws0">Sposób </div><div class="t m0 x12b h26 y7d2 ff7 fs5 fc0 sc0 ls0 ws0">pokrycia </div><div class="t m0 x55 h26 y4ec ff8 fs5 fc0 sc0 ls0 ws0">kapitału<span class="ff7"> </span></div></div><div class="c x69 y7d1 wf7 hd6"><div class="t m0 x50 h26 y7d2 ff7 fs5 fc0 sc0 ls0 ws0">Data rejestra<span class="_ _0"></span>cji </div></div><div class="c x8 y3ec wf1 hba"><div class="t m0 xde h26 y7d4 ff7 fs5 fc1 sc0 ls0 ws0">1 </div></div><div class="c x129 y3ec wf2 hba"><div class="t m0 x6c h26 y7d4 ff7 fs5 fc1 sc0 ls0 ws0">A </div></div><div class="c x58 y3ec wf3 hba"><div class="t m0 xba h28 y7d4 ff2 fs5 fc1 sc0 ls0 ws0"> 19 500 000    <span class="_ _0"></span> </div></div><div class="c xd0 y3ec wf4 hba"><div class="t m0 x44 h28 y7d4 ff1 fs5 fc1 sc0 ls0 ws0">0,10 zł<span class="ff2"> </span></div></div><div class="c x12a y3ec wf5 hba"><div class="t m0 xc4 h28 y7d4 ff2 fs5 fc1 sc0 ls0 ws0">1 950     </div></div><div class="c xcd y3ec wf6 hba"><div class="t m0 x55 h28 y7d4 ff1 fs5 fc1 sc0 ls0 ws0">gotówka<span class="ff2"> </span></div></div><div class="c x69 y3ec wf7 hba"><div class="t m0 x4e h26 y7d4 ff7 fs5 fc1 sc0 ls0 ws0">22.12.2006r. </div></div><div class="c x8 y4fc wf1 hba"><div class="t m0 xde h26 y7d4 ff7 fs5 fc1 sc0 ls0 ws0">2 </div></div><div class="c x129 y4fc wf2 hba"><div class="t m0 x6c h26 y7d4 ff7 fs5 fc1 sc0 ls0 ws0">B </div></div><div class="c x58 y4fc wf3 hba"><div class="t m0 x21 h28 y7d4 ff2 fs5 fc1 sc0 ls0 ws0">14 625 000     </div></div><div class="c xd0 y4fc wf4 hba"><div class="t m0 x44 h28 y7d4 ff1 fs5 fc1 sc0 ls0 ws0">0,10 zł<span class="ff2"> </span></div></div><div class="c x12a y4fc wf5 hba"><div class="t m0 xc4 h28 y7d4 ff2 fs5 fc1 sc0 ls0 ws0">1 462     </div></div><div class="c xcd y4fc wf6 hba"><div class="t m0 x55 h28 y7d4 ff1 fs5 fc1 sc0 ls0 ws0">gotówka<span class="ff2"> </span></div></div><div class="c x69 y4fc wf7 hba"><div class="t m0 x4e h26 y7d4 ff7 fs5 fc1 sc0 ls0 ws0">22.12.2006r. </div></div><div class="c x8 y7d5 wf1 ha2"><div class="t m0 xde h26 y4d4 ff7 fs5 fc1 sc0 ls0 ws0">3 </div></div><div class="c x129 y7d5 wf2 ha2"><div class="t m0 x6c h26 y4d4 ff7 fs5 fc1 sc0 ls0 ws0">C </div></div><div class="c x58 y7d5 wf3 ha2"><div class="t m0 x50 h28 y4d4 ff2 fs5 fc1 sc0 ls0 ws0">2 264 000     </div></div><div class="c xd0 y7d5 wf4 ha2"><div class="t m0 x44 h28 y4d4 ff1 fs5 fc1 sc0 ls0 ws0">0,10 zł<span class="ff2"> </span></div></div><div class="c x12a y7d5 wf5 ha2"><div class="t m0 xd5 h28 y4d4 ff2 fs5 fc1 sc0 ls0 ws0">226     </div></div><div class="c xcd y7d5 wf6 ha2"><div class="t m0 x55 h28 y4d4 ff1 fs5 fc1 sc0 ls0 ws0">gotówka<span class="ff2"> </span></div></div><div class="c x69 y7d5 wf7 ha2"><div class="t m0 x4e h26 y4d4 ff7 fs5 fc1 sc0 ls0 ws0">22.12.2006r. </div></div><div class="c x8 y7d6 wf1 hba"><div class="t m0 xde h26 y7d7 ff7 fs5 fc1 sc0 ls0 ws0">4 </div></div><div class="c x129 y7d6 wf2 hba"><div class="t m0 x6c h26 y7d7 ff7 fs5 fc1 sc0 ls0 ws0">D </div></div><div class="c x58 y7d6 wf3 hba"><div class="t m0 x50 h28 y7d7 ff2 fs5 fc1 sc0 ls0 ws0">3 611 000     </div></div><div class="c xd0 y7d6 wf4 hba"><div class="t m0 x44 h28 y7d7 ff1 fs5 fc1 sc0 ls0 ws0">0,10 zł<span class="ff2"> </span></div></div><div class="c x12a y7d6 wf5 hba"><div class="t m0 xd5 h28 y7d7 ff2 fs5 fc1 sc0 ls0 ws0">361     </div></div><div class="c xcd y7d6 wf6 hba"><div class="t m0 x55 h28 y7d7 ff1 fs5 fc1 sc0 ls0 ws0">gotówka<span class="ff2"> </span></div></div><div class="c x69 y7d6 wf7 hba"><div class="t m0 x4e h26 y7d7 ff7 fs5 fc1 sc0 ls0 ws0">22.12.2006r. </div></div><div class="c x8 y7d8 wf1 hba"><div class="t m0 xde h26 y7d4 ff7 fs5 fc1 sc0 ls0 ws0">5 </div></div><div class="c x129 y7d8 wf2 hba"><div class="t m0 x6c h26 y7d4 ff7 fs5 fc1 sc0 ls0 ws0">E </div></div><div class="c x58 y7d8 wf3 hba"><div class="t m0 x50 h28 y7d4 ff2 fs5 fc1 sc0 ls0 ws0">5 000 000 </div></div><div class="c xd0 y7d8 wf4 hba"><div class="t m0 x44 h28 y7d4 ff1 fs5 fc1 sc0 ls0 ws0">0,10 zł<span class="ff2"> </span></div></div><div class="c x12a y7d8 wf5 hba"><div class="t m0 xc4 h28 y7d4 ff2 fs5 fc1 sc0 ls13 ws0">500<span class="ls0"> 0 </span></div></div><div class="c xcd y7d8 wf6 hba"><div class="t m0 x55 h28 y7d4 ff1 fs5 fc1 sc0 ls0 ws0">gotówka<span class="ff2"> </span></div></div><div class="c x69 y7d8 wf7 hba"><div class="t m0 x4e h26 y7d4 ff7 fs5 fc1 sc0 ls0 ws0">11.12.2009r. </div></div></div><div class="pi" ></div></div><div id="pf46" class="pf w0 h0" ><div class="pc pc46 w0 h0"><img class="bi x6 y2b we5 hc2" alt="" 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"/><div class="c x0 y0 w3 h0"><div class="t m0 x9c h8 y6e0 ff4 fs3 fc3 sc0 ls0 ws0">SPRAWOZDANE ZARZĄDU Z DZIAŁALNOŚCI<span class="ff3"> MIRBUD S.A. ZA <span class="ls4">ROK</span> <span class="ls5">20</span>21<span class="fc4"> </span></span></div><div class="t m0 x4 h6 y6e1 ff3 fs2 fc1 sc0 ls0 ws0"> </div></div><div class="c x4 y2e wba h3c"><div class="t m0 x49 ha y173 ff2 fs4 fc3 sc0 ls0 ws0">MIRBUD <span class="ls6">| </span><span class="ff1">Z<span class="_ _6"></span>estawienie stanu posi<span class="_ _6"></span>adania akcji emitenta<span class="_ _6"></span> lub uprawnień do<span class="_ _6"></span></span> nich prze<span class="_ _6"></span>z </div><div class="t m0 x91 ha y222 ff1 fs4 fc3 sc0 ls0 ws0">osoby zarządzające i <span class="_ _6"></span>nadzorujące emitenta<span class="_ _6"></span><span class="ff2"> </span></div></div><div class="c x9 y2e wbb h3c"><div class="t m0 xa hb y223 ff3 fs1 fc0 sc0 ls11 ws0">70<span class="fs2 ls0"> </span></div></div><div class="c x0 y0 w3 h0"><div class="t m0 x4 h6 y31 ff3 fs2 fc1 sc0 ls0 ws0"> </div></div><div class="c xb y6e2 w7 h7f"><div class="t m0 xc hd y673 ff5 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x8 y7d9 wf1 ha2"><div class="t m0 xde h26 y4d4 ff7 fs5 fc1 sc0 ls0 ws0">6 </div></div><div class="c x129 y7d9 wf2 ha2"><div class="t m0 x6c h26 y4d4 ff7 fs5 fc1 sc0 ls0 ws0">F </div></div><div class="c x58 y7d9 wf3 ha2"><div class="t m0 x21 h28 y4d4 ff2 fs5 fc1 sc0 ls13 ws0">10<span class="ls0"> 000 000 </span></div></div><div class="c xd0 y7d9 wf4 ha2"><div class="t m0 x44 h28 y4d4 ff1 fs5 fc1 sc0 ls0 ws0">0,10 zł<span class="ff2"> </span></div></div><div class="c x12a y7d9 wf5 ha2"><div class="t m0 xc4 h28 y4d4 ff2 fs5 fc1 sc0 ls0 ws0">1 <span class="ls13">000</span> </div></div><div class="c xcd y7d9 wf6 ha2"><div class="t m0 x55 h28 y4d4 ff1 fs5 fc1 sc0 ls0 ws0">gotówka<span class="ff2"> </span></div></div><div class="c x69 y7d9 wf7 ha2"><div class="t m0 x4e h26 y4d4 ff7 fs5 fc1 sc0 ls0 ws0">03.03.2010r. </div></div><div class="c x8 y7da wf1 hd7"><div class="t m0 xde h26 y7d4 ff7 fs5 fc1 sc0 ls0 ws0">7 </div></div><div class="c x129 y7da wf2 hd7"><div class="t m0 x4e h26 y7d4 ff7 fs5 fc1 sc0 ls0 ws0">G </div></div><div class="c x58 y7da wf3 hd7"><div class="t m0 x21 h28 y7d4 ff2 fs5 fc1 sc0 ls13 ws0">10<span class="ls0"> 000 000 </span></div></div><div class="c xd0 y7da wf4 hd7"><div class="t m0 x44 h28 y7d4 ff1 fs5 fc1 sc0 ls0 ws0">0,10 zł<span class="ff2"> </span></div></div><div class="c x12a y7da wf5 hd7"><div class="t m0 x4c h28 y7d4 ff2 fs5 fc1 sc0 ls0 ws0">1 <span class="ls13">000</span>  </div></div><div class="c xcd y7da wf6 hd7"><div class="t m0 x55 h28 y7d4 ff1 fs5 fc1 sc0 ls0 ws0">gotówka<span class="ff2"> </span></div></div><div class="c x69 y7da wf7 hd7"><div class="t m0 x4e h26 y7d4 ff7 fs5 fc1 sc0 ls0 ws0">19.05.2010r. </div></div><div class="c x8 y1f9 wf1 ha2"><div class="t m0 xde h26 y4d4 ff7 fs5 fc1 sc0 ls0 ws0">8 </div></div><div class="c x129 y1f9 wf2 ha2"><div class="t m0 x6c h26 y4d4 ff7 fs5 fc1 sc0 ls0 ws0">H </div></div><div class="c x58 y1f9 wf3 ha2"><div class="t m0 x21 h28 y4d4 ff2 fs5 fc1 sc0 ls13 ws0">10<span class="ls0"> 000 000 </span></div></div><div class="c xd0 y1f9 wf4 ha2"><div class="t m0 x44 h28 y4d4 ff1 fs5 fc1 sc0 ls0 ws0">0,10 zł<span class="ff2"> </span></div></div><div class="c x12a y1f9 wf5 ha2"><div class="t m0 xc4 h28 y4d4 ff2 fs5 fc1 sc0 ls0 ws0">1 000 </div></div><div class="c xcd y1f9 wf6 ha2"><div class="t m0 x55 h28 y4d4 ff1 fs5 fc1 sc0 ls0 ws0">gotówka<span class="ff2"> </span></div></div><div class="c x69 y1f9 wf7 ha2"><div class="t m0 x4e h26 y4d4 ff7 fs5 fc1 sc0 ls0 ws0">18.08.2010r. </div></div><div class="c x8 y7db wf1 ha2"><div class="t m0 xde h26 y4d4 ff7 fs5 fc1 sc0 ls0 ws0">9 </div></div><div class="c x129 y7db wf2 ha2"><div class="t m0 x61 h26 y4d4 ff7 fs5 fc1 sc0 ls0 ws0">I </div></div><div class="c x58 y7db wf3 ha2"><div class="t m0 x50 h28 y4d4 ff2 fs5 fc1 sc0 ls0 ws0">7 492 500 </div></div><div class="c xd0 y7db wf4 ha2"><div class="t m0 x44 h28 y4d4 ff1 fs5 fc1 sc0 ls0 ws0">0,10 zł<span class="ff2"> </span></div></div><div class="c x12a y7db wf5 ha2"><div class="t m0 xd5 h28 y4d4 ff2 fs5 fc1 sc0 ls13 ws0">749<span class="ls0"> </span></div></div><div class="c xcd y7db wf6 ha2"><div class="t m0 x55 h28 y4d4 ff1 fs5 fc1 sc0 ls0 ws0">gotówka<span class="ff2"> </span></div></div><div class="c x69 y7db wf7 ha2"><div class="t m0 x4e h26 y4d4 ff7 fs5 fc1 sc0 ls0 ws0">26.05.2014<span class="ls3c">r.</span> </div></div><div class="c x8 y7dc wf1 hba"><div class="t m0 x2c h26 y7d4 ff7 fs5 fc1 sc0 ls13 ws0">10<span class="ls0"> </span></div></div><div class="c x129 y7dc wf2 hba"><div class="t m0 x45 h26 y7d4 ff7 fs5 fc1 sc0 ls0 ws0">J </div></div><div class="c x58 y7dc wf3 hba"><div class="t m0 x50 h28 y7d4 ff2 fs5 fc1 sc0 ls0 ws0">2 873 947 </div></div><div class="c xd0 y7dc wf4 hba"><div class="t m0 x44 h28 y7d4 ff1 fs5 fc1 sc0 ls0 ws0">0,10 zł<span class="ff2"> </span></div></div><div class="c x12a y7dc wf5 hba"><div class="t m0 xd5 h28 y7d4 ff2 fs5 fc1 sc0 ls13 ws0">287<span class="ls0"> </span></div></div><div class="c xcd y7dc wf6 hba"><div class="t m0 x55 h28 y7d4 ff1 fs5 fc1 sc0 ls0 ws0">gotówka<span class="ff2"> </span></div></div><div class="c x69 y7dc wf7 hba"><div class="t m0 x4e h26 y7d4 ff7 fs5 fc1 sc0 ls0 ws0">11.09.2019r. </div></div><div class="c x8 y7dd wf1 ha2"><div class="t m0 x2c h26 y4d4 ff7 fs5 fc1 sc0 ls13 ws0">11<span class="ls0"> </span></div></div><div class="c x129 y7dd wf2 ha2"><div class="t m0 x6c h26 y4d4 ff7 fs5 fc1 sc0 ls0 ws0">K </div></div><div class="c x58 y7dd wf3 ha2"><div class="t m0 x50 h28 y4d4 ff2 fs5 fc1 sc0 ls0 ws0">6 377 753 </div></div><div class="c xd0 y7dd wf4 ha2"><div class="t m0 x44 h28 y4d4 ff1 fs5 fc1 sc0 ls0 ws0">0,10 zł<span class="ff2"> </span></div></div><div class="c x12a y7dd wf5 ha2"><div class="t m0 xd5 h28 y4d4 ff2 fs5 fc1 sc0 ls13 ws0">638<span class="ls0"> </span></div></div><div class="c xcd y7dd wf6 ha2"><div class="t m0 x55 h28 y4d4 ff1 fs5 fc1 sc0 ls0 ws0">gotówka<span class="ff2"> </span></div></div><div class="c x69 y7dd wf7 ha2"><div class="t m0 x4e h26 y4d4 ff7 fs5 fc1 sc0 ls0 ws0">30.09.2019r. </div></div><div class="c x8 y7de wf8 ha2"><div class="t m0 xe9 h26 y4d4 ff7 fs5 fc1 sc0 ls0 ws0">Razem </div></div><div class="c x58 y7de wf3 ha2"><div class="t m0 x21 h26 y4d4 ff7 fs5 fc1 sc0 ls13 ws0">91<span class="ls0"> </span>744<span class="ls0"> 2</span>00<span class="ls0"> </span></div></div><div class="c xd0 y7de wf4 ha2"><div class="t m0 x4c h26 y4d4 ff7 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x12a y7de wf5 ha2"><div class="t m0 xc4 h26 y4d4 ff7 fs5 fc1 sc0 ls0 ws0">9 <span class="ls13">174</span> </div></div><div class="c xcd y7de wf6 ha2"><div class="t m0 xe7 h26 y4d4 ff7 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x69 y7de wf7 ha2"><div class="t m0 xa1 h26 y4d4 ff7 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x0 y0 w3 h0"><div class="t m0 x4 h2b y7df ffa fs3 fc1 sc0 ls0 ws0"> </div><div class="t m0 x4 h24 y432 ff9 fs5 fc1 sc0 ls0 ws0">Tabela: Struktura<span class="_ _0"></span> własności<span class="_ _0"></span> kapitału zakłado<span class="_ _0"></span>wego na 3<span class="ffa">1.<span class="ls13">12</span>.20<span class="ls13">21</span> roku<span class="_ _0"></span> </span></div></div><div class="c x8 y7e0 wf9 hd8"><div class="t m0 xbd h26 y7e1 ff7 fs5 fc0 sc0 ls0 ws0">Akcjonariusz </div></div><div class="c x11e y7e0 wfa hd8"><div class="t m0 x48 h26 y7e2 ff7 fs5 fc0 sc0 ls0 ws0">Liczba </div><div class="t m0 x33 h26 y7e1 ff7 fs5 fc0 sc0 ls0 ws0">posiadanych  </div><div class="t m0 x1f h26 y7e3 ff7 fs5 fc0 sc0 ls0 ws0">akcji </div></div><div class="c x5d y7e0 wfb hd8"><div class="t m0 x30 h26 y218 ff8 fs5 fc0 sc0 ls0 ws0">Udział w kapita<span class="_ _3"></span>l<span class="_ _6"></span>e </div><div class="t m0 x56 h26 y7e4 ff8 fs5 fc0 sc0 ls0 ws0">zakładowym<span class="ff7"> </span></div></div><div class="c x12c y7e0 wfc hd8"><div class="t m0 x30 h26 y7e1 ff8 fs5 fc0 sc0 ls0 ws0">Liczba głosów<span class="ff7"> </span></div></div><div class="c x12d y7e0 wfd hd8"><div class="t m0 x30 h26 y7e2 ff8 fs5 fc0 sc0 ls0 ws0">% udział akcji w<span class="_ _3"></span> </div><div class="t m0 x6a h26 y7e1 ff8 fs5 fc0 sc0 ls0 ws0">ogólnej liczbie </div><div class="t m0 x50 h26 y7e3 ff8 fs5 fc0 sc0 ls0 ws0">głosów<span class="ff7"> </span></div></div><div class="c x8 y204 wf9 h94"><div class="t m0 xc8 h26 y13d ff7 fs5 fc1 sc0 ls0 ws0">Jerzy Mirgos </div></div><div class="c x11e y204 wfa h94"><div class="t m0 x29 h28 y13d ff2 fs5 fc1 sc0 ls13 ws0">41 <span class="ls0">371 064 </span></div></div><div class="c x5d y204 wfb h94"><div class="t m0 x4a h26 y13d ff7 fs5 fc1 sc0 ls0 ws0">45,1% </div></div><div class="c x12c y204 wfc h94"><div class="t m0 x12e h28 y13d ff2 fs5 fc1 sc0 ls13 ws0">41<span class="ls0"> 3</span>71<span class="ls0"> </span>064 <span class="ls0"> </span></div></div><div class="c x12d y204 wfd h94"><div class="t m0 x1c h26 y13d ff7 fs5 fc1 sc0 ls0 ws0">45,1% </div></div><div class="c x8 y30d wf9 hd9"><div class="t m0 xc8 h26 y7e5 ff7 fs5 fc1 sc0 ls0 ws0">Nationale-Nederlan<span class="_ _3"></span>den <span class="_ _6"></span>Otwarty<span class="_ _3"></span> Fundusz </div><div class="t m0 xc8 h26 y599 ff7 fs5 fc1 sc0 ls0 ws0">Emerytalny<span class="_ _0"></span> </div></div><div class="c x11e y30d wfa hd9"><div class="t m0 x3a h28 y7e6 ff2 fs5 fc1 sc0 ls0 ws0">9 171 837 </div></div><div class="c x5d y30d wfb hd9"><div class="t m0 x4a h26 y7e6 ff7 fs5 fc1 sc0 ls0 ws0">9,99% </div></div><div class="c x12c y30d wfc hd9"><div class="t m0 x1f h28 y7e6 ff2 fs5 fc1 sc0 ls0 ws0">9 171 837 </div></div><div class="c x12d y30d wfd hd9"><div class="t m0 x1c h26 y7e6 ff7 fs5 fc1 sc0 ls0 ws0">9,<span class="ls13">99</span>% </div></div><div class="c x8 y7e7 wf9 ha2"><div class="t m0 xc8 h26 y642 ff7 fs5 fc1 sc0 ls0 ws0">Pozostali akcjo<span class="_ _0"></span>nariusze </div></div><div class="c x11e y7e7 wfa ha2"><div class="t m0 x29 h28 y642 ff2 fs5 fc1 sc0 ls0 ws0">41 201 299 </div></div><div class="c x5d y7e7 wfb ha2"><div class="t m0 x51 h26 y642 ff7 fs5 fc1 sc0 ls0 ws0">44,91% </div></div><div class="c x12c y7e7 wfc ha2"><div class="t m0 x12e h28 y642 ff2 fs5 fc1 sc0 ls13 ws0">41<span class="ls0"> 201 299 </span></div></div><div class="c x12d y7e7 wfd ha2"><div class="t m0 x4f h26 y642 ff7 fs5 fc1 sc0 ls0 ws0">44,91% </div></div><div class="c x8 y5c1 wf9 hba"><div class="t m0 x12f h26 y642 ff7 fs5 fc1 sc0 ls0 ws0">Razem </div></div><div class="c x11e y5c1 wfa hba"><div class="t m0 x29 h26 y642 ff7 fs5 fc1 sc0 ls13 ws0">91<span class="ls0"> 744 200 </span></div></div><div class="c x5d y5c1 wfb hba"><div class="t m0 x73 h26 y642 ff7 fs5 fc1 sc0 ls0 ws0">100,00% </div></div><div class="c x12c y5c1 wfc hba"><div class="t m0 x12e h26 y642 ff7 fs5 fc1 sc0 ls13 ws0">91<span class="ls0"> 744 200 </span></div></div><div class="c x12d y5c1 wfd hba"><div class="t m0 x54 h26 y642 ff7 fs5 fc1 sc0 ls0 ws0">100,00% </div></div><div class="c x0 y0 w3 h0"><div class="t m0 x4 h24 y43a ff9 fs5 fc1 sc0 ls0 ws0">Tabela: Struktura<span class="_ _0"></span> własności<span class="_ _0"></span> kapitału za<span class="_ _0"></span>kładowego na 31<span class="_ _3"></span>.12.2020  roku<span class="ffa"> </span></div></div><div class="c x8 y7e8 wf9 hda"><div class="t m0 xbd h26 y7e9 ff7 fs5 fc0 sc0 ls0 ws0">Akcjonariusz </div></div><div class="c x11e y7e8 wfa hda"><div class="t m0 x48 h26 y126 ff7 fs5 fc0 sc0 ls0 ws0">Liczba </div><div class="t m0 x33 h26 y7e9 ff7 fs5 fc0 sc0 ls0 ws0">posiadanych  </div><div class="t m0 x1f h26 y555 ff7 fs5 fc0 sc0 ls0 ws0">akcji </div></div><div class="c x5d y7e8 wfb hda"><div class="t m0 x30 h26 y200 ff8 fs5 fc0 sc0 ls0 ws0">Udział w kapita<span class="_ _3"></span>l<span class="_ _6"></span>e </div><div class="t m0 x56 h26 y675 ff8 fs5 fc0 sc0 ls0 ws0">zakładowym<span class="ff7"> </span></div></div><div class="c x12c y7e8 wfc hda"><div class="t m0 x30 h26 y7e9 ff8 fs5 fc0 sc0 ls0 ws0">Liczba głosów<span class="ff7"> </span></div></div><div class="c x12d y7e8 wfd hda"><div class="t m0 x30 h26 y126 ff8 fs5 fc0 sc0 ls0 ws0">% udział akcji w<span class="_ _3"></span> </div><div class="t m0 x6a h26 y7e9 ff8 fs5 fc0 sc0 ls0 ws0">ogólnej liczbie </div><div class="t m0 x50 h26 y555 ff8 fs5 fc0 sc0 ls0 ws0">głosów<span class="ff7"> </span></div></div><div class="c x8 y3de wf9 h94"><div class="t m0 xc8 h26 y571 ff7 fs5 fc1 sc0 ls0 ws0">Jerzy Mirgos </div></div><div class="c x11e y3de wfa h94"><div class="t m0 x29 h28 y571 ff2 fs5 fc1 sc0 ls0 ws0">41 271 064 </div></div><div class="c x5d y3de wfb h94"><div class="t m0 x51 h26 y571 ff7 fs5 fc1 sc0 ls0 ws0">44,98% </div></div><div class="c x12c y3de wfc h94"><div class="t m0 x12e h28 y571 ff2 fs5 fc1 sc0 ls13 ws0">41<span class="ls0"> </span>271<span class="ls0"> </span>064 <span class="ls0"> </span></div></div><div class="c x12d y3de wfd h94"><div class="t m0 x4f h26 y571 ff7 fs5 fc1 sc0 ls13 ws0">44,98<span class="ls0">% </span></div></div><div class="c x8 y760 wf9 hdb"><div class="t m0 xc8 h26 y242 ff7 fs5 fc1 sc0 ls0 ws0">Nationale-Nederlan<span class="_ _3"></span>den <span class="_ _6"></span>Otwarty<span class="_ _3"></span> Fundusz </div><div class="t m0 xc8 h26 y5a2 ff7 fs5 fc1 sc0 ls0 ws0">Emerytalny<span class="_ _0"></span> </div></div><div class="c x11e y760 wfa hdb"><div class="t m0 x29 h28 y70a ff2 fs5 fc1 sc0 ls13 ws0">10<span class="ls0"> 281 837 </span></div></div><div class="c x5d y760 wfb hdb"><div class="t m0 x51 h26 y70a ff7 fs5 fc1 sc0 ls0 ws0">11,21% </div></div><div class="c x12c y760 wfc hdb"><div class="t m0 x12e h28 y70a ff2 fs5 fc1 sc0 ls13 ws0">10<span class="ls0"> 281 837 </span></div></div><div class="c x12d y760 wfd hdb"><div class="t m0 x4f h26 y70a ff7 fs5 fc1 sc0 ls0 ws0">11,21% </div></div><div class="c x8 y7ea wf9 ha2"><div class="t m0 xc8 h26 y642 ff7 fs5 fc1 sc0 ls0 ws0">Pozostali akcjo<span class="_ _0"></span>nariusze </div></div><div class="c x11e y7ea wfa ha2"><div class="t m0 x29 h28 y642 ff2 fs5 fc1 sc0 ls13 ws0">40<span class="ls0"> 192 136 </span></div></div><div class="c x5d y7ea wfb ha2"><div class="t m0 x51 h26 y642 ff7 fs5 fc1 sc0 ls0 ws0">43,<span class="ls13">81</span>% </div></div><div class="c x12c y7ea wfc ha2"><div class="t m0 x12e h28 y642 ff2 fs5 fc1 sc0 ls13 ws0">40<span class="ls0"> 192 136 </span></div></div><div class="c x12d y7ea wfd ha2"><div class="t m0 x4f h26 y642 ff7 fs5 fc1 sc0 ls0 ws0">43,81% </div></div><div class="c x8 y7eb wf9 hba"><div class="t m0 x12f h26 y7ec ff7 fs5 fc1 sc0 ls0 ws0">Razem </div></div><div class="c x11e y7eb wfa hba"><div class="t m0 x29 h26 y7ec ff7 fs5 fc1 sc0 ls13 ws0">91<span class="ls0"> 744 200 </span></div></div><div class="c x5d y7eb wfb hba"><div class="t m0 x73 h26 y7ec ff7 fs5 fc1 sc0 ls0 ws0">100,00% </div></div><div class="c x12c y7eb wfc hba"><div class="t m0 x12e h26 y7ec ff7 fs5 fc1 sc0 ls13 ws0">91<span class="ls0"> 744 200 </span></div></div><div class="c x12d y7eb wfd hba"><div class="t m0 x54 h26 y7ec ff7 fs5 fc1 sc0 ls0 ws0">100,00% </div></div><div class="c x0 y0 w3 h0"><div class="t m0 x4 h24 y2d1 ff9 fs5 fc1 sc0 ls0 ws0">Tabela: Struktura<span class="_ _0"></span> własności<span class="_ _0"></span> kapitału za<span class="_ _0"></span>kładowego na d<span class="_ _3"></span>z<span class="_ _6"></span>ień zatwierd<span class="_ _3"></span>zenia sprawozdania do publ<span class="_ _0"></span>ikacji<span class="ffa"> </span></div></div><div class="c x8 y7ed wf9 hda"><div class="t m0 xbd h26 y7e9 ff7 fs5 fc0 sc0 ls0 ws0">Akcjonariusz </div></div><div class="c x11e y7ed wfa hda"><div class="t m0 x48 h26 y595 ff7 fs5 fc0 sc0 ls0 ws0">Liczba </div><div class="t m0 x33 h26 y7e9 ff7 fs5 fc0 sc0 ls0 ws0">posiadanych </div><div class="t m0 x1f h26 y555 ff7 fs5 fc0 sc0 ls0 ws0">akcji </div></div><div class="c x5d y7ed wfb hda"><div class="t m0 x30 h26 y200 ff8 fs5 fc0 sc0 ls0 ws0">Udział w <span class="ff7">kapita<span class="_ _0"></span>le </span></div><div class="t m0 x56 h26 y675 ff8 fs5 fc0 sc0 ls0 ws0">zakładowym<span class="ff7"> </span></div></div><div class="c x12c y7ed wfc hda"><div class="t m0 x30 h26 y7e9 ff8 fs5 fc0 sc0 ls0 ws0">Liczba głosów<span class="ff7"> </span></div></div><div class="c x12d y7ed wfd hda"><div class="t m0 x30 h26 y595 ff8 fs5 fc0 sc0 ls0 ws0">% udział akcji w<span class="_ _3"></span> </div><div class="t m0 x6a h26 y7e9 ff8 fs5 fc0 sc0 ls0 ws0">ogólnej liczbie </div><div class="t m0 x50 h26 y555 ff8 fs5 fc0 sc0 ls0 ws0">głosów<span class="ff7"> </span></div></div><div class="c x8 y7ee wf9 h27"><div class="t m0 xc8 h26 y13d ff7 fs5 fc1 sc0 ls0 ws0">Jerzy Mirgos </div></div><div class="c x11e y7ee wfa h27"><div class="t m0 x29 h28 y13d ff2 fs5 fc1 sc0 ls0 ws0">41 371 064 </div></div><div class="c x5d y7ee wfb h27"><div class="t m0 x51 h26 y13d ff7 fs5 fc1 sc0 ls0 ws0">45,09% </div></div><div class="c x12c y7ee wfc h27"><div class="t m0 x12e h28 y13d ff2 fs5 fc1 sc0 ls13 ws0">41<span class="ls0"> </span>371<span class="ls0"> </span>064 <span class="ls0"> </span></div></div><div class="c x12d y7ee wfd h27"><div class="t m0 x4f h26 y13d ff7 fs5 fc1 sc0 ls0 ws0">45,09% </div></div><div class="c x8 y398 wf9 hdc"><div class="t m0 xc8 h26 y20f ff7 fs5 fc1 sc0 ls0 ws0">Nationale-Nederlan<span class="_ _3"></span>den <span class="_ _6"></span>Otwarty<span class="_ _3"></span> Fundusz </div><div class="t m0 xc8 h26 y5a2 ff7 fs5 fc1 sc0 ls0 ws0">Emerytalny<span class="_ _0"></span> </div></div><div class="c x11e y398 wfa hdc"><div class="t m0 x3a h28 y539 ff2 fs5 fc1 sc0 ls0 ws0">9 171 837 </div></div><div class="c x5d y398 wfb hdc"><div class="t m0 x51 h26 y539 ff7 fs5 fc1 sc0 ls0 ws0">10,00% </div></div><div class="c x12c y398 wfc hdc"><div class="t m0 x1f h28 y539 ff2 fs5 fc1 sc0 ls0 ws0">9 171 837 </div></div><div class="c x12d y398 wfd hdc"><div class="t m0 x4f h26 y539 ff7 fs5 fc1 sc0 ls0 ws0">10,00% </div></div><div class="c x8 y785 wf9 hba"><div class="t m0 xc8 h26 y642 ff7 fs5 fc1 sc0 ls0 ws0">Pozostali akcjo<span class="_ _0"></span>nariusze </div></div><div class="c x11e y785 wfa hba"><div class="t m0 x29 h28 y642 ff2 fs5 fc1 sc0 ls0 ws0">41 201 299 </div></div><div class="c x5d y785 wfb hba"><div class="t m0 x51 h26 y642 ff7 fs5 fc1 sc0 ls0 ws0">44,91% </div></div><div class="c x12c y785 wfc hba"><div class="t m0 x12e h28 y642 ff2 fs5 fc1 sc0 ls13 ws0">41<span class="ls0"> 201 299 </span></div></div><div class="c x12d y785 wfd hba"><div class="t m0 x4f h26 y642 ff7 fs5 fc1 sc0 ls0 ws0">44,91% </div></div><div class="c x8 y512 wf9 hdd"><div class="t m0 x12f h26 y7ef ff7 fs5 fc1 sc0 ls0 ws0">Razem </div></div><div class="c x11e y512 wfa hdd"><div class="t m0 x29 h26 y7ef ff7 fs5 fc1 sc0 ls13 ws0">91<span class="ls0"> 744 200 </span></div></div><div class="c x5d y512 wfb hdd"><div class="t m0 x73 h26 y7ef ff7 fs5 fc1 sc0 ls0 ws0">100,00% </div></div><div class="c x12c y512 wfc hdd"><div class="t m0 x12e h26 y7ef ff7 fs5 fc1 sc0 ls13 ws0">91<span class="ls0"> 744 200 </span></div></div><div class="c x12d y512 wfd hdd"><div class="t m0 x54 h26 y7ef ff7 fs5 fc1 sc0 ls0 ws0">100,00% </div></div><div class="c x0 y0 w3 h0"><div class="t m0 x4 h10 y3aa ff7 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x4 h10 y7f0 ff7 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x4 h10 y7f1 ff7 fs0 fc1 sc0 ls0 ws0">12.1.4. <span class="_ _3a"> </span><span class="ff8">Zestawienie <span class="_ _3"></span>stanu <span class="_ _5"></span>posia<span class="_ _6"></span>dania <span class="_ _5"></span>akcji <span class="_ _3"></span>emitenta <span class="_ _3"></span>lub <span class="_ _5"></span>uprawnień <span class="_ _3"></span>do <span class="_ _5"></span>nich <span class="_ _3"></span>przez </span></div><div class="t m0 x5 h10 y37a ff8 fs0 fc1 sc0 ls0 ws0">osoby zarządzające i<span class="ff7"> </span>nadzorujące emitenta<span class="ff2"> </span></div><div class="t m0 x4 h2f y7f2 ff7 fs2 fc1 sc0 ls0 ws0">MIRBUD S.A<span class="_ _0"></span>. </div></div></div><div class="pi" ></div></div><div id="pf47" class="pf w0 h0" ><div class="pc pc47 w0 h0"><img class="bi x6 y2b we5 hc2" alt="" 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"/><div class="c x0 y0 w3 h0"><div class="t m0 x9c h8 y6e0 ff4 fs3 fc3 sc0 ls0 ws0">SPRAWOZDANE ZARZĄDU Z DZIAŁALNOŚCI<span class="ff3"> MIRBUD S.A. ZA <span class="ls4">ROK</span> <span class="ls5">20</span>21<span class="fc4"> </span></span></div><div class="t m0 x4 h6 y6e1 ff3 fs2 fc1 sc0 ls0 ws0"> </div></div><div class="c x4 y2e wba hd2"><div class="t m0 xb0 ha y752 ff2 fs4 fc3 sc0 ls0 ws0">MIRBUD <span class="ls6">| </span>Inf<span class="_ _6"></span>ormacje o zna<span class="_ _6"></span>nych emitentowi umowach<span class="_ _6"></span>, w tym zawartych <span class="_ _6"></span>po dniu </div><div class="t m0 x73 ha y173 ff1 fs4 fc3 sc0 ls0 ws0">bilansowym, w wyn<span class="_ _6"></span>iku których mogą w prz<span class="_ _6"></span>yszłości nastąpić zmiany w <span class="_ _6"></span>proporcjach </div><div class="t m0 x8a ha y222 ff2 fs4 fc3 sc0 ls0 ws0">posiadanych akcji przez<span class="_ _6"></span> dotychcz<span class="_ _6"></span>asowych akcjonariuszy i obligatari<span class="_ _6"></span>uszy<span class="_ _6"></span> </div></div><div class="c x9 y2e wbb hd2"><div class="t m0 xa hb y5a7 ff3 fs1 fc0 sc0 ls11 ws0">71<span class="fs2 ls0"> </span></div></div><div class="c x0 y0 w3 h0"><div class="t m0 x4 h6 y31 ff3 fs2 fc1 sc0 ls0 ws0"> </div></div><div class="c xb y6e2 w7 h7f"><div class="t m0 xc hd y673 ff5 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x0 y0 w3 h0"><div class="t m0 x4 h5 y32 ff1 fs2 fc1 sc0 ls0 ws0">Łączna <span class="_ _f"></span>liczba <span class="_ _f"></span>akcji <span class="_ _10"></span>MIRBUD <span class="_ _f"></span>S.A. <span class="_ _f"></span>będąca <span class="_ _f"></span>w<span class="_ _0"></span> <span class="_ _f"></span>posiadani<span class="_ _0"></span>u <span class="_ _f"></span>osób <span class="_ _f"></span>zarządzających <span class="_ _f"></span>i <span class="_ _f"></span>nad<span class="_ _0"></span>zorujących <span class="_ _f"></span>na<span class="_ _3"></span> </div><div class="t m0 x4 h5 y7f3 ff1 fs2 fc1 sc0 ls0 ws0">dzień <span class="ff2">31.<span class="ls1">12</span>.2021 <span class="_ _0"></span><span class="ff1">roku i na dzień spo<span class="_ _0"></span>rządzenia r<span class="_ _0"></span>aportu przedstawia się n<span class="_ _0"></span>astępująco:<span class="ff2"> </span></span></span></div><div class="t m0 x4 h24 y7f4 ff9 fs5 fc1 sc0 ls0 ws0">Tabela. Akcje Spół<span class="_ _3"></span>k<span class="_ _6"></span>i w posiadan<span class="_ _0"></span>iu członkó<span class="_ _0"></span>w organów zar<span class="_ _3"></span>z<span class="_ _6"></span>ądzają<span class="_ _0"></span>cych i nadzorujących na d<span class="_ _0"></span>zień 3<span class="ffa">1.<span class="ls13">12</span>.2021 i 31.12.20<span class="_ _0"></span>20 <span class="ls16">r </span> </span></div></div><div class="c x4 y7f5 wfe hde"><div class="t m0 x52 h26 y59a ff8 fs5 fc0 sc0 ls0 ws0">Imię i nazwisk<span class="_ _0"></span>o<span class="ff7"> </span></div></div><div class="c x130 y7f5 wff hde"><div class="t m0 x2c h26 y59a ff8 fs5 fc0 sc0 ls0 ws0">Funkcja w Spó<span class="_ _0"></span>łce<span class="ff7"> </span></div></div><div class="c x131 y7f5 w17 hde"><div class="t m0 x6e h26 y59a ff7 fs5 fc0 sc0 ls0 ws0">Liczba posiadanych<span class="_ _3"></span> <span class="_ _6"></span>akcji (w<span class="_ _3"></span> <span class="_ _6"></span>szt.) </div></div><div class="c x132 y7f5 w100 hde"><div class="t m0 x28 h26 y68c ff7 fs5 fc0 sc0 ls0 ws0">Liczba posiadanych<span class="_ _3"></span> <span class="_ _6"></span>akcji </div><div class="t m0 x4a h26 y7f6 ff7 fs5 fc0 sc0 ls0 ws0">w % </div></div><div class="c x4 y47d wfe h3d"><div class="t m0 x19 h26 y7f7 ff7 fs5 fc1 sc0 ls0 ws0">Jerzy Mirgos <span class="_ _0"></span> </div></div><div class="c x130 y47d wff h3d"><div class="t m0 x33 h28 y7f7 ff1 fs5 fc1 sc0 ls0 ws0">Prezes Zarządu<span class="ff2"> </span></div></div><div class="c x131 y47d w17 h3d"><div class="t m0 x57 h15 y261 ff2 fs3 fc1 sc0 ls0 ws0">41 371 064 <span class="ff1 fs5">akcji o wartoś<span class="_ _0"></span>ci nominalne<span class="_ _0"></span>j 0,10 zł </span></div><div class="t m0 x21 h28 y705 ff1 fs5 fc1 sc0 ls0 ws0">każda akcja o łą<span class="_ _3"></span>c<span class="_ _6"></span>znej wartości<span class="_ _0"></span> 4<span class="ff2"> 137 </span>106,4 zł <span class="ff2"> </span></div></div><div class="c x132 y47d w100 h3d"><div class="t m0 xbb h26 y7f7 ff7 fs5 fc1 sc0 ls0 ws0">45,1% </div></div><div class="c x4 y551 w101 hdf"><div class="t m0 xc8 h28 y7f8 ff2 fs5 fc1 sc0 ls0 ws0">RAZEM </div></div><div class="c x131 y551 w17 hdf"><div class="t m0 xc h28 y7f8 ff2 fs5 fc1 sc0 ls13 ws0">41<span class="ls0"> 371 064 akcji </span></div></div><div class="c x132 y551 w100 hdf"><div class="t m0 xbb h28 y7f8 ff2 fs5 fc1 sc0 ls0 ws0">45,1% </div></div><div class="c x0 y0 w3 h0"><div class="t m0 x4 h5 y575 ff2 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x4 h24 y7f9 ff9 fs5 fc1 sc0 ls0 ws0">Tabela. Akcje Spół<span class="_ _3"></span>k<span class="_ _6"></span>i w posiadan<span class="_ _0"></span>iu członkó<span class="_ _0"></span>w organów zar<span class="_ _3"></span>z<span class="_ _6"></span>ądzają<span class="_ _0"></span>cych i nadzorują<span class="_ _0"></span>cych na d<span class="_ _0"></span>zień zatwierd<span class="_ _0"></span>zenia sprawo<span class="_ _0"></span>zdania <span class="_ _6"></span><span class="ffa"> </span></div></div><div class="c x4 y7fa wfe he0"><div class="t m0 x52 h26 y685 ff8 fs5 fc0 sc0 ls0 ws0">Imię i nazwisk<span class="_ _0"></span>o<span class="ff7"> </span></div></div><div class="c x130 y7fa wff he0"><div class="t m0 x2c h26 y685 ff8 fs5 fc0 sc0 ls0 ws0">Funkcja w Spó<span class="_ _0"></span>łce<span class="ff7"> </span></div></div><div class="c x131 y7fa w17 he0"><div class="t m0 x6e h26 y685 ff7 fs5 fc0 sc0 ls0 ws0">Liczba posiadanych<span class="_ _3"></span> <span class="_ _6"></span>akcji (w<span class="_ _3"></span> <span class="_ _6"></span>szt.) </div></div><div class="c x132 y7fa w100 he0"><div class="t m0 x28 h26 y125 ff7 fs5 fc0 sc0 ls0 ws0">Liczba posiadanych<span class="_ _3"></span> <span class="_ _6"></span>akcji </div><div class="t m0 x4a h26 y4f0 ff7 fs5 fc0 sc0 ls0 ws0">w % </div></div><div class="c x4 y7fb wfe he1"><div class="t m0 x19 h26 y293 ff7 fs5 fc1 sc0 ls0 ws0">Jerzy Mirgos <span class="_ _0"></span> </div></div><div class="c x130 y7fb wff he1"><div class="t m0 x33 h28 y293 ff1 fs5 fc1 sc0 ls0 ws0">Prezes Zarządu<span class="ff2"> </span></div></div><div class="c x131 y7fb w17 he1"><div class="t m0 x57 h15 y173 ff2 fs3 fc1 sc0 ls0 ws0">41 371 064 <span class="ff1 fs5">akcji o wartoś<span class="_ _0"></span>ci nominalne<span class="_ _0"></span>j 0,10 zł </span></div><div class="t m0 x12b h28 y6bf ff1 fs5 fc1 sc0 ls0 ws0">każda akcja o łą<span class="_ _3"></span>c<span class="_ _6"></span>znej war<span class="_ _0"></span>tości 4<span class="ff2"> 137 </span>106,4 zł<span class="_ _0"></span><span class="ff2"> </span></div></div><div class="c x132 y7fb w100 he1"><div class="t m0 xbb h26 y293 ff7 fs5 fc1 sc0 ls0 ws0">45,1% </div></div><div class="c x4 y7c w101 hdf"><div class="t m0 xc8 h28 y7f8 ff2 fs5 fc1 sc0 ls0 ws0">RAZEM </div></div><div class="c x131 y7c w17 hdf"><div class="t m0 xc h28 y7f8 ff2 fs5 fc1 sc0 ls13 ws0">41<span class="ls0"> 371 064 akcji </span></div></div><div class="c x132 y7c w100 hdf"><div class="t m0 xbb h28 y7f8 ff2 fs5 fc1 sc0 ls0 ws0">45,1% </div></div><div class="c x0 y0 w3 h0"><div class="t m0 x4 ha y626 ff1 fs4 fc1 sc0 ls0 ws0">Żaden z członków Zarzą<span class="_ _6"></span>du oraz Rady Nadzorc<span class="_ _6"></span>zej nie posiada opcji na <span class="_ _6"></span>akcje Spółki.<span class="_ _6"></span><span class="ff2"> </span></div><div class="t m0 x4 h3 y7fc ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x4 h10 y231 ff7 fs0 fc1 sc0 ls0 ws0">12.1.5. <span class="_ _20"> </span>Informacje <span class="_ _1d"> </span>o <span class="_ _1d"> </span>znanych <span class="_ _1d"> </span>emitentowi <span class="_ _14"> </span>umowach, <span class="_ _1d"> </span>w <span class="_ _1d"> </span>tym <span class="_ _1d"> </span>zawartych <span class="_ _1d"> </span>po <span class="_ _1d"> </span>dniu </div><div class="t m0 x8e h10 y779 ff8 fs0 fc1 sc0 ls0 ws0">bilansowym,  w <span class="_ _12"> </span>wyniku <span class="_ _12"> </span>których  mogą <span class="_ _12"> </span>w <span class="_ _13"> </span>przy<span class="_ _6"></span>szłości  nastąpić <span class="_ _13"> </span>zmiany <span class="_ _12"> </span>w </div><div class="t m0 x8e h10 y7fd ff7 fs0 fc1 sc0 ls0 ws0">proporcjach <span class="_ _14"> </span>posiadanych<span class="_ _6"></span> <span class="_ _14"> </span>akcji <span class="_ _1a"> </span>przez <span class="_ _14"> </span>dotychczasowych <span class="_ _14"> </span>akcjonariuszy <span class="_ _14"> </span>i </div><div class="t m0 x8e h10 y7fe ff7 fs0 fc1 sc0 ls0 ws0">obligatariuszy </div><div class="t m0 x4 ha y7ff ff1 fs4 fc1 sc0 ls0 ws0">Na <span class="_ _1e"> </span>dzień <span class="_ _1e"> </span>3<span class="ff2">1<span class="_ _6"></span>.<span class="ls14">12</span>.<span class="ls14">20</span>21 <span class="_ _1e"> </span>r<span class="_ _6"></span>. <span class="_ _1e"> </span>oraz <span class="_ _1e"> </span>po <span class="_ _1e"> </span>dn<span class="_ _6"></span>iu <span class="_ _1e"> </span>bilansowy<span class="_ _6"></span>m <span class="_ _1e"> </span></span>do <span class="_ _1e"> </span>dni<span class="_ _6"></span>a <span class="_ _1e"> </span>sporządzenia <span class="_ _1e"> </span>spra<span class="_ _6"></span>wozdania <span class="_ _27"> </span><span class="ff2">poz<span class="_ _6"></span>a <span class="_ _1e"> </span>informacjami </span></div><div class="t m0 x4 ha y154 ff2 fs4 fc1 sc0 ls0 ws0">ujawnionymi <span class="_ _1e"> </span>w <span class="_ _1e"> </span>niniejs<span class="_ _6"></span>zym <span class="_ _1e"> </span>sprawozdaniu<span class="_ _6"></span> <span class="_ _e"> </span>i <span class="_ _1e"> </span><span class="ff1">r<span class="_ _6"></span>aportach <span class="_ _1e"> </span>bieżącyc<span class="_ _6"></span>h <span class="_ _1e"> </span>emitent <span class="_ _1e"> </span>nie <span class="_ _1e"> </span>miał<span class="_ _6"></span> <span class="_ _e"> </span>informacj<span class="_ _6"></span>i <span class="_ _1e"> </span>o <span class="_ _e"> </span>u<span class="_ _6"></span>mowach, <span class="_ _1e"> </span>w </span></div><div class="t m0 x4 ha y800 ff1 fs4 fc1 sc0 ls0 ws0">wyniku których <span class="_ _3"></span>w przys<span class="_ _6"></span>złości <span class="_ _0"></span>mogą nastąpić <span class="_ _0"></span>zmiany w <span class="_ _0"></span>proporcjach posiadanych akcji przez <span class="_ _3"></span>dotyc<span class="_ _6"></span>hczasowyc<span class="_ _10"></span><span class="ff2 ls3d">h </span></div><div class="t m0 x4 ha y801 ff2 fs4 fc1 sc0 ls0 ws0">akcjonariuszy <span class="_ _6"></span>Emitenta.   </div><div class="t m0 x4 h10 y802 ff7 fs0 fc1 sc0 ls0 ws0">12.1.6. <span class="_ _20"> </span><span class="ff8">Informacje o systemie kontroli programów akcji pracowniczych</span> </div><div class="t m0 x4 ha y803 ff1 fs4 fc1 sc0 ls0 ws0">W Spółce programy akc<span class="_ _6"></span>ji pracowniczych ni<span class="_ _6"></span>e występują<span class="_ _6"></span><span class="ff2">.  </span></div><div class="t m0 x4 ha y804 ff2 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 x4 h10 y805 ff7 fs0 fc1 sc0 ls0 ws0">12.2. <span class="_ _c"> </span><span class="ff8">Wpływ czynników i nietypowych zdarzeń na wynik finansowy za 20<span class="_ _6"></span></span>21 <span class="ls2b">r.</span><span class="ff2"> </span></div><div class="t m0 x4 ha y5b0 ff2 fs4 fc1 sc0 ls0 ws0">W  2<span class="_ _6"></span>021  <span class="ff1">r<span class="_ _6"></span>oku <span class="_ _11"> </span>ni<span class="_ _6"></span>e  wys<span class="_ _6"></span>tąpiły <span class="_ _11"> </span>c<span class="_ _6"></span>zynniki <span class="_ _11"> </span>an<span class="_ _6"></span>i  zdarze<span class="_ _6"></span>nia <span class="_ _29"> </span>nietypowe <span class="_ _29"> </span>z  pu<span class="_ _6"></span>nktu <span class="_ _11"> </span>widz<span class="_ _6"></span>enia  s<span class="_ _6"></span>pecyfiki <span class="_ _11"> </span>dz<span class="_ _6"></span>iałalności </span></div><div class="t m0 x4 ha y806 ff1 fs4 fc1 sc0 ls0 ws0">gospodarczej <span class="_ _6"></span>Spó<span class="_ _6"></span>łek<span class="ff2"> <span class="_ _6"></span></span>mają<span class="_ _6"></span>ce <span class="_ _6"></span>wpływ <span class="_ _6"></span>na <span class="_ _6"></span>wynik <span class="_ _10"></span>finansowy<span class="_ _6"></span><span class="ff2"> <span class="_ _6"></span>poza <span class="_ _6"></span>czy<span class="_ _6"></span>nnikami <span class="_ _6"></span>wyn<span class="_ _6"></span>i</span>kającymi <span class="_ _6"></span>z <span class="_ _6"></span>pand<span class="_ _6"></span>emii <span class="_ _6"></span>COVID <span class="_ _10"></span><span class="ff2">-</span></div><div class="t m0 x4 ha y807 ff1 fs4 fc1 sc0 ls0 ws0">19, które zostały opisa<span class="_ _6"></span>ne w niniejszym sprawozda<span class="_ _6"></span>niu<span class="_ _6"></span><span class="ff2">. </span></div><div class="t m0 x4 ha y808 ff2 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 x4 h10 y3a9 ff7 fs0 fc1 sc0 ls0 ws0">12.3. <span class="_ _c"> </span>Zmiany w <span class="ls37">po</span>d<span class="ff8">stawowych zasadach zarządzania przedsiębiorstwem<span class="ff2"> </span></span></div><div class="t m0 x4 ha y376 ff1 fs4 fc1 sc0 ls0 ws0">W okresie sprawozd<span class="_ _6"></span>awczym nie nastąp<span class="_ _6"></span>iły znaczące zmiany w zas<span class="_ _6"></span>adach zarządz<span class="_ _6"></span>ania <span class="_ _6"></span>Spółką<span class="ff2">.<span class="_ _6"></span> </span></div><div class="t m0 x4 ha y809 ff2 fs4 fc1 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf48" class="pf w0 h0" ><div class="pc pc48 w0 h0"><img class="bi x6 y2b we5 hc2" alt="" 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"/><div class="c x0 y0 w3 h0"><div class="t m0 x9c h8 y6e0 ff4 fs3 fc3 sc0 ls0 ws0">SPRAWOZDANE ZARZĄDU Z DZIAŁALNOŚCI<span class="ff3"> MIRBUD S.A. ZA <span class="ls4">ROK</span> <span class="ls5">20</span>21<span class="fc4"> </span></span></div><div class="t m0 x4 h6 y6e1 ff3 fs2 fc1 sc0 ls0 ws0"> </div></div><div class="c x4 y2e wba h3c"><div class="t m0 xd6 ha y173 ff2 fs4 fc3 sc0 ls0 ws0">MIRBUD <span class="ls6">| </span><span class="ff1">Z<span class="_ _6"></span>arząd i Rada Nadzorc<span class="_ _6"></span>za oraz zmiany w organach<span class="_ _6"></span> nadzorującyc<span class="_ _6"></span>h i </span></div><div class="t m0 xce ha y222 ff1 fs4 fc3 sc0 ls0 ws0">zarządzający<span class="_ _6"></span>ch w Spółce<span class="ff2"> </span></div></div><div class="c x9 y2e wbb h3c"><div class="t m0 xa hb y223 ff3 fs1 fc0 sc0 ls11 ws0">72<span class="fs2 ls0"> </span></div></div><div class="c x0 y0 w3 h0"><div class="t m0 x4 h6 y31 ff3 fs2 fc1 sc0 ls0 ws0"> </div></div><div class="c xb y6e2 w7 h7f"><div class="t m0 xc hd y673 ff5 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x0 y0 w3 h0"><div class="t m0 x4 h10 y80a ff7 fs0 fc1 sc0 ls0 ws0">12.4. <span class="_ _c"> </span><span class="ff8">Zarząd <span class="_ _20"> </span>i <span class="_ _1f"> </span>Rada <span class="_ _20"> </span>Nadzorcza <span class="_ _1f"> </span>oraz <span class="_ _20"> </span>zmiany <span class="_ _1f"> </span>w <span class="_ _1f"> </span>organach <span class="_ _20"> </span>nadzorujących </span></div><div class="t m0 x5 h10 y80b ff7 fs0 fc1 sc0 ls0 ws0">i <span class="ff8">zarządzających w Spół</span><span class="ls3b">ce</span> </div><div class="t m0 x4 ha y80c ff2 fs4 fc1 sc0 ls0 ws0">W <span class="_ _27"> </span>ok<span class="_ _6"></span>resie <span class="_ _27"> </span>od <span class="_ _21"> </span>01.01.20<span class="_ _6"></span>21 <span class="_ _21"> </span>r. <span class="_ _27"> </span>do<span class="_ _6"></span> <span class="_ _27"> </span>31.<span class="ls14">12</span>.<span class="_ _6"></span>2021 <span class="_ _21"> </span>r. <span class="_ _27"> </span><span class="ff1">Zarz<span class="_ _6"></span>ąd <span class="_ _27"> </span>MI<span class="_ _6"></span>RBUD <span class="_ _21"> </span>S.A. <span class="_ _27"> </span>n<span class="_ _6"></span>ie <span class="_ _27"> </span>u<span class="_ _6"></span>legł <span class="_ _27"> </span>zmianie<span class="_ _6"></span> <span class="_ _27"> </span>i <span class="_ _21"> </span>pełnił <span class="_ _21"> </span>obowiązki </span></div><div class="t m0 x4 ha y570 ff2 fs4 fc1 sc0 ls0 ws0">w <span class="ff1">następującym sk<span class="_ _6"></span>ładzie:</span> </div><div class="t m0 x4 ha y80d ff2 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 x4 h24 y80e ff9 fs5 fc1 sc0 ls0 ws0">Tabela: Skład Zarząd<span class="_ _0"></span>u MIRBUD<span class="_ _0"></span> S.A.  w okre<span class="_ _3"></span>sie <span class="_ _6"></span>01<span class="_ _0"></span>.01.20<span class="ffa">21</span>–<span class="ffa"> 31.<span class="ls13">12</span>.2021<span class="_ _0"></span> </span></div></div><div class="c x4 y80f w102 he2"><div class="t m0 xd6 h26 y295 ff8 fs5 fc0 sc0 ls0 ws0">Imię i nazwisk<span class="_ _0"></span>o<span class="ff7"> </span></div></div><div class="c xab y80f w103 he2"><div class="t m0 xc0 h26 y295 ff7 fs5 fc0 sc0 ls0 ws0"> </div></div><div class="c x133 y80f w104 he2"><div class="t m0 xd5 h26 y295 ff7 fs5 fc0 sc0 ls0 ws0">Stanowisko </div></div><div class="c x4 y810 w102 h2e"><div class="t m0 x52 h26 y7ec ff7 fs5 fc1 sc0 ls0 ws0">Jerzy Mirgos </div></div><div class="c xab y810 w103 h2e"><div class="t m0 xde h28 y7ec ff2 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x133 y810 w104 h2e"><div class="t m0 xde h28 y7ec ff1 fs5 fc1 sc0 ls0 ws0">Prezes Zarządu<span class="_ _0"></span> <span class="ff2"> </span></div></div><div class="c x4 y278 w102 h37"><div class="t m0 x52 h26 y140 ff8 fs5 fc1 sc0 ls0 ws0">Sławomir Nowak<span class="_ _0"></span><span class="ff7"> </span></div></div><div class="c xab y278 w103 h37"><div class="t m0 xde h28 y140 ff2 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x133 y278 w104 h37"><div class="t m0 xde h28 y140 ff1 fs5 fc1 sc0 ls0 ws0">Wiceprezes Zar<span class="_ _0"></span>ządu <span class="ff2"> </span></div></div><div class="c x4 y480 w102 h33"><div class="t m0 x52 h26 y38f ff8 fs5 fc1 sc0 ls0 ws0">Paweł Korzeniowsk<span class="_ _3"></span>i<span class="ff7"> </span></div></div><div class="c xab y480 w103 h33"><div class="t m0 xde h28 y38f ff2 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x133 y480 w104 h33"><div class="t m0 xde h28 y38f ff1 fs5 fc1 sc0 ls0 ws0">Członek Zarządu <span class="ff2"> </span></div></div><div class="c x4 y811 w102 h37"><div class="t m0 x52 h26 y140 ff8 fs5 fc1 sc0 ls0 ws0">Tomasz Sałata<span class="_ _0"></span><span class="ff7"> </span></div></div><div class="c xab y811 w103 h37"><div class="t m0 xde h28 y140 ff2 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x133 y811 w104 h37"><div class="t m0 xde h28 y140 ff1 fs5 fc1 sc0 ls0 ws0">Członek Zarządu<span class="_ _0"></span><span class="ff2"> </span></div></div><div class="c x0 y0 w3 h0"><div class="t m0 x4 ha y812 ff1 fs4 fc1 sc0 ls0 ws0">Skład <span class="_ _10"></span>Rady <span class="_ _f"></span>Nadzorczej <span class="_ _f"></span>Emi<span class="ff2">tenta <span class="_ _f"></span>w <span class="_ _10"></span>okresie <span class="_ _f"></span>01.01.20<span class="_ _6"></span>21<span class="ls10">r <span class="_ _10"></span></span></span>–<span class="ff2"> <span class="_ _f"></span>31.<span class="ls8">12</span>.2021 <span class="_ _10"></span></span>roku <span class="_ _10"></span>u<span class="_ _6"></span>legł <span class="_ _10"></span>zmianie <span class="_ _f"></span>i <span class="_ _10"></span>prz<span class="_ _6"></span>edstawiał <span class="_ _10"></span>s<span class="_ _6"></span>ię </div><div class="t m0 x4 ha y202 ff1 fs4 fc1 sc0 ls0 ws0">następująco:<span class="_ _6"></span><span class="ff2"> </span></div><div class="t m0 x4 h24 y411 ff9 fs5 fc1 sc0 ls0 ws0">Tabela: Skład Ra<span class="_ _0"></span>dy Nadzorczej<span class="_ _3"></span> <span class="_ _6"></span>MIRBUD <span class="_ _0"></span>S.A. w okre<span class="_ _0"></span>sie 01.01.20<span class="ffa">21 </span>–<span class="ffa"> 31.<span class="ls13">12</span>.2021<span class="_ _0"></span> </span></div></div><div class="c x4 y813 w105 he3"><div class="t m0 xa9 h26 y3c1 ff8 fs5 fc0 sc0 ls0 ws0">Imię i nazwisk<span class="_ _0"></span>o<span class="ff7"> </span></div></div><div class="c xce y813 w106 he3"><div class="t m0 x134 h26 y3c1 ff7 fs5 fc0 sc0 ls0 ws0">Stanowisko<span class="_ _0"></span> </div></div><div class="c x4 y814 w105 h21"><div class="t m0 x52 h26 y2f1 ff8 fs5 fc1 sc0 ls0 ws0">Wiesław Kosonó<span class="_ _3"></span>g<span class="ff7"> </span></div></div><div class="c xce y814 w106 h21"><div class="t m0 x30 h28 y2f1 ff1 fs5 fc1 sc0 ls0 ws0">Przewodniczą<span class="_ _0"></span>cy Rady Nadzor<span class="_ _0"></span>czej <span class="ff2"> </span></div></div><div class="c x4 y815 w105 he4"><div class="t m0 x52 h26 y13d ff7 fs5 fc1 sc0 ls0 ws0">Waldemar Bor<span class="_ _0"></span>zykowski </div></div><div class="c xce y815 w106 he4"><div class="t m0 x30 h28 y13d ff2 fs5 fc1 sc0 ls0 ws0">Z-ca <span class="ff1">Przewodni<span class="_ _3"></span>c<span class="_ _6"></span>zącego Rad<span class="_ _0"></span>y Nadzor<span class="_ _0"></span>czej<span class="ff2"> (do 23.06.2021) </span></span></div></div><div class="c x4 y816 w105 he4"><div class="t m0 x52 h26 y13d ff8 fs5 fc1 sc0 ls0 ws0">Radosław Niewiad<span class="_ _3"></span>om<span class="_ _6"></span>sk<span class="_ _0"></span>i<span class="ff7"> </span></div></div><div class="c xce y816 w106 he4"><div class="t m0 x30 h28 y13d ff1 fs5 fc1 sc0 ls0 ws0">Członek Rady Nad<span class="_ _3"></span>z<span class="_ _6"></span>orczej (od<span class="_ _3"></span> 24.06.2021)<span class="ff2"> </span></div></div><div class="c x4 y817 w105 he4"><div class="t m0 x52 h26 y13d ff7 fs5 fc1 sc0 ls0 ws0">Agnieszka Buj<span class="_ _0"></span>nowska </div></div><div class="c xce y817 w106 he4"><div class="t m0 x30 h28 y13d ff2 fs5 fc1 sc0 ls0 ws0">Sekretarz Rad<span class="_ _3"></span>y<span class="_ _6"></span> Nadzor<span class="_ _0"></span>czej </div></div><div class="c x4 y818 w105 he4"><div class="t m0 x52 h26 y13d ff7 fs5 fc1 sc0 ls0 ws0">Hubert Bojdo<span class="_ _0"></span> </div></div><div class="c xce y818 w106 he4"><div class="t m0 x30 h28 y13d ff1 fs5 fc1 sc0 ls0 ws0">Członek Rady Nad<span class="_ _3"></span>z<span class="_ _6"></span>orczej<span class="ff2"> </span></div></div><div class="c x4 y19c w105 he4"><div class="t m0 x52 h26 y13d ff7 fs5 fc1 sc0 ls0 ws0">Andrzej Zakrzews<span class="_ _0"></span>ki </div></div><div class="c xce y19c w106 he4"><div class="t m0 x30 h28 y13d ff1 fs5 fc1 sc0 ls0 ws0">Członek Rady Nad<span class="_ _3"></span>z<span class="_ _6"></span>orczej<span class="ff2"> </span></div></div><div class="c x4 y819 w105 he4"><div class="t m0 x52 h26 y13d ff7 fs5 fc1 sc0 ls0 ws0">Wiktoria Braun<span class="_ _0"></span> <span class="_ _1d"> </span> </div></div><div class="c xce y819 w106 he4"><div class="t m0 x30 h28 y13d ff1 fs5 fc1 sc0 ls0 ws0">Członek Rady Nad<span class="_ _3"></span>z<span class="_ _6"></span>orczej <span class="ff2"> </span></div></div><div class="c x4 y4ac w105 he4"><div class="t m0 x52 h26 y13d ff8 fs5 fc1 sc0 ls0 ws0">Artur Sociński<span class="ff7"> </span></div></div><div class="c xce y4ac w106 he4"><div class="t m0 x30 h28 y13d ff1 fs5 fc1 sc0 ls0 ws0">Członek Rady Nad<span class="_ _3"></span>z<span class="_ _6"></span>orczej<span class="ff2"> </span></div></div><div class="c x0 y0 w3 h0"><div class="t m0 x4 ha y81a ff1 fs4 fc1 sc0 ls0 ws0">W <span class="_ _6"></span>dniu <span class="_ _6"></span>25 <span class="_ _10"></span>maja <span class="_ _10"></span>2021 <span class="_ _6"></span>roku <span class="_ _10"></span>Emitent <span class="_ _10"></span>otrzymał <span class="_ _6"></span>ośw<span class="_ _6"></span>iadczenie <span class="_ _10"></span>o <span class="_ _6"></span>rezygnacj<span class="_ _6"></span>i <span class="_ _6"></span>Pana <span class="_ _6"></span>Wa<span class="_ _6"></span>ldemara <span class="_ _6"></span>Borz<span class="_ _6"></span>ykowskiego <span class="_ _6"></span>z </div><div class="t m0 x4 ha y43f ff1 fs4 fc1 sc0 ls0 ws0">pełnienia funkcj<span class="_ _6"></span>i członka Rady Nadzorczej MIR<span class="_ _6"></span>BUD S.A. z dniem 2<span class="_ _6"></span>3 <span class="ff2">c<span class="_ _6"></span>zerwca 2021 roku.<span class="_ _6"></span> </span></div><div class="t m0 x4 ha y2cd ff1 fs4 fc1 sc0 ls0 ws0">W dniu 24 czerwca 2021 roku Zwy<span class="_ _6"></span>czajne Walne Zgromadzen<span class="_ _6"></span>ie Akcjonariuszy MIRBUD <span class="_ _6"></span>S.A. podjęło uchwałę </div><div class="t m0 x4 ha y81b ff1 fs4 fc1 sc0 ls0 ws0">nr <span class="_ _25"> </span>23/2021 <span class="_ _1c"> </span>w <span class="_ _25"> </span>spraw<span class="_ _6"></span>ie <span class="_ _25"> </span>powo<span class="_ _6"></span>łania <span class="_ _25"> </span>do <span class="_ _1c"> </span>składu <span class="_ _25"> </span>R<span class="_ _6"></span>ady <span class="_ _25"> </span>Nadzorczej<span class="_ _6"></span> <span class="_ _25"> </span>MIRBU<span class="_ _6"></span>D <span class="_ _25"> </span>S.A. <span class="_ _25"> </span>pa<span class="_ _6"></span>na <span class="_ _25"> </span>Rados<span class="_ _6"></span>ława </div><div class="t m0 x4 ha y81c ff2 fs4 fc1 sc0 ls0 ws0">Niewiadomskiego.<span class="_ _6"></span> </div><div class="t m0 x4 h10 y490 ff7 fs0 fc1 sc0 ls0 ws0">12.5. <span class="_ _c"> </span>Informacja <span class="_ _33"> </span>o <span class="_ _d"> </span>osobistych, <span class="_ _33"> </span>faktycznych <span class="_ _d"> </span><span class="ff8">i <span class="_ _33"> </span>organizacyjnych <span class="_ _d"> </span>powiązaniach </span></div><div class="t m0 x39 h10 y81d ff8 fs0 fc1 sc0 ls0 ws0">członków <span class="_ _2a"> </span>Zarządu <span class="_ _2a"> </span>i <span class="_ _3f"> </span>Rady <span class="_ _2a"> </span>Nadzorczej <span class="_ _2a"> </span>z <span class="_ _3f"> </span>określonymi <span class="_ _2a"> </span>akcjonariuszami </div><div class="t m0 x39 h10 y81e ff8 fs0 fc1 sc0 ls0 ws0">posiadającymi <span class="_ _10"></span>co <span class="_ _f"></span>najmniej <span class="_ _10"></span>5% <span class="_ _10"></span>głosów <span class="_ _f"></span>na <span class="_ _6"></span>Walnym <span class="_ _f"></span>Zgromadzeniu <span class="_ _6"></span>Akc<span class="_ _6"></span>jonariuszy<span class="_ _0"></span> </div><div class="t m0 x39 h10 y780 ff7 fs0 fc1 sc0 ls0 ws0">MIRBUD S.A. <span class="ff2"> </span></div><div class="t m0 x4 ha y81f ff2 fs4 fc1 sc0 ls0 ws0">Pani <span class="_ _26"> </span>Kaja <span class="_ _26"> </span>M<span class="_ _6"></span>irgos-Kwiatkowsk<span class="_ _6"></span>a <span class="_ _26"> </span><span class="ff1">pełniąca <span class="_ _26"> </span></span>o<span class="_ _6"></span>d <span class="_ _26"> </span>dnia <span class="_ _26"> </span>02.01.202<span class="_ _6"></span>0 <span class="_ _26"> </span>r. <span class="_ _25"> </span><span class="ff1">obowiązki <span class="_ _26"> </span>c<span class="_ _6"></span>zło</span>n<span class="ff1">ka <span class="_ _26"> </span>zarz<span class="_ _6"></span>ądu <span class="_ _26"> </span>JHM </span></div><div class="t m0 x4 ha y820 ff2 fs4 fc1 sc0 ls0 ws0">DEVELOPMENT S.A oraz <span class="ff1">od <span class="_ _3"></span>dnia 01.08.2020r obowiązki członka <span class="_ _3"></span>z<span class="_ _6"></span>arządu Marywilska 44 <span class="_ _3"></span>sp<span class="_ _6"></span>. <span class="_ _3"></span>z<span class="_ _6"></span> <span class="_ _0"></span>o.o. jest <span class="_ _3"></span>córk<span class="_ _6"></span>ą </span></div><div class="t m0 x4 ha y821 ff2 fs4 fc1 sc0 ls0 ws0">p<span class="ff1">ana Jerzego Mirgos<span class="_ _6"></span>a posiadającego na<span class="_ _6"></span> dzień 3<span class="_ _6"></span></span>1.<span class="ls8">12</span>.2021r 45,09% akcji <span class="_ _6"></span>Emitenta.  </div><div class="t m0 x4 ha y822 ff2 fs4 fc1 sc0 ls0 ws0"> <span class="_ _2c"> </span> </div></div></div><div class="pi" ></div></div><div id="pf49" class="pf wa9 ha9" ><div class="pc pc49 wa9 ha9"><img class="bi x6 y823 w107 he5" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 wb7 ha9"><div class="t m0 x4 h10 y824 ff7 fs0 fc1 sc0 ls0 ws0">12.6. <span class="_ _7"></span><span class="ff8">Wynagrodzenia osób zarządzających i nadzorujących <span class="ff2"> </span></span></div><div class="t m0 x4 h10 y825 ff7 fs0 fc1 sc0 ls0 ws0">MIRBUD S.A. </div><div class="t m0 x4 h24 y826 ff9 fs5 fc1 sc0 ls0 ws0">Tabela: Wynagr<span class="_ _0"></span>odzenia osób <span class="_ _0"></span>zarządzający<span class="_ _0"></span>ch i nadzorując<span class="_ _0"></span>ych w jed<span class="_ _0"></span>nostce dominu<span class="_ _0"></span>jącej w okresie<span class="_ _3"></span> <span class="_ _6"></span>01.01<span class="_ _0"></span>.20<span class="_ _6"></span><span class="ffa">21r</span>–<span class="ffa">31.<span class="ls13">12</span>.2021r<span class="_ _0"></span> </span></div></div><div class="c xc y827 w108 he6"><div class="t m0 x56 h26 y200 ff7 fs5 fc3 sc0 ls0 ws0">Nazwa </div><div class="t m0 x31 h26 y828 ff7 fs5 fc3 sc0 ls0 ws0">organu </div></div><div class="c x135 y827 w109 he6"><div class="t m0 x57 h26 y829 ff7 fs5 fc3 sc0 ls0 ws0">Stanowisko<span class="_ _0"></span> </div></div><div class="c xf0 y827 w10a he6"><div class="t m0 x3b h26 y82a ff8 fs5 fc3 sc0 ls0 ws0">Krótkoterminowe<span class="_ _3"></span> </div><div class="t m0 x52 h26 y829 ff8 fs5 fc3 sc0 ls0 ws0">świadczenia </div><div class="t m0 x33 h26 y82b ff7 fs5 fc3 sc0 ls0 ws0">pracownicze<span class="_ _0"></span> </div></div><div class="c x136 y827 w10b he6"><div class="t m0 x3b h26 y82a ff8 fs5 fc3 sc0 ls0 ws0">Świadczenia </div><div class="t m0 x30 h26 y829 ff7 fs5 fc3 sc0 ls0 ws0">po okresie </div><div class="t m0 x3b h26 y82b ff7 fs5 fc3 sc0 ls0 ws0">zatrudnienia </div></div><div class="c xf7 y827 w10c he6"><div class="t m0 x56 h26 y82a ff8 fs5 fc3 sc0 ls0 ws0">Pozostałe </div><div class="t m0 x32 h26 y829 ff8 fs5 fc3 sc0 ls0 ws0">świadczenia </div><div class="t m0 x3b h26 y82b ff8 fs5 fc3 sc0 ls0 ws0">długoterminowe<span class="_ _0"></span><span class="ff7"> </span></div></div><div class="c x137 y827 w10d he6"><div class="t m0 x3b h26 y82c ff8 fs5 fc3 sc0 ls0 ws0">Świadczenia </div><div class="t m0 x7b h26 y82a ff8 fs5 fc3 sc0 ls0 ws0">z tytułu </div><div class="t m0 x3d h26 y829 ff8 fs5 fc3 sc0 ls0 ws0">rozwiązania </div><div class="t m0 x6a h26 y82b ff7 fs5 fc3 sc0 ls0 ws0">stosunku </div><div class="t m0 xba h26 yb9 ff7 fs5 fc3 sc0 ls0 ws0">pracy </div></div><div class="c x138 y827 w10e he6"><div class="t m0 x3b h26 y82a ff8 fs5 fc3 sc0 ls0 ws0">Płatności </div><div class="t m0 x3d h26 y829 ff7 fs5 fc3 sc0 ls0 ws0">w formie </div><div class="t m0 x33 h26 y82b ff7 fs5 fc3 sc0 ls0 ws0">akcji </div></div><div class="c x139 y827 w10f he6"><div class="t m0 x33 h26 y82a ff8 fs5 fc3 sc0 ls0 ws0">Z tytułu </div><div class="t m0 x3b h26 y829 ff7 fs5 fc3 sc0 ls0 ws0">udzielonych<span class="_ _0"></span> </div><div class="t m0 xde h26 y82b ff8 fs5 fc3 sc0 ls0 ws0">poręczeń<span class="ff7"> </span></div></div><div class="c x13a y827 w110 he6"><div class="t m0 x3b h26 y82a ff7 fs5 fc3 sc0 ls0 ws0">Wynagrodzenie<span class="_ _0"></span> </div><div class="t m0 xc8 h26 y829 ff7 fs5 fc3 sc0 ls0 ws0">w jednostkach </div><div class="t m0 x31 h26 y82b ff8 fs5 fc3 sc0 ls0 ws0">zależnych <span class="_ _0"></span><span class="ff7"> </span></div></div><div class="c x13b y827 w111 he6"><div class="t m0 xe2 h26 y829 ff8 fs5 fc3 sc0 ls0 ws0">Łącznie<span class="ff7"> </span></div></div><div class="c xc y82d w108 he7"><div class="t m0 x3b h28 y5ab ff2 fs5 fc3 sc0 ls0 ws0">Jerzy Mirgos </div></div><div class="c x135 y82d w109 he7"><div class="t m0 xde h28 y5ab ff2 fs5 fc3 sc0 ls0 ws0">Prezes <span class="ff1">Zarządu</span> </div></div><div class="c xf0 y82d w10a he7"><div class="t m0 x4e h28 y5ab ff2 fs5 fc3 sc0 ls0 ws0">         1 438     </div></div><div class="c x136 y82d w10b he7"><div class="t m0 x1c h28 y5ab ff2 fs5 fc3 sc0 ls0 ws0">0 </div></div><div class="c xf7 y82d w10c he7"><div class="t m0 xa1 h28 y5ab ff2 fs5 fc3 sc0 ls0 ws0">0 </div></div><div class="c x137 y82d w10d he7"><div class="t m0 x1c h28 y5ab ff2 fs5 fc3 sc0 ls0 ws0">0 </div></div><div class="c x138 y82d w10e he7"><div class="t m0 x62 h28 y5ab ff2 fs5 fc3 sc0 ls0 ws0">0 </div></div><div class="c x139 y82d w10f he7"><div class="t m0 x6e h28 y5ab ff2 fs5 fc3 sc0 ls13 ws0">22<span class="ls0">1 </span></div></div><div class="c x13a y82d w110 he7"><div class="t m0 x4a h28 y5ab ff2 fs5 fc3 sc0 ls13 ws0">695<span class="ls0"> </span></div></div><div class="c x13b y82d w111 he7"><div class="t m0 x13c h26 y5ab ff7 fs5 fc3 sc0 ls0 ws0">2 353 </div></div><div class="c xc y82e w108 he7"><div class="t m0 x3b h28 y4e8 ff1 fs5 fc3 sc0 ls0 ws0">Sławomir </div><div class="t m0 x3b h28 y82f ff2 fs5 fc3 sc0 ls0 ws0">Nowak </div></div><div class="c x135 y82e w109 he7"><div class="t m0 x56 h28 y4e8 ff2 fs5 fc3 sc0 ls0 ws0">Wiceprezes </div><div class="t m0 x6d h28 y82f ff1 fs5 fc3 sc0 ls0 ws0">Zarządu<span class="ff2"> </span></div></div><div class="c xf0 y82e w10a he7"><div class="t m0 x4e h28 y38a ff2 fs5 fc3 sc0 ls0 ws0">         1 300     </div></div><div class="c x136 y82e w10b he7"><div class="t m0 x1c h28 y38a ff2 fs5 fc3 sc0 ls0 ws0">0 </div></div><div class="c xf7 y82e w10c he7"><div class="t m0 xa1 h28 y38a ff2 fs5 fc3 sc0 ls0 ws0">0 </div></div><div class="c x137 y82e w10d he7"><div class="t m0 x1c h28 y38a ff2 fs5 fc3 sc0 ls0 ws0">0 </div></div><div class="c x138 y82e w10e he7"><div class="t m0 x62 h28 y38a ff2 fs5 fc3 sc0 ls0 ws0">0 </div></div><div class="c x139 y82e w10f he7"><div class="t m0 xbb h28 y38a ff2 fs5 fc3 sc0 ls0 ws0">0 </div></div><div class="c x13a y82e w110 he7"><div class="t m0 x4a h28 y38a ff2 fs5 fc3 sc0 ls13 ws0">335<span class="ls0"> </span></div></div><div class="c x13b y82e w111 he7"><div class="t m0 x13c h26 y38a ff7 fs5 fc3 sc0 ls0 ws0">1 635 </div></div><div class="c xc y830 w108 he8"><div class="t m0 x3b h28 y4e8 ff1 fs5 fc3 sc0 ls0 ws0">Paweł </div><div class="t m0 x3b h28 y831 ff2 fs5 fc3 sc0 ls0 ws0">Korzeniowski </div></div><div class="c x135 y830 w109 he8"><div class="t m0 x2c h28 y5ab ff1 fs5 fc3 sc0 ls0 ws0">Członek Zarządu<span class="_ _0"></span><span class="ff2"> </span></div></div><div class="c xf0 y830 w10a he8"><div class="t m0 x4e h28 y5ab ff2 fs5 fc3 sc0 ls0 ws0">         1 087     </div></div><div class="c x136 y830 w10b he8"><div class="t m0 x1c h28 y5ab ff2 fs5 fc3 sc0 ls0 ws0">0 </div></div><div class="c xf7 y830 w10c he8"><div class="t m0 xa1 h28 y5ab ff2 fs5 fc3 sc0 ls0 ws0">0 </div></div><div class="c x137 y830 w10d he8"><div class="t m0 x1c h28 y5ab ff2 fs5 fc3 sc0 ls0 ws0">0 </div></div><div class="c x138 y830 w10e he8"><div class="t m0 x62 h28 y5ab ff2 fs5 fc3 sc0 ls0 ws0">0 </div></div><div class="c x139 y830 w10f he8"><div class="t m0 xbb h28 y5ab ff2 fs5 fc3 sc0 ls0 ws0">0 </div></div><div class="c x13a y830 w110 he8"><div class="t m0 x4c h28 y5ab ff2 fs5 fc3 sc0 ls13 ws0">50<span class="ls0"> </span></div></div><div class="c x13b y830 w111 he8"><div class="t m0 x13c h26 y5ab ff7 fs5 fc3 sc0 ls0 ws0">1 137 </div></div><div class="c xc y832 w108 he7"><div class="t m0 x3b h28 y4e8 ff2 fs5 fc3 sc0 ls0 ws0">Tomasz </div><div class="t m0 x3b h28 y82f ff1 fs5 fc3 sc0 ls0 ws0">Sałata<span class="ff2"> </span></div></div><div class="c x135 y832 w109 he7"><div class="t m0 x2c h28 y38a ff1 fs5 fc3 sc0 ls0 ws0">Członek Zarządu<span class="_ _0"></span><span class="ff2"> </span></div></div><div class="c xf0 y832 w10a he7"><div class="t m0 x4e h28 y38a ff2 fs5 fc3 sc0 ls0 ws0">         1 060     </div></div><div class="c x136 y832 w10b he7"><div class="t m0 x1c h28 y38a ff2 fs5 fc3 sc0 ls0 ws0">0 </div></div><div class="c xf7 y832 w10c he7"><div class="t m0 xa1 h28 y38a ff2 fs5 fc3 sc0 ls0 ws0">0 </div></div><div class="c x137 y832 w10d he7"><div class="t m0 x1c h28 y38a ff2 fs5 fc3 sc0 ls0 ws0">0 </div></div><div class="c x138 y832 w10e he7"><div class="t m0 x62 h28 y38a ff2 fs5 fc3 sc0 ls0 ws0">0 </div></div><div class="c x139 y832 w10f he7"><div class="t m0 xbb h28 y38a ff2 fs5 fc3 sc0 ls0 ws0">0 </div></div><div class="c x13a y832 w110 he7"><div class="t m0 xd6 h28 y38a ff2 fs5 fc3 sc0 ls0 ws0">0 </div></div><div class="c x13b y832 w111 he7"><div class="t m0 x13c h26 y38a ff7 fs5 fc3 sc0 ls0 ws0">1 060 </div></div><div class="c xc y833 w108 he9"><div class="t m0 x3b h28 y12b ff1 fs5 fc3 sc0 ls0 ws0">Ewa Przybył<span class="ff2"> </span></div></div><div class="c x135 y833 w109 he9"><div class="t m0 x12b h28 y12b ff2 fs5 fc3 sc0 ls0 ws0">Prokurent </div></div><div class="c xf0 y833 w10a he9"><div class="t m0 x4e h28 y12b ff2 fs5 fc3 sc0 ls0 ws0">            401     </div></div><div class="c x136 y833 w10b he9"><div class="t m0 x1c h28 y12b ff2 fs5 fc3 sc0 ls0 ws0">0 </div></div><div class="c xf7 y833 w10c he9"><div class="t m0 xa1 h28 y12b ff2 fs5 fc3 sc0 ls0 ws0">0 </div></div><div class="c x137 y833 w10d he9"><div class="t m0 x1c h28 y12b ff2 fs5 fc3 sc0 ls0 ws0">0 </div></div><div class="c x138 y833 w10e he9"><div class="t m0 x62 h28 y12b ff2 fs5 fc3 sc0 ls0 ws0">0 </div></div><div class="c x139 y833 w10f he9"><div class="t m0 xbb h28 y12b ff2 fs5 fc3 sc0 ls0 ws0">0 </div></div><div class="c x13a y833 w110 he9"><div class="t m0 xd6 h28 y12b ff2 fs5 fc3 sc0 ls0 ws0">0 </div></div><div class="c x13b y833 w111 he9"><div class="t m0 xc3 h26 y12b ff7 fs5 fc3 sc0 ls13 ws0">401<span class="ls0"> </span></div></div><div class="c xc y834 w108 he7"><div class="t m0 x3b h28 y4e8 ff2 fs5 fc3 sc0 ls0 ws0">Anna </div><div class="t m0 x3b h28 y82f ff1 fs5 fc3 sc0 ls0 ws0">Więzowska<span class="ff2"> </span></div></div><div class="c x135 y834 w109 he7"><div class="t m0 x12b h28 y5ab ff2 fs5 fc3 sc0 ls0 ws0">Prokurent </div></div><div class="c xf0 y834 w10a he7"><div class="t m0 x4e h28 y5ab ff2 fs5 fc3 sc0 ls0 ws0">            505     </div></div><div class="c x136 y834 w10b he7"><div class="t m0 x4a h28 y5ab ff2 fs5 fc3 sc0 ls0 ws0">  </div></div><div class="c xf7 y834 w10c he7"><div class="t m0 x10c h28 y5ab ff2 fs5 fc3 sc0 ls0 ws0">  </div></div><div class="c x137 y834 w10d he7"><div class="t m0 xb0 h28 y5ab ff2 fs5 fc3 sc0 ls0 ws0">  </div></div><div class="c x138 y834 w10e he7"><div class="t m0 x6e h28 y5ab ff2 fs5 fc3 sc0 ls0 ws0">  </div></div><div class="c x139 y834 w10f he7"><div class="t m0 x4b h28 y5ab ff2 fs5 fc3 sc0 ls0 ws0">  </div></div><div class="c x13a y834 w110 he7"><div class="t m0 x4c h28 y5ab ff2 fs5 fc3 sc0 ls13 ws0">18<span class="ls0"> </span></div></div><div class="c x13b y834 w111 he7"><div class="t m0 xc3 h26 y5ab ff7 fs5 fc3 sc0 ls13 ws0">523<span class="ls0"> </span></div></div><div class="c xc y835 w108 he7"><div class="t m0 x3b h28 y38a ff2 fs5 fc3 sc0 ls0 ws0">Hubert Bojdo </div></div><div class="c x135 y835 w109 he7"><div class="t m0 x33 h28 y4e8 ff1 fs5 fc3 sc0 ls0 ws0">Członek Rady </div><div class="t m0 x19 h28 y82f ff2 fs5 fc3 sc0 ls0 ws0">Nadzorczej </div></div><div class="c xf0 y835 w10a he7"><div class="t m0 x4e h28 y38a ff2 fs5 fc3 sc0 ls0 ws0">              47     </div></div><div class="c x136 y835 w10b he7"><div class="t m0 x1c h28 y38a ff2 fs5 fc3 sc0 ls0 ws0">0 </div></div><div class="c xf7 y835 w10c he7"><div class="t m0 xa1 h28 y38a ff2 fs5 fc3 sc0 ls0 ws0">0 </div></div><div class="c x137 y835 w10d he7"><div class="t m0 x1c h28 y38a ff2 fs5 fc3 sc0 ls0 ws0">0 </div></div><div class="c x138 y835 w10e he7"><div class="t m0 x62 h28 y38a ff2 fs5 fc3 sc0 ls0 ws0">0 </div></div><div class="c x139 y835 w10f he7"><div class="t m0 xbb h28 y38a ff2 fs5 fc3 sc0 ls0 ws0">0 </div></div><div class="c x13a y835 w110 he7"><div class="t m0 xd6 h28 y38a ff2 fs5 fc3 sc0 ls0 ws0">0 </div></div><div class="c x13b y835 w111 he7"><div class="t m0 xc6 h26 y38a ff7 fs5 fc3 sc0 ls13 ws0">47<span class="ls0"> </span></div></div><div class="c xc y836 w108 h9a"><div class="t m0 x3b h28 y56f ff2 fs5 fc3 sc0 ls0 ws0">Agnieszka </div><div class="t m0 x3b h28 y2f ff2 fs5 fc3 sc0 ls0 ws0">Bujnowska </div></div><div class="c x135 y836 w109 h9a"><div class="t m0 x6a h28 y56f ff2 fs5 fc3 sc0 ls0 ws0">Sekretarz Rad<span class="_ _3"></span>y<span class="_ _6"></span> </div><div class="t m0 x19 h28 y2f ff2 fs5 fc3 sc0 ls0 ws0">Nadzorczej </div></div><div class="c xf0 y836 w10a h9a"><div class="t m0 x4e h28 y837 ff2 fs5 fc3 sc0 ls0 ws0">              53     </div></div><div class="c x136 y836 w10b h9a"><div class="t m0 x1c h28 y837 ff2 fs5 fc3 sc0 ls0 ws0">0 </div></div><div class="c xf7 y836 w10c h9a"><div class="t m0 xa1 h28 y837 ff2 fs5 fc3 sc0 ls0 ws0">0 </div></div><div class="c x137 y836 w10d h9a"><div class="t m0 x1c h28 y837 ff2 fs5 fc3 sc0 ls0 ws0">0 </div></div><div class="c x138 y836 w10e h9a"><div class="t m0 x62 h28 y837 ff2 fs5 fc3 sc0 ls0 ws0">0 </div></div><div class="c x139 y836 w10f h9a"><div class="t m0 xbb h28 y837 ff2 fs5 fc3 sc0 ls0 ws0">0 </div></div><div class="c x13a y836 w110 h9a"><div class="t m0 x4a h28 y837 ff2 fs5 fc3 sc0 ls0 ws0">1<span class="ls13">01</span> </div></div><div class="c x13b y836 w111 h9a"><div class="t m0 xc3 h26 y837 ff7 fs5 fc3 sc0 ls0 ws0">1<span class="ls13">54</span> </div></div><div class="c xc y838 w108 he8"><div class="t m0 x3b h28 y4e8 ff2 fs5 fc3 sc0 ls0 ws0">Andrzej </div><div class="t m0 x3b h28 y82f ff2 fs5 fc3 sc0 ls0 ws0">Zakrzewski </div></div><div class="c x135 y838 w109 he8"><div class="t m0 x33 h28 y4e8 ff1 fs5 fc3 sc0 ls0 ws0">Członek Rady </div><div class="t m0 x19 h28 y82f ff2 fs5 fc3 sc0 ls0 ws0">Nadzorczej </div></div><div class="c xf0 y838 w10a he8"><div class="t m0 x4e h28 y38a ff2 fs5 fc3 sc0 ls0 ws0">              47     </div></div><div class="c x136 y838 w10b he8"><div class="t m0 x1c h28 y38a ff2 fs5 fc3 sc0 ls0 ws0">0 </div></div><div class="c xf7 y838 w10c he8"><div class="t m0 xa1 h28 y38a ff2 fs5 fc3 sc0 ls0 ws0">0 </div></div><div class="c x137 y838 w10d he8"><div class="t m0 x1c h28 y38a ff2 fs5 fc3 sc0 ls0 ws0">0 </div></div><div class="c x138 y838 w10e he8"><div class="t m0 x62 h28 y38a ff2 fs5 fc3 sc0 ls0 ws0">0 </div></div><div class="c x139 y838 w10f he8"><div class="t m0 xbb h28 y38a ff2 fs5 fc3 sc0 ls0 ws0">0 </div></div><div class="c x13a y838 w110 he8"><div class="t m0 x4c h28 y38a ff2 fs5 fc3 sc0 ls13 ws0">15<span class="ls0"> </span></div></div><div class="c x13b y838 w111 he8"><div class="t m0 xc6 h26 y38a ff7 fs5 fc3 sc0 ls13 ws0">62<span class="ls0"> </span></div></div><div class="c xc y839 w108 he7"><div class="t m0 x3b h28 y4e8 ff2 fs5 fc3 sc0 ls0 ws0">Waldemar </div><div class="t m0 x3b h28 y831 ff2 fs5 fc3 sc0 ls0 ws0">Borzykowski<span class="_ _0"></span> </div></div><div class="c x135 y839 w109 he7"><div class="t m0 x33 h28 y4e8 ff1 fs5 fc3 sc0 ls0 ws0">Członek Rady </div><div class="t m0 x19 h28 y831 ff2 fs5 fc3 sc0 ls0 ws0">Nadzorczej </div></div><div class="c xf0 y839 w10a he7"><div class="t m0 x4e h28 y5ab ff2 fs5 fc3 sc0 ls0 ws0">              33     </div></div><div class="c x136 y839 w10b he7"><div class="t m0 x1c h28 y5ab ff2 fs5 fc3 sc0 ls0 ws0">0 </div></div><div class="c xf7 y839 w10c he7"><div class="t m0 xa1 h28 y5ab ff2 fs5 fc3 sc0 ls0 ws0">0 </div></div><div class="c x137 y839 w10d he7"><div class="t m0 x1c h28 y5ab ff2 fs5 fc3 sc0 ls0 ws0">0 </div></div><div class="c x138 y839 w10e he7"><div class="t m0 x62 h28 y5ab ff2 fs5 fc3 sc0 ls0 ws0">0 </div></div><div class="c x139 y839 w10f he7"><div class="t m0 xbb h28 y5ab ff2 fs5 fc3 sc0 ls0 ws0">0 </div></div><div class="c x13a y839 w110 he7"><div class="t m0 xd6 h28 y5ab ff2 fs5 fc3 sc0 ls0 ws0">7 </div></div><div class="c x13b y839 w111 he7"><div class="t m0 xc6 h26 y5ab ff7 fs5 fc3 sc0 ls13 ws0">40<span class="ls0"> </span></div></div><div class="c xc y83a w108 he7"><div class="t m0 x3b h28 y38a ff2 fs5 fc3 sc0 ls0 ws0">Artur <span class="ff1">Sociński<span class="_ _0"></span><span class="ff2"> </span></span></div></div><div class="c x135 y83a w109 he7"><div class="t m0 x33 h28 y4e8 ff1 fs5 fc3 sc0 ls0 ws0">Członek Rady </div><div class="t m0 x19 h28 y82f ff2 fs5 fc3 sc0 ls0 ws0">Nadzorczej </div></div><div class="c xf0 y83a w10a he7"><div class="t m0 x4e h28 y38a ff2 fs5 fc3 sc0 ls0 ws0">              49     </div></div><div class="c x136 y83a w10b he7"><div class="t m0 x1c h28 y38a ff2 fs5 fc3 sc0 ls0 ws0">0 </div></div><div class="c xf7 y83a w10c he7"><div class="t m0 xa1 h28 y38a ff2 fs5 fc3 sc0 ls0 ws0">0 </div></div><div class="c x137 y83a w10d he7"><div class="t m0 x1c h28 y38a ff2 fs5 fc3 sc0 ls0 ws0">0 </div></div><div class="c x138 y83a w10e he7"><div class="t m0 x62 h28 y38a ff2 fs5 fc3 sc0 ls0 ws0">0 </div></div><div class="c x139 y83a w10f he7"><div class="t m0 xbb h28 y38a ff2 fs5 fc3 sc0 ls0 ws0">0 </div></div><div class="c x13a y83a w110 he7"><div class="t m0 xd6 h28 y38a ff2 fs5 fc3 sc0 ls0 ws0">0 </div></div><div class="c x13b y83a w111 he7"><div class="t m0 xc6 h26 y38a ff7 fs5 fc3 sc0 ls13 ws0">49<span class="ls0"> </span></div></div><div class="c xc y83b w108 h9a"><div class="t m0 x3b h28 y56f ff1 fs5 fc3 sc0 ls0 ws0">Wiesław </div><div class="t m0 x3b h28 y3c1 ff1 fs5 fc3 sc0 ls0 ws0">Kosonóg<span class="ff2"> </span></div></div><div class="c x135 y83b w109 h9a"><div class="t m0 x28 h28 y56f ff1 fs5 fc3 sc0 ls0 ws0">Przewodniczą<span class="_ _0"></span>cy </div><div class="t m0 x30 h28 y3c1 ff2 fs5 fc3 sc0 ls0 ws0">Rady nadzor<span class="_ _0"></span>czej </div></div><div class="c xf0 y83b w10a h9a"><div class="t m0 x4e h28 y837 ff2 fs5 fc3 sc0 ls0 ws0">              59     </div></div><div class="c x136 y83b w10b h9a"><div class="t m0 x1c h28 y837 ff2 fs5 fc3 sc0 ls0 ws0">0 </div></div><div class="c xf7 y83b w10c h9a"><div class="t m0 xa1 h28 y837 ff2 fs5 fc3 sc0 ls0 ws0">0 </div></div><div class="c x137 y83b w10d h9a"><div class="t m0 x1c h28 y837 ff2 fs5 fc3 sc0 ls0 ws0">0 </div></div><div class="c x138 y83b w10e h9a"><div class="t m0 x62 h28 y837 ff2 fs5 fc3 sc0 ls0 ws0">0 </div></div><div class="c x139 y83b w10f h9a"><div class="t m0 xbb h28 y837 ff2 fs5 fc3 sc0 ls0 ws0">0 </div></div><div class="c x13a y83b w110 h9a"><div class="t m0 x4c h28 y837 ff2 fs5 fc3 sc0 ls13 ws0">24<span class="ls0"> </span></div></div><div class="c x13b y83b w111 h9a"><div class="t m0 xc6 h26 y837 ff7 fs5 fc3 sc0 ls13 ws0">83<span class="ls0"> </span></div></div><div class="c xc y83c w108 hea"><div class="t m0 x3b h28 y83d ff1 fs5 fc3 sc0 ls0 ws0">Radosław </div><div class="t m0 x3b h28 y59a ff2 fs5 fc3 sc0 ls0 ws0">Niewiadomski </div></div><div class="c x135 y83c w109 hea"><div class="t m0 x55 h28 y4f7 ff1 fs5 fc3 sc0 ls0 ws0">Zastępca </div><div class="t m0 x3b h28 y83e ff1 fs5 fc3 sc0 ls0 ws0">Przewodniczą<span class="_ _0"></span>cego </div><div class="t m0 x3d h28 y139 ff2 fs5 fc3 sc0 ls0 ws0">Rady Nadzor<span class="_ _0"></span>czej j </div></div><div class="c xf0 y83c w10a hea"><div class="t m0 x4e h28 y83e ff2 fs5 fc3 sc0 ls0 ws0">              21     </div></div><div class="c x136 y83c w10b hea"><div class="t m0 x4a h28 y83e ff2 fs5 fc3 sc0 ls0 ws0">  </div></div><div class="c xf7 y83c w10c hea"><div class="t m0 x10c h28 y83e ff2 fs5 fc3 sc0 ls0 ws0">  </div></div><div class="c x137 y83c w10d hea"><div class="t m0 xb0 h28 y83e ff2 fs5 fc3 sc0 ls0 ws0">  </div></div><div class="c x138 y83c w10e hea"><div class="t m0 x6e h28 y83e ff2 fs5 fc3 sc0 ls0 ws0">  </div></div><div class="c x139 y83c w10f hea"><div class="t m0 x4b h28 y83e ff2 fs5 fc3 sc0 ls0 ws0">  </div></div><div class="c x13a y83c w110 hea"><div class="t m0 x4c h28 y83e ff2 fs5 fc3 sc0 ls13 ws0">15<span class="ls0"> </span></div></div><div class="c x13b y83c w111 hea"><div class="t m0 x13d h26 y83e ff7 fs5 fc3 sc0 ls0 ws0">  </div></div><div class="c xc y83f w108 heb"><div class="t m0 x3b h28 y4f4 ff2 fs5 fc3 sc0 ls0 ws0">Wiktoria </div><div class="t m0 x3b h28 y6bf ff2 fs5 fc3 sc0 ls0 ws0">Braun </div></div><div class="c x135 y83f w109 heb"><div class="t m0 x33 h28 y4f4 ff1 fs5 fc3 sc0 ls0 ws0">Członek Rady </div><div class="t m0 x19 h28 y6bf ff2 fs5 fc3 sc0 ls0 ws0">Nadzorczej </div></div><div class="c xf0 y83f w10a heb"><div class="t m0 x4e h28 y840 ff2 fs5 fc3 sc0 ls0 ws0">              47     </div></div><div class="c x136 y83f w10b heb"><div class="t m0 x1c h28 y840 ff2 fs5 fc3 sc0 ls0 ws0">0 </div></div><div class="c xf7 y83f w10c heb"><div class="t m0 xa1 h28 y840 ff2 fs5 fc3 sc0 ls0 ws0">0 </div></div><div class="c x137 y83f w10d heb"><div class="t m0 x1c h28 y840 ff2 fs5 fc3 sc0 ls0 ws0">0 </div></div><div class="c x138 y83f w10e heb"><div class="t m0 x62 h28 y840 ff2 fs5 fc3 sc0 ls0 ws0">0 </div></div><div class="c x139 y83f w10f heb"><div class="t m0 xbb h28 y840 ff2 fs5 fc3 sc0 ls0 ws0">0 </div></div><div class="c x13a y83f w110 heb"><div class="t m0 xd6 h28 y840 ff2 fs5 fc3 sc0 ls0 ws0">0 </div></div><div class="c x13b y83f w111 heb"><div class="t m0 xc6 h26 y840 ff7 fs5 fc3 sc0 ls13 ws0">47<span class="ls0"> </span></div></div><div class="c xc y841 w108 h6b"><div class="t m0 x3b h26 y38f ff7 fs5 fc3 sc0 ls0 ws0">RAZEM </div></div><div class="c x135 y841 w109 h6b"><div class="t m0 x53 h26 y38f ff7 fs5 fc3 sc0 ls0 ws0">  </div></div><div class="c xf0 y841 w10a h6b"><div class="t m0 x4e h26 y38f ff7 fs5 fc3 sc0 ls0 ws0">         6 147     </div></div><div class="c x136 y841 w10b h6b"><div class="t m0 x57 h26 y38f ff7 fs5 fc3 sc0 ls0 ws0">               -      <span class="_ _0"></span> </div></div><div class="c xf7 y841 w10c h6b"><div class="t m0 x4e h26 y38f ff7 fs5 fc3 sc0 ls0 ws0">               -      <span class="_ _0"></span> </div></div><div class="c x137 y841 w10d h6b"><div class="t m0 x57 h26 y38f ff7 fs5 fc3 sc0 ls0 ws0">               -      <span class="_ _0"></span> </div></div><div class="c x138 y841 w10e h6b"><div class="t m0 x63 h26 y842 ff7 fs5 fc3 sc0 ls0 ws0">               </div><div class="t m0 x6e h26 y445 ff7 fs5 fc3 sc0 ls0 ws0">-       </div></div><div class="c x139 y841 w10f h6b"><div class="t m0 x6a h26 y38f ff7 fs5 fc3 sc0 ls0 ws0">            <span class="ls13">22</span>1     </div></div><div class="c x13a y841 w110 h6b"><div class="t m0 x6d h26 y38f ff7 fs5 fc3 sc0 ls0 ws0">         1 2<span class="ls13">60</span>     </div></div><div class="c x13b y841 w111 h6b"><div class="t m0 x13e h26 y38f ff7 fs5 fc3 sc0 ls0 ws0">         7 5<span class="ls13">91</span>     </div></div><div class="c x0 y0 wb7 ha9"><div class="t m0 x4 h24 y843 ffa fs5 fc1 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf4a" class="pf wa9 ha9" ><div class="pc pc4a wa9 ha9"><img class="bi x6 y2b w112 hb0" alt="" 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class="c x0 y0 wb7 ha9"><div class="t m0 xfd h8 y670 ff4 fs3 fc3 sc0 ls0 ws0">SPRAWOZDANE ZARZĄDU Z DZIAŁALNOŚCI<span class="ff3"> MIRBUD S.A. ZA <span class="ls4">ROK</span> <span class="ls5">20</span>21<span class="fc4"> </span></span></div><div class="t m0 x4 h6 y671 ff3 fs2 fc1 sc0 ls0 ws0"> </div></div><div class="c x4 y2e wba h9"><div class="t m0 x13f ha y2f ff2 fs4 fc3 sc0 ls0 ws0">MIRBUD <span class="ls6">| </span><span class="ff1">Wy<span class="_ _6"></span>nagrodzenia os<span class="_ _6"></span>ób zarządzających i nad<span class="_ _6"></span>zorujących<span class="_ _6"></span></span> </div></div><div class="c x9 y2e wbb h9"><div class="t m0 xa hb y30 ff3 fs1 fc0 sc0 ls11 ws0">74<span class="fs2 ls0"> </span></div></div><div class="c x0 y0 wb7 ha9"><div class="t m0 x4 h6 y31 ff3 fs2 fc1 sc0 ls0 ws0"> </div></div><div class="c xb y672 w7 h7f"><div class="t m0 xc hd y673 ff5 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x0 y0 wb7 ha9"><div class="t m0 x4 h24 y844 ffa fs5 fc1 sc0 ls0 ws0"> </div><div class="t m0 x4 h24 y845 ffa fs5 fc1 sc0 ls0 ws0"> </div><div class="t m0 x4 h24 y846 ffa fs5 fc1 sc0 ls0 ws0"> </div><div class="t m0 x4 h24 y847 ff9 fs5 fc1 sc0 ls0 ws0">Tabela: Wynagr<span class="_ _0"></span>odzenia osób <span class="_ _0"></span>zarządzający<span class="_ _0"></span>ch i nadzorując<span class="_ _0"></span>ych w jed<span class="_ _0"></span>nostce dominu<span class="_ _0"></span>jącej w okresie<span class="_ _3"></span> <span class="_ _6"></span>01.01<span class="_ _0"></span>.2020r–<span class="ffa">31.<span class="ls13">12</span>.2020r </span></div></div><div class="c x4 y848 w113 h98"><div class="t m0 x52 h26 y66f ff7 fs5 fc3 sc0 ls0 ws0">Nazwa organu </div></div><div class="c x12f y848 w114 h98"><div class="t m0 x3e h26 y66f ff7 fs5 fc3 sc0 ls0 ws0">Stanowisko<span class="_ _0"></span> </div></div><div class="c xc1 y848 w115 h98"><div class="t m0 x2 h26 y66e ff8 fs5 fc3 sc0 ls0 ws0">Krótkoterminowe<span class="_ _0"></span> </div><div class="t m0 x2d h26 y66f ff8 fs5 fc3 sc0 ls0 ws0">świadczenia </div><div class="t m0 x12b h26 y446 ff7 fs5 fc3 sc0 ls0 ws0">pracownicze </div></div><div class="c x140 y848 w116 h98"><div class="t m0 xa h26 y66e ff8 fs5 fc3 sc0 ls0 ws0">Świadczenia p<span class="_ _0"></span>o </div><div class="t m0 x47 h26 y66f ff7 fs5 fc3 sc0 ls0 ws0">okresie </div><div class="t m0 x33 h26 y446 ff7 fs5 fc3 sc0 ls0 ws0">zatrudnienia </div></div><div class="c x141 y848 w117 h98"><div class="t m0 x56 h26 y66e ff8 fs5 fc3 sc0 ls0 ws0">Pozostałe </div><div class="t m0 x32 h26 y66f ff8 fs5 fc3 sc0 ls0 ws0">świadczenia </div><div class="t m0 x3b h26 y446 ff8 fs5 fc3 sc0 ls0 ws0">długoterminowe<span class="_ _0"></span><span class="ff7"> </span></div></div><div class="c x142 y848 w118 h98"><div class="t m0 xc8 h26 y66d ff8 fs5 fc3 sc0 ls0 ws0">Świadczenia <span class="_ _0"></span>z </div><div class="t m0 x47 h26 y66e ff8 fs5 fc3 sc0 ls0 ws0">tytułu </div><div class="t m0 x6a h26 y66f ff8 fs5 fc3 sc0 ls0 ws0">rozwiązania </div><div class="t m0 x31 h26 y446 ff7 fs5 fc3 sc0 ls0 ws0">stosunku </div><div class="t m0 x47 h26 y445 ff7 fs5 fc3 sc0 ls0 ws0">pracy </div></div><div class="c x143 y848 w94 h98"><div class="t m0 x28 h26 y64d ff8 fs5 fc3 sc0 ls0 ws0">Płatności w </div><div class="t m0 x28 h26 y20f ff7 fs5 fc3 sc0 ls0 ws0">formie akcji </div></div><div class="c x144 y848 w119 h98"><div class="t m0 x57 h26 y66e ff8 fs5 fc3 sc0 ls0 ws0">Z tytułu </div><div class="t m0 x2c h26 y66f ff7 fs5 fc3 sc0 ls0 ws0">udzielonych </div><div class="t m0 x33 h26 y446 ff8 fs5 fc3 sc0 ls0 ws0">poręczeń<span class="ff7"> </span></div></div><div class="c x145 y848 w110 h98"><div class="t m0 x3b h26 y66e ff7 fs5 fc3 sc0 ls0 ws0">Wynagrodzenie<span class="_ _0"></span> </div><div class="t m0 xc8 h26 y66f ff7 fs5 fc3 sc0 ls0 ws0">w jednostkach </div><div class="t m0 x31 h26 y446 ff8 fs5 fc3 sc0 ls0 ws0">zależnych <span class="_ _0"></span><span class="ff7"> </span></div></div><div class="c x146 y848 w11a h98"><div class="t m0 x2 h26 y66f ff8 fs5 fc3 sc0 ls0 ws0">Łącznie<span class="ff7"> </span></div></div><div class="c x4 y849 w113 h66"><div class="t m0 x3b h28 yb9 ff2 fs5 fc3 sc0 ls0 ws0">Jerzy Mirgos </div></div><div class="c x12f y849 w114 h66"><div class="t m0 x47 h28 yb9 ff2 fs5 fc3 sc0 ls0 ws0">Prezes <span class="ff1">Zarządu</span> </div></div><div class="c xc1 y849 w115 h66"><div class="t m0 xdf h28 yb9 ff2 fs5 fc3 sc0 ls0 ws0">1 278 </div></div><div class="c x140 y849 w116 h66"><div class="t m0 xdf h28 yb9 ff2 fs5 fc3 sc0 ls0 ws0">0 </div></div><div class="c x141 y849 w117 h66"><div class="t m0 xa1 h28 yb9 ff2 fs5 fc3 sc0 ls0 ws0">0 </div></div><div class="c x142 y849 w118 h66"><div class="t m0 xe9 h28 yb9 ff2 fs5 fc3 sc0 ls0 ws0">0 </div></div><div class="c x143 y849 w94 h66"><div class="t m0 x4c h28 yb9 ff2 fs5 fc3 sc0 ls0 ws0">0 </div></div><div class="c x144 y849 w119 h66"><div class="t m0 xb6 h28 yb9 ff2 fs5 fc3 sc0 ls13 ws0">447<span class="ls0"> </span></div></div><div class="c x145 y849 w110 h66"><div class="t m0 x4a h28 yb9 ff2 fs5 fc3 sc0 ls13 ws0">600<span class="ls0"> </span></div></div><div class="c x146 y849 w11a h66"><div class="t m0 x3e h26 yb9 ff7 fs5 fc3 sc0 ls0 ws0">2 325 </div></div><div class="c x4 y84a w113 h66"><div class="t m0 x3b h28 yb9 ff1 fs5 fc3 sc0 ls0 ws0">Sławomir Nowa<span class="_ _0"></span>k<span class="ff2"> </span></div></div><div class="c x12f y84a w114 h66"><div class="t m0 x52 h28 yb9 ff1 fs5 fc3 sc0 ls0 ws0">Wiceprezes Zar<span class="_ _0"></span>ządu<span class="ff2"> </span></div></div><div class="c xc1 y84a w115 h66"><div class="t m0 xbd h28 yb9 ff2 fs5 fc3 sc0 ls13 ws0">1139<span class="ls0"> </span></div></div><div class="c x140 y84a w116 h66"><div class="t m0 xdf h28 yb9 ff2 fs5 fc3 sc0 ls0 ws0">0 </div></div><div class="c x141 y84a w117 h66"><div class="t m0 xa1 h28 yb9 ff2 fs5 fc3 sc0 ls0 ws0">0 </div></div><div class="c x142 y84a w118 h66"><div class="t m0 xe9 h28 yb9 ff2 fs5 fc3 sc0 ls0 ws0">0 </div></div><div class="c x143 y84a w94 h66"><div class="t m0 x4c h28 yb9 ff2 fs5 fc3 sc0 ls0 ws0">0 </div></div><div class="c x144 y84a w119 h66"><div class="t m0 x22 h28 yb9 ff2 fs5 fc3 sc0 ls0 ws0">0 </div></div><div class="c x145 y84a w110 h66"><div class="t m0 x4a h28 yb9 ff2 fs5 fc3 sc0 ls13 ws0">250<span class="ls0"> </span></div></div><div class="c x146 y84a w11a h66"><div class="t m0 x3e h26 yb9 ff7 fs5 fc3 sc0 ls0 ws0">1 389 </div></div><div class="c x4 y84b w113 hec"><div class="t m0 x3b h28 yb9 ff1 fs5 fc3 sc0 ls0 ws0">Paweł Korzeniow<span class="_ _0"></span>ski<span class="ff2"> </span></div></div><div class="c x12f y84b w114 hec"><div class="t m0 x12b h28 yb9 ff1 fs5 fc3 sc0 ls0 ws0">Członek Zarządu<span class="_ _0"></span><span class="ff2"> </span></div></div><div class="c xc1 y84b w115 hec"><div class="t m0 xc h28 yb9 ff2 fs5 fc3 sc0 ls13 ws0">846<span class="ls0"> </span></div></div><div class="c x140 y84b w116 hec"><div class="t m0 xdf h28 yb9 ff2 fs5 fc3 sc0 ls0 ws0">0 </div></div><div class="c x141 y84b w117 hec"><div class="t m0 xa1 h28 yb9 ff2 fs5 fc3 sc0 ls0 ws0">0 </div></div><div class="c x142 y84b w118 hec"><div class="t m0 xe9 h28 yb9 ff2 fs5 fc3 sc0 ls0 ws0">0 </div></div><div class="c x143 y84b w94 hec"><div class="t m0 x4c h28 yb9 ff2 fs5 fc3 sc0 ls0 ws0">0 </div></div><div class="c x144 y84b w119 hec"><div class="t m0 x22 h28 yb9 ff2 fs5 fc3 sc0 ls0 ws0">0 </div></div><div class="c x145 y84b w110 hec"><div class="t m0 x4c h28 yb9 ff2 fs5 fc3 sc0 ls13 ws0">44<span class="ls0"> </span></div></div><div class="c x146 y84b w11a hec"><div class="t m0 x3a h26 yb9 ff7 fs5 fc3 sc0 ls13 ws0">890<span class="ls0"> </span></div></div><div class="c x4 y84c w113 h86"><div class="t m0 x3b h28 yb9 ff1 fs5 fc3 sc0 ls0 ws0">Tomasz Sałata<span class="ff2"> </span></div></div><div class="c x12f y84c w114 h86"><div class="t m0 x12b h28 yb9 ff1 fs5 fc3 sc0 ls0 ws0">Członek Zarządu<span class="_ _0"></span><span class="ff2"> </span></div></div><div class="c xc1 y84c w115 h86"><div class="t m0 xc h28 yb9 ff2 fs5 fc3 sc0 ls13 ws0">839<span class="ls0"> </span></div></div><div class="c x140 y84c w116 h86"><div class="t m0 xdf h28 yb9 ff2 fs5 fc3 sc0 ls0 ws0">0 </div></div><div class="c x141 y84c w117 h86"><div class="t m0 xa1 h28 yb9 ff2 fs5 fc3 sc0 ls0 ws0">0 </div></div><div class="c x142 y84c w118 h86"><div class="t m0 xe9 h28 yb9 ff2 fs5 fc3 sc0 ls0 ws0">0 </div></div><div class="c x143 y84c w94 h86"><div class="t m0 x4c h28 yb9 ff2 fs5 fc3 sc0 ls0 ws0">0 </div></div><div class="c x144 y84c w119 h86"><div class="t m0 x22 h28 yb9 ff2 fs5 fc3 sc0 ls0 ws0">0 </div></div><div class="c x145 y84c w110 h86"><div class="t m0 xd6 h28 yb9 ff2 fs5 fc3 sc0 ls0 ws0">0 </div></div><div class="c x146 y84c w11a h86"><div class="t m0 x3a h26 yb9 ff7 fs5 fc3 sc0 ls13 ws0">839<span class="ls0"> </span></div></div><div class="c x4 y84d w113 h86"><div class="t m0 x3b h28 yb9 ff1 fs5 fc3 sc0 ls0 ws0">Ewa Przybył<span class="ff2"> </span></div></div><div class="c x12f y84d w114 h86"><div class="t m0 x49 h28 yb9 ff2 fs5 fc3 sc0 ls0 ws0">Prokurent </div></div><div class="c xc1 y84d w115 h86"><div class="t m0 xc h28 yb9 ff2 fs5 fc3 sc0 ls13 ws0">358<span class="ls0"> </span></div></div><div class="c x140 y84d w116 h86"><div class="t m0 xdf h28 yb9 ff2 fs5 fc3 sc0 ls0 ws0">0 </div></div><div class="c x141 y84d w117 h86"><div class="t m0 xa1 h28 yb9 ff2 fs5 fc3 sc0 ls0 ws0">0 </div></div><div class="c x142 y84d w118 h86"><div class="t m0 xe9 h28 yb9 ff2 fs5 fc3 sc0 ls0 ws0">0 </div></div><div class="c x143 y84d w94 h86"><div class="t m0 x4c h28 yb9 ff2 fs5 fc3 sc0 ls0 ws0">0 </div></div><div class="c x144 y84d w119 h86"><div class="t m0 x22 h28 yb9 ff2 fs5 fc3 sc0 ls0 ws0">0 </div></div><div class="c x145 y84d w110 h86"><div class="t m0 xd6 h28 yb9 ff2 fs5 fc3 sc0 ls0 ws0">0 </div></div><div class="c x146 y84d w11a h86"><div class="t m0 x3a h26 yb9 ff7 fs5 fc3 sc0 ls13 ws0">358<span class="ls0"> </span></div></div><div class="c x4 y84e w113 h86"><div class="t m0 x3b h28 yb9 ff2 fs5 fc3 sc0 ls0 ws0">Hubert Bojdo </div></div><div class="c x12f y84e w114 h86"><div class="t m0 x3b h28 yb9 ff1 fs5 fc3 sc0 ls0 ws0">Członek Rady Nad<span class="_ _3"></span>z<span class="_ _6"></span>orczej<span class="ff2"> </span></div></div><div class="c xc1 y84e w115 h86"><div class="t m0 x20 h28 yb9 ff2 fs5 fc3 sc0 ls13 ws0">30<span class="ls0"> </span></div></div><div class="c x140 y84e w116 h86"><div class="t m0 xdf h28 yb9 ff2 fs5 fc3 sc0 ls0 ws0">0 </div></div><div class="c x141 y84e w117 h86"><div class="t m0 xa1 h28 yb9 ff2 fs5 fc3 sc0 ls0 ws0">0 </div></div><div class="c x142 y84e w118 h86"><div class="t m0 xe9 h28 yb9 ff2 fs5 fc3 sc0 ls0 ws0">0 </div></div><div class="c x143 y84e w94 h86"><div class="t m0 x4c h28 yb9 ff2 fs5 fc3 sc0 ls0 ws0">0 </div></div><div class="c x144 y84e w119 h86"><div class="t m0 x22 h28 yb9 ff2 fs5 fc3 sc0 ls0 ws0">0 </div></div><div class="c x145 y84e w110 h86"><div class="t m0 xd6 h28 yb9 ff2 fs5 fc3 sc0 ls0 ws0">0 </div></div><div class="c x146 y84e w11a h86"><div class="t m0 x4d h26 yb9 ff7 fs5 fc3 sc0 ls13 ws0">30<span class="ls0"> </span></div></div><div class="c x4 y84f w113 h6b"><div class="t m0 x3b h28 y446 ff2 fs5 fc3 sc0 ls0 ws0">Agnieszka </div><div class="t m0 x3b h28 y445 ff2 fs5 fc3 sc0 ls0 ws0">Bujnowska </div></div><div class="c x12f y84f w114 h6b"><div class="t m0 x47 h28 y446 ff2 fs5 fc3 sc0 ls0 ws0">Sekretarz Rad<span class="_ _3"></span>y<span class="_ _6"></span> </div><div class="t m0 x6c h28 y445 ff2 fs5 fc3 sc0 ls0 ws0">Nadzorczej </div></div><div class="c xc1 y84f w115 h6b"><div class="t m0 x20 h28 y38f ff2 fs5 fc3 sc0 ls13 ws0">36<span class="ls0"> </span></div></div><div class="c x140 y84f w116 h6b"><div class="t m0 xdf h28 y38f ff2 fs5 fc3 sc0 ls0 ws0">0 </div></div><div class="c x141 y84f w117 h6b"><div class="t m0 xa1 h28 y38f ff2 fs5 fc3 sc0 ls0 ws0">0 </div></div><div class="c x142 y84f w118 h6b"><div class="t m0 xe9 h28 y38f ff2 fs5 fc3 sc0 ls0 ws0">0 </div></div><div class="c x143 y84f w94 h6b"><div class="t m0 x4c h28 y38f ff2 fs5 fc3 sc0 ls0 ws0">0 </div></div><div class="c x144 y84f w119 h6b"><div class="t m0 x22 h28 y38f ff2 fs5 fc3 sc0 ls0 ws0">0 </div></div><div class="c x145 y84f w110 h6b"><div class="t m0 x4c h28 y38f ff2 fs5 fc3 sc0 ls13 ws0">76<span class="ls0"> </span></div></div><div class="c x146 y84f w11a h6b"><div class="t m0 x3a h26 y38f ff7 fs5 fc3 sc0 ls13 ws0">112<span class="ls0"> </span></div></div><div class="c x4 y850 w113 h66"><div class="t m0 x3b h28 yb9 ff2 fs5 fc3 sc0 ls0 ws0">Andrzej Zakrzew<span class="_ _0"></span>ski </div></div><div class="c x12f y850 w114 h66"><div class="t m0 x3b h28 yb9 ff1 fs5 fc3 sc0 ls0 ws0">Członek Rady Nad<span class="_ _3"></span>z<span class="_ _6"></span>orczej<span class="ff2"> </span></div></div><div class="c xc1 y850 w115 h66"><div class="t m0 x20 h28 yb9 ff2 fs5 fc3 sc0 ls13 ws0">30<span class="ls0"> </span></div></div><div class="c x140 y850 w116 h66"><div class="t m0 xdf h28 yb9 ff2 fs5 fc3 sc0 ls0 ws0">0 </div></div><div class="c x141 y850 w117 h66"><div class="t m0 xa1 h28 yb9 ff2 fs5 fc3 sc0 ls0 ws0">0 </div></div><div class="c x142 y850 w118 h66"><div class="t m0 xe9 h28 yb9 ff2 fs5 fc3 sc0 ls0 ws0">0 </div></div><div class="c x143 y850 w94 h66"><div class="t m0 x4c h28 yb9 ff2 fs5 fc3 sc0 ls0 ws0">0 </div></div><div class="c x144 y850 w119 h66"><div class="t m0 x22 h28 yb9 ff2 fs5 fc3 sc0 ls0 ws0">0 </div></div><div class="c x145 y850 w110 h66"><div class="t m0 x4c h28 yb9 ff2 fs5 fc3 sc0 ls13 ws0">15<span class="ls0"> </span></div></div><div class="c x146 y850 w11a h66"><div class="t m0 x4d h26 yb9 ff7 fs5 fc3 sc0 ls13 ws0">45<span class="ls0"> </span></div></div><div class="c x4 y851 w113 hed"><div class="t m0 x3b h28 y852 ff2 fs5 fc3 sc0 ls0 ws0">Waldemar </div><div class="t m0 x3b h28 y6bf ff2 fs5 fc3 sc0 ls0 ws0">Borzykowski<span class="_ _0"></span> </div></div><div class="c x12f y851 w114 hed"><div class="t m0 x3b h28 y840 ff1 fs5 fc3 sc0 ls0 ws0">Członek Rady Nad<span class="_ _3"></span>z<span class="_ _6"></span>orczej<span class="ff2"> </span></div></div><div class="c xc1 y851 w115 hed"><div class="t m0 x20 h28 y840 ff2 fs5 fc3 sc0 ls13 ws0">36<span class="ls0"> </span></div></div><div class="c x140 y851 w116 hed"><div class="t m0 xdf h28 y840 ff2 fs5 fc3 sc0 ls0 ws0">0 </div></div><div class="c x141 y851 w117 hed"><div class="t m0 xa1 h28 y840 ff2 fs5 fc3 sc0 ls0 ws0">0 </div></div><div class="c x142 y851 w118 hed"><div class="t m0 xe9 h28 y840 ff2 fs5 fc3 sc0 ls0 ws0">0 </div></div><div class="c x143 y851 w94 hed"><div class="t m0 x4c h28 y840 ff2 fs5 fc3 sc0 ls0 ws0">0 </div></div><div class="c x144 y851 w119 hed"><div class="t m0 x22 h28 y840 ff2 fs5 fc3 sc0 ls0 ws0">0 </div></div><div class="c x145 y851 w110 hed"><div class="t m0 x4c h28 y840 ff2 fs5 fc3 sc0 ls13 ws0">18<span class="ls0"> </span></div></div><div class="c x146 y851 w11a hed"><div class="t m0 x4d h26 y840 ff7 fs5 fc3 sc0 ls13 ws0">54<span class="ls0"> </span></div></div><div class="c x4 y853 w113 h66"><div class="t m0 x3b h28 yb7 ff1 fs5 fc3 sc0 ls0 ws0">Artur Socińs<span class="_ _0"></span>ki<span class="ff2"> </span></div></div><div class="c x12f y853 w114 h66"><div class="t m0 x3b h28 yb7 ff1 fs5 fc3 sc0 ls0 ws0">Członek Rady Nad<span class="_ _3"></span>z<span class="_ _6"></span>orczej<span class="ff2"> </span></div></div><div class="c xc1 y853 w115 h66"><div class="t m0 x20 h28 yb7 ff2 fs5 fc3 sc0 ls13 ws0">24<span class="ls0"> </span></div></div><div class="c x140 y853 w116 h66"><div class="t m0 xdf h28 yb7 ff2 fs5 fc3 sc0 ls0 ws0">0 </div></div><div class="c x141 y853 w117 h66"><div class="t m0 xa1 h28 yb7 ff2 fs5 fc3 sc0 ls0 ws0">0 </div></div><div class="c x142 y853 w118 h66"><div class="t m0 xe9 h28 yb7 ff2 fs5 fc3 sc0 ls0 ws0">0 </div></div><div class="c x143 y853 w94 h66"><div class="t m0 x4c h28 yb7 ff2 fs5 fc3 sc0 ls0 ws0">0 </div></div><div class="c x144 y853 w119 h66"><div class="t m0 x22 h28 yb7 ff2 fs5 fc3 sc0 ls0 ws0">0 </div></div><div class="c x145 y853 w110 h66"><div class="t m0 xd6 h28 yb7 ff2 fs5 fc3 sc0 ls0 ws0">0 </div></div><div class="c x146 y853 w11a h66"><div class="t m0 x4d h26 yb7 ff7 fs5 fc3 sc0 ls13 ws0">24<span class="ls0"> </span></div></div><div class="c x4 y854 w113 hee"><div class="t m0 x3b h28 y840 ff1 fs5 fc3 sc0 ls0 ws0">Wiesław Kosonóg<span class="_ _0"></span><span class="ff2"> </span></div></div><div class="c x12f y854 w114 hee"><div class="t m0 x2 h28 y855 ff1 fs5 fc3 sc0 ls0 ws0">Przewodniczą<span class="_ _0"></span>cy Rady </div><div class="t m0 x6c h28 y66a ff2 fs5 fc3 sc0 ls0 ws0">nadzorczej </div></div><div class="c xc1 y854 w115 hee"><div class="t m0 x20 h28 y840 ff2 fs5 fc3 sc0 ls13 ws0">37<span class="ls0"> </span></div></div><div class="c x140 y854 w116 hee"><div class="t m0 xdf h28 y840 ff2 fs5 fc3 sc0 ls0 ws0">0 </div></div><div class="c x141 y854 w117 hee"><div class="t m0 xa1 h28 y840 ff2 fs5 fc3 sc0 ls0 ws0">0 </div></div><div class="c x142 y854 w118 hee"><div class="t m0 xe9 h28 y840 ff2 fs5 fc3 sc0 ls0 ws0">0 </div></div><div class="c x143 y854 w94 hee"><div class="t m0 x4c h28 y840 ff2 fs5 fc3 sc0 ls0 ws0">0 </div></div><div class="c x144 y854 w119 hee"><div class="t m0 x22 h28 y840 ff2 fs5 fc3 sc0 ls0 ws0">0 </div></div><div class="c x145 y854 w110 hee"><div class="t m0 x4c h28 y840 ff2 fs5 fc3 sc0 ls13 ws0">22<span class="ls0"> </span></div></div><div class="c x146 y854 w11a hee"><div class="t m0 x4d h26 y840 ff7 fs5 fc3 sc0 ls13 ws0">59<span class="ls0"> </span></div></div><div class="c x4 y806 w113 h86"><div class="t m0 x3b h28 yb9 ff2 fs5 fc3 sc0 ls0 ws0">Wiktoria Braun<span class="_ _0"></span> </div></div><div class="c x12f y806 w114 h86"><div class="t m0 x3b h28 yb9 ff1 fs5 fc3 sc0 ls0 ws0">Członek Rady Nad<span class="_ _3"></span>z<span class="_ _6"></span>orczej<span class="ff2"> </span></div></div><div class="c xc1 y806 w115 h86"><div class="t m0 x20 h28 yb9 ff2 fs5 fc3 sc0 ls13 ws0">31<span class="ls0"> </span></div></div><div class="c x140 y806 w116 h86"><div class="t m0 xdf h28 yb9 ff2 fs5 fc3 sc0 ls0 ws0">0 </div></div><div class="c x141 y806 w117 h86"><div class="t m0 xa1 h28 yb9 ff2 fs5 fc3 sc0 ls0 ws0">0 </div></div><div class="c x142 y806 w118 h86"><div class="t m0 xe9 h28 yb9 ff2 fs5 fc3 sc0 ls0 ws0">0 </div></div><div class="c x143 y806 w94 h86"><div class="t m0 x4c h28 yb9 ff2 fs5 fc3 sc0 ls0 ws0">0 </div></div><div class="c x144 y806 w119 h86"><div class="t m0 x22 h28 yb9 ff2 fs5 fc3 sc0 ls0 ws0">0 </div></div><div class="c x145 y806 w110 h86"><div class="t m0 xd6 h28 yb9 ff2 fs5 fc3 sc0 ls0 ws0">0 </div></div><div class="c x146 y806 w11a h86"><div class="t m0 x4d h26 yb9 ff7 fs5 fc3 sc0 ls13 ws0">31<span class="ls0"> </span></div></div><div class="c x4 y79c w113 he9"><div class="t m0 x3b h26 yb7 ff7 fs5 fc3 sc0 ls0 ws0">RAZEM </div></div><div class="c x12f y79c w114 he9"><div class="t m0 xb0 h26 yb7 ff7 fs5 fc3 sc0 ls0 ws0">  </div></div><div class="c xc1 y79c w115 he9"><div class="t m0 xdf h26 yb7 ff7 fs5 fc3 sc0 ls0 ws0">4 684 </div></div><div class="c x140 y79c w116 he9"><div class="t m0 xdf h26 yb7 ff7 fs5 fc3 sc0 ls0 ws0">0 </div></div><div class="c x141 y79c w117 he9"><div class="t m0 xa1 h26 yb7 ff7 fs5 fc3 sc0 ls0 ws0">0 </div></div><div class="c x142 y79c w118 he9"><div class="t m0 xe9 h26 yb7 ff7 fs5 fc3 sc0 ls0 ws0">0 </div></div><div class="c x143 y79c w94 he9"><div class="t m0 x4c h26 yb7 ff7 fs5 fc3 sc0 ls0 ws0">0 </div></div><div class="c x144 y79c w119 he9"><div class="t m0 xb6 h26 yb7 ff7 fs5 fc3 sc0 ls13 ws0">447<span class="ls0"> </span></div></div><div class="c x145 y79c w110 he9"><div class="t m0 x51 h26 yb7 ff7 fs5 fc3 sc0 ls13 ws0">1025<span class="ls0"> </span></div></div><div class="c x146 y79c w11a he9"><div class="t m0 x4e h26 yb7 ff7 fs5 fc3 sc0 ls13 ws0">6156<span class="ls0"> </span></div></div><div class="c x0 y0 wb7 ha9"><div class="t m0 x4 h24 y856 ffa fs5 fc1 sc0 ls0 ws0"> </div><div class="t m0 x4 h24 y857 ffa fs5 fc1 sc0 ls0 ws0"> </div><div class="t m0 x4 h24 y858 ffa fs5 fc1 sc0 ls0 ws0"> </div><div class="t m0 x4 h24 y859 ffa fs5 fc1 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf4b" class="pf w0 h0" ><div class="pc pc4b w0 h0"><div class="c x0 y0 w3 h0"><div class="t m0 x4 ha y7a5 ff2 fs4 fc1 sc0 lsd ws0">W  <span class="ls0">okresie  od  01<span class="_ _6"></span>.01.2021<span class="_ _6"></span>-31.<span class="ls14">12</span>.2021  r.  <span class="ff1">czło<span class="_ _6"></span>nkowie  organów  zarz<span class="_ _6"></span>ądzających,  nadzorujący<span class="_ _6"></span>ch  i  organów </span></span></div><div class="t m0 x4 ha y7a6 ff1 fs4 fc1 sc0 ls0 ws0">administrującyc<span class="_ _6"></span>h  Emitenta  nie  otrzy<span class="_ _6"></span>mywali  z  tytułu <span class="_ _29"> </span>pełnionej  funkcj<span class="_ _6"></span>i,  nagród  lub  k<span class="_ _6"></span>orzyści  z<span class="_ _6"></span>a  wyjątkiem </div><div class="t m0 x4 ha y7a7 ff1 fs4 fc1 sc0 ls0 ws0">wynagrodzeń wskaz<span class="_ _6"></span>anych w tabeli powy<span class="_ _6"></span>żej. <span class="ff2"> </span></div><div class="t m0 x4 h10 y407 ff7 fs0 fc1 sc0 ls0 ws0">12.6.1. <span class="_ _20"> </span><span class="ff8">Umowy zawarte między <span class="_ _0"></span>emitentem a osob<span class="_ _3"></span>a<span class="_ _6"></span>mi zarządzającymi, przewidujące </span></div><div class="t m0 x8e h10 y85a ff8 fs0 fc1 sc0 ls0 ws0">rekompensatę <span class="_ _27"> </span>w <span class="_ _21"> </span>przypadku <span class="_ _1e"> </span>ich <span class="_ _27"> </span>rezy<span class="_ _6"></span>gnacji <span class="_ _1e"> </span>lub <span class="_ _27"> </span>zwolnienia <span class="_ _21"> </span>z <span class="_ _27"> </span>zajmowanego<span class="_ _3"></span> </div><div class="t m0 x8e h10 y85b ff8 fs0 fc1 sc0 ls0 ws0">stanowiska <span class="_ _11"> </span>bez <span class="_ _11"> </span>ważnej <span class="_ _11"> </span>przyc<span class="_ _6"></span>zyny <span class="_ _11"> </span>lub <span class="_ _11"> </span>gdy <span class="_ _11"> </span>ich <span class="_ _11"> </span>odwołanie <span class="_ _11"> </span>lub <span class="_ _11"> </span>zwolnienie </div><div class="t m0 x8e h10 y85c ff8 fs0 fc1 sc0 ls0 ws0">następuje z powodu połączenia emitenta przez przejęcie;<span class="ff7"> </span></div><div class="t m0 x4 ha y51a ff1 fs4 fc1 sc0 ls0 ws0">Spółk<span class="ff2 ls14">a  </span>nie  zawierał<span class="ff2">a  </span>z  osobami  zarządzającymi  umów  przewidującyc<span class="_ _6"></span>h  rekompensatę <span class="_ _28"> </span>w  przypadku  ich </div><div class="t m0 x4 ha y85d ff1 fs4 fc1 sc0 ls0 ws0">rezygnacji <span class="_ _f"></span>lub <span class="_ _f"></span>zwolnienia <span class="_ _f"></span>z <span class="_ _f"></span>zajmowanego <span class="_ _f"></span>stanow<span class="_ _6"></span>iska <span class="_ _f"></span>bez <span class="_ _f"></span>ważnej <span class="_ _f"></span>przyczyny<span class="_ _6"></span> <span class="_ _10"></span>lub <span class="_ _f"></span>gdy <span class="_ _f"></span>ich <span class="_ _f"></span>odwołanie <span class="_ _f"></span>jest <span class="_ _f"></span>lub </div><div class="t m0 x4 ha y51c ff1 fs4 fc1 sc0 ls0 ws0">zwolnienie następuje z<span class="_ _6"></span> powodu połącz<span class="_ _6"></span>enia Spółki przez prz<span class="_ _6"></span>ejęcie<span class="_ _6"></span><span class="ff2">. </span></div><div class="t m0 x4 h10 y85e ff7 fs0 fc1 sc0 ls0 ws0">12.6.2. <span class="_ _20"> </span><span class="ff8">Informacje <span class="_ _d"> </span>o <span class="_ _33"> </span>wszelkich <span class="_ _d"> </span>zobowiązaniach <span class="_ _33"> </span>wynikających <span class="_ _d"> </span>z <span class="_ _d"> </span>e<span class="_ _6"></span>merytur <span class="_ _d"> </span>i </span></div><div class="t m0 x8e h10 y85f ff8 fs0 fc1 sc0 ls0 ws0">świadczeń <span class="_ _26"> </span>o <span class="_ _c"> </span>podobnym <span class="_ _26"> </span>charakterze <span class="_ _26"> </span>dla <span class="_ _c"> </span>byłych <span class="_ _26"> </span>osób <span class="_ _c"> </span>zarządzającyc<span class="_ _6"></span>h<span class="_ _3"></span>, </div><div class="t m0 x8e h10 y130 ff8 fs0 fc1 sc0 ls0 ws0">nadzorujących <span class="_ _12"> </span>a<span class="_ _6"></span>lbo <span class="_ _12"> </span>byłych <span class="_ _1d"> </span>członków <span class="_ _1d"> </span>organów <span class="_ _12"> </span>a<span class="_ _6"></span>dministrujących <span class="_ _12"> </span>oraz <span class="_ _1d"> </span>o </div><div class="t m0 x8e h10 y6ec ff8 fs0 fc1 sc0 ls0 ws0">zobowiązaniach zaciągniętych w związku z tymi emeryturami, <span class="ff2"> </span></div><div class="t m0 x4 ha y505 ff2 fs4 fc1 sc0 ls0 ws0">Na <span class="_ _28"> </span>31.<span class="ls14">12</span>.202<span class="_ _6"></span>1 <span class="_ _21"> </span>r<span class="_ _6"></span>.  <span class="ff1">S<span class="_ _0"></span>półk<span class="ff2">a  </span>nie <span class="_ _28"> </span>posiadał<span class="ff2">a  </span>zobowiązań  wynikających  z <span class="_ _21"> </span>emerytur<span class="_ _6"></span> <span class="_ _28"> </span>i <span class="_ _21"> </span>ś<span class="_ _6"></span>wiadczeń  o <span class="_ _21"> </span>podob<span class="_ _6"></span>nym </span></div><div class="t m0 x4 ha y5dd ff1 fs4 fc1 sc0 ls0 ws0">charakterze <span class="_ _f"></span>dla <span class="_ _f"></span>byłych <span class="_ _f"></span>członków <span class="_ _f"></span>orga<span class="_ _6"></span>nów <span class="_ _10"></span>z<span class="_ _6"></span>arządzający<span class="_ _6"></span>ch, <span class="_ _f"></span>nadzorujących <span class="_ _f"></span>i <span class="_ _f"></span>organów <span class="_ _f"></span>administrujący<span class="_ _6"></span>ch <span class="_ _f"></span>oraz </div><div class="t m0 x4 ha y860 ff1 fs4 fc1 sc0 ls0 ws0">zobowiązań związanych z<span class="_ _6"></span> tymi emeryturami.<span class="_ _6"></span><span class="ff2"> </span></div><div class="t m0 x4 h10 y861 ff7 fs0 fc1 sc0 ls0 ws0">12.7. <span class="_ _7"></span>Informacje <span class="_ _14"> </span>o <span class="_ _14"> </span>akcjach <span class="_ _14"> </span>pracowniczych <span class="_ _14"> </span>i <span class="_ _14"> </span>ogranic<span class="_ _6"></span>zeniach <span class="_ _14"> </span>przenoszenia <span class="_ _14"> </span>prawa </div><div class="t m0 xef h10 y862 ff8 fs0 fc1 sc0 ls0 ws0">własności papierów wartościowych MIRBUD S.A.<span class="ff2"> </span></div><div class="t m0 x4 ha y863 ff1 fs4 fc1 sc0 ls0 ws0">W okresie sprawozd<span class="_ _6"></span>awczym zdarzenia w powyż<span class="_ _6"></span>szym zakresie nie wys<span class="_ _6"></span>tąpiły.<span class="_ _6"></span><span class="ff2"> </span></div><div class="t m0 x4 h10 y864 ff7 fs0 fc1 sc0 ls0 ws0">12.8. <span class="_ _7"></span><span class="ff8">Wszelkie <span class="_ _1b"> </span>ograniczenia <span class="_ _c"> </span>dotyczące <span class="_ _1b"> </span>przenoszenia <span class="_ _c"> </span>prawa <span class="_ _1b"> </span>własności <span class="_ _c"> </span>papierów<span class="_ _0"></span> </span></div><div class="t m0 xef h10 y1a1 ff8 fs0 fc1 sc0 ls0 ws0">wartościowych <span class="_ _1d"> </span>Spółki <span class="_ _1d"> </span>oraz <span class="_ _12"> </span>wszelkie <span class="_ _1d"> </span>ogr<span class="ff7">aniczenia <span class="_ _1d"> </span>w <span class="_ _1d"> </span>zakresie <span class="_ _1d"> </span>wykonywania<span class="_ _0"></span> </span></div><div class="t m0 xef h10 y7b6 ff8 fs0 fc1 sc0 ls0 ws0">prawa głosu przypadające na akcje Spółki<span class="ff2"> </span></div><div class="t m0 x4 ha y865 ff1 fs4 fc1 sc0 ls0 ws0">W okresie sprawozd<span class="_ _6"></span>awczym zdarzenia w powyż<span class="_ _6"></span>szym zakresie nie wys<span class="_ _6"></span>tąpiły.<span class="_ _6"></span><span class="ff2"> </span></div><div class="t m0 x4 h10 y866 ff7 fs0 fc1 sc0 ls0 ws0"> <span class="_ _23"> </span><span class="ff2"> </span></div></div></div><div class="pi" ></div></div><div id="pf4c" class="pf w0 h0" ><div class="pc pc4c w0 h0"><img class="bi x6 y2b we5 hc2" alt="" 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"/><div class="c x0 y0 w3 h0"><div class="t m0 x9c h8 y6e0 ff4 fs3 fc3 sc0 ls0 ws0">SPRAWOZDANE ZARZĄDU Z DZIAŁALNOŚCI<span class="ff3"> MIRBUD S.A. ZA <span class="ls4">ROK</span> <span class="ls5">20</span>21<span class="fc4"> </span></span></div><div class="t m0 x4 h6 y6e1 ff3 fs2 fc1 sc0 ls0 ws0"> </div></div><div class="c x4 y2e wba h9"><div class="t m0 x147 ha y2f ff2 fs4 fc3 sc0 ls0 ws0">MIRBUD <span class="ls6">| </span>Prac<span class="_ _6"></span>ownicy<span class="_ _6"></span> </div></div><div class="c x9 y2e wbb h9"><div class="t m0 xa hb y30 ff3 fs1 fc0 sc0 ls11 ws0">76<span class="fs2 ls0"> </span></div></div><div class="c x0 y0 w3 h0"><div class="t m0 x4 h6 y31 ff3 fs2 fc1 sc0 ls0 ws0"> </div></div><div class="c xb y6e2 w7 h7f"><div class="t m0 xc hd y673 ff5 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x0 y0 w3 h0"><div class="t m0 x4 h10 y80a ff7 fs0 fc1 sc0 ls0 ws0">12.9. <span class="_ _7"></span>Pracownicy<span class="ff2"> </span></div><div class="t m0 x4 ha y867 ff1 fs4 fc1 sc0 ls0 ws0">Wielkość <span class="_ _13"> </span>zatrud<span class="_ _6"></span>nienia <span class="_ _13"> </span>w <span class="_ _13"> </span>S<span class="_ _6"></span>półkach <span class="_ _13"> </span>Grupy <span class="_ _12"> </span>MIRBUD<span class="_ _6"></span> <span class="_ _13"> </span>na <span class="_ _13"> </span>dzień <span class="_ _12"> </span>3<span class="ff2">1.<span class="_ _6"></span><span class="ls14">12</span>.2021 <span class="_ _13"> </span>r<span class="_ _6"></span>. <span class="_ _13"> </span></span>i <span class="_ _13"> </span>na <span class="_ _12"> </span>dzień <span class="_ _13"> </span><span class="ff2">3<span class="_ _6"></span>1.12.2020 <span class="_ _13"> </span>r.<span class="_ _6"></span> </span></div><div class="t m0 x4 ha y868 ff2 fs4 fc1 sc0 ls0 ws0">przedstawia<span class="ff1 ls23">ją</span> <span class="ff1">poniższ</span>e ta<span class="_ _6"></span>bele. </div><div class="t m0 x4 h5 y869 ff9 fs3 fc1 sc0 ls0 ws0">Tabela: Zatrudnienie w Spółkach Grupy MIRBUD na dzień 3<span class="ffa">1.<span class="ls9">12</span>.2021 <span class="ls12">r.</span><span class="ff2 fs2"> </span></span></div></div><div class="c x148 y86a w11b hdc"><div class="t m0 xc7 h26 y539 ff8 fs5 fc0 sc0 ls0 ws0">Spółka<span class="ff7"> </span></div></div><div class="c xb3 y86a w11c hdc"><div class="t m0 xa h26 y20f ff7 fs5 fc0 sc0 ls0 ws0">Pracownicy <span class="_ _0"></span>zatrudnieni na pods<span class="_ _3"></span>tawie </div><div class="t m0 x2b h26 y5a2 ff8 fs5 fc0 sc0 ls0 ws0">umowy o pracę<span class="_ _0"></span><span class="ff7"> </span></div></div><div class="c x82 y86a w11d hdc"><div class="t m0 x47 h26 y20f ff7 fs5 fc0 sc0 ls0 ws0">Pracownicy <span class="_ _0"></span>zatrudnieni na </div><div class="t m0 x12e h26 y5a2 ff8 fs5 fc0 sc0 ls0 ws0">podstawie innyc<span class="_ _0"></span>h umów<span class="ff7"> </span></div></div><div class="c x148 y86b w11b h94"><div class="t m0 x149 h28 y4ef ff2 fs5 fc1 sc0 ls0 ws0">MIRBUD S.A<span class="_ _0"></span>. </div></div><div class="c xc1 y86b w11e h94"><div class="t m0 x6 h28 y4ef ff2 fs5 fc1 sc0 ls13 ws0">427<span class="ls0"> </span></div></div><div class="c x82 y86b w11d h94"><div class="t m0 xdb h28 y4ef ff2 fs5 fc1 sc0 ls0 ws0">1<span class="ls13">37</span> </div></div><div class="c x0 y0 w3 h0"><div class="t m0 x4 h2b y86c ffa fs3 fc1 sc0 ls0 ws0"> </div><div class="t m0 x4 h2b y3a1 ffa fs3 fc1 sc0 ls0 ws0">Tabela: <span class="ff9">Zatrudnienie w Spółkach Grupy MIRBUD</span> <span class="ff9">na dzień 31.12.202</span> 0r. </div></div><div class="c x148 y86d w11b hdc"><div class="t m0 xc7 h26 y539 ff8 fs5 fc0 sc0 ls0 ws0">Spółka<span class="ff7"> </span></div></div><div class="c xb3 y86d w11c hdc"><div class="t m0 xa h26 y20f ff7 fs5 fc0 sc0 ls0 ws0">Pracownicy <span class="_ _0"></span>zatrudnieni na pods<span class="_ _3"></span>tawie </div><div class="t m0 x2b h26 y5a2 ff8 fs5 fc0 sc0 ls0 ws0">umowy o pracę<span class="_ _0"></span><span class="ff7"> </span></div></div><div class="c x82 y86d w11d hdc"><div class="t m0 x47 h26 y20f ff7 fs5 fc0 sc0 ls0 ws0">Pracownicy <span class="_ _0"></span>zatrudnieni na </div><div class="t m0 x12e h26 y5a2 ff8 fs5 fc0 sc0 ls0 ws0">podstawie innyc<span class="_ _0"></span>h umów<span class="ff7"> </span></div></div><div class="c x148 yd9 w11b h94"><div class="t m0 x149 h28 y4ef ff2 fs5 fc1 sc0 ls0 ws0">MIRBUD S.A<span class="_ _0"></span>. </div></div><div class="c xc1 yd9 w11e h94"><div class="t m0 x6 h28 y4ef ff2 fs5 fc1 sc0 ls0 ws0">3<span class="ls13">77</span> </div></div><div class="c x82 yd9 w11d h94"><div class="t m0 xdb h28 y4ef ff2 fs5 fc1 sc0 ls13 ws0">124<span class="ls0"> </span></div></div><div class="c x0 y0 w3 h0"><div class="t m0 x4 ha y86e ff2 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 x4 ha y86f ff1 fs4 fc1 sc0 ls0 ws0">W Spółkach Grupy n<span class="_ _6"></span>ie działają związki zawo<span class="_ _6"></span>dowe i nie obowiązują w ni<span class="_ _6"></span>ej zakładowe układy z<span class="_ _6"></span>biorowe pracy. <span class="_ _10"></span><span class="ff2"> </span></div><div class="t m0 x4 h5 y870 ff2 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x4 h10 y871 ff7 fs0 fc1 sc0 ls0 ws0">12.10. <span class="_ _7"></span><span class="ff8">P<span class="_ _6"></span>olityka różnorodności <span class="ff7"> </span></span></div><div class="t m0 x4 ha y310 ff1 fs4 fc1 sc0 ls0 ws0">Grupa <span class="_ _e"> </span>Kap<span class="_ _6"></span>itałowa <span class="_ _e"> </span>MIRB<span class="_ _6"></span>UD <span class="_ _1e"> </span>w <span class="_ _e"> </span>pierwsz<span class="_ _6"></span>ym <span class="_ _e"> </span>półroczu <span class="_ _1e"> </span>2021r <span class="_ _1e"> </span>n<span class="_ _6"></span>ie <span class="_ _e"> </span>pos<span class="_ _6"></span>iada <span class="_ _e"> </span>opracow<span class="_ _6"></span>anej <span class="_ _e"> </span>polityk<span class="_ _6"></span>i <span class="_ _e"></span>różnorodnośc<span class="_ _6"></span>i. </div><div class="t m0 x4 ha y311 ff1 fs4 fc1 sc0 ls0 ws0">Spółka <span class="_ _6"></span>zatru<span class="_ _6"></span>dnia <span class="_ _6"></span>os<span class="_ _6"></span>oby <span class="_ _6"></span>posiadające <span class="_ _10"></span>odpowied<span class="_ _6"></span>nie <span class="_ _6"></span>kwalifikac<span class="_ _6"></span>je <span class="_ _6"></span>oraz <span class="_ _10"></span>doświadcz<span class="_ _6"></span>enie <span class="_ _6"></span>zawodowe<span class="_ _6"></span> <span class="_ _6"></span>nie <span class="_ _6"></span>róż<span class="_ _6"></span>nicując </div><div class="t m0 x4 ha y872 ff1 fs4 fc1 sc0 ls0 ws0">wieku <span class="_ _1b"> </span>lub <span class="_ _1a"> </span>p<span class="_ _6"></span>łci. <span class="_ _1a"> </span>Wybór <span class="_ _1b"> </span>k<span class="_ _6"></span>adr <span class="_ _1a"> </span>zależy<span class="_ _6"></span> <span class="_ _1a"> </span>w <span class="_ _1b"> </span>zupełności <span class="_ _1b"> </span>od <span class="_ _1b"> </span>osiągnięć, <span class="_ _1b"> </span>skuteczn<span class="_ _6"></span>ości <span class="_ _1a"> </span>oraz<span class="_ _6"></span> <span class="_ _1a"> </span>profesj<span class="_ _6"></span>onalizmu </div><div class="t m0 x4 ha y873 ff1 fs4 fc1 sc0 ls0 ws0">poszczególnych  kandydatów.  Szczegółowe  dane  dotyczące  zatrudnienia  wg <span class="_ _28"> </span>płci  i  wi<span class="_ _0"></span>eku,  a <span class="_ _21"> </span>t<span class="_ _6"></span>akże  osób </div><div class="t m0 x4 ha y314 ff1 fs4 fc1 sc0 ls0 ws0">pochodzących z lokal<span class="_ _6"></span>nej społeczności znaj<span class="_ _6"></span>dują się w raporcie <span class="_ _10"></span><span class="ff2">na temat informacj<span class="_ _6"></span>i niefinansowych.<span class="_ _6"></span> </span></div><div class="t m0 x4 ha y874 ff2 fs4 fc1 sc0 ls0 ws0">W <span class="_ _6"></span>dniu <span class="_ _6"></span>01.07.2021 <span class="_ _6"></span><span class="ff1">r. <span class="_ _6"></span>Grup<span class="_ _6"></span>a przy<span class="_ _6"></span>jęła po<span class="_ _6"></span>litykę <span class="_ _6"></span>różnoro<span class="_ _6"></span>dności.</span> <span class="_ _6"></span><span class="ff1">Polityka<span class="_ _6"></span> róż<span class="_ _6"></span>norodności <span class="_ _6"></span>dostępna <span class="_ _6"></span>jest <span class="_ _6"></span>na <span class="_ _6"></span>stronie </span></div><div class="t m0 x4 ha y875 ff1 fs4 fc1 sc0 ls0 ws0">internetowej Spółk<span class="_ _6"></span>i pod adresem <span class="ff2">https<span class="_ _6"></span>://mirbud.pl/strony/k<span class="_ _6"></span>odeks-etyk<span class="_ _6"></span>i-zawodowej-2. </span></div><div class="t m0 x4 ha y876 ff2 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 x4 h10 y366 ff7 fs0 fc1 sc0 ls0 ws0">12.11. <span class="_ _7"></span><span class="ff8">Informa<span class="_ _6"></span>cje <span class="_ _d"> </span>dotyczące <span class="_ _d"> </span>umów <span class="_ _d"> </span>z <span class="_ _d"> </span>podmiotami <span class="_ _d"> </span>uprawnionymi <span class="_ _17"> </span>do <span class="_ _d"> </span>badania </span></div><div class="t m0 x88 h10 y877 ff8 fs0 fc1 sc0 ls0 ws0">sprawozdań finansowych<span class="ff2"> </span></div><div class="t m0 x4 ha y878 ff2 fs4 fc1 sc0 ls0 ws0">W dniu 06.07.2020 r. S<span class="_ _6"></span>p<span class="ff1">ółka MIRBUD <span class="_ _6"></span>S.A. zawarła z POLAUDIT<span class="_ _6"></span> spółką z ogranicz<span class="_ _6"></span>oną odpowiedzialnością z </span></div><div class="t m0 x4 ha y763 ff1 fs4 fc1 sc0 ls0 ws0">siedzibą <span class="_ _1e"> </span>w <span class="_ _1e"> </span>Warsz<span class="_ _6"></span>awie <span class="_ _1e"> </span>ul. <span class="_ _1e"> </span>J. <span class="_ _1e"> </span>Ficows<span class="_ _6"></span>kiego <span class="_ _e"> </span>15 <span class="_ _27"> </span>zarejestr<span class="_ _6"></span>owaną <span class="_ _e"> </span>w <span class="_ _27"> </span>Krajowym <span class="_ _27"> </span>Rejestr<span class="_ _6"></span>ze <span class="_ _1e"> </span>Sądowym <span class="_ _1e"> </span>przez<span class="_ _6"></span> <span class="_ _1e"> </span>Sąd </div><div class="t m0 x4 ha y492 ff1 fs4 fc1 sc0 ls0 ws0">Rejonowy <span class="_ _e"></span>dla <span class="_ _e"></span>Miasta <span class="_ _e"> </span>Stołe<span class="_ _6"></span>cznego <span class="_ _f"></span>Wars<span class="_ _6"></span>zawy, <span class="_ _e"></span>w <span class="_ _e"></span>Warszawie <span class="_ _e"> </span>XII <span class="_ _e"> </span>Wydział <span class="_ _e"> </span>Gospo<span class="_ _6"></span>darczy <span class="_ _e"> </span>Kra<span class="_ _6"></span><span class="ff2">j<span class="_ _6"></span>owego <span class="_ _f"></span>Rejestru </span></div><div class="t m0 x4 ha y879 ff1 fs4 fc1 sc0 ls0 ws0">Sądowego <span class="_ _21"> </span>pod <span class="_ _21"> </span>nr <span class="_ _21"> </span>000002<span class="_ _6"></span>0996 <span class="_ _21"> </span>oraz <span class="_ _21"> </span>wpisana <span class="_ _21"> </span>pod <span class="_ _21"> </span>nr <span class="_ _21"> </span>552 <span class="_ _21"> </span>na <span class="_ _21"> </span>listę <span class="_ _21"> </span>podmiot<span class="_ _6"></span>ów <span class="_ _21"> </span>uprawnionych <span class="_ _21"> </span>do <span class="_ _21"> </span>badania </div><div class="t m0 x4 ha y87a ff1 fs4 fc1 sc0 ls0 ws0">sprawozdań <span class="_ _b"> </span>finansowych <span class="_ _b"> </span>prowadzoną <span class="_ _33"> </span>przez <span class="_ _b"> </span>Krajową <span class="_ _b"> </span>Radę <span class="_ _33"> </span>Biegłyc<span class="_ _6"></span>h <span class="_ _33"> </span>Rewidentów <span class="_ _b"> </span>umowę <span class="_ _b"> </span>na </div><div class="t m0 x4 ha y87b ff2 fs4 fc1 sc0 ls0 ws0">przeprowadzenie: <span class="_ _6"></span> </div><div class="t m0 x35 ha y87c ff2 fs4 fc1 sc0 ls0 ws0"> <span class="_ _32"> </span><span class="ff1">przeglądu śródrocznego <span class="_ _3"></span>sp<span class="_ _6"></span>rawozdania <span class="_ _0"></span>finansoweg<span class="_ _6"></span><span class="ff2">o MIRBUD S.A<span class="_ _0"></span>. <span class="_ _0"></span>za okres <span class="_ _3"></span>01.01.<span class="_ _6"></span>2021 <span class="ff1">–</span> <span class="_ _3"></span>30.0<span class="_ _6"></span>6.2021 </span></span></div><div class="t m0 x5 ha y497 ff2 fs4 fc1 sc0 ls0 ws0">r. <span class="ff1">–</span> <span class="ff1">kwota wynagrodz<span class="_ _6"></span>enia 9,9 tys. zł netto;<span class="_ _6"></span></span> </div><div class="t m0 x35 ha y87d ff2 fs4 fc1 sc0 ls0 ws0"> <span class="_ _32"> </span><span class="ff1">przeglądu <span class="_ _10"></span>śródrocznego <span class="_ _10"></span>sk<span class="_ _6"></span>onsolidowanego <span class="_ _10"></span>sprawoz<span class="_ _6"></span>dania <span class="_ _10"></span>finansowego <span class="_ _10"></span>Grupy <span class="_ _f"></span>Kapitałowej <span class="_ _6"></span>MI<span class="_ _6"></span>RBUD </span></div><div class="t m0 x5 ha y87e ff2 fs4 fc1 sc0 ls0 ws0">za okres 01.01.2021 <span class="_ _6"></span><span class="ff1">–</span> 30.06.2021 r. <span class="ff1">–<span class="_ _6"></span></span> <span class="ff1">kwota wynagrodz<span class="_ _6"></span>enia 11 tys. zł </span>ne<span class="_ _6"></span>tto; </div><div class="t m0 x35 ha y87f ff2 fs4 fc1 sc0 ls0 ws0"> <span class="_ _32"> </span>badania <span class="_ _10"></span>rocznego <span class="_ _10"></span>spra<span class="_ _6"></span>wozdania <span class="_ _10"></span>finansow<span class="_ _6"></span>ego <span class="_ _10"></span>MIRBUD <span class="_ _10"></span>S.A. <span class="_ _10"></span>za <span class="_ _10"></span>okres <span class="_ _10"></span>0<span class="_ _6"></span>1.01.2021 <span class="_ _f"></span><span class="ff1">–</span> <span class="_ _10"></span>31.<span class="_ _6"></span>12.2021 <span class="_ _10"></span>r. <span class="_ _10"></span><span class="ff1">–</span> </div><div class="t m0 x5 ha y880 ff1 fs4 fc1 sc0 ls0 ws0">kwota wynagrodze<span class="_ _6"></span>nia 16,5 tys. zł netto;<span class="_ _6"></span><span class="ff2"> </span></div><div class="t m0 x35 ha y49c ff2 fs4 fc1 sc0 ls0 ws0"> <span class="_ _32"> </span><span class="ff1">badania <span class="_ _21"> </span>skonso<span class="_ _6"></span>lidowanego <span class="_ _21"> </span>r<span class="_ _6"></span>ocznego <span class="_ _21"> </span>spr<span class="_ _6"></span>awozdania <span class="_ _21"> </span>fi<span class="_ _6"></span>nansowego <span class="_ _21"> </span>Grupy<span class="_ _6"></span> <span class="_ _21"> </span>Kapitałow<span class="_ _6"></span>ej <span class="_ _21"> </span>MIRBUD <span class="_ _28"> </span>za </span></div><div class="t m0 x5 ha y881 ff2 fs4 fc1 sc0 ls0 ws0">okres 01.01.2021 <span class="_ _6"></span><span class="ff1">–</span> 31.12.2021 r. <span class="_ _6"></span><span class="ff1">–</span> <span class="ff1">kwota wynagrodze<span class="_ _6"></span>nia 17,6 tys. zł netto.<span class="_ _6"></span></span> </div><div class="t m0 x4 ha y882 ff2 fs4 fc1 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf4d" class="pf w0 h0" ><div class="pc pc4d w0 h0"><img class="bi x6 y2b we5 hc2" alt="" 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"/><div class="c x0 y0 w3 h0"><div class="t m0 x9c h8 y6e0 ff4 fs3 fc3 sc0 ls0 ws0">SPRAWOZDANE ZARZĄDU Z DZIAŁALNOŚCI<span class="ff3"> MIRBUD S.A. ZA <span class="ls4">ROK</span> <span class="ls5">20</span>21<span class="fc4"> </span></span></div><div class="t m0 x4 h6 y6e1 ff3 fs2 fc1 sc0 ls0 ws0"> </div></div><div class="c x4 y2e wba hd2"><div class="t m0 x52 ha y752 ff2 fs4 fc3 sc0 ls0 ws0">MIRBUD <span class="ls6">| </span><span class="ff1">Inf<span class="_ _6"></span>ormacje o istotnyc<span class="_ _6"></span>h postępowani<span class="_ _6"></span>ach toczącyc<span class="_ _6"></span>h się przed Sądem, or<span class="_ _6"></span>ganem </span></div><div class="t m0 x51 ha y173 ff1 fs4 fc3 sc0 ls0 ws0">właściwym dla post<span class="_ _6"></span>ępowania arbitrażowego l<span class="_ _6"></span>ub organem administracj<span class="_ _6"></span>i publicznej </div><div class="t m0 x75 ha y222 ff1 fs4 fc3 sc0 ls0 ws0">dotyczących zobowiąz<span class="_ _6"></span>ań oraz wierzytelnośc<span class="_ _6"></span>i emitenta lub jego jednostki<span class="_ _10"></span><span class="ff2"> </span></div></div><div class="c x9 y2e wbb hd2"><div class="t m0 xa hb y5a7 ff3 fs1 fc0 sc0 ls11 ws0">77<span class="fs2 ls0"> </span></div></div><div class="c x0 y0 w3 h0"><div class="t m0 x4 h6 y31 ff3 fs2 fc1 sc0 ls0 ws0"> </div></div><div class="c xb y6e2 w7 h7f"><div class="t m0 xc hd y673 ff5 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x0 y0 w3 h0"><div class="t m0 x4 ha y7a5 ff1 fs4 fc1 sc0 ls0 ws0">Przed z<span class="_ _6"></span>awarciem <span class="_ _6"></span>ww. <span class="_ _6"></span>umo<span class="_ _6"></span>wy <span class="_ _6"></span>Emitent <span class="_ _6"></span>nie <span class="_ _6"></span>korzystał <span class="_ _6"></span>z <span class="_ _6"></span>usług <span class="_ _6"></span>firmy <span class="_ _6"></span>audytorskiej <span class="_ _6"></span>PO<span class="_ _6"></span>LAUDIT <span class="_ _6"></span>sp. <span class="_ _6"></span>z <span class="_ _6"></span>o.o.. <span class="_ _6"></span>Wyboru </div><div class="t m0 x4 ha y7a6 ff1 fs4 fc1 sc0 ls0 ws0">firmy <span class="_ _1e"> </span>audyt<span class="_ _6"></span>orskiej <span class="_ _1e"> </span>s<span class="_ _6"></span>pośród <span class="_ _1e"> </span>firm <span class="_ _27"> </span>zarekomend<span class="_ _6"></span>owanych <span class="_ _27"> </span>przez <span class="_ _27"> </span>komitet <span class="_ _1e"> </span>a<span class="_ _6"></span>udytu <span class="_ _1e"> </span>dokona<span class="_ _6"></span>ła <span class="_ _1e"> </span>Rada <span class="_ _27"> </span>Nadzorcz<span class="_ _6"></span>a <span class="_ _1e"> </span>na </div><div class="t m0 x4 ha y7a7 ff2 fs4 fc1 sc0 ls0 ws0">podstawie <span class="ff1">uchwa<span class="_ _6"></span>ły XII/2020 z dnia 02 cz<span class="_ _6"></span>erwca 2020</span> r<span class="_ _6"></span>.  </div><div class="t m0 x4 ha y7a8 ff2 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 x4 ha y7a9 ff2 fs4 fc1 sc0 ls0 ws0">W <span class="_ _12"> </span>okresie <span class="_ _1d"> </span>01.01.2021-3<span class="_ _6"></span>1.<span class="ls14">12</span>.20<span class="ls14">21<span class="_ _6"></span></span> <span class="_ _13"> </span>r<span class="_ _6"></span>. <span class="_ _12"> </span><span class="ff1">wynagrodzeni<span class="_ _6"></span>e <span class="_ _12"> </span>wypłacone<span class="_ _6"></span></span> <span class="_ _12"> </span>przez<span class="_ _6"></span> <span class="_ _12"> </span>Emitenta <span class="_ _1d"> </span><span class="ff1">biegłemu <span class="_ _12"> </span>r<span class="_ _6"></span>ewidentowi </span></div><div class="t m0 x4 h3 y883 ff1 fs4 fc1 sc0 ls0 ws0">wyniosło<span class="ff2"> <span class="ls14">57</span> </span>tys<span class="_ _6"></span>. zł<span class="ff2 lsc">. <span class="fs0 ls0"> </span></span></div><div class="t m0 x4 ha y884 ff2 fs4 fc1 sc0 ls0 ws0">W okresie 01.01.2021-31.<span class="ls8">12</span>.2021<span class="ls10">r </span>Podmiot uprawniony do badania sprawozdania<span class="_ _6"></span> finansowego <span class="ff1">za wyjątkiem </span></div><div class="t m0 x4 ha y885 ff1 fs4 fc1 sc0 ls0 ws0">usługi ate<span class="_ _0"></span>stacyjnej sprawozdania <span class="_ _3"></span>z<span class="_ _6"></span> <span class="_ _3"></span>wy<span class="_ _6"></span>nagrodzeń Zarządu <span class="_ _3"></span>i Rady <span class="_ _0"></span>nadzorczej za <span class="_ _3"></span>rok 2020 nie <span class="_ _3"></span>świ<span class="_ _6"></span>adczył i<span class="_ _0"></span>nnych </div><div class="t m0 x4 ha y886 ff1 fs4 fc1 sc0 ls0 ws0">usług na rzecz Spółki.<span class="_ _6"></span><span class="ff2"> </span></div><div class="t m0 x4 ha y887 ff2 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 x4 h10 y888 ff7 fs0 fc1 sc0 ls0 ws0">12.12. <span class="_ _7"></span><span class="ff8">Informa<span class="_ _6"></span>cje <span class="_ _6"></span>o <span class="_ _10"></span>istotnych <span class="_ _6"></span>postępowaniac<span class="_ _6"></span>h <span class="_ _6"></span>toczących <span class="_ _6"></span>się <span class="_ _10"></span>przed <span class="_ _10"></span>Sądem, <span class="_ _10"></span>organem </span></div><div class="t m0 x88 h10 y12a ff8 fs0 fc1 sc0 ls0 ws0">właściwym dl<span class="_ _3"></span>a<span class="_ _6"></span> <span class="_ _3"></span>postępowania arbitrażowe<span class="_ _0"></span>go <span class="_ _3"></span>lub organem <span class="_ _3"></span>administracji publicznej<span class="_ _3"></span> </div><div class="t m0 x88 h10 y889 ff8 fs0 fc1 sc0 ls0 ws0">dotyczących zobowiązań oraz wierzytelności emitenta lub jego jednostki<span class="ff7"> </span></div><div class="t m0 x4 ha y88a ff1 fs4 fc1 sc0 ls0 ws0">W <span class="_ _f"></span>okresie <span class="_ _f"></span>objętym <span class="_ _f"></span>niniejszy<span class="_ _6"></span>m <span class="_ _10"></span>r<span class="_ _6"></span>aportem <span class="_ _f"></span>nie <span class="_ _f"></span>toczyły <span class="_ _f"></span>się <span class="_ _f"></span>żadne <span class="_ _f"></span>istotne <span class="_ _f"></span>postępo<span class="_ _6"></span>wania <span class="_ _f"></span>dotyczące <span class="_ _f"></span>z<span class="_ _10"></span>obowiąza<span class="_ _6"></span>ń </div><div class="t m0 x4 ha y23c ff1 fs4 fc1 sc0 ls0 ws0">albo wierzytelnośc<span class="_ _6"></span>i Emitenta<span class="ff2">.<span class="_ _6"></span> </span></div><div class="t m0 x4 ha y88b ff2 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 x4 ha y23d ff1 fs4 fc1 sc0 ls0 ws0">W okresie objętym nini<span class="_ _6"></span>ejszym raportem n<span class="_ _6"></span>ie toczyły się żadne istot<span class="_ _6"></span>ne postępowania dotyc<span class="_ _6"></span>zące zobowiązań </div><div class="t m0 x4 ha y88c ff1 fs4 fc1 sc0 ls0 ws0">albo wierzytelnośc<span class="_ _6"></span>i Emitenta.<span class="_ _6"></span><span class="ff2"> </span></div><div class="t m0 x4 ha y88d ff2 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 x4 ha y88e ff1 fs4 fc1 sc0 ls0 ws0">Na dzień 3<span class="ff2">1.<span class="ls8">12</span></span>.2021 r. toczy<span class="_ _6"></span>ły się sprawy sądowe doty<span class="_ _6"></span>czące zobowiązań <span class="_ _6"></span>prz<span class="_ _6"></span>eciwko Emitentowi, na ł<span class="_ _6"></span>ączną </div><div class="t m0 x4 ha y540 ff1 fs4 fc1 sc0 ls0 ws0">wartość przedmiotu s<span class="_ _6"></span>poru 3.<span class="ff2">210 </span>tys<span class="_ _6"></span>. zł.<span class="ff2"> </span></div><div class="t m0 x4 ha y541 ff2 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 x4 ha y88f ff1 fs4 fc1 sc0 ls0 ws0">Rezerwy na przy<span class="_ _6"></span>szłe zobowiązania, które m<span class="_ _6"></span>ogą powstać z tocz<span class="_ _6"></span>ących się postępowań sąd<span class="_ _6"></span>owych tworzone </div><div class="t m0 x4 ha y543 ff1 fs4 fc1 sc0 ls0 ws0">są w drodze szczegó<span class="_ _6"></span>łowej analizy ryzyk<span class="_ _6"></span>a ich powstania. <span class="_ _6"></span><span class="ff2"> </span></div><div class="t m0 x4 ha y544 ff2 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 x4 ha y545 ff1 fs4 fc1 sc0 ls0 ws0">Na <span class="_ _0"></span>dzień 3<span class="ff2">1.12.2021 <span class="_ _3"></span>r. toczy<span class="_ _6"></span><span class="ff1">ły <span class="_ _0"></span>się <span class="_ _0"></span>sprawy sądowe <span class="_ _3"></span>dotyc<span class="_ _6"></span>zące wi<span class="_ _0"></span>erzytelności z <span class="_ _3"></span>powódz<span class="_ _6"></span>twa <span class="_ _3"></span>E<span class="_ _6"></span>mitenta, na<span class="_ _0"></span> łączną </span></span></div><div class="t m0 x4 ha y46a ff1 fs4 fc1 sc0 ls0 ws0">wartość przedmiotu s<span class="_ _6"></span>poru <span class="ff2">4.883 </span>tys<span class="_ _6"></span>. zł.<span class="ff2"> </span></div><div class="t m0 x4 ha y46b ff2 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 x4 ha y547 ff1 fs4 fc1 sc0 ls0 ws0">W okresie objętym niniejszym raportem toczyły się istotne postępowania dotyczące wierzytelności Kobylarn<span class="_ _6"></span>ia </div><div class="t m0 x4 ha y548 ff2 fs4 fc1 sc0 ls0 ws0">S.A.  - <span class="ff1">spółka zależna <span class="_ _6"></span>Emitent</span>a. <span class="_ _6"></span> </div><div class="t m0 x4 ha y443 ff2 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 x4 ha y549 ff1 fs4 fc1 sc0 ls0 ws0">W dniu 25.02.2<span class="_ _6"></span>020 r. KOBYLARNI<span class="_ _6"></span>A S.A. jako lider ko<span class="_ _6"></span>nsorcjum wniosła p<span class="_ _6"></span>ozew przeciwko GDD<span class="_ _6"></span>KiA o wartoś<span class="_ _6"></span>ci </div><div class="t m0 x4 ha y890 ff2 fs4 fc1 sc0 ls0 ws0">przedmiotu s<span class="_ _6"></span>poru 67 <span class="_ _6"></span><span class="ff1">422 tys. <span class="_ _6"></span>zł obejmując<span class="_ _6"></span>y roszcz<span class="_ _6"></span>enie o walory<span class="_ _6"></span>zację wynagr<span class="_ _6"></span>odzenia Kons<span class="_ _6"></span>orcjum w <span class="_ _6"></span>związku </span></div><div class="t m0 x4 ha y891 ff1 fs4 fc1 sc0 ls0 ws0">z <span class="_ _3"></span>r<span class="_ _6"></span>ealizacją <span class="_ _3"></span>zadań inwestycyjnych: ob<span class="_ _0"></span>wodnica <span class="_ _0"></span>Inowr<span class="_ _6"></span>ocławia <span class="_ _3"></span>(<span class="_ _6"></span>łącznik), <span class="_ _3"></span>obw<span class="_ _6"></span>odnica <span class="_ _3"></span>Bolkowa<span class="_ _6"></span>, <span class="_ _3"></span>budowa fragmentu </div><div class="t m0 x4 ha y892 ff2 fs4 fc1 sc0 ls0 ws0">drogi ekspresowej S-<span class="ff1">5. Łączna wartość sporów KOBYLARNIA S.A. z GDDKiA na dzień 3</span>0.<span class="ls8">06</span>.2021<span class="ff1">r wyniosła </span></div><div class="t m0 x4 ha y893 ff2 fs4 fc1 sc0 ls0 ws0">71.820 tys. <span class="ff1 lse">zł</span>. </div><div class="t m0 x4 ha y68d ff2 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 x4 ha y894 ff1 fs4 fc1 sc0 ls0 ws0">Odpisy <span class="_ _3"></span>aktualizujące <span class="_ _3"></span>w<span class="_ _6"></span>artość <span class="_ _3"></span>należności <span class="_ _3"></span>tworz<span class="_ _6"></span>one <span class="_ _3"></span>są <span class="_ _3"></span>w <span class="_ _3"></span>drodze szczegółowej <span class="_ _3"></span>analizy <span class="_ _3"></span>ry<span class="_ _6"></span>zyka <span class="_ _3"></span>spłaty <span class="_ _3"></span>należnośc<span class="_ _6"></span>i<span class="ff2 lsc">. <span class="_ _6"></span><span class="ls0"> </span></span></div><div class="t m0 x4 h4 y21 ff2 fs1 fc1 sc0 ls7 ws0">13.<span class="ls0"> <span class="_ _39"> </span>O<span class="ff1">ŚWIAD<span class="_ _0"></span>CZENIE <span class="_ _40"> </span><span class="ff2">MIRBUD <span class="_ _40"> </span>S.A. <span class="_ _40"> </span>NA <span class="_ _40"> </span>TEMA<span class="_ _0"></span>T <span class="_ _40"> </span>INFORMAC<span class="_ _0"></span>JI </span></span></span></div><div class="t m0 x88 h4 y895 ff2 fs1 fc1 sc0 ls0 ws0">NIEFINANSO<span class="_ _0"></span>WYCH </div><div class="t m0 x4 ha y896 ff1 fs4 fc1 sc0 ls0 ws0">Grupa kapitałowa MIR<span class="_ _6"></span>BUD sporządziła <span class="_ _6"></span>odrębne spraw<span class="_ _6"></span>ozdanie na temat informacj<span class="_ _6"></span>i niefinansowych<span class="_ _6"></span><span class="ff2"> </span></div><div class="t m0 x4 ha y3eb ff1 fs4 fc1 sc0 ls0 ws0">opublikowane łącz<span class="_ _6"></span>nie ze sprawozdaniem fi<span class="_ _6"></span>nansowym za rok<span class="_ _6"></span> 202<span class="ff2">1<span class="_ _6"></span>. </span></div><div class="t m0 x4 ha y897 ff2 fs4 fc1 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf4e" class="pf w0 h0" ><div class="pc pc4e w0 h0"><img class="bi x6 y2b we5 hc2" alt="" 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class="c x0 y0 w3 h0"><div class="t m0 x9c h8 y6e0 ff4 fs3 fc3 sc0 ls0 ws0">SPRAWOZDANE ZARZĄDU Z DZIAŁALNOŚCI<span class="ff3"> MIRBUD S.A. ZA <span class="ls4">ROK</span> <span class="ls5">20</span>21<span class="fc4"> </span></span></div><div class="t m0 x4 h6 y6e1 ff3 fs2 fc1 sc0 ls0 ws0"> </div></div><div class="c x4 y2e wba h3c"><div class="t m0 x41 ha y173 ff2 fs4 fc3 sc0 ls0 ws0">MIRBUD <span class="ls6">| </span><span class="ff1">O<span class="_ _6"></span>ŚWIADCZENI<span class="_ _6"></span>E O STOSOWANIU ŁAD<span class="_ _6"></span>U KORPORAC<span class="_ _6"></span>YJNEGO SPÓŁKI </span></div><div class="t m0 x14a ha y222 ff2 fs4 fc3 sc0 ls0 ws0">MIRBUD S.A. </div></div><div class="c x9 y2e wbb h3c"><div class="t m0 xa hb y223 ff3 fs1 fc0 sc0 ls11 ws0">78<span class="fs2 ls0"> </span></div></div><div class="c x0 y0 w3 h0"><div class="t m0 x4 h6 y31 ff3 fs2 fc1 sc0 ls0 ws0"> </div></div><div class="c xb y6e2 w7 h7f"><div class="t m0 xc hd y673 ff5 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x0 y0 w3 h0"><div class="t m0 x4 h4 y76b ff2 fs1 fc1 sc0 ls7 ws0">14.<span class="ls0"> <span class="_ _38"> </span><span class="ff1">OŚWIADCZENIE <span class="_ _2a"> </span>O <span class="_ _2a"> </span>STOSOWANI<span class="_ _0"></span>U <span class="_ _2a"> </span>ŁADU <span class="_ _2a"> </span>KORPORACYJNEG<span class="_ _3"></span>O </span></span></div><div class="t m0 x88 h4 y76c ff1 fs1 fc1 sc0 ls0 ws0">SPÓŁKI MIRBU<span class="_ _0"></span>D<span class="ff2"> S.A. </span></div><div class="t m0 x18 h10 y590 ff7 fs0 fc1 sc0 ls0 ws0">14.1. <span class="_ _1f"> </span><span class="ff8">Zbiór zasad ładu korporacyjnego, któremu podlega MIRBUD</span> S.A.  </div><div class="t m0 x4 ha y5d8 ff2 fs4 fc1 sc0 ls0 ws0">W <span class="_ _5"></span>ok<span class="_ _6"></span>resie <span class="_ _3"></span>sprawozdawcz<span class="_ _6"></span>ym <span class="_ _3"></span>o<span class="_ _6"></span>d <span class="_ _5"></span>0<span class="_ _6"></span>1.01.2021 <span class="_ _3"></span>r. <span class="_ _3"></span>do <span class="_ _0"></span>30.06.2021 <span class="_ _3"></span><span class="ls10">r.<span class="ls0"> <span class="_ _3"></span><span class="ff1">Spółka <span class="_ _0"></span>MIRBUD <span class="_ _3"></span>S.A. <span class="_ _3"></span>pod<span class="_ _6"></span>legała <span class="_ _3"></span>zbiorowi <span class="_ _3"></span>zas<span class="_ _6"></span>ad </span></span></span></div><div class="t m0 x4 ha y6c2 ff1 fs4 fc1 sc0 ls0 ws0">ładu <span class="_ _27"> </span>korporacyj<span class="_ _6"></span>nego <span class="_ _1e"> </span>pod <span class="_ _21"> </span>nazwą <span class="_ _27"> </span>„Dobre <span class="_ _21"> </span>praktyki <span class="_ _27"> </span>spółek <span class="_ _27"> </span>notowany<span class="_ _6"></span>ch <span class="_ _27"> </span>na <span class="_ _27"> </span>GPW <span class="_ _27"> </span>2016”, <span class="_ _27"> </span>k<span class="_ _6"></span>tóry <span class="_ _27"> </span>jest <span class="_ _27"> </span>dostępn<span class="_ _6"></span>y </div><div class="t m0 x4 ha y6c3 ff1 fs4 fc1 sc0 ls0 ws0">publicznie <span class="_ _f"></span>na <span class="_ _10"></span>stronie <span class="_ _f"></span>internetowej <span class="_ _10"></span>Gie<span class="_ _6"></span>łdy <span class="_ _10"></span>Papierów <span class="_ _f"></span>Wartościowych <span class="_ _f"></span>S.A. <span class="_ _10"></span>w <span class="_ _f"></span>Warszawie <span class="_ _f"></span>w <span class="_ _10"></span>sekcji <span class="_ _f"></span>poświęconej </div><div class="t m0 x4 ha yfb ff1 fs4 fc1 sc0 ls0 ws0">Zasadom Ła<span class="ff2">du <span class="_ _6"></span>Korporacyjnego:<span class="_ _6"></span> </span></div><div class="t m0 x4 ha y898 ff2 fs4 fc1 sc0 ls0 ws0">https://www.gpw.pl/d<span class="_ _6"></span>obre-praktyk<span class="_ _6"></span>i<span class="fc11"> </span></div><div class="t m0 x4 ha y6c4 ff2 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 x4 ha y899 ff1 fs4 fc1 sc0 ls0 ws0">Rada <span class="_ _1e"> </span>Giełdy <span class="_ _1e"> </span>Papieró<span class="_ _6"></span>w <span class="_ _1e"> </span>Wartościowych <span class="_ _27"> </span>Uchwałą <span class="_ _1e"> </span>Nr <span class="_ _1e"> </span>13/18<span class="_ _6"></span>34/2021 <span class="_ _1e"> </span>z <span class="_ _e"> </span>d<span class="_ _6"></span>nia <span class="_ _1e"> </span>29 <span class="_ _1e"> </span>marca <span class="_ _1e"> </span>2021 <span class="_ _1e"> </span>r. <span class="_ _1e"> </span>przyj<span class="_ _6"></span>ęła <span class="_ _e"> </span>no<span class="_ _6"></span>we </div><div class="t m0 x4 ha y89a ff1 fs4 fc1 sc0 ls0 ws0">zasady <span class="_ _21"> </span>ładu <span class="_ _1e"> </span>k<span class="_ _6"></span>orporacyjnego <span class="_ _21"> </span>dla <span class="_ _27"> </span>spółek <span class="_ _21"> </span>notowanych<span class="_ _6"></span> <span class="_ _27"> </span>na <span class="_ _27"> </span>G<span class="_ _6"></span>łównym <span class="_ _27"> </span>Rynku <span class="_ _21"> </span>GPW<span class="_ _6"></span><span class="ff2"> </span>–<span class="ff2"> <span class="_ _21"> </span></span>„Dobre <span class="_ _21"> </span>Praktyki <span class="_ _27"> </span>Spół<span class="_ _6"></span>ek </div><div class="t m0 x4 ha y89b ff1 fs4 fc1 sc0 ls0 ws0">Notowanych  na  GPW <span class="_ _28"> </span>2021”  <span class="ff2">(Dobre  Praktyk<span class="_ _6"></span>i  20<span class="_ _0"></span>21,  DPSN2021)  jako  kolejn<span class="ff1 ls8">ą  </span>wersj<span class="ff1">ę</span>  <span class="ff1">zbioru <span class="_ _21"> </span>z<span class="_ _6"></span>asad  ł<span class="_ _0"></span>adu </span></span></div><div class="t m0 x4 ha y89c ff2 fs4 fc1 sc0 ls0 ws0">korpo<span class="ff1">racyjnego, którym <span class="_ _6"></span>podlegają spółk<span class="_ _6"></span></span>i notowane na<span class="_ _6"></span> GPW. </div><div class="t m0 x4 ha y89d ff2 fs4 fc1 sc0 ls0 ws0">https://www.gpw.pl/d<span class="_ _6"></span>obre-praktyk<span class="_ _6"></span>i2021 </div><div class="t m0 x4 ha y89e ff1 fs4 fc1 sc0 ls0 ws0">Spółka <span class="_ _21"> </span>MIR<span class="_ _6"></span>BUD <span class="_ _21"> </span>S.A. <span class="_ _28"> </span>Raportem  z <span class="_ _21"> </span>dnia <span class="_ _21"> </span>28.07.<span class="_ _6"></span>2021<span class="ff2">  </span>r. <span class="_ _21"> </span>przekazanym  przez <span class="_ _21"> </span>system <span class="_ _21"> </span>E<span class="_ _6"></span>BI <span class="_ _21"> </span>poinformo<span class="_ _6"></span>wała <span class="_ _21"> </span>o </div><div class="t m0 x4 ha y89f ff1 fs4 fc1 sc0 ls0 ws0">stosowaniu poszc<span class="_ _6"></span>zególnych zasad ł<span class="_ _6"></span>adu korporacyj<span class="_ _6"></span>nego, wypełniając <span class="_ _6"></span>obowiąz<span class="_ _6"></span><span class="ff2">ek informac<span class="_ _6"></span>yjny w tym zakr<span class="_ _6"></span>esie </span></div><div class="t m0 x4 ha y8a0 ff1 fs4 fc1 sc0 ls0 ws0">nałożony <span class="_ _f"></span>na<span class="_ _6"></span> <span class="_ _f"></span>Spółkę <span class="_ _e"></span>przez <span class="_ _e"></span>Regulamin <span class="_ _e"></span>GPW <span class="_ _e"></span>do <span class="_ _f"></span>31.<span class="_ _6"></span>07.2021<span class="_ _6"></span><span class="ff2"> <span class="_ _f"></span></span>r. <span class="_ _e"></span>Oświadczenie <span class="_ _e"> </span>o <span class="_ _f"></span>s<span class="_ _6"></span>tosowaniu <span class="_ _e"> </span>poszczególny<span class="_ _6"></span>ch </div><div class="t m0 x4 ha y8a1 ff1 fs4 fc1 sc0 ls0 ws0">zasad <span class="_ _21"> </span>ła<span class="_ _6"></span>du <span class="_ _21"> </span>korporac<span class="_ _6"></span>yjnego  dla <span class="_ _21"> </span>spółek <span class="_ _28"> </span>notowanych  na <span class="_ _21"> </span>Głównym  Rynku <span class="_ _21"> </span>GP<span class="_ _6"></span>W<span class="_ _6"></span><span class="ff2"> </span>–<span class="ff2"> <span class="_ _21"> </span></span>„Dobre<span class="_ _6"></span> <span class="_ _21"> </span>Praktyki  Spółek </div><div class="t m0 x4 ha y8a2 ff1 fs4 fc1 sc0 ls0 ws0">Notowanych <span class="_ _28"> </span>na <span class="_ _21"> </span>G<span class="_ _6"></span>PW <span class="_ _21"> </span>202<span class="_ _6"></span>1”<span class="ff2">  MIRBUD <span class="_ _21"> </span>S.A <span class="_ _28"> </span></span>zamieściła  także <span class="_ _21"> </span>na <span class="_ _21"> </span>str<span class="_ _6"></span>onie <span class="_ _21"> </span>www.<span class="_ _6"></span><span class="ff2">h<span class="_ _6"></span>ttps://relacje.mirbud.pl/<span class="_ _6"></span>lad-</span></div><div class="t m0 x4 ha y8a3 ff2 fs4 fc1 sc0 ls0 ws0">korporacyjny.  Zatem<span class="_ _6"></span>  w  okresie  spra<span class="_ _6"></span>wozdawczym  o<span class="_ _6"></span>d<span class="fc11">  </span>0<span class="_ _6"></span>1.07.2021  r. <span class="_ _29"> </span>do  31.12.2021<span class="_ _6"></span>  <span class="ff1">r.  Spółka  pod<span class="_ _6"></span>legała </span></div><div class="t m0 x4 ha y8a4 ff1 fs4 fc1 sc0 ls0 ws0">zasadom <span class="_ _10"></span>ładu <span class="_ _6"></span>korporacyj<span class="_ _6"></span>nego <span class="_ _6"></span>n<span class="_ _6"></span>otowanych <span class="_ _6"></span>na <span class="_ _10"></span>Głównym <span class="_ _10"></span>Rynku <span class="_ _6"></span>G<span class="_ _6"></span>PW<span class="ff2"> </span>–<span class="ff2"> <span class="_ _10"></span></span>„Dobre <span class="_ _6"></span>Prak<span class="_ _6"></span>tyki <span class="_ _6"></span>Spółek <span class="_ _6"></span>N<span class="_ _6"></span>otowanych<span class="_ _6"></span> </div><div class="t m0 x4 ha y20d ff2 fs4 fc1 sc0 ls0 ws0">n<span class="ff1">a GPW 2021” </span>(D<span class="_ _6"></span>obre Praktyki 2021, DP<span class="_ _6"></span>SN2021) <span class="_ _6"></span>https://www.gpw.pl/dobre<span class="_ _6"></span>-prak<span class="_ _6"></span>tyki2021 </div><div class="t m0 xc0 h10 y8a5 ff7 fs0 fc1 sc0 ls0 ws0">14.2. <span class="_ _27"> </span><span class="ff8">Wskaza<span class="_ _6"></span>nie <span class="_ _3"></span>zasad ładu <span class="_ _3"></span>korporacyjnego, kt<span class="_ _0"></span>óre nie <span class="_ _3"></span>były przez <span class="_ _3"></span>Spółkę sto<span class="_ _0"></span>sowane, </span></div><div class="t m0 x39 h10 y319 ff8 fs0 fc1 sc0 ls0 ws0">wraz <span class="_ _10"></span>ze <span class="_ _10"></span>wskaza<span class="_ _6"></span>niem <span class="_ _6"></span>jak<span class="_ _6"></span>ie <span class="_ _10"></span>były <span class="_ _10"></span>okoliczności <span class="_ _10"></span>i <span class="_ _10"></span>przyczyny <span class="_ _10"></span>nie <span class="_ _10"></span>zastosowania <span class="_ _f"></span>dan<span class="_ _0"></span>ej<span class="_ _0"></span> </div><div class="t m0 x39 h10 y8a6 ff7 fs0 fc1 sc0 ls0 ws0">zasady  </div><div class="t m0 x4 ha y648 ff1 fs4 fc1 sc0 ls0 ws0">Spółka w <span class="ff2">okresie <span class="_ _0"></span>od 01.01.2021 do 30<span class="_ _0"></span>.06.2021<span class="_ _6"></span> r. <span class="ff1">stosowała <span class="_ _0"></span>zasady „Dobrych Praktyk Spółek Notowanych na </span></span></div><div class="t m0 x4 ha y8a7 ff1 fs4 fc1 sc0 ls0 ws0">GPW” z odstępstwami <span class="_ _6"></span>o których Emitent po<span class="_ _6"></span>informował w raporc<span class="_ _6"></span>ie nr 1/2016 EBI z<span class="_ _6"></span> dnia 06.12.2016<span class="_ _6"></span><span class="ff2"> <span class="ls10">r.<span class="_ _6"></span></span> </span></div><div class="t m0 x4 ha y8a8 ff1 fs4 fc1 sc0 ls0 ws0">Odstępstwa dotycz<span class="_ _6"></span>ą następujących zasad:<span class="_ _6"></span><span class="ff2"> </span></div><div class="t m0 x4 hf y744 ff7 fs4 fc1 sc0 ls0 ws0">Zasada <span class="_ _26"> </span><span class="ff8">szczegółow<span class="_ _6"></span>a <span class="_ _26"> </span>I.Z.1.15. <span class="_ _26"> </span>inform<span class="_ _6"></span>ację <span class="_ _26"> </span>zawierającą <span class="_ _26"> </span>opis<span class="_ _6"></span> <span class="_ _26"> </span>stosowanej <span class="_ _26"> </span>przez<span class="_ _6"></span> <span class="_ _26"> </span>spółkę <span class="_ _26"> </span>polityki </span></div><div class="t m0 x4 hf y8a9 ff8 fs4 fc1 sc0 ls0 ws0">różnorodności <span class="_ _29"> </span>w <span class="_ _29"> </span>odnies<span class="_ _6"></span>ieniu <span class="_ _29"> </span>do <span class="_ _29"> </span>władz <span class="_ _29"> </span>spółki <span class="_ _29"> </span>o<span class="_ _6"></span>raz <span class="_ _29"> </span>jej <span class="_ _29"> </span>kluczowych <span class="_ _29"> </span>men<span class="_ _6"></span>edżerów; <span class="_ _29"> </span>opis <span class="_ _29"> </span>powinien<span class="_ _6"></span> </div><div class="t m0 x4 hf y8aa ff8 fs4 fc1 sc0 ls0 ws0">uwzględniać <span class="_ _26"> </span>tak<span class="_ _6"></span>ie <span class="_ _26"> </span>element<span class="_ _6"></span>y <span class="_ _26"> </span>polityki <span class="_ _25"> </span>różnorodności, <span class="_ _25"> </span>jak <span class="_ _26"> </span>płe<span class="_ _6"></span>ć, <span class="_ _26"> </span>kie<span class="_ _6"></span>runek <span class="_ _26"> </span>wykszt<span class="_ _6"></span>ałcenia<span class="_ _6"></span><span class="ff7">,<span class="_ _6"></span> <span class="_ _26"> </span>wiek, </span></div><div class="t m0 x4 hf y8ab ff8 fs4 fc1 sc0 ls0 ws0">doświadczenie <span class="_ _e"> </span>zaw<span class="_ _6"></span>odowe, <span class="_ _e"> </span>a <span class="_ _1e"> </span>także <span class="_ _e"> </span>ws<span class="_ _6"></span>kazywać <span class="_ _e"> </span>ce<span class="_ _6"></span>le <span class="_ _e"></span>stosowanej <span class="_ _e"> </span>polit<span class="_ _6"></span>yki <span class="_ _e"> </span>róż<span class="_ _6"></span>norodności <span class="_ _e"> </span>i <span class="_ _e"> </span>sposób<span class="_ _6"></span> <span class="_ _e"></span>jej </div><div class="t m0 x4 hf y8ac ff8 fs4 fc1 sc0 ls0 ws0">realizacji <span class="_ _21"> </span>w <span class="_ _21"> </span>danym <span class="_ _27"> </span>o<span class="_ _6"></span>kresie <span class="_ _21"> </span>sprawozdawczym;<span class="_ _6"></span> <span class="_ _27"> </span>je<span class="_ _6"></span>żeli <span class="_ _21"> </span>spółka <span class="_ _27"> </span>ni<span class="_ _6"></span>e <span class="_ _21"> </span>opracowała <span class="_ _21"> </span>i <span class="_ _27"> </span>n<span class="_ _6"></span>ie <span class="_ _21"> </span>realizuje <span class="_ _21"> </span>polityki </div><div class="t m0 x4 hf y8ad ff8 fs4 fc1 sc0 ls0 ws0">różnorodności, zamieszc<span class="_ _6"></span>za na swojej stronie int<span class="_ _6"></span>ernetowej <span class="_ _6"></span>wyjaśnienie t<span class="_ _6"></span>akiej decyzji,<span class="_ _6"></span><span class="ff7"> </span></div><div class="t m0 x4 ha y39b ff1 fs4 fc1 sc0 ls0 ws0">Komentarz <span class="_ _1e"> </span>Spółk<span class="_ _6"></span>i:<span class="ff2"> <span class="_ _e"> </span></span>Z<span class="_ _6"></span>asada <span class="_ _1e"> </span>nie <span class="_ _1e"> </span>była <span class="_ _1e"> </span>stosow<span class="_ _6"></span>ana. <span class="_ _1e"> </span>Spółka <span class="_ _1e"> </span>nie <span class="_ _1e"> </span>posi<span class="_ _6"></span>adała <span class="_ _e"> </span>opr<span class="_ _6"></span>acowanej <span class="_ _1e"> </span>polityk<span class="_ _6"></span>i <span class="_ _e"> </span>r<span class="_ _6"></span>óżnorodności. </div><div class="t m0 x4 ha y8ae ff1 fs4 fc1 sc0 ls0 ws0">Spółka <span class="_ _5"></span>zatr<span class="_ _6"></span>udniała <span class="_ _3"></span>osoby <span class="_ _5"></span>p<span class="_ _6"></span>osiadające <span class="_ _5"></span>o<span class="_ _6"></span>dpowiednie <span class="_ _3"></span>wyksz<span class="_ _6"></span>tałcenie, <span class="_ _5"></span>kwalifikacj<span class="_ _6"></span>e <span class="_ _5"></span>oraz<span class="_ _6"></span> <span class="_ _5"></span>doświadcz<span class="_ _6"></span>enie <span class="_ _5"></span>zawodo<span class="_ _6"></span>we </div><div class="t m0 x4 ha y5f0 ff1 fs4 fc1 sc0 ls0 ws0">nie <span class="_ _10"></span>różn<span class="_ _6"></span>icując <span class="_ _10"></span>wieku <span class="_ _f"></span>lub <span class="_ _f"></span>płci. <span class="_ _10"></span>Wybór <span class="_ _f"></span>kadry <span class="_ _10"></span>uz<span class="_ _6"></span>ależniony <span class="_ _f"></span>był <span class="_ _10"></span>od <span class="_ _10"></span>dośw<span class="_ _6"></span>iadczenia, <span class="_ _f"></span>osiągnięć, <span class="_ _10"></span>skutecz<span class="_ _6"></span>ności <span class="_ _10"></span>or<span class="_ _6"></span>az </div><div class="t m0 x4 ha y5f1 ff1 fs4 fc1 sc0 ls0 ws0">profesjonalizmu pos<span class="_ _6"></span>zczególnych kandydatów.<span class="_ _6"></span><span class="ff2"> </span></div><div class="t m0 x4 hf y8af ff8 fs4 fc1 sc0 ls0 ws0">Zasada <span class="_ _0"></span>szczegółowa I.Z.1.16. <span class="_ _0"></span>informację <span class="_ _0"></span>na <span class="_ _0"></span>temat planowanej <span class="_ _3"></span>t<span class="_ _6"></span>ransmisji <span class="_ _0"></span>obrad walnego <span class="_ _3"></span>zgrom<span class="_ _6"></span>adzenia </div><div class="t m0 x4 hf y197 ff7 fs4 fc1 sc0 ls0 ws0">- <span class="ff8">nie później niż w termini<span class="_ _6"></span>e 7</span> <span class="ff8">dni przed<span class="_ _6"></span> datą walnego<span class="_ _6"></span> zgromadzenia,<span class="_ _6"></span><span class="ff2"> </span></span></div></div></div><div class="pi" ></div></div><div id="pf4f" class="pf w0 h0" ><div class="pc pc4f w0 h0"><img class="bi x6 y2b we5 hc2" alt="" 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"/><div class="c x0 y0 w3 h0"><div class="t m0 x9c h8 y6e0 ff4 fs3 fc3 sc0 ls0 ws0">SPRAWOZDANE ZARZĄDU Z DZIAŁALNOŚCI<span class="ff3"> MIRBUD S.A. ZA <span class="ls4">ROK</span> <span class="ls5">20</span>21<span class="fc4"> </span></span></div><div class="t m0 x4 h6 y6e1 ff3 fs2 fc1 sc0 ls0 ws0"> </div></div><div class="c x4 y2e wba hd2"><div class="t m0 xa5 ha y752 ff2 fs4 fc3 sc0 ls0 ws0">MIRBUD <span class="ls6">| </span><span class="ff1">Ws<span class="_ _6"></span>kazanie zasad ładu korp<span class="_ _6"></span>oracyjnego, k<span class="_ _6"></span>tóre nie były prz<span class="_ _6"></span>ez Spółkę </span></div><div class="t m0 x48 ha y173 ff1 fs4 fc3 sc0 ls0 ws0">stosowane, wraz ze wsk<span class="_ _6"></span>azaniem jakie były ok<span class="_ _6"></span>oliczności i przyc<span class="_ _6"></span>zyny nie zastosowania </div><div class="t m0 x11d ha y222 ff2 fs4 fc3 sc0 ls0 ws0">danej zasady<span class="_ _6"></span> </div></div><div class="c x9 y2e wbb hd2"><div class="t m0 xa hb y5a7 ff3 fs1 fc0 sc0 ls11 ws0">79<span class="fs2 ls0"> </span></div></div><div class="c x0 y0 w3 h0"><div class="t m0 x4 h6 y31 ff3 fs2 fc1 sc0 ls0 ws0"> </div></div><div class="c xb y6e2 w7 h7f"><div class="t m0 xc hd y673 ff5 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x0 y0 w3 h0"><div class="t m0 x4 ha y7a5 ff1 fs4 fc1 sc0 ls0 ws0">Komentarz <span class="_ _27"> </span>Spółk<span class="_ _6"></span>i:<span class="ff2"> <span class="_ _1e"> </span></span>Z<span class="_ _6"></span>asada <span class="_ _1e"> </span>ta<span class="_ _6"></span> <span class="_ _1e"> </span>nie <span class="_ _27"> </span>jest<span class="_ _6"></span> <span class="_ _1e"> </span>stosowa<span class="_ _6"></span>na. <span class="_ _1e"> </span>Spółka<span class="_ _6"></span> <span class="_ _1e"> </span>rozważa<span class="_ _6"></span>ła <span class="_ _1e"> </span>wprow<span class="_ _6"></span>adzenie <span class="_ _27"> </span>możliwośc<span class="_ _6"></span>i <span class="_ _1e"> </span>udziału<span class="_ _6"></span> <span class="_ _27"> </span>w </div><div class="t m0 x4 ha y7a6 ff1 fs4 fc1 sc0 ls0 ws0">walnym <span class="_ _c"> </span>zgromadze<span class="_ _6"></span>niu <span class="_ _c"> </span>również <span class="_ _c"> </span>przy<span class="_ _6"></span> <span class="_ _c"> </span>wykorzystaniu <span class="_ _c"> </span>środków <span class="_ _c"> </span>ko<span class="_ _6"></span>munikacji <span class="_ _c"> </span>elektronicz<span class="_ _6"></span>nej, <span class="_ _c"> </span>jednak <span class="_ _c"> </span>nie </div><div class="t m0 x4 ha y7a7 ff1 fs4 fc1 sc0 ls0 ws0">przewidywała <span class="_ _e"> </span>za<span class="_ _6"></span>mieszczani<span class="ff2">a <span class="_ _1e"> </span>informacj<span class="_ _6"></span>i <span class="_ _e"></span>na <span class="_ _e"> </span>te<span class="_ _6"></span>mat <span class="_ _e"> </span>plan<span class="_ _6"></span>owanej <span class="_ _e"> </span>transmisji <span class="_ _1e"> </span>obrad <span class="_ _1e"> </span>Walnego <span class="_ _e"> </span>Z<span class="_ _6"></span>gromadzenia <span class="_ _1e"> </span>ani </span></div><div class="t m0 x4 ha y7a8 ff1 fs4 fc1 sc0 ls0 ws0">zapisu <span class="_ _e"> </span>prz<span class="_ _6"></span>ebiegu <span class="_ _1e"> </span>obrad <span class="_ _1e"> </span>Walnego <span class="_ _1e"> </span>Zgroma<span class="_ _6"></span>dzenia <span class="_ _e"> </span>w <span class="_ _1e"> </span>fo<span class="_ _6"></span>rmie <span class="_ _e"> </span>aud<span class="_ _6"></span>io <span class="_ _e"> </span>lub <span class="_ _1e"> </span>wideo <span class="_ _1e"> </span>na <span class="_ _1e"> </span>stronie <span class="_ _1e"> </span>internet<span class="_ _6"></span>owej <span class="_ _e"> </span>S<span class="_ _6"></span>półki. </div><div class="t m0 x4 ha y7a9 ff1 fs4 fc1 sc0 ls0 ws0">Spółka <span class="_ _1e"> </span>prz<span class="_ _6"></span>estrzegała <span class="_ _27"> </span>obowiązując<span class="_ _6"></span>ego <span class="_ _1e"> </span>w <span class="_ _27"> </span>ty<span class="_ _6"></span>m <span class="_ _1e"> </span>zakresie <span class="_ _27"> </span>Stat<span class="_ _6"></span>utu, <span class="_ _1e"> </span>przep<span class="_ _6"></span>isów <span class="_ _1e"> </span>pr<span class="_ _6"></span>awa <span class="_ _1e"> </span>oraz<span class="_ _10"></span><span class="ff2"> <span class="_ _27"> </span></span>prowadz<span class="_ _6"></span>i <span class="_ _1e"> </span>stosow<span class="_ _6"></span>ną </div><div class="t m0 x4 ha y883 ff1 fs4 fc1 sc0 ls0 ws0">politykę informacyj<span class="_ _6"></span>ną. <span class="ff2"> </span></div><div class="t m0 x4 hf y884 ff8 fs4 fc1 sc0 ls0 ws0">Zasada <span class="_ _0"></span>szczegółowa I.Z.1.20. <span class="_ _3"></span>zapi<span class="_ _6"></span>s <span class="_ _3"></span>przebiegu obrad <span class="_ _0"></span>walnego <span class="_ _0"></span>zgromadzenia, w <span class="_ _3"></span>formie <span class="_ _0"></span>audio <span class="_ _0"></span>lub <span class="_ _3"></span>w<span class="_ _6"></span>ideo,<span class="_ _6"></span><span class="ff2"> </span></div><div class="t m0 x4 ha y8b0 ff1 fs4 fc1 sc0 ls0 ws0">Komentarz <span class="_ _27"> </span>Spółk<span class="_ _6"></span>i:<span class="ff2"> <span class="_ _1e"> </span></span>Po<span class="_ _6"></span>wyższa <span class="_ _27"> </span>zas<span class="_ _6"></span>ada <span class="_ _1e"> </span>nie <span class="_ _27"> </span>by<span class="_ _6"></span>ła <span class="_ _1e"> </span>stos<span class="_ _6"></span>owana <span class="_ _27"> </span>w <span class="_ _27"> </span>Spółce. <span class="_ _27"> </span>Prz<span class="_ _6"></span>yczyny <span class="_ _27"> </span>niestosowa<span class="_ _6"></span>nia <span class="_ _27"> </span>powyższej </div><div class="t m0 x4 ha y8b1 ff1 fs4 fc1 sc0 ls0 ws0">zasady zostały po<span class="_ _6"></span>dane w wyj<span class="_ _6"></span>aśnieniu o niestosowaniu <span class="_ _6"></span>zasady I.Z.1.16.<span class="_ _6"></span><span class="ff2"> </span></div><div class="t m0 x4 hf y8b2 ff8 fs4 fc1 sc0 ls0 ws0">Zasada <span class="_ _c"> </span>szczegółowa <span class="_ _26"> </span>II.Z.1. <span class="_ _c"> </span>Wewnęt<span class="_ _6"></span>rzny <span class="_ _c"> </span>podz<span class="_ _6"></span>iał <span class="_ _c"> </span>odpowiedzialności <span class="_ _c"> </span>z<span class="_ _6"></span>a <span class="_ _c"> </span>poszczegó<span class="_ _6"></span>lne <span class="_ _c"> </span>obszary </div><div class="t m0 x4 hf y8b3 ff8 fs4 fc1 sc0 ls0 ws0">działalności <span class="_ _6"></span>spółki <span class="_ _6"></span>pomię<span class="_ _6"></span>dzy człon<span class="_ _6"></span>ków z<span class="_ _6"></span>arządu <span class="_ _6"></span>powinien <span class="_ _6"></span>być <span class="_ _6"></span>sformu<span class="_ _6"></span>łowany <span class="_ _6"></span>w <span class="_ _6"></span>sposób <span class="_ _6"></span>jednoznaczny </div><div class="t m0 x4 hf y8b4 ff7 fs4 fc1 sc0 ls0 ws0">i przejrzysty, a sche<span class="_ _6"></span>m<span class="ff8">at podz<span class="_ _6"></span>iału dostępny na stron<span class="_ _6"></span>ie internetowej spółki.<span class="_ _6"></span><span class="ff2"> </span></span></div><div class="t m0 x4 ha y8b5 ff1 fs4 fc1 sc0 ls0 ws0">Komentarz <span class="_ _6"></span>Spółki:<span class="ff2"> <span class="_ _6"></span></span>Zasada <span class="_ _6"></span>nie <span class="_ _6"></span>była stos<span class="_ _6"></span>owana. <span class="_ _6"></span>Zarząd <span class="_ _6"></span>ponosił <span class="_ _6"></span>odpowiedzialność<span class="_ _6"></span> za <span class="_ _6"></span>cały <span class="_ _6"></span>obszar <span class="_ _6"></span>działalności </div><div class="t m0 x4 ha y8b6 ff1 fs4 fc1 sc0 ls0 ws0">Spółki. <span class="_ _f"></span>W<span class="_ _6"></span> <span class="_ _f"></span>przypa<span class="_ _6"></span>dku <span class="_ _f"></span>oprac<span class="_ _6"></span>owania <span class="_ _e"></span>polityki <span class="_ _e"></span>odpowiedzi<span class="_ _6"></span>alności <span class="_ _e"> </span>–<span class="_ _6"></span><span class="ff2"> <span class="_ _e"></span></span>Spółka <span class="_ _e"></span>przystąpi <span class="_ _e"> </span>do <span class="_ _e"></span>stosowania<span class="_ _6"></span> <span class="_ _f"></span>powyżs<span class="_ _6"></span><span class="ff2">zej </span></div><div class="t m0 x4 ha y203 ff2 fs4 fc1 sc0 ls0 ws0">zasady. </div><div class="t m0 x4 hf y8b7 ff8 fs4 fc1 sc0 ls0 ws0">Zasada <span class="_ _6"></span>szczegółowa <span class="_ _6"></span>II.Z.2. <span class="_ _6"></span>Zasiadani<span class="_ _6"></span>e człon<span class="_ _6"></span>ków z<span class="_ _6"></span>arządu <span class="_ _6"></span>spółki <span class="_ _6"></span>w z<span class="_ _6"></span>arządach <span class="_ _6"></span>lub <span class="_ _6"></span>radach <span class="_ _6"></span>nadzorczyc<span class="_ _6"></span>h </div><div class="t m0 x4 hf yca ff8 fs4 fc1 sc0 ls0 ws0">spółek spoza grupy <span class="_ _6"></span>kapitałowej spółki wymag<span class="_ _6"></span>a zgody rady nadz<span class="_ _6"></span>orczej.<span class="_ _6"></span><span class="ff2">  </span></div><div class="t m0 x4 ha y6ca ff1 fs4 fc1 sc0 ls0 ws0">Komentarz <span class="_ _10"></span>Spółki:<span class="ff2"> <span class="_ _6"></span></span>Zasa<span class="_ _6"></span>da <span class="_ _6"></span>nie <span class="_ _10"></span>była <span class="_ _6"></span>stosow<span class="_ _6"></span>ana. <span class="_ _6"></span>Statut <span class="_ _10"></span>oraz <span class="_ _10"></span>obowiązujące <span class="_ _6"></span>d<span class="_ _6"></span>okument<span class="_ _6"></span>y <span class="_ _10"></span>wewnętrzne <span class="_ _10"></span>Spółki <span class="_ _6"></span>n<span class="_ _6"></span>ie </div><div class="t m0 x4 ha y4e2 ff1 fs4 fc1 sc0 ls0 ws0">nakładały obowiązku <span class="_ _6"></span>informacyjnego na członk<span class="_ _6"></span>ów zarządu w powyż<span class="_ _6"></span>szym zakresie.<span class="_ _6"></span><span class="ff2"> </span></div><div class="t m0 x4 hf y8b8 ff7 fs4 fc1 sc0 ls0 ws0">Rekomendacja <span class="_ _e"> </span>IV.<span class="_ _6"></span>R.2. <span class="_ _f"></span>-<span class="_ _6"></span> <span class="_ _e"></span><span class="ff8">Jeżeli <span class="_ _e"> </span>jest <span class="_ _e"> </span>to<span class="_ _6"></span> <span class="_ _f"></span>uz<span class="_ _6"></span>asadnione <span class="_ _e"></span>z <span class="_ _e"> </span>uwagi <span class="_ _e"> </span>na <span class="_ _e"> </span>st<span class="_ _6"></span>rukturę <span class="_ _e"></span>akcjonariatu <span class="_ _e"> </span>lub<span class="_ _6"></span> <span class="_ _f"></span>z<span class="_ _6"></span>głaszane </span></div><div class="t m0 x4 hf y3d9 ff8 fs4 fc1 sc0 ls0 ws0">spółce  oczekiwania  akcjonariuszy,  o <span class="_ _28"> </span>ile  spółka <span class="_ _21"> </span>j<span class="_ _6"></span>est <span class="_ _21"> </span>w<span class="_ _6"></span>  stanie<span class="_ _6"></span> <span class="_ _21"> </span>z<span class="_ _6"></span>apewnić  infrastrukturę  techniczną </div><div class="t m0 x4 hf y3da ff8 fs4 fc1 sc0 ls0 ws0">niezbędna <span class="_ _29"> </span>dla <span class="_ _29"> </span>spr<span class="_ _6"></span>awnego <span class="_ _29"> </span>przeprowadz<span class="_ _6"></span>enia <span class="_ _29"> </span>walnego <span class="_ _29"> </span>zg<span class="_ _6"></span>romadzenia <span class="_ _29"> </span>przy <span class="_ _29"> </span>w<span class="_ _6"></span>ykorzystaniu <span class="_ _29"> </span>środków </div><div class="t m0 x4 hf y3db ff8 fs4 fc1 sc0 ls0 ws0">komunikacji <span class="_ _10"></span>elektroniczn<span class="_ _6"></span>ej, <span class="_ _6"></span>po<span class="_ _6"></span>winna <span class="_ _10"></span>umożliwić <span class="_ _10"></span>akcjonariuszo<span class="_ _6"></span>m <span class="_ _6"></span>ud<span class="_ _6"></span>ział <span class="_ _6"></span>w <span class="_ _10"></span>walnym <span class="_ _10"></span>zgromad<span class="_ _6"></span>zeniu <span class="_ _10"></span>przy </div><div class="t m0 x4 hf y3dc ff8 fs4 fc1 sc0 ls0 ws0">wykorzystaniu takich <span class="_ _6"></span>środków, w<span class="_ _6"></span><span class="ff7"> </span>szczególności poprz<span class="_ _6"></span>ez:<span class="ff7"> </span></div><div class="t m0 x4 hf y8b9 ff8 fs4 fc1 sc0 ls0 ws0">1) transmisję ob<span class="_ _6"></span>rad walnego zgromadz<span class="_ _6"></span>enia w czasie rzeczywi<span class="_ _6"></span>stym,<span class="_ _6"></span><span class="ff7"> </span></div><div class="t m0 x4 hf y8ba ff8 fs4 fc1 sc0 ls0 ws0">2) dwustronną komunikację <span class="_ _3"></span>w<span class="_ _6"></span> czasie <span class="_ _0"></span>rzeczywistym, w ramach której <span class="_ _0"></span>akcjonariusze<span class="_ _6"></span> <span class="_ _0"></span>mogą wypowiadać </div><div class="t m0 x4 hf y8bb ff8 fs4 fc1 sc0 ls0 ws0">się <span class="_ _f"></span>w <span class="_ _f"></span>toku <span class="_ _f"></span>obrad <span class="_ _f"></span>walneg<span class="_ _6"></span>o <span class="_ _f"></span>zgromadzenia, <span class="_ _f"></span>przeby<span class="_ _6"></span>wając <span class="_ _f"></span>w <span class="_ _f"></span>miejscu <span class="_ _f"></span>innym <span class="_ _e"></span>niż <span class="_ _f"></span>mi<span class="_ _6"></span><span class="ff7">ejsce <span class="_ _f"></span>obr<span class="_ _6"></span>ad <span class="_ _f"></span>walnego </span></div><div class="t m0 x4 hf y3e0 ff7 fs4 fc1 sc0 ls0 ws0">zgromadzenia,<span class="_ _6"></span> </div><div class="t m0 x4 hf y8bc ff8 fs4 fc1 sc0 ls0 ws0">3) wykonywanie, osobiś<span class="_ _6"></span>cie lub przez pełnomocni<span class="_ _6"></span>ka, prawa głosu w<span class="_ _6"></span> toku walnego zgromadz<span class="_ _6"></span>enia<span class="_ _6"></span><span class="ff2">. </span></div><div class="t m0 x4 ha y7ba ff1 fs4 fc1 sc0 ls0 ws0">Komentarz <span class="_ _f"></span>Spółki:<span class="ff2"> <span class="_ _f"></span></span>Powyższ<span class="_ _6"></span>a <span class="_ _10"></span>r<span class="_ _6"></span>ekomendacja <span class="_ _f"></span>co <span class="_ _f"></span>do <span class="_ _10"></span>pk<span class="_ _6"></span>t <span class="_ _f"></span>1) <span class="_ _10"></span>i <span class="_ _f"></span>2) <span class="_ _f"></span>nie <span class="_ _f"></span>była <span class="_ _10"></span>s<span class="_ _6"></span>tosowana <span class="_ _f"></span>w <span class="_ _f"></span>Spółce. <span class="_ _f"></span>W <span class="_ _10"></span>n<span class="_ _6"></span>ajbliższym </div><div class="t m0 x4 ha y408 ff1 fs4 fc1 sc0 ls0 ws0">czasie <span class="_ _1b"> </span>Spółka <span class="_ _1b"> </span>rozważa<span class="_ _6"></span>ła <span class="_ _1b"> </span>wprowadze<span class="_ _6"></span>nie <span class="_ _1b"> </span>możliwośc<span class="_ _6"></span>i <span class="_ _1a"> </span>udziału <span class="_ _1b"> </span>w <span class="_ _1b"> </span>w<span class="_ _6"></span>alnym <span class="_ _1b"> </span>zgr<span class="_ _6"></span>omadzeniu <span class="_ _1a"> </span>ró<span class="_ _6"></span>wnież <span class="_ _1b"> </span>przy </div><div class="t m0 x4 ha y8bd ff1 fs4 fc1 sc0 ls0 ws0">wykorzys<span class="_ _6"></span>taniu <span class="_ _27"> </span>środków <span class="_ _21"> </span>komunikacji <span class="_ _21"> </span>elektronicznej, <span class="_ _21"> </span>jednak <span class="_ _21"> </span>nie <span class="_ _27"> </span>przewi<span class="_ _6"></span>dywała <span class="_ _27"> </span>z<span class="_ _6"></span>amieszczania <span class="_ _21"> </span>informacji <span class="_ _21"> </span>na </div><div class="t m0 x4 ha y8be ff2 fs4 fc1 sc0 ls0 ws0">temat <span class="_ _26"> </span>planowanej <span class="_ _26"> </span>transmisj<span class="_ _6"></span>i <span class="_ _c"> </span>obra<span class="_ _6"></span>d <span class="_ _26"> </span>Walnego <span class="_ _26"> </span>Zgromadze<span class="_ _6"></span>nia <span class="_ _26"> </span>ani <span class="_ _26"> </span>zapisu <span class="_ _26"> </span>przebiegu <span class="_ _26"> </span>obrad <span class="_ _26"> </span>Walne<span class="_ _6"></span>go </div><div class="t m0 x4 ha y8bf ff2 fs4 fc1 sc0 ls0 ws0">Zgr<span class="ff1">omadzenia w formi<span class="_ _6"></span>e audio lub wideo<span class="_ _6"></span> na stronie internetow<span class="_ _6"></span>ej Spółki. <span class="_ _6"></span></span> </div><div class="t m0 x4 hf y3e5 ff8 fs4 fc1 sc0 ls0 ws0">Zasada <span class="_ _27"> </span>szczegółowa<span class="_ _6"></span> <span class="_ _1e"> </span>IV.<span class="_ _6"></span>Z.2. <span class="_ _27"> </span><span class="ff7">- <span class="_ _27"> </span></span>Jeżeli <span class="_ _27"> </span>jest <span class="_ _27"> </span>to <span class="_ _27"> </span>uzas<span class="_ _6"></span>adnione <span class="_ _1e"> </span>z<span class="_ _6"></span> <span class="_ _1e"> </span>uwagi<span class="_ _6"></span> <span class="_ _1e"> </span>na<span class="_ _6"></span> <span class="_ _1e"> </span>stru<span class="_ _6"></span>kturę <span class="_ _1e"> </span>akcjon<span class="_ _6"></span>ariatu <span class="_ _27"> </span>spółki<span class="_ _6"></span>, </div><div class="t m0 x4 hf y3e6 ff8 fs4 fc1 sc0 ls0 ws0">spółka <span class="_ _26"> </span>zapewni<span class="_ _6"></span>a <span class="_ _26"> </span>powsz<span class="_ _6"></span>echnie <span class="_ _26"> </span>dostępną <span class="_ _26"> </span>tr<span class="_ _6"></span>ansmisję <span class="_ _26"> </span>obr<span class="_ _6"></span>ad <span class="_ _26"> </span>walnego <span class="_ _25"> </span>zgromadzenia <span class="_ _26"> </span>w<span class="_ _6"></span> <span class="_ _26"> </span>czasie </div><div class="t m0 x4 hf y8c0 ff7 fs4 fc1 sc0 ls0 ws0">rzeczywistym.<span class="_ _6"></span> </div><div class="t m0 x4 ha y79d ff1 fs4 fc1 sc0 ls0 ws0">Komentarz <span class="_ _27"> </span>Spółk<span class="_ _6"></span>i: <span class="_ _1e"> </span>Po<span class="_ _6"></span>wyższa <span class="_ _27"> </span>zas<span class="_ _6"></span>ada <span class="_ _1e"> </span>nie <span class="_ _27"> </span>by<span class="_ _6"></span>ła <span class="_ _1e"> </span>stoso<span class="_ _6"></span>wana <span class="_ _27"> </span>w <span class="_ _27"> </span>Spółce. <span class="_ _27"> </span>Prz<span class="_ _6"></span>yczyny <span class="_ _27"> </span>niestosowa<span class="_ _6"></span>nia <span class="_ _27"> </span>powyższej </div><div class="t m0 x4 ha y79e ff1 fs4 fc1 sc0 ls0 ws0">zasady zostały podane w <span class="_ _6"></span>wyjaś<span class="_ _6"></span>nieniu o niestosowaniu z<span class="_ _6"></span>asady I.Z.1.16.<span class="_ _6"></span><span class="ff2"> </span></div><div class="t m0 x4 hf y376 ff7 fs4 fc1 sc0 ls0 ws0">Rekomendacja VI.R.<span class="_ _6"></span>1. - <span class="ff8">Wynagrodzenie członków o<span class="_ _6"></span>rganów spółki i kluczowy<span class="_ _6"></span>ch menedżer<span class="_ _6"></span>ów powinno </span></div><div class="t m0 x4 hf y377 ff8 fs4 fc1 sc0 ls0 ws0">wynikać z przyjętej<span class="_ _6"></span> polityki wynagrodzeń <span class="_ _6"></span><span class="ff7"> </span></div><div class="t m0 x4 ha y58d ff1 fs4 fc1 sc0 ls0 ws0">Komentarz <span class="_ _21"> </span>Spó<span class="_ _6"></span>łki:<span class="ff2"> <span class="_ _21"> </span></span>Począws<span class="_ _6"></span>zy <span class="_ _21"> </span>od <span class="_ _21"> </span>dnia <span class="_ _21"> </span>01  l<span class="_ _0"></span>ipca <span class="_ _21"> </span>2020 <span class="_ _21"> </span>roku <span class="_ _28"> </span>w <span class="_ _21"> </span>Spółce <span class="_ _21"> </span>ob<span class="_ _6"></span>owiązuje <span class="_ _21"> </span>Polityk<span class="_ _6"></span>a <span class="_ _21"> </span>Wynagrodze<span class="_ _6"></span>ń </div><div class="t m0 x4 ha y7be ff1 fs4 fc1 sc0 ls0 ws0">Członków <span class="_ _f"></span>Zarząd<span class="_ _6"></span>u <span class="_ _f"></span>i <span class="_ _f"></span>Ra<span class="_ _6"></span>dy <span class="_ _f"></span>Nadzorcz<span class="_ _6"></span>ej <span class="_ _f"></span>MIRBUD <span class="_ _e"></span>Spółki <span class="_ _e"></span>Akcyjnej <span class="_ _e"> </span>przyjęta <span class="_ _e"></span>uchwałą <span class="_ _f"></span>nr <span class="_ _e"> </span>23/2020 <span class="_ _f"></span>Zwy<span class="_ _6"></span>czajnego </div><div class="t m0 x4 ha y7bf ff2 fs4 fc1 sc0 ls0 ws0">Walnego <span class="_ _f"></span>Z<span class="ff1">gromadzen<span class="_ _6"></span>ia <span class="_ _f"></span>Akcjonariuszy <span class="_ _f"></span>MIRBUD <span class="_ _f"></span>S.A. <span class="_ _f"></span>z<span class="_ _6"></span> <span class="_ _10"></span>s<span class="_ _6"></span>iedzibą <span class="_ _10"></span>w<span class="_ _6"></span> <span class="_ _f"></span>Skierniewicach <span class="_ _f"></span>z <span class="_ _f"></span>dnia <span class="_ _f"></span>30 <span class="_ _f"></span>czerwca <span class="_ _f"></span>2020 </span></div></div></div><div class="pi" ></div></div><div id="pf50" class="pf w0 h0" ><div class="pc pc50 w0 h0"><img class="bi x6 y2b we5 hc2" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w3 h0"><div class="t m0 x9c h8 y6e0 ff4 fs3 fc3 sc0 ls0 ws0">SPRAWOZDANE ZARZĄDU Z DZIAŁALNOŚCI<span class="ff3"> MIRBUD S.A. ZA <span class="ls4">ROK</span> <span class="ls5">20</span>21<span class="fc4"> </span></span></div><div class="t m0 x4 h6 y6e1 ff3 fs2 fc1 sc0 ls0 ws0"> </div></div><div class="c x4 y2e wba hd2"><div class="t m0 xa5 ha y752 ff2 fs4 fc3 sc0 ls0 ws0">MIRBUD <span class="ls6">| </span><span class="ff1">Ws<span class="_ _6"></span>kazanie zasad ładu korp<span class="_ _6"></span>oracyjnego, które nie były <span class="_ _6"></span>przez Spółkę </span></div><div class="t m0 x48 ha y173 ff1 fs4 fc3 sc0 ls0 ws0">stosowane, wraz ze wsk<span class="_ _6"></span>azaniem jakie były ok<span class="_ _6"></span>oliczności i przyc<span class="_ _6"></span>zyny nie zastosowania </div><div class="t m0 x11d ha y222 ff2 fs4 fc3 sc0 ls0 ws0">danej zasady<span class="_ _6"></span> </div></div><div class="c x9 y2e wbb hd2"><div class="t m0 xa hb y5a7 ff3 fs1 fc0 sc0 ls11 ws0">80<span class="fs2 ls0"> </span></div></div><div class="c x0 y0 w3 h0"><div class="t m0 x4 h6 y31 ff3 fs2 fc1 sc0 ls0 ws0"> </div></div><div class="c xb y6e2 w7 h7f"><div class="t m0 xc hd y673 ff5 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x0 y0 w3 h0"><div class="t m0 x4 ha y7a5 ff1 fs4 fc1 sc0 ls0 ws0">roku. <span class="_ _29"> </span>Polityka <span class="_ _13"> </span>Wynagrodzeń <span class="_ _29"> </span>Członków<span class="_ _6"></span> <span class="_ _11"> </span>Zarz<span class="_ _6"></span>ądu <span class="_ _29"> </span>i <span class="_ _29"> </span>Rady <span class="_ _29"> </span>Na<span class="_ _6"></span>dzorczej <span class="_ _29"> </span>MIRBU<span class="_ _6"></span>D <span class="_ _29"> </span>S.A. <span class="_ _11"> </span>z<span class="_ _6"></span>ostała <span class="_ _29"> </span>przyj<span class="_ _6"></span>ęta  n<span class="_ _6"></span>a </div><div class="t m0 x4 ha y7a6 ff2 fs4 fc1 sc0 ls0 ws0">podstawie <span class="_ _e"> </span>art.<span class="_ _6"></span> <span class="_ _e"> </span>90d<span class="_ _6"></span> <span class="_ _e"> </span>ust. <span class="_ _1e"> </span>1 <span class="_ _1e"> </span>Ustawy <span class="_ _e"> </span>z<span class="_ _6"></span> <span class="_ _e"> </span>dnia <span class="_ _1e"> </span>29 <span class="_ _1e"> </span>lipca <span class="_ _1e"> </span>2005 <span class="_ _e"> </span>r.<span class="_ _6"></span> <span class="_ _e"></span>o <span class="_ _e"> </span>of<span class="_ _6"></span>ercie <span class="_ _e"> </span>pu<span class="_ _6"></span>blic<span class="_ _6"></span>znej <span class="_ _1e"> </span>i <span class="_ _e"> </span>waru<span class="_ _6"></span>nkach <span class="_ _e"> </span>wpr<span class="_ _6"></span>owadzania </div><div class="t m0 x4 ha y7a7 ff1 fs4 fc1 sc0 ls0 ws0">instrumentów <span class="_ _3"></span>fi<span class="_ _6"></span>nansowych <span class="_ _3"></span>do <span class="_ _3"></span>z<span class="_ _6"></span>organizowanego <span class="_ _3"></span>sy<span class="_ _6"></span>stemu <span class="_ _3"></span>obrotu <span class="_ _3"></span>oraz <span class="_ _0"></span>spółkach <span class="_ _3"></span>pu<span class="_ _6"></span>blicznych <span class="_ _3"></span>(tekst <span class="_ _3"></span>j<span class="_ _6"></span>ednolity <span class="_ _3"></span>Dz. </div><div class="t m0 x4 ha y7a8 ff1 fs4 fc1 sc0 ls0 ws0">U. <span class="_ _6"></span>2<span class="_ _6"></span>019, <span class="_ _10"></span>poz. <span class="_ _10"></span>623<span class="_ _6"></span> <span class="_ _6"></span>z <span class="_ _f"></span>późniejszymi <span class="_ _10"></span>zmianami) <span class="_ _f"></span>i <span class="_ _6"></span>stanow<span class="_ _6"></span>i <span class="_ _6"></span>z<span class="_ _6"></span>ałącznik <span class="_ _10"></span>do <span class="_ _10"></span>uchwa<span class="_ _6"></span>ły <span class="_ _6"></span>nr<span class="_ _6"></span> <span class="_ _6"></span>2<span class="_ _6"></span>3/2020. <span class="_ _10"></span>W <span class="_ _10"></span>ocenie <span class="_ _10"></span>Zarz<span class="_ _6"></span>ądu </div><div class="t m0 x4 ha y7a9 ff1 fs4 fc1 sc0 ls0 ws0">rozwiązania <span class="_ _1c"> </span>za<span class="_ _6"></span>warte <span class="_ _24"> </span>w <span class="_ _1c"> </span>Polityce <span class="_ _24"> </span>Wynagrodzeń<span class="_ _6"></span> <span class="_ _1c"> </span>przyc<span class="_ _6"></span>zynią <span class="_ _1c"> </span>się <span class="_ _24"> </span>do <span class="_ _1c"> </span>realizacj<span class="_ _6"></span>i <span class="_ _1c"> </span>strategii <span class="_ _24"> </span>biznesowej, </div><div class="t m0 x4 ha y883 ff1 fs4 fc1 sc0 ls0 ws0">długoterminowych <span class="_ _6"></span>interesó<span class="_ _6"></span>w oraz <span class="_ _6"></span>stabilnośc<span class="_ _6"></span>i spółk<span class="_ _6"></span>i. Polityka <span class="_ _6"></span>Wynagrodzeń<span class="_ _6"></span>  <span class="_ _6"></span>zawiera <span class="_ _6"></span>w <span class="_ _6"></span>szczególności <span class="_ _6"></span>1) <span class="_ _6"></span>opis </div><div class="t m0 x4 ha y85b ff1 fs4 fc1 sc0 ls0 ws0">stałych <span class="_ _13"> </span>i <span class="_ _13"> </span>zmiennyc<span class="_ _6"></span>h <span class="_ _13"> </span>składników <span class="_ _13"> </span>wyn<span class="_ _6"></span>agrodzenia, <span class="_ _13"> </span>jak <span class="_ _12"> </span>również <span class="_ _13"> </span>premii <span class="_ _13"> </span>i <span class="_ _12"> </span>innych<span class="_ _6"></span><span class="ff2"> <span class="_ _13"> </span></span>ś<span class="_ _6"></span>wiadczeń <span class="_ _13"> </span>pieniężnych <span class="_ _13"> </span>i </div><div class="t m0 x4 ha y8c1 ff1 fs4 fc1 sc0 ls0 ws0">niepieniężnych, które <span class="_ _3"></span>mogą<span class="_ _6"></span> <span class="_ _3"></span>zostać<span class="_ _6"></span> <span class="_ _3"></span>przy<span class="_ _6"></span>znane <span class="_ _3"></span>cz<span class="_ _6"></span>łonkom <span class="_ _3"></span>zarz<span class="_ _6"></span>ądu <span class="_ _3"></span>i<span class="_ _6"></span> <span class="_ _3"></span>rady nadzorczej; 2) <span class="_ _3"></span>wskazanie wzajemnych </div><div class="t m0 x4 ha y8c2 ff1 fs4 fc1 sc0 ls0 ws0">proporcji <span class="_ _f"></span>składników <span class="_ _10"></span>wy<span class="_ _6"></span>nagrodzenia, <span class="_ _f"></span>3) <span class="_ _10"></span>wsk<span class="_ _6"></span>azanie <span class="_ _f"></span>okresu, <span class="_ _10"></span>na <span class="_ _f"></span>jaki <span class="_ _10"></span>z<span class="_ _6"></span>ostały <span class="_ _10"></span>z<span class="_ _6"></span>awarte <span class="_ _f"></span>umowy <span class="_ _10"></span>o <span class="_ _f"></span>pracę, <span class="_ _f"></span>umowy </div><div class="t m0 x4 ha y8c3 ff1 fs4 fc1 sc0 ls0 ws0">zlecenia, <span class="_ _10"></span>umo<span class="_ _6"></span>wy <span class="_ _10"></span>o <span class="_ _f"></span>dzieło <span class="_ _10"></span>lub <span class="_ _f"></span>inne <span class="_ _10"></span>umowy <span class="_ _10"></span>o<span class="_ _6"></span> <span class="_ _10"></span>podobny<span class="_ _6"></span>m <span class="_ _10"></span>charakterze <span class="_ _10"></span>z<span class="_ _6"></span> <span class="_ _10"></span>członkami<span class="_ _6"></span> <span class="_ _10"></span>zarządu <span class="_ _f"></span>i <span class="_ _6"></span>rady <span class="_ _f"></span>nadzorczej, </div><div class="t m0 x4 ha y8c4 ff1 fs4 fc1 sc0 ls0 ws0">oraz wskazanie okres<span class="_ _6"></span>ów i warunków<span class="_ _6"></span> wypowiedzenia t<span class="_ _6"></span>ych umów, a w <span class="_ _6"></span>przypadku gdy z cz<span class="_ _6"></span>łonkiem zarządu l<span class="_ _6"></span>ub </div><div class="t m0 x4 ha y8c5 ff1 fs4 fc1 sc0 ls0 ws0">rady <span class="_ _6"></span>nadzorczej <span class="_ _6"></span>nie została <span class="_ _6"></span>zawarta <span class="_ _6"></span>umowa <span class="_ _6"></span><span class="ff2">- <span class="_ _6"></span>wskaz<span class="_ _6"></span>anie rodzaju <span class="_ _6"></span>i okresu, <span class="_ _6"></span>na <span class="_ _6"></span>jak<span class="_ _6"></span></span>i z<span class="_ _6"></span>ostał nawiązany <span class="_ _6"></span>stosunek </div><div class="t m0 x4 ha y8c6 ff1 fs4 fc1 sc0 ls0 ws0">prawny <span class="_ _f"></span>łączący<span class="_ _6"></span> <span class="_ _f"></span>członka <span class="_ _f"></span>zarz<span class="_ _6"></span>ądu <span class="_ _f"></span>lub <span class="_ _f"></span>rady <span class="_ _f"></span>nadzorc<span class="_ _6"></span>zej <span class="_ _f"></span>ze <span class="_ _f"></span>spółką, <span class="_ _f"></span>oraz<span class="_ _6"></span> <span class="_ _f"></span>okresu <span class="_ _f"></span>i <span class="_ _f"></span>w<span class="_ _6"></span>arunków <span class="_ _f"></span>rozwiąza<span class="_ _6"></span>nia <span class="_ _f"></span>tego </div><div class="t m0 x4 ha y889 ff1 fs4 fc1 sc0 ls0 ws0">stosunku <span class="_ _1e"> </span>pra<span class="_ _6"></span>wnego; <span class="_ _27"> </span>5) <span class="_ _27"> </span>opis <span class="_ _27"> </span>głównyc<span class="_ _6"></span>h <span class="_ _1e"> </span>cech <span class="_ _27"> </span>dod<span class="_ _6"></span>atkowych <span class="_ _27"> </span>programów<span class="_ _6"></span> <span class="_ _1e"> </span>emery<span class="_ _6"></span>talno<span class="_ _6"></span><span class="ff2">-</span>rentowych <span class="_ _27"> </span>i <span class="_ _27"> </span>programów<span class="_ _6"></span> </div><div class="t m0 x4 ha y8c7 ff1 fs4 fc1 sc0 ls0 ws0">wcześniejszy<span class="_ _6"></span>ch <span class="_ _10"></span>emerytur; <span class="_ _f"></span>6) <span class="_ _10"></span>opis <span class="_ _f"></span>procesu <span class="_ _10"></span>decyzyj<span class="_ _6"></span>nego <span class="_ _6"></span>przepro<span class="_ _6"></span>wadzonego <span class="_ _10"></span>w <span class="_ _f"></span>celu <span class="_ _10"></span>ustanowi<span class="_ _6"></span>enia, <span class="_ _10"></span>wdrożen<span class="_ _6"></span>ia </div><div class="t m0 x4 ha y8c8 ff1 fs4 fc1 sc0 ls0 ws0">oraz <span class="_ _11"> </span>prz<span class="_ _6"></span>eglądu  pol<span class="_ _6"></span>ityki  w<span class="_ _6"></span>ynagrodzeń; <span class="_ _11"> </span>7) <span class="_ _29"> </span>opis <span class="_ _29"> </span>środków <span class="_ _29"> </span>podjętych  w <span class="_ _29"> </span>celu <span class="_ _29"> </span>unikania <span class="_ _29"> </span>konfliktów <span class="_ _29"> </span>interesów </div><div class="t m0 x4 ha y8c9 ff1 fs4 fc1 sc0 ls0 ws0">związanych z <span class="_ _3"></span>po<span class="_ _6"></span>lityką <span class="_ _3"></span>wy<span class="_ _6"></span>nagrodzeń lub <span class="_ _3"></span>z<span class="_ _6"></span>arządzania takimi <span class="_ _3"></span>k<span class="_ _6"></span>onfliktami interesów; 8) <span class="_ _3"></span>ws<span class="_ _10"></span>kazanie, w <span class="_ _3"></span>jak<span class="_ _6"></span>i <span class="_ _3"></span>sposó<span class="_ _6"></span>b </div><div class="t m0 x4 ha y8ca ff1 fs4 fc1 sc0 ls0 ws0">polityka <span class="_ _27"> </span>wy<span class="_ _6"></span>nagrodzeń <span class="_ _21"> </span>przyczynia <span class="_ _21"> </span>się <span class="_ _27"> </span>do <span class="_ _21"> </span>realizacji <span class="_ _21"> </span>strategii <span class="_ _21"> </span>biznesowej, <span class="_ _21"> </span>długoterminowych <span class="_ _21"> </span>interesów <span class="_ _21"> </span>oraz </div><div class="t m0 x4 ha y8cb ff1 fs4 fc1 sc0 ls0 ws0">stabilności <span class="_ _f"></span>spółki <span class="_ _f"></span>oraz <span class="_ _10"></span>i<span class="_ _6"></span>nne <span class="_ _f"></span>wymagane <span class="_ _f"></span>przez <span class="_ _f"></span>prawo <span class="_ _f"></span>elementy. <span class="_ _f"></span>Wypłata <span class="_ _10"></span>wyn<span class="_ _6"></span>agrodzenia <span class="_ _f"></span>członkom <span class="_ _f"></span>zarządu <span class="_ _f"></span>i </div><div class="t m0 x4 ha y8cc ff1 fs4 fc1 sc0 ls0 ws0">rady <span class="_ _14"> </span>nadzorcz<span class="_ _6"></span>ej <span class="_ _14"> </span>począwszy<span class="_ _6"></span> <span class="_ _14"> </span>od<span class="ff2"> <span class="_ _1a"> </span></span>01 <span class="_ _14"> </span>lipca <span class="_ _14"> </span>202<span class="_ _6"></span>0 <span class="_ _14"> </span>roku <span class="_ _1a"> </span>jest <span class="_ _14"> </span>realizowana <span class="_ _1a"> </span>wyłącz<span class="_ _6"></span>nie <span class="_ _14"> </span>zgodnie <span class="_ _14"> </span>z <span class="_ _14"> </span>P<span class="_ _6"></span>olityką </div><div class="t m0 x4 ha y8cd ff1 fs4 fc1 sc0 ls0 ws0">Wynagrodzeń. <span class="_ _6"></span><span class="ff2"> </span></div><div class="t m0 x4 ha y8ce ff1 fs4 fc1 sc0 ls0 ws0">Pierwsze <span class="_ _21"> </span>sprawoz<span class="_ _6"></span>danie <span class="_ _21"> </span>o<span class="_ _6"></span> <span class="_ _21"> </span>wynagrodzeniach<span class="_ _6"></span> <span class="_ _21"> </span>obejmuj<span class="_ _6"></span>ące <span class="_ _21"> </span>lata <span class="_ _21"> </span>2019<span class="_ _10"></span><span class="ff2">-2020 <span class="_ _21"> </span>Rad<span class="_ _6"></span>a <span class="_ _21"> </span>Nadzorcz<span class="_ _6"></span>a <span class="_ _21"> </span>MIRBUD<span class="_ _6"></span> <span class="_ _21"> </span>S.A. </span></div><div class="t m0 x4 ha y8cf ff1 fs4 fc1 sc0 ls0 ws0">przedłożyła <span class="_ _6"></span>na <span class="_ _6"></span>Walnym <span class="_ _6"></span>Zgromadzeni<span class="_ _6"></span>u w <span class="_ _6"></span>dniu <span class="_ _6"></span>24 <span class="_ _6"></span>czerwca <span class="_ _6"></span>2021 <span class="_ _6"></span>roku, zg<span class="_ _6"></span>odnie z<span class="_ _6"></span> <span class="_ _6"></span>przepisem<span class="_ _10"></span><span class="ff2"> art. <span class="_ _6"></span>90g <span class="_ _6"></span>ustawy <span class="_ _6"></span>z </span></div><div class="t m0 x4 ha y8d0 ff1 fs4 fc1 sc0 ls0 ws0">dnia <span class="_ _13"> </span>29 <span class="_ _12"> </span>lipca <span class="_ _12"> </span>2005 <span class="_ _12"> </span>r. <span class="_ _12"> </span>o <span class="_ _12"> </span>ofercie <span class="_ _12"> </span>pub<span class="_ _6"></span>licznej <span class="_ _13"> </span>i <span class="_ _12"> </span>waru<span class="_ _6"></span>nkach <span class="_ _13"> </span>wprow<span class="_ _6"></span>adzania <span class="_ _12"> </span>instrumentów <span class="_ _12"> </span>finansowy<span class="_ _6"></span>ch <span class="_ _13"> </span>do </div><div class="t m0 x4 ha y57f ff1 fs4 fc1 sc0 ls0 ws0">zorganizowanego systemu obrotu oraz <span class="_ _3"></span>o spółkach publicznych. Sprawozdanie to <span class="_ _3"></span>p<span class="_ _6"></span>rzedstawiało <span class="_ _0"></span>kompleksowy<span class="_ _6"></span> </div><div class="t m0 x4 ha y8d1 ff1 fs4 fc1 sc0 ls0 ws0">przegląd <span class="_ _14"> </span>wynagrodzeń<span class="_ _6"></span>, <span class="_ _14"> </span>w <span class="_ _14"> </span>tym <span class="_ _14"> </span>wszys<span class="_ _6"></span>tkich <span class="_ _14"> </span>świadczeń, <span class="_ _14"> </span>nieza<span class="_ _6"></span>leżnie <span class="_ _14"> </span>od <span class="_ _14"> </span>ich <span class="_ _14"> </span>formy, <span class="_ _14"> </span>otrzy<span class="_ _6"></span>manych <span class="_ _14"> </span>przez </div><div class="t m0 x4 ha y8d2 ff1 fs4 fc1 sc0 ls0 ws0">poszczególnych <span class="_ _6"></span>członkó<span class="_ _6"></span>w <span class="_ _6"></span>zarządu <span class="_ _6"></span>i <span class="_ _6"></span>rady <span class="_ _6"></span>nadzorcz<span class="_ _6"></span>ej <span class="_ _6"></span>lub na<span class="_ _6"></span>leżnych <span class="_ _6"></span>poszczególn<span class="_ _6"></span>ym <span class="_ _6"></span>członkom <span class="_ _6"></span>zarządu <span class="_ _6"></span>i <span class="_ _6"></span>rad<span class="_ _6"></span>y </div><div class="t m0 x4 ha y8d3 ff1 fs4 fc1 sc0 ls0 ws0">nadzorczej. <span class="_ _6"></span>Z <span class="_ _6"></span>uwa<span class="_ _6"></span>gi <span class="_ _6"></span>na <span class="_ _6"></span>to, <span class="_ _6"></span>że <span class="_ _6"></span>Po<span class="_ _6"></span>lityka <span class="_ _6"></span>Wynagrodzeń <span class="_ _10"></span>MIRBUD <span class="_ _6"></span>S.A.<span class="_ _6"></span> <span class="_ _6"></span>przyjęta <span class="_ _6"></span>została <span class="_ _6"></span>uchwa<span class="_ _6"></span>łą <span class="_ _6"></span>23/2020 <span class="_ _6"></span>z <span class="_ _6"></span>d<span class="_ _10"></span><span class="ff2">nia </span></div><div class="t m0 x4 ha y8d4 ff1 fs4 fc1 sc0 ls0 ws0">30 <span class="_ _21"> </span>czerwca <span class="_ _21"> </span>202<span class="_ _6"></span>0 <span class="_ _21"> </span>roku <span class="_ _21"> </span>z <span class="_ _21"> </span>terminem <span class="_ _21"> </span>s<span class="_ _6"></span>tosowania <span class="_ _21"> </span>od <span class="_ _21"> </span>d<span class="_ _6"></span>nia <span class="_ _21"> </span>1 <span class="_ _21"> </span>lipca <span class="_ _21"> </span>2<span class="_ _6"></span>020 <span class="_ _21"> </span>roku, <span class="_ _21"> </span>pier<span class="_ _6"></span>wsze <span class="_ _21"> </span>sprawozdanie <span class="_ _21"> </span>był<span class="_ _6"></span>o </div><div class="t m0 x4 ha y20e ff1 fs4 fc1 sc0 ls0 ws0">pierwszym tego <span class="_ _3"></span>rodzaj<span class="_ _6"></span>u <span class="_ _3"></span>do<span class="_ _6"></span>kumentem prezentującym również <span class="_ _3"></span>informacj<span class="_ _6"></span>e <span class="_ _0"></span>za <span class="_ _0"></span>okres<span class="_ _6"></span><span class="ff2">, </span>w <span class="_ _3"></span>który<span class="_ _6"></span>m <span class="_ _0"></span>MIRBUD <span class="_ _3"></span>S.<span class="_ _6"></span>A. <span class="_ _3"></span>n<span class="_ _6"></span>ie </div><div class="t m0 x4 ha y8d5 ff1 fs4 fc1 sc0 ls0 ws0">posiadał <span class="_ _13"> </span>regulacji <span class="_ _13"> </span>określo<span class="_ _6"></span>nych <span class="_ _29"> </span>w <span class="_ _12"> </span>Polityce <span class="_ _13"> </span>Wynagro<span class="_ _6"></span>dzeń<span class="_ _6"></span>. <span class="_ _29"> </span>I<span class="_ _6"></span>nformacje <span class="_ _13"> </span>dotycząc<span class="_ _6"></span>e <span class="_ _29"> </span>roku <span class="_ _13"> </span>obrotow<span class="_ _6"></span>ego <span class="_ _13"> </span>2019 </div><div class="t m0 x4 ha y8d6 ff1 fs4 fc1 sc0 ls0 ws0">ujawnione <span class="_ _10"></span>w <span class="_ _f"></span>sprawozdaniu<span class="_ _6"></span> <span class="_ _10"></span>prezentowane <span class="_ _f"></span>były <span class="_ _10"></span>w <span class="_ _f"></span>formie <span class="_ _10"></span>s<span class="_ _6"></span>tosowanej <span class="_ _10"></span>prz<span class="_ _6"></span>ez <span class="_ _10"></span>Spółkę <span class="_ _f"></span>przed <span class="_ _10"></span>prz<span class="_ _6"></span>yjęciem <span class="_ _10"></span>Po<span class="_ _6"></span>lityki </div><div class="t m0 x4 ha ya2 ff1 fs4 fc1 sc0 ls0 ws0">Wynagrodzeń tj. na <span class="_ _6"></span>podstawie danych z roczneg<span class="_ _6"></span>o raportu okresowego za r<span class="_ _6"></span>ok 2019.<span class="_ _6"></span><span class="ff2"> </span></div><div class="t m0 x4 ha y8d7 ff2 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 x4 hf y403 ff7 fs4 fc1 sc0 ls0 ws0">Rekomendacja <span class="_ _f"></span>VI.R.2. <span class="_ _10"></span><span class="ff8">–</span> <span class="_ _10"></span><span class="ff8">Polityk<span class="_ _6"></span>a <span class="_ _10"></span>wynagrodzeń <span class="_ _10"></span>p<span class="_ _6"></span>owinna <span class="_ _10"></span>być <span class="_ _f"></span>ściśle <span class="_ _6"></span>p<span class="_ _6"></span>owiązana <span class="_ _f"></span>ze <span class="_ _10"></span>strategią <span class="_ _10"></span>spółki<span class="_ _6"></span>, <span class="_ _10"></span>jej </span></div><div class="t m0 x4 hf y8d8 ff8 fs4 fc1 sc0 ls0 ws0">celami <span class="_ _13"> </span>krótko<span class="ff7">- <span class="_ _13"> </span></span>i <span class="_ _13"> </span>d<span class="_ _6"></span>ługoterminowymi, <span class="_ _13"> </span>długotermin<span class="_ _6"></span>owymi <span class="_ _13"> </span>interesami <span class="_ _13"> </span>i <span class="_ _13"> </span>wyn<span class="_ _6"></span>ikami, <span class="_ _13"> </span>a <span class="_ _13"> </span>także <span class="_ _13"> </span>powinna </div><div class="t m0 x4 hf y5ec ff8 fs4 fc1 sc0 ls0 ws0">uwzględniać rozwiązania<span class="_ _6"></span> służące unikaniu dy<span class="_ _6"></span>skryminacji z jaki<span class="_ _6"></span>chkolwiek przyczyn<span class="_ _10"></span><span class="ff7"> </span></div><div class="t m0 x4 ha y36c ff2 fs4 fc1 sc0 ls0 ws0">Komentarz <span class="_ _6"></span><span class="ff1">Spółki: <span class="_ _6"></span>Spółka <span class="_ _6"></span>do <span class="_ _6"></span>dnia <span class="_ _6"></span>30 cz<span class="_ _6"></span>erwca 20<span class="_ _6"></span>20 r<span class="_ _6"></span>oku nie <span class="_ _6"></span>stosowała <span class="_ _6"></span>powyżs<span class="_ _6"></span>zej r<span class="_ _6"></span>ekomendacji. z<span class="_ _6"></span> uwag<span class="_ _6"></span>i na </span></div><div class="t m0 x4 ha y36d ff1 fs4 fc1 sc0 ls0 ws0">brak <span class="_ _f"></span>prz<span class="_ _6"></span>yjętej <span class="_ _f"></span>polityk<span class="_ _6"></span>i <span class="_ _f"></span>wyna<span class="_ _6"></span>grodzeń. <span class="_ _f"></span>Poc<span class="_ _6"></span>ząwszy <span class="_ _e"></span>od <span class="_ _f"></span>dnia <span class="_ _e"> </span>01 <span class="_ _e"></span>lipca <span class="_ _e"></span>2020 <span class="_ _f"></span>rok<span class="_ _6"></span>u <span class="_ _f"></span>w <span class="_ _e"> </span>Spółce <span class="_ _e"> </span>obowiązuje<span class="_ _6"></span> <span class="_ _f"></span>Polityk<span class="_ _6"></span>a </div><div class="t m0 x4 ha y8d9 ff1 fs4 fc1 sc0 ls0 ws0">Wynagrodzeń <span class="_ _f"></span>Członków <span class="_ _f"></span>Zarządu <span class="_ _f"></span>i <span class="_ _10"></span>Rady <span class="_ _f"></span>Nadzorczej<span class="_ _6"></span> <span class="_ _10"></span>MIRB<span class="_ _6"></span>UD <span class="_ _f"></span>Spółki<span class="_ _6"></span><span class="ff2"> <span class="_ _10"></span></span>Akcy<span class="_ _6"></span>jnej <span class="_ _10"></span>p<span class="_ _6"></span>rzyjęta <span class="_ _f"></span>uchwałą <span class="_ _10"></span>nr <span class="_ _f"></span>23/2020 </div><div class="t m0 x4 ha y8da ff1 fs4 fc1 sc0 ls0 ws0">Zwyczajnego <span class="_ _e"> </span>Walneg<span class="_ _6"></span>o <span class="_ _f"></span>Zgr<span class="_ _6"></span>omadzenia <span class="_ _e"> </span>Akc<span class="_ _6"></span>jonariuszy <span class="_ _e"> </span>MIRBUD <span class="_ _e"> </span>S.A<span class="_ _6"></span>. <span class="_ _f"></span>z <span class="_ _e"> </span>s<span class="_ _6"></span>iedzibą <span class="_ _e"> </span>w <span class="_ _e"> </span>Skierni<span class="_ _6"></span>ewicach <span class="_ _e"></span>z <span class="_ _e"> </span>dnia <span class="_ _e"> </span>3<span class="_ _6"></span>0 </div><div class="t m0 x4 ha y372 ff1 fs4 fc1 sc0 ls0 ws0">czerwca <span class="_ _3"></span>202<span class="_ _6"></span>0 <span class="_ _3"></span>roku. <span class="_ _3"></span>W<span class="_ _6"></span> <span class="_ _3"></span>ocenie Spółki, <span class="_ _3"></span>przyjęta <span class="_ _0"></span>Polityka W<span class="_ _0"></span>ynagrodzeń <span class="_ _0"></span>jest <span class="_ _3"></span>ściśle<span class="_ _6"></span> <span class="_ _3"></span>powiązana <span class="_ _3"></span>z<span class="_ _6"></span>e <span class="_ _3"></span>strategią<span class="_ _6"></span> <span class="_ _3"></span>Spółki, </div><div class="t m0 x4 ha y374 ff2 fs4 fc1 sc0 ls0 ws0">jej <span class="_ _1d"> </span>celami <span class="_ _1d"> </span>k<span class="ff1">rótko</span>-<span class="_ _6"></span> <span class="_ _1d"> </span><span class="ff1">i <span class="_ _1d"> </span>długoterm<span class="_ _6"></span>inowymi, <span class="_ _1d"> </span>długotermi<span class="_ _6"></span>nowymi <span class="_ _1d"> </span>interesami <span class="_ _1d"> </span>i <span class="_ _1d"> </span>wy<span class="_ _6"></span>nikami, <span class="_ _1d"> </span>a <span class="_ _1d"> </span>także <span class="_ _1d"> </span>uwzg<span class="_ _6"></span>lędnia </span></div><div class="t m0 x4 ha y375 ff1 fs4 fc1 sc0 ls0 ws0">rozwiązania <span class="_ _1e"> </span>służące<span class="_ _6"></span> <span class="_ _e"> </span>unika<span class="_ _6"></span>niu <span class="_ _e"> </span>dy<span class="_ _6"></span>skryminacji <span class="_ _1e"> </span>z <span class="_ _1e"> </span>jakichkolw<span class="_ _6"></span>iek <span class="_ _1e"> </span>przyczy<span class="_ _6"></span>n. <span class="_ _e"> </span>Opis <span class="_ _1e"> </span>stosowania<span class="_ _6"></span> <span class="_ _e"> </span>po<span class="_ _6"></span>wyższej <span class="_ _1e"> </span>zasady </div><div class="t m0 x4 hf y8db ff1 fs4 fc1 sc0 ls0 ws0">został podany w wyj<span class="_ _6"></span>aśnieniu o niestosowaniu zasa<span class="_ _6"></span>dy <span class="_ _6"></span><span class="ff7">VI.R.1. </span></div><div class="t m0 x4 hf y8dc ff1 fs4 fc1 sc0 ls0 ws0">Spółka <span class="_ _29"> </span><span class="ff7 ls3e">w <span class="_ _29"> </span><span class="ls0">ok<span class="_ _6"></span>resie <span class="_ _29"> </span>od <span class="_ _13"> </span>01.07.2<span class="_ _6"></span>021 <span class="_ _29"> </span>r. <span class="_ _29"> </span>d<span class="_ _6"></span>o <span class="_ _29"> </span>31.12.2<span class="_ _6"></span>021 <span class="_ _29"> </span>r</span></span>. <span class="_ _13"> </span>stosowała <span class="_ _13"> </span>zasady <span class="_ _13"> </span>ładu <span class="_ _29"> </span>korporacy<span class="_ _6"></span>jnego <span class="_ _29"> </span>spó<span class="_ _6"></span>łek </div><div class="t m0 x4 ha y8dd ff1 fs4 fc1 sc0 ls0 ws0">notowanych na G<span class="_ _6"></span>łównym Rynku GP<span class="_ _6"></span>W<span class="ff2"> </span>–<span class="ff2"> </span>„Dobre<span class="_ _6"></span> Praktyki Spółek<span class="_ _6"></span> Notowanych n<span class="_ _6"></span>a GPW 2021” (D<span class="_ _6"></span>obre Praktyki </div><div class="t m0 x4 ha y478 ff1 fs4 fc1 sc0 ls0 ws0">2021, <span class="_ _13"> </span>DP<span class="_ _6"></span>SN2021) <span class="_ _12"> </span>z <span class="_ _12"> </span>odstępstwami <span class="_ _12"> </span>o <span class="_ _12"> </span>któryc<span class="_ _6"></span>h <span class="_ _13"> </span>Emitent <span class="_ _12"> </span>poinformo<span class="_ _6"></span>wał <span class="_ _13"> </span>w <span class="_ _12"> </span>rapo<span class="_ _6"></span>rcie <span class="_ _1d"> </span><span class="ff2">z <span class="_ _12"> </span>dnia <span class="_ _13"> </span>28<span class="_ _6"></span>.07.2021 <span class="_ _12"> </span>r. </span></div><div class="t m0 x4 ha y8de ff2 fs4 fc1 sc0 ls0 ws0">przekazanym przez s<span class="_ _6"></span>ystem EBI. <span class="_ _6"></span> </div></div></div><div class="pi" ></div></div><div id="pf51" class="pf w0 h0" ><div class="pc pc51 w0 h0"><img class="bi x6 y2b we5 hc2" alt="" 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"/><div class="c x0 y0 w3 h0"><div class="t m0 x9c h8 y6e0 ff4 fs3 fc3 sc0 ls0 ws0">SPRAWOZDANE ZARZĄDU Z DZIAŁALNOŚCI<span class="ff3"> MIRBUD S.A. ZA <span class="ls4">ROK</span> <span class="ls5">20</span>21<span class="fc4"> </span></span></div><div class="t m0 x4 h6 y6e1 ff3 fs2 fc1 sc0 ls0 ws0"> </div></div><div class="c x4 y2e wba hd2"><div class="t m0 xa5 ha y752 ff2 fs4 fc3 sc0 ls0 ws0">MIRBUD <span class="ls6">| </span><span class="ff1">Ws<span class="_ _6"></span>kazanie zasad ładu korp<span class="_ _6"></span>oracyjnego, które nie były <span class="_ _6"></span>przez Spółkę </span></div><div class="t m0 x48 ha y173 ff1 fs4 fc3 sc0 ls0 ws0">stosowane, wraz ze wsk<span class="_ _6"></span>azaniem jakie były ok<span class="_ _6"></span>oliczności i przyc<span class="_ _6"></span>zyny nie zastosowania </div><div class="t m0 x11d ha y222 ff2 fs4 fc3 sc0 ls0 ws0">danej zasady<span class="_ _6"></span> </div></div><div class="c x9 y2e wbb hd2"><div class="t m0 xa hb y5a7 ff3 fs1 fc0 sc0 ls11 ws0">81<span class="fs2 ls0"> </span></div></div><div class="c x0 y0 w3 h0"><div class="t m0 x4 h6 y31 ff3 fs2 fc1 sc0 ls0 ws0"> </div></div><div class="c xb y6e2 w7 h7f"><div class="t m0 xc hd y673 ff5 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x0 y0 w3 h0"><div class="t m0 x4 ha y7a5 ff1 fs4 fc1 sc0 ls0 ws0">Odstępstwa dotycz<span class="_ _6"></span>ą następujących zasad:<span class="_ _6"></span><span class="ff2"> </span></div><div class="t m0 x4 hf y69a ff7 fs4 fc1 sc0 ls14 ws0">1.2. <span class="_ _f"></span><span class="ls0"> <span class="ls2a">Sp</span><span class="ff8">ó<span class="_ _6"></span>łka <span class="_ _f"></span>umoż</span>liwia <span class="_ _f"></span>z<span class="_ _6"></span>apoznanie <span class="_ _f"></span>si<span class="ff8">ę</span> <span class="_ _f"></span>z<span class="_ _6"></span> <span class="_ _f"></span>osi<span class="ff8">ą</span><span class="ls28">gni</span><span class="ff8">ę</span>tymi <span class="_ _f"></span>przez<span class="_ _6"></span> <span class="_ _f"></span>ni<span class="ff8">ą</span> <span class="_ _f"></span>wynikami <span class="_ _f"></span>f<span class="_ _6"></span>inansowymi <span class="_ _f"></span>zawa<span class="_ _6"></span>rtymi <span class="_ _f"></span>w </span></div><div class="t m0 xef hf y69b ff7 fs4 fc1 sc0 ls0 ws0">raporcie okresow<span class="_ _6"></span>ym w <span class="_ _6"></span>mo<span class="_ _6"></span><span class="ff8">ż</span>liwie najkr<span class="ff8">ó</span>t<span class="_ _6"></span>szym czasi<span class="_ _6"></span>e po zako<span class="_ _6"></span><span class="ff8">ń</span>czeniu o<span class="_ _6"></span>kresu <span class="_ _6"></span>sprawozdawczego, </div><div class="t m0 xef hf y8df ff7 fs4 fc1 sc0 ls0 ws0">a <span class="_ _f"></span>je<span class="ff8">ż<span class="_ _6"></span></span>eli <span class="_ _e"></span>z <span class="_ _e"> </span>uzasadnion<span class="_ _6"></span>ych <span class="_ _e"> </span>powo<span class="_ _6"></span>d<span class="ff8">ó</span>w <span class="_ _e"> </span>nie <span class="_ _1e"> </span>jest <span class="_ _e"> </span>to <span class="_ _e"> </span>m<span class="_ _6"></span>o<span class="ff8">ż</span>liwe, <span class="_ _e"> </span>ja<span class="_ _6"></span>k <span class="_ _f"></span>n<span class="_ _6"></span>ajszybciej <span class="_ _e"> </span>pu<span class="_ _6"></span>blikuje <span class="_ _e"></span>co <span class="_ _e"></span>najmniej </div><div class="t m0 xef hf y8e0 ff7 fs4 fc1 sc0 ls0 ws0">wst<span class="ff8">ę</span>pne szacunkow<span class="_ _6"></span>e wyniki finansowe. <span class="_ _6"></span> </div><div class="t m0 x4 ha y8e1 ff2 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 x4 ha y8e2 ff1 fs4 fc1 sc0 ls0 ws0">Komentarz <span class="_ _10"></span>Spółki:<span class="ff2"> <span class="_ _10"></span></span>Z<span class="_ _6"></span>asada <span class="_ _10"></span>jest <span class="_ _10"></span>stosowana <span class="_ _10"></span>w <span class="_ _10"></span>odniesieniu <span class="_ _10"></span>do <span class="_ _10"></span>raportu <span class="_ _10"></span>śródr<span class="_ _6"></span>ocznego. <span class="_ _10"></span>Począws<span class="_ _6"></span>zy <span class="_ _10"></span>od <span class="_ _6"></span>publikacj<span class="_ _6"></span>i </div><div class="t m0 x4 ha y8b0 ff1 fs4 fc1 sc0 ls0 ws0">raportu <span class="_ _6"></span>rocznego <span class="_ _6"></span>za <span class="_ _6"></span>2021 <span class="_ _6"></span>rok<span class="_ _6"></span> <span class="_ _6"></span>spółka <span class="_ _6"></span>wdroży <span class="_ _6"></span>zastosow<span class="_ _6"></span>anie <span class="_ _6"></span>tej <span class="_ _6"></span>zasady <span class="_ _6"></span>w <span class="_ _6"></span>odniesieniu <span class="_ _6"></span>do <span class="_ _6"></span>wsz<span class="_ _6"></span>ystkich <span class="_ _6"></span>raportów </div><div class="t m0 x4 ha y8b1 ff2 fs4 fc1 sc0 ls0 ws0">okresowych. </div><div class="t m0 x4 hf y8b2 ff7 fs4 fc1 sc0 ls14 ws0">1.3.<span class="ls0"> <span class="_ _15"> </span>W  swojej  st<span class="_ _6"></span>rategii  biznesow<span class="_ _6"></span>ej  sp<span class="ff8">ółka  uwz<span class="_ _6"></span>glę</span>dnia  r<span class="ff8">ó</span>wnie<span class="ff8">ż<span class="_ _6"></span></span>  tematyk<span class="ff8">ę</span> <span class="_ _11"> </span>ES<span class="_ _6"></span>G,  w  szczeg<span class="ff8">ó</span>lno<span class="ff8">ś</span>c<span class="_ _6"></span>i </span></div><div class="t m0 xef hf y8b3 ff7 fs4 fc1 sc0 ls0 ws0">obejmuj<span class="ff8">ą</span>c<span class="ff8">ą</span><span class="ls10">: </span> </div><div class="t m0 x4 ha y8b4 ff2 fs4 fc1 sc0 ls0 ws0">1.3.1. <span class="_ _10"></span>zagadnienia <span class="_ _6"></span><span class="ff1">ś</span>rodowiskow<span class="_ _6"></span>e, z<span class="_ _6"></span>awieraj<span class="ff1">ą</span>ce <span class="_ _6"></span>mierniki <span class="_ _6"></span>i ryz<span class="_ _6"></span>yka z<span class="_ _6"></span>wi<span class="ff1">ą</span>zane <span class="_ _6"></span>ze z<span class="_ _6"></span>mianami <span class="_ _6"></span>klimatu <span class="_ _6"></span>i zagadnien<span class="_ _6"></span>ia </div><div class="t m0 xef ha y8e3 ff2 fs4 fc1 sc0 lse ws0">zr<span class="ff1 ls0">ó<span class="ff2">wnowa</span>ż<span class="ff2">onego rozwoju; <span class="_ _6"></span> </span></span></div><div class="t m0 x4 ha y8e4 ff2 fs4 fc1 sc0 ls0 ws0">1.3.2. <span class="_ _10"></span><span class="ff1">sprawy s<span class="_ _6"></span>połeczne i pracow<span class="_ _6"></span>nicze, dotycz<span class="_ _6"></span>ą</span>ce <span class="_ _6"></span>m.in. podejmowany<span class="_ _6"></span>ch i planowan<span class="_ _6"></span><span class="ff1">ych <span class="_ _6"></span>działań</span> m<span class="_ _6"></span>aj<span class="ff1">ą</span>cych na<span class="_ _6"></span> </div><div class="t m0 xef ha y8e5 ff2 fs4 fc1 sc0 ls0 ws0">celu <span class="_ _24"> </span>zapewnienie <span class="_ _24"> </span>r<span class="ff1">ówn<span class="_ _6"></span>ouprawnienia <span class="_ _24"> </span>płci, <span class="_ _24"> </span>nale<span class="_ _6"></span>ż</span>ytych <span class="_ _24"> </span>warunk<span class="_ _6"></span><span class="ff1">ó</span>w <span class="_ _24"> </span>pracy, <span class="_ _24"> </span>poszanowania <span class="_ _24"> </span>praw </div><div class="t m0 xef ha y8e6 ff2 fs4 fc1 sc0 ls0 ws0">pracownik<span class="ff1">ów, dia<span class="_ _6"></span>logu ze społecznoś<span class="_ _6"></span></span>ciami lokalnymi, relacj<span class="_ _6"></span>i z klientami. <span class="_ _6"></span> </div><div class="t m0 x4 h4b y8e7 ffa fs4 fce sc0 ls0 ws0"> </div><div class="t m0 x4 ha y104 ff1 fs4 fc1 sc0 ls0 ws0">Komentarz  Spółki:<span class="ff2"> <span class="_ _21"> </span>Z<span class="_ _6"></span>asada <span class="_ _21"> </span>jes<span class="_ _6"></span>t <span class="_ _21"> </span>stosow<span class="_ _6"></span>ana <span class="_ _21"> </span>w<span class="_ _6"></span> <span class="_ _21"> </span>odnies<span class="_ _6"></span>ieniu <span class="_ _21"> </span>tematyk<span class="_ _6"></span>i <span class="_ _21"> </span>E<span class="_ _6"></span>SG<span class="_ _6"></span> <span class="_ _28"> </span></span>–<span class="ff2"> <span class="_ _28"> </span>pkt <span class="_ _21"> </span>1.3.2.<span class="_ _6"></span> <span class="_ _21"> </span>-<span class="_ _6"></span> <span class="_ _21"> </span></span>Spó<span class="_ _6"></span>łka <span class="_ _21"> </span>pu<span class="_ _6"></span>blikuje </div><div class="t m0 x4 ha y342 ff1 fs4 fc1 sc0 ls0 ws0">przedmiotowe inform<span class="_ _6"></span>acje w corocz<span class="_ _6"></span>nych raportach na temat informac<span class="_ _6"></span>ji niefinansowy<span class="_ _6"></span>ch. Począwszy od raport<span class="_ _6"></span>u </div><div class="t m0 x4 ha y8e8 ff2 fs4 fc1 sc0 ls0 ws0">za 2021 rok zakres<span class="_ _6"></span> przedstawianych informac<span class="_ _6"></span>ji zostanie poszerzony<span class="_ _6"></span> o zagadnienia z pkt. 1.3.1. <span class="_ _10"></span> </div><div class="t m0 x4 ha y8e9 ff2 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 x4 hf y8ea ff7 fs4 fc1 sc0 ls14 ws0">1.4.<span class="ls0"> <span class="_ _15"> </span>W <span class="_ _28"> </span>celu <span class="_ _28"> </span>zapewnienia  nale<span class="ff8">ż</span>ytej <span class="_ _21"> </span>kom<span class="_ _6"></span>unikacji <span class="_ _21"> </span>z  interesariuszami,  w <span class="_ _21"> </span>zakresie  przyj<span class="ff8">ę</span>tej  strategii </span></div><div class="t m0 xef hf y1bd ff7 fs4 fc1 sc0 ls0 ws0">biznesowej  sp<span class="ff8">ółka  zamieszcz<span class="_ _6"></span>a  na <span class="_ _28"> </span>swojej  stronie  internetowej  informacj<span class="_ _6"></span>e  na <span class="_ _21"> </span>t<span class="_ _6"></span>emat  zało<span class="_ _6"></span>ż</span>e<span class="ff8">ń<span class="_ _6"></span></span> </div><div class="t m0 xef hf y8eb ff7 fs4 fc1 sc0 ls0 ws0">posiadanej <span class="_ _32"> </span>strategii, <span class="_ _32"> </span>mierzalny<span class="_ _6"></span>ch <span class="_ _32"> </span>cel<span class="ff8">ów, <span class="_ _32"> </span>w <span class="_ _32"> </span>tym <span class="_ _32"> </span>z<span class="_ _6"></span>właszcza <span class="_ _32"> </span>celów <span class="_ _32"> </span>długo<span class="_ _6"></span>terminowych, </span></div><div class="t m0 xef hf y8ec ff7 fs4 fc1 sc0 ls0 ws0">planowanych <span class="_ _12"> </span><span class="ff8">dz<span class="_ _6"></span>iałań</span> <span class="_ _12"> </span>oraz<span class="_ _6"></span> <span class="_ _12"> </span>post<span class="ff8">ę</span>p<span class="ff8">ó</span>w <span class="_ _1d"> </span>w <span class="_ _12"> </span>jej <span class="_ _12"> </span>reali<span class="_ _6"></span>zacji, <span class="_ _12"> </span>okre<span class="ff8">ś<span class="_ _6"></span></span>lonych <span class="_ _12"> </span>za <span class="_ _12"> </span>p<span class="_ _6"></span>omoc<span class="ff8">ą</span> <span class="_ _12"> </span>mie<span class="_ _6"></span>rnik<span class="ff8">ó</span>w, </div><div class="t m0 xef hf y8ed ff7 fs4 fc1 sc0 ls0 ws0">finansowych i niefinanso<span class="_ _6"></span>wych. Informacje n<span class="_ _6"></span>a temat strategii w obsza<span class="_ _6"></span>rze ESG pow<span class="_ _6"></span>inny m.in.:<span class="_ _6"></span> </div><div class="t m0 x4 ha y8ee ff2 fs4 fc1 sc0 ls0 ws0">1.4.1. <span class="_ _10"></span>obja<span class="ff1">ś</span>nia<span class="ff1">ć</span>, <span class="_ _6"></span>w jaki <span class="_ _6"></span>spos<span class="ff1">ó</span>b <span class="_ _6"></span>w <span class="_ _6"></span>procesach <span class="_ _6"></span>decyzy<span class="_ _6"></span>jnych <span class="_ _6"></span>w sp<span class="ff1">ółce <span class="_ _6"></span>i p<span class="_ _6"></span>odmiotach <span class="_ _6"></span>z j<span class="_ _6"></span>ej grupy<span class="_ _6"></span></span> uwzgl<span class="ff1">ę</span>d<span class="_ _6"></span>niane s<span class="ff1">ą<span class="_ _6"></span></span> </div><div class="t m0 xef ha y8ef ff2 fs4 fc1 sc0 ls0 ws0">kwestie zwi<span class="ff1">ą</span>zane z<span class="_ _6"></span>e zmian<span class="ff1">ą</span> klimatu<span class="_ _6"></span>, wskazuj<span class="ff1">ą</span>c na wy<span class="_ _6"></span>nikaj<span class="ff1">ą</span>ce z tego ryz<span class="_ _6"></span>yka;  </div><div class="t m0 x4 ha y8f0 ff2 fs4 fc1 sc0 ls0 ws0">1.4.2. <span class="_ _10"></span>przedstawia<span class="ff1">ć</span> <span class="_ _1e"> </span>warto<span class="ff1">ść</span> <span class="_ _1e"> </span>wska<span class="ff1">ź</span>nika <span class="_ _e"> </span>r<span class="ff1">ó</span>wn<span class="_ _6"></span>o<span class="ff1">ś</span>ci <span class="_ _e"> </span>wynagrodz<span class="_ _6"></span>e<span class="ff1">ń</span> <span class="_ _e"> </span><span class="ff1">wypłacanych <span class="_ _1e"> </span>jej <span class="_ _e"> </span>prac<span class="_ _6"></span>ownikom, <span class="_ _e"> </span>obliczaneg<span class="_ _6"></span>o </span></div><div class="t m0 xef ha y187 ff2 fs4 fc1 sc0 ls0 ws0">jako <span class="_ _6"></span>proc<span class="_ _6"></span>entowa <span class="_ _6"></span>r<span class="ff1">óż</span>n<span class="_ _6"></span>ica <span class="_ _6"></span>p<span class="_ _6"></span>omi<span class="ff1">ę</span>dzy <span class="_ _10"></span><span class="ff1">ś</span>rednim <span class="_ _10"></span>miesi<span class="ff1">ę</span>cznym<span class="_ _6"></span> <span class="_ _6"></span>wynagrodz<span class="_ _6"></span>eniem <span class="_ _6"></span>(z <span class="_ _10"></span>uwzgl<span class="_ _6"></span><span class="ff1">ę</span>dnieniem <span class="_ _10"></span>premii, </div><div class="t m0 xef ha y8f1 ff2 fs4 fc1 sc0 ls14 ws0">nagr<span class="ff1 ls0">ó<span class="ff2">d i <span class="_ _0"></span>innych dodatk<span class="ff1">ó</span>w) kobiet <span class="_ _3"></span>i m<span class="ff1">ęż</span>czy<span class="_ _6"></span>zn <span class="_ _0"></span>za ostatni <span class="_ _3"></span>rok, oraz <span class="_ _0"></span>przedstawia<span class="_ _6"></span><span class="ff1">ć</span> <span class="ff1">informacje <span class="_ _0"></span>o <span class="_ _0"></span>działaniach<span class="_ _6"></span> </span></span></span></div><div class="t m0 xef ha y8f2 ff2 fs4 fc1 sc0 ls14 ws0">podj<span class="ff1 ls0">ę<span class="ff2">tych <span class="_ _10"></span>w <span class="_ _6"></span>c<span class="_ _6"></span>elu <span class="_ _6"></span>likw<span class="_ _6"></span>idacji <span class="_ _6"></span>ewentua<span class="_ _6"></span>lnych <span class="_ _6"></span>nier<span class="_ _6"></span></span>ó<span class="ff2">wno</span>ś<span class="ff2">c<span class="_ _6"></span>i <span class="_ _6"></span>w <span class="_ _10"></span>tym <span class="_ _6"></span>z<span class="_ _6"></span>akresie, <span class="_ _6"></span>wr<span class="_ _6"></span>az <span class="_ _6"></span>z <span class="_ _10"></span>prezentacj<span class="_ _6"></span></span>ą<span class="ff2"> <span class="_ _10"></span>ryzyk<span class="_ _6"></span> <span class="_ _6"></span>z <span class="_ _6"></span>ty<span class="_ _6"></span>m </span></span></div><div class="t m0 xef ha y8f3 ff2 fs4 fc1 sc0 ls0 ws0">z<span class="ls29">wi</span><span class="ff1">ą</span>zanych oraz horyz<span class="_ _6"></span>ontem czasowym, w kt<span class="_ _6"></span><span class="ff1">ó</span>rym pla<span class="_ _6"></span>nowane jest doprowadzen<span class="_ _6"></span>ie do r<span class="ff1">ó<span class="_ _6"></span></span>wno<span class="ff1">ś</span>ci. <span class="_ _6"></span> </div><div class="t m0 x4 ha y8f4 ff2 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 x4 ha y18b ff1 fs4 fc1 sc0 ls0 ws0">Komentarz Spółki:<span class="ff2"> Zasada nie <span class="_ _3"></span>j<span class="_ _6"></span>est stosowana. W <span class="_ _3"></span>z<span class="_ _6"></span>akresie pkt 1.4.1 <span class="ff1">–</span> 1.4.2 - <span class="_ _3"></span><span class="ff1">Sp<span class="_ _6"></span>ółka począwszy od raportu <span class="_ _3"></span>z<span class="_ _6"></span>a </span></span></div><div class="t m0 x4 ha y8f5 ff2 fs4 fc1 sc0 ls0 ws0">rok <span class="_ _14"> </span>2021 <span class="_ _1a"> </span>poszerz<span class="_ _6"></span>y <span class="_ _14"> </span>zakres <span class="_ _1a"> </span>przedstawianych<span class="_ _6"></span> <span class="_ _14"> </span>informac<span class="_ _6"></span>ji <span class="_ _14"> </span>w <span class="_ _14"> </span>co<span class="_ _10"></span>rocznyc<span class="_ _6"></span>h <span class="_ _14"> </span>raportach <span class="_ _1a"> </span>na <span class="_ _14"> </span>tem<span class="_ _6"></span>at <span class="_ _14"> </span>informac<span class="_ _6"></span>ji </div><div class="t m0 x4 ha y8f6 ff2 fs4 fc1 sc0 ls0 ws0">niefinansowych. <span class="_ _6"></span> </div><div class="t m0 x8a hf y8f7 ff7 fs4 fc1 sc0 ls14 ws0">2.1.<span class="ls0"> <span class="_ _7"></span><span class="ls2a">Sp<span class="_ _6"></span><span class="ff8 ls0">ółka powinna <span class="_ _0"></span>posiadać<span class="_ _6"></span><span class="ff7"> <span class="_ _0"></span>polityk<span class="ff8">ę</span> r<span class="ff8">óż</span>norodno<span class="ff8">ś</span>ci wobec zarz<span class="ff8">ą</span>du oraz rady <span class="_ _3"></span>n<span class="_ _6"></span>adzorczej, przyj<span class="ff8">ę</span>t<span class="ff8">ą</span> </span></span></span></span></div><div class="t m0 x14b hf y8f8 ff7 fs4 fc1 sc0 ls0 ws0">odpowiednio <span class="_ _1e"> </span>przez <span class="_ _1e"> </span>rad<span class="_ _6"></span><span class="ff8">ę</span> <span class="_ _1e"> </span>n<span class="_ _6"></span>adzorcz<span class="ff8">ą</span> <span class="_ _1e"> </span>lub <span class="_ _1e"> </span>walne <span class="_ _1e"> </span>zg<span class="_ _6"></span>romadzenie. <span class="_ _1e"> </span>Polityka<span class="_ _6"></span> <span class="_ _e"> </span>r<span class="_ _6"></span><span class="ff8">óż</span>n<span class="_ _6"></span>orodno<span class="ff8">ś</span>ci <span class="_ _1e"> </span>okre<span class="ff8">ś</span><span class="lsc">la </span></div><div class="t m0 x14b hf y8f9 ff7 fs4 fc1 sc0 ls14 ws0">cele <span class="_ _13"> </span><span class="ls0">i <span class="_ _13"> </span>kryteria <span class="_ _13"> </span>r<span class="ff8">óż</span>norodn<span class="_ _6"></span>o<span class="ff8">ści <span class="_ _29"> </span>m.in<span class="_ _6"></span>. <span class="_ _29"> </span>w <span class="_ _13"> </span>takich <span class="_ _13"> </span>obszara<span class="_ _6"></span>ch <span class="_ _29"> </span>jak <span class="_ _13"> </span>płe<span class="_ _6"></span>ć, <span class="_ _13"> </span>kierunek <span class="_ _13"> </span>wykszt<span class="_ _6"></span>ałcenia, </span></span></div><div class="t m0 x14b hf y8fa ff7 fs4 fc1 sc0 ls0 ws0">specjalistyczna <span class="_ _6"></span>wiedz<span class="_ _6"></span>a, <span class="_ _6"></span>wiek <span class="_ _6"></span>oraz <span class="_ _6"></span>do<span class="ff8">ś</span>w<span class="_ _6"></span>iadczenie <span class="_ _6"></span>zawodowe, <span class="_ _6"></span>a <span class="_ _6"></span>tak<span class="_ _6"></span><span class="ff8">ż</span>e <span class="_ _6"></span>wskazuje <span class="_ _6"></span>termin <span class="_ _6"></span>i <span class="_ _6"></span>spos<span class="_ _6"></span><span class="ff8">ó</span><span class="ls3f">b </span></div><div class="t m0 x14b hf y56 ff7 fs4 fc1 sc0 ls0 ws0">monitorowania <span class="_ _10"></span>re<span class="_ _6"></span>alizacji <span class="_ _10"></span>tych <span class="_ _10"></span>cel<span class="_ _6"></span><span class="ff8">ó</span>w. <span class="_ _10"></span>W <span class="_ _10"></span>zak<span class="_ _6"></span>resie <span class="_ _10"></span>zr<span class="_ _6"></span><span class="ff8">óż</span>nicowania <span class="_ _10"></span>pod <span class="_ _f"></span>wzgl<span class="ff8">ędem <span class="_ _10"></span>płci <span class="_ _10"></span>w<span class="_ _6"></span>arunkiem </span></div><div class="t m0 x14b hf y8fb ff7 fs4 fc1 sc0 ls0 ws0">zapewnienia <span class="_ _12"> </span>r<span class="ff8">óż</span>norodno<span class="_ _6"></span><span class="ff8">ś</span>ci <span class="_ _13"> </span>organ<span class="ff8">ó</span>w<span class="_ _6"></span> <span class="_ _13"> </span>sp<span class="ff8">ółki <span class="_ _13"> </span>j<span class="_ _6"></span>est <span class="_ _13"> </span>udział <span class="_ _12"> </span>mniejszo<span class="_ _6"></span>ś</span>ci <span class="_ _13"> </span>w <span class="_ _12"> </span>danym <span class="_ _13"> </span>org<span class="_ _6"></span>anie <span class="_ _13"> </span>na </div><div class="t m0 x14b hf y8fc ff7 fs4 fc1 sc0 ls0 ws0">poziomie nie ni<span class="ff8">ż</span>sz<span class="_ _6"></span>ym ni<span class="ff8">ż</span> 30%. <span class="_ _6"></span> </div><div class="t m0 x4 ha y8fd ff2 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 x4 ha y8fe ff1 fs4 fc1 sc0 ls0 ws0">Komentarz <span class="_ _10"></span>Spó<span class="_ _6"></span>łki:<span class="ff2"> <span class="_ _10"></span></span>Zasada <span class="_ _f"></span>jest <span class="_ _10"></span>stosowana. <span class="_ _10"></span>Sp<span class="_ _6"></span>ółka <span class="_ _10"></span>posiada <span class="_ _f"></span>Politykę <span class="_ _10"></span>różnorodnośc<span class="_ _6"></span>i <span class="_ _10"></span>opublikowaną <span class="_ _10"></span>n<span class="_ _6"></span>a <span class="_ _10"></span>stronie </div><div class="t m0 x4 ha y8ff ff2 fs4 fc1 sc0 ls0 ws0">https://mirbud.pl/strony/ko<span class="_ _6"></span>deks<span class="_ _6"></span>-etyki-zawodowej-<span class="ff1">2.<span class="_ _6"></span> <span class="_ _f"></span>Zarządzanie <span class="_ _f"></span>r<span class="_ _6"></span>óżnorodnością <span class="_ _e"></span>w <span class="_ _f"></span>MIRBUD <span class="_ _f"></span>S.<span class="_ _6"></span>A. <span class="_ _f"></span>i <span class="_ _f"></span>spółkach </span></div><div class="t m0 x4 ha y900 ff1 fs4 fc1 sc0 ls0 ws0">Grupy <span class="_ _27"> </span>Kapitałowej<span class="_ _6"></span> <span class="_ _27"> </span>MIRBU<span class="_ _6"></span>D <span class="_ _27"> </span>dotyczy<span class="_ _6"></span> <span class="_ _1e"> </span>ws<span class="_ _6"></span>zystkich <span class="_ _27"> </span>prac<span class="_ _6"></span>owników <span class="_ _27"> </span>oraz <span class="_ _21"> </span>kluczowych <span class="_ _27"> </span>s<span class="_ _6"></span>tanowisk. <span class="_ _27"> </span>Różnoro<span class="_ _6"></span>dność </div><div class="t m0 x4 ha y654 ff1 fs4 fc1 sc0 ls0 ws0">rozumiana <span class="_ _3"></span>jest <span class="_ _3"></span>w <span class="_ _3"></span>ten<span class="_ _6"></span> <span class="_ _5"></span>s<span class="_ _6"></span>posób, <span class="_ _3"></span>że <span class="_ _3"></span>każdy <span class="_ _3"></span>człow<span class="_ _6"></span>iek <span class="_ _5"></span>j<span class="_ _6"></span>est <span class="_ _3"></span>ważny <span class="_ _3"></span>bez <span class="_ _3"></span>wzg<span class="_ _6"></span>l<span class="_ _6"></span>ędu <span class="_ _3"></span>na <span class="_ _3"></span>płeć, <span class="_ _3"></span>wi<span class="_ _6"></span>ek, <span class="_ _3"></span>stan <span class="_ _3"></span>zdrowia, <span class="_ _3"></span>orientacj<span class="_ _6"></span>ę </div></div></div><div class="pi" ></div></div><div id="pf52" class="pf w0 h0" ><div class="pc pc52 w0 h0"><img class="bi x6 y2b we5 hc2" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w3 h0"><div class="t m0 x9c h8 y6e0 ff4 fs3 fc3 sc0 ls0 ws0">SPRAWOZDANE ZARZĄDU Z DZIAŁALNOŚCI<span class="ff3"> MIRBUD S.A. ZA <span class="ls4">ROK</span> <span class="ls5">20</span>21<span class="fc4"> </span></span></div><div class="t m0 x4 h6 y6e1 ff3 fs2 fc1 sc0 ls0 ws0"> </div></div><div class="c x4 y2e wba hd2"><div class="t m0 xa5 ha y752 ff2 fs4 fc3 sc0 ls0 ws0">MIRBUD <span class="ls6">| </span><span class="ff1">Ws<span class="_ _6"></span>kazanie zasad ładu korp<span class="_ _6"></span>oracyjnego, które nie były <span class="_ _6"></span>przez Spółkę </span></div><div class="t m0 x48 ha y173 ff2 fs4 fc3 sc0 ls0 ws0">stosowane, wraz ze wsk<span class="_ _6"></span>azaniem jakie <span class="_ _6"></span><span class="ff1">były okolicznoś<span class="_ _6"></span>ci i przyczyny nie zastosow<span class="_ _6"></span>ania </span></div><div class="t m0 x11d ha y222 ff2 fs4 fc3 sc0 ls0 ws0">danej zasady<span class="_ _6"></span> </div></div><div class="c x9 y2e wbb hd2"><div class="t m0 xa hb y5a7 ff3 fs1 fc0 sc0 ls11 ws0">82<span class="fs2 ls0"> </span></div></div><div class="c x0 y0 w3 h0"><div class="t m0 x4 h6 y31 ff3 fs2 fc1 sc0 ls0 ws0"> </div></div><div class="c xb y6e2 w7 h7f"><div class="t m0 xc hd y673 ff5 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x0 y0 w3 h0"><div class="t m0 x4 ha y7a5 ff1 fs4 fc1 sc0 ls0 ws0">seksualną, <span class="_ _0"></span>wyznanie, stan <span class="_ _0"></span>cywilny, <span class="_ _3"></span>rasę,<span class="_ _6"></span> <span class="_ _3"></span>kr<span class="_ _6"></span>aj <span class="_ _3"></span>poch<span class="_ _6"></span>odzenia <span class="_ _0"></span>czy <span class="_ _0"></span>formę <span class="_ _0"></span>zatrudnienia<span class="_ _6"></span> <span class="_ _3"></span>i przekonania <span class="_ _3"></span>p<span class="_ _6"></span>olityczne.<span class="_ _10"></span><span class="ff2"> <span class="ls40">W </span></span></div><div class="t m0 x4 ha y7a6 ff1 fs4 fc1 sc0 ls0 ws0">spółkach Grupy Kapita<span class="_ _6"></span>łowej MIRBUD ob<span class="_ _6"></span>owiązują zasady z<span class="_ _6"></span>arządzania miejscami prac<span class="_ _6"></span>y bez dyskryminacji lub </div><div class="t m0 x4 ha y7a7 ff2 fs4 fc1 sc0 ls0 ws0">n<span class="ff1">iewłaściwych <span class="_ _15"> </span>zachowań, <span class="_ _15"> </span>które <span class="_ _b"> </span>mogłyby <span class="_ _15"> </span>naruszać <span class="_ _15"> </span>uczciwość <span class="_ _15"> </span>lub<span class="_ _0"></span> <span class="_ _41"> </span>poczucie <span class="_ _41"> </span>własnej <span class="_ _41"> </span>wartości </span></div><div class="t m0 x4 ha y7a8 ff1 fs4 fc1 sc0 ls0 ws0">pracowników.<span class="ff2"> <span class="_ _6"></span></span>Polityka <span class="_ _20"> </span>Różnorodnośc<span class="_ _6"></span>i <span class="_ _20"> </span>Grupy <span class="_ _20"> </span>Kapitałowej<span class="_ _6"></span> <span class="_ _20"> </span>MIRBUD <span class="_ _20"> </span>realizuje <span class="_ _20"> </span>n<span class="_ _6"></span>astępujące <span class="_ _20"> </span>Cel<span class="_ _6"></span>e </div><div class="t m0 x4 ha y7a9 ff1 fs4 fc1 sc0 ls0 ws0">Zrównoważonego <span class="_ _1e"> </span>Rozwoju<span class="_ _6"></span> <span class="_ _e"></span>ONZ: <span class="_ _e"> </span>Cel<span class="_ _6"></span> <span class="_ _e"></span>10 <span class="_ _1e"> </span>–<span class="ff2"> <span class="_ _1e"> </span></span>mniej <span class="_ _1e"> </span>nierówności <span class="_ _1e"> </span>oraz <span class="_ _e"> </span>Ce<span class="_ _6"></span>l <span class="_ _e"></span>5 <span class="_ _1e"> </span>–<span class="ff2"> <span class="_ _e"> </span></span>rów<span class="_ _6"></span>ność <span class="_ _e"> </span>płci. <span class="_ _1e"> </span>Celami <span class="_ _1e"> </span>przyjętej </div><div class="t m0 x4 ha y883 ff1 fs4 fc1 sc0 ls0 ws0">Polityki Różnoro<span class="_ _6"></span>dności są:<span class="_ _6"></span> akty<span class="_ _6"></span>wne zarządza<span class="_ _6"></span>nie różno<span class="_ _6"></span>rodnością w<span class="_ _6"></span> ramach pro<span class="_ _6"></span>wadzonej <span class="_ _6"></span>polityki zarz<span class="_ _6"></span>ądzania </div><div class="t m0 x4 ha y85b ff1 fs4 fc1 sc0 ls0 ws0">zasobami lud<span class="_ _0"></span>zkimi, tworzenie <span class="_ _3"></span>otwart<span class="_ _6"></span>ego <span class="_ _3"></span>i różnorodnego <span class="_ _0"></span>środowiska pracy; <span class="_ _3"></span>prz<span class="_ _6"></span>eciwdziałanie wszelkim <span class="_ _3"></span>formo<span class="_ _6"></span>m </div><div class="t m0 x4 ha y8c1 ff1 fs4 fc1 sc0 ls0 ws0">dyskryminacji; <span class="_ _e"></span>zapewnienie<span class="_ _6"></span> <span class="_ _f"></span>rów<span class="_ _6"></span>nych <span class="_ _f"></span>sz<span class="_ _6"></span>ans <span class="_ _f"></span>w <span class="_ _e"> </span>dostę<span class="_ _6"></span>pie <span class="_ _f"></span>do <span class="_ _e"> </span>informacj<span class="_ _6"></span>i <span class="_ _f"></span>o <span class="_ _e"> </span>obowiąz<span class="_ _6"></span>ujących <span class="_ _e"></span>w <span class="_ _f"></span>Grup<span class="_ _6"></span>ie <span class="_ _f"></span>MIRBUD<span class="_ _6"></span> </div><div class="t m0 x4 ha y8c2 ff1 fs4 fc1 sc0 ls0 ws0">standardach <span class="_ _6"></span>e<span class="_ _6"></span>tycznych. <span class="_ _10"></span>Polityka <span class="_ _6"></span>Gru<span class="_ _6"></span>py <span class="_ _6"></span>Kapi<span class="_ _6"></span>tałowej <span class="_ _6"></span>MI<span class="_ _6"></span>RBUD <span class="_ _6"></span>nie <span class="_ _10"></span>stawia <span class="_ _10"></span>żadnych<span class="_ _6"></span> <span class="_ _6"></span>barier <span class="_ _10"></span>ze <span class="_ _6"></span>wz<span class="_ _6"></span>ględu <span class="_ _6"></span>n<span class="_ _6"></span>a <span class="_ _6"></span>płeć, </div><div class="t m0 x4 ha y8c3 ff1 fs4 fc1 sc0 ls0 ws0">wiek, <span class="_ _12"> </span>stan <span class="_ _12"> </span>zdr<span class="_ _6"></span>owia, <span class="_ _12"> </span>orientację <span class="_ _1d"> </span>seksualną, <span class="_ _12"> </span>wyznan<span class="_ _6"></span>ie, <span class="_ _12"> </span>stan <span class="_ _12"> </span>cywi<span class="_ _6"></span>lny, <span class="_ _13"> </span>ras<span class="_ _6"></span>ę, <span class="_ _13"> </span>k<span class="_ _6"></span>raj <span class="_ _12"> </span>pochodz<span class="_ _6"></span>e<span class="_ _6"></span>nia <span class="_ _12"> </span>czy <span class="_ _12"> </span>formę </div><div class="t m0 x4 ha y8c4 ff1 fs4 fc1 sc0 ls0 ws0">zatrudnienia <span class="_ _27"> </span>i <span class="_ _27"> </span>przekonania <span class="_ _27"> </span>polityczne. <span class="_ _27"> </span>MIRBUD <span class="_ _27"> </span>S.A. <span class="_ _27"> </span>oraz <span class="_ _27"> </span>spółki <span class="_ _27"> </span>z <span class="_ _27"> </span>Grupy <span class="_ _27"> </span>Kapitałowej <span class="_ _27"> </span>MIRBUD <span class="_ _27"> </span>dokładaj<span class="_ _6"></span>ą </div><div class="t m0 x4 ha y8c5 ff1 fs4 fc1 sc0 ls0 ws0">również <span class="_ _0"></span>wszelkich <span class="_ _0"></span>starań, <span class="_ _3"></span>a<span class="_ _6"></span>by <span class="_ _3"></span>zapewnić równy <span class="_ _3"></span>udział <span class="_ _0"></span>kobiet <span class="_ _3"></span>i mężczyzn <span class="_ _3"></span>w pełnieniu <span class="_ _3"></span>funkcji Zarządu <span class="_ _3"></span>i <span class="_ _3"></span>pe<span class="_ _6"></span>łnieniu </div><div class="t m0 x4 ha y8c6 ff1 fs4 fc1 sc0 ls0 ws0">funkcji <span class="_ _3"></span>członków<span class="_ _6"></span> <span class="_ _3"></span>Rad <span class="_ _3"></span>Na<span class="_ _6"></span>dzorczyc<span class="_ _6"></span>h <span class="_ _3"></span>w <span class="_ _3"></span>s<span class="_ _6"></span>półkach.<span class="ff2">  <span class="_ _3"></span><span class="ff1">Ze <span class="_ _3"></span>wz<span class="_ _6"></span>ględu <span class="_ _3"></span>na <span class="_ _0"></span>zróżnicowanie <span class="_ _3"></span>s<span class="_ _6"></span>egmentów <span class="_ _3"></span>dz<span class="_ _6"></span>iałalności <span class="_ _0"></span>Spółek </span></span></div><div class="t m0 x4 ha y889 ff1 fs4 fc1 sc0 ls0 ws0">z <span class="_ _1e"> </span>Grupy <span class="_ _27"> </span>Kapitałowej <span class="_ _1e"> </span>MIRB<span class="_ _6"></span>UD <span class="_ _1e"> </span>oraz <span class="_ _1e"> </span>fakt, <span class="_ _1e"> </span>ż<span class="_ _6"></span>e <span class="_ _e"> </span>w<span class="_ _6"></span>iodącą <span class="_ _1e"> </span>dz<span class="_ _6"></span>iałalnością <span class="_ _1e"> </span>jest <span class="_ _1e"> </span>seg<span class="_ _6"></span>ment <span class="_ _1e"> </span>budowla<span class="_ _6"></span>no <span class="_ _21"> </span>–<span class="ff2"> <span class="_ _1e"> </span></span>montażowy </div><div class="t m0 x4 ha y8c7 ff1 fs4 fc1 sc0 ls0 ws0">wymagający wyks<span class="_ _6"></span>ztałcenia i uprawn<span class="_ _6"></span>ień typowo tech<span class="_ _6"></span>nicznych, analiza<span class="_ _6"></span> wypełniania z<span class="_ _6"></span>ałożeń<span class="_ _6"></span><span class="ff2"> dobry<span class="_ _6"></span>ch praktyk w </span></div><div class="t m0 x4 ha y8c8 ff1 fs4 fc1 sc0 ls0 ws0">zakresie <span class="_ _27"> </span>z<span class="_ _6"></span>atrudnienia <span class="_ _21"> </span>w <span class="_ _27"> </span>organach<span class="_ _6"></span> <span class="_ _27"> </span>zarządc<span class="_ _6"></span>zych <span class="_ _27"> </span>odby<span class="_ _6"></span>wa <span class="_ _27"> </span>się <span class="_ _21"> </span>łącznie <span class="_ _21"> </span>dla <span class="_ _27"> </span>wszy<span class="_ _6"></span>stkich <span class="_ _27"> </span>Spółek <span class="_ _21"> </span>z <span class="_ _27"> </span>G<span class="_ _6"></span>rupy.<span class="_ _6"></span><span class="ff2"> <span class="_ _6"></span>Przy </span></div><div class="t m0 x4 ha y8c9 ff1 fs4 fc1 sc0 ls0 ws0">wyborze <span class="_ _27"> </span>i <span class="_ _1e"> </span>powoływa<span class="_ _6"></span>niu <span class="_ _1e"> </span>cz<span class="_ _6"></span>łonków <span class="_ _1e"> </span>Zarządu <span class="_ _27"> </span>oraz <span class="_ _27"> </span>prop<span class="_ _6"></span>onowaniu <span class="_ _1e"> </span>kandyd<span class="_ _6"></span>atur <span class="_ _1e"> </span>na <span class="_ _27"> </span>członków <span class="_ _27"> </span>Rady <span class="_ _27"> </span>Nadzorc<span class="_ _6"></span>zej </div><div class="t m0 x4 ha y8ca ff1 fs4 fc1 sc0 ls0 ws0">MIRBUD <span class="_ _3"></span>przy<span class="_ _6"></span>kłada <span class="_ _3"></span>się <span class="_ _3"></span>uwagę <span class="_ _3"></span>do <span class="_ _0"></span>kwestii <span class="_ _3"></span>róż<span class="_ _6"></span>norodnośc<span class="_ _6"></span>i.<span class="ff2"> </span>Decydując <span class="_ _0"></span>o <span class="_ _3"></span>składzie <span class="_ _3"></span>Zarz<span class="_ _6"></span>ądu, <span class="_ _3"></span>Rada <span class="_ _3"></span>Nadzorc<span class="_ _6"></span>za <span class="_ _3"></span>dąży </div><div class="t m0 x4 ha y8cb ff1 fs4 fc1 sc0 ls0 ws0">do <span class="_ _6"></span>z<span class="_ _6"></span>apewnienia <span class="_ _10"></span>jego <span class="_ _6"></span>r<span class="_ _6"></span>óżnorodności <span class="_ _10"></span>w <span class="_ _6"></span>s<span class="_ _6"></span>zczególności <span class="_ _10"></span>w <span class="_ _10"></span>odniesieniu <span class="_ _10"></span>do <span class="_ _10"></span>wieku, <span class="_ _10"></span>wyks<span class="_ _6"></span>ztałcenia, <span class="_ _6"></span>doświa<span class="_ _6"></span>dczenia </div><div class="t m0 x4 ha y8cc ff1 fs4 fc1 sc0 ls0 ws0">zawodowego <span class="_ _10"></span>i <span class="_ _6"></span>udz<span class="_ _6"></span>iału <span class="_ _6"></span>kobi<span class="_ _6"></span>et.<span class="ff2"> </span>W <span class="_ _6"></span>o<span class="_ _6"></span>dniesieniu <span class="_ _6"></span>d<span class="_ _6"></span>o <span class="_ _6"></span>składu <span class="_ _10"></span>Rady <span class="_ _10"></span>Nadzorcz<span class="_ _6"></span>ej, <span class="_ _6"></span>struktura <span class="_ _10"></span>wiekowa <span class="_ _6"></span>c<span class="_ _6"></span>zł<span class="_ _6"></span>onków <span class="_ _10"></span>Rady </div><div class="t m0 x4 ha y8cd ff1 fs4 fc1 sc0 ls0 ws0">powinna <span class="_ _6"></span>być <span class="_ _6"></span>różnorodna. P<span class="_ _6"></span>onadto dąży<span class="_ _6"></span> się <span class="_ _6"></span>do <span class="_ _6"></span>tego, a<span class="_ _6"></span>by <span class="_ _6"></span>jej członkowie <span class="_ _6"></span>posiad<span class="_ _6"></span>ali odpowiedn<span class="_ _6"></span>ie wyks<span class="_ _6"></span>ztałcenie </div><div class="t m0 x4 ha y901 ff1 fs4 fc1 sc0 ls0 ws0">i <span class="_ _3"></span>dośw<span class="_ _6"></span>iadczenie <span class="_ _0"></span>zawodowe. Zwraca <span class="_ _3"></span>się ponadto <span class="_ _3"></span>uw<span class="_ _6"></span>agę <span class="_ _0"></span>na <span class="_ _3"></span>kwest<span class="_ _6"></span>ię <span class="_ _3"></span>odp<span class="_ _6"></span>owiedniego udziału <span class="_ _3"></span>kobiet. Skład <span class="_ _3"></span>Rady </div><div class="t m0 x4 ha y902 ff1 fs4 fc1 sc0 ls0 ws0">Nadzorczej <span class="_ _27"> </span>uwz<span class="_ _6"></span>ględnia <span class="_ _27"> </span>idee <span class="_ _27"> </span>leżące <span class="_ _27"> </span>u <span class="_ _21"> </span>podst<span class="_ _6"></span>aw <span class="_ _27"> </span>polityki <span class="_ _27"> </span>różnorodn<span class="_ _6"></span>ości. <span class="_ _27"> </span>W <span class="_ _27"> </span>Radzie <span class="_ _21"> </span>Nadzorczej <span class="_ _27"> </span>są <span class="_ _27"> </span>z<span class="_ _6"></span>arówno </div><div class="t m0 x4 ha y903 ff1 fs4 fc1 sc0 ls0 ws0">reprezentanci <span class="_ _6"></span>akc<span class="_ _6"></span>jonariuszy, <span class="_ _10"></span>jak <span class="_ _6"></span>również <span class="_ _10"></span>osoby <span class="_ _6"></span>z <span class="_ _10"></span>szeroką <span class="_ _10"></span>wiedzą <span class="_ _6"></span>i <span class="_ _10"></span>dośw<span class="_ _6"></span>iadczeniem <span class="_ _6"></span>w <span class="_ _10"></span>zakresie <span class="_ _10"></span>organizacji <span class="_ _10"></span>i </div><div class="t m0 x4 ha y904 ff1 fs4 fc1 sc0 ls0 ws0">zarządzania, budownictwa <span class="_ _3"></span>j<span class="_ _6"></span>ak <span class="_ _3"></span>i ekonomii.<span class="ff2"> </span>C<span class="_ _6"></span>elem <span class="_ _0"></span>przyjętej Polityki <span class="_ _3"></span>Różn<span class="_ _6"></span>orodności Grupy <span class="_ _3"></span>Ka<span class="_ _6"></span>pitałowej MIRBUD </div><div class="t m0 x4 ha y905 ff1 fs4 fc1 sc0 ls0 ws0">jest <span class="_ _c"> </span>dążen<span class="_ _6"></span>ie <span class="_ _c"> </span>do <span class="_ _c"> </span>z<span class="_ _6"></span>apewnienia <span class="_ _26"> </span>wszechstronności <span class="_ _26"> </span>organów <span class="_ _c"> </span>Zarz<span class="_ _6"></span>ądu <span class="_ _c"> </span>oraz<span class="_ _6"></span> <span class="_ _c"> </span>Rady <span class="_ _c"> </span>Na<span class="_ _6"></span>dzorczej <span class="_ _26"> </span>poprzez </div><div class="t m0 x4 ha y906 ff1 fs4 fc1 sc0 ls0 ws0">ukształtowanie <span class="_ _6"></span>ic<span class="_ _6"></span>h <span class="_ _6"></span>składów <span class="_ _6"></span>w <span class="_ _6"></span>sposó<span class="_ _6"></span>b <span class="_ _6"></span>zapewniający <span class="_ _6"></span>r<span class="_ _6"></span>óżnorodność. <span class="_ _f"></span><span class="ff2"> </span>Realizacja <span class="_ _6"></span>celów <span class="_ _6"></span>P<span class="_ _6"></span>olityki <span class="_ _6"></span>Różnorodnośc<span class="_ _6"></span>i </div><div class="t m0 x4 ha y907 ff2 fs4 fc1 sc0 ls0 ws0">jest <span class="_ _27"> </span>stale <span class="_ _27"> </span>monitorowa<span class="_ _6"></span>na <span class="_ _27"> </span>i <span class="_ _21"> </span>dotyczy <span class="_ _27"> </span>wszystkich <span class="_ _21"> </span><span class="ff1">spółek<span class="_ _6"></span> <span class="_ _1e"> </span>z<span class="_ _6"></span> <span class="_ _27"> </span>Grupy <span class="_ _27"> </span>Kapitałowej <span class="_ _27"> </span>MI<span class="_ _6"></span>RBUD. <span class="_ _27"> </span>Sz<span class="_ _6"></span>czegółowy <span class="_ _27"> </span>zakres </span></div><div class="t m0 x4 ha y908 ff1 fs4 fc1 sc0 ls0 ws0">monitoringu określa przyjęta przez podmiot wiodący<span class="_ _6"></span> Grupy MIRBUD S.A. –<span class="ff2"> </span>„Strategia ESG”<span class="_ _6"></span><span class="ff2"> opublikowana na </span></div><div class="t m0 x4 ha y909 ff2 fs4 fc1 sc0 ls0 ws0">stronie https://mirbud.pl/str<span class="_ _6"></span>ony/zrownowazony<span class="_ _6"></span>-rozwoj<span class="_ _6"></span> </div><div class="t m0 x4 ha y90a ff2 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 x4 hf y90b ff7 fs4 fc1 sc0 ls0 ws0">2.11. <span class="_ _1e"> </span>Poza <span class="_ _1e"> </span>czynn<span class="_ _6"></span>o<span class="ff8">ś</span>ciami<span class="_ _6"></span> <span class="_ _1e"> </span>wynikaj<span class="ff8">ą</span>cymi<span class="_ _6"></span> <span class="_ _1e"> </span>z <span class="_ _1e"> </span>przepis<span class="_ _6"></span><span class="ff8">ó</span>w <span class="_ _1e"> </span>prawa <span class="_ _1e"> </span>raz <span class="_ _27"> </span>w <span class="_ _1e"> </span>roku <span class="_ _27"> </span>rada <span class="_ _27"> </span>nadzorcza <span class="_ _1e"> </span>spo<span class="_ _6"></span>rz<span class="_ _6"></span><span class="ff8">ą</span>dza <span class="_ _1e"> </span>i </div><div class="t m0 x4 hf y90c ff7 fs4 fc1 sc0 ls0 ws0">przedstawia <span class="_ _17"> </span>zw<span class="_ _6"></span>yczajnemu <span class="_ _d"> </span>walnemu <span class="_ _17"> </span>zgromad<span class="_ _6"></span>zeniu <span class="_ _d"> </span>do <span class="_ _17"> </span>zatwierdzeni<span class="_ _6"></span>a <span class="_ _17"> </span>roczne <span class="_ _17"> </span>sp<span class="_ _6"></span>rawozdanie. </div><div class="t m0 x4 hf y90d ff7 fs4 fc1 sc0 ls0 ws0">Sprawozdanie, o kt<span class="_ _6"></span><span class="ff8">ó</span>rym mowa po<span class="_ _6"></span>wy<span class="ff8">ż</span>ej, zawiera c<span class="_ _6"></span>o najmniej:  </div><div class="t m0 x4 hf y90e ff7 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 x4 ha y5ad ff2 fs4 fc1 sc0 ls0 ws0">2.11.1 <span class="_ _39"> </span><span class="ff1">informacje <span class="_ _f"></span>na <span class="_ _10"></span>t<span class="_ _6"></span>emat <span class="_ _f"></span>składu <span class="_ _10"></span>r<span class="_ _6"></span>ady <span class="_ _10"></span>i <span class="_ _f"></span>jej <span class="_ _f"></span>komitet<span class="_ _6"></span>ó</span>w <span class="_ _10"></span>z<span class="_ _6"></span>e <span class="_ _10"></span>ws<span class="_ _6"></span>kazaniem, <span class="_ _10"></span>kt<span class="_ _6"></span><span class="ff1">órzy<span class="_ _6"></span> <span class="_ _10"></span>z <span class="_ _f"></span>członkó<span class="_ _6"></span>w <span class="_ _10"></span>rady <span class="_ _f"></span>spełniaj<span class="_ _6"></span>ą</span> </div><div class="t m0 x128 ha y90f ff2 fs4 fc1 sc0 ls0 ws0">kryteria <span class="_ _6"></span>nieza<span class="_ _6"></span>le<span class="ff1">ż</span><span class="ls8">no</span><span class="ff1">ś</span>ci <span class="_ _6"></span>okre<span class="ff1">ślone <span class="_ _10"></span>w <span class="_ _6"></span>ustawi<span class="_ _6"></span>e <span class="_ _6"></span>z <span class="_ _10"></span>dnia <span class="_ _6"></span>11 <span class="_ _10"></span>maja <span class="_ _6"></span>2017 <span class="_ _10"></span>r. <span class="_ _6"></span>o <span class="_ _10"></span>biegłych <span class="_ _6"></span>r<span class="_ _6"></span>ewidentach, <span class="_ _6"></span>f<span class="_ _6"></span>irmach </span></div><div class="t m0 x128 ha y910 ff2 fs4 fc1 sc0 ls0 ws0">audytorskich <span class="_ _21"> </span>or<span class="_ _6"></span>az <span class="_ _21"> </span>nadzorze <span class="_ _28"> </span>publicznym, <span class="_ _21"> </span>a  tak<span class="ff1">ż</span>e <span class="_ _21"> </span>kt<span class="ff1">ó<span class="_ _6"></span></span>rzy <span class="_ _21"> </span>s<span class="_ _6"></span>po<span class="ff1">ś</span>r<span class="ff1">ó</span>d <span class="_ _21"> </span>nich <span class="_ _21"> </span>nie <span class="_ _21"> </span>maj<span class="_ _6"></span><span class="ff1">ą</span> <span class="_ _21"> </span>rz<span class="_ _6"></span>eczywistych <span class="_ _21"> </span>i </div><div class="t m0 x128 ha y911 ff2 fs4 fc1 sc0 ls0 ws0">istotnych powi<span class="ff1">ą</span><span class="lse">za</span><span class="ff1">ń</span> z akcjonariuszem<span class="_ _6"></span> posiadaj<span class="ff1">ą</span>cym co najmniej<span class="_ _6"></span> 5% og<span class="ff1">ólnej liczby głosó</span>w w sp<span class="ff1">ółce, </span></div><div class="t m0 x128 ha y117 ff2 fs4 fc1 sc0 ls0 ws0">jak r<span class="ff1">ó</span>wnie<span class="ff1">ż</span> <span class="ff1">infor<span class="_ _6"></span>macje na temat skł<span class="_ _6"></span>adu rady nadzorcz<span class="_ _6"></span>ej w kontekś<span class="_ _6"></span></span>cie jej r<span class="ff1">óż</span>norodno<span class="ff1">ś<span class="_ _6"></span></span>ci;  </div><div class="t m0 x4 ha y912 ff2 fs4 fc1 sc0 ls0 ws0">2.11.2 <span class="_ _39"> </span><span class="ff1">podsumowani<span class="_ _6"></span>e dział</span>alno<span class="ff1">ś</span>c<span class="_ _6"></span>i rady i jej komitet<span class="_ _6"></span><span class="ff1">ó</span>w;  </div><div class="t m0 x4 ha y913 ff2 fs4 fc1 sc0 ls0 ws0">2.11.3 <span class="_ _39"> </span>ocen<span class="ff1">ę</span> <span class="_ _11"> </span>s<span class="_ _6"></span>ytuacji <span class="_ _29"> </span>sp<span class="ff1">ółki <span class="_ _29"> </span>w <span class="_ _29"> </span>uję</span>c<span class="_ _6"></span>iu  skonsolid<span class="_ _6"></span>owanym, <span class="_ _11"> </span>z<span class="_ _6"></span> <span class="_ _11"> </span>uwz<span class="_ _6"></span>gl<span class="ff1">ę</span>dnieniem <span class="_ _29"> </span>oceny <span class="_ _29"> </span>s<span class="_ _6"></span>ystem<span class="ff1">ó</span>w <span class="_ _29"> </span>kontroli </div><div class="t m0 x128 ha y914 ff2 fs4 fc1 sc0 ls0 ws0">wewn<span class="ff1">ę</span>trznej, <span class="_ _14"> </span>zarz<span class="ff1">ą</span>dz<span class="_ _6"></span>ania <span class="_ _14"> </span>ryzykiem, <span class="_ _14"> </span><span class="ffa">compliance <span class="_ _14"> </span></span>or<span class="_ _6"></span>az <span class="_ _1d"> </span>funk<span class="_ _6"></span>cji <span class="_ _1d"> </span>a<span class="_ _6"></span>udytu <span class="_ _14"> </span>wewn<span class="ff1">ę<span class="_ _6"></span></span>trznego, <span class="_ _1d"> </span>wr<span class="_ _6"></span>az <span class="_ _1d"> </span>z </div><div class="t m0 x128 ha y915 ff2 fs4 fc1 sc0 ls0 ws0">informacj<span class="ff1">ą</span> <span class="_ _6"></span><span class="ff1">na temat <span class="_ _6"></span>działań<span class="_ _6"></span></span>, jakie r<span class="_ _6"></span>a<span class="ff1">da <span class="_ _6"></span>nadzorcza <span class="_ _6"></span>podejmowała w <span class="_ _6"></span>celu d<span class="_ _6"></span>okonania tej<span class="_ _6"></span> oceny; <span class="_ _6"></span>ocena </span></div><div class="t m0 x128 ha y916 ff1 fs4 fc1 sc0 ls0 ws0">ta <span class="_ _f"></span>obejmuje<span class="_ _6"></span> <span class="_ _f"></span>wsz<span class="_ _6"></span>ystkie <span class="_ _f"></span>istotne <span class="_ _e"> </span>mechanizmy <span class="_ _e"> </span>ko<span class="_ _6"></span>ntrolne, <span class="_ _f"></span>w <span class="_ _e"></span>tym <span class="_ _e"></span>zwłaszcza <span class="_ _e"> </span>dotyc<span class="_ _6"></span>z<span class="_ _6"></span>ą<span class="ff2">ce <span class="_ _e"></span>raportowania <span class="_ _e"> </span>i </span></div><div class="t m0 x128 ha y917 ff1 fs4 fc1 sc0 ls0 ws0">działalnoś<span class="ff2">ci operacy<span class="_ _6"></span>jnej;  </span></div><div class="t m0 x4 ha y918 ff2 fs4 fc1 sc0 ls0 ws0">2.11.4 <span class="_ _39"> </span>ocen<span class="ff1">ę</span> <span class="_ _6"></span>stosowani<span class="_ _6"></span>a <span class="_ _6"></span>przez <span class="_ _6"></span>sp<span class="ff1">ó<span class="lsf">łk<span class="_ _6"></span></span>ę</span> <span class="ff1">z<span class="_ _6"></span>asad <span class="_ _6"></span>ładu <span class="_ _6"></span>korporacyjnego<span class="_ _6"></span> oraz<span class="_ _6"></span> s<span class="_ _6"></span>posobu <span class="_ _6"></span>wyp<span class="_ _6"></span>ełniania <span class="_ _6"></span>obowią</span><span class="lse">zk</span><span class="ff1">ó</span><span class="ls29">w </span></div><div class="t m0 x128 ha y919 ff2 fs4 fc1 sc0 ls0 ws0">informacyjnyc<span class="_ _6"></span>h <span class="_ _12"> </span>dotycz<span class="_ _6"></span><span class="ff1">ą</span>cych <span class="_ _12"> </span>ich <span class="_ _1d"> </span>stosowania<span class="_ _6"></span> <span class="_ _12"> </span>okre<span class="_ _6"></span><span class="ff1">ślonych <span class="_ _1d"> </span>w <span class="_ _12"> </span>Re<span class="_ _6"></span>gulaminie <span class="_ _12"> </span>G<span class="_ _6"></span>iełdy <span class="_ _12"> </span>i <span class="_ _1d"> </span>przepisach<span class="_ _6"></span> </span></div><div class="t m0 x128 ha y91a ff2 fs4 fc1 sc0 ls0 ws0">dotycz<span class="ff1">ą</span>cyc<span class="_ _6"></span>h <span class="_ _14"> </span>informacji <span class="_ _14"> </span>bie<span class="_ _6"></span><span class="ff1">żą</span>cych <span class="_ _1a"> </span>i <span class="_ _14"> </span>okresowych <span class="_ _1a"> </span>przekazywany<span class="_ _6"></span>ch <span class="_ _14"> </span>przez <span class="_ _1a"> </span>emitent<span class="ff1">ó</span>w <span class="_ _1a"> </span>papier<span class="ff1">ó</span><span class="ls29">w </span></div><div class="t m0 x128 ha y91b ff2 fs4 fc1 sc0 ls0 ws0">warto<span class="ff1">ś</span>ciowych, <span class="_ _21"> </span>wraz <span class="_ _27"> </span>z <span class="_ _21"> </span>informacj<span class="_ _6"></span><span class="ff1">ą</span> <span class="_ _27"> </span><span class="ff1">na <span class="_ _21"> </span>temat <span class="_ _21"> </span>działań</span>, <span class="_ _21"> </span><span class="ff1">jakie <span class="_ _27"> </span>rada <span class="_ _27"> </span>n<span class="_ _6"></span>adzorcza <span class="_ _21"> </span>podejmowała <span class="_ _27"> </span>w <span class="_ _21"> </span>celu </span></div><div class="t m0 x128 ha y91c ff2 fs4 fc1 sc0 ls0 ws0">dokonania tej oceny; <span class="_ _6"></span> </div></div></div><div class="pi" ></div></div><div id="pf53" class="pf w0 h0" ><div class="pc pc53 w0 h0"><img class="bi x6 y2b we5 hc2" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w3 h0"><div class="t m0 x9c h8 y6e0 ff4 fs3 fc3 sc0 ls0 ws0">SPRAWOZDANE ZARZĄDU Z DZIAŁALNOŚCI<span class="ff3"> MIRBUD S.A. ZA <span class="ls4">ROK</span> <span class="ls5">20</span>21<span class="fc4"> </span></span></div><div class="t m0 x4 h6 y6e1 ff3 fs2 fc1 sc0 ls0 ws0"> </div></div><div class="c x4 y2e wba hd2"><div class="t m0 xa5 ha y752 ff2 fs4 fc3 sc0 ls0 ws0">MIRBUD <span class="ls6">| </span><span class="ff1">Ws<span class="_ _6"></span>kazanie zasad ładu korp<span class="_ _6"></span>oracyjnego, k<span class="_ _6"></span>tóre nie były prz<span class="_ _6"></span>ez Spółkę </span></div><div class="t m0 x48 ha y173 ff1 fs4 fc3 sc0 ls0 ws0">stosowane, wraz ze wsk<span class="_ _6"></span>azaniem jakie były ok<span class="_ _6"></span>oliczności i przyc<span class="_ _6"></span>zyny nie zastosowania </div><div class="t m0 x11d ha y222 ff2 fs4 fc3 sc0 ls0 ws0">danej zasady<span class="_ _6"></span> </div></div><div class="c x9 y2e wbb hd2"><div class="t m0 xa hb y5a7 ff3 fs1 fc0 sc0 ls11 ws0">83<span class="fs2 ls0"> </span></div></div><div class="c x0 y0 w3 h0"><div class="t m0 x4 h6 y31 ff3 fs2 fc1 sc0 ls0 ws0"> </div></div><div class="c xb y6e2 w7 h7f"><div class="t m0 xc hd y673 ff5 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x0 y0 w3 h0"><div class="t m0 x4 ha y7a5 ff2 fs4 fc1 sc0 ls0 ws0">2.11.5 <span class="_ _39"> </span>ocen<span class="ff1">ę</span> zasadno<span class="ff1">ś<span class="_ _6"></span></span>ci wydatk<span class="ff1">ó<span class="_ _6"></span></span>w, o kt<span class="ff1">ó</span>rych mowa w z<span class="_ _6"></span>asadzie 1.5; <span class="_ _6"></span> </div><div class="t m0 x4 ha y7a6 ff2 fs4 fc1 sc0 ls0 ws0">2.11.6 <span class="_ _39"> </span>informacj<span class="ff1">ę</span>  na  tem<span class="_ _6"></span>at  stopnia  realizacji  polityki  r<span class="_ _6"></span><span class="ff1">óż</span>norodno<span class="_ _6"></span><span class="ff1">ś</span>ci  w  odniesieniu  do  zarz<span class="_ _6"></span><span class="ff1">ą</span>du  i  rady </div><div class="t m0 x128 ha y7a7 ff2 fs4 fc1 sc0 ls0 ws0">nadzorczej, w tym re<span class="_ _6"></span>alizacji cel<span class="ff1">ó</span>w, o k<span class="_ _6"></span>t<span class="ff1">ó</span>rych mowa w zas<span class="_ _6"></span>adzie 2.1. <span class="_ _6"></span> </div><div class="t m0 x4 ha y78b ff1 fs4 fc1 sc0 ls0 ws0">Komentarz <span class="_ _10"></span>Spółki:<span class="ff2"> <span class="_ _6"></span></span>Zasa<span class="_ _6"></span>da <span class="_ _6"></span>jes<span class="_ _6"></span>t <span class="_ _6"></span>stosowana <span class="_ _6"></span>w <span class="_ _10"></span>odniesi<span class="_ _6"></span>eniu <span class="_ _6"></span>do <span class="_ _10"></span>punktów <span class="_ _6"></span>sz<span class="_ _6"></span>czegółowyc<span class="_ _6"></span>h <span class="_ _6"></span>2.11.1, <span class="_ _6"></span>2.<span class="_ _6"></span>11.2, <span class="_ _6"></span>2.11.3 <span class="_ _10"></span>i </div><div class="t m0 x4 ha y91d ff1 fs4 fc1 sc0 ls0 ws0">2.11.4. <span class="_ _f"></span>W <span class="_ _f"></span>odniesieniu <span class="_ _f"></span>do <span class="_ _f"></span>punktów <span class="_ _10"></span>s<span class="_ _6"></span>zczegółowych <span class="_ _f"></span>2.11.5 <span class="_ _f"></span>i <span class="_ _f"></span>2.11.6 <span class="_ _f"></span>zasada <span class="_ _f"></span>będzie <span class="_ _f"></span>stosowana <span class="_ _f"></span>począwszy <span class="_ _f"></span>od </div><div class="t m0 x4 ha y7dc ff2 fs4 fc1 sc0 ls0 ws0">roku 2022. </div><div class="t m0 x4 ha y226 ff2 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 x4 hf y91e ff7 fs4 fc1 sc0 ls14 ws0">3.2<span class="ls0"> <span class="_ _e"> </span><span class="ls2a">Sp</span><span class="ff8">ółka<span class="_ _6"></span> <span class="_ _21"> </span>wyodrę</span>bn<span class="_ _6"></span>ia <span class="_ _21"> </span>w <span class="_ _21"> </span>sw<span class="_ _6"></span>ojej <span class="_ _21"> </span>strukturze  jednostki <span class="_ _21"> </span>odpowiedzialn<span class="_ _6"></span>e <span class="_ _21"> </span>za <span class="_ _21"> </span>za<span class="_ _6"></span>dania <span class="_ _21"> </span>poszczeg<span class="_ _10"></span><span class="ff8">ó</span>lnych </span></div><div class="t m0 x88 hf y91f ff7 fs4 fc1 sc0 ls14 ws0">sy<span class="ls0">stem<span class="ff8">ó</span>w <span class="_ _f"></span>lub <span class="_ _10"></span>f<span class="_ _6"></span>unkcji, <span class="_ _f"></span>chyba <span class="_ _f"></span><span class="ff8">ż</span>e <span class="_ _f"></span>nie <span class="_ _10"></span>je<span class="_ _6"></span>st <span class="_ _10"></span>to <span class="_ _f"></span>uzasadnion<span class="_ _6"></span>e <span class="_ _10"></span>z <span class="_ _f"></span>uwagi <span class="_ _f"></span>na <span class="_ _10"></span>rozmia<span class="_ _6"></span>r <span class="_ _f"></span>sp<span class="_ _6"></span><span class="ff8">ółki <span class="_ _f"></span>lub <span class="_ _10"></span>rodz<span class="_ _6"></span>aj <span class="_ _10"></span>jej </span></span></div><div class="t m0 x88 hf y920 ff8 fs4 fc1 sc0 ls0 ws0">działalnoś<span class="ff7">ci. <span class="_ _6"></span> </span></div><div class="t m0 x8a ha y45d ff1 fs4 fc1 sc0 ls0 ws0">Komentarz Spółki:<span class="ff2"> <span class="_ _3"></span><span class="ff1">Z<span class="_ _6"></span>asada ni<span class="_ _0"></span>e <span class="_ _0"></span>jest <span class="_ _3"></span>s<span class="_ _6"></span>tosowana z <span class="_ _3"></span>uwagi na <span class="_ _3"></span>ska<span class="_ _6"></span>lę <span class="_ _0"></span>działalności Spółki <span class="_ _3"></span>oraz brak <span class="_ _3"></span>z<span class="_ _6"></span>różnicowania </span></span></div><div class="t m0 x8a ha y4c6 ff1 fs4 fc1 sc0 ls0 ws0">segmentów działa<span class="_ _6"></span>lności Spółki.<span class="ff2"> </span></div><div class="t m0 x4 ha y4c7 ff2 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 x4 hf y4c8 ff7 fs4 fc1 sc0 ls14 ws0">3.3<span class="ls0"> <span class="_ _e"> </span><span class="ls2a">Sp</span><span class="ff8">ó<span class="lsc">łk</span></span>a<span class="_ _6"></span> <span class="_ _29"> </span>nale<span class="ff8">żąca <span class="_ _29"> </span>do <span class="_ _29"> </span>ind<span class="_ _6"></span>eksu <span class="_ _29"> </span>WIG20, <span class="_ _29"> </span>m<span class="_ _6"></span>WIG40 <span class="_ _29"> </span>lub <span class="_ _29"> </span>sWIG80 <span class="_ _29"> </span>pow<span class="_ _6"></span>ołuje <span class="_ _29"> </span>audytora <span class="_ _29"> </span>wewn<span class="_ _10"></span>ę</span>trz<span class="_ _6"></span>nego </span></div><div class="t m0 x88 hf y4c9 ff7 fs4 fc1 sc0 ls0 ws0">kieruj<span class="ff8">ą</span>cego <span class="_ _26"> </span>funkcj<span class="ff8">ą</span> <span class="_ _26"> </span>audytu<span class="_ _6"></span> <span class="_ _c"> </span>wewn<span class="_ _6"></span><span class="ff8">ętrznego, <span class="_ _26"> </span>działają</span>cego <span class="_ _26"> </span>zgodnie <span class="_ _26"> </span>zpow<span class="_ _6"></span>szechnie <span class="_ _c"> </span>uznanym<span class="_ _6"></span>i </div><div class="t m0 x88 hf y461 ff7 fs4 fc1 sc0 ls20 ws0">mi<span class="ff8 ls0">ę<span class="ff7">dzynarodowymi <span class="_ _14"> </span>standardami <span class="_ _14"> </span>prakty<span class="_ _6"></span>ki <span class="_ _1d"> </span>zawod<span class="_ _6"></span>owej <span class="_ _14"> </span>audytu <span class="_ _1d"> </span>w<span class="_ _6"></span>ewn<span class="_ _6"></span></span>ętrznego. <span class="_ _14"> </span>W <span class="_ _14"> </span>pozostałych </span></div><div class="t m0 x88 hf y4ca ff7 fs4 fc1 sc0 ls14 ws0">sp<span class="ff8 ls0">ółkach, <span class="_ _e"> </span>w<span class="_ _6"></span> <span class="_ _f"></span>kt<span class="_ _6"></span>órych <span class="_ _e"></span>nie <span class="_ _1e"> </span>powołano <span class="_ _e"> </span>audytora <span class="_ _e"> </span>w<span class="_ _6"></span>ewn<span class="_ _6"></span>ętrznego <span class="_ _e"> </span>spełniaj<span class="_ _6"></span>ą<span class="ff7">cego <span class="_ _1e"> </span>ww. <span class="_ _e"></span>wymogi, <span class="_ _e"> </span>kom<span class="_ _6"></span>itet </span></span></div><div class="t m0 x88 hf y921 ff7 fs4 fc1 sc0 ls0 ws0">audytu <span class="_ _e"> </span>(lub <span class="_ _e"> </span>rada <span class="_ _e"> </span>n<span class="_ _6"></span>adzorcza, <span class="_ _e"> </span>j<span class="_ _6"></span>e<span class="ff8">żeli <span class="_ _e"> </span>p<span class="_ _6"></span>ełni <span class="_ _f"></span>fun<span class="_ _6"></span>kcje <span class="_ _e"> </span>komitetu <span class="_ _e"> </span>audytu<span class="_ _6"></span>) <span class="_ _e"> </span>co <span class="_ _e"> </span>rok<span class="_ _6"></span>u <span class="_ _f"></span>d<span class="_ _6"></span>okonuje <span class="_ _f"></span>o<span class="_ _6"></span>ceny, <span class="_ _e"> </span>czy </span></div><div class="t m0 x88 hf y922 ff8 fs4 fc1 sc0 ls0 ws0">istnieje potrzeba pow<span class="_ _6"></span>ołania takiej osoby. <span class="_ _6"></span><span class="ff7"> </span></div><div class="t m0 x8a ha y923 ff1 fs4 fc1 sc0 ls0 ws0">Komentarz <span class="_ _1a"> </span>Spółki:<span class="ffa fce"> <span class="_ _1a"> </span></span><span class="ff2">Zasada <span class="_ _14"> </span>n<span class="_ _6"></span>i</span>e <span class="_ _14"> </span>jest <span class="_ _14"> </span>s<span class="_ _6"></span>tosowana. <span class="_ _1a"> </span>Spółka <span class="_ _1a"> </span>prowadzi <span class="_ _1a"> </span>audyty <span class="_ _14"> </span>w<span class="_ _6"></span>ewnętrzne <span class="_ _14"> </span>zgo<span class="_ _6"></span>dnie <span class="_ _14"> </span>ze </div><div class="t m0 x8a ha y924 ff1 fs4 fc1 sc0 ls0 ws0">standardami ISO i AQUA<span class="_ _6"></span>P, jednakże dąży<span class="_ _6"></span> do pełnego wdrożen<span class="_ _6"></span>ia tej zasady. <span class="_ _6"></span><span class="ff2"> </span></div><div class="t m0 x4 ha y925 ff2 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 x4 hf y926 ff7 fs4 fc1 sc0 ls14 ws0">3.5<span class="ls0"> <span class="_ _e"> </span>Osoby <span class="_ _f"></span>odpowiedzialne <span class="_ _10"></span>za <span class="_ _10"></span>zarz<span class="_ _6"></span><span class="ff8">ą</span>dzanie <span class="_ _10"></span>ryzy<span class="_ _6"></span>kiem <span class="_ _10"></span>i <span class="_ _f"></span><span class="ffc">compliance <span class="_ _10"></span></span>podlegaj<span class="ff8">ą</span> <span class="_ _f"></span>bezpo<span class="ff8">ś</span>rednio <span class="_ _10"></span>prezesow<span class="_ _6"></span>i </span></div><div class="t m0 x88 hf y927 ff8 fs4 fc1 sc0 ls0 ws0">lub innemu członkowi z<span class="_ _6"></span>arzą<span class="ff7">du.  </span></div><div class="t m0 x88 ha y928 ff1 fs4 fc1 sc0 ls0 ws0">Komentarz <span class="_ _f"></span>Spółki:<span class="ffa fce"> <span class="_ _10"></span></span>Zasad<span class="_ _6"></span>a <span class="_ _10"></span>jest <span class="_ _f"></span>stosowana. <span class="_ _10"></span>Uc<span class="_ _6"></span>hwałą <span class="_ _10"></span>nr <span class="_ _f"></span>13/2021 <span class="_ _10"></span>Zarz<span class="_ _6"></span>ądu <span class="_ _10"></span>z <span class="_ _f"></span>dn<span class="_ _6"></span>ia <span class="_ _10"></span>15 <span class="_ _f"></span>października <span class="_ _10"></span>2<span class="_ _6"></span>021r. </div><div class="t m0 x88 ha y1c0 ff1 fs4 fc1 sc0 ls0 ws0">działając  na <span class="_ _21"> </span>p<span class="_ _6"></span>odstawie  Uchwały <span class="_ _21"> </span>Nr<span class="_ _6"></span>  13/1834/2021  z <span class="_ _21"> </span>dnia  29  marca  20<span class="_ _0"></span>21  r. <span class="_ _21"> </span>Rady<span class="_ _6"></span> <span class="_ _28"> </span>Giełdy  Papierów </div><div class="t m0 x88 ha y1c1 ff1 fs4 fc1 sc0 ls0 ws0">Wartościowych  w  spraw<span class="_ _6"></span>ie  przyjęcia  nowych  zasad <span class="_ _11"> </span>ładu  korpor<span class="_ _6"></span>acyjnego  dla  spółek<span class="_ _6"></span>  notowanych  na </div><div class="t m0 x88 ha y1c2 ff1 fs4 fc1 sc0 ls0 ws0">Głównym <span class="_ _27"> </span>Rynku <span class="_ _21"> </span>GPW <span class="_ _27"> </span>–<span class="ff2"> <span class="_ _27"> </span></span>„<span class="_ _6"></span>Dobre <span class="_ _27"> </span>Praktyk<span class="_ _6"></span>i <span class="_ _1e"> </span>Sp<span class="_ _6"></span>ółek <span class="_ _27"> </span>Notowanych <span class="_ _27"> </span>n<span class="_ _6"></span>a <span class="_ _27"> </span>GPW <span class="_ _27"> </span>2021” <span class="_ _21"> </span>(Dobr<span class="_ _6"></span><span class="ff2">e <span class="_ _27"> </span>Praktyki <span class="_ _21"> </span>2021, </span></div><div class="t m0 x88 ha y1c3 ff2 fs4 fc1 sc0 ls0 ws0">DPSN2021), <span class="_ _f"></span>w <span class="_ _f"></span>c<span class="_ _6"></span>elu <span class="_ _f"></span><span class="ff1">utrzymywani<span class="_ _6"></span>a <span class="_ _f"></span>skutecznych <span class="_ _f"></span>sy<span class="_ _6"></span>stemów: <span class="_ _f"></span>kontroli <span class="_ _f"></span>wew<span class="_ _6"></span>nętrznej, <span class="_ _f"></span>zarz<span class="_ _6"></span>ądzania <span class="_ _f"></span>ryzykiem </span></div><div class="t m0 x88 ha y929 ff1 fs4 fc1 sc0 ls0 ws0">oraz <span class="_ _1d"> </span>nadz<span class="_ _6"></span>oru <span class="_ _1d"> </span>zgodnoś<span class="_ _6"></span>ci <span class="_ _1d"> </span>działalnośc<span class="_ _6"></span>i <span class="_ _1d"> </span>z <span class="_ _1d"> </span>prawe<span class="_ _6"></span>m <span class="_ _1d"> </span>(c<span class="_ _6"></span>ompliance), <span class="_ _14"> </span>a <span class="_ _1d"> </span>także <span class="_ _14"> </span>skutecznej <span class="_ _14"> </span>funkcji <span class="_ _1d"> </span>audytu </div><div class="t m0 x88 ha y92a ff1 fs4 fc1 sc0 ls0 ws0">wewnętrznego, <span class="_ _10"></span>powoła<span class="_ _6"></span>no <span class="_ _6"></span>pełn<span class="_ _6"></span>omocnika <span class="_ _6"></span>Z<span class="_ _6"></span>arządu <span class="_ _6"></span>ds. <span class="_ _f"></span><span class="ff2">compliance <span class="_ _10"></span></span>oraz <span class="_ _10"></span>pełnomocnik<span class="_ _6"></span>a <span class="_ _6"></span>Zarządu <span class="_ _10"></span>ds. <span class="_ _10"></span>autytu </div><div class="t m0 x88 ha y92b ff1 fs4 fc1 sc0 ls0 ws0">wewnętrznego <span class="_ _29"> </span>w <span class="_ _29"> </span>MIRBU<span class="_ _6"></span>D <span class="_ _29"> </span>S.A., <span class="_ _29"> </span>którzy <span class="_ _29"> </span>bezpośrednio <span class="_ _29"> </span>w <span class="_ _29"> </span>strukturz<span class="_ _6"></span>e <span class="_ _11"> </span>org<span class="_ _6"></span>anizacy<span class="_ _6"></span>jnej <span class="_ _29"> </span>Spółki  p<span class="_ _6"></span>odlegają </div><div class="t m0 x88 ha y92c ff1 fs4 fc1 sc0 ls0 ws0">Prezesowi Zarządu. Uc<span class="_ _6"></span>hwała weszła w życie z <span class="_ _6"></span>mocą obowiązująca od <span class="_ _6"></span><span class="ff2">01<span class="_ _6"></span> lipca 2021 roku. <span class="_ _6"></span> </span></div><div class="t m0 x88 ha y81d ff2 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 x4 hf y64a ff7 fs4 fc1 sc0 ls14 ws0">3.6<span class="ls0"> <span class="_ _e"> </span><span class="ff2"> </span>Kieruj<span class="ff8">ą</span>cy  audytem  wewn<span class="_ _6"></span><span class="ff8">ę</span>trznym  podlega  organizacyjnie  prezesowi  zarz<span class="ff8">ą</span>du<span class="_ _6"></span>,  a <span class="_ _21"> </span>funkcjonalni<span class="_ _6"></span>e </span></div><div class="t m0 x88 hf y92d ff7 fs4 fc1 sc0 ls0 ws0">przewodnicz<span class="ff8">ą</span>cemu  komitetu  audytu <span class="_ _21"> </span>lub <span class="_ _28"> </span>przewodnicz<span class="_ _6"></span><span class="ff8">ą</span>cemu  r<span class="_ _0"></span>ady <span class="_ _21"> </span>n<span class="_ _6"></span>adzorczej,  je<span class="ff8">żeli <span class="_ _21"> </span>rada  pełni </span></div><div class="t m0 x88 hf y92e ff7 fs4 fc1 sc0 ls0 ws0">funkcj<span class="ff8">ę</span> komitetu<span class="_ _6"></span> audytu.  </div><div class="t m0 x4 ha y92f ff1 fs4 fc1 sc0 ls0 ws0">Komentarz <span class="_ _1e"> </span>Spółk<span class="_ _6"></span>i:<span class="ffa fce"> <span class="_ _1e"> </span></span><span class="ff2">Zasada <span class="_ _1e"> </span>ni</span>e <span class="_ _1e"> </span>j<span class="_ _6"></span>est <span class="_ _1e"> </span>stosowana. <span class="_ _1e"> </span>Spółk<span class="_ _6"></span>a <span class="_ _1e"> </span>dąży <span class="_ _1e"> </span>do <span class="_ _1e"> </span>pełneg<span class="_ _6"></span>o <span class="_ _1e"> </span>wdrożenia <span class="_ _1e"> </span>tej<span class="_ _6"></span> <span class="_ _1e"> </span>zasady, <span class="_ _1e"> </span>zgodnie <span class="_ _1e"> </span>z </div><div class="t m0 x4 ha y930 ff2 fs4 fc1 sc0 ls0 ws0">opisem w pkt. 3.3.<span class="_ _6"></span> </div><div class="t m0 x4 ha y931 ff2 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 x14b ha y6dc ff2 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 x4 hf y932 ff7 fs4 fc1 sc0 ls14 ws0">3.7<span class="ls0"> <span class="_ _e"> </span>Zasady <span class="_ _f"></span>3.4 <span class="_ _f"></span>- <span class="_ _f"></span>3.6 <span class="_ _f"></span>maj<span class="ff8">ą</span> <span class="_ _f"></span>zastosow<span class="_ _6"></span>anie <span class="_ _f"></span>r<span class="ff8">ó</span>wnie<span class="ff8">ż</span> <span class="_ _f"></span>w <span class="_ _f"></span>przypadku <span class="_ _f"></span>podmiot<span class="_ _6"></span><span class="ff8">ó</span>w <span class="_ _f"></span>z <span class="_ _f"></span>grupy <span class="_ _f"></span>sp<span class="ff8">ółki <span class="_ _f"></span>o <span class="_ _f"></span>istotnym </span></span></div><div class="t m0 x88 hf y933 ff8 fs4 fc1 sc0 ls0 ws0">znaczeniu dla jej działa<span class="_ _6"></span>lnoś<span class="ff7">ci, je</span>ś<span class="ff7">li w<span class="_ _6"></span>yznaczono w nich osoby do<span class="_ _6"></span> wykonywa<span class="_ _6"></span>nia tych zada</span>ń<span class="ff7 ls17">. <span class="ls0"> </span></span></div><div class="t m0 x88 hf y934 ff7 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 x4 ha y935 ff1 fs4 fc1 sc0 ls0 ws0">Komentarz <span class="_ _10"></span>Spółki:<span class="_ _6"></span><span class="ffa fce"> <span class="_ _6"></span></span>Zasad<span class="_ _6"></span>a <span class="_ _10"></span>nie <span class="_ _10"></span>jest <span class="_ _10"></span>stosowana. <span class="_ _10"></span>Sp<span class="_ _6"></span>ółka <span class="_ _10"></span>stosuje <span class="_ _10"></span>tę <span class="_ _10"></span>zasadę <span class="_ _10"></span>w <span class="_ _10"></span>zakre<span class="_ _6"></span>sie <span class="_ _6"></span>pkt.<span class="_ _6"></span> <span class="_ _6"></span>3.4<span class="_ _6"></span> <span class="_ _6"></span>i<span class="_ _6"></span> <span class="_ _6"></span>3.5, <span class="_ _10"></span>jedn<span class="_ _6"></span>akże </div><div class="t m0 x4 ha y936 ff1 fs4 fc1 sc0 ls0 ws0">pełne zastosowanie zasa<span class="_ _6"></span>dy będzie możliwe p<span class="_ _6"></span>o wdrożeniu zasady<span class="_ _6"></span> w pkt. 3.3.<span class="_ _6"></span><span class="ff2"> </span></div><div class="t m0 x14b ha y937 ff2 fs4 fc1 sc0 ls0 ws0"> </div></div><a class="l" href="mailto:%20compliance@budimex.pl"><span class="d m1" style="border-style:none;position:absolute;left:649.940000px;bottom:662.160000px;width:55.080000px;height:13.220000px;background-color:rgba(255,255,255,0.000001);" /></a></div><div class="pi" ></div></div><div id="pf54" class="pf w0 h0" ><div class="pc pc54 w0 h0"><img class="bi x6 y2b we5 hc2" alt="" 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"/><div class="c x0 y0 w3 h0"><div class="t m0 x9c h8 y6e0 ff4 fs3 fc3 sc0 ls0 ws0">SPRAWOZDANE ZARZĄDU Z DZIAŁALNOŚCI<span class="ff3"> MIRBUD S.A. ZA <span class="ls4">ROK</span> <span class="ls5">20</span>21<span class="fc4"> </span></span></div><div class="t m0 x4 h6 y6e1 ff3 fs2 fc1 sc0 ls0 ws0"> </div></div><div class="c x4 y2e wba hd2"><div class="t m0 xa5 ha y752 ff2 fs4 fc3 sc0 ls0 ws0">MIRBUD <span class="ls6">| </span><span class="ff1">Ws<span class="_ _6"></span>kazanie zasad ładu korp<span class="_ _6"></span>oracyjnego, które nie były <span class="_ _6"></span>przez Spółkę </span></div><div class="t m0 x48 ha y173 ff1 fs4 fc3 sc0 ls0 ws0">stosowane, wraz ze wsk<span class="_ _6"></span>azaniem jakie były ok<span class="_ _6"></span>oliczności i przyc<span class="_ _6"></span>zyny nie zastosowania </div><div class="t m0 x11d ha y222 ff2 fs4 fc3 sc0 ls0 ws0">danej zasady<span class="_ _6"></span> </div></div><div class="c x9 y2e wbb hd2"><div class="t m0 xa hb y5a7 ff3 fs1 fc0 sc0 ls11 ws0">84<span class="fs2 ls0"> </span></div></div><div class="c x0 y0 w3 h0"><div class="t m0 x4 h6 y31 ff3 fs2 fc1 sc0 ls0 ws0"> </div></div><div class="c xb y6e2 w7 h7f"><div class="t m0 xc hd y673 ff5 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x0 y0 w3 h0"><div class="t m0 x4 hf y7a5 ff7 fs4 fc1 sc0 ls14 ws0">3.8<span class="ls0"> <span class="_ _e"> </span>Co <span class="_ _29"> </span>najmniej <span class="_ _29"> </span>raz  w <span class="_ _29"> </span>roku <span class="_ _29"> </span>osoba <span class="_ _29"> </span>odpowiedzialna <span class="_ _29"> </span>za <span class="_ _29"> </span>a<span class="_ _6"></span>udyt <span class="_ _29"> </span>wewn<span class="ff8">ę</span>trzny, <span class="_ _29"> </span>a <span class="_ _29"> </span>w  przypad<span class="_ _6"></span>ku  braku </span></div><div class="t m0 x88 hf y7a6 ff7 fs4 fc1 sc0 ls0 ws0">wyodr<span class="ff8">ę</span>bnienia <span class="_ _1d"> </span>w <span class="_ _1d"> </span>sp<span class="_ _6"></span><span class="ff8">ółce <span class="_ _1d"> </span>takiej <span class="_ _12"> </span>f<span class="_ _6"></span>unkcji <span class="_ _1d"> </span>zarzą</span>d <span class="_ _14"> </span>sp<span class="ff8">ółki, <span class="_ _1d"> </span>przedstawia <span class="_ _1d"> </span>radz<span class="_ _6"></span>ie <span class="_ _12"> </span>nadz<span class="_ _6"></span>orczej <span class="_ _1d"> </span>ocen<span class="_ _6"></span>ę</span> </div><div class="t m0 x88 hf y7a7 ff7 fs4 fc1 sc0 ls0 ws0">skuteczno<span class="ff8">ś</span>ci <span class="_ _12"> </span>funkcjonow<span class="_ _6"></span>ania <span class="_ _13"> </span>system<span class="_ _6"></span><span class="ff8">ó</span>w <span class="_ _12"> </span>i <span class="_ _13"> </span>fu<span class="_ _6"></span>nkcji, <span class="_ _13"> </span>o <span class="_ _12"> </span>kt<span class="ff8">ó</span>rych <span class="_ _12"> </span>mowa <span class="_ _12"> </span>w <span class="_ _12"> </span>zasadz<span class="_ _6"></span>ie <span class="_ _13"> </span>3.1, <span class="_ _13"> </span>w<span class="_ _6"></span>raz <span class="_ _13"> </span>z </div><div class="t m0 x88 hf y7a8 ff7 fs4 fc1 sc0 ls0 ws0">odpowiednim sprawozd<span class="_ _6"></span>aniem. <span class="_ _6"></span> </div><div class="t m0 x4 ha y91d ff2 fs4 fc1 sc0 ls0 ws0">Komenta<span class="ff1">rz Spółki:<span class="ffa fce"> </span></span>Z<span class="_ _6"></span>asada nie jest stosowan<span class="_ _6"></span>a.<span class="ffa fce"> </span><span class="ff1">Zastosowan<span class="_ _6"></span>ie zasady będzie moż<span class="_ _6"></span>liwe po wdrożeniu zasady w<span class="_ _6"></span> </span></div><div class="t m0 x4 ha y7dc ff2 fs4 fc1 sc0 ls0 ws0">pkt. 3.3. </div><div class="t m0 x4 ha y226 ff2 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 x4 hf y91e ff7 fs4 fc1 sc0 ls14 ws0">3.10.<span class="ls0"> <span class="_ _5"></span>Co <span class="_ _13"> </span>najmniej <span class="_ _13"> </span>raz <span class="_ _13"> </span>n<span class="_ _6"></span>a <span class="_ _29"> </span>pi<span class="_ _6"></span><span class="ff8">ęć</span> <span class="_ _13"> </span>lat<span class="_ _6"></span> <span class="_ _29"> </span>w <span class="_ _13"> </span>sp<span class="ff8">ół<span class="_ _6"></span>ce <span class="_ _13"> </span>należą</span>c<span class="_ _6"></span>ej <span class="_ _29"> </span>do <span class="_ _12"> </span>indeksu <span class="_ _13"> </span>WIG20,<span class="_ _6"></span> <span class="_ _13"> </span>mWIG40 <span class="_ _13"> </span>lub <span class="_ _13"> </span>sWIG80 </span></div><div class="t m0 x70 hf y91f ff7 fs4 fc1 sc0 ls0 ws0">dokonywany <span class="_ _3"></span>jest, <span class="_ _3"></span>przez <span class="_ _3"></span>ni<span class="_ _6"></span>ezale<span class="ff8">ż</span>nego <span class="_ _3"></span>audytor<span class="_ _6"></span>a <span class="_ _5"></span>w<span class="_ _6"></span>ybranego <span class="_ _3"></span>przy <span class="_ _3"></span>udziale <span class="_ _3"></span>komit<span class="_ _6"></span>etu <span class="_ _3"></span>audytu, <span class="_ _3"></span>przegl<span class="_ _6"></span><span class="ff8">ą</span><span class="ls28">d </span></div><div class="t m0 x70 hf y920 ff7 fs4 fc1 sc0 ls0 ws0">funkcji audytu wewn<span class="_ _6"></span><span class="ff8">ę</span>trznego.  </div><div class="t m0 x4 ha y45d ff1 fs4 fc1 sc0 ls0 ws0">Komentarz Spółki:<span class="ffa fce"> </span><span class="ff2">Z<span class="_ _6"></span>asada nie jest stosowa<span class="_ _6"></span></span>na. Zastosowan<span class="_ _6"></span>ie zasady będzie możl<span class="_ _6"></span>iwe po wdrożeniu zasady w<span class="_ _6"></span> </div><div class="t m0 x4 ha y4c6 ff2 fs4 fc1 sc0 ls0 ws0">pkt. 3.3.  </div><div class="t m0 x4 ha y4c7 ff2 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 x8a hf y4c8 ff7 fs4 fc1 sc0 ls14 ws0">4.1.<span class="ls0"> <span class="_ _7"></span><span class="ls2a">Sp<span class="_ _6"></span><span class="ff8 ls0">ółka powinna <span class="_ _6"></span>umoż<span class="ff7">liwi<span class="_ _6"></span></span>ć<span class="ff7"> </span>akcjonariuszom <span class="_ _6"></span>udział <span class="_ _6"></span>w walnym <span class="_ _6"></span>zgromadzeniu prz<span class="_ _6"></span>y wykorzystaniu </span></span></span></div><div class="t m0 x14b hf y4c9 ff8 fs4 fc1 sc0 ls0 ws0">ś<span class="ff7">rodk</span>ó<span class="ff7">w <span class="_ _6"></span>komun<span class="_ _6"></span>ikacji <span class="_ _10"></span>elektronicznej <span class="_ _10"></span>(e-w<span class="_ _6"></span>alne), <span class="_ _6"></span>j<span class="_ _6"></span>e</span>żeli <span class="_ _6"></span>j<span class="_ _6"></span>est <span class="_ _6"></span>to <span class="_ _6"></span>u<span class="_ _6"></span>zasadnione <span class="_ _10"></span>z <span class="_ _10"></span>uwagi <span class="_ _6"></span>na <span class="_ _10"></span>zgłas<span class="_ _6"></span><span class="ff7">zane<span class="_ _6"></span> </span></div><div class="t m0 x14b hf y461 ff7 fs4 fc1 sc0 ls14 ws0">sp<span class="ff8 ls0">ółce <span class="_ _13"> </span>oczekiwania <span class="_ _13"> </span>akcjonariusz<span class="_ _6"></span>y, <span class="_ _29"> </span>o <span class="_ _29"> </span>il<span class="_ _6"></span>e <span class="_ _29"> </span>jest <span class="_ _13"> </span>w <span class="_ _13"> </span>stanie <span class="_ _29"> </span>zap<span class="_ _6"></span>ewni<span class="_ _6"></span>ć<span class="ff7"> <span class="_ _13"> </span>infrastr<span class="_ _6"></span>uktur</span>ę<span class="ff7"> <span class="_ _29"> </span>te<span class="_ _6"></span>chniczn</span>ą<span class="ff7"> </span></span></div><div class="t m0 x14b hf y4ca ff7 fs4 fc1 sc0 ls0 ws0">niezb<span class="ff8">ę</span><span class="ls28">dn</span><span class="ff8">ą</span> dla przeprow<span class="_ _6"></span>adzenia takiego walnego<span class="_ _6"></span> zgromadzenia. <span class="_ _6"></span> </div><div class="t m0 x4 ha y938 ff2 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 x4 ha y939 ff1 fs4 fc1 sc0 ls0 ws0">Komentarz <span class="_ _1e"> </span>Sp<span class="_ _6"></span>ółki:<span class="ffa fce"> <span class="_ _1e"> </span></span>Zasa<span class="_ _6"></span>da <span class="_ _1e"> </span>nie <span class="_ _1e"> </span>jest <span class="_ _27"> </span>stosowan<span class="_ _6"></span>a <span class="_ _1e"> </span>ze <span class="_ _1e"> </span>wz<span class="_ _6"></span>ględu <span class="_ _1e"> </span>na <span class="_ _1e"> </span>brak<span class="_ _6"></span> <span class="_ _1e"> </span>możliwości <span class="_ _27"> </span>zapewnienia<span class="_ _6"></span> <span class="_ _1e"> </span>infrastr<span class="_ _10"></span><span class="ff2">uktury </span></div><div class="t m0 x4 ha y923 ff1 fs4 fc1 sc0 ls0 ws0">technicznej <span class="_ _6"></span>zgod<span class="_ _6"></span>nie <span class="_ _6"></span>z <span class="_ _10"></span>wymogami <span class="_ _6"></span>praw<span class="_ _6"></span>a, <span class="_ _6"></span>w <span class="_ _6"></span>sz<span class="_ _6"></span>czególności <span class="_ _6"></span>z <span class="_ _10"></span>uwagi <span class="_ _6"></span>na <span class="_ _10"></span>brak <span class="_ _6"></span>zgłos<span class="_ _6"></span>zeń <span class="_ _6"></span>ze <span class="_ _10"></span>strony <span class="_ _6"></span>akc<span class="_ _6"></span>jonariuszy </div><div class="t m0 x4 ha y924 ff1 fs4 fc1 sc0 ls0 ws0">implementacja zas<span class="_ _6"></span>ady nie jest rozważana<span class="_ _6"></span>.<span class="_ _6"></span><span class="ff2"> </span></div><div class="t m0 x4 hf y925 ff7 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 x4 hf y6ce ff7 fs4 fc1 sc0 ls14 ws0">4.3.<span class="ls0"> <span class="_ _7"></span><span class="ls2a">Sp<span class="_ _6"></span><span class="ff8 ls0">ółka <span class="_ _12"> </span>zapewnia <span class="_ _12"> </span>powsz<span class="_ _6"></span>echnie <span class="_ _13"> </span>dost<span class="_ _6"></span>ę</span><span class="ls28">pn<span class="ff8 ls0">ą<span class="ff7"> <span class="_ _12"> </span>transm<span class="_ _6"></span>isj</span>ę<span class="ff7"> <span class="_ _13"> </span>ob<span class="_ _6"></span>rad <span class="_ _13"> </span>wa<span class="_ _6"></span>lnego <span class="_ _13"> </span>zgr<span class="_ _6"></span>omadzenia <span class="_ _12"> </span>w <span class="_ _12"> </span>czasie </span></span></span></span></span></div><div class="t m0 x88 hf y6cf ff7 fs4 fc1 sc0 ls0 ws0">rzeczywistym. <span class="_ _6"></span> </div><div class="t m0 x4 ha y93a ff1 fs4 fc1 sc0 ls0 ws0">Komentarz Spółki:<span class="ffa fce"> </span>Z<span class="_ _6"></span>asada nie jest stoso<span class="_ _6"></span>wana. Spółka wdroż<span class="_ _6"></span>y zasadę począwsz<span class="_ _6"></span>y od roku 2022.<span class="_ _10"></span><span class="ffa fce"> </span></div><div class="t m0 x4 hf y93b ff7 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 x4 hf y93c ff7 fs4 fc1 sc0 ls14 ws0">6.2.<span class="ls0"> <span class="_ _7"></span>Progr<span class="_ _6"></span>amy <span class="_ _f"></span>mot<span class="_ _6"></span>ywacyjne <span class="_ _e"> </span>powinn<span class="_ _6"></span>y <span class="_ _f"></span>by<span class="_ _6"></span><span class="ff8">ć</span> <span class="_ _e"></span>tak <span class="_ _e"></span>skonstruowane, <span class="_ _e"> </span>by <span class="_ _e"> </span>mi<span class="_ _6"></span><span class="ff8">ę</span><span class="ls28">dz</span>y <span class="_ _f"></span>inn<span class="_ _6"></span>ymi <span class="_ _e"></span>uzale<span class="ff8">żniały <span class="_ _e"> </span>poz<span class="_ _6"></span>iom </span></span></div><div class="t m0 x88 hf y93d ff8 fs4 fc1 sc0 ls0 ws0">wynagrodzenia <span class="_ _26"> </span>człon<span class="_ _6"></span>kó<span class="ff7">w <span class="_ _25"> </span>zarz</span>ą<span class="ff7">du <span class="_ _26"> </span>sp<span class="_ _6"></span></span>ółki <span class="_ _26"> </span>i <span class="_ _26"> </span>jej <span class="_ _25"> </span>kluczowych <span class="_ _26"> </span>mened<span class="_ _6"></span>ż<span class="ff7 ls8">er</span>ó<span class="ff7">w <span class="_ _26"> </span>o<span class="_ _6"></span>d <span class="_ _26"> </span>rzeczywistej, </span></div><div class="t m0 x88 hf y93e ff8 fs4 fc1 sc0 ls0 ws0">długoterminowej <span class="_ _c"> </span>sytuacji <span class="_ _1b"> </span>sp<span class="_ _6"></span>ółki <span class="_ _1b"> </span>w <span class="_ _c"> </span>zakresie <span class="_ _1b"> </span>wynik<span class="_ _6"></span>ó<span class="ff7">w <span class="_ _1b"> </span>finansow<span class="_ _6"></span>ych <span class="_ _1b"> </span>i <span class="_ _1b"> </span>niefin<span class="_ _6"></span>ansowych <span class="_ _1b"> </span>oraz </span></div><div class="t m0 x88 hf y93f ff8 fs4 fc1 sc0 ls0 ws0">długoterminowego <span class="_ _1d"> </span>wzrostu <span class="_ _12"> </span>warto<span class="_ _6"></span>ś<span class="ff7">ci <span class="_ _12"> </span>dla <span class="_ _12"> </span>akc<span class="_ _6"></span>jonariuszy <span class="_ _12"> </span>i <span class="_ _12"> </span>zr</span>ó<span class="ff7">w<span class="_ _6"></span>nowa</span>ż<span class="ff7">oneg<span class="_ _6"></span>o <span class="_ _12"> </span>rozwoju, <span class="_ _12"> </span>a <span class="_ _12"> </span>tak<span class="_ _6"></span></span>ż<span class="ff7 ls14">e </span></div><div class="t m0 x88 hf y940 ff7 fs4 fc1 sc0 ls0 ws0">stabilno<span class="ff8">ś</span>ci funkcjonow<span class="_ _6"></span>ania sp<span class="ff8">ółki<span class="_ _6"></span>. </span> </div><div class="t m0 x4 hf y941 ff7 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 x4 ha y743 ff1 fs4 fc1 sc0 ls0 ws0">Komentarz <span class="_ _1e"> </span>Spółki: <span class="_ _1e"> </span>Zasada <span class="_ _1e"> </span>nie <span class="_ _e"> </span>jest <span class="_ _1e"> </span>stosowana. <span class="_ _1e"> </span>Spółka <span class="_ _1e"> </span>nie <span class="_ _e"> </span>w<span class="_ _6"></span>drożyła <span class="_ _e"> </span>progra<span class="_ _6"></span>mów <span class="_ _e"> </span>motywacy<span class="_ _6"></span>jnych, <span class="_ _e"> </span>jedn<span class="_ _6"></span>akże </div><div class="t m0 x4 ha y942 ff1 fs4 fc1 sc0 ls0 ws0">poziom <span class="_ _1d"> </span>wynagro<span class="_ _6"></span>dzeń <span class="_ _1d"> </span>i <span class="_ _1d"> </span>premie <span class="_ _1d"> </span>d<span class="_ _6"></span>la <span class="_ _1d"> </span>członków <span class="_ _1d"> </span>z<span class="_ _6"></span>arządu <span class="_ _1d"> </span>i <span class="_ _1d"> </span>kluczowyc<span class="_ _6"></span>h <span class="_ _1d"> </span>mened<span class="_ _6"></span>żerów <span class="_ _1d"> </span>są <span class="_ _1d"> </span>uzal<span class="_ _10"></span>eżnione <span class="_ _1d"> </span>od </div><div class="t m0 x4 ha y943 ff1 fs4 fc1 sc0 ls0 ws0">długoterminowej sytuac<span class="_ _6"></span>ji spółki.<span class="_ _6"></span><span class="ff2"> </span></div><div class="t m0 x4 hf y944 ff7 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 xc0 hf y7d ff7 fs4 fc1 sc0 ls14 ws0">6.3.<span class="ls0"> <span class="_ _7"></span><span class="ls14">Je<span class="ff8 ls0">ż<span class="_ _6"></span><span class="ff7">eli <span class="_ _3"></span>w <span class="_ _3"></span>sp<span class="_ _6"></span><span class="ff8">ółce <span class="_ _3"></span>jednym<span class="_ _6"></span> <span class="_ _3"></span>z <span class="_ _3"></span>p<span class="_ _6"></span>rogramó<span class="ff7">w <span class="_ _3"></span>mot<span class="_ _6"></span>ywacyjnych <span class="_ _3"></span>jest <span class="_ _0"></span>program <span class="_ _0"></span>opcji <span class="_ _3"></span>men<span class="_ _6"></span>ed<span class="ff8">ż<span class="_ _6"></span></span>erskich, <span class="_ _3"></span>w<span class="ff8">ó</span>wczas </span></span></span></span></span></span></div><div class="t m0 x39 hf y945 ff7 fs4 fc1 sc0 ls0 ws0">realizacja p<span class="_ _6"></span>rogramu opcji<span class="_ _6"></span> winna by<span class="_ _6"></span><span class="ff8">ć</span> uz<span class="_ _6"></span>ale<span class="ff8">żniona o<span class="_ _6"></span>d spełnienia p<span class="_ _6"></span>rzez upraw<span class="_ _6"></span>nionych, w przeci<span class="_ _10"></span>ą</span><span class="ls41">gu </span></div><div class="t m0 x39 hf yba ff7 fs4 fc1 sc0 ls0 ws0">co <span class="_ _6"></span>najmniej <span class="_ _6"></span>3 <span class="_ _6"></span>lat, <span class="_ _6"></span>z <span class="_ _6"></span>g<span class="ff8">ó<span class="_ _6"></span></span>ry <span class="_ _6"></span>wyznaczonych, <span class="_ _6"></span>realnych <span class="_ _10"></span>i <span class="_ _6"></span>odpowiednich <span class="_ _6"></span>dla <span class="_ _6"></span>sp<span class="_ _6"></span><span class="ff8">ółki<span class="_ _6"></span> <span class="_ _6"></span>celó</span>w <span class="_ _6"></span>finansowych <span class="_ _6"></span>i </div><div class="t m0 x39 hf y567 ff7 fs4 fc1 sc0 ls0 ws0">niefinansowych <span class="_ _27"> </span>oraz <span class="_ _27"> </span>zr<span class="_ _6"></span><span class="ff8">ó</span>wnowa<span class="ff8">ż<span class="_ _6"></span></span>onego <span class="_ _1e"> </span>roz<span class="_ _6"></span>woju, <span class="_ _1e"> </span>a <span class="_ _1e"> </span>ustalo<span class="_ _6"></span>na <span class="_ _1e"> </span>cena <span class="_ _27"> </span>naby<span class="_ _6"></span>cia <span class="_ _1e"> </span>przez<span class="_ _6"></span> <span class="_ _1e"> </span>uprawnionych </div><div class="t m0 x39 hf y550 ff7 fs4 fc1 sc0 ls0 ws0">akcji lub rozliczenia op<span class="_ _6"></span>cji nie mo<span class="ff8">ż</span>e od<span class="_ _6"></span>biega<span class="ff8">ć</span> od w<span class="_ _6"></span>arto<span class="ff8">ś</span>ci akcji z okresu uch<span class="_ _6"></span>walania p<span class="_ _6"></span>rogramu.  </div><div class="t m0 x4 ha y39c ff2 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 x4 ha y946 ff1 fs4 fc1 sc0 ls0 ws0">Komentarz Spółki: Z<span class="_ _6"></span>asada nie jest stoso<span class="_ _6"></span>wana. W spółc<span class="_ _6"></span>e nie funkcjonuje progra<span class="_ _6"></span>m opcji menedżers<span class="_ _6"></span>kich.<span class="_ _6"></span><span class="ff2"> </span></div><div class="t m0 x4 hf y947 ff7 fs4 fc1 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf55" class="pf w0 h0" ><div class="pc pc55 w0 h0"><img class="bi x6 y2b we5 hc2" alt="" 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"/><div class="c x0 y0 w3 h0"><div class="t m0 x9c h8 y6e0 ff4 fs3 fc3 sc0 ls0 ws0">SPRAWOZDANE ZARZĄDU Z DZIAŁALNOŚCI<span class="ff3"> MIRBUD S.A. ZA <span class="ls4">ROK</span> <span class="ls5">20</span>21<span class="fc4"> </span></span></div><div class="t m0 x4 h6 y6e1 ff3 fs2 fc1 sc0 ls0 ws0"> </div></div><div class="c x4 y2e wba hd2"><div class="t m0 x4f ha y752 ff2 fs4 fc3 sc0 ls0 ws0">MIRBUD <span class="ls6">| </span><span class="ff1">Sy<span class="_ _6"></span>stemy kontroli wewn<span class="_ _6"></span>ętrznej i zarządzania<span class="_ _6"></span> ryzykiem w odniesien<span class="_ _6"></span>iu do </span></div><div class="t m0 x51 ha y173 ff1 fs4 fc3 sc0 ls0 ws0">procesu sporządzania<span class="_ _6"></span> sprawozdań finansowy<span class="_ _6"></span>ch i skonsolidowa<span class="_ _6"></span>nych sprawozdań </div><div class="t m0 x14c ha y222 ff2 fs4 fc3 sc0 ls0 ws0">finansowych<span class="_ _6"></span> </div></div><div class="c x9 y2e wbb hd2"><div class="t m0 xa hb y5a7 ff3 fs1 fc0 sc0 ls11 ws0">85<span class="fs2 ls0"> </span></div></div><div class="c x0 y0 w3 h0"><div class="t m0 x4 h6 y31 ff3 fs2 fc1 sc0 ls0 ws0"> </div></div><div class="c xb y6e2 w7 h7f"><div class="t m0 xc hd y673 ff5 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x0 y0 w3 h0"><div class="t m0 x4 h10 y80a ff7 fs0 fc1 sc0 ls0 ws0">14.3. <span class="_ _7"></span><span class="ff8">Systemy kontroli <span class="_ _0"></span>wewnętrznej i zarządzan<span class="_ _3"></span>ia<span class="_ _6"></span> ryzykiem w odnie<span class="_ _0"></span>sieniu do <span class="_ _0"></span>procesu </span></div><div class="t m0 xef h10 y80b ff8 fs0 fc1 sc0 ls0 ws0">sporządzania <span class="_ _d"> </span>sprawozdań <span class="_ _d"> </span>finansowych <span class="_ _17"> </span>i <span class="_ _d"> </span>sk<span class="_ _6"></span>onsolidowanych <span class="_ _17"> </span>s<span class="_ _6"></span>prawozdań<span class="_ _3"></span> </div><div class="t m0 xef h10 y948 ff7 fs0 fc1 sc0 ls0 ws0">finansowych </div><div class="t m0 x4 ha y949 ff1 fs4 fc1 sc0 ls0 ws0">Zarząd <span class="_ _10"></span>MIRBUD <span class="_ _f"></span>S.A. <span class="_ _6"></span>jest <span class="_ _10"></span>odpo<span class="_ _6"></span>wiedzialny <span class="_ _10"></span>za <span class="_ _10"></span>system <span class="_ _f"></span>kontroli <span class="_ _6"></span>wewn<span class="_ _6"></span>ętrznej <span class="_ _10"></span>i <span class="_ _10"></span>jego <span class="_ _10"></span>s<span class="_ _6"></span>kuteczność <span class="_ _10"></span>w <span class="_ _10"></span>odniesieniu </div><div class="t m0 x4 ha y753 ff1 fs4 fc1 sc0 ls0 ws0">do procesu sporządzan<span class="_ _6"></span>ia sprawozdań fina<span class="_ _6"></span>nsowych. <span class="_ _6"></span><span class="ff2"> </span></div><div class="t m0 x4 ha y94a ff1 fs4 fc1 sc0 ls0 ws0">Nadzór <span class="_ _3"></span>mery<span class="_ _6"></span>toryczny nad <span class="_ _3"></span>przy<span class="_ _6"></span>gotowaniem <span class="_ _3"></span>jednostkow<span class="_ _6"></span>ych <span class="_ _0"></span>i <span class="_ _3"></span>skonsolidow<span class="_ _6"></span>anych <span class="_ _3"></span>s<span class="_ _6"></span>prawozdań <span class="_ _3"></span>fi<span class="_ _6"></span>nansowych <span class="_ _0"></span>pełni </div><div class="t m0 x4 ha y94b ff2 fs4 fc1 sc0 ls0 ws0">Dyrektor <span class="_ _1d"> </span>Ekonomiczno-<span class="ff1">Fi<span class="_ _6"></span>nansowy. <span class="_ _12"> </span>Za <span class="_ _1d"> </span>sporządze<span class="_ _6"></span>nie <span class="_ _12"> </span>jednostkoweg<span class="_ _6"></span>o <span class="_ _12"> </span>i <span class="_ _12"> </span>s<span class="_ _6"></span>konsolidowanego <span class="_ _1d"> </span>sprawozdan<span class="_ _6"></span>ia </span></div><div class="t m0 x4 ha y256 ff1 fs4 fc1 sc0 ls0 ws0">finansowego odpowi<span class="_ _6"></span>edzialna jest Główna Księ<span class="_ _6"></span>gowa jednostki dom<span class="_ _6"></span>inując<span class="_ _6"></span>ej. <span class="ff2"> </span></div><div class="t m0 x4 ha y94c ff1 fs4 fc1 sc0 ls0 ws0">Skonsolidowane <span class="_ _1e"> </span>spraw<span class="_ _6"></span>ozdania <span class="_ _1e"> </span>finansowe <span class="_ _1e"> </span>sporządza <span class="_ _1e"> </span>się <span class="_ _1e"> </span>na <span class="_ _1e"> </span>podstawie <span class="_ _1e"> </span>sprawo<span class="_ _6"></span>zdań <span class="_ _e"> </span>fi<span class="_ _6"></span>nansowych <span class="_ _1e"> </span>jednostk<span class="_ _6"></span>i </div><div class="t m0 x4 ha y94d ff1 fs4 fc1 sc0 ls0 ws0">dominującej <span class="_ _6"></span>oraz<span class="_ _6"></span> <span class="_ _6"></span>jednostek<span class="_ _6"></span> <span class="_ _6"></span>zależnych. <span class="_ _10"></span>Spraw<span class="_ _6"></span>ozdania <span class="_ _10"></span>finansowe <span class="_ _6"></span>j<span class="_ _6"></span>ednostki <span class="_ _6"></span>zal<span class="_ _6"></span>eżnej <span class="_ _6"></span>po <span class="_ _10"></span>uwzględnien<span class="_ _6"></span>iu <span class="_ _6"></span>korekt </div><div class="t m0 x4 ha y94e ff1 fs4 fc1 sc0 ls0 ws0">doprowadzającyc<span class="_ _6"></span>h <span class="_ _3"></span>do <span class="_ _0"></span>zgodności <span class="_ _0"></span>z <span class="_ _3"></span>Międzynaro<span class="_ _6"></span>dowym<span class="_ _6"></span>i <span class="_ _3"></span>Standardam<span class="_ _6"></span>i <span class="_ _3"></span>Sprawozdawc<span class="_ _6"></span>zości <span class="_ _0"></span>Finansowej <span class="_ _0"></span>(„MSSF”) </div><div class="t m0 x4 ha y94f ff1 fs4 fc1 sc0 ls0 ws0">są <span class="_ _1b"> </span>sporządzane <span class="_ _1b"> </span>w <span class="_ _c"> </span>oparciu <span class="_ _1a"> </span>o <span class="_ _1b"> </span>j<span class="_ _6"></span>ednolite <span class="_ _1b"> </span>zasady <span class="_ _1b"> </span>rac<span class="_ _6"></span>hunkowości <span class="_ _1b"> </span>stosowane<span class="_ _6"></span> <span class="_ _1b"> </span>dla <span class="_ _1a"> </span>tr<span class="_ _6"></span>ansakcji <span class="_ _1b"> </span>i <span class="_ _1b"> </span>zdarze<span class="_ _6"></span>ń </div><div class="t m0 x4 ha y85f ff2 fs4 fc1 sc0 ls0 ws0">gospodarczyc<span class="_ _6"></span>h o podobnym charakterze. <span class="_ _6"></span> </div><div class="t m0 x4 ha y950 ff2 fs4 fc1 sc0 ls0 ws0">Sprawozdania <span class="_ _6"></span>skonsolid<span class="_ _6"></span>owane <span class="_ _6"></span>i <span class="_ _6"></span>jednostkowe <span class="_ _6"></span>sprawoz<span class="_ _6"></span>dania <span class="_ _6"></span>finansowe <span class="_ _6"></span>MIRB<span class="_ _6"></span><span class="ff1">UD<span class="_ _6"></span> <span class="_ _6"></span>S.A. <span class="_ _6"></span>podlegają <span class="_ _6"></span>przeglądow<span class="_ _6"></span>i </span></div><div class="t m0 x4 ha y951 ff1 fs4 fc1 sc0 ls0 ws0">lub badaniu przez nieza<span class="_ _6"></span>leżnego biegłego rew<span class="_ _6"></span>identa. <span class="_ _6"></span><span class="ff2"> </span></div><div class="t m0 x4 ha y952 ff2 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 xc0 hf y11 ff7 fs4 fc1 sc0 ls14 ws0">14.4.<span class="ls0"> <span class="_ _32"> </span><span class="ff8">Akcjonariusz<span class="_ _6"></span>e posiadający znacz<span class="_ _6"></span>ne pakiety akcji<span class="_ _6"></span></span> </span></div><div class="t m0 x4 ha y860 ff1 fs4 fc1 sc0 ls0 ws0">Według <span class="_ _21"> </span>stanu<span class="_ _6"></span> <span class="_ _21"> </span>na <span class="_ _21"> </span>dzień<span class="_ _6"></span> <span class="_ _21"> </span>31.12.2021<span class="_ _6"></span><span class="ff2"> <span class="_ _21"> </span>r.<span class="_ _6"></span> <span class="_ _21"> </span></span>kapitał <span class="_ _21"> </span>zakł<span class="_ _6"></span>adowy <span class="_ _28"> </span>Spółki <span class="_ _21"> </span>podzie<span class="_ _6"></span>lony <span class="_ _21"> </span>jest <span class="_ _21"> </span>na<span class="_ _6"></span> <span class="_ _21"> </span>91<span class="_ _6"></span><span class="ff2"> 744 <span class="_ _21"> </span>200<span class="_ _6"></span> <span class="_ _21"> </span>akcji <span class="_ _21"> </span>n<span class="_ _6"></span>a </span></div><div class="t m0 x4 ha y1d1 ff1 fs4 fc1 sc0 ls0 ws0">okaziciela w pełni op<span class="_ _6"></span>łaconych o wartości <span class="_ _6"></span>nominalnej 0,10 zł każd<span class="_ _6"></span>a.<span class="_ _6"></span><span class="ff2"> </span></div><div class="t m0 x4 ha y1d2 ff2 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 x4 h24 y953 ff9 fs5 fc1 sc0 ls0 ws0">Tabela: Struktura<span class="_ _0"></span> własności<span class="_ _0"></span> kapitału za<span class="_ _0"></span>kładowego na 31<span class="_ _3"></span> grudnia 2021 roku<span class="ffa"> </span></div></div><div class="c x4 y75f w11f hda"><div class="t m0 xbd h26 y7e9 ff7 fs5 fc0 sc0 ls0 ws0">Akcjonariusz </div></div><div class="c x11e y75f w120 hda"><div class="t m0 x48 h26 y595 ff7 fs5 fc0 sc0 ls0 ws0">Liczba </div><div class="t m0 x52 h26 y7e9 ff7 fs5 fc0 sc0 ls0 ws0">posiadanych </div><div class="t m0 x1f h26 y555 ff7 fs5 fc0 sc0 ls0 ws0">akcji </div></div><div class="c x5d y75f w121 hda"><div class="t m0 x30 h26 y200 ff8 fs5 fc0 sc0 ls0 ws0">Udział w kapita<span class="_ _3"></span>l<span class="_ _6"></span>e </div><div class="t m0 x56 h26 y675 ff8 fs5 fc0 sc0 ls0 ws0">zakładowym<span class="ff7"> </span></div></div><div class="c x12c y75f wfc hda"><div class="t m0 x30 h26 y7e9 ff8 fs5 fc0 sc0 ls0 ws0">Liczba głosów<span class="ff7"> </span></div></div><div class="c x12d y75f wdd hda"><div class="t m0 x30 h26 y595 ff8 fs5 fc0 sc0 ls0 ws0">% udział akcji w<span class="_ _3"></span> </div><div class="t m0 x6a h26 y7e9 ff8 fs5 fc0 sc0 ls0 ws0">ogólnej liczbie </div><div class="t m0 x50 h26 y555 ff8 fs5 fc0 sc0 ls0 ws0">głosów<span class="ff7"> </span></div></div><div class="c x4 y954 w11f hef"><div class="t m0 xc8 h26 y955 ff7 fs5 fc1 sc0 ls0 ws0">Jerzy Mirgos </div></div><div class="c x11e y954 w120 hef"><div class="t m0 x29 h28 y955 ff2 fs5 fc1 sc0 ls0 ws0">41 371 064   <span class="_ _0"></span> </div></div><div class="c x5d y954 w121 hef"><div class="t m0 x4a h26 y955 ff7 fs5 fc1 sc0 ls13 ws0">45,<span class="ls0">1% </span></div></div><div class="c x12c y954 wfc hef"><div class="t m0 x12e h28 y955 ff2 fs5 fc1 sc0 ls0 ws0">41 371 <span class="ls13">064 </span> </div></div><div class="c x12d y954 wdd hef"><div class="t m0 x1c h26 y955 ff7 fs5 fc1 sc0 ls13 ws0">45,<span class="ls0">1% </span></div></div><div class="c x4 y956 w11f hd9"><div class="t m0 xc8 h26 y7e5 ff7 fs5 fc1 sc0 ls0 ws0">Nationale-Nederlan<span class="_ _3"></span>den <span class="_ _6"></span>Otwarty<span class="_ _3"></span> Fundusz </div><div class="t m0 xc8 h26 y599 ff7 fs5 fc1 sc0 ls0 ws0">Emerytalny<span class="_ _0"></span> </div></div><div class="c x11e y956 w120 hd9"><div class="t m0 x3a h28 y7e6 ff2 fs5 fc1 sc0 ls0 ws0">9 171 <span class="ls13">837 </span> </div></div><div class="c x5d y956 w121 hd9"><div class="t m0 x4a h26 y7e6 ff7 fs5 fc1 sc0 ls0 ws0">9,99% </div></div><div class="c x12c y956 wfc hd9"><div class="t m0 x29 h28 y7e6 ff2 fs5 fc1 sc0 ls0 ws0">9 171 <span class="ls13">837 </span> </div></div><div class="c x12d y956 wdd hd9"><div class="t m0 x1c h26 y7e6 ff7 fs5 fc1 sc0 ls0 ws0">9,<span class="ls13">99</span>% </div></div><div class="c x4 y957 w11f hba"><div class="t m0 xc8 h26 y7ec ff7 fs5 fc1 sc0 ls0 ws0">Pozostali akcjo<span class="_ _0"></span>nariusze </div></div><div class="c x11e y957 w120 hba"><div class="t m0 x29 h28 y7ec ff2 fs5 fc1 sc0 ls0 ws0">41 201 299 </div></div><div class="c x5d y957 w121 hba"><div class="t m0 x51 h26 y7ec ff7 fs5 fc1 sc0 ls0 ws0">44,91% </div></div><div class="c x12c y957 wfc hba"><div class="t m0 x12e h28 y7ec ff2 fs5 fc1 sc0 ls0 ws0">41 201 299 </div></div><div class="c x12d y957 wdd hba"><div class="t m0 x4f h26 y7ec ff7 fs5 fc1 sc0 ls0 ws0">44,91% </div></div><div class="c x4 y1a6 w11f hba"><div class="t m0 x12f h26 y642 ff7 fs5 fc1 sc0 ls0 ws0">Razem </div></div><div class="c x11e y1a6 w120 hba"><div class="t m0 x29 h26 y642 ff2 fs5 fc1 sc0 ls0 ws0">91 744 200<span class="ff7"> </span></div></div><div class="c x5d y1a6 w121 hba"><div class="t m0 x73 h26 y642 ff7 fs5 fc1 sc0 ls0 ws0">100,00% </div></div><div class="c x12c y1a6 wfc hba"><div class="t m0 x12e h26 y642 ff2 fs5 fc1 sc0 ls0 ws0">91 744 200<span class="ff7"> </span></div></div><div class="c x12d y1a6 wdd hba"><div class="t m0 x54 h26 y642 ff7 fs5 fc1 sc0 ls0 ws0">100,00% </div></div><div class="c x0 y0 w3 h0"><div class="t m0 x4 h10 y52e ff7 fs0 fc1 sc0 ls0 ws0">14.5. <span class="_ _c"> </span>Posiadacze <span class="_ _1f"> </span><span class="ff8">wszelkich <span class="_ _15"> </span>pa<span class="_ _6"></span>pierów <span class="_ _1f"> </span>wart<span class="_ _3"></span>ośc<span class="_ _6"></span>iowych, <span class="_ _15"> </span>k<span class="_ _6"></span>tóre <span class="_ _15"> </span>dają <span class="_ _1f"> </span>specjalne </span></div><div class="t m0 x88 h10 y1a9 ff8 fs0 fc1 sc0 ls0 ws0">uprawnienia kontrolne, wraz z opisem tych uprawnień <span class="ff7"> </span></div><div class="t m0 x4 ha y2d6 ff1 fs4 fc1 sc0 ls0 ws0">MIRBUD <span class="_ _27"> </span>S.A. <span class="_ _21"> </span>nie <span class="_ _27"> </span>wyemitowała <span class="_ _21"> </span>papierów <span class="_ _27"> </span>wartośc<span class="_ _6"></span>iowych <span class="_ _27"> </span>dającyc<span class="_ _6"></span>h <span class="_ _1e"> </span>ak<span class="_ _6"></span>cjonariuszom <span class="_ _27"> </span>specjalne <span class="_ _21"> </span>uprawnienia </div><div class="t m0 x4 ha y2d7 ff2 fs4 fc1 sc0 ls0 ws0">kontrolne.  </div><div class="t m0 x4 h10 y958 ff7 fs0 fc1 sc0 ls0 ws0">14.6. <span class="_ _c"> </span><span class="ff8">Ograniczenia odnośnie </span><span class="ls37">do <span class="_ _6"></span></span><span class="ff8">wykonywania prawa głosu</span> </div><div class="t m0 x4 ha y959 ff1 fs4 fc1 sc0 ls0 ws0">W Spółce nie istniej<span class="_ _6"></span>ą żadne ograniczenia w z<span class="_ _6"></span>akresie wykonywania praw<span class="_ _6"></span>a głosu. <span class="_ _6"></span><span class="ff2"> </span></div><div class="t m0 x4 h10 y95a ff7 fs0 fc1 sc0 ls0 ws0">14.7. <span class="_ _c"> </span><span class="ff8">Ograniczenia <span class="_ _2f"> </span>dotyczące <span class="_ _2f"> </span>przenoszenia <span class="_ _2f"> </span>prawa <span class="_ _2f"> </span>wł<span class="_ _0"></span>asności <span class="_ _2f"> </span>papierów </span></div><div class="t m0 x88 h10 y451 ff8 fs0 fc1 sc0 ls0 ws0">wartościowych <span class="ff7"> </span></div><div class="t m0 x4 ha y95b ff1 fs4 fc1 sc0 ls0 ws0">MIRBUD S.A. nie wyemitowała akcji, co do których występowałyby jakieko<span class="_ _6"></span>lwiek ograniczenia w przenoszeni<span class="_ _6"></span><span class="ff2 ls14">u </span></div><div class="t m0 x4 ha y95c ff1 fs4 fc1 sc0 ls0 ws0">prawa własnośc<span class="_ _6"></span>i. <span class="ff2"> </span></div></div></div><div class="pi" ></div></div><div id="pf56" class="pf w0 h0" ><div class="pc pc56 w0 h0"><img class="bi x6 y2b we5 hc2" alt="" 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class="c x0 y0 w3 h0"><div class="t m0 x9c h8 y6e0 ff4 fs3 fc3 sc0 ls0 ws0">SPRAWOZDANE ZARZĄDU Z DZIAŁALNOŚCI<span class="ff3"> MIRBUD S.A. ZA <span class="ls4">ROK</span> <span class="ls5">20</span>21<span class="fc4"> </span></span></div><div class="t m0 x4 h6 y6e1 ff3 fs2 fc1 sc0 ls0 ws0"> </div></div><div class="c x4 y2e wba h9"><div class="t m0 x14d ha y2f ff2 fs4 fc3 sc0 ls0 ws0">MIRBUD <span class="ls6">| </span>Z<span class="_ _6"></span>asady zmiany statut<span class="_ _6"></span>u MIRBUD S.A.<span class="_ _6"></span> </div></div><div class="c x9 y2e wbb h9"><div class="t m0 xa hb y30 ff3 fs1 fc0 sc0 ls11 ws0">86<span class="fs2 ls0"> </span></div></div><div class="c x0 y0 w3 h0"><div class="t m0 x4 h6 y31 ff3 fs2 fc1 sc0 ls0 ws0"> </div></div><div class="c xb y6e2 w7 h7f"><div class="t m0 xc hd y673 ff5 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x0 y0 w3 h0"><div class="t m0 x4 h10 y80a ff7 fs0 fc1 sc0 ls0 ws0">14.8. <span class="_ _c"> </span>Zasady zmiany statutu MIRBUD S.A. </div><div class="t m0 x4 ha y867 ff1 fs4 fc1 sc0 ls0 ws0">Zgodnie <span class="_ _10"></span>z <span class="_ _10"></span>§<span class="_ _6"></span> <span class="_ _10"></span>18 <span class="_ _10"></span>ust. <span class="_ _10"></span>1 <span class="_ _f"></span>pkt <span class="_ _10"></span>3 <span class="_ _f"></span>i <span class="_ _10"></span>ust. <span class="_ _10"></span>2 <span class="_ _f"></span>Statutu <span class="_ _10"></span>MIRBUD <span class="_ _f"></span>S.A., <span class="_ _6"></span>j<span class="_ _6"></span>ego <span class="_ _10"></span>zmiana <span class="_ _f"></span>dokonywana <span class="_ _10"></span>jest <span class="_ _10"></span>w <span class="_ _f"></span>drodze <span class="_ _10"></span>uchwa<span class="_ _6"></span>ły </div><div class="t m0 x4 ha y868 ff1 fs4 fc1 sc0 ls0 ws0">Walnego <span class="_ _10"></span>Zgr<span class="_ _6"></span>omadzenia <span class="_ _f"></span>Akcjonariuszy, <span class="_ _f"></span>podjętej <span class="_ _f"></span>na <span class="_ _10"></span>wniosek<span class="_ _6"></span> <span class="_ _10"></span>Zarząd<span class="_ _6"></span>u <span class="_ _10"></span>Spó<span class="_ _6"></span>łki <span class="_ _10"></span>przedłożo<span class="_ _6"></span>ny <span class="_ _10"></span>łączn<span class="_ _6"></span>ie <span class="_ _10"></span>z <span class="_ _f"></span>pisemn<span class="_ _10"></span><span class="ls8">ą </span></div><div class="t m0 x4 ha y95d ff1 fs4 fc1 sc0 ls0 ws0">opinią Rady<span class="_ _6"></span> Nadzorczej <span class="_ _6"></span>lub na <span class="_ _6"></span>wniosek <span class="_ _6"></span>akcjonariuszy, <span class="_ _6"></span>który <span class="_ _6"></span>powinien być z<span class="_ _6"></span>aopiniowany prz<span class="_ _6"></span>ez Zarząd <span class="_ _6"></span>Spółki </div><div class="t m0 x4 ha y95e ff1 fs4 fc1 sc0 ls0 ws0">i <span class="_ _e"></span>Radę <span class="_ _e"> </span>Nadz<span class="_ _6"></span>orczą, <span class="_ _e"> </span>zgodni<span class="_ _6"></span>e <span class="_ _e"></span>z <span class="_ _e"> </span>art. <span class="_ _1e"> </span>415 <span class="_ _e"> </span>Kodeks<span class="_ _6"></span>u <span class="_ _e"></span>spółek <span class="_ _1e"> </span>handlowych <span class="_ _e"> </span>w<span class="_ _6"></span>iększością <span class="_ _e"> </span>trzech <span class="_ _1e"> </span>czwartych <span class="_ _1e"> </span>głosów.  </div><div class="t m0 x4 ha y95f ff1 fs4 fc1 sc0 ls0 ws0">Uchwalone zmiany wprow<span class="_ _6"></span>adzane są w dro<span class="_ _6"></span>dze dokonan<span class="_ _6"></span>ia stosownego w<span class="_ _6"></span>pisu do rejestru prz<span class="_ _6"></span>edsiębiorców. <span class="_ _6"></span><span class="ff2"> </span></div><div class="t m0 x4 h10 y960 ff7 fs0 fc1 sc0 ls0 ws0">14.9. <span class="_ _c"> </span>Zgromadzenie Akcjonariuszy MIRBUD S.A. </div><div class="t m0 x4 ha y961 ff1 fs4 fc1 sc0 ls0 ws0">Walne <span class="_ _1e"> </span>Zgromadz<span class="_ _6"></span>enie <span class="_ _1e"> </span>obraduje <span class="_ _27"> </span>jako <span class="_ _1e"> </span>Zwyc<span class="_ _6"></span>zajne <span class="_ _1e"> </span>lub <span class="_ _1e"> </span>Nadzwyc<span class="_ _6"></span>zajne <span class="_ _1e"> </span>i <span class="_ _1e"> </span>jako <span class="_ _1e"> </span>org<span class="_ _6"></span>an <span class="_ _1e"> </span>Spółki <span class="_ _27"> </span>działa <span class="_ _1e"> </span>w <span class="_ _27"> </span>oparciu <span class="_ _27"> </span>o </div><div class="t m0 x4 ha y16f ff1 fs4 fc1 sc0 ls0 ws0">przepisy <span class="_ _6"></span>Kodeksu <span class="_ _6"></span>spółek <span class="_ _6"></span>handlowych, <span class="_ _6"></span>Statutu <span class="_ _6"></span>Spółki <span class="_ _6"></span>oraz <span class="_ _6"></span>postanowień <span class="_ _10"></span><span class="ff2">Regulam<span class="_ _6"></span>inu Walne<span class="_ _6"></span>go Zgro<span class="_ _6"></span>madzenia </span></div><div class="t m0 x4 ha y7c2 ff1 fs4 fc1 sc0 ls0 ws0">Akcjonariuszy <span class="_ _10"></span>MIRBUD <span class="_ _10"></span>S.A., <span class="_ _6"></span>stan<span class="_ _6"></span>owiącego <span class="_ _6"></span>z<span class="_ _6"></span>ałącznik <span class="_ _6"></span>do <span class="_ _10"></span>Uchwały <span class="_ _6"></span>nr <span class="_ _10"></span>27/2009 <span class="_ _10"></span>NWZA <span class="_ _6"></span>z<span class="_ _6"></span> <span class="_ _6"></span>dnia <span class="_ _10"></span>23 <span class="_ _6"></span>paździ<span class="_ _6"></span>ernika </div><div class="t m0 x4 ha y1 ff2 fs4 fc1 sc0 ls14 ws0">2009<span class="ls0"> <span class="_ _1d"> </span><span class="ff1">r., <span class="_ _1d"> </span>w <span class="_ _1d"> </span>spraw<span class="_ _6"></span>ie <span class="_ _1d"> </span>przyjęcia <span class="_ _1d"> </span>Reg<span class="_ _6"></span>ulaminu <span class="_ _1d"> </span>Walnego <span class="_ _1d"> </span>Zgro<span class="_ _6"></span>madzenia <span class="_ _1d"> </span>Akcjonar<span class="_ _6"></span>iuszy, <span class="_ _1d"> </span>jak <span class="_ _1d"> </span>również <span class="_ _1d"> </span>zasad<span class="_ _6"></span> </span></span></div><div class="t m0 x4 ha y85e ff1 fs4 fc1 sc0 ls0 ws0">wynikających z „Dobry<span class="_ _6"></span>ch Prakty<span class="_ _6"></span>k Spółek notowanych <span class="_ _6"></span>na GPW”. <span class="ff2"> </span></div><div class="t m0 x4 ha y962 ff1 fs4 fc1 sc0 ls0 ws0">Statut Spółki w § 16 prz<span class="_ _6"></span>ewiduje, że WZ od<span class="_ _6"></span>bywa się w siedzibie Sp<span class="_ _6"></span>ółki lub w Wars<span class="_ _6"></span>zawie.<span class="_ _6"></span><span class="ff2"> </span></div><div class="t m0 x4 ha y963 ff1 fs4 fc1 sc0 ls0 ws0">Zgodnie <span class="_ _27"> </span>z <span class="_ _27"> </span>§<span class="ff2"> </span>14 <span class="_ _27"> </span>Statutu<span class="_ _6"></span> <span class="_ _1e"> </span>Zwycz<span class="_ _6"></span>ajne <span class="_ _1e"> </span>Walne <span class="_ _27"> </span>Zgrom<span class="_ _6"></span>adzenie <span class="_ _1e"> </span>od<span class="_ _6"></span>bywa <span class="_ _1e"> </span>si<span class="_ _6"></span>ę <span class="_ _1e"> </span>w <span class="_ _27"> </span>term<span class="_ _6"></span>inie <span class="_ _1e"> </span>6 <span class="_ _27"> </span>(sześ<span class="_ _6"></span>ciu) <span class="_ _1e"> </span>mies<span class="_ _6"></span>ięcy <span class="_ _1e"> </span>p<span class="_ _6"></span>o </div><div class="t m0 x4 ha y964 ff1 fs4 fc1 sc0 ls0 ws0">upływie <span class="_ _6"></span>każd<span class="_ _6"></span>ego <span class="_ _6"></span>roku <span class="_ _10"></span>obrotoweg<span class="_ _6"></span>o. <span class="_ _6"></span>Zwycz<span class="_ _6"></span>ajne<span class="ff2"> <span class="_ _10"></span></span>Walne <span class="_ _10"></span>Zgromadz<span class="_ _6"></span>enie <span class="_ _6"></span>zwo<span class="_ _6"></span>łuje: <span class="_ _6"></span>Zarz<span class="_ _6"></span>ąd, <span class="_ _6"></span>Rada <span class="_ _10"></span>Nadzorcza, <span class="_ _10"></span>gdy </div><div class="t m0 x4 ha y965 ff1 fs4 fc1 sc0 ls0 ws0">Zarząd <span class="_ _10"></span>nie <span class="_ _10"></span>zwoła <span class="_ _10"></span>go<span class="_ _6"></span> <span class="_ _6"></span>w <span class="_ _10"></span>t<span class="_ _6"></span>erminie <span class="_ _10"></span>określony<span class="_ _6"></span>m <span class="_ _10"></span>powyżej. <span class="_ _10"></span>Nadzwyc<span class="_ _6"></span>zajne <span class="_ _10"></span>Walne <span class="_ _10"></span>Zgr<span class="_ _6"></span>omadzenie <span class="_ _10"></span>zwołuje: <span class="_ _10"></span>Zarzą<span class="_ _6"></span>d, </div><div class="t m0 x4 ha y966 ff1 fs4 fc1 sc0 ls0 ws0">Rada <span class="_ _29"> </span>Nadzorc<span class="_ _6"></span>za, <span class="_ _29"> </span>gdy <span class="_ _13"> </span>zwołanie <span class="_ _29"> </span>go <span class="_ _13"> </span>uzna <span class="_ _29"> </span>z<span class="_ _6"></span>a <span class="_ _29"> </span>wskaz<span class="_ _6"></span>ane, <span class="_ _29"> </span>akcjonariusz<span class="_ _6"></span> <span class="_ _29"> </span>lub <span class="_ _29"> </span>akcj<span class="_ _6"></span>onariusze <span class="_ _29"> </span>reprezentując<span class="_ _6"></span>y </div><div class="t m0 x4 ha y967 ff2 fs4 fc1 sc0 ls0 ws0">prz<span class="ff1">ynajmniej <span class="_ _27"> </span>połowę <span class="_ _27"> </span>kapitału <span class="_ _27"> </span>zakład<span class="_ _6"></span>owego <span class="_ _1e"> </span>l<span class="_ _6"></span>ub <span class="_ _1e"> </span>co <span class="_ _27"> </span>naj<span class="_ _6"></span>mniej <span class="_ _1e"> </span>połowę <span class="_ _27"> </span>głosó<span class="_ _6"></span>w <span class="_ _1e"> </span>w <span class="_ _27"> </span>Spółce, <span class="_ _27"> </span>Zarząd <span class="_ _27"> </span>na <span class="_ _27"> </span>żą<span class="_ _6"></span>danie </span></div><div class="t m0 x4 ha y968 ff1 fs4 fc1 sc0 ls0 ws0">akcjonariuszy  reprezentujących  przynajmniej <span class="_ _21"> </span>1/2<span class="_ _6"></span>0 <span class="_ _21"> </span>(<span class="_ _6"></span>jedną <span class="_ _21"> </span>d<span class="_ _6"></span>wudziestą)  kapitału <span class="_ _28"> </span>zakładowego,  złożone <span class="_ _21"> </span>na </div><div class="t m0 x4 ha y969 ff1 fs4 fc1 sc0 ls0 ws0">piśmie lub <span class="_ _3"></span>w<span class="_ _6"></span> <span class="_ _0"></span>postaci elektronicznej wraz <span class="_ _3"></span>z<span class="_ _6"></span> <span class="_ _0"></span>żądaniem umieszc<span class="_ _6"></span>z<span class="_ _6"></span>enia <span class="_ _3"></span>ok<span class="_ _6"></span>reślonych spraw w <span class="_ _3"></span>porz<span class="_ _6"></span>ądku obrad <span class="_ _0"></span>tego </div><div class="t m0 x4 ha y96a ff1 fs4 fc1 sc0 ls0 ws0">zgromadzenia. <span class="_ _10"></span>Jeże<span class="_ _6"></span>li <span class="_ _6"></span>Zarz<span class="_ _6"></span>ąd <span class="_ _10"></span>nie <span class="_ _10"></span>zwoła<span class="_ _6"></span> <span class="_ _6"></span>Na<span class="_ _6"></span>dzwyczajnego <span class="_ _10"></span>Wal<span class="_ _6"></span>nego <span class="_ _6"></span>Z<span class="_ _6"></span>gromadzeni<span class="_ _6"></span>a <span class="_ _6"></span>w<span class="_ _6"></span> <span class="_ _6"></span>term<span class="_ _6"></span>inie <span class="_ _10"></span>dwóch <span class="_ _10"></span>tygodn<span class="_ _6"></span>i </div><div class="t m0 x4 ha y96b ff1 fs4 fc1 sc0 ls0 ws0">od <span class="_ _27"> </span>dnia <span class="_ _21"> </span>przedstawie<span class="_ _6"></span>nia <span class="_ _27"> </span>żą<span class="_ _6"></span>dania, <span class="_ _27"> </span>o <span class="_ _21"> </span>którym <span class="_ _21"> </span>mowa <span class="_ _21"> </span>powyżej, <span class="_ _21"> </span>sąd <span class="_ _27"> </span>rejestrowy<span class="_ _6"></span> <span class="_ _27"> </span>może <span class="_ _21"> </span>upoważnić <span class="_ _21"> </span>do <span class="_ _27"> </span>zwo<span class="_ _6"></span>łania </div><div class="t m0 x4 ha y96c ff2 fs4 fc1 sc0 ls0 ws0">Nadzwyczajnego <span class="_ _6"></span><span class="ff1">Walnego Zgromadz<span class="_ _6"></span>enia akcjonariuszy wy<span class="_ _6"></span>stępujących z tym żąd<span class="_ _6"></span>aniem.<span class="_ _6"></span></span> </div><div class="t m0 x4 ha y96d ff2 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 x4 ha y795 ff1 fs4 fc1 sc0 ls0 ws0">Uchwały <span class="_ _f"></span>Wal<span class="_ _6"></span>nego <span class="_ _f"></span>Zgroma<span class="_ _6"></span>dzenia, <span class="_ _f"></span>zgodnie <span class="_ _e"></span>z <span class="_ _f"></span>§<span class="_ _6"></span><span class="ff2"> </span>18 <span class="_ _e"></span>Statutu, <span class="_ _f"></span>wy<span class="_ _6"></span>magają <span class="_ _f"></span>w <span class="_ _e"></span>szcz<span class="_ _6"></span>ególności: <span class="_ _f"></span>dokonanie <span class="_ _e"></span>podziału </div><div class="t m0 x4 ha y7ff ff1 fs4 fc1 sc0 ls0 ws0">zysku <span class="_ _1e"> </span>lub <span class="_ _e"></span>pokrycia <span class="_ _e"> </span>s<span class="_ _6"></span>trat, <span class="_ _e"></span>zmiana <span class="_ _e"></span>Statutu <span class="_ _1e"> </span>Spółki, <span class="_ _e"> </span>zmiana <span class="_ _1e"> </span>przedmiotu <span class="_ _1e"> </span>działalności <span class="_ _1e"> </span>Spółki, <span class="_ _e"></span>po<span class="_ _10"></span>dwyższenie <span class="_ _e"> </span>l<span class="_ _6"></span>ub </div><div class="t m0 x4 ha y154 ff1 fs4 fc1 sc0 ls0 ws0">obniżenie <span class="_ _e"></span>kapitału <span class="_ _e"> </span>zakł<span class="_ _6"></span>adowego, <span class="_ _f"></span>sp<span class="_ _6"></span>osób <span class="_ _e"> </span>i <span class="_ _e"></span>warunki <span class="_ _e"> </span>umorzeni<span class="_ _6"></span>a <span class="_ _f"></span>akc<span class="_ _6"></span>ji, <span class="_ _f"></span>połącz<span class="_ _6"></span>enie <span class="_ _e"></span>lub <span class="_ _e"> </span>przeksz<span class="_ _6"></span>tałcenie <span class="_ _f"></span>Spó<span class="_ _6"></span>łki, </div><div class="t m0 x4 ha y4b ff1 fs4 fc1 sc0 ls0 ws0">rozwiązanie <span class="_ _14"> </span>i <span class="_ _1d"> </span>likwidacj<span class="_ _6"></span>a <span class="_ _1d"> </span>Spółki, <span class="_ _14"> </span>emisja <span class="_ _1d"> </span>o<span class="_ _6"></span>bligacji <span class="_ _1d"> </span>zamiennyc<span class="_ _6"></span>h <span class="_ _1d"> </span>lub <span class="_ _1d"> </span>z<span class="_ _6"></span> <span class="_ _1d"> </span>prawe<span class="_ _6"></span>m <span class="_ _1d"> </span>pierwszeństwa<span class="_ _6"></span>, <span class="_ _1d"> </span>zbycie <span class="_ _14"> </span>i </div><div class="t m0 x4 ha y96e ff1 fs4 fc1 sc0 ls0 ws0">wydzierżawienie <span class="_ _6"></span>prz<span class="_ _6"></span>edsiębiorstwa <span class="_ _6"></span>l<span class="_ _6"></span>ub j<span class="_ _6"></span>ego <span class="_ _6"></span>z<span class="_ _6"></span>organizowanej <span class="_ _6"></span>c<span class="_ _6"></span>zęści <span class="_ _6"></span>oraz <span class="_ _6"></span>ustano<span class="_ _6"></span>wienie <span class="_ _6"></span>na <span class="_ _6"></span>nich <span class="_ _6"></span>ogr<span class="_ _6"></span>aniczonego </div><div class="t m0 x4 ha y956 ff1 fs4 fc1 sc0 ls0 ws0">prawa <span class="_ _13"> </span>rzeczowego, <span class="_ _13"> </span>tw<span class="_ _6"></span>orzenie <span class="_ _13"> </span>i <span class="_ _13"> </span>znoszenie <span class="_ _13"> </span>ka<span class="_ _6"></span>pitałów <span class="_ _29"> </span>i<span class="_ _6"></span> <span class="_ _29"> </span>fu<span class="_ _6"></span>nduszy <span class="_ _13"> </span>Spółki <span class="_ _1d"> </span>–<span class="ff2"> <span class="_ _13"> </span></span>na <span class="_ _13"> </span>wniosek<span class="_ _6"></span> <span class="_ _29"> </span>Zarz<span class="_ _6"></span>ądu <span class="_ _13"> </span>Spółki </div><div class="t m0 x4 ha y96f ff1 fs4 fc1 sc0 ls0 ws0">przedłożony <span class="_ _e"> </span>łącznie <span class="_ _e"> </span>z <span class="_ _e"> </span>p<span class="_ _6"></span>isemną <span class="_ _e"> </span>opinią <span class="_ _e"> </span>Ra<span class="_ _6"></span>dy <span class="_ _f"></span>Nadz<span class="_ _6"></span>orczej <span class="_ _e"> </span>lub <span class="_ _e"> </span>na <span class="_ _e"> </span>wniosek <span class="_ _1e"> </span>akcjonariuszy<span class="_ _6"></span>, <span class="_ _f"></span>który<span class="_ _6"></span> <span class="_ _f"></span>powi<span class="_ _6"></span>n<span class="_ _6"></span>ien <span class="_ _e"> </span>by<span class="_ _6"></span>ć </div><div class="t m0 x4 ha y970 ff1 fs4 fc1 sc0 ls0 ws0">zaopiniowany <span class="_ _c"> </span>prz<span class="_ _6"></span>ez <span class="_ _c"> </span>Zarz<span class="_ _6"></span>ąd <span class="_ _c"> </span>Spółki <span class="_ _c"> </span>i <span class="_ _26"> </span>Radę <span class="_ _c"> </span>Nadz<span class="_ _6"></span>orczą; <span class="_ _c"> </span>rozpatrz<span class="_ _6"></span>enie <span class="_ _c"> </span>i <span class="_ _c"> </span>zatwierdze<span class="_ _6"></span>nie <span class="_ _c"> </span>sprawozda<span class="_ _6"></span>nia </div><div class="t m0 x4 ha y971 ff1 fs4 fc1 sc0 ls0 ws0">finansowego, oraz <span class="_ _3"></span>sprawoz<span class="_ _6"></span>dania Zarządu <span class="_ _0"></span>Spółki <span class="_ _0"></span>z<span class="ff2"> </span>dzi<span class="_ _6"></span>ałalności za <span class="_ _3"></span>ubiegły rok obrotowy <span class="_ _3"></span>Spółki oraz ud<span class="_ _0"></span>zielenie </div><div class="t m0 x4 ha y972 ff1 fs4 fc1 sc0 ls0 ws0">absolutorium <span class="_ _13"> </span>czł<span class="_ _6"></span>onkom <span class="_ _13"> </span>or<span class="_ _6"></span>ganów <span class="_ _13"> </span>Spółki <span class="_ _13"> </span>z <span class="_ _12"> </span>wykonan<span class="_ _6"></span>i<span class="_ _6"></span>a <span class="_ _13"> </span>przez <span class="_ _13"> </span>n<span class="_ _6"></span>ich <span class="_ _13"> </span>obowiązków<span class="_ _6"></span>, <span class="_ _13"> </span>wszelkie <span class="_ _13"> </span>post<span class="_ _6"></span>anowienia </div><div class="t m0 x4 ha y973 ff1 fs4 fc1 sc0 ls0 ws0">dotyczące <span class="_ _6"></span>r<span class="_ _6"></span>oszczeń <span class="_ _6"></span>o <span class="_ _10"></span>naprawienie <span class="_ _10"></span>szkody <span class="_ _10"></span>wyrządzonej <span class="_ _10"></span>przy <span class="_ _6"></span>z<span class="_ _6"></span>awiązywaniu <span class="_ _6"></span>Spółk<span class="_ _6"></span>i <span class="_ _6"></span>lub <span class="_ _6"></span>sprawowa<span class="_ _6"></span>niu <span class="_ _6"></span>zarz<span class="_ _6"></span>ądu </div><div class="t m0 x4 ha y974 ff1 fs4 fc1 sc0 ls0 ws0">albo nadzoru,<span class="_ _6"></span> wyrażen<span class="_ _6"></span>ie zgody <span class="_ _6"></span>na zaw<span class="_ _6"></span>arcie prz<span class="_ _6"></span>ez Rad<span class="_ _6"></span>ę Nadzorcz<span class="_ _6"></span>ą w im<span class="_ _6"></span>ieniu Spó<span class="_ _6"></span>łki, umowy <span class="_ _6"></span>o<span class="_ _6"></span><span class="ff2"> s<span class="_ _6"></span>prawowanie </span></div><div class="t m0 x4 ha y975 ff1 fs4 fc1 sc0 ls0 ws0">zarządu w <span class="_ _6"></span>Spółce. Nabyc<span class="_ _6"></span>ie lub zbycie n<span class="_ _6"></span>ieruchomośc<span class="_ _6"></span>i, użytkowania wi<span class="_ _6"></span>eczystego lub <span class="_ _6"></span>udziału w n<span class="_ _6"></span>ieruchomości </div><div class="t m0 x4 ha y976 ff1 fs4 fc1 sc0 ls0 ws0">lub <span class="_ _5"></span>w <span class="_ _3"></span>użytk<span class="_ _6"></span>owaniu <span class="_ _5"></span>w<span class="_ _6"></span>ieczystym, <span class="_ _3"></span>obciążenie <span class="_ _3"></span>nieruch<span class="_ _6"></span>omości <span class="_ _3"></span>lub <span class="_ _3"></span>prawa <span class="_ _3"></span>wieczystego <span class="_ _3"></span>uży<span class="_ _6"></span>tkowania <span class="_ _5"></span>innym<span class="_ _6"></span>i <span class="_ _5"></span>prawa<span class="_ _6"></span>mi </div><div class="t m0 x4 ha y977 ff1 fs4 fc1 sc0 ls0 ws0">rzeczowymi <span class="_ _f"></span>nie <span class="_ _10"></span>wymaga <span class="_ _f"></span>podjęcia <span class="_ _10"></span>uc<span class="_ _6"></span>hwały <span class="_ _f"></span>Walnego <span class="_ _f"></span>Zgromadz<span class="_ _6"></span>enia. <span class="_ _10"></span>Uchwa<span class="_ _6"></span>ły <span class="_ _10"></span>doty<span class="_ _6"></span>czące <span class="_ _10"></span>z<span class="_ _6"></span>djęcia <span class="_ _10"></span>z <span class="_ _f"></span>porządku </div><div class="t m0 x4 ha y978 ff1 fs4 fc1 sc0 ls0 ws0">obrad <span class="_ _e"></span>bądź <span class="_ _e"></span>zaniechani<span class="_ _6"></span>a <span class="_ _f"></span>ro<span class="_ _6"></span>zpatrywania <span class="_ _e"></span>sprawy <span class="_ _e"> </span>umies<span class="_ _6"></span>zczonej <span class="_ _e"> </span>w <span class="_ _e"> </span>porządku <span class="_ _e"> </span>obrad<span class="_ _6"></span> <span class="_ _f"></span>na <span class="_ _e"> </span>wn<span class="_ _6"></span>iosek <span class="_ _f"></span>ak<span class="_ _6"></span>cjonariuszy </div><div class="t m0 x4 ha y979 ff1 fs4 fc1 sc0 ls0 ws0">podejmowane są większośc<span class="_ _6"></span>ią ¾ (trzech czwartych) głosów oddanych, po uprz<span class="_ _6"></span>ednio wyrażonej zgodzie prze<span class="_ _6"></span>z </div><div class="t m0 x4 ha y97a ff2 fs4 fc1 sc0 ls0 ws0">wszystkich <span class="_ _6"></span><span class="ff1">obecnych akcjonariuszy, którz<span class="_ _6"></span>y zgłosili taki wniosek<span class="_ _6"></span>. <span class="_ _6"></span></span> </div><div class="t m0 x99 h5 y97b ff2 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x4 ha y97c ff1 fs4 fc1 sc0 ls0 ws0">Zgodnie <span class="_ _28"> </span>z  § <span class="_ _21"> </span>2  Regulaminu <span class="_ _28"> </span>Walne <span class="_ _21"> </span>Zgro<span class="_ _6"></span>madzenie  zwołuje <span class="_ _21"> </span>si<span class="_ _6"></span>ę <span class="_ _21"> </span>prz<span class="_ _6"></span>ez <span class="_ _28"> </span>ogłoszenie <span class="_ _28"> </span>dokonywane  na <span class="_ _21"> </span>str<span class="_ _6"></span>onie </div><div class="t m0 x4 ha y97d ff1 fs4 fc1 sc0 ls0 ws0">internetowej <span class="_ _6"></span>Spółki oraz<span class="_ _6"></span> w <span class="_ _6"></span>sposób <span class="_ _6"></span>określony dl<span class="_ _6"></span>a przek<span class="_ _6"></span>azywania infor<span class="_ _6"></span>macji bieżąc<span class="_ _6"></span>ych zgodnie<span class="_ _6"></span> z prz<span class="_ _6"></span>episami <span class="_ _6"></span>o </div><div class="t m0 x4 ha y477 ff1 fs4 fc1 sc0 ls0 ws0">ofercie <span class="_ _3"></span>publ<span class="_ _6"></span>icznej <span class="_ _3"></span>i <span class="_ _3"></span>warunk<span class="_ _6"></span>ach <span class="_ _3"></span>wprowadzan<span class="_ _6"></span>ia <span class="_ _3"></span>instrume<span class="_ _6"></span>ntó<span class="ff2">w finansowych <span class="_ _3"></span>do <span class="_ _0"></span>zorganizowanego <span class="_ _0"></span>systemu <span class="_ _0"></span>obrotu </span></div><div class="t m0 x4 hf y97e ff1 fs4 fc1 sc0 ls0 ws0">oraz <span class="_ _3"></span>o <span class="_ _3"></span>sp<span class="_ _6"></span>ółkach <span class="_ _3"></span>publ<span class="_ _6"></span>icznych. <span class="_ _3"></span>Og<span class="_ _6"></span>łoszenie <span class="_ _3"></span>powinno być <span class="_ _3"></span>dokonane <span class="_ _3"></span>c<span class="_ _6"></span>o <span class="_ _3"></span>najmniej <span class="_ _0"></span>na <span class="ff8">dwadzieścia sześć<span class="ff2"> <span class="_ _3"></span>dni <span class="_ _3"></span>prz<span class="_ _6"></span>ed </span></span></div><div class="t m0 x4 ha y97f ff1 fs4 fc1 sc0 ls0 ws0">terminem <span class="_ _29"> </span>Walnego <span class="_ _29"> </span>Zgrom<span class="_ _6"></span>adzenia. <span class="_ _29"> </span>Treść <span class="_ _29"> </span>ogłosze<span class="_ _6"></span>nia <span class="_ _29"> </span>o <span class="_ _11"> </span>W<span class="_ _6"></span>alnym <span class="_ _29"> </span>Zgromadz<span class="_ _6"></span>eniu <span class="_ _11"> </span>pow<span class="_ _6"></span>inna <span class="_ _29"> </span>być <span class="_ _29"> </span>zgodna <span class="_ _29"> </span>z<span class="_ _6"></span> </div><div class="t m0 x4 ha y980 ff2 fs4 fc1 sc0 ls0 ws0">wymogami <span class="_ _29"> </span>Kod<span class="_ _6"></span>e<span class="ff1">ksu <span class="_ _29"> </span>spółek<span class="_ _6"></span> <span class="_ _29"> </span>handlowych <span class="_ _29"> </span>w <span class="_ _13"> </span>odniesieniu <span class="_ _29"> </span>d<span class="_ _6"></span>o <span class="_ _29"> </span>takich <span class="_ _29"> </span>o<span class="_ _6"></span>głoszeń <span class="_ _29"> </span>dla <span class="_ _13"> </span>spółek <span class="_ _29"> </span>publicznyc<span class="_ _6"></span>h. <span class="_ _29"> </span>W </span></div></div></div><div class="pi" ></div></div><div id="pf57" class="pf w0 h0" ><div class="pc pc57 w0 h0"><img class="bi x6 y2b we5 hc2" alt="" 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class="c x0 y0 w3 h0"><div class="t m0 x9c h8 y6e0 ff4 fs3 fc3 sc0 ls0 ws0">SPRAWOZDANE ZARZĄDU Z DZIAŁALNOŚCI<span class="ff3"> MIRBUD S.A. ZA <span class="ls4">ROK</span> <span class="ls5">20</span>21<span class="fc4"> </span></span></div><div class="t m0 x4 h6 y6e1 ff3 fs2 fc1 sc0 ls0 ws0"> </div></div><div class="c x4 y2e wba h9"><div class="t m0 x14e ha y2f ff2 fs4 fc3 sc0 ls0 ws0">MIRBUD <span class="ls6">| </span>Z<span class="_ _6"></span>gromadzenie Ak<span class="_ _6"></span>cjonariuszy MIRBUD S.A.<span class="_ _6"></span> </div></div><div class="c x9 y2e wbb h9"><div class="t m0 xa hb y30 ff3 fs1 fc0 sc0 ls11 ws0">87<span class="fs2 ls0"> </span></div></div><div class="c x0 y0 w3 h0"><div class="t m0 x4 h6 y31 ff3 fs2 fc1 sc0 ls0 ws0"> </div></div><div class="c xb y6e2 w7 h7f"><div class="t m0 xc hd y673 ff5 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x0 y0 w3 h0"><div class="t m0 x4 ha y7a5 ff1 fs4 fc1 sc0 ls0 ws0">przypadku  zwoływania  W<span class="_ _6"></span>alnego  Zgromadzenia  przez  Radę  Nadzorc<span class="_ _6"></span>zą  lub  uprawnionych  akcj<span class="_ _6"></span>onariuszy </div><div class="t m0 x4 ha y7a6 ff1 fs4 fc1 sc0 ls0 ws0">podmioty <span class="_ _e"> </span>te <span class="_ _e"> </span>składają <span class="_ _e"> </span>n<span class="_ _6"></span>a <span class="_ _f"></span>rę<span class="_ _6"></span>ce <span class="_ _e"></span>Zarządu <span class="_ _e"> </span>na <span class="_ _e"> </span>piśm<span class="_ _6"></span>ie <span class="_ _e"></span>lub <span class="_ _e"> </span>w <span class="_ _e"> </span>postaci <span class="_ _e"> </span>e<span class="_ _6"></span>lektronicznej <span class="_ _e"> </span>treść<span class="_ _10"></span><span class="ff2"> <span class="_ _e"></span></span>ogłoszenia <span class="_ _e"> </span>o <span class="_ _e"> </span>zwo<span class="_ _6"></span>łaniu </div><div class="t m0 x4 ha y7a7 ff1 fs4 fc1 sc0 ls0 ws0">Walnego <span class="_ _3"></span>Zgr<span class="_ _6"></span>omadzenia, projekty <span class="_ _3"></span>uchwał<span class="_ _6"></span>, <span class="_ _3"></span>jeżel<span class="_ _6"></span>i <span class="_ _3"></span>przew<span class="_ _6"></span>iduje <span class="_ _3"></span>się<span class="_ _6"></span> <span class="_ _3"></span>podejmow<span class="_ _6"></span>anie <span class="_ _0"></span>uchwał oraz, <span class="_ _3"></span>o i<span class="_ _0"></span>le <span class="_ _3"></span>z<span class="_ _6"></span>achodzi <span class="_ _3"></span>t<span class="_ _6"></span>aka </div><div class="t m0 x4 ha y7a8 ff1 fs4 fc1 sc0 ls0 ws0">potrzeba, <span class="_ _6"></span>i<span class="_ _6"></span>nne <span class="_ _6"></span>materiały, <span class="_ _10"></span>które <span class="_ _10"></span>mają <span class="_ _10"></span>być <span class="_ _6"></span>prz<span class="_ _6"></span>edstawione <span class="_ _10"></span>Walnemu <span class="_ _10"></span>Zgromadzeniu,<span class="_ _6"></span> <span class="_ _6"></span>co <span class="_ _10"></span>najmniej <span class="_ _10"></span>na <span class="_ _6"></span>trz<span class="_ _6"></span>ydzieści </div><div class="t m0 x4 ha y7a9 ff2 fs4 fc1 sc0 ls0 ws0">jeden <span class="_ _3"></span>dni <span class="_ _5"></span>prz<span class="_ _6"></span>ed <span class="_ _5"></span>term<span class="_ _6"></span>in<span class="ff1">em <span class="_ _3"></span>Walnego <span class="_ _3"></span>Zgromadze<span class="_ _6"></span>nia. <span class="_ _5"></span>Zarz<span class="_ _6"></span>ąd <span class="_ _5"></span>og<span class="_ _6"></span>łasza <span class="_ _3"></span>o <span class="_ _5"></span>z<span class="_ _6"></span>wołaniu <span class="_ _3"></span>takiego <span class="_ _5"></span>Wa<span class="_ _6"></span>lnego <span class="_ _5"></span>Zgro<span class="_ _6"></span>madzenia<span class="_ _6"></span> </span></div><div class="t m0 x4 hf y883 ff1 fs4 fc1 sc0 ls0 ws0">w <span class="_ _e"> </span>trybie <span class="_ _1e"> </span>przewidziany<span class="_ _6"></span>m <span class="_ _e"></span>powy<span class="_ _6"></span>żej. <span class="_ _e"> </span>Akcjonariusz<span class="_ _6"></span>e <span class="_ _e"> </span>lub <span class="_ _1e"> </span>akcjonariusz<span class="_ _6"></span> <span class="_ _e"></span>reprezentujący<span class="_ _6"></span> <span class="_ _e"></span>co <span class="_ _e"> </span>najm<span class="_ _6"></span>niej <span class="_ _27"> </span><span class="ff7">1/2<span class="_ _6"></span>0 <span class="_ _e"></span></span>kapitału </div><div class="t m0 x4 ha y85b ff1 fs4 fc1 sc0 ls0 ws0">zakładowego mogą żąd<span class="_ _6"></span>ać zwołania Nadzwyc<span class="_ _6"></span>zajnego Walnego Zgromadz<span class="_ _6"></span>enia. Żąd<span class="_ _6"></span>anie tak<span class="_ _6"></span>ie powinno zostać </div><div class="t m0 x4 ha y8c1 ff1 fs4 fc1 sc0 ls0 ws0">złożone <span class="_ _27"> </span>na <span class="_ _27"> </span>r<span class="_ _6"></span>ęce <span class="_ _27"> </span>Zarządu<span class="_ _6"></span> <span class="_ _27"> </span>na <span class="_ _27"> </span>piśm<span class="_ _6"></span>ie <span class="_ _27"> </span>lub <span class="_ _27"> </span>w<span class="_ _6"></span> <span class="_ _1e"> </span>p<span class="_ _6"></span>ostaci <span class="_ _27"> </span>elektron<span class="_ _6"></span>icznej <span class="_ _27"> </span>i <span class="_ _27"> </span>z<span class="_ _6"></span>awierać <span class="_ _27"> </span>treś<span class="_ _6"></span>ć <span class="_ _27"> </span>ogłoszenia <span class="_ _27"> </span>o<span class="_ _6"></span> <span class="_ _27"> </span>zwołaniu </div><div class="t m0 x4 ha y8c2 ff1 fs4 fc1 sc0 ls0 ws0">Walnego <span class="_ _3"></span>Zgr<span class="_ _6"></span>omadzenia, projekty <span class="_ _3"></span>uchwał<span class="_ _6"></span>, <span class="_ _3"></span>jeżel<span class="_ _6"></span>i <span class="_ _3"></span>przew<span class="_ _6"></span>iduje <span class="_ _3"></span>się<span class="_ _6"></span> <span class="_ _3"></span>podejmow<span class="_ _6"></span>anie <span class="_ _0"></span>uchwał oraz, <span class="_ _3"></span>o i<span class="_ _0"></span>le <span class="_ _3"></span>z<span class="_ _6"></span>achodzi <span class="_ _3"></span>t<span class="_ _6"></span>aka </div><div class="t m0 x4 hf y8c3 ff2 fs4 fc1 sc0 ls0 ws0">potrzeba, inne<span class="_ _6"></span> materi<span class="ff1">a<span class="_ _6"></span>ły, które <span class="_ _6"></span>mają być<span class="_ _6"></span> przedstawion<span class="_ _6"></span>e Walnemu <span class="_ _6"></span>Zgromadzeni<span class="_ _6"></span>u, co naj<span class="_ _6"></span>mniej na <span class="_ _10"></span><span class="ff8">trzydz<span class="_ _6"></span>ieści </span></span></div><div class="t m0 x4 hf y8c4 ff7 fs4 fc1 sc0 ls0 ws0">jeden<span class="ff2"> <span class="_ _13"> </span><span class="ff1">dni <span class="_ _13"> </span>przed <span class="_ _13"> </span>term<span class="_ _6"></span>inem <span class="_ _29"> </span>Wal<span class="_ _6"></span>nego <span class="_ _29"> </span>Zgro<span class="_ _6"></span>madzenia. <span class="_ _13"> </span>Porządek <span class="_ _12"> </span>obrad <span class="_ _13"> </span>ustala <span class="_ _13"> </span>podmiot <span class="_ _13"> </span>zwołując<span class="_ _6"></span>y <span class="_ _29"> </span>W<span class="_ _6"></span>alne </span></span></div><div class="t m0 x4 ha y8c5 ff1 fs4 fc1 sc0 ls0 ws0">Zgromadzenie <span class="_ _e"> </span>lub <span class="_ _e"> </span>żąd<span class="_ _6"></span>ający <span class="_ _e"></span>jego <span class="_ _e"></span>zwołania. <span class="_ _e"> </span>W <span class="_ _e"> </span>przypa<span class="_ _6"></span>dku, <span class="_ _f"></span>gdy <span class="_ _e"> </span>W<span class="_ _6"></span>alne <span class="_ _f"></span>Zgro<span class="_ _6"></span>madzenie <span class="_ _e"> </span>jes<span class="_ _10"></span>t <span class="_ _e"></span>zwoływane <span class="_ _e"> </span>przez </div><div class="t m0 x4 ha y8c6 ff1 fs4 fc1 sc0 ls0 ws0">Zarząd, <span class="_ _f"></span>porządek <span class="_ _f"></span>obrad <span class="_ _f"></span>ustala <span class="_ _f"></span>Zarząd<span class="_ _6"></span> <span class="_ _f"></span>w <span class="_ _f"></span>porozumieniu <span class="_ _f"></span>z <span class="_ _f"></span>Radą <span class="_ _f"></span>Nadzorcz<span class="_ _6"></span>ą. <span class="_ _f"></span>Akcjonariusze <span class="_ _f"></span>lub <span class="_ _f"></span>akcjonarius<span class="_ _6"></span>z </div><div class="t m0 x4 hf y889 ff1 fs4 fc1 sc0 ls0 ws0">reprezentujący <span class="_ _28"> </span>co <span class="_ _21"> </span>najmn<span class="_ _6"></span>iej  <span class="ff7 ls14">1/20</span><span class="ff2"> <span class="_ _21"> </span></span>kapitału  zakładowego <span class="_ _21"> </span>mogą <span class="_ _28"> </span>żądać  umieszczenia <span class="_ _21"> </span>określonych  spraw <span class="_ _21"> </span>w </div><div class="t m0 x4 ha y8c7 ff1 fs4 fc1 sc0 ls0 ws0">porządku <span class="_ _3"></span>o<span class="_ _6"></span>brad <span class="_ _3"></span>n<span class="_ _6"></span>ajbliższego <span class="_ _3"></span>Wa<span class="_ _6"></span>lnego <span class="_ _3"></span>Z<span class="_ _6"></span>gromadz<span class="_ _6"></span>enia. <span class="_ _3"></span>Żądan<span class="_ _6"></span>ie <span class="_ _3"></span>takie powinno <span class="_ _3"></span>zostać<span class="_ _6"></span> <span class="_ _3"></span>złożone na <span class="_ _3"></span>ręce <span class="_ _3"></span>Z<span class="_ _6"></span>arządu </div><div class="t m0 x4 ha y8c8 ff1 fs4 fc1 sc0 ls0 ws0">na <span class="_ _3"></span>piśmie l<span class="_ _0"></span>ub <span class="_ _3"></span>w<span class="_ _6"></span> <span class="_ _3"></span>postaci <span class="_ _3"></span>e<span class="_ _6"></span>lektronicznej, <span class="_ _0"></span>nie <span class="_ _3"></span>później ni<span class="_ _0"></span>ż <span class="_ _3"></span>n<span class="_ _6"></span>a <span class="_ _3"></span>dwadzieśc<span class="_ _6"></span>ia <span class="_ _3"></span>jeden <span class="_ _3"></span>dn<span class="_ _6"></span>i <span class="_ _3"></span>przed <span class="_ _3"></span>wy<span class="_ _6"></span>znaczonym <span class="_ _0"></span>terminem </div><div class="t m0 x4 ha y8c9 ff1 fs4 fc1 sc0 ls0 ws0">tego <span class="_ _0"></span>Zgromadzen<span class="_ _6"></span>ia. <span class="_ _3"></span>Ż<span class="_ _6"></span>ądanie powinno <span class="_ _3"></span>z<span class="_ _6"></span>awierać uzasadnienie lub <span class="_ _3"></span>pr<span class="_ _6"></span>ojekt uchwały <span class="_ _3"></span>d<span class="_ _6"></span>otycząc<span class="_ _6"></span><span class="ff2">ej<span class="_ _6"></span> <span class="_ _3"></span>propono<span class="_ _6"></span>wanego </span></div><div class="t m0 x4 ha y8ca ff1 fs4 fc1 sc0 ls0 ws0">punktu <span class="_ _27"> </span>porządku <span class="_ _1e"> </span>o<span class="_ _6"></span>brad <span class="_ _27"> </span>oraz <span class="_ _27"> </span>o <span class="_ _1e"> </span>ile <span class="_ _27"> </span>zachodz<span class="_ _6"></span>i <span class="_ _1e"> </span>taka <span class="_ _27"> </span>potrz<span class="_ _6"></span>eba, <span class="_ _1e"> </span>inne <span class="_ _27"> </span>materiały, <span class="_ _27"> </span>które <span class="_ _27"> </span>mają <span class="_ _27"> </span>być <span class="_ _27"> </span>przedstaw<span class="_ _6"></span>ione </div><div class="t m0 x4 ha y8cb ff1 fs4 fc1 sc0 ls0 ws0">Walnemu <span class="_ _f"></span>Zgroma<span class="_ _6"></span>dzeniu. <span class="_ _f"></span>Zarz<span class="_ _6"></span>ąd <span class="_ _f"></span>jest <span class="_ _f"></span>obowiązany <span class="_ _e"> </span>niezwłocznie, <span class="_ _f"></span>j<span class="_ _6"></span>ednak <span class="_ _f"></span>nie <span class="_ _f"></span>póź<span class="_ _6"></span>niej <span class="_ _f"></span>niż <span class="_ _f"></span>na <span class="_ _f"></span>os<span class="_ _6"></span>iemnaście <span class="_ _f"></span>dni </div><div class="t m0 x4 ha y8cc ff2 fs4 fc1 sc0 ls0 ws0">przed <span class="_ _1e"> </span>wyznaczonym <span class="_ _1e"> </span>termi<span class="_ _6"></span>nem <span class="_ _e"> </span>Walneg<span class="_ _6"></span>o <span class="_ _e"> </span>Z<span class="_ _6"></span><span class="ff1">gromadzenia <span class="_ _1e"> </span>ogłosić <span class="_ _1e"> </span>w <span class="_ _1e"> </span>sposób <span class="_ _1e"> </span>właściwy<span class="_ _6"></span> <span class="_ _e"> </span>dla <span class="_ _1e"> </span>zwołania <span class="_ _1e"> </span>Walnego </span></div><div class="t m0 x4 ha y8cd ff1 fs4 fc1 sc0 ls0 ws0">Zgromadzenia zmiany <span class="_ _3"></span>w <span class="_ _0"></span>porządku ob<span class="_ _0"></span>rad <span class="_ _3"></span>wpro<span class="_ _6"></span>wadzone na<span class="_ _0"></span> <span class="_ _3"></span>żądan<span class="_ _6"></span>ie <span class="_ _3"></span>wymienio<span class="_ _6"></span>nych <span class="_ _3"></span>akc<span class="_ _6"></span>jonariuszy. <span class="_ _3"></span>W sprawach </div><div class="t m0 x4 ha y901 ff1 fs4 fc1 sc0 ls0 ws0">nie <span class="_ _12"> </span>objętyc<span class="_ _6"></span>h <span class="_ _12"> </span>porzą<span class="_ _6"></span>dkiem <span class="_ _1d"> </span>obrad <span class="_ _1d"> </span>nie <span class="_ _1d"> </span>można <span class="_ _1d"> </span>powziąć <span class="_ _1d"> </span>uchwały, <span class="_ _1d"> </span>za <span class="_ _1d"> </span>wyjątkiem <span class="_ _1d"> </span>wniosków <span class="_ _1d"> </span>o <span class="_ _1d"> </span>charakterz<span class="_ _6"></span>e </div><div class="t m0 x4 ha y902 ff1 fs4 fc1 sc0 ls0 ws0">porządkowym  lub <span class="_ _28"> </span>o  zwołanie <span class="_ _28"> </span>Nadzwyczajneg<span class="_ _6"></span>o  W<span class="_ _0"></span>alnego  Zgromadzenia  lub <span class="_ _21"> </span>w<span class="_ _6"></span>  sytuacji, <span class="_ _28"> </span>gdy <span class="_ _28"> </span>cały  kapitał </div><div class="t m0 x4 ha y903 ff1 fs4 fc1 sc0 ls0 ws0">zakładowy <span class="_ _1d"> </span>jest <span class="_ _1d"> </span>na <span class="_ _1d"> </span>Walnym <span class="_ _1d"> </span>Zgromadzeni<span class="_ _6"></span>u <span class="_ _12"> </span>repreze<span class="_ _6"></span>ntowany, <span class="_ _1d"> </span>a <span class="_ _12"> </span>n<span class="_ _6"></span>ikt <span class="_ _12"> </span>z <span class="_ _1d"> </span>obec<span class="_ _6"></span>nych <span class="_ _1d"> </span>nie <span class="_ _12"> </span>zg<span class="_ _6"></span>łosił <span class="_ _12"> </span>sprzec<span class="_ _6"></span>iwu </div><div class="t m0 x4 hf y904 ff1 fs4 fc1 sc0 ls0 ws0">dotyczącego <span class="_ _1e"> </span>powz<span class="_ _6"></span>ięcia <span class="_ _1e"> </span>uchwały. <span class="_ _27"> </span>Akcjonariusze <span class="_ _27"> </span>lub <span class="_ _1e"> </span>akc<span class="_ _6"></span>jonariusz <span class="_ _1e"> </span>reprezent<span class="_ _10"></span>ujący <span class="_ _1e"> </span>co <span class="_ _1e"> </span>najmni<span class="_ _6"></span>ej <span class="_ _1e"> </span><span class="ff7 ls14">1/20</span><span class="ff2"> <span class="_ _27"> </span></span>kapitału </div><div class="t m0 x4 ha y905 ff1 fs4 fc1 sc0 ls0 ws0">zakładowego <span class="_ _c"> </span>mogą <span class="_ _c"> </span>przed <span class="_ _1b"> </span>terminem<span class="_ _6"></span> <span class="_ _1b"> </span>Walne<span class="_ _6"></span>go <span class="_ _1b"> </span>Zg<span class="_ _6"></span>romadzenia <span class="_ _1b"> </span>z<span class="_ _6"></span>głaszać <span class="_ _c"> </span>Spółce <span class="_ _1b"> </span>na<span class="_ _6"></span> <span class="_ _1b"> </span>piśmie <span class="_ _c"> </span>lub <span class="_ _c"> </span>przy </div><div class="t m0 x4 ha y906 ff1 fs4 fc1 sc0 ls0 ws0">wykorzys<span class="_ _6"></span>taniu <span class="_ _21"> </span>środków  komunikacji  elektronicznej  projekty <span class="_ _28"> </span>uchwał  dotyczące  spraw <span class="_ _21"> </span>wprow<span class="_ _6"></span>adzonych  do </div><div class="t m0 x4 ha y907 ff1 fs4 fc1 sc0 ls0 ws0">porządku <span class="_ _1e"> </span>obrad<span class="_ _6"></span> <span class="_ _1e"> </span>Walnego <span class="_ _27"> </span>Zgromadzenia <span class="_ _27"> </span>lu<span class="_ _6"></span>b <span class="_ _1e"> </span>spraw,<span class="_ _6"></span> <span class="_ _1e"> </span>które <span class="_ _1e"> </span>maj<span class="_ _6"></span>ą <span class="_ _1e"> </span>zostać <span class="_ _27"> </span>wprowadz<span class="_ _6"></span>one <span class="_ _1e"> </span>do <span class="_ _1e"> </span>porządku<span class="_ _6"></span> <span class="_ _1e"> </span>obrad. </div><div class="t m0 x4 ha y908 ff1 fs4 fc1 sc0 ls0 ws0">Zarząd <span class="_ _10"></span>niezwłocznie <span class="_ _10"></span>ogłas<span class="_ _6"></span>za <span class="_ _6"></span>proj<span class="_ _6"></span>ekty <span class="_ _10"></span>uchwał <span class="_ _10"></span>na <span class="_ _6"></span>str<span class="_ _6"></span>onie <span class="_ _10"></span>internetowej. <span class="_ _10"></span>Każdy <span class="_ _10"></span>z <span class="_ _10"></span>a<span class="_ _6"></span>kcjonariuszy <span class="_ _10"></span>może <span class="_ _10"></span>podczas<span class="_ _6"></span> </div><div class="t m0 x4 ha y909 ff1 fs4 fc1 sc0 ls0 ws0">Walnego Zgromadzenia zgłaszać projekty <span class="_ _0"></span>uchwał dotyczącyc<span class="_ _6"></span>h <span class="_ _3"></span>s<span class="_ _6"></span>praw <span class="_ _0"></span>wprowadzony<span class="_ _6"></span>ch <span class="_ _0"></span>do po<span class="_ _0"></span>rządku obra<span class="_ _6"></span><span class="ff2">d,<span class="_ _6"></span> <span class="_ _0"></span>do </span></div><div class="t m0 x4 ha y90a ff1 fs4 fc1 sc0 ls0 ws0">chwili <span class="_ _1a"> </span>zarz<span class="_ _6"></span>ądzenia <span class="_ _1a"> </span>przez<span class="_ _6"></span> <span class="_ _1a"> </span>Prz<span class="_ _6"></span>ewodniczącego <span class="_ _1b"> </span>głosowania <span class="_ _1b"> </span>w <span class="_ _1b"> </span>danym <span class="_ _1b"> </span>punkcie <span class="_ _1b"> </span>porządku <span class="_ _1a"> </span>o<span class="_ _6"></span>brad. <span class="_ _1b"> </span>Walne </div><div class="t m0 x4 ha y90b ff1 fs4 fc1 sc0 ls0 ws0">Zgromadzenie <span class="_ _14"> </span>może <span class="_ _14"> </span>być<span class="_ _6"></span> <span class="_ _14"> </span>odwołane <span class="_ _14"> </span>tylko <span class="_ _14"> </span>i <span class="_ _14"> </span>wyłącznie <span class="_ _14"> </span>w <span class="_ _14"> </span>przypadku, <span class="_ _14"> </span>gdy<span class="_ _6"></span> <span class="_ _14"> </span>jego <span class="_ _14"> </span>odbycie <span class="_ _14"> </span>napotyka <span class="_ _14"> </span>na </div><div class="t m0 x4 ha y90c ff1 fs4 fc1 sc0 ls0 ws0">nadzwyczajne <span class="_ _21"> </span>prz<span class="_ _6"></span>eszkody. <span class="_ _21"> </span>Jednakże <span class="_ _21"> </span>w <span class="_ _28"> </span>sytuacji, <span class="_ _28"> </span>gdy <span class="_ _21"> </span>Walne <span class="_ _21"> </span>Z<span class="_ _6"></span>gromadzenie<span class="_ _6"></span><span class="ff2"> <span class="_ _21"> </span></span>z<span class="_ _6"></span>ostało <span class="_ _21"> </span>zwołane <span class="_ _28"> </span>na <span class="_ _21"> </span>wniosek </div><div class="t m0 x4 ha y90d ff1 fs4 fc1 sc0 ls0 ws0">uprawnionych <span class="_ _14"> </span>podmiotów <span class="_ _1d"> </span>lub <span class="_ _1d"> </span>w <span class="_ _14"> </span>porządku <span class="_ _1d"> </span>obra<span class="_ _6"></span>d <span class="_ _1d"> </span>umieszczone <span class="_ _1d"> </span>s<span class="_ _6"></span>ą <span class="_ _1d"> </span>sprawy <span class="_ _14"> </span>na <span class="_ _1d"> </span>wniosek <span class="_ _1d"> </span>upraw<span class="_ _6"></span>nionych </div><div class="t m0 x4 ha y90e ff1 fs4 fc1 sc0 ls0 ws0">podmiotów, <span class="_ _6"></span>odwołanie <span class="_ _6"></span>Walnego <span class="_ _6"></span>Zgromadzen<span class="_ _6"></span>ia wym<span class="_ _6"></span>aga z<span class="_ _6"></span>gody w<span class="_ _6"></span>nioskodawców. <span class="_ _6"></span>Odwołanie <span class="_ _6"></span>następuje <span class="_ _6"></span>w t<span class="_ _6"></span>aki </div><div class="t m0 x4 ha y5ad ff1 fs4 fc1 sc0 ls0 ws0">sposób <span class="_ _e"> </span>j<span class="_ _6"></span>ak <span class="_ _e"> </span>z<span class="_ _6"></span>wołanie <span class="_ _e"> </span>Waln<span class="_ _6"></span>ego <span class="_ _e"> </span>Zgro<span class="_ _6"></span>madzenia.<span class="_ _6"></span><span class="ff2"> <span class="_ _e"> </span></span>Zmi<span class="_ _6"></span>ana <span class="_ _e"> </span>termi<span class="_ _6"></span>nu <span class="_ _e"> </span>Walneg<span class="_ _6"></span>o <span class="_ _e"> </span>Zgrom<span class="_ _6"></span>adzenia <span class="_ _e"> </span>nast<span class="_ _6"></span>ępuje <span class="_ _e"> </span>w <span class="_ _1e"> </span>takim </div><div class="t m0 x4 ha y90f ff1 fs4 fc1 sc0 ls0 ws0">samym <span class="_ _e"></span>trybie <span class="_ _e"> </span>jak <span class="_ _e"> </span>j<span class="_ _6"></span>ego <span class="_ _f"></span>z<span class="_ _6"></span>wołanie, <span class="_ _e"> </span>choćby <span class="_ _e"> </span>n<span class="_ _6"></span>ie <span class="_ _f"></span>ul<span class="_ _6"></span>egł <span class="_ _f"></span>z<span class="_ _6"></span>mianie <span class="_ _f"></span>pro<span class="_ _6"></span>ponowany <span class="_ _e"> </span>porząd<span class="_ _6"></span>ek <span class="_ _f"></span>obrad<span class="_ _6"></span>. <span class="_ _f"></span>K<span class="_ _6"></span>orespondencja </div><div class="t m0 x4 ha y910 ff1 fs4 fc1 sc0 ls0 ws0">akcjonariuszy <span class="_ _1d"> </span>dotycząca <span class="_ _1d"> </span>Walnego <span class="_ _1d"> </span>Zgrom<span class="_ _6"></span>adzenia <span class="_ _1d"> </span>przesyłana <span class="_ _1d"> </span>przez <span class="_ _1d"> </span>akcjonariusz<span class="_ _6"></span>y <span class="_ _12"> </span>powinna<span class="_ _6"></span> <span class="_ _12"> </span>umożl<span class="_ _6"></span>iwiać </div><div class="t m0 x4 ha y911 ff2 fs4 fc1 sc0 ls0 ws0">identy<span class="ff1">fikację <span class="_ _c"> </span>ak<span class="_ _6"></span>cjonariusza <span class="_ _c"> </span>oraz<span class="_ _6"></span> <span class="_ _c"> </span>potwierdz<span class="_ _6"></span>ać <span class="_ _c"> </span>jego <span class="_ _26"> </span>uprawnienia <span class="_ _c"> </span>jako <span class="_ _26"> </span>akcjonariusza. <span class="_ _26"> </span>Korespondencja </span></div><div class="t m0 x4 ha y117 ff1 fs4 fc1 sc0 ls0 ws0">elektroniczna <span class="_ _1e"> </span>powinna <span class="_ _1e"> </span>być <span class="_ _e"> </span>k<span class="_ _6"></span>ierowana <span class="_ _e"> </span>na <span class="_ _1e"> </span>przeznaczo<span class="_ _6"></span>ny <span class="_ _e"> </span>do <span class="_ _1e"> </span>tego <span class="_ _1e"> </span>adres <span class="_ _1e"> </span>poczty <span class="_ _e"> </span>e<span class="_ _6"></span>lektronicznej <span class="_ _e"> </span>ws<span class="_ _6"></span>kazany <span class="_ _e"> </span>na </div><div class="t m0 x4 ha y912 ff1 fs4 fc1 sc0 ls0 ws0">stronie <span class="_ _e"> </span>internetowej <span class="_ _e"> </span>S<span class="_ _6"></span>półki. <span class="_ _e"> </span>Dokumenty <span class="_ _e"> </span>prz<span class="_ _6"></span>esyłane <span class="_ _e"></span>elektronicznie <span class="_ _27"> </span>do <span class="_ _e"> </span>Spółki <span class="_ _e"> </span>pow<span class="_ _6"></span>inny <span class="_ _f"></span>być <span class="_ _e"> </span>z<span class="_ _6"></span>eskanowane <span class="_ _e"> </span>do </div><div class="t m0 x4 ha y913 ff2 fs4 fc1 sc0 ls0 ws0">formatu PDF.<span class="_ _6"></span> </div><div class="t m0 x4 ha y914 ff2 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 x4 ha y915 ff1 fs4 fc1 sc0 ls0 ws0">Zgodnie <span class="_ _0"></span>z §3 <span class="_ _3"></span>Regulam<span class="_ _6"></span>inu <span class="_ _0"></span>Walne <span class="_ _3"></span>Z<span class="_ _6"></span>gromadzenie otwiera Przewodniczący Rady <span class="_ _3"></span>Nadzorcz<span class="_ _6"></span>ej <span class="_ _0"></span>lub <span class="_ _3"></span>j<span class="_ _6"></span>ego <span class="_ _3"></span>Zastę<span class="_ _6"></span>pca. </div><div class="t m0 x4 ha y916 ff1 fs4 fc1 sc0 ls0 ws0">W razie nieobecności tych osób Walne <span class="_ _0"></span>Zgromadzenie otwiera Prezes Zarządu albo osoba wyznaczona przez </div><div class="t m0 x4 ha y917 ff2 fs4 fc1 sc0 ls0 ws0">Zar<span class="ff1">ząd <span class="_ _1e"> </span>Spółki. <span class="_ _e"> </span>O<span class="_ _6"></span>soba <span class="_ _1e"> </span>otwierająca <span class="_ _1e"> </span>obrady <span class="_ _1e"> </span>czyni <span class="_ _1e"> </span>to <span class="_ _1e"> </span>o <span class="_ _1e"> </span>godzinie <span class="_ _1e"> </span>i <span class="_ _1e"> </span>w <span class="_ _e"> </span>mi<span class="_ _6"></span>ejscu <span class="_ _1e"> </span>podanym <span class="_ _1e"> </span>w <span class="_ _e"> </span>ogłos<span class="_ _6"></span>zeniu. <span class="_ _e"> </span>Os<span class="_ _6"></span>oba </span></div><div class="t m0 x4 ha y918 ff1 fs4 fc1 sc0 ls0 ws0">uprawniona <span class="_ _27"> </span>do <span class="_ _21"> </span>otwarcia <span class="_ _21"> </span>Walnego <span class="_ _21"> </span>Zgromadzeni<span class="_ _6"></span>a <span class="_ _27"> </span>przeprowadza <span class="_ _21"> </span>wybór <span class="_ _21"> </span>Przewodniczącego <span class="_ _21"> </span>Zgromadzenia. </div><div class="t m0 x4 ha y919 ff1 fs4 fc1 sc0 ls0 ws0">Może <span class="_ _f"></span>ona <span class="_ _f"></span>w <span class="_ _10"></span>tym<span class="_ _6"></span> <span class="_ _f"></span>celu <span class="_ _10"></span>po<span class="_ _6"></span>dejmować <span class="_ _f"></span>decyzj<span class="_ _6"></span>e <span class="_ _10"></span>porz<span class="_ _6"></span>ądkowe <span class="_ _10"></span>i <span class="_ _f"></span>zarządzać <span class="_ _f"></span>gło<span class="_ _10"></span><span class="ff2">sowanie <span class="_ _f"></span>w <span class="_ _f"></span>sprawie <span class="_ _f"></span>wyboru. <span class="_ _f"></span>Walne </span></div><div class="t m0 x4 hf y91a ff1 fs4 fc1 sc0 ls0 ws0">Zgromadzenie <span class="_ _1e"> </span>zwoła<span class="_ _6"></span>ne <span class="_ _1e"> </span>przez <span class="_ _1e"> </span>akcj<span class="_ _6"></span>onariusza <span class="_ _1e"> </span>lub <span class="_ _e"> </span>ak<span class="_ _6"></span>cjonariuszy <span class="_ _1e"> </span>reprezent<span class="_ _6"></span>ujących <span class="_ _1e"> </span>co <span class="_ _1e"> </span>najmniej <span class="_ _21"> </span><span class="ff7">1/2<span class="_ _6"></span>0<span class="ff2"> <span class="_ _e"> </span></span></span>kap<span class="_ _6"></span>itału </div><div class="t m0 x4 ha y91b ff1 fs4 fc1 sc0 ls0 ws0">zakładowego na <span class="_ _6"></span>podstawie <span class="_ _6"></span>postanowienia s<span class="_ _6"></span>ądu otwier<span class="_ _6"></span>a osoba wyznaczo<span class="_ _6"></span>na przez<span class="_ _6"></span> sąd na Prz<span class="_ _6"></span>ewodniczącego </div><div class="t m0 x4 ha y91c ff2 fs4 fc1 sc0 ls0 ws0">Walnego <span class="_ _10"></span>Zgr<span class="_ _6"></span>omadzenia. <span class="_ _10"></span>O<span class="_ _6"></span><span class="ff1">soba <span class="_ _10"></span>ta <span class="_ _10"></span>prz<span class="_ _6"></span>ewodniczy <span class="_ _f"></span>też <span class="_ _10"></span>Walnemu <span class="_ _10"></span>Zgroma<span class="_ _6"></span>dzeniu. <span class="_ _10"></span>P<span class="_ _6"></span>rzewodniczącego <span class="_ _f"></span>Walnego </span></div><div class="t m0 x4 ha y981 ff1 fs4 fc1 sc0 ls0 ws0">Zgromadzenia <span class="_ _e"> </span>zwołane<span class="_ _6"></span>go <span class="_ _e"></span>przez <span class="_ _e"> </span>akcj<span class="_ _6"></span>onariuszy <span class="_ _e"></span>reprezentujących <span class="_ _e"> </span>co <span class="_ _e"> </span>najmn<span class="_ _6"></span>iej <span class="_ _f"></span>poł<span class="_ _6"></span>owę <span class="_ _f"></span>kap<span class="_ _6"></span>itału <span class="_ _f"></span>z<span class="_ _6"></span>akładowego </div></div></div><div class="pi" ></div></div><div id="pf58" class="pf w0 h0" ><div class="pc pc58 w0 h0"><img class="bi x6 y2b we5 hc2" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w3 h0"><div class="t m0 x9c h8 y6e0 ff4 fs3 fc3 sc0 ls0 ws0">SPRAWOZDANE ZARZĄDU Z DZIAŁALNOŚCI<span class="ff3"> MIRBUD S.A. ZA <span class="ls4">ROK</span> <span class="ls5">20</span>21<span class="fc4"> </span></span></div><div class="t m0 x4 h6 y6e1 ff3 fs2 fc1 sc0 ls0 ws0"> </div></div><div class="c x4 y2e wba h9"><div class="t m0 x14e ha y2f ff2 fs4 fc3 sc0 ls0 ws0">MIRBUD <span class="ls6">| </span>Z<span class="_ _6"></span>gromadzenie Ak<span class="_ _6"></span>cjonariuszy MIRBUD S.A.<span class="_ _6"></span> </div></div><div class="c x9 y2e wbb h9"><div class="t m0 xa hb y30 ff3 fs1 fc0 sc0 ls11 ws0">88<span class="fs2 ls0"> </span></div></div><div class="c x0 y0 w3 h0"><div class="t m0 x4 h6 y31 ff3 fs2 fc1 sc0 ls0 ws0"> </div></div><div class="c xb y6e2 w7 h7f"><div class="t m0 xc hd y673 ff5 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x0 y0 w3 h0"><div class="t m0 x4 ha y7a5 ff1 fs4 fc1 sc0 ls0 ws0">wyznaczają <span class="_ _f"></span>ci <span class="_ _10"></span>akcj<span class="_ _6"></span>onariusze. <span class="_ _f"></span>Wybór <span class="_ _f"></span>Przewodniczącego <span class="_ _f"></span>następuje <span class="_ _f"></span>w <span class="_ _10"></span>głosowan<span class="_ _6"></span>iu <span class="_ _10"></span>tajnym. <span class="_ _f"></span>P<span class="_ _6"></span>r<span class="_ _6"></span>zewodniczącym </div><div class="t m0 x4 ha y7a6 ff1 fs4 fc1 sc0 ls0 ws0">Walnego <span class="_ _14"> </span>Zgromadz<span class="_ _6"></span>enia <span class="_ _14"> </span>może <span class="_ _14"> </span>zostać <span class="_ _14"> </span>wy<span class="_ _6"></span>brana <span class="_ _14"> </span>tylko <span class="_ _14"> </span>jedna <span class="_ _14"> </span>os<span class="_ _6"></span>oba <span class="_ _14"> </span>fizyczna <span class="_ _1b"> </span>–<span class="ff2"> <span class="_ _14"> </span>akcjonariusz <span class="_ _14"> </span>l<span class="_ _6"></span>ub <span class="_ _14"> </span>jego </span></div><div class="t m0 x4 ha y7a7 ff1 fs4 fc1 sc0 ls0 ws0">przedstawiciel <span class="_ _6"></span>ustawowy <span class="_ _6"></span>al<span class="_ _6"></span>bo pełnom<span class="_ _6"></span>ocnik. <span class="_ _6"></span>Jeśli <span class="_ _6"></span>okaże <span class="_ _6"></span>się <span class="_ _6"></span>to <span class="_ _6"></span>konieczne <span class="_ _6"></span>i <span class="_ _6"></span>uzasadnione <span class="_ _6"></span>potrzebam<span class="_ _6"></span>i <span class="_ _6"></span>Walnego </div><div class="t m0 x4 ha y7a8 ff1 fs4 fc1 sc0 ls0 ws0">Zgromadzenia moż<span class="_ _6"></span>liwe jest powołanie Zas<span class="_ _6"></span>tępcy l<span class="_ _6"></span>ub Zastępców Przew<span class="_ _6"></span>odniczącego. <span class="_ _6"></span><span class="ff2"> </span></div><div class="t m0 x4 ha y7a9 ff2 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 x4 ha y883 ff1 fs4 fc1 sc0 ls0 ws0">Zgodnie <span class="_ _12"> </span>z <span class="_ _12"> </span>§4 <span class="_ _12"> </span>R<span class="_ _6"></span>egulaminu <span class="_ _12"> </span>Przewodniczący<span class="_ _6"></span> <span class="_ _12"> </span>Walnego <span class="_ _12"> </span>Zgromadzen<span class="_ _6"></span>ia <span class="_ _13"> </span>ki<span class="_ _6"></span>eruje <span class="_ _12"> </span>jego <span class="_ _12"> </span>obrad<span class="_ _6"></span>ami <span class="_ _12"> </span>w <span class="_ _12"> </span>sposób </div><div class="t m0 x4 ha y85b ff1 fs4 fc1 sc0 ls0 ws0">zapewniający <span class="_ _13"> </span>sprawn<span class="_ _6"></span>e <span class="_ _29"> </span>i <span class="_ _12"> </span>zgodne <span class="_ _13"> </span>z <span class="_ _13"> </span>prawem <span class="_ _13"> </span>przepr<span class="_ _6"></span>owadzenie <span class="_ _13"> </span>obrad <span class="_ _13"> </span>i <span class="_ _13"> </span>podję<span class="_ _6"></span>cie <span class="_ _29"> </span>uchw<span class="_ _6"></span>ał <span class="_ _29"> </span>prz<span class="_ _6"></span>ewidzianych </div><div class="t m0 x4 ha y8c1 ff1 fs4 fc1 sc0 ls0 ws0">przyjętym <span class="_ _1d"> </span>porządkiem <span class="_ _12"> </span>obr<span class="_ _6"></span>ad. <span class="_ _12"> </span>Zgodnie <span class="_ _1d"> </span>z<span class="_ _6"></span><span class="ff2"> <span class="_ _12"> </span></span>§5 <span class="_ _1d"> </span>Regulaminu, <span class="_ _12"> </span>n<span class="_ _6"></span>iezwłocznie <span class="_ _12"> </span>p<span class="_ _6"></span>o <span class="_ _12"> </span>podpisaniu <span class="_ _1d"> </span>listy <span class="_ _1d"> </span>obecności </div><div class="t m0 x4 ha y8c2 ff1 fs4 fc1 sc0 ls0 ws0">Przewodniczący  zarządza  jej  wyłożenie  do <span class="_ _28"> </span>wglądu  akcjonariuszy.  Lista  obecności  winna  zawierać  spis </div><div class="t m0 x4 ha y8c3 ff1 fs4 fc1 sc0 ls0 ws0">uczestników Walnego Zgromadzenia to <span class="_ _3"></span>j<span class="_ _6"></span>est <span class="_ _0"></span>akcjonariu<span class="_ _6"></span>szy, ich <span class="_ _3"></span>przedstaw<span class="_ _6"></span>icieli ustawowych <span class="_ _0"></span>i pełnomocn<span class="_ _6"></span>ików<span class="_ _6"></span> <span class="_ _0"></span>z </div><div class="t m0 x4 ha y8c4 ff1 fs4 fc1 sc0 ls0 ws0">podaniem ilości akcji i<span class="_ _0"></span> przypadających na nie <span class="_ _3"></span>g<span class="_ _6"></span>łosów. Każdy uprawniony do <span class="_ _3"></span>u<span class="_ _6"></span>działu w <span class="_ _0"></span>Walnym Zgromadzeni<span class="_ _6"></span>u </div><div class="t m0 x4 ha y8c5 ff1 fs4 fc1 sc0 ls0 ws0">winien <span class="_ _3"></span>podpisać <span class="_ _3"></span>się <span class="_ _3"></span>n<span class="_ _6"></span>a <span class="_ _3"></span>liście <span class="_ _3"></span>obecności, <span class="_ _3"></span>prz<span class="_ _6"></span>edstawiciele <span class="_ _3"></span>ustawow<span class="_ _6"></span>i <span class="_ _3"></span>i <span class="_ _5"></span>p<span class="_ _6"></span>ełnomocnicy <span class="_ _3"></span>uprawn<span class="_ _6"></span>ionych <span class="_ _3"></span>akcjonariuszy </div><div class="t m0 x4 ha y8c6 ff1 fs4 fc1 sc0 ls0 ws0">winni <span class="_ _f"></span>złożyć <span class="_ _e"></span>oryginały <span class="_ _f"></span>pełn<span class="_ _6"></span>omocnictw <span class="_ _e"></span>na <span class="_ _f"></span>piśm<span class="_ _6"></span>ie <span class="_ _f"></span>lub <span class="_ _f"></span>kopie <span class="_ _f"></span>p<span class="_ _6"></span>ełnomocnictw <span class="_ _f"></span>uw<span class="_ _6"></span>ierzytelnione <span class="_ _f"></span>notarial<span class="_ _6"></span>nie. <span class="_ _f"></span>Lista </div><div class="t m0 x4 ha y889 ff1 fs4 fc1 sc0 ls0 ws0">obecności jest dostępna do<span class="_ _6"></span> wglądu przez cały czas obrad Walnego Zgr<span class="_ _6"></span>omadzenia. Na listę obecności należ<span class="_ _6"></span>y </div><div class="t m0 x4 ha y8c7 ff1 fs4 fc1 sc0 ls0 ws0">wpisać akcjonariusza lub jego przedstawiciela, pominiętego w liście akcjonariuszy<span class="_ _6"></span>, j<span class="_ _6"></span>eżeli <span class="_ _0"></span>przybył on na Walne </div><div class="t m0 x4 ha y8c8 ff1 fs4 fc1 sc0 ls0 ws0">Zgromadzenie i wykaże, że przysługuje mu prawo uczestnictwa w <span class="_ _0"></span>obradach. Podobnie należy uzupełnić listę, </div><div class="t m0 x4 ha y8c9 ff1 fs4 fc1 sc0 ls0 ws0">jeżeli <span class="_ _3"></span>już<span class="_ _6"></span> <span class="_ _3"></span>po jej <span class="_ _3"></span>podpisani<span class="_ _6"></span>u <span class="_ _3"></span>prz<span class="_ _6"></span>ez <span class="_ _3"></span>Przewodn<span class="_ _6"></span>iczącego <span class="_ _3"></span>zg<span class="_ _6"></span>łoszą <span class="_ _0"></span>się <span class="_ _3"></span>nas<span class="_ _6"></span>tępni <span class="_ _0"></span>akcjonariusze uprawnieni <span class="_ _3"></span>do udziału </div><div class="t m0 x4 ha y8ca ff2 fs4 fc1 sc0 ls0 ws0">w <span class="_ _f"></span>Walnym <span class="_ _e"></span>Zgrom<span class="_ _6"></span>adzeniu. <span class="_ _e"></span>W <span class="_ _f"></span>razie<span class="_ _6"></span>, <span class="_ _f"></span><span class="ff1">gdy <span class="_ _e"> </span>osoba <span class="_ _e"></span>uczestnicząca <span class="_ _e"></span>w <span class="_ _e"> </span>Walnym <span class="_ _f"></span>Zgro<span class="_ _6"></span>madzeniu <span class="_ _e"></span>opuści <span class="_ _f"></span>o<span class="_ _6"></span>brady <span class="_ _e"></span>lub </span></div><div class="t m0 x4 ha y8cb ff1 fs4 fc1 sc0 ls0 ws0">akcjonariuszowi wp<span class="_ _6"></span>isanemu na <span class="_ _6"></span>listę odmówi się<span class="_ _6"></span> prawa udziału w <span class="_ _6"></span>Walnym Zgromadzen<span class="_ _6"></span>iu wobec stwierdz<span class="_ _6"></span>enia </div><div class="t m0 x4 ha y8cc ff1 fs4 fc1 sc0 ls0 ws0">braku <span class="_ _6"></span>jego <span class="_ _6"></span>uprawnień <span class="_ _6"></span><span class="ff2">- <span class="_ _6"></span></span>listę <span class="_ _6"></span>należy <span class="_ _6"></span>odp<span class="_ _6"></span>owiednio <span class="_ _6"></span>sprostować <span class="_ _6"></span>przez <span class="_ _6"></span>wykreśle<span class="_ _6"></span>n<span class="_ _6"></span>ie t<span class="_ _6"></span>ej os<span class="_ _6"></span>oby. <span class="_ _6"></span>Po k<span class="_ _6"></span>ażdej z<span class="_ _6"></span>mianie </div><div class="t m0 x4 ha y8cd ff1 fs4 fc1 sc0 ls0 ws0">w składzie ucz<span class="_ _6"></span>estników Walnego Z<span class="_ _6"></span>gromadzenia Przew<span class="_ _6"></span>odniczący ponown<span class="_ _6"></span>ie podpisuje listę<span class="_ _6"></span> obecności. Ce<span class="_ _6"></span>lem </div><div class="t m0 x4 ha y901 ff1 fs4 fc1 sc0 ls0 ws0">dodatkowego <span class="_ _3"></span>sprawdze<span class="_ _6"></span>nia <span class="_ _3"></span>listy <span class="_ _3"></span>obecności <span class="_ _3"></span>Walne <span class="_ _3"></span>Zgromadzenie <span class="_ _3"></span>może <span class="_ _3"></span>powołać<span class="_ _6"></span> <span class="_ _5"></span>k<span class="_ _6"></span>omisję <span class="_ _5"></span>w <span class="_ _3"></span>sk<span class="_ _6"></span>ładzie <span class="_ _5"></span>co <span class="_ _3"></span>najmnie<span class="_ _6"></span>j </div><div class="t m0 x4 ha y902 ff1 fs4 fc1 sc0 ls0 ws0">trzyosobowym. <span class="_ _1e"> </span>Jeś<span class="_ _6"></span>li <span class="_ _1e"> </span>z <span class="_ _1e"> </span>wnioskiem<span class="_ _6"></span> <span class="_ _e"> </span>takim <span class="_ _1e"> </span>wys<span class="_ _6"></span>tąpią <span class="_ _1e"> </span>akcjonariusz<span class="_ _6"></span>e <span class="_ _e"> </span>pos<span class="_ _6"></span>iadający <span class="_ _1e"> </span>jedną <span class="_ _1e"> </span>dzies<span class="_ _6"></span>iątą <span class="_ _1e"> </span>akcji <span class="_ _1e"> </span>kapitału </div><div class="t m0 x4 ha y903 ff1 fs4 fc1 sc0 ls0 ws0">akcyjnego <span class="_ _27"> </span>repreze<span class="_ _6"></span>ntowanego <span class="_ _27"> </span>na <span class="_ _21"> </span>Walnym <span class="_ _27"> </span>Zgro<span class="_ _6"></span>madzeniu <span class="_ _27"> </span>ko<span class="_ _6"></span>misja <span class="_ _27"> </span>musi <span class="_ _21"> </span>być <span class="_ _27"> </span>powoła<span class="_ _6"></span>na. <span class="_ _27"> </span>Od <span class="_ _27"> </span>decy<span class="_ _6"></span>zji <span class="_ _27"> </span>komisji </div><div class="t m0 x4 ha y904 ff1 fs4 fc1 sc0 ls0 ws0">przysługuje zainteresow<span class="_ _6"></span>anemu akcjonariusz<span class="_ _6"></span>owi odwołanie do Walnego<span class="_ _6"></span> Zgromadzen<span class="_ _6"></span><span class="ff2">ia. </span></div><div class="t m0 x4 ha y905 ff2 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 x4 ha y906 ff1 fs4 fc1 sc0 ls0 ws0">Zgodnie <span class="_ _f"></span>z<span class="_ _6"></span> <span class="_ _f"></span>§ <span class="_ _1e"> </span>6 <span class="_ _e"></span>Regulaminu, <span class="_ _e"> </span>głosowan<span class="_ _6"></span>ie <span class="_ _e"></span>na <span class="_ _e"> </span>Walnym <span class="_ _e"> </span>Zgroma<span class="_ _6"></span>dzeniu <span class="_ _e"></span>jest <span class="_ _e"> </span>jawne. <span class="_ _e"> </span>Głosowa<span class="_ _6"></span>nie <span class="_ _f"></span>taj<span class="_ _6"></span>ne <span class="_ _e"></span>musi <span class="_ _e"> </span>być </div><div class="t m0 x4 ha y907 ff1 fs4 fc1 sc0 ls0 ws0">przeprowadzone w <span class="_ _3"></span>sprawach wyboru <span class="_ _3"></span>i <span class="_ _3"></span>odwoła<span class="_ _6"></span>nia <span class="_ _3"></span>Członk<span class="_ _6"></span>ów <span class="_ _3"></span>Rady Nadzorczej, <span class="_ _3"></span>wyboru wszystkich <span class="_ _3"></span>innych <span class="_ _0"></span>osób </div><div class="t m0 x4 ha y908 ff1 fs4 fc1 sc0 ls0 ws0">wybieranych  przez <span class="_ _28"> </span>Walne  Zgromadzenie,  pociągnięcia  do  odpowiedzialnośc<span class="_ _6"></span>i <span class="_ _28"> </span>członków  władz <span class="_ _28"> </span>spółki  lub </div><div class="t m0 x4 ha y909 ff1 fs4 fc1 sc0 ls0 ws0">likwidatorów, <span class="_ _f"></span>w <span class="_ _f"></span>sprawach <span class="_ _f"></span>osobistych <span class="_ _f"></span>w <span class="_ _10"></span>ty<span class="_ _6"></span>m <span class="_ _10"></span>udz<span class="_ _6"></span>ielenia <span class="_ _f"></span>Członkom <span class="_ _f"></span>Zarządu <span class="_ _f"></span>zezwolenia <span class="_ _f"></span>na <span class="_ _f"></span>uczestniczenie <span class="_ _f"></span>w </div><div class="t m0 x4 ha y90a ff1 fs4 fc1 sc0 ls0 ws0">spółce <span class="_ _3"></span>konkurenc<span class="_ _6"></span>yjnej <span class="_ _3"></span>w <span class="_ _3"></span>pr<span class="_ _6"></span>zypadku, <span class="_ _3"></span>g<span class="_ _6"></span>dy <span class="_ _3"></span>żądanie <span class="_ _3"></span>prz<span class="_ _6"></span>eprowadzenia <span class="_ _0"></span>tajnego <span class="_ _3"></span>gł<span class="_ _6"></span>osowania <span class="_ _3"></span>zg<span class="_ _6"></span>łosi <span class="_ _3"></span>chociażby <span class="_ _3"></span>j<span class="_ _6"></span>eden </div><div class="t m0 x4 ha y90b ff2 fs4 fc1 sc0 ls0 ws0">ucze<span class="ff1">stnik <span class="_ _12"> </span>Walnego <span class="_ _12"> </span>Zgromadzen<span class="_ _6"></span>ia. <span class="_ _13"> </span>W<span class="_ _6"></span>alne <span class="_ _13"> </span>zgro<span class="_ _6"></span>madzenie <span class="_ _12"> </span>może <span class="_ _12"> </span>powziąć <span class="_ _12"> </span>uchwał<span class="_ _6"></span>ę <span class="_ _13"> </span>o <span class="_ _12"> </span>uchyleniu <span class="_ _12"> </span>tajn<span class="_ _6"></span>ości </span></div><div class="t m0 x4 ha y90c ff1 fs4 fc1 sc0 ls0 ws0">głosowania <span class="_ _3"></span>w <span class="_ _3"></span>s<span class="_ _6"></span>prawach <span class="_ _3"></span>doty<span class="_ _6"></span>czących <span class="_ _3"></span>wyboru <span class="_ _3"></span>k<span class="_ _6"></span>omisji <span class="_ _3"></span>powoływanej <span class="_ _3"></span>prz<span class="_ _6"></span>ez <span class="_ _3"></span>walne <span class="_ _3"></span>zgromadze<span class="_ _6"></span>nie. <span class="_ _3"></span>W <span class="_ _3"></span>skł<span class="_ _6"></span>ad <span class="_ _3"></span>komisji </div><div class="t m0 x4 ha y90d ff1 fs4 fc1 sc0 ls0 ws0">mogą <span class="_ _f"></span>wchodzić <span class="_ _e"> </span>osoby <span class="_ _e"> </span>spoza <span class="_ _e"></span>uczestników <span class="_ _f"></span>W<span class="_ _6"></span>alnego <span class="_ _f"></span>Zgroma<span class="_ _6"></span>dzenia. <span class="_ _f"></span>W <span class="_ _f"></span>r<span class="_ _6"></span>a<span class="ff2">z<span class="_ _6"></span>ie <span class="_ _f"></span>zais<span class="_ _6"></span>tnienia <span class="_ _f"></span>prawnych <span class="_ _e"> </span>podstaw<span class="_ _6"></span> </span></div><div class="t m0 x4 ha y90e ff1 fs4 fc1 sc0 ls0 ws0">dokonania  wyboru <span class="_ _29"> </span>Rady <span class="_ _29"> </span>Nadzorczej  w <span class="_ _29"> </span>drodze  głos<span class="_ _6"></span>owania  grupami,  z<span class="_ _6"></span>godnie  z<span class="_ _6"></span>  §7  Regulam<span class="_ _6"></span>inu,  Walne </div><div class="t m0 x4 ha y5ad ff1 fs4 fc1 sc0 ls0 ws0">Zgromadzenie dok<span class="_ _6"></span>ona powyż<span class="_ _6"></span>szego, z zastrzeżeniem, <span class="_ _6"></span>że inicjatywa w tw<span class="_ _6"></span>orzeniu p<span class="_ _6"></span>oszczególnych grup<span class="_ _6"></span> należy </div><div class="t m0 x4 ha y90f ff1 fs4 fc1 sc0 ls0 ws0">tylko <span class="_ _3"></span>i <span class="_ _3"></span>wyłączn<span class="_ _6"></span>ie <span class="_ _3"></span>do <span class="_ _3"></span>akcj<span class="_ _6"></span>onariuszy. <span class="_ _0"></span>Akcjonariusze <span class="_ _3"></span>okreś<span class="_ _6"></span>lą <span class="_ _3"></span>minimum <span class="_ _3"></span>akcj<span class="_ _6"></span>i <span class="_ _3"></span>potrzebnych <span class="_ _3"></span>do <span class="_ _0"></span>utworzenia <span class="_ _3"></span>oddz<span class="_ _6"></span>ielnej </div><div class="t m0 x4 ha y910 ff1 fs4 fc1 sc0 ls0 ws0">grupy (iloraz liczby<span class="_ _6"></span> akcji reprez<span class="_ _6"></span>entowanych na W<span class="_ _6"></span>alnym Zgromadzeni<span class="_ _6"></span>u i liczby Członków<span class="_ _6"></span> Rady Nadzorc<span class="_ _6"></span>zej do </div><div class="t m0 x4 ha y911 ff1 fs4 fc1 sc0 ls0 ws0">obsadzenia), <span class="_ _27"> </span>ut<span class="_ _6"></span>worzą <span class="_ _27"> </span>oddz<span class="_ _6"></span>ielną <span class="_ _27"> </span>grupę <span class="_ _21"> </span>(grupy) <span class="_ _27"> </span>upra<span class="_ _6"></span>wnioną <span class="_ _27"> </span>(e) <span class="_ _21"> </span>do <span class="_ _27"> </span>dokona<span class="_ _6"></span>ni<span class="_ _6"></span>a <span class="_ _21"> </span>wyboru <span class="_ _27"> </span>Członka <span class="_ _21"> </span>(ów) <span class="_ _27"> </span>Rad<span class="_ _6"></span>y </div><div class="t m0 x4 ha y117 ff1 fs4 fc1 sc0 ls0 ws0">Nadzorczej oraz ustalą liczbę Członków Rady Nadzorc<span class="_ _6"></span>zej, których wybór leży <span class="_ _0"></span>w kompetencj<span class="_ _6"></span>i <span class="_ _0"></span>poszcz<span class="_ _6"></span>ególnych </div><div class="t m0 x4 ha y912 ff1 fs4 fc1 sc0 ls0 ws0">grup. <span class="_ _f"></span>Każda<span class="_ _6"></span> <span class="_ _f"></span>wyodrębni<span class="_ _6"></span>ona <span class="_ _f"></span>grupa,<span class="_ _6"></span> <span class="_ _f"></span>dokona <span class="_ _e"></span>wyboru <span class="_ _e"></span>Członka <span class="_ _e"> </span>Rady <span class="_ _e"></span>Nadzorc<span class="_ _6"></span>zej <span class="_ _f"></span>upr<span class="_ _6"></span>zednio <span class="_ _f"></span>dokonując <span class="_ _e"> </span>wyboru </div><div class="t m0 x4 ha y913 ff1 fs4 fc1 sc0 ls0 ws0">Przewodniczącego  grupy <span class="_ _28"> </span>i  K<span class="_ _0"></span>om<span class="_ _6"></span>isji <span class="_ _21"> </span>Skr<span class="_ _6"></span>utacyjnej,  sporządzenia <span class="_ _21"> </span>odręb<span class="_ _6"></span>nej <span class="_ _21"> </span>listy  obecności  dla <span class="_ _21"> </span>danej  grupy </div><div class="t m0 x4 ha y914 ff1 fs4 fc1 sc0 ls0 ws0">wyborców <span class="_ _f"></span>(akcj<span class="_ _6"></span>onariuszy), <span class="_ _f"></span>podpisania <span class="_ _f"></span>listy <span class="_ _f"></span>ob<span class="_ _6"></span>ecności <span class="_ _f"></span>w <span class="_ _f"></span>grupie <span class="_ _f"></span>prz<span class="_ _6"></span>ez <span class="_ _f"></span>Przewodnicząc<span class="_ _6"></span>ego <span class="_ _f"></span>grupy, <span class="_ _f"></span>zgłoszenia </div><div class="t m0 x4 ha y915 ff1 fs4 fc1 sc0 ls0 ws0">kandydatur <span class="_ _e"> </span>na <span class="_ _1e"> </span>Członk<span class="_ _6"></span>a <span class="_ _e"></span>Rady <span class="_ _1e"> </span>Nadzorczej <span class="_ _1e"> </span>w <span class="_ _e"> </span>grupie, <span class="_ _1e"> </span>głosowani<span class="_ _6"></span>a <span class="_ _e"></span>tajnego, <span class="_ _1e"> </span>w <span class="_ _e"> </span>spra<span class="_ _6"></span>wie <span class="_ _e"></span>wy<span class="_ _6"></span>boru <span class="_ _1e"> </span>Członka <span class="_ _1e"> </span>Rady<span class="_ _6"></span> </div><div class="t m0 x4 ha y916 ff1 fs4 fc1 sc0 ls0 ws0">Nadzorczej <span class="_ _f"></span>przez <span class="_ _f"></span>grupę,<span class="_ _6"></span> <span class="_ _10"></span>u<span class="_ _6"></span>stalenia <span class="_ _f"></span>wyniku <span class="_ _f"></span>wyborów<span class="_ _6"></span> <span class="_ _f"></span>w <span class="_ _f"></span>grupie <span class="_ _f"></span>przez <span class="_ _f"></span>Komisję <span class="_ _f"></span>Skrutacy<span class="_ _6"></span>jną, <span class="_ _f"></span>oraz <span class="_ _f"></span>przekazaniu </div><div class="t m0 x4 ha y917 ff1 fs4 fc1 sc0 ls0 ws0">uchwały <span class="_ _29"> </span>w <span class="_ _13"> </span>sprawie<span class="_ _6"></span> <span class="_ _29"> </span>wyboru <span class="_ _13"> </span>Członka <span class="_ _29"> </span>(<span class="_ _6"></span>ów) <span class="_ _29"> </span>R<span class="_ _6"></span>ady <span class="_ _29"> </span>Na<span class="_ _6"></span>dzorczej <span class="_ _29"> </span>prz<span class="_ _6"></span>ez <span class="_ _29"> </span>grupę <span class="_ _13"> </span>Przewodnicz<span class="_ _6"></span>ącemu <span class="_ _13"> </span>Walnego </div><div class="t m0 x4 ha y918 ff1 fs4 fc1 sc0 ls0 ws0">Zgromadzenia. P<span class="_ _0"></span>rzewodnicz<span class="_ _6"></span>ący <span class="_ _3"></span>Walnego <span class="_ _3"></span>Zgro<span class="_ _6"></span>madze<span class="_ _6"></span>nia <span class="_ _3"></span>ogłosi <span class="_ _0"></span>treść <span class="_ _0"></span>uchwał <span class="_ _3"></span>podję<span class="_ _6"></span>tych <span class="_ _3"></span>przez <span class="_ _0"></span>grupy <span class="_ _3"></span>or<span class="_ _6"></span>az <span class="_ _3"></span>ustali </div><div class="t m0 x4 ha y919 ff1 fs4 fc1 sc0 ls0 ws0">liczbę <span class="_ _21"> </span>Czł<span class="_ _6"></span>onków <span class="_ _21"> </span>Rady,  których <span class="_ _28"> </span>wyboru <span class="_ _21"> </span>dokonaj<span class="_ _6"></span>ą <span class="_ _21"> </span>akc<span class="_ _6"></span>jonariusze <span class="_ _21"> </span>uprawn<span class="_ _6"></span>ieni <span class="_ _21"> </span>do  uczestnictwa <span class="_ _21"> </span>na  Walnym </div><div class="t m0 x4 ha y91a ff2 fs4 fc1 sc0 ls0 ws0">Zgromadzeniu <span class="_ _0"></span>- <span class="_ _3"></span><span class="ff1">którzy nie <span class="_ _3"></span>weszli <span class="_ _0"></span>w <span class="_ _3"></span>skład <span class="_ _3"></span>ż<span class="_ _6"></span>adnej <span class="_ _3"></span>z <span class="_ _0"></span>oddzielnych <span class="_ _0"></span>grup, <span class="_ _3"></span>uprawn<span class="_ _6"></span>ionych <span class="_ _3"></span>do<span class="_ _6"></span> <span class="_ _3"></span>wyboru <span class="_ _0"></span>Członków <span class="ff2">Rady </span></span></div><div class="t m0 x4 ha y91b ff1 fs4 fc1 sc0 ls0 ws0">Nadzorczej. Pozostali akcjonariusze, obecni na <span class="_ _3"></span>Wal<span class="_ _6"></span>nym <span class="_ _3"></span>Z<span class="_ _6"></span>gromadzeniu (którzy nie <span class="_ _3"></span>utw<span class="_ _6"></span>orzyli oddzielnej grupy) </div><div class="t m0 x4 ha y91c ff1 fs4 fc1 sc0 ls0 ws0">dokonają <span class="_ _1e"> </span>w <span class="_ _1e"> </span>głosowaniu <span class="_ _1e"> </span>taj<span class="_ _6"></span>nym, <span class="_ _e"> </span>wyboru<span class="_ _6"></span> <span class="_ _e"> </span>pozosta<span class="_ _6"></span>łych <span class="_ _1e"> </span>Członków <span class="_ _1e"> </span>Rady <span class="_ _1e"> </span>Nadzorc<span class="_ _6"></span>zej. <span class="_ _1e"> </span>Uchwały <span class="_ _1e"> </span>dot. <span class="_ _1e"> </span>powołani<span class="_ _6"></span>a </div></div></div><div class="pi" ></div></div><div id="pf59" class="pf w0 h0" ><div class="pc pc59 w0 h0"><img class="bi x6 y2b we5 hc2" alt="" src="data:image/png;base64,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class="c x0 y0 w3 h0"><div class="t m0 x9c h8 y6e0 ff4 fs3 fc3 sc0 ls0 ws0">SPRAWOZDANE ZARZĄDU Z DZIAŁALNOŚCI<span class="ff3"> MIRBUD S.A. ZA <span class="ls4">ROK</span> <span class="ls5">20</span>21<span class="fc4"> </span></span></div><div class="t m0 x4 h6 y6e1 ff3 fs2 fc1 sc0 ls0 ws0"> </div></div><div class="c x4 y2e wba h9"><div class="t m0 x14e ha y2f ff2 fs4 fc3 sc0 ls0 ws0">MIRBUD <span class="ls6">| </span>Z<span class="_ _6"></span>gromadzenie Ak<span class="_ _6"></span>cjonariuszy MIRBUD<span class="_ _6"></span> S.A. </div></div><div class="c x9 y2e wbb h9"><div class="t m0 xa hb y30 ff3 fs1 fc0 sc0 ls11 ws0">89<span class="fs2 ls0"> </span></div></div><div class="c x0 y0 w3 h0"><div class="t m0 x4 h6 y31 ff3 fs2 fc1 sc0 ls0 ws0"> </div></div><div class="c xb y6e2 w7 h7f"><div class="t m0 xc hd y673 ff5 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x0 y0 w3 h0"><div class="t m0 x4 ha y7a5 ff1 fs4 fc1 sc0 ls0 ws0">Członków <span class="_ _14"> </span>Rady <span class="_ _14"> </span>Nadzorc<span class="_ _6"></span>zej <span class="_ _14"> </span>przez <span class="_ _14"> </span>oddzielne <span class="_ _14"> </span>grupy<span class="_ _6"></span><span class="ff2"> <span class="_ _14"> </span></span>oraz <span class="_ _14"> </span>prz<span class="_ _6"></span>ez <span class="_ _14"> </span>pozostałych <span class="_ _14"> </span>akcjonariuszy <span class="_ _14"> </span>wymagaj<span class="_ _6"></span>ą </div><div class="t m0 x4 ha y7a6 ff1 fs4 fc1 sc0 ls0 ws0">zaprotokołowania przez<span class="_ _6"></span> notariusza.<span class="_ _6"></span><span class="ff2"> </span></div><div class="t m0 x4 ha y7a7 ff2 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 x4 ha y7a8 ff1 fs4 fc1 sc0 ls0 ws0">Uchwały Walnego<span class="_ _6"></span> Zgromadzenia są<span class="_ _6"></span> protokołowane.<span class="_ _6"></span> Protokół Wa<span class="_ _6"></span>lnego Zgromadzenia s<span class="_ _6"></span>porządza notarius<span class="_ _6"></span>z w </div><div class="t m0 x4 ha y7a9 ff1 fs4 fc1 sc0 ls0 ws0">formie <span class="_ _e"> </span>akt<span class="_ _6"></span>u <span class="_ _e"> </span>notaria<span class="_ _6"></span>lnego. <span class="_ _1e"> </span>Niedopełnienie <span class="_ _1e"> </span>tego <span class="_ _e"> </span>ob<span class="_ _6"></span>owiązku <span class="_ _e"> </span>s<span class="_ _6"></span>kutkuje <span class="_ _1e"> </span>b<span class="_ _6"></span>ezwzględną <span class="_ _e"> </span>n<span class="_ _6"></span>ieważnością <span class="_ _1e"> </span>uchwał. <span class="_ _1e"> </span>Do </div><div class="t m0 x4 ha y883 ff1 fs4 fc1 sc0 ls0 ws0">protokołu  należy <span class="_ _21"> </span>dołącz<span class="_ _6"></span>yć  do<span class="_ _0"></span>wody <span class="_ _28"> </span>zwołania  Walnego <span class="_ _28"> </span>Zgromadzenia  i <span class="_ _21"> </span>prop<span class="_ _6"></span>onowanego  porządku  obrad, </div><div class="t m0 x4 ha y85b ff1 fs4 fc1 sc0 ls0 ws0">podpisaną przez uczes<span class="_ _6"></span>tników Walnego Zgrom<span class="_ _6"></span>adzenia i Przewodnicząc<span class="_ _6"></span>ego listę obecności, pełno<span class="_ _6"></span>mocnictwa i </div><div class="t m0 x4 ha y8c1 ff1 fs4 fc1 sc0 ls0 ws0">inne <span class="_ _1a"> </span>dokum<span class="_ _6"></span>enty <span class="_ _1a"> </span>złożone<span class="_ _6"></span> <span class="_ _1b"> </span>przez <span class="_ _1b"> </span>przedstawicieli <span class="_ _1a"> </span>ak<span class="_ _6"></span>cjonariuszy. <span class="_ _1b"> </span>Niezależnie <span class="_ _1b"> </span>od <span class="_ _1a"> </span>protoko<span class="_ _6"></span>łu <span class="_ _1a"> </span>notarial<span class="_ _6"></span>nego </div><div class="t m0 x4 ha y8c2 ff1 fs4 fc1 sc0 ls0 ws0">Przewodniczący <span class="_ _c"> </span>Walnego<span class="_ _6"></span> <span class="_ _c"> </span>Zgromadzenia <span class="_ _c"> </span>może <span class="_ _c"> </span>zarządzić <span class="_ _c"> </span>sporządzeni<span class="_ _6"></span>e <span class="_ _1b"> </span>p<span class="_ _6"></span>ełnego <span class="_ _c"> </span>protokołu <span class="_ _c"> </span>Walnego </div><div class="t m0 x4 ha y8c3 ff1 fs4 fc1 sc0 ls0 ws0">Zgromadzenia <span class="_ _6"></span>rejestrujące<span class="_ _6"></span>go w<span class="_ _6"></span> sposób<span class="_ _6"></span> cał<span class="_ _6"></span>ościowy <span class="_ _6"></span>przebieg <span class="_ _6"></span>Walnego <span class="_ _6"></span>Zgromadz<span class="_ _6"></span>enia <span class="_ _6"></span>i tr<span class="_ _6"></span>eść p<span class="_ _6"></span>oszc<span class="_ _10"></span>zególnych </div><div class="t m0 x4 ha y8c4 ff1 fs4 fc1 sc0 ls0 ws0">wypowiedzi. <span class="_ _27"> </span>Protokół <span class="_ _27"> </span>sporz<span class="_ _6"></span>ądza <span class="_ _1e"> </span>wybrany <span class="_ _27"> </span>przez <span class="_ _27"> </span>Wal<span class="_ _6"></span>ne <span class="_ _1e"> </span>Zgromadze<span class="_ _6"></span>nie <span class="_ _1e"> </span>Sekret<span class="_ _6"></span>arz. <span class="_ _1e"> </span>Protoko<span class="_ _6"></span>ły <span class="_ _1e"> </span>ze <span class="_ _27"> </span>wszy<span class="_ _6"></span>stkich </div><div class="t m0 x4 ha y8c5 ff1 fs4 fc1 sc0 ls0 ws0">Walnych Zgroma<span class="_ _6"></span>dzeń włącza się do<span class="_ _6"></span> księgi protoko<span class="_ _6"></span>łów prowadzonej prz<span class="_ _6"></span>ez Zarząd.<span class="_ _6"></span> Każdy akcjonarius<span class="_ _6"></span>z nawet </div><div class="t m0 x4 ha y8c6 ff1 fs4 fc1 sc0 ls0 ws0">nie <span class="_ _27"> </span>uczestniczący<span class="_ _6"></span> <span class="_ _27"> </span>w <span class="_ _27"> </span>Walnym <span class="_ _27"> </span>Z<span class="_ _6"></span>gromadzeniu <span class="_ _27"> </span>może <span class="_ _21"> </span>pr<span class="_ _6"></span>zeglądać <span class="_ _27"> </span>księgę <span class="_ _27"> </span>protok<span class="_ _6"></span>ołów <span class="_ _27"> </span>Walnych <span class="_ _27"> </span>Zgro<span class="_ _6"></span>madzeń <span class="_ _21"> </span>i </div><div class="t m0 x4 ha y889 ff1 fs4 fc1 sc0 ls0 ws0">żądać wydania odpisów ca<span class="_ _6"></span>łości lub częśc<span class="_ _6"></span>i protokołów, za odpłat<span class="_ _6"></span>nością.<span class="_ _6"></span><span class="ff2"> </span></div><div class="t m0 x4 ha y8c7 ff2 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 x4 ha y8c8 ff2 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 x4 ha y8c9 ff2 fs4 fc1 sc0 ls0 ws0"> <span class="_ _2c"> </span> </div></div></div><div class="pi" ></div></div><div id="pf5a" class="pf w0 h0" ><div class="pc pc5a w0 h0"><img class="bi x6 y2b we5 hc2" alt="" 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"/><div class="c x0 y0 w3 h0"><div class="t m0 x9c h8 y6e0 ff4 fs3 fc3 sc0 ls0 ws0">SPRAWOZDANE ZARZĄDU Z DZIAŁALNOŚCI<span class="ff3"> MIRBUD S.A. ZA <span class="ls4">ROK</span> <span class="ls5">20</span>21<span class="fc4"> </span></span></div><div class="t m0 x4 h6 y6e1 ff3 fs2 fc1 sc0 ls0 ws0"> </div></div><div class="c x4 y2e wba h3c"><div class="t m0 x4c ha y173 ff2 fs4 fc3 sc0 ls0 ws0">MIRBUD <span class="ls6">| </span><span class="ff1">Z<span class="_ _6"></span>arząd MIRBUD<span class="_ _6"></span> S.A. oraz zasady powoływ<span class="_ _6"></span>ania i odwoływania osób<span class="_ _6"></span> </span></div><div class="t m0 x14f ha y222 ff1 fs4 fc3 sc0 ls0 ws0">zarządzający<span class="_ _6"></span>ch<span class="ff2"> </span></div></div><div class="c x9 y2e wbb h3c"><div class="t m0 xa hb y223 ff3 fs1 fc0 sc0 ls11 ws0">90<span class="fs2 ls0"> </span></div></div><div class="c x0 y0 w3 h0"><div class="t m0 x4 h6 y31 ff3 fs2 fc1 sc0 ls0 ws0"> </div></div><div class="c xb y6e2 w7 h7f"><div class="t m0 xc hd y673 ff5 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x0 y0 w3 h0"><div class="t m0 x4 ha y7a5 ff2 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 x4 h10 y982 ff7 fs0 fc1 sc0 ls0 ws0">14.10. <span class="_ _7"></span><span class="ff8">Za<span class="_ _6"></span>rząd <span class="_ _d"> </span>MIRBUD <span class="_ _d"> </span>S.A. <span class="_ _33"> </span>oraz <span class="_ _33"> </span>zasady <span class="_ _d"> </span>powoły<span class="_ _6"></span>wania <span class="_ _d"> </span>i <span class="_ _33"> </span>odwoływania <span class="_ _d"> </span>osób </span></div><div class="t m0 x88 h10 y983 ff8 fs0 fc1 sc0 ls0 ws0">zarządzających<span class="ff7"> </span></div><div class="t m0 x4 ha y984 ff2 fs4 fc1 sc0 ls0 ws0">W okresie od 01.01.<span class="_ _6"></span>2021 r. do 31.1<span class="_ _6"></span>2.2021 <span class="ff1">r. Zarz<span class="_ _6"></span>ąd MIRBUD S.A. by<span class="_ _6"></span>ł czteroosobowy. <span class="_ _6"></span></span> </div><div class="t m0 x150 h3 y985 ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x4 h28 y63b ff1 fs5 fc1 sc0 ls0 ws0">Paweł <span class="_ _10"></span>Korzeniowski <span class="_ _f"></span>–<span class="ff2"> <span class="_ _10"></span></span>Członek <span class="_ _10"></span>Zarządu, <span class="_ _10"></span>S<span class="_ _6"></span>ławomir <span class="_ _10"></span>Nowak <span class="_ _f"></span>–<span class="ff2"> <span class="_ _10"></span></span>Wiceprezes <span class="_ _10"></span>Zarządu, <span class="_ _10"></span>J<span class="_ _6"></span>er<span class="_ _0"></span>zy <span class="_ _10"></span>Mi<span class="_ _6"></span>rgos <span class="_ _f"></span>–<span class="_ _0"></span><span class="ff2"> <span class="_ _10"></span><span class="ff1">P<span class="_ _6"></span>rezes <span class="_ _10"></span>Zarządu, <span class="_ _f"></span>To<span class="_ _0"></span>masz <span class="_ _10"></span>Sałata <span class="_ _f"></span>–<span class="ff2"> </span></span></span></div><div class="t m0 x4 h28 y14b ff1 fs5 fc1 sc0 ls0 ws0">Członek Zarządu<span class="_ _0"></span><span class="ff2"> </span></div><div class="t m0 x4 h2f y2ad ff7 fs2 fc1 sc0 ls0 ws0">Jerzy Mirgos <span class="ff8">–<span class="_ _0"></span><span class="ff7"> <span class="ff8">Prezes Za<span class="_ _0"></span>rządu<span class="ff7"> </span></span></span></span></div><div class="t m0 x4 ha y986 ff1 fs4 fc1 sc0 ls0 ws0">Doświadczenie <span class="_ _1e"> </span>w <span class="_ _27"> </span>zarządz<span class="_ _6"></span>aniu <span class="_ _1e"> </span>firmami <span class="_ _1e"> </span>dzi<span class="_ _6"></span>ałającymi <span class="_ _1e"> </span>w <span class="_ _27"> </span>sektorze <span class="_ _1e"> </span>bud<span class="_ _6"></span>ownictwa <span class="_ _1e"> </span>zdobywa<span class="_ _6"></span>ł <span class="_ _1e"> </span>już <span class="_ _1e"> </span>od <span class="_ _1e"> </span>1<span class="_ _6"></span>985 <span class="_ _1e"> </span>roku, </div><div class="t m0 x4 ha y987 ff1 fs4 fc1 sc0 ls0 ws0">pracując m.i<span class="_ _6"></span>n. na ki<span class="_ _6"></span>erowniczych <span class="_ _6"></span>stanowiskach w <span class="_ _6"></span>przedsiębiorstwac<span class="_ _6"></span>h i spó<span class="_ _6"></span>łkach prawa <span class="_ _6"></span>handloweg<span class="_ _6"></span>o. Od 20<span class="_ _6"></span>02 </div><div class="t m0 x4 ha y988 ff1 fs4 fc1 sc0 ls0 ws0">roku  jego  k<span class="_ _6"></span>ariera  zaw<span class="_ _6"></span>odowa  zwi<span class="_ _6"></span>ązana  jest <span class="_ _29"> </span>ze  spół<span class="_ _6"></span>ką  Emi<span class="_ _6"></span>tenta, <span class="_ _29"> </span>w  której <span class="_ _11"> </span>w<span class="_ _6"></span>  os<span class="_ _6"></span>tatnich  latach <span class="_ _29"> </span>zajmował </div><div class="t m0 x4 ha y989 ff1 fs4 fc1 sc0 ls0 ws0">stanowisko <span class="_ _f"></span>Dyrek<span class="_ _6"></span>tora <span class="_ _f"></span>Generalnego<span class="_ _6"></span>, <span class="_ _f"></span>odpowiadająceg<span class="_ _6"></span>o <span class="_ _f"></span>m.in. <span class="_ _f"></span>za <span class="_ _f"></span>strategi<span class="_ _6"></span>ę <span class="_ _f"></span>działania <span class="_ _f"></span>i <span class="_ _e"></span>dalszy <span class="_ _f"></span>roz<span class="_ _6"></span>wój. <span class="_ _f"></span>W <span class="_ _f"></span>2008 </div><div class="t m0 x4 ha y98a ff1 fs4 fc1 sc0 ls0 ws0">roku założył <span class="_ _3"></span>spółkę JHM DEVELOPMENT S.A., <span class="_ _3"></span>w której jest <span class="_ _3"></span>Wiceprezesem Zarządu, oraz <span class="_ _3"></span>w sposób pośredni </div><div class="t m0 x4 ha y98b ff2 fs4 fc1 sc0 ls0 ws0">akcjonar<span class="ff1">iuszem<span class="_ _6"></span> <span class="_ _13"> </span>wi<span class="_ _6"></span>ększościowym. <span class="_ _12"> </span>Jak<span class="_ _6"></span>o <span class="_ _12"> </span>najwięks<span class="_ _6"></span>zy <span class="_ _12"> </span>swój <span class="_ _12"> </span>s<span class="_ _6"></span>ukces <span class="_ _12"> </span>zawodowy<span class="_ _6"></span> <span class="_ _12"> </span>uważa <span class="_ _12"> </span>stw<span class="_ _6"></span>orzenie <span class="_ _12"> </span>pręż<span class="_ _6"></span>nie </span></div><div class="t m0 x4 ha y98c ff1 fs4 fc1 sc0 ls0 ws0">działającej <span class="_ _26"> </span>Grupy <span class="_ _26"> </span>Kapitał<span class="_ _6"></span>owej <span class="_ _26"> </span>MIRBUD <span class="_ _26"> </span>oraz <span class="_ _26"> </span>wprowadze<span class="_ _6"></span>nie <span class="_ _26"> </span>dwóch <span class="_ _26"> </span>spółek; <span class="_ _26"> </span>MIRBUD <span class="_ _26"> </span>S.A. <span class="_ _26"> </span>i <span class="_ _26"> </span>JHM </div><div class="t m0 x4 ha y98d ff1 fs4 fc1 sc0 ls0 ws0">DEVELOPMENT <span class="_ _10"></span>S<span class="_ _6"></span>.A. <span class="_ _10"></span>na <span class="_ _10"></span>park<span class="_ _6"></span>iet <span class="_ _10"></span>Warszawsk<span class="_ _6"></span>iej <span class="_ _10"></span>Giełdy <span class="_ _10"></span>Papierów <span class="_ _f"></span>Wartościowych. <span class="_ _f"></span>Z <span class="_ _6"></span>dniem <span class="_ _f"></span>23 <span class="_ _10"></span>c<span class="_ _6"></span><span class="ff2">zerw<span class="_ _6"></span>ca <span class="_ _10"></span>2012 </span></div><div class="t m0 x4 ha y8ba ff1 fs4 fc1 sc0 ls0 ws0">roku <span class="_ _21"> </span>pan <span class="_ _21"> </span>Jerzy <span class="_ _21"> </span>Mirgos <span class="_ _21"> </span>ob<span class="_ _6"></span>jął <span class="_ _27"> </span>fu<span class="_ _6"></span>nkcję <span class="_ _21"> </span>Prezesa <span class="_ _21"> </span>Zarządu <span class="_ _21"> </span>MIRBUD <span class="_ _28"> </span>S.A. <span class="_ _21"> </span>W <span class="_ _21"> </span>dniu <span class="_ _21"> </span>27 <span class="_ _21"> </span>kwietnia<span class="_ _6"></span> <span class="_ _27"> </span>20<span class="_ _6"></span>17 <span class="_ _27"> </span>r.<span class="_ _6"></span> <span class="_ _21"> </span>Rada </div><div class="t m0 x4 ha y8bb ff1 fs4 fc1 sc0 ls0 ws0">Nadzorcza Emitenta <span class="_ _3"></span>powo<span class="_ _6"></span>łała <span class="_ _3"></span>z<span class="_ _6"></span> <span class="_ _3"></span>dniem 27 <span class="_ _3"></span>kwietn<span class="_ _6"></span>ia <span class="_ _3"></span>201<span class="_ _6"></span>7 <span class="_ _3"></span>roku Pana <span class="_ _3"></span>Jerzeg<span class="_ _6"></span>o <span class="_ _3"></span>To<span class="_ _6"></span>masza <span class="_ _0"></span>Mirgos <span class="_ _0"></span>w <span class="_ _3"></span>sk<span class="_ _6"></span>ład <span class="_ _3"></span>Zarz<span class="_ _6"></span>ądu </div><div class="t m0 x4 ha y98e ff1 fs4 fc1 sc0 ls0 ws0">MIRBUD <span class="_ _27"> </span>S.A. <span class="_ _27"> </span>i <span class="_ _1e"> </span>p<span class="_ _6"></span>owierzyła <span class="_ _27"> </span>mu <span class="_ _27"> </span>pełnienie <span class="_ _27"> </span>funkc<span class="_ _6"></span>ji <span class="_ _27"> </span>Prezesa <span class="_ _27"> </span>Zarządu <span class="_ _27"> </span>MIRBUD <span class="_ _21"> </span>S.A. <span class="_ _1e"> </span>na <span class="_ _27"> </span>kolejną <span class="_ _27"> </span>indywid<span class="_ _6"></span>ualna </div><div class="t m0 x4 ha y55e ff1 fs4 fc1 sc0 ls0 ws0">pięcioletnią kadencję. <span class="_ _6"></span><span class="ff2"> </span></div><div class="t m0 x4 ha y98f ff2 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 x4 h2f y491 ff8 fs2 fc1 sc0 ls0 ws0">Sławomir<span class="ff2"> <span class="ff7">Nowak<span class="_ _0"></span><span class="ff2"> <span class="ff8">–</span> <span class="ff7">Wicep<span class="_ _0"></span>rezes<span class="ff2"> <span class="ff8">Zarządu<span class="_ _0"></span><span class="ff2"> </span></span></span></span></span></span></span></div><div class="t m0 x4 ha y990 ff1 fs4 fc1 sc0 ls0 ws0">Wykształcenie <span class="_ _26"> </span>wyżs<span class="_ _6"></span>ze <span class="_ _26"> </span>–<span class="ff2"> <span class="_ _26"> </span></span>absolwe<span class="_ _6"></span>nt <span class="_ _26"> </span>Politechniki <span class="_ _26"> </span>Wars<span class="_ _6"></span>zawskiej, <span class="_ _26"> </span>Wydział <span class="_ _25"> </span>Elektryczny <span class="_ _25"> </span>–<span class="ff2"> <span class="_ _26"> </span></span>s<span class="_ _6"></span>pecjalność </div><div class="t m0 x4 ha y62c ff1 fs4 fc1 sc0 ls0 ws0">Automatyzacja <span class="_ _1e"> </span>Proces<span class="_ _6"></span>ów <span class="_ _1e"> </span>Tec<span class="_ _6"></span>hnologicznych. <span class="_ _1e"> </span>W <span class="_ _1e"> </span>1<span class="_ _6"></span>999 <span class="_ _1e"> </span>r<span class="_ _6"></span>oku <span class="_ _1e"> </span>Rada <span class="_ _27"> </span>Wydziału <span class="_ _1e"> </span>E<span class="_ _6"></span>lektrycznego <span class="_ _1e"> </span>nadała <span class="_ _27"> </span>mu <span class="_ _1e"> </span>tytuł </div><div class="t m0 x4 ha y991 ff1 fs4 fc1 sc0 ls0 ws0">Doktora <span class="_ _21"> </span>Na<span class="_ _6"></span>uk <span class="_ _21"> </span>Techniczny<span class="_ _6"></span>ch. <span class="_ _21"> </span>W  swojej <span class="_ _21"> </span>karierze  zawodowej <span class="_ _21"> </span>prac<span class="_ _6"></span>ował <span class="_ _21"> </span>na <span class="_ _28"> </span>stanowiskach  kierowniczych  w<span class="_ _3"></span> </div><div class="t m0 x4 ha y992 ff2 fs4 fc1 sc0 ls0 ws0">sektorach edukacj<span class="_ _6"></span>i oraz budownictwa.<span class="_ _6"></span> </div><div class="t m0 x4 ha y913 ff1 fs4 fc1 sc0 ls0 ws0">W strukturze MIRBUD S.A. zajmował dotychczas stanowisko Zastępcy Dyrektora <span class="ff2">Generalnego MIRBUD S.A. </span></div><div class="t m0 x4 ha y914 ff2 fs4 fc1 sc0 ls0 ws0">oraz Dyrektora Kontraktu<span class="_ _6"></span> budowy hotelu H<span class="_ _6"></span>ilton w Wars<span class="_ _6"></span>zawie.<span class="_ _6"></span> </div><div class="t m0 x4 ha y4f3 ff2 fs4 fc1 sc0 ls0 ws0">Od <span class="_ _3"></span>25<span class="_ _6"></span> <span class="_ _3"></span>maj<span class="_ _6"></span>a <span class="_ _3"></span>2012<span class="_ _6"></span> <span class="_ _3"></span><span class="ff1">r. uchwałą Rady <span class="_ _3"></span>Nadzorc<span class="_ _6"></span>zej <span class="_ _3"></span>z<span class="_ _6"></span>ostał <span class="_ _3"></span>p<span class="_ _6"></span>owołany na<span class="_ _0"></span> <span class="_ _3"></span>st<span class="_ _6"></span>anowisko Wiceprezesa <span class="_ _3"></span>Z<span class="_ _6"></span>arządu <span class="_ _0"></span>MIRBUD </span></div><div class="t m0 x4 ha y993 ff1 fs4 fc1 sc0 ls0 ws0">S.A. <span class="_ _1e"> </span>W <span class="_ _27"> </span>dniu <span class="_ _27"> </span>27 <span class="_ _27"> </span>kwietnia <span class="_ _27"> </span>2017 <span class="_ _27"> </span>r. <span class="_ _1e"> </span>Rad<span class="_ _6"></span>a <span class="_ _1e"> </span>Nadz<span class="_ _6"></span>orcza <span class="_ _1e"> </span>Emitenta <span class="_ _27"> </span>powo<span class="_ _6"></span>łała <span class="_ _1e"> </span>z <span class="_ _27"> </span>dniem <span class="_ _21"> </span><span class="ff2">27 <span class="_ _27"> </span>kwietnia <span class="_ _27"> </span>2017 <span class="_ _27"> </span>r. <span class="_ _1e"> </span>Pa<span class="_ _6"></span>na </span></div><div class="t m0 x4 ha y994 ff1 fs4 fc1 sc0 ls0 ws0">Sławomira <span class="_ _10"></span>N<span class="_ _6"></span>owaka <span class="_ _f"></span>w <span class="_ _10"></span>skład <span class="_ _f"></span>Zarządu <span class="_ _f"></span>MIRBUD <span class="_ _f"></span>S.A. <span class="_ _10"></span>i <span class="_ _f"></span>powierzyła <span class="_ _f"></span>mu <span class="_ _10"></span>p<span class="_ _6"></span>ełnienie <span class="_ _10"></span>fu<span class="_ _6"></span>nkcji <span class="_ _10"></span>Wice<span class="_ _6"></span>prezesa <span class="_ _10"></span>Zarz<span class="_ _6"></span>ądu </div><div class="t m0 x4 ha y3ec ff1 fs4 fc1 sc0 ls0 ws0">MIRBUD S.A. na ko<span class="_ _6"></span>lejną indywidualną pięc<span class="_ _6"></span>ioletnią kadencję.<span class="_ _6"></span><span class="ff2"> </span></div><div class="t m0 x4 ha y995 ff2 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 x4 ha y996 ff2 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 x4 ha y997 ff2 fs4 fc1 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf5b" class="pf w0 h0" ><div class="pc pc5b w0 h0"><img class="bi x6 y2b we5 hc2" alt="" 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"/><div class="c x0 y0 w3 h0"><div class="t m0 x9c h8 y6e0 ff4 fs3 fc3 sc0 ls0 ws0">SPRAWOZDANE ZARZĄDU Z DZIAŁALNOŚCI<span class="ff3"> MIRBUD S.A. ZA <span class="ls4">ROK</span> <span class="ls5">20</span>21<span class="fc4"> </span></span></div><div class="t m0 x4 h6 y6e1 ff3 fs2 fc1 sc0 ls0 ws0"> </div></div><div class="c x4 y2e wba h3c"><div class="t m0 x4c ha y173 ff2 fs4 fc3 sc0 ls0 ws0">MIRBUD <span class="ls6">| </span><span class="ff1">Z<span class="_ _6"></span>arząd MIRBUD<span class="_ _6"></span> S.A. oraz zasady pow<span class="_ _6"></span>oływania i odwoływani<span class="_ _6"></span>a osób </span></div><div class="t m0 x14f ha y222 ff1 fs4 fc3 sc0 ls0 ws0">zarządzający<span class="_ _6"></span>ch<span class="ff2"> </span></div></div><div class="c x9 y2e wbb h3c"><div class="t m0 xa hb y223 ff3 fs1 fc0 sc0 ls11 ws0">91<span class="fs2 ls0"> </span></div></div><div class="c x0 y0 w3 h0"><div class="t m0 x4 h6 y31 ff3 fs2 fc1 sc0 ls0 ws0"> </div></div><div class="c xb y6e2 w7 h7f"><div class="t m0 xc hd y673 ff5 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x0 y0 w3 h0"><div class="t m0 x4 h2f y32 ff8 fs2 fc1 sc0 ls0 ws0">Paweł<span class="ff2"> <span class="ff7">Korzenio<span class="_ _0"></span>wski<span class="ff2"> <span class="ff8">–</span> <span class="ff8">Człon<span class="_ _0"></span>ek<span class="ff2"> </span>Zarządu<span class="_ _0"></span><span class="ff2"> </span></span></span></span></span></div><div class="t m0 x4 ha y998 ff1 fs4 fc1 sc0 ls0 ws0">Posiada <span class="_ _e"> </span>wyksz<span class="_ _6"></span>tałcenie <span class="_ _f"></span>wy<span class="_ _6"></span>ższe. <span class="_ _e"> </span>Uko<span class="_ _6"></span>ńczył <span class="_ _e"> </span>Uniwers<span class="_ _6"></span>ytet <span class="_ _e"></span>Łódzki <span class="_ _1e"> </span>–<span class="ff2"> <span class="_ _e"> </span></span>Wydz<span class="_ _6"></span>iał <span class="_ _e"></span>Ekonomiczno <span class="_ _1e"> </span>–<span class="ff2"> <span class="_ _e"> </span>Socjolog<span class="_ _6"></span>iczny, <span class="_ _e"></span>na </span></div><div class="t m0 x4 ha y999 ff1 fs4 fc1 sc0 ls0 ws0">kierunku <span class="_ _c"> </span>Ek<span class="_ _6"></span>onomia, <span class="_ _c"> </span>spec<span class="_ _6"></span>jalność <span class="_ _c"> </span>Ekonom<span class="_ _6"></span>ia <span class="_ _c"> </span>Przemy<span class="_ _6"></span>słu, <span class="_ _c"> </span>gdzie <span class="_ _c"> </span>w <span class="_ _26"> </span>latach <span class="_ _c"> </span>2001<span class="_ _6"></span><span class="ff2">-<span class="_ _6"></span></span>2005 <span class="_ _c"> </span>odbywa<span class="_ _6"></span>ł <span class="_ _c"> </span>studia </div><div class="t m0 x4 ha y99a ff1 fs4 fc1 sc0 ls0 ws0">doktoranckie.  Przez <span class="_ _21"> </span>ponad  10 <span class="_ _21"> </span>lat <span class="_ _28"> </span>pracował  w <span class="_ _21"> </span>bankowośc<span class="_ _6"></span>i, <span class="_ _21"> </span>ukończ<span class="_ _6"></span>ył <span class="_ _21"> </span>liczne  kursy <span class="_ _28"> </span>i <span class="_ _21"> </span>szkolenia  z <span class="_ _21"> </span>zakres<span class="_ _f"></span><span class="ff2 ls3d">u </span></div><div class="t m0 x4 ha y99b ff1 fs4 fc1 sc0 ls0 ws0">finansów, <span class="_ _f"></span>matematyki <span class="_ _f"></span>bankowej, <span class="_ _10"></span>a<span class="_ _6"></span>nalizy <span class="_ _10"></span>finansow<span class="_ _6"></span>ej. <span class="_ _f"></span>Obecnie <span class="_ _10"></span>zas<span class="_ _6"></span>iada <span class="_ _10"></span>takż<span class="_ _6"></span>e <span class="_ _10"></span>w <span class="_ _f"></span>Radzie <span class="_ _f"></span>Nadzorczej <span class="_ _f"></span>Centrum </div><div class="t m0 x4 ha y99c ff2 fs4 fc1 sc0 ls0 ws0">Hal Targowych MAR<span class="_ _6"></span>YWILSKA 44 sp  z o.o. oraz<span class="_ _6"></span> KOBYLARNI<span class="_ _6"></span>A S.A. </div><div class="t m0 x4 ha y99d ff2 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 x4 h2f y9 ff7 fs2 fc1 sc0 ls0 ws0">Tomasz<span class="ff2"> <span class="ff8">Sałata<span class="_ _0"></span><span class="ff2"> <span class="ff8">–</span> <span class="ff8">Członek</span> <span class="ff8">Zarządu<span class="_ _3"></span><span class="ff2"> </span></span></span></span></span></div><div class="t m0 x4 ha y7c1 ff2 fs4 fc1 sc0 ls0 ws0">W <span class="_ _6"></span>firmie <span class="_ _6"></span>pracuj<span class="_ _6"></span>e <span class="_ _6"></span>od <span class="_ _6"></span>2010<span class="_ _6"></span> <span class="_ _6"></span>r. <span class="_ _6"></span>jako <span class="_ _6"></span>dyrektor<span class="_ _6"></span> <span class="_ _10"></span><span class="ff1">techniczny<span class="_ _6"></span>. <span class="_ _6"></span>Pracował <span class="_ _6"></span>też <span class="_ _10"></span>jako <span class="_ _6"></span>dyrektor <span class="_ _10"></span>ds. <span class="_ _6"></span>produkc<span class="_ _6"></span>ji <span class="_ _6"></span>budowlanej <span class="_ _6"></span>w<span class="_ _6"></span> </span></div><div class="t m0 x4 ha y99e ff2 fs4 fc1 sc0 ls0 ws0">Rex-Budzie <span class="_ _29"> </span>(2009-<span class="_ _6"></span>2010), <span class="_ _29"> </span>dyr<span class="_ _6"></span>ektor <span class="_ _29"> </span>ds. <span class="_ _29"> </span>produkcji <span class="_ _29"> </span>w<span class="_ _6"></span> <span class="_ _29"> </span>Variteksie <span class="_ _29"> </span>(200<span class="_ _6"></span>1-<span class="_ _6"></span><span class="ff1">2009), <span class="_ _29"> </span>dyrektor <span class="_ _29"> </span>łódzkiego<span class="_ _6"></span> <span class="_ _11"> </span>o<span class="_ _6"></span>ddziału </span></div><div class="t m0 x4 ha y99f ff1 fs4 fc1 sc0 ls0 ws0">Energoexportu <span class="_ _10"></span>oraz<span class="_ _6"></span> <span class="_ _10"></span>dyrektor <span class="_ _f"></span>ds. <span class="_ _10"></span>produkcji <span class="_ _10"></span>i <span class="_ _10"></span>czło<span class="_ _6"></span>nek <span class="_ _10"></span>zarządu <span class="_ _10"></span>spó<span class="_ _6"></span>łki <span class="_ _10"></span>Budmatpol. <span class="_ _10"></span>J<span class="_ _6"></span>est <span class="_ _10"></span>absolw<span class="_ _10"></span>entem <span class="_ _f"></span>Wydziału </div><div class="t m0 x4 ha y9a0 ff1 fs4 fc1 sc0 ls0 ws0">Budownictwa i Arch<span class="_ _6"></span>itektury Politechniki Łódz<span class="_ _6"></span>kiej.<span class="_ _6"></span><span class="ff2"> </span></div><div class="t m0 x4 ha y9a1 ff2 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 x4 ha y9a2 ff1 fs4 fc1 sc0 ls0 ws0">Zgodnie <span class="_ _f"></span>z <span class="_ _e"> </span>§<span class="ff2"> </span>2<span class="_ _6"></span>9 <span class="_ _f"></span>Statutu <span class="_ _e"></span>Zarząd <span class="_ _e"></span>składa <span class="_ _e"></span>się <span class="_ _f"></span>z <span class="_ _e"> </span>1 <span class="_ _e"></span>(jednego) <span class="_ _e"> </span>do <span class="_ _e"></span>5 <span class="_ _f"></span>(p<span class="_ _6"></span>ięciu) <span class="_ _f"></span>cz<span class="_ _6"></span>łonków. <span class="_ _f"></span>Liczbę<span class="_ _6"></span> <span class="_ _f"></span>członków<span class="_ _6"></span> <span class="_ _f"></span>Zarządu </div><div class="t m0 x4 ha y9a3 ff1 fs4 fc1 sc0 ls0 ws0">określa <span class="_ _e"> </span>R<span class="_ _6"></span>ada <span class="_ _1e"> </span>Nadzorcz<span class="_ _6"></span>a <span class="_ _1e"> </span>Spółki <span class="_ _1e"> </span>odrębną <span class="_ _1e"> </span>uchwał<span class="_ _6"></span>ą. <span class="_ _1e"> </span>Liczbę <span class="_ _1e"> </span>członków <span class="_ _1e"> </span>pi<span class="_ _6"></span>erwszego <span class="_ _1e"> </span>Zarządu <span class="_ _27"> </span>okreś<span class="_ _10"></span>la <span class="_ _1e"> </span>uchwała </div><div class="t m0 x4 ha y9a4 ff2 fs4 fc1 sc0 ls0 ws0">o <span class="ff1">przekształceniu <span class="_ _1d"> </span>Spó<span class="_ _6"></span>łki. <span class="_ _1d"> </span>Członków <span class="_ _1d"> </span>Zarządu <span class="_ _1d"> </span>lub <span class="_ _1d"> </span>c<span class="_ _6"></span>ały <span class="_ _12"> </span>Zarz<span class="_ _6"></span>ąd <span class="_ _12"> </span>p<span class="_ _6"></span>owołuje <span class="_ _1d"> </span>Rada <span class="_ _1d"> </span>Nadzorc<span class="_ _6"></span>za. <span class="_ _1d"> </span>Członkowie </span></div><div class="t m0 x4 ha y9a5 ff1 fs4 fc1 sc0 ls0 ws0">pierwszego Zarz<span class="_ _6"></span>ądu powo<span class="_ _6"></span>łani zostają <span class="_ _6"></span>uchwałą <span class="_ _6"></span>o prze<span class="_ _6"></span>kształceniu Spółk<span class="_ _6"></span>i. Członko<span class="_ _6"></span>wie Zarządu <span class="_ _6"></span>powoływani <span class="_ _6"></span>są </div><div class="t m0 x4 ha y9a6 ff1 fs4 fc1 sc0 ls0 ws0">na <span class="_ _3"></span>indywid<span class="_ _6"></span>ualną <span class="_ _3"></span>kadencj<span class="_ _6"></span>ę, <span class="_ _3"></span>tr<span class="_ _6"></span>wającą <span class="_ _3"></span>pięć l<span class="_ _0"></span>at <span class="_ _0"></span>od da<span class="_ _0"></span>ty <span class="_ _3"></span>po<span class="_ _6"></span>wołania. <span class="_ _3"></span>Zgod<span class="_ _6"></span>nie <span class="_ _3"></span>z §<span class="ff2"> </span>31 <span class="_ _3"></span>Sta<span class="_ _6"></span>tutu <span class="_ _3"></span>Zarząd Spółki <span class="_ _3"></span>prowadzi </div><div class="t m0 x4 ha y9a7 ff1 fs4 fc1 sc0 ls0 ws0">sprawy <span class="_ _1e"> </span>Spółki <span class="_ _1e"> </span>i <span class="_ _e"> </span>repreze<span class="_ _6"></span>ntuje <span class="_ _1e"> </span>Spółkę. <span class="_ _1e"> </span>Regulamin <span class="_ _1e"> </span>Zarządu <span class="_ _1e"> </span>określa<span class="_ _6"></span>jący <span class="_ _1e"> </span>sz<span class="_ _6"></span>czegółowo <span class="_ _e"> </span>try<span class="_ _6"></span>b <span class="_ _e"> </span>działan<span class="_ _6"></span>ia <span class="_ _e"> </span>Zarządu<span class="_ _6"></span><span class="ff2"> </span></div><div class="t m0 x4 ha y439 ff1 fs4 fc1 sc0 ls0 ws0">został <span class="_ _1e"> </span>zmienio<span class="_ _6"></span>ny <span class="_ _1e"> </span>uchwałą <span class="_ _27"> </span>nr <span class="_ _1e"> </span>7/2<span class="_ _6"></span>021 <span class="_ _1e"> </span>Zarządu <span class="_ _1e"> </span>MIR<span class="_ _6"></span>BUD <span class="_ _1e"> </span>S.A. <span class="_ _1e"> </span>z<span class="_ _6"></span> <span class="_ _1e"> </span>dnia <span class="_ _27"> </span>27 <span class="_ _1e"> </span>lipca <span class="_ _27"> </span>2021 <span class="_ _1e"> </span>r<span class="_ _6"></span>oku, <span class="_ _1e"> </span>po <span class="_ _1e"> </span>z<span class="_ _6"></span>atwier<span class="_ _10"></span><span class="ff2">dzeniu </span></div><div class="t m0 x4 ha y43a ff1 fs4 fc1 sc0 ls0 ws0">Regulaminu <span class="_ _21"> </span>Zarządu <span class="_ _27"> </span>uc<span class="_ _6"></span>hwałą <span class="_ _27"> </span>Ra<span class="_ _6"></span>dy <span class="_ _27"> </span>Nadzorc<span class="_ _6"></span>zej <span class="_ _27"> </span>nr <span class="_ _21"> </span>XVII/20<span class="_ _6"></span>21 <span class="_ _27"> </span>z <span class="_ _21"> </span>dnia <span class="_ _21"> </span>27 <span class="_ _27"> </span>lipc<span class="_ _6"></span>a <span class="_ _27"> </span>2021 <span class="_ _21"> </span>roku. <span class="_ _21"> </span>Tekst <span class="_ _27"> </span>j<span class="_ _6"></span>ednolity </div><div class="t m0 x4 ha y2e4 ff1 fs4 fc1 sc0 ls0 ws0">Regulaminu <span class="_ _f"></span>Zarządu <span class="_ _f"></span>stano<span class="_ _6"></span>wi <span class="_ _10"></span>zał<span class="_ _6"></span>ącznik <span class="_ _f"></span>do <span class="_ _f"></span>uchwały <span class="_ _f"></span>Zarządu <span class="_ _f"></span>nr <span class="_ _f"></span>7/2021 <span class="_ _f"></span>z <span class="_ _f"></span>dnia <span class="_ _f"></span>27 <span class="_ _f"></span>lipca <span class="_ _f"></span>2021 <span class="_ _f"></span>roku<span class="_ _6"></span><span class="ff2">, <span class="_ _f"></span></span>iż <span class="_ _f"></span>został </div><div class="t m0 x4 ha y9a8 ff2 fs4 fc1 sc0 ls0 ws0">opublikowany na stron<span class="_ _6"></span>ie https://relacje.<span class="_ _6"></span>mirbud.pl/strony<span class="_ _6"></span>/dokumenty-k<span class="_ _6"></span>orporacyjne-1<span class="_ _6"></span>. </div><div class="t m0 x4 ha y9a9 ff1 fs4 fc1 sc0 ls0 ws0">Regulamin <span class="_ _12"> </span>uch<span class="_ _6"></span>wala <span class="_ _12"> </span>Zarz<span class="_ _6"></span>ąd, <span class="_ _12"> </span>a <span class="_ _12"> </span>zatwi<span class="_ _6"></span>erdza <span class="_ _12"> </span>uchwa<span class="_ _6"></span>łą <span class="_ _12"> </span>Rada <span class="_ _1d"> </span>Nadzorcza. <span class="_ _1d"> </span>Prezes<span class="_ _6"></span><span class="ff2">owi <span class="_ _12"> </span></span>Z<span class="_ _6"></span>arządu <span class="_ _12"> </span>prz<span class="_ _6"></span>ysługuje </div><div class="t m0 x4 ha y9aa ff1 fs4 fc1 sc0 ls0 ws0">decydujący <span class="_ _1e"> </span>głos. <span class="_ _e"> </span>Uc<span class="_ _6"></span>hwały <span class="_ _1e"> </span>Zarządu <span class="_ _1e"> </span>podejmow<span class="_ _6"></span>ane <span class="_ _e"> </span>są <span class="_ _1e"> </span>na <span class="_ _1e"> </span>posiedzeniach <span class="_ _1e"> </span>bezwzględną<span class="_ _6"></span> <span class="_ _e"></span>większ<span class="_ _6"></span>ością <span class="_ _e"> </span>głosów. </div><div class="t m0 x4 ha y9ab ff1 fs4 fc1 sc0 ls0 ws0">Uchwały <span class="_ _3"></span>Zarządu <span class="_ _3"></span>wymagaj<span class="_ _6"></span>ą <span class="_ _5"></span>spraw<span class="_ _6"></span><span class="ff2 lse">y <span class="_ _3"></span><span class="ff1 ls0">przewidziane <span class="_ _3"></span>prawem <span class="_ _3"></span>i <span class="_ _5"></span>S<span class="_ _6"></span>tatutem, <span class="_ _3"></span>w <span class="_ _3"></span>szczególności <span class="_ _3"></span>sprawy przekraczające </span></span></div><div class="t m0 x4 ha y9ac ff1 fs4 fc1 sc0 ls0 ws0">zwykły zarz<span class="_ _6"></span>ąd:<span class="ff2"> </span></div><div class="t m0 x4 ha y9ad ff2 fs4 fc1 sc0 ls14 ws0">1)<span class="ls0"> <span class="_ _1"> </span><span class="ff1">wprowadzenie reg<span class="_ _6"></span>ulaminu organizacy<span class="_ _6"></span>jnego, określającego org<span class="_ _6"></span>anizację przedsięb<span class="_ _6"></span>iorstwa Spółki,<span class="_ _10"></span></span> </span></div><div class="t m0 x4 ha y9ae ff2 fs4 fc1 sc0 ls14 ws0">2)<span class="ls0"> <span class="_ _1"> </span>ustanawianie prok<span class="_ _6"></span>ury, </span></div><div class="t m0 x4 ha y9af ff2 fs4 fc1 sc0 ls14 ws0">3)<span class="ls0"> <span class="_ _1"> </span><span class="ff1">zaciąganie kredy<span class="_ _6"></span>tów i pożyczek,<span class="_ _6"></span></span> </span></div><div class="t m0 x4 ha y9b0 ff2 fs4 fc1 sc0 ls14 ws0">4)<span class="ls0"> <span class="_ _1"> </span>udzielanie <span class="ff1">gwara<span class="_ _6"></span>ncji kredytowy<span class="_ _6"></span>ch i poręczeń majątkow<span class="_ _6"></span>ych,<span class="_ _6"></span></span> </span></div><div class="t m0 x4 ha y9b1 ff2 fs4 fc1 sc0 ls14 ws0">5)<span class="ls0"> <span class="_ _1"> </span><span class="ff1">zbywanie <span class="_ _10"></span>i <span class="_ _f"></span>nabywanie <span class="_ _10"></span>maj<span class="_ _6"></span>ątku <span class="_ _10"></span>trwałego <span class="_ _10"></span>o <span class="_ _f"></span>wartości <span class="_ _10"></span>prz<span class="_ _6"></span>ekraczającej <span class="_ _f"></span>wartość <span class="_ _10"></span>5% <span class="_ _10"></span>kapitałów <span class="_ _10"></span>wł<span class="_ _6"></span>asnych </span></span></div><div class="t m0 x5 ha y9b2 ff1 fs4 fc1 sc0 ls0 ws0">Spółki za ostatni zbadany r<span class="_ _6"></span>ok obrotowy.<span class="_ _6"></span><span class="ff2"> </span></div><div class="t m0 x5 ha y9b3 ff2 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 x4 ha y28d ff1 fs4 fc1 sc0 ls0 ws0">Podjęcie <span class="_ _1e"> </span>decyzji <span class="_ _e"> </span>prz<span class="_ _6"></span>ez <span class="_ _e"> </span>Zar<span class="_ _6"></span>ząd <span class="_ _e"></span>w <span class="_ _1e"> </span>sprawach <span class="_ _1e"> </span>wymieniony<span class="_ _6"></span>ch <span class="_ _e"></span>w <span class="_ _1e"> </span>pkt <span class="_ _1e"> </span>3, <span class="_ _e"> </span>4 <span class="_ _1e"> </span>i <span class="_ _1e"> </span>5 <span class="_ _e"> </span>o <span class="_ _1e"> </span>war<span class="_ _6"></span>t<span class="_ _6"></span>ości <span class="_ _e"> </span>przek<span class="_ _6"></span>raczających <span class="_ _1e"> </span>5% </div><div class="t m0 x4 ha y9b4 ff1 fs4 fc1 sc0 ls0 ws0">kapitałów <span class="_ _f"></span>własnych <span class="_ _f"></span>Spółki <span class="_ _f"></span>za <span class="_ _10"></span>ostatni <span class="_ _f"></span>zbadany <span class="_ _f"></span>rok <span class="_ _f"></span>obrotowy, <span class="_ _f"></span>wymaga <span class="_ _10"></span>uzys<span class="_ _6"></span>kania <span class="_ _f"></span>wcześniej <span class="_ _10"></span>akc<span class="_ _6"></span>eptacji <span class="_ _10"></span>Ra<span class="_ _6"></span>dy </div><div class="t m0 x4 ha y8a9 ff2 fs4 fc1 sc0 ls0 ws0">Nadzorczej. </div><div class="t m0 x5 ha y8aa ff2 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 x4 ha y8ab ff1 fs4 fc1 sc0 ls0 ws0">Wcześniejszej akc<span class="_ _6"></span>eptacji Rady Nadzorczej wy<span class="_ _6"></span>maga takż<span class="_ _6"></span>e decyzja Zarządu w spr<span class="_ _6"></span>awie:<span class="_ _6"></span><span class="ff2"> </span></div><div class="t m0 x4 ha y54f ff2 fs4 fc1 sc0 ls14 ws0">1)<span class="ls0"> <span class="_ _1"> </span>zaprzestania lub <span class="_ _6"></span>istotnego ogranic<span class="_ _6"></span><span class="ff1">zenia jakiejkolwiek <span class="_ _6"></span>działalności Spółki przew<span class="_ _6"></span>idzianej w<span class="_ _6"></span></span> Statucie,<span class="_ _6"></span> </span></div><div class="t m0 x4 ha y15f ff2 fs4 fc1 sc0 ls14 ws0">2)<span class="ls0"> <span class="_ _1"> </span><span class="ff1">uchwalenia lub<span class="_ _6"></span> zmiany planu strategicz<span class="_ _6"></span>nego Spółki,<span class="_ _6"></span></span> </span></div><div class="t m0 x4 ha y9b5 ff2 fs4 fc1 sc0 ls14 ws0">3)<span class="ls0"> <span class="_ _1"> </span><span class="ff1">wypłaty akcjonar<span class="_ _6"></span>iuszom Spółki zaliczki n<span class="_ _6"></span>a poczet przewidywa<span class="_ _6"></span>nej dywidendy.<span class="_ _10"></span></span> </span></div><div class="t m0 x5 ha y9b6 ff2 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 x4 ha y9b7 ff1 fs4 fc1 sc0 ls0 ws0">Zgodnie <span class="_ _10"></span>z <span class="_ _f"></span>§<span class="ff2"> </span>32 <span class="_ _10"></span>Statut<span class="_ _6"></span>u <span class="_ _10"></span>jeżeli <span class="_ _f"></span>Zarząd <span class="_ _10"></span>jest <span class="_ _f"></span>jednoosobowy <span class="_ _10"></span>do<span class="_ _6"></span> <span class="_ _10"></span>składa<span class="_ _6"></span>nia <span class="_ _f"></span>oświadczeń <span class="_ _f"></span>i <span class="_ _10"></span>podpisywania <span class="_ _f"></span>w<span class="ff2"> imieni<span class="_ _6"></span>u </span></div><div class="t m0 x4 ha y9b8 ff1 fs4 fc1 sc0 ls0 ws0">Spółki <span class="_ _6"></span>uprawn<span class="_ _6"></span>iony <span class="_ _6"></span>jes<span class="_ _6"></span>t <span class="_ _6"></span>Prezes <span class="_ _10"></span>Zarządu <span class="_ _6"></span>j<span class="_ _6"></span>ednoosobowo, <span class="_ _10"></span>zaś <span class="_ _6"></span>jeż<span class="_ _6"></span>eli <span class="_ _6"></span>Zarząd <span class="_ _6"></span>jest <span class="_ _10"></span>wieloos<span class="_ _6"></span>obowy, <span class="_ _6"></span>wymag<span class="_ _6"></span>ane <span class="_ _6"></span>jest </div><div class="t m0 x4 ha y9b9 ff1 fs4 fc1 sc0 ls0 ws0">współdziałanie <span class="_ _1e"> </span>dw<span class="_ _6"></span>óch <span class="_ _1e"> </span>członków <span class="_ _1e"> </span>Z<span class="_ _6"></span>arządu. <span class="_ _1e"> </span>W <span class="_ _1e"> </span>umowie <span class="_ _27"> </span>między <span class="_ _1e"> </span>Spółką <span class="_ _1e"> </span>a <span class="_ _1e"> </span>c<span class="_ _6"></span>złonkiem <span class="_ _1e"> </span>Zarządu, <span class="_ _1e"> </span>j<span class="_ _6"></span>ak <span class="_ _1e"> </span>również <span class="_ _1e"> </span>w </div><div class="t m0 x4 ha y9ba ff1 fs4 fc1 sc0 ls0 ws0">sporze z nim Spółkę<span class="_ _6"></span> reprezentuje Rada<span class="_ _6"></span> Nadzorcza.<span class="_ _6"></span><span class="ff2"> </span></div></div></div><div class="pi" ></div></div><div id="pf5c" class="pf w0 h0" ><div class="pc pc5c w0 h0"><img class="bi x6 y2b we5 hc2" alt="" 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class="c x0 y0 w3 h0"><div class="t m0 x9c h8 y6e0 ff4 fs3 fc3 sc0 ls0 ws0">SPRAWOZDANE ZARZĄDU Z DZIAŁALNOŚCI<span class="ff3"> MIRBUD S.A. ZA <span class="ls4">ROK</span> <span class="ls5">20</span>21<span class="fc4"> </span></span></div><div class="t m0 x4 h6 y6e1 ff3 fs2 fc1 sc0 ls0 ws0"> </div></div><div class="c x4 y2e wba h9"><div class="t m0 x151 ha y2f ff2 fs4 fc3 sc0 ls0 ws0">MIRBUD <span class="ls6">| <span class="_ _6"></span></span>Rada Nadzorcza MIR<span class="_ _6"></span>BUD S.A.<span class="_ _6"></span> </div></div><div class="c x9 y2e wbb h9"><div class="t m0 xa hb y30 ff3 fs1 fc0 sc0 ls11 ws0">92<span class="fs2 ls0"> </span></div></div><div class="c x0 y0 w3 h0"><div class="t m0 x4 h6 y31 ff3 fs2 fc1 sc0 ls0 ws0"> </div></div><div class="c xb y6e2 w7 h7f"><div class="t m0 xc hd y673 ff5 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x0 y0 w3 h0"><div class="t m0 x4 h10 y80a ff7 fs0 fc1 sc0 ls0 ws0">14.11. <span class="_ _7"></span>Rada<span class="_ _6"></span> Nadzorcza MIRBUD S.A. </div><div class="t m0 x4 ha y867 ff1 fs4 fc1 sc0 ls0 ws0">Rada Na<span class="_ _6"></span>dzorcza <span class="_ _6"></span>Spółki wybiera<span class="_ _6"></span>na jest <span class="_ _6"></span>przez <span class="_ _6"></span>Walne <span class="_ _6"></span>Zgromadzenie <span class="_ _6"></span>Akcjonariuszy<span class="_ _6"></span> i <span class="_ _6"></span>składa się <span class="_ _6"></span>z <span class="_ _6"></span>nie mni<span class="_ _6"></span>ej niż </div><div class="t m0 x4 ha y868 ff1 fs4 fc1 sc0 ls0 ws0">pięciu i nie więcej n<span class="_ _6"></span>iż siedmiu członków.<span class="_ _6"></span><span class="ff2"> </span></div><div class="t m0 x4 ha y95d ff2 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 x4 ha y95e ff1 fs4 fc1 sc0 ls0 ws0">W <span class="_ _3"></span>tym <span class="_ _3"></span>sa<span class="_ _6"></span>mym <span class="_ _3"></span>trybie <span class="_ _3"></span>cz<span class="_ _6"></span>łonkowie <span class="_ _3"></span>Rady <span class="_ _3"></span>N<span class="_ _6"></span>adzorczej <span class="_ _0"></span>mogą <span class="_ _3"></span>być <span class="_ _3"></span>odw<span class="_ _6"></span>ołani. <span class="_ _3"></span>Członek <span class="_ _0"></span>Rady <span class="_ _3"></span>Nadzorc<span class="_ _6"></span>zej <span class="_ _3"></span>nie <span class="_ _3"></span>po<span class="_ _6"></span>winien </div><div class="t m0 x4 ha y95f ff1 fs4 fc1 sc0 ls0 ws0">rezygnować <span class="_ _1e"> </span>z <span class="_ _1e"> </span>pełnienia <span class="_ _1e"> </span>tej <span class="_ _1e"> </span>funkcji <span class="_ _1e"> </span>w <span class="_ _1e"> </span>trakcie <span class="_ _e"> </span>k<span class="_ _6"></span>adencji, <span class="_ _1e"> </span>jeżeli <span class="_ _e"> </span>mogło<span class="_ _6"></span>by <span class="_ _e"> </span>to <span class="_ _1e"> </span>uniemo<span class="_ _6"></span>żliwić <span class="_ _e"> </span>dział<span class="_ _6"></span>anie <span class="_ _e"> </span>Ra<span class="_ _6"></span>dy, <span class="_ _e"> </span>a <span class="_ _1e"> </span>w </div><div class="t m0 x4 ha y9bb ff1 fs4 fc1 sc0 ls0 ws0">szczególności, jeśli mogłoby<span class="_ _6"></span> to <span class="_ _3"></span>u<span class="_ _6"></span>niemożliwić ter<span class="_ _6"></span>minowe podjęcie istotnej uchwały. W razie ustąpienia członka </div><div class="t m0 x4 ha y9bc ff1 fs4 fc1 sc0 ls0 ws0">Rady <span class="_ _1e"> </span>bądź <span class="_ _1e"> </span>wy<span class="_ _6"></span>gaśnięcia <span class="_ _1e"> </span>m<span class="_ _6"></span>andatu <span class="_ _1e"> </span>z<span class="ff2"> </span>i<span class="_ _6"></span>nnych <span class="_ _1e"> </span>przycz<span class="_ _6"></span>yn <span class="_ _e"> </span>prz<span class="_ _6"></span>ed <span class="_ _1e"> </span>upływem <span class="_ _1e"> </span>kadencj<span class="_ _6"></span>i <span class="_ _e"> </span>R<span class="_ _6"></span>ady <span class="_ _1e"> </span>Nadzorczej<span class="_ _6"></span> <span class="_ _1e"> </span>najbliższe </div><div class="t m0 x4 ha y9bd ff1 fs4 fc1 sc0 ls0 ws0">Walne <span class="_ _f"></span>Zgromadzenie <span class="_ _f"></span>moż<span class="_ _6"></span>e <span class="_ _10"></span>uz<span class="_ _6"></span>upełnić <span class="_ _f"></span>skład <span class="_ _f"></span>Rady. <span class="_ _f"></span>Kandydatury <span class="_ _f"></span>członków <span class="_ _f"></span>Rady <span class="_ _f"></span>Nadzorczej<span class="_ _6"></span> <span class="_ _f"></span>są <span class="_ _10"></span>zgłaszan<span class="_ _6"></span>e <span class="_ _f"></span>i<span class="_ _6"></span><span class="ff2"> </span></div><div class="t m0 x4 ha y6e9 ff1 fs4 fc1 sc0 ls0 ws0">szczegółowo <span class="_ _13"> </span>uzasadniane<span class="_ _6"></span> <span class="_ _29"> </span>w <span class="_ _13"> </span>sposób <span class="_ _13"> </span>umożliwiając<span class="_ _6"></span>y <span class="_ _13"> </span>dokonanie <span class="_ _13"> </span>świadomego <span class="_ _13"> </span>wy<span class="_ _6"></span>boru. <span class="_ _29"> </span>Czło<span class="_ _6"></span>nkowie <span class="_ _29"> </span>Ra<span class="_ _6"></span>dy </div><div class="t m0 x4 ha y431 ff1 fs4 fc1 sc0 ls0 ws0">Nadzorczej powoływan<span class="_ _6"></span>i są na indywidualną k<span class="_ _6"></span>adencję, trwającą c<span class="_ _6"></span>ztery lata od dnia powo<span class="_ _6"></span>łania. <span class="_ _6"></span><span class="ff2"> </span></div><div class="t m0 x4 ha y9be ff1 fs4 fc1 sc0 ls0 ws0">Skład Rady Nadzorcz<span class="_ _6"></span>ej Emitenta na 31.12.20<span class="_ _6"></span>2<span class="ff2">1 </span>r. prz<span class="_ _6"></span>edstawiał się następ<span class="_ _6"></span>ująco:<span class="ff2"> </span></div><div class="t m0 x4 h2b y9bf ff9 fs3 fc1 sc0 ls0 ws0">Tabela: Skład Rady Nadzorczej MIRBUD S.A. w okresie 01.01.202<span class="ffa">1 <span class="ls12">r.</span> </span>–<span class="ffa"> 31.12.2021 <span class="ls12">r.</span> </span></div></div><div class="c x4 y8c8 w122 he3"><div class="t m0 x74 h26 y3c1 ff8 fs5 fc0 sc0 ls0 ws0">Imię i nazwisk<span class="_ _0"></span>o<span class="ff7"> </span></div></div><div class="c x152 y8c8 w123 he3"><div class="t m0 xef h26 y3c1 ff7 fs5 fc0 sc0 ls0 ws0">Stanowisko<span class="_ _0"></span> </div></div><div class="c x4 y411 w122 hf0"><div class="t m0 x52 h26 y12f ff7 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x152 y411 w123 hf0"><div class="t m0 xde h28 y12f ff2 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x4 y9c0 w122 h37"><div class="t m0 x52 h26 y140 ff8 fs5 fc1 sc0 ls0 ws0">Wiesław Kosonó<span class="_ _3"></span>g<span class="ff7"> </span></div></div><div class="c x152 y9c0 w123 h37"><div class="t m0 xde h28 y140 ff1 fs5 fc1 sc0 ls0 ws0">Przewodniczą<span class="_ _0"></span>cy Rady Nadzor<span class="_ _0"></span>czej <span class="ff2"> </span></div></div><div class="c x4 y9c1 w105 h37"><div class="t m0 x52 h26 y140 ff7 fs5 fc1 sc0 ls0 ws0">Waldemar Bor<span class="_ _0"></span>zykowski </div></div><div class="c xce y9c1 w106 h37"><div class="t m0 x30 h28 y140 ff2 fs5 fc1 sc0 ls0 ws0">Z-<span class="ff1">ca Przewodni<span class="_ _3"></span>c<span class="_ _6"></span>zącego Rad<span class="_ _0"></span>y Nad<span class="_ _0"></span>zorczej<span class="ff2"> (do 23.06.2021) </span></span></div></div><div class="c x4 y790 w105 h37"><div class="t m0 x52 h26 y140 ff8 fs5 fc1 sc0 ls0 ws0">Radosław Niewiad<span class="_ _3"></span>om<span class="_ _6"></span>sk<span class="_ _0"></span>i<span class="ff7"> </span></div></div><div class="c xce y790 w106 h37"><div class="t m0 x30 h28 y140 ff2 fs5 fc1 sc0 ls0 ws0">Z-<span class="ff1">ca Przewodni<span class="_ _3"></span>c<span class="_ _6"></span>zącego Rad<span class="_ _0"></span>y Nad<span class="_ _0"></span>zorczej <span class="ff2">(od 24.06.2021) </span></span></div></div><div class="c x4 y280 w122 h37"><div class="t m0 x52 h26 y140 ff7 fs5 fc1 sc0 ls0 ws0">Agnieszka Buj<span class="_ _0"></span>nowska </div></div><div class="c x152 y280 w123 h37"><div class="t m0 xde h28 y140 ff2 fs5 fc1 sc0 ls0 ws0">Sekretarz Rad<span class="_ _3"></span>y<span class="_ _6"></span> Nadzor<span class="_ _0"></span>czej </div></div><div class="c x4 y9c2 w122 h37"><div class="t m0 x52 h26 y140 ff7 fs5 fc1 sc0 ls0 ws0">Hubert Bojdo<span class="_ _0"></span> </div></div><div class="c x152 y9c2 w123 h37"><div class="t m0 xde h28 y140 ff1 fs5 fc1 sc0 ls0 ws0">Członek Rady Nad<span class="_ _3"></span>z<span class="_ _6"></span>orczej<span class="ff2"> </span></div></div><div class="c x4 y98 w122 h37"><div class="t m0 x52 h26 y140 ff7 fs5 fc1 sc0 ls0 ws0">Andrzej Zakrzews<span class="_ _0"></span>ki </div></div><div class="c x152 y98 w123 h37"><div class="t m0 xde h28 y140 ff1 fs5 fc1 sc0 ls0 ws0">Członek Rady Nad<span class="_ _3"></span>z<span class="_ _6"></span>orczej<span class="ff2"> </span></div></div><div class="c x4 y9c3 w122 h37"><div class="t m0 x52 h26 y140 ff7 fs5 fc1 sc0 ls0 ws0">Wiktoria Braun<span class="_ _0"></span> <span class="_ _1d"> </span> </div></div><div class="c x152 y9c3 w123 h37"><div class="t m0 xde h28 y140 ff1 fs5 fc1 sc0 ls0 ws0">Członek Rady Nad<span class="_ _3"></span>z<span class="_ _6"></span>orczej <span class="ff2"> </span></div><div class="t m0 xde h28 y9c4 ff2 fs5 fc1 sc0 ls0 ws0"> </div></div><div class="c x4 y9c5 w122 h37"><div class="t m0 x52 h26 y140 ff8 fs5 fc1 sc0 ls0 ws0">Artur Sociński<span class="ff7"> </span></div></div><div class="c x152 y9c5 w123 h37"><div class="t m0 xde h28 y140 ff1 fs5 fc1 sc0 ls0 ws0">Członek Rady Nad<span class="_ _3"></span>z<span class="_ _6"></span>orczej <span class="ff2"> </span></div></div><div class="c x0 y0 w3 h0"><div class="t m0 x4 h2f y10a ff8 fs2 fc1 sc0 ls0 ws0">Wiesław Koson<span class="_ _0"></span>óg –<span class="ff7"> </span>Przewodnic<span class="_ _3"></span>zący Rady Nadzorczej <span class="ff7"> </span></div><div class="t m0 x4 ha y98d ff1 fs4 fc1 sc0 ls0 ws0">Posiada <span class="_ _29"> </span>wy<span class="_ _6"></span>kształcenie <span class="_ _13"> </span>wyżs<span class="_ _6"></span>ze. <span class="_ _29"> </span>Jes<span class="_ _6"></span>t <span class="_ _29"> </span>absolwentem <span class="_ _13"> </span>Wyż<span class="_ _6"></span>szej <span class="_ _13"> </span>Szkoły <span class="_ _13"> </span>Ekonomiczno <span class="_ _12"> </span>–<span class="ff2"> <span class="_ _13"> </span>Human<span class="_ _6"></span>istycznej <span class="_ _13"> </span>w </span></div><div class="t m0 x4 ha y41e ff1 fs4 fc1 sc0 ls0 ws0">Skierniewicach, <span class="_ _c"> </span>Wydział<span class="_ _6"></span> <span class="_ _c"> </span>Administracji <span class="_ _c"> </span>w <span class="_ _c"> </span>specjalności <span class="_ _c"> </span>administracja <span class="_ _c"> </span>publiczna <span class="_ _c"> </span>oraz <span class="_ _c"> </span>Wyższej<span class="_ _6"></span> <span class="_ _1b"> </span>Szk<span class="_ _6"></span>oły </div><div class="t m0 x4 ha y9c6 ff1 fs4 fc1 sc0 ls0 ws0">Gospodarki <span class="_ _6"></span>Krajow<span class="_ _6"></span>ej <span class="_ _6"></span>w <span class="_ _6"></span>Kut<span class="_ _6"></span>nie, <span class="_ _6"></span>Wydział <span class="_ _6"></span>Europ<span class="_ _6"></span>eistyki <span class="_ _6"></span>w <span class="_ _6"></span>s<span class="_ _6"></span>pecjalności <span class="_ _6"></span>dyplomacj<span class="_ _6"></span>a <span class="_ _6"></span>i <span class="_ _6"></span>stosunk<span class="_ _6"></span>i <span class="_ _6"></span>międzynarodowe, </div><div class="t m0 x4 ha y98e ff1 fs4 fc1 sc0 ls0 ws0">wspólna <span class="_ _e"></span>polityka <span class="_ _e"> </span>zagran<span class="_ _6"></span>iczna <span class="_ _f"></span>i <span class="_ _1e"> </span>bezpieczeństwa <span class="_ _e"> </span>Uni<span class="_ _6"></span>i <span class="_ _e"></span>Europejskiej. <span class="_ _e"> </span>Posiada <span class="_ _1e"> </span>ponad <span class="_ _1e"> </span>30 <span class="_ _e"> </span>letnie <span class="_ _e"> </span>dośw<span class="_ _6"></span>iadczenie </div><div class="t m0 x4 ha y55e ff1 fs4 fc1 sc0 ls0 ws0">praktyczne <span class="_ _6"></span>w <span class="_ _6"></span>zakresie <span class="_ _6"></span>eko<span class="_ _6"></span>nomii i<span class="_ _6"></span> fina<span class="_ _6"></span>nsów, <span class="_ _6"></span>a <span class="_ _6"></span>także <span class="_ _6"></span>w <span class="_ _6"></span>zarządzaniu <span class="_ _6"></span>przedsi<span class="_ _6"></span>ębiorstwem. <span class="_ _6"></span>Menadżer <span class="_ _6"></span>z <span class="_ _6"></span>bogatym </div><div class="t m0 x4 ha y9c7 ff1 fs4 fc1 sc0 ls0 ws0">doświadczeniem <span class="_ _f"></span>praktycznym <span class="_ _10"></span>w<span class="_ _6"></span> <span class="_ _10"></span>zarządzaniu<span class="_ _6"></span> <span class="_ _10"></span>złożonymi <span class="_ _f"></span>projektami <span class="_ _10"></span>biz<span class="_ _6"></span>nesowymi, <span class="_ _10"></span>a<span class="_ _6"></span> <span class="_ _10"></span>także <span class="_ _f"></span>wieloletni <span class="_ _10"></span>członek </div><div class="t m0 x4 ha y9c8 ff2 fs4 fc1 sc0 ls0 ws0">rad nadzorczy<span class="_ _6"></span>ch, w tym: II <span class="ff1">i III kadenc<span class="_ _6"></span>ji Wojewódzkiego Fund<span class="_ _6"></span>uszu Ochrony Środo<span class="_ _6"></span>wiska i Gospodarki W<span class="_ _6"></span>odnej </span></div><div class="t m0 x4 ha y9c9 ff1 fs4 fc1 sc0 ls0 ws0">w <span class="_ _10"></span>Łodzi; <span class="_ _f"></span>członek <span class="_ _10"></span>r<span class="_ _6"></span>ady <span class="_ _10"></span>Łódzk<span class="_ _6"></span>iego <span class="_ _10"></span>Oddziału <span class="_ _f"></span>NFZ <span class="_ _10"></span>w <span class="_ _f"></span>Łodzi; <span class="_ _10"></span>c<span class="_ _6"></span>złonek <span class="_ _10"></span>i <span class="_ _10"></span>prz<span class="_ _6"></span>ewodniczący<span class="_ _6"></span> <span class="_ _10"></span>Rady <span class="_ _f"></span>Nadzorczej <span class="_ _f"></span>spółki </div><div class="t m0 x4 ha y9ca ff1 fs4 fc1 sc0 ls0 ws0">akcyjnej <span class="_ _14"> </span>notowanej <span class="_ _14"> </span>na <span class="_ _14"> </span>Giełdzie <span class="_ _1a"> </span>Papierów <span class="_ _14"> </span>Wartośc<span class="_ _6"></span>iowych <span class="_ _14"> </span>S.A. <span class="_ _14"> </span>w <span class="_ _14"> </span>Warszawie; <span class="_ _14"> </span>Przew<span class="_ _6"></span>o<span class="_ _6"></span>dniczący <span class="_ _14"> </span>Rady </div><div class="t m0 x4 ha y9cb ff1 fs4 fc1 sc0 ls0 ws0">Nadzorczej Sadowniczego Zakładu <span class="_ _0"></span>Doświadczalnego IO –<span class="ff2"> </span>Spółka <span class="_ _3"></span>z o.o. w <span class="_ _3"></span>Brz<span class="_ _6"></span>eznej w <span class="_ _3"></span>okres<span class="_ _6"></span>ie <span class="_ _3"></span>re<span class="_ _6"></span>alizacji przez </div><div class="t m0 x4 ha y6d8 ff1 fs4 fc1 sc0 ls0 ws0">spółkę <span class="_ _e"> </span>p<span class="_ _6"></span>lanu <span class="_ _e"> </span>res<span class="_ _6"></span>trukturyzacji <span class="_ _1e"> </span>i <span class="_ _1e"> </span>stabilizacji <span class="_ _1e"> </span>sytuacji <span class="_ _1e"> </span>finansowej. <span class="_ _1e"> </span>Był <span class="_ _e"> </span>r<span class="_ _6"></span>ównież <span class="_ _1e"> </span>Radnym <span class="_ _1e"> </span>Sejmiku <span class="_ _1e"> </span>Województw<span class="_ _6"></span>a </div><div class="t m0 x4 ha y9cc ff1 fs4 fc1 sc0 ls0 ws0">Łódzkiego <span class="_ _27"> </span>II <span class="_ _27"> </span>kadencj<span class="_ _6"></span>i, <span class="_ _1e"> </span>w<span class="_ _6"></span>iceprzewod<span class="_ _6"></span>niczący <span class="_ _27"> </span>komisji <span class="_ _27"> </span>rewizy<span class="_ _6"></span>jnej <span class="_ _27"> </span>i <span class="_ _27"> </span>wiceprz<span class="_ _6"></span>ewodniczący <span class="_ _21"> </span>komisji <span class="_ _1e"> </span>ws<span class="_ _6"></span>półpracy <span class="_ _27"> </span>z </div><div class="t m0 x4 ha y9cd ff1 fs4 fc1 sc0 ls0 ws0">zagranicą. <span class="_ _29"> </span>Os<span class="_ _6"></span>tatnio <span class="_ _29"> </span>pracował <span class="_ _29"> </span>n<span class="_ _6"></span>a <span class="_ _29"> </span>stanowisku <span class="_ _13"> </span>prezesa <span class="_ _13"> </span>jednoosobowego <span class="_ _13"> </span>zarządu <span class="_ _13"> </span>spółki <span class="_ _29"> </span>w <span class="_ _13"> </span>Kwiaciarskim<span class="_ _6"></span> </div><div class="t m0 x4 ha y9ce ff1 fs4 fc1 sc0 ls0 ws0">Zakładzie Doświadcza<span class="_ _6"></span>lnym IO –<span class="ff2"> </span>No<span class="_ _6"></span>wy Dwór Spółka z <span class="_ _6"></span>o.o.<span class="ff2"> </span></div><div class="t m0 x4 h2f y23 ff7 fs2 fc1 sc0 ls0 ws0">Waldemar Borzyko<span class="_ _0"></span>wski - <span class="ff8">Zastępca Prz<span class="_ _0"></span>ewodni<span class="_ _0"></span>czącego Rady Nadzo<span class="_ _0"></span>rczej<span class="ff7"> </span></span></div><div class="t m0 x4 ha y9cf ff1 fs4 fc1 sc0 ls0 ws0">Posiada wyksz<span class="_ _6"></span>tałcenie wyższe. Ukończy<span class="_ _6"></span>ł Uniwersytet Łódzki w Łodz<span class="_ _6"></span>i <span class="_ _6"></span>–<span class="ff2"> </span>Wydział Ek<span class="_ _6"></span>onomiczno<span class="ff2">-Socjol<span class="_ _6"></span>ogiczny, </span></div><div class="t m0 x4 ha y9d0 ff1 fs4 fc1 sc0 ls0 ws0">kierunek <span class="_ _6"></span>Ekonomiki <span class="_ _6"></span>Prze<span class="_ _6"></span>mysłu. <span class="_ _6"></span>Uzyskał <span class="_ _6"></span>tytuł <span class="_ _6"></span>magistra <span class="_ _6"></span>ekonom<span class="_ _6"></span>ii. <span class="_ _6"></span>Przez 13<span class="_ _6"></span> <span class="_ _6"></span>lat pra<span class="_ _6"></span>cował <span class="_ _6"></span>jako <span class="_ _6"></span>Skarbnik <span class="_ _6"></span>Miasta </div><div class="t m0 x4 ha y9d1 ff2 fs4 fc1 sc0 ls0 ws0">w Skierniewickim<span class="_ _6"></span> <span class="ff1">Samorządzie.<span class="_ _6"></span></span> </div><div class="t m0 x4 ha y5b ff2 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 x4 ha y997 ff2 fs4 fc1 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf5d" class="pf w0 h0" ><div class="pc pc5d w0 h0"><img class="bi x6 y2b we5 hc2" alt="" 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class="c x0 y0 w3 h0"><div class="t m0 x9c h8 y6e0 ff4 fs3 fc3 sc0 ls0 ws0">SPRAWOZDANE ZARZĄDU Z DZIAŁALNOŚCI<span class="ff3"> MIRBUD S.A. ZA <span class="ls4">ROK</span> <span class="ls5">20</span>21<span class="fc4"> </span></span></div><div class="t m0 x4 h6 y6e1 ff3 fs2 fc1 sc0 ls0 ws0"> </div></div><div class="c x4 y2e wba h9"><div class="t m0 x151 ha y2f ff2 fs4 fc3 sc0 ls0 ws0">MIRBUD <span class="ls6">| <span class="_ _6"></span></span>Rada Nadzorcza MIR<span class="_ _6"></span>BUD S.A.<span class="_ _6"></span> </div></div><div class="c x9 y2e wbb h9"><div class="t m0 xa hb y30 ff3 fs1 fc0 sc0 ls11 ws0">93<span class="fs2 ls0"> </span></div></div><div class="c x0 y0 w3 h0"><div class="t m0 x4 h6 y31 ff3 fs2 fc1 sc0 ls0 ws0"> </div></div><div class="c xb y6e2 w7 h7f"><div class="t m0 xc hd y673 ff5 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x0 y0 w3 h0"><div class="t m0 x4 h2f y32 ff8 fs2 fc1 sc0 ls0 ws0">Radosław Nie<span class="_ _0"></span>wiadomski <span class="ff7">- </span>Zas<span class="_ _0"></span>tępca Przewodn<span class="_ _3"></span>i<span class="_ _6"></span>czącego Rady<span class="_ _3"></span> Nadzorczej<span class="ff7"> </span></div><div class="t m0 x4 ha y9d2 ff2 fs4 fc1 sc0 ls0 ws0">P<span class="ff1">osiada <span class="_ _21"> </span>wyk<span class="_ _6"></span>ształcenie <span class="_ _28"> </span>wyższe  ekonomi<span class="_ _0"></span>czne  –<span class="ff2"> <span class="_ _21"> </span></span>uko<span class="_ _6"></span>ńczył  Uni<span class="_ _0"></span>wersytet <span class="_ _21"> </span>Ł<span class="_ _6"></span>ódzki <span class="_ _21"> </span>n<span class="_ _6"></span>a <span class="_ _21"> </span>Wydziale  Ekonomiczno<span class="_ _6"></span><span class="ff2">-</span></span></div><div class="t m0 x4 ha y9d3 ff1 fs4 fc1 sc0 ls0 ws0">Socjologicznym, <span class="_ _10"></span>kierun<span class="_ _6"></span>ek <span class="_ _10"></span>Ekonomia <span class="_ _10"></span>i <span class="_ _10"></span>Organizacj<span class="_ _6"></span>a <span class="_ _6"></span>Pr<span class="_ _6"></span>zemysłu, <span class="_ _10"></span>uzyskując <span class="_ _10"></span>tytuł <span class="_ _f"></span><span class="ff2">m<span class="_ _6"></span>agistra <span class="_ _10"></span>ekonomii. <span class="_ _10"></span>Ma <span class="_ _10"></span>pon<span class="_ _6"></span>ad </span></div><div class="t m0 x4 ha y7a9 ff2 fs4 fc1 sc0 ls14 ws0">30<span class="ls0">- <span class="_ _6"></span><span class="ff1">letni<span class="_ _6"></span>e <span class="_ _6"></span>doświadczenie <span class="_ _10"></span>w <span class="_ _10"></span>zakresie <span class="_ _6"></span>finansów <span class="_ _10"></span>i <span class="_ _6"></span>banko<span class="_ _6"></span>wości, <span class="_ _6"></span>ukończy<span class="_ _6"></span>ł <span class="_ _6"></span>również <span class="_ _6"></span>wi<span class="_ _6"></span>ele <span class="_ _6"></span>kursów <span class="_ _10"></span>i <span class="_ _6"></span>szkoleń <span class="_ _10"></span>z <span class="_ _6"></span>tego<span class="_ _6"></span> </span></span></div><div class="t m0 x4 ha y9d4 ff1 fs4 fc1 sc0 ls0 ws0">obszaru. <span class="_ _e"></span>Swoje <span class="_ _e"></span>doświadcz<span class="_ _6"></span>enie <span class="_ _f"></span>zawodo<span class="_ _6"></span>we <span class="_ _f"></span>zdobył<span class="_ _6"></span> <span class="_ _f"></span>i <span class="_ _e"></span>doskonalił <span class="_ _e"> </span>m.in. <span class="_ _e"></span>jako <span class="_ _e"> </span>dyrektor <span class="_ _e"> </span>bądź <span class="_ _e"></span>zastępca <span class="_ _e"> </span>dyrektor<span class="_ _6"></span>a </div><div class="t m0 x4 ha y9d5 ff1 fs4 fc1 sc0 ls0 ws0">Oddziałów <span class="_ _27"> </span>Banków: <span class="_ _27"> </span>Pek<span class="_ _6"></span>ao <span class="_ _1e"> </span>S.A. <span class="_ _27"> </span>oraz <span class="_ _27"> </span>Kredyt <span class="_ _27"> </span>Bank <span class="_ _27"> </span>S.A., <span class="_ _27"> </span>a <span class="_ _1e"> </span>t<span class="_ _6"></span>akże <span class="_ _1e"> </span>j<span class="_ _6"></span>ako <span class="_ _1e"> </span>Inspektor<span class="_ _6"></span> <span class="_ _1e"> </span>w <span class="_ _27"> </span>Wydziale <span class="_ _27"> </span>Finans<span class="_ _6"></span>owym </div><div class="t m0 x4 ha y99d ff1 fs4 fc1 sc0 ls0 ws0">Starostwa <span class="_ _27"> </span>Powiatowego <span class="_ _1e"> </span>w<span class="_ _6"></span> <span class="_ _1e"> </span>Łowiczu. <span class="_ _1e"> </span>O<span class="_ _6"></span>becnie <span class="_ _1e"> </span>pan <span class="_ _27"> </span>R<span class="_ _6"></span>adosław <span class="_ _1e"> </span>Niewiadomsk<span class="_ _6"></span>i <span class="_ _1e"> </span>zas<span class="_ _6"></span>iada <span class="_ _1e"> </span>w <span class="_ _1e"> </span>Radzie <span class="_ _27"> </span>Nadzorcz<span class="_ _6"></span>ej </div><div class="t m0 x4 h2f y86b ff1 fs4 fc1 sc0 ls0 ws0">spółki zależnej <span class="ff2">- JHM <span class="_ _6"></span>DEVELOPMEN<span class="_ _6"></span>T S.A.<span class="ff7 fs2"> </span></span></div><div class="t m0 x4 h2f y9d6 ff7 fs2 fc1 sc0 ls0 ws0">Agnieszka Mar<span class="_ _0"></span>ia Bujnowska <span class="ff8">–</span> Sekre<span class="_ _0"></span>tarz Rady <span class="_ _0"></span>Nadzorczej </div><div class="t m0 x4 ha y9d7 ff1 fs4 fc1 sc0 ls0 ws0">Posiada <span class="_ _1c"> </span>wy<span class="_ _6"></span>kształcenie <span class="_ _24"> </span>wyż<span class="_ _6"></span>sze, <span class="_ _24"> </span>ukończyła <span class="_ _1c"> </span>Uniw<span class="_ _6"></span>ersytet <span class="_ _1c"> </span>Łódzk<span class="_ _6"></span>i <span class="_ _24"> </span>Wydział <span class="_ _24"> </span>Zarządzania, <span class="_ _1c"> </span>s<span class="_ _6"></span>pecjalność: </div><div class="t m0 x4 ha y9d8 ff1 fs4 fc1 sc0 ls0 ws0">rachunkowość, <span class="_ _21"> </span>analiza <span class="_ _27"> </span>finansowa<span class="_ _6"></span> <span class="_ _27"> </span>przedsiębiors<span class="_ _6"></span>tw; <span class="_ _1e"> </span>p<span class="_ _6"></span>onadto <span class="_ _27"> </span>złożyła <span class="_ _27"> </span>z <span class="_ _21"> </span>wynikiem <span class="_ _21"> </span>pozytywnym <span class="_ _27"> </span>egzam<span class="_ _6"></span>in <span class="_ _27"> </span>dla </div><div class="t m0 x4 ha y9d9 ff1 fs4 fc1 sc0 ls0 ws0">członków rad nadz<span class="_ _6"></span>orczych w spółkach Sk<span class="_ _6"></span>arbu Państwa <span class="_ _6"></span>–<span class="ff2"> <span class="ls29">Dy</span></span>plom M<span class="_ _6"></span>inistra Skarbu Państwa <span class="_ _6"></span>nr 2262/2007.<span class="_ _6"></span><span class="ff2"> </span></div><div class="t m0 x4 h2f y9da ff7 fs2 fc1 sc0 ls0 ws0">Hubert Bojdo - <span class="ff8">Człon<span class="_ _3"></span>ek Rady Nadzorczej<span class="ff7"> </span></span></div><div class="t m0 x4 ha y759 ff1 fs4 fc1 sc0 ls0 ws0">Absolwent <span class="_ _1e"> </span>Szkoły <span class="_ _1e"> </span>G<span class="_ _6"></span>łównej <span class="_ _1e"> </span>Handlowej <span class="_ _1e"> </span>w <span class="_ _27"> </span>Warszawie, <span class="_ _1e"> </span>kieru<span class="_ _6"></span>nek <span class="_ _e"> </span>f<span class="_ _6"></span>inanse <span class="_ _1e"> </span>i <span class="_ _1e"> </span>banko<span class="_ _6"></span>wość, <span class="_ _e"> </span>gdz<span class="_ _6"></span>ie <span class="_ _1e"> </span>ukończył <span class="_ _1e"> </span>także </div><div class="t m0 x4 ha y30d ff2 fs4 fc1 sc0 ls0 ws0">studia <span class="ff1">d<span class="_ _6"></span>oktoranckie n<span class="_ _6"></span>a wydziale <span class="_ _6"></span>stosunków <span class="_ _6"></span>międzynarodowyc<span class="_ _6"></span>h. Pełnił <span class="_ _6"></span>funkcję <span class="_ _10"></span>wic<span class="_ _6"></span>eprezesa zarząd<span class="_ _6"></span>u Rubicon </span></div><div class="t m0 x4 ha y30e ff1 fs4 fc1 sc0 ls0 ws0">Partners <span class="_ _f"></span>Dom <span class="_ _e"></span>Maklerski <span class="_ _e"></span>S.A. <span class="_ _f"></span>oraz <span class="_ _f"></span>prz<span class="_ _6"></span>ewodniczącego<span class="_ _6"></span> <span class="_ _f"></span>rad <span class="_ _f"></span>nadzorczy<span class="_ _6"></span>ch <span class="_ _f"></span>w <span class="_ _f"></span>Invar&amp;Biur<span class="_ _6"></span>o <span class="_ _f"></span>System <span class="_ _f"></span>S.A<span class="_ _3"></span> <span class="_ _e"></span>oraz <span class="_ _f"></span>IQ </div><div class="t m0 x4 ha y9db ff1 fs4 fc1 sc0 ls0 ws0">Partners S.A., z<span class="_ _6"></span>asiada<span class="ff2"> </span>w <span class="_ _6"></span>radach nadz<span class="_ _6"></span>orczych NF<span class="_ _6"></span>I Victoria S.A. oraz <span class="_ _6"></span>Voxel S.A., <span class="_ _6"></span>jest cz<span class="_ _6"></span>łonkiem Krajowej Izb<span class="_ _6"></span>y </div><div class="t m0 x4 ha y9dc ff1 fs4 fc1 sc0 ls0 ws0">Doradców Podatkowych <span class="_ _0"></span>oraz członkiem <span class="_ _3"></span>Komisj<span class="_ _6"></span>i <span class="_ _3"></span>Rew<span class="_ _6"></span>izyjnej <span class="_ _0"></span>w <span class="_ _3"></span>Fund<span class="_ _6"></span>acji <span class="_ _3"></span>n<span class="_ _6"></span>a <span class="_ _3"></span>rzecz<span class="_ _6"></span> <span class="_ _3"></span>R<span class="_ _6"></span>ozwoju <span class="_ _3"></span>P<span class="_ _6"></span>olskiego <span class="_ _0"></span>Eksportu<span class="_ _6"></span><span class="ff2">. </span></div><div class="t m0 x4 h2f y1bd ff7 fs2 fc1 sc0 ls0 ws0">Andrzej Zakrze<span class="_ _3"></span>w<span class="_ _6"></span>ski <span class="ff8">–</span> <span class="ff8">Członek R<span class="_ _0"></span>ady Nadzorcze<span class="_ _3"></span>j<span class="ff7"> </span></span></div><div class="t m0 x4 ha y9dd ff1 fs4 fc1 sc0 ls0 ws0">Posiada <span class="_ _26"> </span>wyk<span class="_ _6"></span>ształcenie <span class="_ _25"> </span>wyższ<span class="_ _6"></span>e, <span class="_ _26"> </span>ukończył <span class="_ _26"> </span>W<span class="_ _6"></span>ojskową <span class="_ _25"> </span>Akademię <span class="_ _26"> </span>Tech<span class="_ _6"></span>niczną <span class="_ _26"> </span>w <span class="_ _25"> </span>Warszawie<span class="_ _6"></span> <span class="_ _26"> </span>Wydział </div><div class="t m0 x4 ha y9de ff2 fs4 fc1 sc0 ls0 ws0">Mechaniczny <span class="_ _6"></span><span class="ff1">–</span> <span class="_ _6"></span>M<span class="_ _6"></span>echanika <span class="_ _6"></span>i <span class="_ _6"></span>Budow<span class="_ _6"></span>a <span class="_ _6"></span>Maszy<span class="_ _6"></span>n <span class="_ _6"></span><span class="ff1">gdzie <span class="_ _6"></span>uzys<span class="_ _6"></span>kał <span class="_ _6"></span>tytuł <span class="_ _6"></span>magister <span class="_ _6"></span>inżynie<span class="_ _6"></span>r <span class="_ _6"></span> <span class="_ _6"></span>Doświadczenie <span class="_ _6"></span>w <span class="_ _6"></span>bra<span class="_ _6"></span>nży </span></div><div class="t m0 x4 ha y9df ff1 fs4 fc1 sc0 ls0 ws0">budowlanej zdobywa<span class="_ _6"></span>ł pracuj<span class="_ _6"></span>ąc między innymi <span class="_ _6"></span>na stan<span class="_ _6"></span>owisku Kierow<span class="_ _6"></span>nika Grupy R<span class="_ _6"></span>obót w Zak<span class="_ _6"></span>ładzie Inwestyc<span class="_ _6"></span>ji </div><div class="t m0 x4 ha y830 ff1 fs4 fc1 sc0 ls0 ws0">Budownictwa <span class="_ _0"></span>Skierniewice, <span class="_ _0"></span>był <span class="_ _3"></span>Inspektorem <span class="_ _3"></span>ds<span class="_ _6"></span>. <span class="_ _3"></span>Nadzor<span class="_ _6"></span>u <span class="_ _3"></span>Inwestycyjnego <span class="_ _3"></span>w <span class="_ _0"></span>Zakładzie <span class="_ _3"></span>Prz<span class="_ _10"></span>etwórstwa <span class="_ _3"></span>Owoc<span class="_ _6"></span>owo </div><div class="t m0 x4 ha y9e0 ff1 fs4 fc1 sc0 ls0 ws0">–<span class="ff2"> <span class="_ _21"> </span></span>Warzywnego <span class="_ _21"> </span>„HORTEX”<span class="_ _6"></span> <span class="_ _21"> </span>Skierniewice, <span class="_ _21"> </span>prowadził <span class="_ _21"> </span>własną<span class="_ _6"></span> <span class="_ _21"> </span>działalność <span class="_ _21"> </span>gospodarczą: <span class="_ _21"> </span>Zakład <span class="_ _21"> </span>usługo<span class="_ _6"></span>wy <span class="_ _21"> </span>w </div><div class="t m0 x4 ha y9e1 ff2 fs4 fc1 sc0 ls0 ws0">zakresie instalacji wod<span class="_ _6"></span>-kan, co, gazowych <span class="_ _6"></span>i wentylacji<span class="_ _6"></span> </div><div class="t m0 x4 h2f y9e2 ff7 fs2 fc1 sc0 ls0 ws0">Wiktoria Braun<span class="_ _3"></span> <span class="_ _6"></span><span class="ff8">–</span> <span class="ff8">Człon<span class="_ _0"></span>ek Rady Nadzorcze<span class="_ _0"></span>j <span class="ff7"> </span></span></div><div class="t m0 x4 ha y77d ff1 fs4 fc1 sc0 ls0 ws0">Posiada  wyksz<span class="_ _6"></span>tałcenie  wyżs<span class="_ _6"></span>ze.  Jest  ek<span class="_ _6"></span>spertem <span class="_ _29"> </span>w  dziedzinie  finans<span class="_ _6"></span>ów,  rachunkowości, <span class="_ _11"> </span>p<span class="_ _6"></span>odatków,  ład<span class="_ _6"></span>u </div><div class="t m0 x4 ha y77e ff1 fs4 fc1 sc0 ls0 ws0">korporacyjnego, <span class="_ _3"></span>d<span class="_ _6"></span>obrych <span class="_ _3"></span>prak<span class="_ _6"></span>tyk <span class="_ _3"></span>oraz <span class="_ _3"></span>z<span class="_ _6"></span>arządzania <span class="_ _3"></span>ryzykami <span class="_ _3"></span>f<span class="_ _6"></span>inansowymi. <span class="_ _3"></span>P<span class="_ _6"></span>osiada <span class="_ _3"></span>magisteriu<span class="_ _6"></span>m <span class="_ _3"></span>z <span class="_ _3"></span>matem<span class="_ _6"></span>atyki, </div><div class="t m0 x4 ha y77f ff1 fs4 fc1 sc0 ls0 ws0">a <span class="_ _21"> </span>także <span class="_ _21"> </span>ekonomii <span class="_ _21"> </span>na <span class="_ _21"> </span>kierunk<span class="_ _6"></span>u <span class="_ _27"> </span>fi<span class="_ _6"></span>nanse <span class="_ _21"> </span>i <span class="_ _21"> </span>bankowość. <span class="_ _21"> </span>Ukończ<span class="_ _6"></span>yła <span class="_ _27"> </span>rów<span class="_ _6"></span>nież <span class="_ _21"> </span>Studia <span class="_ _21"> </span>Podyplomowe <span class="_ _21"> </span>z <span class="_ _21"> </span>zakres<span class="_ _6"></span>u </div><div class="t m0 x4 ha y780 ff2 fs4 fc1 sc0 ls0 ws0">Z<span class="ff1">arządzania <span class="_ _f"></span>Projektami. <span class="_ _f"></span>Pani <span class="_ _f"></span>Wiktoria <span class="_ _f"></span>Braun <span class="_ _10"></span>posia<span class="_ _6"></span>da <span class="_ _10"></span>upraw<span class="_ _6"></span>nienia <span class="_ _f"></span>i <span class="_ _10"></span>certyfikaty<span class="_ _6"></span> <span class="_ _10"></span>ds<span class="_ _6"></span>. <span class="_ _10"></span>biegłego <span class="_ _f"></span>rewidenta <span class="_ _f"></span>oraz </span></div><div class="t m0 x4 ha y781 ff1 fs4 fc1 sc0 ls0 ws0">biegłego <span class="_ _6"></span>s<span class="_ _6"></span>ądowego <span class="_ _10"></span>z <span class="_ _10"></span>zakresu <span class="_ _10"></span>audytu, <span class="_ _10"></span>ekonomii, <span class="_ _10"></span>finansów, <span class="_ _10"></span>księgowoś<span class="_ _6"></span>ci, <span class="_ _6"></span>rachun<span class="_ _6"></span>kowości, <span class="_ _10"></span>podatków; <span class="_ _10"></span>ponadto </div><div class="t m0 x4 ha y782 ff1 fs4 fc1 sc0 ls0 ws0">złożyła <span class="_ _3"></span>z<span class="_ _6"></span> <span class="_ _3"></span>wyn<span class="_ _6"></span>ikiem <span class="_ _3"></span>poz<span class="_ _6"></span>ytywnym <span class="_ _3"></span>egz<span class="_ _6"></span>amin <span class="_ _3"></span>d<span class="_ _6"></span>la <span class="_ _3"></span>c<span class="_ _6"></span>złonków<span class="_ _6"></span> <span class="_ _0"></span>rad <span class="_ _3"></span>na<span class="_ _6"></span>dzorczych w <span class="_ _3"></span>spółkach S<span class="_ _0"></span>karbu<span class="_ _6"></span><span class="ff2"> </span>P<span class="_ _0"></span>aństwa. Posiada </div><div class="t m0 x4 ha y783 ff2 fs4 fc1 sc0 ls14 ws0">27<span class="ls0">-<span class="ff1">letni <span class="_ _13"> </span>st<span class="_ _6"></span>aż <span class="_ _13"> </span>prac<span class="_ _6"></span>y, <span class="_ _13"> </span>podc<span class="_ _6"></span>zas <span class="_ _13"> </span>k<span class="_ _6"></span>tórego <span class="_ _13"> </span>pracował<span class="_ _6"></span>a <span class="_ _13"> </span>dl<span class="_ _6"></span>a <span class="_ _13"> </span>wielu <span class="_ _12"> </span>branż, <span class="_ _12"> </span>w <span class="_ _12"> </span>tym <span class="_ _12"> </span>w <span class="_ _12"> </span>szc<span class="_ _6"></span>zególności <span class="_ _13"> </span>handlow<span class="_ _6"></span>ej, </span></span></div><div class="t m0 x4 ha y784 ff2 fs4 fc1 sc0 ls0 ws0">telekomunikacyjnej<span class="_ _6"></span>, <span class="_ _12"> </span>ubezp<span class="_ _6"></span>ieczeniowej, <span class="_ _1d"> </span>leasingowej,<span class="_ _6"></span> <span class="_ _1d"> </span>deweloperskiej, <span class="_ _1d"> </span>medi<span class="_ _6"></span>alnej, <span class="_ _1d"> </span>wydawniczej<span class="_ _6"></span>, <span class="_ _12"> </span>w <span class="_ _1d"> </span>tym <span class="_ _14"> </span>w </div><div class="t m0 x4 ha y785 ff1 fs4 fc1 sc0 ls0 ws0">spółkach Skarbu <span class="_ _6"></span>Państwa oraz w podm<span class="_ _6"></span>iotach finansów publicznyc<span class="_ _6"></span>h.<span class="_ _6"></span><span class="ff2"> </span></div><div class="t m0 x4 h2f y9e3 ff8 fs2 fc1 sc0 ls0 ws0">Artur Sociński<span class="_ _0"></span> –<span class="ff7"> </span>Członek Rad<span class="_ _0"></span>y Nadzorczej <span class="ff7"> </span></div><div class="t m0 x4 ha y9e4 ff1 fs4 fc1 sc0 ls0 ws0">Jest <span class="_ _e"></span>absolwentem<span class="_ _6"></span> <span class="_ _f"></span>Wyżs<span class="_ _6"></span>zej <span class="_ _e"></span>Szkoły <span class="_ _e"> </span>Ubezp<span class="_ _6"></span>ieczeń <span class="_ _e"></span>i <span class="_ _e"> </span>Bankowośc<span class="_ _6"></span>i, <span class="_ _e"></span>ukończył <span class="_ _e"> </span>również<span class="_ _6"></span> <span class="_ _f"></span>studia <span class="_ _e"> </span>Exec<span class="_ _6"></span>utive <span class="_ _e"> </span>MBA <span class="_ _e"> </span>w </div><div class="t m0 x4 ha y652 ff2 fs4 fc1 sc0 ls0 ws0">Instytucie <span class="_ _27"> </span>Nauk <span class="_ _27"> </span>Ekonom<span class="_ _6"></span>icznych <span class="_ _27"> </span>Polskiej <span class="_ _27"> </span>Akade<span class="_ _6"></span>mii <span class="_ _27"> </span>Nauk <span class="_ _1e"> </span>(prac<span class="_ _6"></span>a<span class="_ _6"></span> <span class="_ _27"> </span><span class="ff1">dyplomowa<span class="_ _6"></span> <span class="_ _1e"> </span>na <span class="_ _27"> </span>temat<span class="_ _6"></span> <span class="_ _1e"> </span>strategi<span class="_ _6"></span>i <span class="_ _1e"> </span>bankó<span class="_ _6"></span>w <span class="_ _27"> </span>w </span></div><div class="t m0 x4 ha y9e5 ff1 fs4 fc1 sc0 ls0 ws0">Polsce). Pracę <span class="_ _3"></span>za<span class="_ _6"></span>wodową rozpoczął <span class="_ _0"></span>w 1998 <span class="_ _3"></span>r.<span class="_ _6"></span> na <span class="_ _3"></span>stan<span class="_ _6"></span>owisku <span class="_ _0"></span>analityka kredytowego w <span class="_ _0"></span>Banku Śląskim S.A. <span class="_ _3"></span>W </div><div class="t m0 x4 ha y9e6 ff2 fs4 fc1 sc0 ls0 ws0">latach <span class="_ _1e"> </span>200<span class="_ _6"></span>1 <span class="_ _1e"> </span><span class="ff1">–</span> <span class="_ _27"> </span><span class="ff1">2005 <span class="_ _27"> </span>pan <span class="_ _21"> </span>Artur <span class="_ _1e"> </span>Sociński <span class="_ _27"> </span>pracował <span class="_ _27"> </span>n<span class="_ _6"></span>a <span class="_ _1e"> </span>stanow<span class="_ _6"></span>isku <span class="_ _1e"> </span>eksperta <span class="_ _27"> </span>ds<span class="_ _6"></span>. <span class="_ _1e"> </span>bankowośc<span class="_ _6"></span>i <span class="_ _1e"> </span>inwestycy<span class="_ _6"></span>jnej <span class="_ _1e"> </span>i </span></div><div class="t m0 x4 ha y623 ff2 fs4 fc1 sc0 ls0 ws0">korporacyjnej<span class="_ _6"></span>, <span class="_ _10"></span>w <span class="_ _10"></span>latach <span class="_ _10"></span>2006 <span class="_ _f"></span><span class="ff1">–</span> <span class="_ _10"></span><span class="ff1">2016 <span class="_ _10"></span>pełnił <span class="_ _10"></span>funkc<span class="_ _6"></span>ję <span class="_ _10"></span>lidera <span class="_ _10"></span>zespołu <span class="_ _f"></span>oraz <span class="_ _10"></span>dyrektora <span class="_ _10"></span>sprz<span class="_ _6"></span>edaży <span class="_ _10"></span>korporacyj<span class="_ _6"></span>nej <span class="_ _10"></span>w </span></div><div class="t m0 x4 ha y9e7 ff1 fs4 fc1 sc0 ls0 ws0">bankowości korporacyjnej. Od <span class="_ _3"></span>2017 do <span class="_ _3"></span>20<span class="_ _6"></span>19 <span class="_ _0"></span>roku <span class="_ _0"></span>pan Artur <span class="_ _0"></span>Sociński był <span class="_ _3"></span>Zastępc<span class="_ _6"></span>ą Dyrektora <span class="_ _3"></span>oraz<span class="_ _6"></span> <span class="_ _3"></span>Dy<span class="_ _6"></span>rektorem </div></div></div><div class="pi" ></div></div><div id="pf5e" class="pf w0 h0" ><div class="pc pc5e w0 h0"><img class="bi x6 y2b we5 hc2" alt="" src="data:image/png;base64,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class="c x0 y0 w3 h0"><div class="t m0 x9c h8 y6e0 ff4 fs3 fc3 sc0 ls0 ws0">SPRAWOZDANE ZARZĄDU Z DZIAŁALNOŚCI<span class="ff3"> MIRBUD S.A. ZA <span class="ls4">ROK</span> <span class="ls5">20</span>21<span class="fc4"> </span></span></div><div class="t m0 x4 h6 y6e1 ff3 fs2 fc1 sc0 ls0 ws0"> </div></div><div class="c x4 y2e wba h9"><div class="t m0 x151 ha y2f ff2 fs4 fc3 sc0 ls0 ws0">MIRBUD <span class="ls6">| <span class="_ _6"></span></span>Rada Nadzorcza MIR<span class="_ _6"></span>BUD S.A.<span class="_ _6"></span> </div></div><div class="c x9 y2e wbb h9"><div class="t m0 xa hb y30 ff3 fs1 fc0 sc0 ls11 ws0">94<span class="fs2 ls0"> </span></div></div><div class="c x0 y0 w3 h0"><div class="t m0 x4 h6 y31 ff3 fs2 fc1 sc0 ls0 ws0"> </div></div><div class="c xb y6e2 w7 h7f"><div class="t m0 xc hd y673 ff5 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x0 y0 w3 h0"><div class="t m0 x4 ha y7a5 ff1 fs4 fc1 sc0 ls0 ws0">Biura <span class="_ _13"> </span>Restruktury<span class="_ _6"></span>zacji <span class="_ _13"> </span>i <span class="_ _13"> </span>Nadzoru <span class="_ _12"> </span>Właścicielskie<span class="_ _6"></span>go, <span class="_ _29"> </span>j<span class="_ _6"></span>ak <span class="_ _13"> </span>ró<span class="_ _6"></span>wnież <span class="_ _12"> </span>Wiceprezese<span class="_ _6"></span>m <span class="_ _13"> </span>Zarządu <span class="_ _13"> </span>ds. <span class="_ _13"> </span>prz<span class="_ _6"></span>emysłu </div><div class="t m0 x4 ha y7a6 ff1 fs4 fc1 sc0 ls0 ws0">stoczniowego <span class="_ _f"></span>w <span class="_ _f"></span>Funduszu <span class="_ _f"></span>Rozwoju <span class="_ _f"></span>Spółek <span class="_ _f"></span>S.A. <span class="_ _f"></span>Obec<span class="_ _6"></span>nie <span class="_ _10"></span>jes<span class="_ _6"></span>t <span class="_ _f"></span>wicedyrektorem <span class="_ _f"></span>Biura <span class="_ _f"></span>Usług <span class="_ _f"></span>Finansowych <span class="_ _f"></span>w </div><div class="t m0 x4 ha y7a7 ff1 fs4 fc1 sc0 ls0 ws0">Agencji <span class="_ _e"></span>Rozwoju <span class="_ _e"> </span>Prz<span class="_ _6"></span>emysłu <span class="_ _e"></span>S.A. <span class="_ _e"> </span>Pan <span class="_ _e"> </span>Art<span class="_ _6"></span>ur <span class="_ _f"></span>Soc<span class="_ _6"></span>iński <span class="_ _e"> </span>zasiadał <span class="_ _e"> </span>w <span class="_ _e"> </span>radach <span class="_ _1e"> </span>nadzorcz<span class="_ _6"></span>ych <span class="_ _e"></span>spółek <span class="_ _e"></span>prywatnych <span class="_ _e"> </span>z </div><div class="t m0 x4 ha y7a8 ff1 fs4 fc1 sc0 ls0 ws0">różnych sektorów,<span class="_ _6"></span><span class="ff2"> </span>posiada doświadcz<span class="_ _6"></span>enie w zakresie finans<span class="_ _6"></span>ów przedsiębiorstw <span class="_ _6"></span>i restrukturyzacji.<span class="_ _6"></span><span class="ff2"> </span></div><div class="t m0 x4 h5 y9e8 ff2 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x4 ha y99c ff1 fs4 fc1 sc0 ls0 ws0">Rada Nadzorc<span class="_ _6"></span>za działa Zgodnie z <span class="_ _6"></span>Kodeksem Spół<span class="_ _6"></span>ek Handlowych i <span class="_ _6"></span>Statutem Spółki MIR<span class="_ _6"></span>BUD S.A. a tak<span class="_ _6"></span>że na </div><div class="t m0 x4 ha y9e9 ff2 fs4 fc1 sc0 ls0 ws0">podstawie <span class="_ _27"> </span>R<span class="ff1">eg<span class="_ _6"></span>ulaminu <span class="_ _27"> </span>Rady<span class="_ _6"></span>, <span class="_ _1e"> </span>k<span class="_ _6"></span>tóry <span class="_ _27"> </span>w <span class="_ _27"> </span>sposób <span class="_ _27"> </span>sz<span class="_ _6"></span>czegółowy <span class="_ _27"> </span>określa <span class="_ _27"> </span>j<span class="_ _6"></span>ej <span class="_ _27"> </span>organizac<span class="_ _6"></span>ję, <span class="_ _27"> </span>sposób <span class="_ _27"> </span>wykonywa<span class="_ _6"></span>nia </span></div><div class="t m0 x4 ha y9ea ff1 fs4 fc1 sc0 ls0 ws0">czynności <span class="_ _6"></span>i <span class="_ _6"></span>obowiązki <span class="_ _6"></span>członk<span class="_ _6"></span>ów zwi<span class="_ _6"></span>ązane <span class="_ _6"></span>z <span class="_ _6"></span>pełnioną <span class="_ _6"></span>w <span class="_ _6"></span>Radzi<span class="_ _6"></span>e<span class="_ _6"></span> funk<span class="_ _6"></span>cją. Z<span class="_ _6"></span>godnie z<span class="_ _6"></span> <span class="_ _6"></span>upoważnieniem<span class="_ _6"></span> zawarty<span class="_ _6"></span>m </div><div class="t m0 x4 ha y9eb ff1 fs4 fc1 sc0 ls0 ws0">w <span class="_ _27"> </span>Statuc<span class="_ _6"></span>ie <span class="_ _21"> </span>Spółki <span class="_ _27"> </span>R<span class="_ _6"></span>ada <span class="_ _27"> </span>N<span class="_ _6"></span>adzorcza <span class="_ _27"> </span>uc<span class="_ _6"></span>hwałą <span class="_ _27"> </span>nr<span class="_ _6"></span> <span class="_ _27"> </span>X<span class="_ _6"></span>XV <span class="_ _27"> </span>z <span class="_ _21"> </span>dnia <span class="_ _21"> </span>17 <span class="_ _21"> </span>listopada <span class="_ _21"> </span>2009<span class="_ _6"></span><span class="ff2"> <span class="_ _21"> </span></span>r. <span class="_ _27"> </span>ust<span class="_ _6"></span>aliła <span class="_ _21"> </span>i <span class="_ _27"> </span>przyj<span class="_ _6"></span>ęła <span class="_ _27"> </span>swój </div><div class="t m0 x4 ha y9ec ff2 fs4 fc1 sc0 ls0 ws0">Regulamin<span class="ff1">, który na<span class="_ _0"></span>stępnie został <span class="_ _3"></span>zmi<span class="_ _6"></span>eniony <span class="_ _0"></span>uchwałą Rady <span class="_ _3"></span>Nadz<span class="_ _6"></span>orczej nr <span class="_ _3"></span>X<span class="_ _6"></span>V/2021 z <span class="_ _3"></span>dnia 27 <span class="_ _0"></span>lipca 20<span class="_ _0"></span>21 roku. </span></div><div class="t m0 x4 ha y9ed ff2 fs4 fc1 sc0 ls0 ws0">Tekst <span class="_ _10"></span><span class="ff1">j<span class="_ _6"></span>ednolity <span class="_ _10"></span>Regulam<span class="_ _6"></span>inu <span class="_ _10"></span>Rady <span class="_ _f"></span>Nadzorczej <span class="_ _10"></span>s<span class="_ _6"></span>tanowi <span class="_ _10"></span>załącznik <span class="_ _f"></span>do <span class="_ _10"></span>uchwały <span class="_ _f"></span>nr <span class="_ _10"></span>XV/2021 <span class="_ _f"></span>Rady <span class="_ _10"></span>Nadzorc<span class="_ _6"></span>zej <span class="_ _10"></span>z </span></div><div class="t m0 x4 ha y9ee ff1 fs4 fc1 sc0 ls0 ws0">dnia <span class="_ _14"> </span>27 <span class="_ _14"> </span>lipca <span class="_ _14"> </span>2021 <span class="_ _14"> </span>roku<span class="_ _6"></span> <span class="_ _14"> </span>i <span class="_ _14"> </span>został <span class="_ _14"> </span>opublikowany <span class="_ _1a"> </span>na <span class="_ _14"> </span>stronie <span class="_ _1b"> </span><span class="ff2">https://relacje.mirbud.p<span class="_ _6"></span>l/strony/dokumenty<span class="_ _6"></span>-</span></div><div class="t m0 x4 ha y9ef ff2 fs4 fc1 sc0 ls0 ws0">korporacyjne-<span class="_ _6"></span>1. </div><div class="t m0 x4 ha y9f0 ff2 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 x4 ha y502 ff1 fs4 fc1 sc0 ls0 ws0">Członkowie <span class="_ _10"></span>R<span class="_ _6"></span>ady <span class="_ _10"></span>Na<span class="_ _6"></span>dzorczej <span class="_ _f"></span>wybierają <span class="_ _10"></span>z<span class="_ _6"></span>e <span class="_ _10"></span>swe<span class="_ _6"></span>go <span class="_ _f"></span>grona <span class="_ _f"></span>Przewodniczącego, <span class="_ _f"></span>Zastępcę <span class="_ _10"></span>Przewo<span class="_ _6"></span>dniczącego <span class="_ _f"></span>i </div><div class="t m0 x4 ha y9f1 ff1 fs4 fc1 sc0 ls0 ws0">Sekretarza. <span class="_ _21"> </span>Do<span class="_ _6"></span> <span class="_ _21"> </span>ważności  wyboru <span class="_ _27"> </span>wy<span class="_ _6"></span>magana <span class="_ _21"> </span>j<span class="_ _6"></span>est <span class="_ _21"> </span>bezwz<span class="_ _6"></span>ględna <span class="_ _21"> </span>większość<span class="_ _6"></span> <span class="_ _21"> </span>głosów <span class="_ _21"> </span>spośró<span class="_ _6"></span>d <span class="_ _21"> </span>obecnych <span class="_ _28"> </span>na </div><div class="t m0 x4 ha y9f2 ff2 fs4 fc1 sc0 ls0 ws0">posiedzeniu Rady. <span class="_ _6"></span> </div><div class="t m0 x4 ha y412 ff2 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 x4 ha y413 ff1 fs4 fc1 sc0 ls0 ws0">Posiedzenia <span class="_ _1e"> </span>Rady <span class="_ _e"> </span>Nadz<span class="_ _6"></span>orczej <span class="_ _1e"> </span>są <span class="_ _e"> </span>zwoływan<span class="_ _6"></span>e <span class="_ _e"> </span>w <span class="_ _1e"> </span>miarę <span class="_ _1e"> </span>potrzeb, <span class="_ _1e"> </span>nie <span class="_ _e"> </span>rz<span class="_ _6"></span>adziej <span class="_ _e"> </span>jed<span class="_ _6"></span>nak <span class="_ _e"></span>niż <span class="_ _1e"> </span>czter<span class="_ _10"></span><span class="ff2">y <span class="_ _e"> </span>razy<span class="_ _6"></span> <span class="_ _e"></span>w <span class="_ _e"> </span>roku<span class="_ _6"></span> </span></div><div class="t m0 x4 ha y9f3 ff1 fs4 fc1 sc0 ls0 ws0">obrotowym. <span class="_ _e"> </span>Zgod<span class="_ _6"></span>nie <span class="_ _e"> </span>z <span class="_ _e"> </span>§<span class="_ _6"></span><span class="ff2"> </span>26 <span class="_ _e"></span>Statutu <span class="_ _e"> </span>pos<span class="_ _6"></span>iedzenia <span class="_ _e"> </span>Rady <span class="_ _1e"> </span>Nadzorczej<span class="_ _6"></span> <span class="_ _e"></span>zwołuje <span class="_ _e"> </span>Przewodn<span class="_ _6"></span>iczący <span class="_ _e"> </span>Rady <span class="_ _1e"> </span>lub <span class="_ _e"></span>jego </div><div class="t m0 x4 ha y9f4 ff1 fs4 fc1 sc0 ls0 ws0">Zastępca.  Posiedzenia  Rady <span class="_ _21"> </span>Nadzorc<span class="_ _6"></span>zej  Spółki <span class="_ _21"> </span>odby<span class="_ _6"></span>wają <span class="_ _28"> </span>się <span class="_ _28"> </span>w  miejscu <span class="_ _28"> </span>wskazanym  w <span class="_ _21"> </span>za<span class="_ _6"></span>wiadomieniu. </div><div class="t m0 x4 ha y9f5 ff1 fs4 fc1 sc0 ls0 ws0">Pierwsze <span class="_ _f"></span>posiedzen<span class="_ _6"></span>ie <span class="_ _f"></span>Rady <span class="_ _f"></span>Nadzorc<span class="_ _6"></span>zej <span class="_ _f"></span>zwołuje <span class="_ _f"></span>Zar<span class="_ _6"></span>ząd <span class="_ _f"></span>Spółki. <span class="_ _f"></span>Z <span class="_ _f"></span>wn<span class="_ _6"></span>ioskiem <span class="_ _f"></span>o <span class="_ _f"></span>zwołanie <span class="_ _e"></span>posiedzenia <span class="_ _f"></span>Rad<span class="_ _6"></span>y </div><div class="t m0 x4 ha y9f6 ff1 fs4 fc1 sc0 ls0 ws0">Nadzorczej <span class="_ _21"> </span>może <span class="_ _21"> </span>wystąpić<span class="_ _6"></span> <span class="_ _21"> </span>Zarząd <span class="_ _21"> </span>i<span class="ff2"> </span>poszc<span class="_ _6"></span>zególni <span class="_ _27"> </span>c<span class="_ _6"></span>złonkowie <span class="_ _21"> </span>Rady <span class="_ _21"> </span>Nadzorc<span class="_ _6"></span>zej. <span class="_ _21"> </span>Przewodniczący <span class="_ _21"> </span>zwołuj<span class="_ _6"></span>e </div><div class="t m0 x4 ha y9f7 ff1 fs4 fc1 sc0 ls0 ws0">posiedzenie <span class="_ _f"></span>Rady <span class="_ _f"></span>w <span class="_ _10"></span>term<span class="_ _6"></span>inie <span class="_ _f"></span>dwóch <span class="_ _10"></span>tygodn<span class="_ _6"></span>i <span class="_ _10"></span>od<span class="_ _6"></span> <span class="_ _10"></span>dnia<span class="_ _6"></span> <span class="_ _f"></span>otrzymania <span class="_ _10"></span>w<span class="_ _6"></span>niosku. <span class="_ _f"></span>Posiedzenia <span class="_ _10"></span>R<span class="_ _6"></span>ady <span class="_ _f"></span>Nadzorczej, <span class="_ _10"></span>z<span class="_ _6"></span> </div><div class="t m0 x4 ha y1f7 ff1 fs4 fc1 sc0 ls0 ws0">wyjątkiem <span class="_ _14"> </span>spraw <span class="_ _14"> </span>dotyczą<span class="_ _6"></span>cych <span class="_ _14"> </span>bezpośrednio <span class="_ _14"> </span>Zarządu <span class="_ _14"> </span>lub <span class="_ _14"> </span>jego <span class="_ _14"> </span>członków, <span class="_ _14"> </span>w<span class="_ _10"></span><span class="ff2"> </span>szczególności <span class="_ _14"> </span>odwołan<span class="_ _6"></span>ia, </div><div class="t m0 x4 ha y9f8 ff1 fs4 fc1 sc0 ls0 ws0">odpowiedzialnośc<span class="_ _6"></span>i <span class="_ _21"> </span>oraz <span class="_ _28"> </span>ustalania  wynagrodzenia, <span class="_ _21"> </span>s<span class="_ _6"></span>ą <span class="_ _21"> </span>dostę<span class="_ _6"></span>pne <span class="_ _21"> </span>i<span class="_ _6"></span><span class="ff2"> </span>jaw<span class="_ _6"></span>ne <span class="_ _28"> </span>dla <span class="_ _21"> </span>cz<span class="_ _6"></span>łonków <span class="_ _21"> </span>Zarz<span class="_ _6"></span>ądu. <span class="_ _28"> </span>W <span class="_ _21"> </span>częśc<span class="_ _6"></span>i </div><div class="t m0 x4 ha y9f9 ff1 fs4 fc1 sc0 ls0 ws0">posiedzenia <span class="_ _6"></span>R<span class="_ _6"></span>ady <span class="_ _10"></span>mają <span class="_ _6"></span>pra<span class="_ _6"></span>wo <span class="_ _6"></span>uczestn<span class="_ _6"></span>iczyć <span class="_ _10"></span>także <span class="_ _6"></span>akcjonariusz<span class="_ _6"></span>e <span class="_ _6"></span>(lub <span class="_ _10"></span>i<span class="_ _6"></span>ch <span class="_ _10"></span>pełnomo<span class="_ _6"></span>cnicy), <span class="_ _6"></span>który<span class="_ _6"></span>ch <span class="_ _6"></span>wnioski <span class="_ _10"></span>lub </div><div class="t m0 x4 ha y640 ff1 fs4 fc1 sc0 ls0 ws0">odwołania <span class="_ _27"> </span>są <span class="_ _27"> </span>prz<span class="_ _6"></span>edmiotem <span class="_ _27"> </span>obrad;<span class="_ _6"></span> <span class="_ _1e"> </span>j<span class="_ _6"></span>eżeli <span class="_ _27"> </span>zaproszony <span class="_ _21"> </span>akcjonariusz <span class="_ _27"> </span>lub <span class="_ _27"> </span>j<span class="_ _6"></span>ego <span class="_ _27"> </span>pełnomocn<span class="_ _6"></span>ik, <span class="_ _1e"> </span>le<span class="_ _6"></span>gitymujący <span class="_ _27"> </span>s<span class="_ _6"></span>ię </div><div class="t m0 x4 ha y9fa ff1 fs4 fc1 sc0 ls0 ws0">pisemnym  pełnomocnictwem  nie <span class="_ _21"> </span>zgłosi  się <span class="_ _21"> </span>n<span class="_ _6"></span>a <span class="_ _21"> </span>pos<span class="_ _6"></span>iedzenie  Rady <span class="_ _21"> </span>bez  uprzedniego  jej <span class="_ _28"> </span>powiadomienia  o </div><div class="t m0 x4 ha y9fb ff2 fs4 fc1 sc0 ls0 ws0">przeszkodzie <span class="_ _32"> </span>w stawi<span class="_ _6"></span><span class="ff1">ennictwie, <span class="_ _32"> </span>Rada <span class="_ _32"> </span>rozpatrzy <span class="_ _32"> </span>wniosek<span class="_ _6"></span> <span class="_ _32"> </span>lub <span class="_ _32"> </span>odwołanie <span class="_ _32"> </span>zaocznie, <span class="_ _32"> </span>powiadam<span class="_ _6"></span>iając </span></div><div class="t m0 x4 ha y9fc ff2 fs4 fc1 sc0 ls0 ws0">zainteresowanego <span class="_ _6"></span>o <span class="ff1">podj<span class="_ _6"></span>ętej <span class="_ _6"></span>decyzji <span class="_ _6"></span>listem polecony<span class="_ _6"></span>m. <span class="_ _6"></span>Uchwały <span class="_ _6"></span></span>Rady <span class="_ _6"></span>Nadzorcz<span class="_ _6"></span>ej <span class="_ _6"></span><span class="ff1">mogą być <span class="_ _6"></span>powzięte, <span class="_ _6"></span>jeżeli </span></div><div class="t m0 x4 ha y9fd ff1 fs4 fc1 sc0 ls0 ws0">na <span class="_ _6"></span>posiedzeniu <span class="_ _6"></span>jest <span class="_ _6"></span>obecna <span class="_ _6"></span>co <span class="_ _6"></span>najmniej <span class="_ _6"></span>połowa<span class="_ _6"></span> j<span class="_ _6"></span>ej cz<span class="_ _6"></span>łonków, <span class="_ _6"></span>a ws<span class="_ _6"></span>zyscy <span class="_ _6"></span>jej <span class="_ _6"></span>członk<span class="_ _10"></span><span class="ff2">owie <span class="_ _6"></span>zostali <span class="_ _6"></span>zaproszeni <span class="_ _6"></span>na<span class="_ _6"></span> </span></div><div class="t m0 x4 ha y877 ff1 fs4 fc1 sc0 ls0 ws0">posiedzenia <span class="_ _29"> </span>Rady <span class="_ _11"> </span>z<span class="_ _6"></span>godnie <span class="_ _29"> </span>z <span class="_ _11"> </span>z<span class="_ _6"></span>asadami <span class="_ _11"> </span>ok<span class="_ _6"></span>reślonymi <span class="_ _29"> </span>w <span class="_ _29"> </span>Regulaminie <span class="_ _29"> </span>Rady <span class="_ _29"> </span>Nadzorczej<span class="_ _6"></span>. <span class="_ _13"> </span><span class="ff2">Zaproszenie <span class="_ _29"> </span>na </span></div><div class="t m0 x4 ha y9fe ff1 fs4 fc1 sc0 ls0 ws0">posiedzenie R<span class="_ _6"></span>ady jest <span class="_ _6"></span>doręczane <span class="_ _6"></span>członkom R<span class="_ _6"></span>ady osob<span class="_ _6"></span>iście lub <span class="_ _6"></span>listem p<span class="_ _6"></span>oleconym l<span class="_ _6"></span>ub też na<span class="_ _6"></span> wskazany <span class="_ _6"></span>adres </div><div class="t m0 x4 ha y9ff ff2 fs4 fc1 sc0 ls0 ws0">poczty <span class="_ _6"></span>elektronicznej. <span class="_ _6"></span>Zapros<span class="_ _6"></span>zen<span class="ff1">ie <span class="_ _6"></span>na <span class="_ _6"></span>posiedzen<span class="_ _6"></span>ie Ra<span class="_ _6"></span>dy <span class="_ _6"></span>powinno <span class="_ _6"></span>być <span class="_ _6"></span>doręczone <span class="_ _6"></span>w <span class="_ _6"></span>ter<span class="_ _6"></span>minie u<span class="_ _6"></span>możliwiającym </span></div><div class="t m0 x4 ha ya00 ff1 fs4 fc1 sc0 ls0 ws0">członkom <span class="_ _1e"> </span>R<span class="_ _6"></span>ady <span class="_ _1e"> </span>zap<span class="_ _6"></span>oznanie <span class="_ _27"> </span>się <span class="_ _1e"> </span>z <span class="_ _27"> </span>pro<span class="_ _6"></span>ponowanym <span class="_ _27"> </span>porz<span class="_ _6"></span>ądkiem <span class="_ _1e"> </span>obrad <span class="_ _27"> </span>oraz <span class="_ _27"> </span>przy<span class="_ _6"></span>gotowanie <span class="_ _1e"> </span>d<span class="_ _6"></span>o <span class="_ _1e"> </span>obrad <span class="_ _27"> </span>R<span class="_ _6"></span>ady. </div><div class="t m0 x4 ha ya01 ff1 fs4 fc1 sc0 ls0 ws0">Niezależnie od powyższych postanowień, Rada może odstąpić od <span class="_ _3"></span>wy<span class="_ _6"></span>mogu wcześniejszego zawiada<span class="_ _10"></span><span class="ff2">miania w </span></div><div class="t m0 x4 ha y62c ff2 fs4 fc1 sc0 ls0 ws0">przypadku, <span class="_ _6"></span><span class="ff1">gdy <span class="_ _6"></span>wszysc<span class="_ _6"></span>y c<span class="_ _6"></span>złonkowie Rady <span class="_ _6"></span>są<span class="_ _6"></span> obecni<span class="_ _6"></span> n<span class="_ _6"></span>a pos<span class="_ _6"></span>iedzeniu i<span class="_ _6"></span> nikt <span class="_ _6"></span>nie <span class="_ _6"></span>zgłos<span class="_ _6"></span>i sprzec<span class="_ _6"></span>iwu co <span class="_ _6"></span>do <span class="_ _6"></span>czasu <span class="_ _6"></span>i </span></div><div class="t m0 x4 ha y991 ff1 fs4 fc1 sc0 ls0 ws0">miejsca <span class="_ _10"></span>odbycia <span class="_ _10"></span>pos<span class="_ _6"></span>iedzenia <span class="_ _10"></span>a <span class="_ _10"></span>także <span class="_ _10"></span>zapr<span class="_ _6"></span>oponowanego <span class="_ _10"></span>porządku<span class="_ _6"></span> <span class="_ _6"></span>obra<span class="_ _6"></span>d. <span class="_ _f"></span>Porząd<span class="_ _6"></span>ek <span class="_ _6"></span>obra<span class="_ _6"></span>d <span class="_ _6"></span>R<span class="_ _6"></span>ady <span class="_ _10"></span>Nadzorczej<span class="_ _6"></span><span class="ff2"> </span></div><div class="t m0 x4 ha ya02 ff1 fs4 fc1 sc0 ls0 ws0">bez <span class="_ _6"></span>ważnyc<span class="_ _6"></span>h <span class="_ _6"></span>powodów <span class="_ _6"></span>n<span class="_ _6"></span>ie <span class="_ _10"></span>powinien <span class="_ _6"></span>być <span class="_ _10"></span>zmieniany <span class="_ _10"></span>lub <span class="_ _6"></span>uzupełniany <span class="_ _10"></span>w <span class="_ _6"></span>trakc<span class="_ _6"></span>ie <span class="_ _6"></span>posiedzenia, <span class="_ _6"></span>k<span class="_ _6"></span>tórego <span class="_ _6"></span>dotyczy<span class="_ _6"></span>. </div><div class="t m0 x4 ha ya03 ff1 fs4 fc1 sc0 ls0 ws0">Wymogu powyższego<span class="_ _6"></span> nie <span class="_ _0"></span>stosuje się, gdy obecni są wszy<span class="_ _6"></span>scy członkowie Rady i wyrażą oni <span class="_ _0"></span>zgodę na zmianę </div><div class="t m0 x4 ha y856 ff1 fs4 fc1 sc0 ls0 ws0">lub <span class="_ _10"></span>uzupe<span class="_ _6"></span>łnienie <span class="_ _10"></span>porządku <span class="_ _f"></span>obrad, <span class="_ _10"></span>a <span class="_ _f"></span>także, <span class="_ _f"></span>gdy <span class="_ _10"></span>podjęcie <span class="_ _f"></span>określonych <span class="_ _10"></span>dzia<span class="_ _6"></span>łań <span class="_ _10"></span>prz<span class="_ _6"></span>ez <span class="_ _10"></span>Radę <span class="_ _f"></span>jest <span class="_ _10"></span>ko<span class="_ _10"></span><span class="ff2">nieczne <span class="_ _f"></span>dla </span></div><div class="t m0 x4 ha y895 ff1 fs4 fc1 sc0 ls0 ws0">uchronienia <span class="_ _10"></span>Spó<span class="_ _6"></span>łki <span class="_ _10"></span>przed <span class="_ _10"></span>szkodą. <span class="_ _10"></span>Uc<span class="_ _6"></span>hwały <span class="_ _10"></span>Rady <span class="_ _10"></span>Nad<span class="_ _6"></span>zorczej <span class="_ _10"></span>zapadać <span class="_ _10"></span>mo<span class="_ _6"></span>gą <span class="_ _10"></span>w <span class="_ _10"></span>każ<span class="_ _6"></span>dej <span class="_ _10"></span>sprawie <span class="_ _10"></span>przyj<span class="_ _6"></span>ętej <span class="_ _10"></span>pod </div><div class="t m0 x4 ha ya04 ff1 fs4 fc1 sc0 ls0 ws0">obrady w po<span class="_ _0"></span>rządku obrad uchwalonym w głosowaniu jawnym; każdy członek Rady może <span class="_ _0"></span>zgłosić do momentu </div><div class="t m0 x4 ha ya05 ff1 fs4 fc1 sc0 ls0 ws0">rozpoczęcia <span class="_ _e"> </span>głos<span class="_ _6"></span>owania <span class="_ _e"></span>nad <span class="_ _e"> </span>porządki<span class="_ _6"></span>em <span class="_ _e"></span>obrad <span class="_ _1e"> </span>wn<span class="_ _6"></span>iosek <span class="_ _e"> </span>o <span class="_ _1e"> </span>wpisanie <span class="_ _e"> </span>lub <span class="_ _e"> </span>s<span class="_ _6"></span>kreślenie <span class="_ _e"></span>sprawy. <span class="_ _e"> </span>Uc<span class="_ _6"></span>hwały <span class="_ _e"> </span>Rady<span class="_ _6"></span> </div><div class="t m0 x4 ha ya06 ff1 fs4 fc1 sc0 ls0 ws0">podpisują wszysc<span class="_ _6"></span>y obecni członkowie Rady. <span class="_ _6"></span><span class="ff2"> </span></div><div class="t m0 x4 ha ya07 ff2 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 x4 ha ya08 ff1 fs4 fc1 sc0 ls0 ws0">Uchwały <span class="_ _1e"> </span>Rady <span class="_ _27"> </span>mogą <span class="_ _1e"> </span>być <span class="_ _1e"> </span>powzięte<span class="_ _6"></span><span class="ff2"> <span class="_ _1e"> </span></span>jeżeli <span class="_ _1e"> </span>na <span class="_ _27"> </span>posiedzeniu <span class="_ _27"> </span>jest <span class="_ _1e"> </span>obecna <span class="_ _1e"> </span>co <span class="_ _27"> </span>najmniej <span class="_ _1e"> </span>połowa <span class="_ _1e"> </span>j<span class="_ _6"></span>ej <span class="_ _1e"> </span>członków<span class="_ _6"></span><span class="ff2">, <span class="_ _1e"> </span>a<span class="_ _6"></span> </span></div><div class="t m0 x4 ha ya09 ff1 fs4 fc1 sc0 ls0 ws0">wszyscy jej <span class="_ _3"></span>członkowie <span class="_ _0"></span>zostali zaproszeni <span class="_ _3"></span>na posiedzenia Rady <span class="_ _0"></span>zgodnie z <span class="_ _3"></span>zasadami określonymi <span class="_ _3"></span>we<span class="_ _6"></span>. Uchwały </div><div class="t m0 x4 ha ya0a ff1 fs4 fc1 sc0 ls0 ws0">Rady <span class="_ _3"></span>N<span class="_ _6"></span>adzorczej zapadają <span class="_ _3"></span>bezwz<span class="_ _6"></span>ględną <span class="_ _3"></span>w<span class="_ _6"></span>iększością głosów. <span class="_ _3"></span>G<span class="_ _6"></span>łosowanie <span class="_ _0"></span>na <span class="_ _0"></span>posiedzeniach<span class="_ _6"></span> <span class="_ _3"></span>Rady<span class="_ _6"></span> <span class="_ _3"></span>jes<span class="_ _6"></span>t <span class="_ _3"></span>jawn<span class="_ _6"></span>e, </div><div class="t m0 x4 ha y29 ff1 fs4 fc1 sc0 ls0 ws0">chyba <span class="_ _3"></span>że <span class="_ _0"></span>co <span class="_ _3"></span>innego <span class="_ _3"></span>wynika z <span class="_ _3"></span>przepisów <span class="_ _3"></span>prawa. <span class="_ _0"></span>Członkowie <span class="_ _3"></span>Rady <span class="_ _0"></span>Nadzorcz<span class="_ _6"></span>ej <span class="_ _3"></span>głosujący <span class="_ _3"></span>prz<span class="_ _6"></span>eciw <span class="_ _3"></span>uchwale <span class="_ _3"></span>mogą </div><div class="t m0 x4 ha y706 ff1 fs4 fc1 sc0 ls0 ws0">zgłosić do protokołu z<span class="_ _6"></span>danie odrębne. <span class="_ _6"></span><span class="ff2"> </span></div></div></div><div class="pi" ></div></div><div id="pf5f" class="pf w0 h0" ><div class="pc pc5f w0 h0"><img class="bi x6 y2b we5 hc2" alt="" src="data:image/png;base64,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class="c x0 y0 w3 h0"><div class="t m0 x9c h8 y6e0 ff4 fs3 fc3 sc0 ls0 ws0">SPRAWOZDANE ZARZĄDU Z DZIAŁALNOŚCI<span class="ff3"> MIRBUD S.A. ZA <span class="ls4">ROK</span> <span class="ls5">20</span>21<span class="fc4"> </span></span></div><div class="t m0 x4 h6 y6e1 ff3 fs2 fc1 sc0 ls0 ws0"> </div></div><div class="c x4 y2e wba h9"><div class="t m0 x151 ha y2f ff2 fs4 fc3 sc0 ls0 ws0">MIRBUD <span class="ls6">| <span class="_ _6"></span></span>Rada Nadzorcz<span class="_ _6"></span>a MIRBUD S.A.<span class="_ _6"></span> </div></div><div class="c x9 y2e wbb h9"><div class="t m0 xa hb y30 ff3 fs1 fc0 sc0 ls11 ws0">95<span class="fs2 ls0"> </span></div></div><div class="c x0 y0 w3 h0"><div class="t m0 x4 h6 y31 ff3 fs2 fc1 sc0 ls0 ws0"> </div></div><div class="c xb y6e2 w7 h7f"><div class="t m0 xc hd y673 ff5 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x0 y0 w3 h0"><div class="t m0 x4 ha y7a5 ff1 fs4 fc1 sc0 ls0 ws0">Rada <span class="_ _1a"> </span>Na<span class="_ _6"></span>dzorcza <span class="_ _1b"> </span>może <span class="_ _1b"> </span>podejm<span class="_ _6"></span>ować <span class="_ _1b"> </span>uchwały <span class="_ _1b"> </span>w <span class="_ _1b"> </span>trybie <span class="_ _1b"> </span>pisemnym<span class="_ _6"></span> <span class="_ _1a"> </span>lub <span class="_ _1b"> </span>prz<span class="_ _6"></span>y <span class="_ _1a"> </span>wyk<span class="_ _6"></span>orzystaniu <span class="_ _1a"> </span>śr<span class="_ _6"></span>odków </div><div class="t m0 x4 ha y7a6 ff1 fs4 fc1 sc0 ls0 ws0">bezpośredniego <span class="_ _6"></span>poroz<span class="_ _6"></span>umiewania <span class="_ _6"></span>s<span class="_ _6"></span>ię <span class="_ _6"></span>na <span class="_ _6"></span>odle<span class="_ _6"></span>głość. <span class="_ _10"></span>Uchwały <span class="_ _6"></span>po<span class="_ _6"></span>dejmowane <span class="_ _6"></span>w <span class="_ _6"></span>for<span class="_ _6"></span>mie <span class="_ _6"></span>pisemnej<span class="_ _6"></span> <span class="_ _6"></span>są <span class="_ _6"></span>ważne, <span class="_ _6"></span>t<span class="_ _6"></span>ak </div><div class="t m0 x4 ha y7a7 ff1 fs4 fc1 sc0 ls0 ws0">jak <span class="_ _27"> </span>podjęte <span class="_ _27"> </span>na <span class="_ _27"> </span>prawidłowo <span class="_ _27"> </span>zwołany<span class="_ _6"></span>m <span class="_ _27"> </span>zebraniu, <span class="_ _27"> </span>jeżeli<span class="_ _6"></span> <span class="_ _1e"> </span>zostały <span class="_ _27"> </span>podp<span class="_ _6"></span>isane <span class="_ _1e"> </span>przez<span class="_ _6"></span> <span class="_ _1e"> </span>większość<span class="_ _6"></span> <span class="_ _1e"> </span>członków<span class="_ _10"></span><span class="ff2 fc10"> <span class="_ _1e"> </span><span class="fc1">Rady<span class="_ _6"></span> </span></span></div><div class="t m0 x4 ha y7a8 ff1 fs4 fc1 sc0 ls0 ws0">Nadzorczej. <span class="_ _26"> </span>Podejmowa<span class="_ _6"></span>nie <span class="_ _26"> </span>przez <span class="_ _26"> </span>Radę <span class="_ _26"> </span>uchwał <span class="_ _26"> </span>w <span class="_ _26"> </span>trybie <span class="_ _26"> </span>pisemny<span class="_ _6"></span>m <span class="_ _26"> </span>następuje <span class="_ _26"> </span>przy <span class="_ _26"> </span>zastosowaniu<span class="_ _10"></span><span class="ff2"> </span></div><div class="t m0 x4 ha y7a9 ff1 fs4 fc1 sc0 ls0 ws0">następujących <span class="_ _3"></span>zas<span class="_ _6"></span>ad: <span class="_ _3"></span>a) <span class="_ _3"></span>Przewodniczący<span class="_ _6"></span> <span class="_ _5"></span>albo <span class="_ _3"></span>cz<span class="_ _6"></span>łonek <span class="_ _3"></span>Rady <span class="_ _3"></span>upoważ<span class="_ _6"></span>niony <span class="_ _3"></span>na <span class="_ _3"></span>piśmie <span class="_ _3"></span>przez <span class="_ _3"></span>Przewo<span class="_ _6"></span>dnicząceg<span class="_ _10"></span><span class="ff2 ls8">o </span></div><div class="t m0 x4 ha y883 ff1 fs4 fc1 sc0 ls0 ws0">przesyła z uwzglę<span class="_ _6"></span>dnieniem § 7 us<span class="_ _6"></span>t. 9 Regulaminu <span class="_ _6"></span>wszystkim członko<span class="_ _6"></span>m Rady proje<span class="_ _6"></span>kty uchwał, które maj<span class="_ _6"></span>ą być </div><div class="t m0 x4 ha y85b ff1 fs4 fc1 sc0 ls0 ws0">podjęte <span class="_ _6"></span>przez <span class="_ _6"></span>Radę <span class="_ _6"></span>w <span class="_ _6"></span>trybi<span class="_ _6"></span>e pisem<span class="_ _6"></span>nym, <span class="_ _6"></span>wraz <span class="_ _6"></span>z <span class="_ _6"></span>materiałami <span class="_ _6"></span>związanymi<span class="_ _6"></span> z <span class="_ _6"></span>po<span class="_ _6"></span>djęciem <span class="_ _6"></span>przedmiotowej<span class="_ _6"></span> <span class="_ _6"></span>uchwały </div><div class="t m0 x4 ha y8c1 ff1 fs4 fc1 sc0 ls0 ws0">oraz info<span class="_ _0"></span>rmacją o <span class="_ _3"></span>term<span class="_ _6"></span>inie, do <span class="_ _3"></span>którego należy przesłać podpisany <span class="_ _3"></span>prz<span class="_ _6"></span>ez <span class="_ _0"></span>członka Rady <span class="_ _3"></span>egzem<span class="_ _6"></span>plarz uchwały, <span class="_ _3"></span>b) </div><div class="t m0 x4 ha y8c2 ff1 fs4 fc1 sc0 ls0 ws0">członek R<span class="_ _6"></span>ady jest <span class="_ _6"></span>obowiązany <span class="_ _6"></span>do ni<span class="_ _6"></span>ezwłocznego wy<span class="_ _6"></span>pełnienia i<span class="_ _6"></span> podpisan<span class="_ _6"></span>ia egze<span class="_ _6"></span>mplarza uch<span class="_ _6"></span>wały i <span class="_ _6"></span>przesłania </div><div class="t m0 x4 ha y8c3 ff1 fs4 fc1 sc0 ls0 ws0">na adres <span class="_ _0"></span>wskazany przez Przewodnicząc<span class="_ _6"></span>ego <span class="_ _0"></span>albo członka Rady upoważnionego przez Przewodniczące<span class="_ _6"></span><span class="ff2">go; w </span></div><div class="t m0 x4 ha y8c4 ff1 fs4 fc1 sc0 ls0 ws0">przypadku <span class="_ _10"></span>przesłan<span class="_ _6"></span>ia <span class="_ _10"></span>kopii <span class="_ _10"></span>podpisan<span class="_ _6"></span>ej <span class="_ _6"></span>uchw<span class="_ _6"></span>ały <span class="_ _6"></span>z<span class="_ _6"></span>a <span class="_ _10"></span>pośrednictwem<span class="_ _6"></span> <span class="_ _6"></span>faks<span class="_ _6"></span>u <span class="_ _10"></span>albo <span class="_ _10"></span>poczty<span class="_ _6"></span> <span class="_ _6"></span>elektronicz<span class="_ _6"></span>nej, <span class="_ _6"></span>cz<span class="_ _6"></span>łonek </div><div class="t m0 x4 ha y8c5 ff1 fs4 fc1 sc0 ls0 ws0">Rady <span class="_ _3"></span>jest <span class="_ _0"></span>obowiązany <span class="_ _3"></span>rów<span class="_ _6"></span>nież <span class="_ _3"></span>do <span class="_ _3"></span>n<span class="_ _6"></span>iezwłocznego <span class="_ _3"></span>przes<span class="_ _6"></span>łania <span class="_ _3"></span>orygina<span class="_ _6"></span>łu <span class="_ _3"></span>podpisanej <span class="_ _0"></span>uchwały, <span class="_ _3"></span>c) <span class="_ _0"></span>za <span class="_ _3"></span>datę po<span class="_ _0"></span>djęcia </div><div class="t m0 x4 ha y8c6 ff1 fs4 fc1 sc0 ls0 ws0">uchwały <span class="_ _6"></span>uważ<span class="_ _6"></span>a <span class="_ _6"></span>się <span class="_ _10"></span>datę <span class="_ _10"></span>wskazaną <span class="_ _6"></span>n<span class="_ _6"></span>a <span class="_ _6"></span>egz<span class="_ _6"></span>emplarzu <span class="_ _10"></span>uchwały, <span class="_ _6"></span>k<span class="_ _6"></span>tóry <span class="_ _6"></span>j<span class="_ _6"></span>ako <span class="_ _6"></span>ostatni <span class="_ _10"></span>wpłynął <span class="_ _6"></span>w <span class="_ _10"></span>termini<span class="_ _6"></span>e, <span class="_ _6"></span>o <span class="_ _6"></span>kt<span class="_ _6"></span>órym </div><div class="t m0 x4 ha y889 ff1 fs4 fc1 sc0 ls0 ws0">mowa <span class="_ _e"></span>w <span class="_ _e"></span>lit. <span class="_ _e"> </span>a. <span class="_ _e"> </span>W <span class="_ _e"> </span>p<span class="_ _6"></span>osiedzeniu <span class="_ _e"> </span>Rady <span class="_ _e"> </span>N<span class="_ _6"></span>adzorczej <span class="_ _e"> </span>moż<span class="_ _6"></span>na <span class="_ _f"></span>uczes<span class="_ _6"></span>tniczyć <span class="_ _e"> </span>również <span class="_ _e"> </span>prz<span class="_ _6"></span>y <span class="_ _e"></span>wykorzystaniu <span class="_ _e"> </span>środków </div><div class="t m0 x4 ha y8c7 ff1 fs4 fc1 sc0 ls0 ws0">bezpośredniego <span class="_ _13"> </span>porozu<span class="_ _6"></span>miewania <span class="_ _29"> </span>s<span class="_ _6"></span>ię <span class="_ _13"> </span>na <span class="_ _13"> </span>odległość.<span class="_ _6"></span> <span class="_ _29"> </span>Rad<span class="_ _6"></span>a <span class="_ _29"> </span>Nadz<span class="_ _6"></span>orcza <span class="_ _13"> </span>może <span class="_ _13"> </span>podejmować<span class="_ _6"></span> <span class="_ _13"> </span>uchwały <span class="_ _13"> </span>przy<span class="_ _6"></span><span class="ff2"> </span></div><div class="t m0 x4 ha y8c8 ff1 fs4 fc1 sc0 ls0 ws0">wykorzys<span class="_ _6"></span>taniu środków bezpośredniego porozumiewania się na odleg<span class="_ _6"></span>łość. Uchwała jest ważna, gdy wszys<span class="_ _6"></span>cy </div><div class="t m0 x4 ha y8c9 ff1 fs4 fc1 sc0 ls0 ws0">członkowie <span class="_ _e"> </span>R<span class="_ _6"></span>ady <span class="_ _e"> </span>zost<span class="_ _6"></span>ali <span class="_ _e"> </span>p<span class="_ _6"></span>owiadomieni <span class="_ _e"> </span>o<span class="_ _6"></span> <span class="_ _e"> </span>treści <span class="_ _1e"> </span>projek<span class="_ _6"></span>tu <span class="_ _e"></span>uchwały <span class="_ _1e"> </span>oraz <span class="_ _e"> </span>c<span class="_ _6"></span>o <span class="_ _e"> </span>najm<span class="_ _6"></span>niej <span class="_ _e"> </span>połowa <span class="_ _1e"> </span>członków <span class="_ _1e"> </span>Rady </div><div class="t m0 x4 ha y8ca ff1 fs4 fc1 sc0 ls0 ws0">wzięła udz<span class="_ _6"></span>iał <span class="_ _6"></span>w podej<span class="_ _6"></span>mowaniu <span class="_ _6"></span>uchwały. <span class="_ _6"></span>W <span class="_ _6"></span>przypadku <span class="_ _6"></span>po<span class="_ _6"></span>dejmowania <span class="_ _6"></span>przez <span class="_ _6"></span>Radę <span class="_ _6"></span>uchwał <span class="_ _6"></span>przy <span class="_ _6"></span>wykorz<span class="_ _6"></span>ystaniu </div><div class="t m0 x4 ha y8cb ff1 fs4 fc1 sc0 ls0 ws0">środków <span class="_ _27"> </span>bezpoś<span class="_ _6"></span>redniego <span class="_ _27"> </span>porozum<span class="_ _6"></span>iewania <span class="_ _27"> </span>się <span class="_ _21"> </span>na <span class="_ _27"> </span>odległość, <span class="_ _27"> </span>ś<span class="_ _6"></span>rodki <span class="_ _27"> </span>takie <span class="_ _21"> </span>powinny <span class="_ _27"> </span>zapew<span class="_ _6"></span>niać <span class="_ _27"> </span>co <span class="_ _21"> </span>najmniej </div><div class="t m0 x4 ha y8cc ff1 fs4 fc1 sc0 ls0 ws0">możliwość <span class="_ _14"> </span>równocz<span class="_ _6"></span>esnego <span class="_ _14"> </span>komunikowan<span class="_ _6"></span>ia <span class="_ _1d"> </span>s<span class="_ _6"></span>ię <span class="_ _14"> </span>przez <span class="_ _14"> </span>wsz<span class="_ _6"></span>ystkich <span class="_ _14"> </span>członków <span class="_ _14"> </span>Rady <span class="_ _14"> </span>b<span class="_ _6"></span>iorących <span class="_ _14"> </span>udział <span class="_ _14"> </span>w </div><div class="t m0 x4 ha y8cd ff2 fs4 fc1 sc0 ls0 ws0">podejmowaniu  uc<span class="_ _6"></span>hw<span class="ff1">ał  w <span class="_ _11"> </span>prz<span class="_ _6"></span>edmiotowym  trybie.  Ra<span class="_ _6"></span>da  Nadzorcza <span class="_ _11"> </span>moż<span class="_ _6"></span>e  podejmować <span class="_ _11"> </span>uc<span class="_ _6"></span>hwały  w  try<span class="_ _6"></span>bie </span></div><div class="t m0 x4 ha y901 ff1 fs4 fc1 sc0 ls0 ws0">pisemnym <span class="_ _11"> </span>lu<span class="_ _6"></span>b  przy  wy<span class="_ _6"></span>korzy<span class="_ _6"></span>staniu  środków  b<span class="_ _6"></span>ezpośrednieg<span class="_ _6"></span>o  porozumiew<span class="_ _6"></span>ania <span class="_ _11"> </span>s<span class="_ _6"></span>ię  na  od<span class="_ _6"></span>ległość  także<span class="_ _6"></span>  w </div><div class="t m0 x4 ha y902 ff1 fs4 fc1 sc0 ls0 ws0">sprawach, dla których Statu<span class="_ _6"></span>t przewiduje głosowanie taj<span class="_ _6"></span>ne, o ile żaden z członków Rady <span class="_ _6"></span>Nadzorcz<span class="_ _6"></span>ej nie zgłosi </div><div class="t m0 x4 ha y903 ff2 fs4 fc1 sc0 ls0 ws0">sprzeciwu.  </div><div class="t m0 x4 ha y904 ff2 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 x4 ha y905 ff1 fs4 fc1 sc0 ls0 ws0">Grupa <span class="_ _e"> </span>ak<span class="_ _6"></span>cjonariuszy <span class="_ _1e"> </span>lub <span class="_ _1e"> </span>R<span class="_ _6"></span>ada <span class="_ _e"> </span>Nadzorc<span class="_ _6"></span>za <span class="_ _1e"> </span>może <span class="_ _1e"> </span>delegować <span class="_ _27"> </span>poszczególnyc<span class="_ _6"></span>h <span class="_ _e"> </span>cz<span class="_ _6"></span>łonków <span class="_ _1e"> </span>do <span class="_ _1e"> </span>indywidualne<span class="_ _6"></span>go </div><div class="t m0 x4 ha y906 ff1 fs4 fc1 sc0 ls0 ws0">wykonywania <span class="_ _10"></span>czynności <span class="_ _6"></span>n<span class="_ _6"></span>adzorczy<span class="_ _6"></span>ch. <span class="_ _6"></span>Członkowie <span class="_ _10"></span>Rady <span class="_ _10"></span>Nadzorczej, <span class="_ _10"></span>delegowani <span class="_ _10"></span>do <span class="_ _6"></span>stałego <span class="_ _10"></span>indyw<span class="_ _6"></span>idualnego </div><div class="t m0 x4 ha y907 ff2 fs4 fc1 sc0 ls0 ws0">wykonywania <span class="_ _27"> </span><span class="ff1">na<span class="_ _6"></span>dzoru, <span class="_ _27"> </span>otrzy<span class="_ _6"></span>mują <span class="_ _1e"> </span>os<span class="_ _6"></span>obne <span class="_ _27"> </span>wynagrodz<span class="_ _6"></span>enie, <span class="_ _27"> </span>którego <span class="_ _27"> </span>wy<span class="_ _6"></span>sokość <span class="_ _27"> </span>ustala <span class="_ _27"> </span>waln<span class="_ _6"></span>e <span class="_ _1e"> </span>z<span class="_ _6"></span>gromadzenie. </span></div><div class="t m0 x4 ha y908 ff1 fs4 fc1 sc0 ls0 ws0">Członek <span class="_ _13"> </span>R<span class="_ _6"></span>ady <span class="_ _13"> </span>Nadzorc<span class="_ _6"></span>zej <span class="_ _13"> </span>oddele<span class="_ _6"></span>gowany <span class="_ _13"> </span>do <span class="_ _12"> </span>stałe<span class="_ _6"></span>go <span class="_ _13"> </span>pe<span class="_ _6"></span>łnienia <span class="_ _13"> </span>nadzoru <span class="_ _12"> </span>powi<span class="_ _6"></span>nien <span class="_ _13"> </span>składać <span class="_ _12"> </span>Radzie<span class="_ _6"></span>, <span class="_ _13"> </span>po </div><div class="t m0 x4 ha y909 ff1 fs4 fc1 sc0 ls0 ws0">zakończeniu <span class="_ _1d"> </span>każdego <span class="_ _1d"> </span>roku <span class="_ _1d"> </span>obrotowego <span class="_ _1d"> </span>jak <span class="_ _1d"> </span>również <span class="_ _1d"> </span>po <span class="_ _12"> </span>z<span class="_ _6"></span>akończeniu <span class="_ _1d"> </span>pełnie<span class="_ _6"></span>nia <span class="_ _12"> </span>nadz<span class="_ _10"></span>oru, <span class="_ _1d"> </span>szcz<span class="_ _6"></span>egółowe </div><div class="t m0 x4 ha y90a ff1 fs4 fc1 sc0 ls0 ws0">sprawozdanie z pełni<span class="_ _6"></span>onej funkcji.<span class="_ _6"></span><span class="ff2"> </span></div><div class="t m0 x4 ha y90b ff2 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 x4 ha y90c ff1 fs4 fc1 sc0 ls0 ws0">Członkowie R<span class="_ _6"></span>ady Nadzorczej <span class="_ _6"></span>powinni być <span class="_ _6"></span>w stanie p<span class="_ _6"></span>oświęcić niezbędną <span class="_ _6"></span>ilość cz<span class="_ _6"></span>asu na wykonywanie <span class="_ _6"></span>swoich </div><div class="t m0 x4 ha y90d ff1 fs4 fc1 sc0 ls0 ws0">obowiązków. <span class="_ _6"></span>Cz<span class="_ _6"></span>łonkowie <span class="_ _6"></span>Rady <span class="_ _6"></span>Na<span class="_ _6"></span>dzorczej <span class="_ _6"></span>powinn<span class="_ _6"></span>i p<span class="_ _6"></span>odejmować <span class="_ _6"></span>od<span class="_ _6"></span>powiednie <span class="_ _6"></span>działania, <span class="_ _6"></span>a<span class="_ _6"></span>by <span class="_ _6"></span>otrzymywać <span class="_ _6"></span>o<span class="_ _6"></span>d </div><div class="t m0 x4 ha y90e ff2 fs4 fc1 sc0 ls0 ws0">Zar<span class="ff1">ządu <span class="_ _3"></span>regularne <span class="_ _3"></span>i<span class="_ _6"></span> <span class="_ _5"></span>wy<span class="_ _6"></span>czerpujące <span class="_ _3"></span>informac<span class="_ _6"></span>je <span class="_ _3"></span>o <span class="_ _3"></span>wszystkich <span class="_ _3"></span>istotny<span class="_ _6"></span>ch <span class="_ _5"></span>s<span class="_ _6"></span>prawach <span class="_ _3"></span>doty<span class="_ _6"></span>czących <span class="_ _3"></span>działalności <span class="_ _3"></span>Spółk<span class="_ _6"></span>i </span></div><div class="t m0 x4 ha y5ad ff1 fs4 fc1 sc0 ls0 ws0">a także grupy kapitałowej oraz o <span class="_ _3"></span>r<span class="_ _6"></span>yzyku związanym z prowadzoną działalnością i sposobach zarządzania tym </div><div class="t m0 x4 ha y90f ff2 fs4 fc1 sc0 ls0 ws0">ryzykiem. <span class="_ _10"></span>Informacj<span class="_ _6"></span>a <span class="_ _10"></span>o <span class="_ _10"></span>oso<span class="_ _6"></span>bistych, <span class="_ _10"></span>faktyczny<span class="_ _6"></span>ch <span class="_ _f"></span><span class="ff1">i <span class="_ _6"></span>orga<span class="_ _6"></span>nizacyjnych <span class="_ _10"></span>powi<span class="_ _6"></span>ązaniach <span class="_ _10"></span>cz<span class="_ _6"></span>łonka <span class="_ _10"></span>Rady <span class="_ _10"></span>Nadzorc<span class="_ _6"></span>zej <span class="_ _10"></span>z </span></div><div class="t m0 x4 ha y910 ff1 fs4 fc1 sc0 ls0 ws0">określonym <span class="_ _1a"> </span>akcjonariuszem, <span class="_ _1a"> </span>a <span class="_ _14"> </span>zw<span class="_ _6"></span>łaszcza <span class="_ _14"> </span>z <span class="_ _1a"> </span>akcjonariuszem<span class="_ _6"></span> <span class="_ _14"> </span>większoś<span class="_ _6"></span>ciowym <span class="_ _14"> </span>powinna <span class="_ _1a"> </span>być <span class="_ _1a"> </span>dostępna </div><div class="t m0 x4 ha y911 ff1 fs4 fc1 sc0 ls0 ws0">publicznie. <span class="_ _21"> </span>Spó<span class="_ _6"></span>łka <span class="_ _21"> </span>powinna <span class="_ _21"> </span>uzy<span class="_ _6"></span>skiwać <span class="_ _21"> </span>takie <span class="_ _21"> </span>informa<span class="_ _6"></span>cje <span class="_ _21"> </span>od <span class="_ _21"> </span>cz<span class="_ _6"></span>łonków <span class="_ _21"> </span>Rady <span class="_ _21"> </span>Nadzorc<span class="_ _6"></span>zej <span class="_ _21"> </span>i <span class="_ _21"> </span>je <span class="_ _21"> </span>upubliczni<span class="_ _6"></span>ać. </div><div class="t m0 x4 ha y117 ff1 fs4 fc1 sc0 ls0 ws0">Członek <span class="_ _10"></span>Ra<span class="_ _6"></span>dy <span class="_ _10"></span>Nadzorc<span class="_ _6"></span>zej <span class="_ _10"></span>powi<span class="_ _6"></span>nien <span class="_ _10"></span>umożliwić <span class="_ _f"></span>Zarządowi <span class="_ _f"></span>przekazanie, <span class="_ _10"></span>w <span class="_ _f"></span>sposób <span class="_ _f"></span>publiczny <span class="_ _f"></span>i <span class="_ _10"></span>we <span class="_ _10"></span>właściwy<span class="_ _6"></span>m </div><div class="t m0 x4 ha y912 ff1 fs4 fc1 sc0 ls0 ws0">trybie, <span class="_ _e"> </span>informacji <span class="_ _e"> </span>o <span class="_ _e"> </span>zbyc<span class="_ _6"></span>iu <span class="_ _f"></span>l<span class="_ _6"></span>ub <span class="_ _f"></span>n<span class="_ _6"></span>abyciu <span class="_ _e"></span>akcji <span class="_ _e"> </span>Spółki <span class="_ _e"> </span>lub <span class="_ _e"> </span>też <span class="_ _e"> </span>Sp<span class="_ _6"></span>ółki <span class="_ _f"></span>wob<span class="_ _6"></span>ec <span class="_ _e"></span>niej <span class="_ _e"> </span>dominującej<span class="_ _6"></span> <span class="_ _f"></span>lub <span class="_ _e"> </span>z<span class="_ _6"></span>ależnej, <span class="_ _e"></span>jak </div><div class="t m0 x4 ha y913 ff1 fs4 fc1 sc0 ls0 ws0">również <span class="_ _f"></span>o <span class="_ _e"> </span>transakcjac<span class="_ _6"></span>h <span class="_ _f"></span>z <span class="_ _f"></span>tak<span class="_ _6"></span>imi <span class="_ _f"></span>spółkami, <span class="_ _e"> </span>o <span class="_ _f"></span>i<span class="_ _6"></span>le <span class="_ _f"></span>są <span class="_ _f"></span>o<span class="_ _6"></span>n<span class="_ _6"></span>e <span class="_ _f"></span>istotne <span class="_ _e"></span>dla <span class="_ _f"></span>jeg<span class="_ _6"></span>o <span class="_ _f"></span>sytuacji <span class="_ _e"></span>materialnej. <span class="_ _e"></span>Członek <span class="_ _e"></span>Rady </div><div class="t m0 x4 ha y914 ff1 fs4 fc1 sc0 ls0 ws0">Nadzorczej <span class="_ _6"></span>powinien <span class="_ _6"></span>prze<span class="_ _6"></span>de ws<span class="_ _6"></span>zystkim <span class="_ _6"></span>mieć <span class="_ _6"></span>na <span class="_ _6"></span>względzie<span class="_ _6"></span> interes <span class="_ _10"></span>Spółki <span class="_ _6"></span>a tak<span class="_ _6"></span>że <span class="_ _6"></span>grupy <span class="_ _6"></span>kapitałowej. <span class="_ _6"></span>Cz<span class="_ _6"></span>łonek </div><div class="t m0 x4 ha y915 ff1 fs4 fc1 sc0 ls0 ws0">Rady Nadz<span class="_ _6"></span>orczej <span class="_ _6"></span>powinien <span class="_ _6"></span>unikać p<span class="_ _6"></span>odejmowania <span class="_ _6"></span>aktywności <span class="_ _6"></span>zawodowej <span class="_ _6"></span>lub <span class="_ _6"></span>pozazawodowej, <span class="_ _6"></span>która <span class="_ _6"></span>mogła<span class="_ _10"></span><span class="ff2">by </span></div><div class="t m0 x4 ha y916 ff1 fs4 fc1 sc0 ls0 ws0">prowadzić <span class="_ _e"></span>do <span class="_ _f"></span>po<span class="_ _6"></span>wstania <span class="_ _f"></span>k<span class="_ _6"></span>onfliktu <span class="_ _f"></span>in<span class="_ _6"></span>teresów <span class="_ _f"></span>lu<span class="_ _6"></span>b <span class="_ _f"></span>wpły<span class="_ _6"></span>nąć <span class="_ _f"></span>na <span class="_ _e"></span>jego <span class="_ _e"></span>reputację <span class="_ _e"></span>jako <span class="_ _e"> </span>członka <span class="_ _e"> </span>Rady <span class="_ _e"> </span>Nadzorcz<span class="_ _6"></span>ej. </div><div class="t m0 x4 ha y917 ff1 fs4 fc1 sc0 ls0 ws0">Członek  Rady <span class="_ _29"> </span>Nadzorczej  inform<span class="_ _6"></span>uje<span class="ff2">  </span>poz<span class="_ _6"></span>ostałych  członków  R<span class="_ _6"></span>ady  o  zaistn<span class="_ _6"></span>iałym  konflikcie  interes<span class="_ _6"></span>ów  lub </div><div class="t m0 x4 ha y918 ff1 fs4 fc1 sc0 ls0 ws0">możliwości <span class="_ _0"></span>jego <span class="_ _0"></span>powstania oraz <span class="_ _3"></span>nie bi<span class="_ _0"></span>erze ud<span class="_ _0"></span>ziału <span class="_ _3"></span>w<span class="_ _6"></span><span class="ff2"> <span class="_ _3"></span><span class="ff1">r<span class="_ _6"></span>ozpatrywaniu sprawy, <span class="_ _3"></span>w <span class="_ _0"></span>której w <span class="_ _3"></span>stosunku <span class="_ _0"></span>do <span class="_ _3"></span>jeg<span class="_ _6"></span>o <span class="_ _3"></span>osoby </span></span></div><div class="t m0 x4 ha y919 ff1 fs4 fc1 sc0 ls0 ws0">może <span class="_ _f"></span>wystąpić <span class="_ _f"></span>konflikt <span class="_ _f"></span>inte<span class="_ _6"></span>resów. <span class="_ _f"></span>W <span class="_ _f"></span>przypadku <span class="_ _f"></span>uznania <span class="_ _f"></span>przez<span class="_ _6"></span> <span class="_ _f"></span>członka <span class="_ _f"></span>Rady <span class="_ _f"></span>Nadzorcz<span class="_ _6"></span>ej, <span class="_ _f"></span>że <span class="_ _f"></span>decyzja <span class="_ _f"></span>Rady </div><div class="t m0 x4 ha y91a ff1 fs4 fc1 sc0 ls0 ws0">Nadzorczej <span class="_ _c"> </span>stoi <span class="_ _c"> </span>w <span class="_ _c"> </span>sprzec<span class="_ _6"></span>zności <span class="_ _c"> </span>z <span class="_ _c"> </span>interesem <span class="_ _c"> </span>Spółki, <span class="_ _c"> </span>członek <span class="_ _c"> </span>Rady<span class="_ _6"></span> <span class="_ _c"> </span>Nadzorczej <span class="_ _c"> </span>powinien <span class="_ _c"> </span>zażą<span class="_ _6"></span>dać </div><div class="t m0 x4 ha y91b ff2 fs4 fc1 sc0 ls0 ws0">zamies<span class="ff1">zczenia <span class="_ _3"></span>w<span class="_ _6"></span> <span class="_ _3"></span>protokol<span class="_ _6"></span>e <span class="_ _3"></span>posiedzenia Rady <span class="_ _3"></span>Nadzorc<span class="_ _6"></span>zej <span class="_ _3"></span>jego <span class="_ _3"></span>zd<span class="_ _6"></span>ania <span class="_ _3"></span>odrębne<span class="_ _6"></span>go <span class="_ _3"></span>w <span class="_ _3"></span>tej<span class="_ _6"></span> <span class="_ _3"></span>sprawie. <span class="_ _0"></span>Członek <span class="_ _0"></span>Rady </span></div><div class="t m0 x4 ha y91c ff1 fs4 fc1 sc0 ls0 ws0">Nadzorczej <span class="_ _6"></span>nie powinien re<span class="_ _6"></span>zygnować z <span class="_ _6"></span>pełnienia tej <span class="_ _6"></span>funkcji w <span class="_ _6"></span>trakcie kadencji, j<span class="_ _6"></span>eżeli mogłoby <span class="_ _6"></span>to uniemożliwić </div><div class="t m0 x4 ha y981 ff1 fs4 fc1 sc0 ls0 ws0">działanie Rady, a w sz<span class="_ _6"></span>czególności jeśli mogło<span class="_ _6"></span>by to uni<span class="_ _6"></span>emożliwić terminowe p<span class="_ _6"></span>odjęcie istotnej uchwały.<span class="_ _10"></span><span class="ff2"> </span></div></div></div><div class="pi" ></div></div><div id="pf60" class="pf w0 h0" ><div class="pc pc60 w0 h0"><img class="bi x6 y2b we5 hc2" alt="" 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class="c x0 y0 w3 h0"><div class="t m0 x9c h8 y6e0 ff4 fs3 fc3 sc0 ls0 ws0">SPRAWOZDANE ZARZĄDU Z DZIAŁALNOŚCI<span class="ff3"> MIRBUD S.A. ZA <span class="ls4">ROK</span> <span class="ls5">20</span>21<span class="fc4"> </span></span></div><div class="t m0 x4 h6 y6e1 ff3 fs2 fc1 sc0 ls0 ws0"> </div></div><div class="c x4 y2e wba h9"><div class="t m0 x151 ha y2f ff2 fs4 fc3 sc0 ls0 ws0">MIRBUD <span class="ls6">| <span class="_ _6"></span></span>Rada Nadzorcza MIR<span class="_ _6"></span>BUD S.A.<span class="_ _6"></span> </div></div><div class="c x9 y2e wbb h9"><div class="t m0 xa hb y30 ff3 fs1 fc0 sc0 ls11 ws0">96<span class="fs2 ls0"> </span></div></div><div class="c x0 y0 w3 h0"><div class="t m0 x4 h6 y31 ff3 fs2 fc1 sc0 ls0 ws0"> </div></div><div class="c xb y6e2 w7 h7f"><div class="t m0 xc hd y673 ff5 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x0 y0 w3 h0"><div class="t m0 x4 ha y7a5 ff2 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 x4 ha y7a6 ff1 fs4 fc1 sc0 ls0 ws0">Poza <span class="_ _f"></span>czynnościami <span class="_ _f"></span>wynika<span class="_ _6"></span>jącymi <span class="_ _f"></span>z <span class="_ _f"></span>przepisów <span class="_ _f"></span>prawa <span class="_ _f"></span>raz <span class="_ _f"></span>w <span class="_ _f"></span>roku <span class="_ _10"></span>R<span class="_ _6"></span>ada <span class="_ _f"></span>Nadzorcza <span class="_ _f"></span>sporządza<span class="_ _6"></span> <span class="_ _10"></span>i <span class="_ _f"></span>prz<span class="_ _6"></span>edstawia </div><div class="t m0 x4 ha y7a7 ff1 fs4 fc1 sc0 ls0 ws0">Zwyczajnemu  W<span class="_ _0"></span>alnemu <span class="_ _21"> </span>Z<span class="_ _6"></span>gromadzeniu  do<span class="_ _0"></span> <span class="_ _21"> </span>zatw<span class="_ _6"></span>ierdzenia <span class="_ _28"> </span>roczne <span class="_ _21"> </span>s<span class="_ _6"></span>prawozdanie. <span class="_ _28"> </span>Sprawozdanie, <span class="_ _21"> </span>o  którym </div><div class="t m0 x4 ha y7a8 ff2 fs4 fc1 sc0 ls0 ws0">mowa <span class="_ _3"></span>powy<span class="ff1">żej<span class="_ _6"></span>, <span class="_ _5"></span>z<span class="_ _6"></span>awiera <span class="_ _3"></span>co <span class="_ _3"></span>najmn<span class="_ _6"></span>iej: <span class="_ _5"></span>a)<span class="_ _6"></span> <span class="_ _3"></span>informacje <span class="_ _3"></span>na <span class="_ _3"></span>t<span class="_ _6"></span>emat <span class="_ _3"></span>składu <span class="_ _3"></span>Rady <span class="_ _3"></span>i <span class="_ _3"></span>jej <span class="_ _3"></span>ko<span class="_ _6"></span>mitetów <span class="_ _3"></span>ze <span class="_ _3"></span>wskazanie<span class="_ _6"></span>m, <span class="_ _5"></span>którz<span class="_ _6"></span>y </span></div><div class="t m0 x4 ha y7a9 ff1 fs4 fc1 sc0 ls0 ws0">z  członków <span class="_ _21"> </span>Rady<span class="_ _6"></span> <span class="_ _21"> </span>s<span class="_ _6"></span>pełniają  kryteria  ni<span class="_ _0"></span>ezależnośc<span class="_ _6"></span>i <span class="_ _21"> </span>o<span class="_ _6"></span>kreślone  w <span class="_ _21"> </span>ustawie  o  biegłych <span class="_ _21"> </span>r<span class="_ _6"></span>ewidentach,  firmach </div><div class="t m0 x4 ha y883 ff1 fs4 fc1 sc0 ls0 ws0">audytorskich <span class="_ _28"> </span>oraz <span class="_ _21"> </span>na<span class="_ _6"></span>dzorze <span class="_ _21"> </span>pub<span class="_ _6"></span>licznym <span class="_ _21"> </span>a <span class="_ _28"> </span>także <span class="_ _21"> </span>któr<span class="_ _6"></span>zy  spośród  ni<span class="_ _0"></span>ch <span class="_ _21"> </span>nie <span class="_ _21"> </span>m<span class="_ _6"></span>ają <span class="_ _28"> </span>rzeczywistych  i <span class="_ _21"> </span>istotnych </div><div class="t m0 x4 ha y85b ff1 fs4 fc1 sc0 ls0 ws0">powiązań <span class="_ _1e"> </span>z <span class="_ _27"> </span>akcjonariusza<span class="_ _6"></span>mi <span class="_ _1e"> </span>posiadającymi<span class="_ _6"></span> <span class="_ _1e"> </span>co <span class="_ _1e"> </span>najm<span class="_ _6"></span>niej <span class="_ _1e"> </span>5 <span class="_ _1e"> </span>% <span class="_ _27"> </span>ogólnej<span class="_ _6"></span> <span class="_ _1e"> </span>liczby <span class="_ _1e"> </span>głos<span class="_ _6"></span>ów <span class="_ _1e"> </span>w <span class="_ _1e"> </span>spółce<span class="_ _6"></span>, <span class="_ _1e"> </span>jak <span class="_ _1e"> </span>równie<span class="_ _6"></span>ż </div><div class="t m0 x4 ha y8c1 ff1 fs4 fc1 sc0 ls0 ws0">informacje <span class="_ _f"></span>na <span class="_ _f"></span>temat <span class="_ _f"></span>składu <span class="_ _f"></span>rady <span class="_ _f"></span>nadzorczej <span class="_ _f"></span>w <span class="_ _f"></span>kontekście <span class="_ _f"></span>jej <span class="_ _f"></span>różnorodności; <span class="_ _f"></span>b) <span class="_ _f"></span>podsumowa<span class="_ _6"></span>nie <span class="_ _f"></span>działalności </div><div class="t m0 x4 ha y8c2 ff2 fs4 fc1 sc0 ls0 ws0">Rady i <span class="ff1">jej kom<span class="_ _6"></span>itetów; c) oce<span class="_ _6"></span>nę sytuacji Spółki w<span class="_ _6"></span> ujęciu sk<span class="_ _6"></span>onsolidowanym, z uwzg<span class="_ _6"></span>lędnieniem oceny<span class="_ _6"></span> systemów </span></div><div class="t m0 x4 ha y8c3 ff1 fs4 fc1 sc0 ls0 ws0">kontroli <span class="_ _3"></span>w<span class="_ _6"></span>ewnętrznej, zarządzania ryzykiem, <span class="_ _3"></span>comp<span class="_ _6"></span>liance <span class="_ _0"></span>oraz funkcji <span class="_ _3"></span>audy<span class="_ _6"></span>tu <span class="_ _3"></span>wewn<span class="_ _6"></span>ętrznego,<span class="_ _6"></span><span class="ff2"> <span class="_ _0"></span><span class="ff1">wraz z <span class="_ _3"></span>informacj<span class="_ _6"></span>ą </span></span></div><div class="t m0 x4 ha y8c4 ff1 fs4 fc1 sc0 ls0 ws0">na <span class="_ _21"> </span>temat  działań, <span class="_ _21"> </span>jakie  Rada <span class="_ _21"> </span>Nadzorcz<span class="_ _6"></span>a <span class="_ _21"> </span>podejmow<span class="_ _6"></span>ała<span class="ff2"> <span class="_ _28"> </span>w <span class="_ _21"> </span>ce<span class="_ _6"></span>lu <span class="_ _21"> </span>dokon<span class="_ _6"></span>ania <span class="_ _21"> </span>tej  oceny, <span class="_ _21"> </span>ocena  ta <span class="_ _21"> </span>obejmuje </span></div><div class="t m0 x4 ha y8c5 ff1 fs4 fc1 sc0 ls0 ws0">wszystkie <span class="_ _27"> </span>mechanizmy <span class="_ _27"> </span>ko<span class="_ _6"></span>ntrolne, <span class="_ _1e"> </span>w<span class="_ _6"></span> <span class="_ _1e"> </span>tym <span class="_ _27"> </span>zwłasz<span class="_ _6"></span>cza <span class="_ _1e"> </span>dotycz<span class="_ _6"></span>ące <span class="_ _1e"> </span>raport<span class="_ _6"></span>owania <span class="_ _1e"> </span>i <span class="_ _27"> </span>dz<span class="_ _6"></span>iałalności <span class="_ _1e"> </span>operac<span class="_ _6"></span>yjnej; <span class="_ _1e"> </span>d<span class="_ _6"></span>) </div><div class="t m0 x4 ha y8c6 ff1 fs4 fc1 sc0 ls0 ws0">ocenę <span class="_ _14"> </span>stosowani<span class="_ _6"></span>a <span class="_ _14"> </span>przez <span class="_ _14"> </span>Spółkę <span class="_ _14"> </span>z<span class="_ _6"></span>asad <span class="_ _14"> </span>ładu <span class="_ _1a"> </span>korporacyjnego <span class="_ _14"> </span>oraz<span class="_ _6"></span> <span class="_ _14"> </span>sposobu <span class="_ _1a"> </span>wypełniania <span class="_ _14"> </span>obow<span class="_ _6"></span>iązków </div><div class="t m0 x4 ha y889 ff2 fs4 fc1 sc0 ls0 ws0">informacyjnyc<span class="_ _6"></span>h <span class="_ _27"> </span><span class="ff1">dotyczących <span class="_ _27"> </span>ich<span class="_ _6"></span> <span class="_ _1e"> </span>s<span class="_ _6"></span>tosowania <span class="_ _27"> </span>określ<span class="_ _6"></span>onych <span class="_ _27"> </span>w <span class="_ _27"> </span>Reg<span class="_ _6"></span>ulaminie <span class="_ _27"> </span>Giełdy<span class="_ _6"></span> <span class="_ _1e"> </span>i <span class="_ _21"> </span>przepisach <span class="_ _27"> </span>dotyc<span class="_ _6"></span>zących </span></div><div class="t m0 x4 ha y8c7 ff1 fs4 fc1 sc0 ls0 ws0">informacji <span class="_ _13"> </span>bieżących <span class="_ _13"> </span>i <span class="_ _13"> </span>okresowych <span class="_ _13"> </span>przek<span class="_ _6"></span>azywanych <span class="_ _13"> </span>przez <span class="_ _13"> </span>emitentów <span class="_ _13"> </span>papierów <span class="_ _13"> </span>wartościowyc<span class="_ _6"></span>h, <span class="_ _29"> </span>wraz <span class="_ _13"> </span>z<span class="_ _6"></span> </div><div class="t m0 x4 ha y8c8 ff1 fs4 fc1 sc0 ls0 ws0">informacją <span class="_ _27"> </span>na <span class="_ _21"> </span>temat <span class="_ _27"> </span>działań, <span class="_ _21"> </span>jakie <span class="_ _27"> </span>Rada <span class="_ _27"> </span>N<span class="_ _6"></span>adzorcza <span class="_ _21"> </span>podejmowała <span class="_ _27"> </span>w <span class="_ _27"> </span>c<span class="_ _6"></span>elu <span class="_ _27"> </span>dokona<span class="_ _10"></span>nia <span class="_ _27"> </span>tej <span class="_ _27"> </span>oc<span class="_ _6"></span>eny; <span class="_ _27"> </span>e) <span class="_ _27"> </span>oce<span class="_ _6"></span>nę </div><div class="t m0 x4 ha y8c9 ff1 fs4 fc1 sc0 ls0 ws0">zasadności <span class="_ _e"></span>wydatków<span class="_ _6"></span> <span class="_ _f"></span>po<span class="_ _6"></span>noszonych <span class="_ _e"> </span>prz<span class="_ _6"></span>ez <span class="_ _f"></span>S<span class="_ _6"></span>półkę <span class="_ _e"></span>i <span class="_ _e"></span>jej <span class="_ _e"> </span>grupę <span class="_ _e"> </span>w <span class="_ _1e"> </span>danym <span class="_ _e"> </span>roku <span class="_ _1e"> </span>na <span class="_ _e"></span>wspieranie <span class="_ _e"> </span>ku<span class="_ _6"></span>ltury, <span class="_ _f"></span>s<span class="_ _6"></span>portu, </div><div class="t m0 x4 ha y8ca ff1 fs4 fc1 sc0 ls0 ws0">instytucji <span class="_ _27"> </span>charytatywnyc<span class="_ _6"></span>h, <span class="_ _27"> </span>mediów, <span class="_ _21"> </span>organizacji <span class="_ _27"> </span>społec<span class="_ _6"></span>znych, <span class="_ _27"> </span>związków <span class="_ _27"> </span>z<span class="_ _6"></span>awodowych, <span class="_ _27"> </span>itd.; <span class="_ _27"> </span>f) <span class="_ _27"> </span>inform<span class="_ _6"></span>ację <span class="_ _27"> </span>na </div><div class="t m0 x4 ha y8cb ff2 fs4 fc1 sc0 ls0 ws0">temat <span class="_ _6"></span>stop<span class="_ _6"></span>nia <span class="_ _6"></span>real<span class="_ _6"></span>izacji <span class="_ _6"></span>po<span class="_ _6"></span><span class="ff1">lityki <span class="_ _6"></span>różnorod<span class="_ _6"></span>ności <span class="_ _6"></span>w <span class="_ _10"></span>odnie<span class="_ _6"></span>sieniu <span class="_ _6"></span>do <span class="_ _10"></span>Zarządu <span class="_ _10"></span>i <span class="_ _10"></span>Rady <span class="_ _10"></span>Nadzorczej, <span class="_ _10"></span>w <span class="_ _6"></span>tym <span class="_ _10"></span>realizacji<span class="_ _6"></span> </span></div><div class="t m0 x4 ha y8cc ff1 fs4 fc1 sc0 ls0 ws0">celów <span class="_ _e"> </span>polityki <span class="_ _e"> </span>róż<span class="_ _6"></span>norodności. <span class="_ _e"> </span>Rada <span class="_ _e"> </span>N<span class="_ _6"></span>adzorcza <span class="_ _e"></span>raz <span class="_ _e"> </span>w <span class="_ _e"> </span>rok<span class="_ _6"></span>u <span class="_ _f"></span>doko<span class="_ _6"></span>nuje <span class="_ _e"></span>i <span class="_ _e"> </span>przedsta<span class="_ _6"></span>wia <span class="_ _f"></span>zwy<span class="_ _6"></span>czajnemu <span class="_ _e"> </span>Walne<span class="_ _6"></span>mu </div><div class="t m0 x4 ha y8cd ff1 fs4 fc1 sc0 ls0 ws0">Zgromadzeniu <span class="_ _1e"> </span>ocenę <span class="_ _1e"> </span>swojej<span class="_ _6"></span> <span class="_ _e"> </span>pracy<span class="_ _6"></span>. <span class="_ _e"> </span>Rada <span class="_ _1e"> </span>Nadzorcza<span class="_ _6"></span> <span class="_ _e"> </span>opiniuje <span class="_ _1e"> </span>projekty <span class="_ _1e"> </span>uchw<span class="_ _6"></span>ał <span class="_ _1e"> </span>wn<span class="_ _6"></span>oszone <span class="_ _e"> </span>prz<span class="_ _6"></span>ez <span class="_ _e"> </span>Z<span class="_ _6"></span>arząd <span class="_ _e"> </span>d<span class="_ _6"></span>o </div><div class="t m0 x4 ha y901 ff1 fs4 fc1 sc0 ls0 ws0">porządku <span class="_ _21"> </span>obrad <span class="_ _21"> </span>Walnego <span class="_ _28"> </span>Zgromadzenia. <span class="_ _21"> </span>W <span class="_ _21"> </span>przypad<span class="_ _6"></span>ku <span class="_ _21"> </span>gdy <span class="_ _27"> </span>transak<span class="_ _6"></span>cja <span class="_ _21"> </span>Spółki <span class="_ _21"> </span>z <span class="_ _21"> </span>podmiotem <span class="_ _21"> </span>powiązany<span class="_ _6"></span>m </div><div class="t m0 x4 ha y902 ff1 fs4 fc1 sc0 ls0 ws0">wymaga <span class="_ _f"></span>zgody <span class="_ _e"></span>Rady <span class="_ _f"></span>Nadz<span class="_ _6"></span>orczej, <span class="_ _f"></span>przed <span class="_ _f"></span>po<span class="_ _6"></span>djęciem <span class="_ _f"></span>uchwały <span class="_ _e"></span>w <span class="_ _f"></span>spraw<span class="_ _6"></span>ie <span class="_ _f"></span>wyrażenia <span class="_ _f"></span>zgody<span class="_ _6"></span> <span class="_ _f"></span>Rada <span class="_ _f"></span>ocenia, <span class="_ _f"></span>cz<span class="_ _6"></span>y </div><div class="t m0 x4 ha y903 ff1 fs4 fc1 sc0 ls0 ws0">istnieje <span class="_ _21"> </span>k<span class="_ _6"></span>onieczność <span class="_ _28"> </span>uprzedniego <span class="_ _21"> </span>z<span class="_ _6"></span>asięgnię<span class="_ _6"></span>cia  opinii <span class="_ _21"> </span>pomiotu  zewnętrznego, <span class="_ _21"> </span>k<span class="_ _6"></span>tóry <span class="_ _21"> </span>prz<span class="_ _6"></span>eprowadzi <span class="_ _21"> </span>wy<span class="_ _6"></span>cenę </div><div class="t m0 x4 ha y904 ff1 fs4 fc1 sc0 ls0 ws0">transakcji  oraz  an<span class="_ _0"></span>alizę  jej <span class="_ _21"> </span>s<span class="_ _6"></span>kutków  ekonomicznych.  Jeżeli <span class="_ _21"> </span>z<span class="_ _6"></span>awarcie  transakcji <span class="_ _28"> </span>z  pomiotem  powiązanym </div><div class="t m0 x4 ha y905 ff1 fs4 fc1 sc0 ls0 ws0">wymaga <span class="_ _f"></span>zgody <span class="_ _f"></span>Walnego <span class="_ _f"></span>Zgroma<span class="_ _6"></span>dzenia, <span class="_ _f"></span>Rada <span class="_ _f"></span>Nadzorc<span class="_ _6"></span>za <span class="_ _f"></span>sporządza <span class="_ _10"></span>o<span class="_ _6"></span>pinię <span class="_ _f"></span>na <span class="_ _f"></span>temat <span class="_ _f"></span>zasadności <span class="_ _f"></span>zawarcia<span class="_ _6"></span> </div><div class="t m0 x4 ha y906 ff2 fs4 fc1 sc0 ls0 ws0">t<span class="ff1">akiej  transakcji.  W <span class="_ _21"> </span>t<span class="_ _6"></span>aki  przypadku  Rada  ocenie <span class="_ _21"> </span>k<span class="_ _6"></span>onieczność  uprzedniego  zasięgnięcia  opinii  podmiotu </span></div><div class="t m0 x4 ha y907 ff1 fs4 fc1 sc0 ls0 ws0">zewnętrznego, <span class="_ _1d"> </span>który <span class="_ _1d"> </span>przeprowadz<span class="_ _6"></span>i <span class="_ _12"> </span>wyc<span class="_ _6"></span>enę <span class="_ _12"> </span>tra<span class="_ _6"></span>nsakcji <span class="_ _12"> </span>oraz<span class="_ _6"></span> <span class="_ _12"> </span>analizę<span class="_ _6"></span> <span class="_ _12"> </span>jej<span class="_ _6"></span> <span class="_ _12"> </span>skutków <span class="_ _1d"> </span>ekono<span class="_ _6"></span>micznych. <span class="_ _12"> </span>R<span class="_ _6"></span>ada </div><div class="t m0 x4 ha y908 ff1 fs4 fc1 sc0 ls0 ws0">Nadzorcza <span class="_ _f"></span>moż<span class="_ _6"></span>e <span class="_ _f"></span>powołać <span class="_ _f"></span>s<span class="_ _6"></span>tałe <span class="_ _f"></span>lub <span class="_ _f"></span>doraźne <span class="_ _e"></span>zespoły <span class="_ _f"></span>specj<span class="_ _6"></span>alisty<span class="_ _6"></span>czne <span class="_ _f"></span>lub <span class="_ _f"></span>doradc<span class="_ _6"></span>ze, <span class="_ _f"></span>które <span class="_ _f"></span>na <span class="_ _f"></span>zlec<span class="_ _6"></span>enie <span class="_ _f"></span>Rady </div><div class="t m0 x4 ha y909 ff1 fs4 fc1 sc0 ls0 ws0">opracowywać <span class="_ _10"></span>będą <span class="_ _10"></span>opin<span class="_ _6"></span>ie, <span class="_ _6"></span>ek<span class="_ _6"></span>spertyzy <span class="_ _10"></span>lub <span class="_ _6"></span>pro<span class="_ _6"></span>gnozy <span class="_ _10"></span>niezbędne <span class="_ _10"></span>dla <span class="_ _10"></span>podjęc<span class="_ _6"></span>ia <span class="_ _6"></span>op<span class="_ _6"></span>tymalnych <span class="_ _10"></span>z <span class="_ _10"></span>punktu <span class="_ _10"></span>widzenia </div><div class="t m0 x4 ha y90a ff1 fs4 fc1 sc0 ls0 ws0">interesów Spółki a takż<span class="_ _6"></span>e grupy kapitałowej d<span class="_ _6"></span>ecyzji.<span class="_ _6"></span><span class="ff2"> </span></div><div class="t m0 x4 ha y90b ff2 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 x4 ha y90c ff1 fs4 fc1 sc0 ls0 ws0">Zgodnie <span class="_ _3"></span>z §<span class="ff2"> </span>27 <span class="_ _3"></span>Statut<span class="_ _6"></span>u <span class="_ _3"></span>Rada Nadzorcza <span class="_ _3"></span>sprawuje stały <span class="_ _3"></span>nadzór<span class="_ _6"></span><span class="ff2"> <span class="_ _3"></span><span class="ff1">nad działalnością <span class="_ _0"></span>Spółki. <span class="_ _0"></span>Do <span class="_ _3"></span>komp<span class="_ _6"></span>etencji <span class="_ _3"></span>Rady<span class="_ _6"></span> </span></span></div><div class="t m0 x4 ha y90d ff1 fs4 fc1 sc0 ls0 ws0">Nadzorczej należy<span class="_ _6"></span> w szczególności:<span class="_ _6"></span><span class="ff2"> </span></div><div class="t m0 x74 ha y90e ff2 fs4 fc1 sc0 ls0 ws0">1)  <span class="_ _21"> </span><span class="ff1">powoływanie i odwoływan<span class="_ _6"></span>ie członków Zarządu <span class="_ _6"></span>Spółki oraz ustalanie liczby<span class="_ _6"></span> członków Zarządu Sp<span class="_ _6"></span>ółki,<span class="_ _6"></span></span> </div><div class="t m0 x74 ha y5ad ff2 fs4 fc1 sc0 ls14 ws0">2)<span class="ls0"> <span class="_ _1b"> </span><span class="ff1">ustalanie zasad <span class="_ _6"></span>i wysokości wynagrodzen<span class="_ _6"></span>ia dla członków Zarz<span class="_ _6"></span>ądu,<span class="_ _6"></span></span> </span></div><div class="t m0 x74 ha y90f ff2 fs4 fc1 sc0 ls14 ws0">3)<span class="ls0"> <span class="_ _1b"> </span>wyr<span class="ff1">ażanie <span class="_ _29"> </span>zgody<span class="_ _6"></span> <span class="_ _11"> </span>na <span class="_ _29"> </span>świ<span class="_ _6"></span>adczenie <span class="_ _29"> </span>z <span class="_ _29"> </span>jakiegokolwiek <span class="_ _13"> </span>tytułu <span class="_ _11"> </span>prz<span class="_ _6"></span>ez <span class="_ _29"> </span>Spółkę <span class="_ _29"> </span>i <span class="_ _29"> </span>jakiekolw<span class="_ _6"></span>iek  po<span class="_ _6"></span>dmioty </span></span></div><div class="t m0 x5 ha y910 ff1 fs4 fc1 sc0 ls0 ws0">powiązane ze Spó<span class="_ _6"></span>łką na rzecz członków Zarz<span class="_ _6"></span>ądu i na rzecz podmiotów z <span class="_ _6"></span>nimi powiązanych,<span class="_ _10"></span><span class="ff2"> </span></div><div class="t m0 x74 ha y911 ff2 fs4 fc1 sc0 ls14 ws0">4)<span class="ls0"> <span class="_ _1b"> </span><span class="ff1">wyrażanie <span class="_ _6"></span>zgody <span class="_ _6"></span>na z<span class="_ _6"></span>awarcie <span class="_ _6"></span>przez <span class="_ _6"></span>Spółkę <span class="_ _6"></span>lub <span class="_ _6"></span>podmiot <span class="_ _6"></span>od niej <span class="_ _6"></span>zależny <span class="_ _6"></span>istotnej<span class="_ _10"></span></span> <span class="_ _6"></span>umowy <span class="_ _6"></span>z podmiotem </span></div><div class="t m0 x5 ha y117 ff1 fs4 fc1 sc0 ls0 ws0">powiązanym lub podm<span class="_ _6"></span>iotem powiązany<span class="_ _6"></span>m członka Zarz<span class="_ _6"></span>ądu lub Rady Nadzorcz<span class="_ _6"></span>ej,<span class="_ _6"></span><span class="ff2"> </span></div><div class="t m0 x74 ha y912 ff2 fs4 fc1 sc0 ls14 ws0">5)<span class="ls0"> <span class="_ _1b"> </span><span class="ff1">zawieranie, za z<span class="_ _6"></span>godą Walnego Zgr<span class="_ _6"></span>omadzenia, umowy o sprawo<span class="_ _6"></span>wanie zarządu w <span class="_ _6"></span>Spółce,<span class="_ _6"></span></span> </span></div><div class="t m0 x74 ha y913 ff2 fs4 fc1 sc0 ls14 ws0">6)<span class="ls0"> <span class="_ _1b"> </span><span class="ff1">na wniosek Zarząd<span class="_ _6"></span>u udzielanie zezwol<span class="_ _6"></span>enia na tworzenie oddz<span class="_ _6"></span>iałów za granicą,<span class="_ _10"></span></span> </span></div><div class="t m0 x74 ha y914 ff2 fs4 fc1 sc0 ls0 ws0">7) <span class="_ _1b"> </span><span class="ff1">wybór <span class="_ _6"></span>firmy <span class="_ _10"></span>audytorsk<span class="_ _6"></span>iej <span class="_ _6"></span>przeprowadzającej<span class="_ _6"></span> <span class="_ _6"></span>badanie <span class="_ _10"></span>lub <span class="_ _6"></span>prz<span class="_ _6"></span>egląd <span class="_ _6"></span>sprawoz<span class="_ _6"></span>dań <span class="_ _6"></span>finansowyc<span class="_ _6"></span>h <span class="_ _6"></span>Spółki <span class="_ _10"></span>a </span></div><div class="t m0 x5 ha y915 ff1 fs4 fc1 sc0 ls0 ws0">także <span class="_ _27"> </span>grupy <span class="_ _27"> </span>kapitał<span class="_ _6"></span>owej <span class="_ _27"> </span>oraz <span class="_ _21"> </span>wyrażanie <span class="_ _1e"> </span>z<span class="_ _6"></span>gody <span class="_ _27"> </span>na <span class="_ _27"> </span>zawiera<span class="_ _6"></span>nie <span class="_ _27"> </span>umów <span class="_ _27"> </span>z <span class="_ _21"> </span>takim <span class="_ _1e"> </span>p<span class="_ _6"></span>odmiotem <span class="_ _27"> </span>lub <span class="_ _27"> </span>j<span class="_ _6"></span>ego </div><div class="t m0 x5 ha y916 ff1 fs4 fc1 sc0 ls0 ws0">podmiotami <span class="_ _10"></span>powiązanym<span class="_ _6"></span>i <span class="_ _6"></span>o<span class="_ _6"></span>raz <span class="_ _6"></span>na <span class="_ _10"></span>dok<span class="_ _6"></span>onywanie <span class="_ _10"></span>wszelkich <span class="_ _10"></span>innyc<span class="_ _6"></span>h <span class="_ _6"></span>cz<span class="_ _6"></span>ynnoś<span class="_ _6"></span>ci, <span class="_ _10"></span>które <span class="_ _10"></span>mo<span class="_ _6"></span>gą <span class="_ _6"></span>ogra<span class="_ _6"></span>niczać </div><div class="t m0 x5 ha y917 ff1 fs4 fc1 sc0 ls0 ws0">niezależność  takiego <span class="_ _21"> </span>p<span class="_ _6"></span>odmiotu  w <span class="_ _21"> </span>doko<span class="_ _6"></span>nywaniu  badania <span class="_ _21"> </span>l<span class="_ _6"></span>ub <span class="_ _28"> </span>przeglądu  sprawozdań  finansowych </div><div class="t m0 x5 ha y918 ff1 fs4 fc1 sc0 ls0 ws0">Spółki a także grupy k<span class="_ _6"></span>apitałowej,<span class="_ _6"></span><span class="ff2"> </span></div><div class="t m0 x74 ha y919 ff2 fs4 fc1 sc0 ls14 ws0">8)<span class="ls0"> <span class="_ _1b"> </span><span class="ff1">ocena <span class="_ _0"></span>sprawozdań finansowego <span class="_ _3"></span>z<span class="_ _6"></span>arówno, co <span class="_ _3"></span>do <span class="_ _0"></span>zgodności z <span class="_ _3"></span>księgami i <span class="_ _3"></span>dokumen<span class="_ _6"></span>tami, <span class="_ _3"></span>jak i <span class="_ _3"></span>ze <span class="_ _3"></span>s<span class="_ _6"></span>tanem </span></span></div><div class="t m0 x5 ha y91a ff2 fs4 fc1 sc0 ls0 ws0">faktycznym, </div><div class="t m0 x74 ha y91b ff2 fs4 fc1 sc0 ls14 ws0">9)<span class="ls0"> <span class="_ _1b"> </span><span class="ff1">ocena <span class="_ _10"></span>sprawozd<span class="_ _6"></span>ań <span class="_ _10"></span>Zarządu <span class="_ _10"></span>z <span class="_ _10"></span>dzia<span class="_ _6"></span>łalności <span class="_ _10"></span>Spółki <span class="_ _10"></span>a <span class="_ _10"></span>ta<span class="_ _6"></span>kże <span class="_ _10"></span>grupy <span class="_ _10"></span>kapitałowej <span class="_ _f"></span>oraz <span class="_ _6"></span>wn<span class="_ _6"></span>iosków <span class="_ _6"></span>Z<span class="_ _6"></span>arządu </span></span></div><div class="t m0 x5 ha y91c ff1 fs4 fc1 sc0 ls0 ws0">co do podziału zy<span class="_ _6"></span>sku lub pokryc<span class="_ _6"></span>ia strat,<span class="ff2"> </span></div></div></div><div class="pi" ></div></div><div id="pf61" class="pf w0 h0" ><div class="pc pc61 w0 h0"><img class="bi x6 y2b we5 hc2" alt="" 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P61yf/3wcI6tRJPOa55UlLCnIXr1n6dFQTBiEt+PH/h0v0XPeS8Plff9Je5izbuGdmxM7+4C5VHIpERv/rD3h+dzMrJT9u6csqnK9+bNu+NcX/ZPRgOh/dfUBAEDeunXHj+f5eyY0fUOW1aNh50VhAEwYoVK7udd0Pujl17P7po5dZ3py/9+0sf//zH3YpZQ28xAOAw56ONZfLXp94s7qyMO0ePf+X1CdfeOW6ftt5jZ0HRuJcn7D2yLSf/3elL33x/4e62LsH8BUv3buuSTZkxb8a8NVEfmjR96bNjXzqIG2T0Ey/s09Z7FOwK/+2Fj71nAAB5TXSLV24tLluDIAiC0K/ueLbkV3jt37MqdnfMNyfNKvvkp1/9pLjfAUKh0K/vef7+P405KBtkytSPX5gw2xsDAEBeV8TOgsKSP1CYm7er5FdYuWHb+vXrK7Dohcs2l33y7oIvruPD4eAPY95esWLlAW6NoqKiETc8kr8r+qH66tXiYrynAAB5TanqJlerUzOh1MQt7oHVa9YfgpW89aqBy2Y89fQDv6iRFP2s+rnzFx7gIlasWLklM2//8VAoGHPvJRs+f/XFR38dcZI1ACCvKcGvhvdaPfeVr2aOHdijXdQJP+rfcfob962b8/zd150XNS5zcrcfyApUrxbXtGGtRvVqxMfFFjdn5LAevx01snHjxhf9ePANl58Zdc6seYsPcFN8NndB1PEhAztfMmxIfHz82QP733r1QO8ZAEBeU6wzep8aExNTs2bNQf1P3v/R2NjQU3+9q3PnY1NSUn528XkH/crUvU9qtWTGs4tnvrhs1sv33n59cdO6nXTsnpNYup3UOeqc5avTDnBllq5YG3W8f88T9nx9wnEdvGcAgB8mF+Yrk9jY2BIeTUqIq1at2ne06A6t6r323EOJiYm7/1nG28rUTk6OOp6VveMA1ycjKzfqeONGDbxPAAAcvT4IvrsbKUYikdH3XLWnrcsuKSl67m/fWXCAq5SeGT2vGxxRzzsBAEBeV+7dExM67dSTK/DE+Pjof5cIhw/0Q4c78vLLFfQAAPKayiI2NhQ6qMfG40o8y6UsiorC31G4AwAcBpx7fXgqLIx+Xeo6yUkHXPzRfyXLzs4p1+tkZWXNmfd5bu6Opk0aHX/8cXYZAHB4cPT68LQ1PSPqeJOGKcUWedH/inz1mnXFTatZI/pJIKvX/u/C3rt2lXKfnU2bNl1w6S2fL1haULDriX++sWlLul0GAMhrKpeMzKw9X2/4elMxeZ1a3NOXrNi45+tnX/x3cdNSateIOv7VstV7vl6weEUJ65mbmzto2M2D+nZNrVt7Z37+9SOHJcbH230AgLymcvn785OysrKCICgoKHh5/JSoc07p2jEo5sbpkz9Z/tMrbhn9+NNnXnjNi2/NLW4pbVsdGXV87Osfz5o9Jy8vb8rUjx97bnIJ6znsit9dcsHpWdm5jz7773UbNw+96g81a1a3+wCAw4Nzrw8fC5dv6XfBrzu0bjx9zvLNGVGub51aO6lv756xsbF1alXLyo1yAZDxkxeOn7wwKPHq2qee1DkIXtt/fPXGrD4X3VnqSmZlZc2ct3r8v0bfc/8jLY5MHT508MT359h3AMBhw9Hrw8rilVvfeP+LqG0dBMGoK89OSEiIiYnp0PqICi+iU8ejU2olVvjphYWFCfFxu/P9nWlL2na/olWz+nFxfs0DAOQ1lUNyjYR+p7WJer7HHonxsfePumDkFZfs/udtvxkWF1fSru/Y5oguHRpFfSghIeG1p24tubCTayYk10yI+lBKSkqj+rUmvf9hEARnnd5+4jM3L12VFg6H7UcAQF5TKdx01dnjnx/903O7ljDnhssH/PLqy2JivtndvXp2P7//scVNHtSrw9QJY5JrFnsJv5NP6vq7aweXkPITnr2tXu3op1PHxMQ898jNl48aU6tW9ZOPb9e7V49z+3fdlpVtPwIAhwd/lP+WOrVr9j21zf7jKXVq7/6iSaMG+0+okfS/I7WJiYn9Tj1q/yPJR9SvGwTBcce0yN2xM8puiItr27rp/q8cF+0i0/VSU/bMjI0JXTrsgiAIHn3od2f2nfz6W9P+M2/V5szt4XAQCgX16iSdenyrYRf0O3NAn31e5OHf39C29UufzFnyxVcbMrJ3JsbHNmtUp03z+hec3ePC888JhUJdOrWM3e8Id6vmTXZ/ccXPhzVv1vi9qZ9+9OmSNRu2FYbDtaontG6a2qFN40uHnt31hC7durZp2Wxb1I1wzDEdJr9y/7iXJyYmJtz/8JjCwsLQd3dbeQCAQytU8kkFAABA2Tk5BAAA5DUAAMhrAACQ1wAAgLwGAAB5DQAA8hoAAOQ1AAAgrwEAQF4DAIC8BgAAShRnEwAAxdmSnr19x86qtc6fzFlStVY4MzP3kzlfVa11njpjYdqWbYdmWWMfu27o4B7yGuAHbfuO/C3pWVVrnRcvW78te3vVWue3J39W5VL1g4+/8AMChzd5TeWyet3mqrXCG9My1mzYUrXWedbcZVszqlj5vTR+up8OAOR1pbB9R/6E92Yd+OusWJW2ZMX6qvW9H8o/3AAA8IPI6y3pWZdcO9qeBgDgEHDlEAAAOGicew0AHFb69ji2fmpy1Vrns/p1rVor3LxJ/cYN6x6aZdVPrS2vAah6OnVofky7plVrnU89oX1KSs2qts7tqtYK10+tXaN6oh8QkNdwiDSsX6dXt45Va53btT6ydcuGVaz82jerWSOpCq1wjerVqtzBMwDkdVn/k7t4cPcDf516dWuf1OWoqvW9H8o/3BwsRzZKjYuL9ZMJAFRRoUgkYisAAMBB4cohAAAgrwEAQF4DAIC8BgAA5DUAAMhrAACQ1wAAIK8BAAB5DQAA8hoAAOQ1AAAgrwEAQF4DAIC8BgAAeQ0AAMhrAACQ1wAAIK8BAAB5DQAA8hoAAOQ1AADIawAAQF4DAIC8BgAAeQ0AAMhrAACQ1wAAIK8BAEBeAwAA8hoAAOQ1AADIawAAQF4DAIC8BgAAeQ0AAPIaAACQ1wAAIK8BAEBeAwAA8hoAAOQ1AADIawAAkNcAAIC8BgAAeQ0AAPIaAACQ1wAAIK8BAEBeAwCAvAYAAOQ1AADIawAAkNcAACCvbQIAAJDXAAAgrwEAQF4DAADyGgAA5DUAAMhrAACQ1wAAgLwGAAB5DQAA8hoAAJDXAAAgrwEAQF4DAIC8BgAA5DUAAMhrAACQ1wAAgLwGAAB5DQAA8hoAAOQ1AAAgrwEAQF4DAIC8BgAA5DUAAMhrAACQ1wAAIK8BAAB5DQAA8hoAAOQ1AAAgrwEAQF4DAIC8BgAAeQ0AAMhrAACQ1wAAIK8BAAB5DQAA8hoAAOQ1AADIawAAQF4DAIC8BgAAeQ0AAMhrAACQ1wAAIK8BAEBeAwAA8hoAAOQ1AADIawAAkNcAAIC8BgAAeQ0AAPIaAACQ1wAAIK8BAEBeAwCAvAYAAOQ1AADIawAAkNcAAIC8BgAAeQ0AAPIaAADkNQAAIK8BAEBeAwCAvAYAAOQ1AADIawAAkNcAACCvAQAAeQ0AAPIaAADkNQAAIK8BAEBeAwCAvAYAAHkNAADIawAAkNcAACCvAQAAeQ0AAPIaAADkNQAAyGsAAEBeAwCAvAYAAHkNAADIawAAkNcAACCvAQBAXgMAAPIaAADkNQAAyGsAAEBeAwCAvAYAAHkNAADyGgAAkNcAACCvAQBAXgMAgLwGAADkNQAAyGsAAJDXAACAvAYAAHkNAADyGgAA5DUAACCvAQBAXgMAgLwGAADkNQAAyGsAAJDXAAAgrwEAAHkNAADyGgAA5DUAACCvAQBAXgMAgLwGAAB5DQAAyGsAAJDXAAAgrwEAAHkNAADyGgAA5DUAAMhrAABAXgMAgLwGAAB5DQAAyGsAAJDXAAAgrwEAQF4DAADyGgAA5DUAAMhrAABAXgMAgLwGAAB5DQAA8hoAAJDXAAAgrwEAQF4DAADyGgAA5DUAAMhrAACQ1wAAgLwGAAB5DQAA8hoAAOQ1AAAgrwEAQF4DAIC8BgAA5DUAAMhrAACQ1wAAIK8BAAB5DQAA8hoAAOQ1AAAgrwEAQF4DAIC8BgAAeQ0AAMhrAACQ1wAAIK8BAAB5DQAA8hoAAOQ1AADIawAAQF4DAIC8BgAAeQ0AAMhrAACQ1wAAIK8BAEBeAwAA8hoAAOQ1AADIawAAQF4DAIC8BgAAeQ0AAPIaAACQ1wAAIK8BAEBeAwAA8hoAAOQ1AADIawAAkNcAAIC8BgAAeQ0AAPIaAACQ1wAAIK8BAEBeAwCAvAYAAOQ1AADIawAAkNcAACCvAQAAeQ0AAPIaAADkNQAAIK8BAEBeAwCAvAYAAHkNAADIawAAkNcAACCvAQAAeQ0AAPIaAADkNQAAyGsAAEBeAwCAvAYAAHkNAADIawAAkNcAACCvAQBAXgMAAPIaAADkNQAAyGsAAEBeAwCAvAYAAHkNAADyGgAAkNcAACCvAQBAXgMAAPIaAADkNQAAyGsAAJDXAACAvAYAAHkNAADyGgAAkNcAACCvAQBAXgMAgLwGAADkNQAAyGsAAJDXAAAgr20CAACQ1wAAIK8BAEBeAwAA8hoAAOQ1AADIawAAkNcAAIC8BgAAeQ0AAPIaAACQ1wAAIK8BAEBeAwCAvAYAAOQ1AADIawAAkNcAAIC8BgAAeQ0AAPIaAADkNQAAIK8BAEBeAwCAvAYAAOQ1AADIawAAkNcAACCvAQAAeQ0AAPIaAADkNQAAIK8BAEBeAwCAvAYAAHkNAADIawAAkNcAACCvAQAAeQ0AAPIaAADkNQAAyGsAAEBeAwCAvAYAAHkNAADIawAAkNcAACCvAQBAXgMAAPIaAADkNQAAyGsAAJDXAACAvAYAAHkNAADyGgAAkNcAACCvAQBAXgMAgLwGAADkNQAAyGsAAJDXAACAvAYAAHkNAADyGgAA5DUAACCvAQBAXgMAgLwGAADkNQAAyGsAAJDXAAAgrwEAAHkNAADyGgAA5DUAACCvAQBAXgMAgLwGAAB5DQAAyGsAAJDXAAAgrwEAAHkNAADyGgAA5DUAAMhrAABAXgMAgLwGAAB5DQAAyGsAAJDXAAAgrwEAQF4DAADyGgAA5DUAAMhrAABAXgMAgLwGAAB5DQAA8hoAAJDXAAAgrwEAQF4DAIC8BgAA5DUAAMhrAACQ1wAAgLwGAAB5DQAA8hoAAOQ1AAAgrwEAQF4DAIC8BgAA5DUAAMhrAACQ1wAAIK8BAAB5DQAA8hoAAOQ1AAAgrwEAQF4DAIC8BgAAeQ0AAMhrAACQ1wAAIK8BAAB5DQAA8hoAAOQ1AADIawAAQF4DAIC8BgAAeQ0AAMhrAACQ1wAAIK8BAEBeAwAA8hoAAOQ1AADIawAAQF4DAIC8BgAAeQ0AAPIaAACQ1wAAIK8BAEBeAwAA8hoAAOQ1AADIawAAkNcAAIC8BgAAeQ0AAPIaAADkNQAAIK8BAEBeAwCAvAYAAOQ1AADIawAAkNcAACCvAQAAeQ0AAPIaAADkNQAAIK8BAEBeAwCAvAYAAHkNAADIawAAkNcAACCvAQAAeQ0AAPIaAADkNQAAyGsAAEBeAwCAvAYAAHkNAADIawAAkNcAACCvAQBAXgMAAPIaAADkNQAAyGsAAEBeAwCAvAYAAHkNAADyGgAAkNcAACCvAQBAXgMAAPIaAADkNQAAyGsAAJDXAACAvAYAAHkNAADyGgAAkNcAACCvAQBAXgMAgLwGAADkNQAAyGsAAJDXAAAgrwEAAHkNAADyGgAA5DUAACCvAQBAXgMAgLwGAAB5DQAAyGsAAJDXAAAgrwEAAHkNAADyGgAA5DUAAMhrAABAXgMAgLwGAAB5DQAAyGsAAJDXAAAgrwEAQF4DAADyGgAA5DUAAMhrAABAXgMAgLwGAAB5DQAA8hoAAJDXAAAgrwEAQF4DAADyGgAA5DUAAMhrAACQ1wAAgLwGAAB5DQAA8hoAAJDXAAAgrwEAQF4DAIC8BgAA5DUAAMhrAACQ1wAAIK9tAgAAkNcAAP3d0wMAAA7QSURBVCCvAQBAXgMAAPIaAADkNQAAyGsAAJDXAACAvAYAAHkNAADyGgAAkNcAACCvAQBAXgMAgLwGAADkNQAAyGsAAJDXAACAvAYAAHkNAADyGgAA5DUAACCvAQBAXgMAgLwGAADkNQAAyGsAAJDXAAAgrwEAAHkNAADyGgAA5DUAACCvAQBAXgMAgLwGAAB5DQAAyGsAAJDXAAAgrwEAAHkNAADyGgAA5DUAAMhrAABAXgMAgLwGAAB5DQAAyGsAAJDXAAAgrwEAQF4DAADyGgAA5DUAAMhrAACQ1wAAgLwGAAB5DQAA8hoAAJDXAAAgrwEAQF4DAIC8BgAA5DUAAMhrAACQ1wAAgLwGAAB5DQAA8hoAAOQ1AAAgrwEAQF4DAIC8BgAA5DUAAMhrAACQ1wAAIK8BAAB5DQAA8hoAAOQ1AAAgrwEAQF4DAIC8BgAAeQ0AAMhrAACQ1wAAIK8BAAB5DQAA8hoAAOQ1AADIawAAQF4DAIC8BgAAeQ0AAMhrAACQ1wAAIK8BAEBeAwAA8hoAAOQ1AADIawAAQF4DAIC8BgAAeQ0AAPIaAACQ1wAAIK8BAEBeAwCAvAYAAOQ1AADIawAAkNcAAIC8BgAAeQ0AAPIaAADkNQAAIK8BAEBeAwCAvAYAAOQ1AADIawAAkNcAACCvAQAAeQ0AAPIaAADkNQAAIK8BAEBeAwCAvAYAAHkNAADIawAAkNcAACCvAQAAeQ0AAPIaAADkNQAAyGsAAEBeAwCAvAYAAHkNAADIawAAkNcAACCvAQBAXgMAAPIaAADkNQAAyGsAAEBeAwCAvAYAAHkNAADyGgAAkNcAACCvAQBAXgMAAPIaAADkNQAAyGsAAJDXAACAvAYAAHkNAADyGgAA5DUAACCvAQBAXgMAgLwGAADkNQAAyGsAAJDXAAAgrwEAAHkNAADyGgAA5DUAACCvAQBAXgMAgLwGAAB5DQAAyGsAAJDXAAAgrwEAAHkNAADyGgAA5DUAAMhrAABAXgMAgLwGAAB5DQAAyGsAAJDXAAAgrwEAQF4DAADyGgAA5DUAAMhrAABAXgMAgLwGAAB5DQAA8hoAAJDXAAAgrwEAQF4DAADyGgAA5DUAAMhrAACQ1wAAgLwGAAB5DQAA8hoAAJDXAAAgrwEAQF4DAIC8BgAA5DUAAMhrAACQ1wAAIK8BAAB5DQAA8hoAAOQ1AAAgrwEAQF4DAIC8BgAAeQ0AAMhrAACQ1wAAIK8BAAB5DQAA8hoAAOQ1AADIawAAQF4DAIC8BgAAeQ0AAMhrAACQ1wAAIK8BAEBeAwAA8hoAAOQ1AADIawAAQF4DAIC8BgAAeQ0AAPIaAACQ1wAAIK8BAEBeAwAA8hoAAOQ1AADIawAAkNcAAIC8BgAAeQ0AAPIaAACQ1wAAIK8BAEBeAwCAvAYAAOQ1AADIawAAkNcAACCvbQIAAJDXAAAgrwEAQF4DAADyGgAA5DUAAMhrAACQ1wAAgLwGAAB5DQAA8hoAAJDXAAAgrwEAQF4DAIC8BgAA5DUAAMhrAACQ1wAAgLwGAAB5DQAA8hoAAOQ1AAAgrwEAQF4DAIC8BgAA5DUAAMhrAACQ1wAAIK8BAAB5DQAA8hoAAOQ1AAAgrwEAQF4DAIC8BgAAeQ0AAMhrAACQ1wAAIK8BAAB5DQAA8hoAAOQ1AADIawAAQF4DAIC8BgAAeQ0AAMhrAACQ1wAAIK8BAEBeAwAA8hoAAOQ1AADIawAAkNcAAIC8BgAAeQ0AAPIaAACQ1wAAIK8BAEBeAwCAvAYAAOQ1AADIawAAkNcAAIC8BgAAeQ0AAPIaAADkNQAAIK8BAEBeAwCAvAYAAOQ1AADIawAAkNcAACCvAQAAeQ0AAPIaAADkNQAAIK8BAEBeAwCAvAYAAHkNAADIawAAkNcAACCvAQAAeQ0AAPIaAADkNQAAyGsAAEBeAwCAvAYAAHkNAADIawAAkNcAACCvAQBAXgMAAPIaAADkNQAAyGsAAEBeAwCAvAYAAHkNAADyGgAAkNcAACCvAQBAXgMAgLwGAADkNQAAyGsAAJDXAACAvAYAAHkNAADyGgAA5DUAACCvAQBAXgMAgLwGAADkNQAAyGsAAJDXAAAgrwEAAHkNAADyGgAA5DUAACCvAQBAXgMAgLwGAAB5DQAAyGsAAJDXAAAgrwEAAHkNAADyGgAA5DUAAMhrAABAXgMAgLwGAAB5DQAAyGsAAJDXAAAgrwEAQF4DAADyGgAA5DUAAMhrAABAXgMAgLwGAAB5DQAA8hoAAJDXAAAgrwEAQF4DAADyGgAA5DUAAMhrAACQ1wAAgLwGAAB5DQAA8hoAAOQ1AAAgrwEAQF4DAIC8BgAA5DUAAMhrAACQ1wAAIK8BAAB5DQAA8hoAAOQ1AAAgrwEAQF4DAIC8BgAAeQ0AAMhrAACQ1wAAIK8BAAB5DQAA8hoAAOQ1AADIawAAQF4DAIC8BgAAeQ0AAMhrAACQ1wAAIK8BAEBeAwAA8hoAAOQ1AAD8f7t2bAIwDENREIHH8BjpM0HAmwYyQSbKCnLnCQJGcFe5/mpeYXkNAADIawAAkNcAACCvAQBAXgMAAPIaAADkNQAAyGsAAEBeAwCAvAYAAHkNAADyGgAAkNcAACCvAQBAXgMAAPIaAADkNQAAyGsAAJDXAACAvAYAAHkNAADyGgAA5DUAACCvAQBAXgMAgLwGAADkNQAAyGsAAJDXAAAgrwEAAHkNAADyGgAA5DUAACCvAQBAXgMAgLwGAAB5DQAAyGsAAJDXAAAgrwEAAHkNAADyGgAA5DUAAMhrAABAXgMAgLwGAAB5DQAAyGsAAJDXAAAgrwEAQF4DAADyGgAA5DUAAMhrAABAXgMAgLwGAAB5DQAA8hoAAJDXAAAgrwEAQF4DAADyGgAA5DUAAMhrAACQ1wAAgLwGAAB5DQAA8hoAAOS1CQAAQF4DAIC8BgAAeQ0AAMhrAACQ1wAAIK8BAEBeAwAA8hoAAOQ1AADIawAAQF4DAIC8BgAAeQ0AAPIaAACQ1wAAIK8BAEBeAwAA8hoAAOQ1AADIawAAkNcAAIC8BgAAeQ0AAPIaAACQ1wAAIK8BAEBeAwCAvAYAAOQ1AADIawAAkNcAAIC8BgAAeQ0AAPIaAADkNQAAIK8BAEBeAwCAvAYAAOQ1AADIawAAkNcAACCvAQAAeQ0AAPIaAADkNQAAIK8BAEBeAwCAvAYAAHkNAADIawAAkNcAACCvAQBAXgMAAPIaAADkNQAAyGsAAEBeAwCAvAYAAHkNAADyGgAAkNcAACCvAQBAXgMAAPIaAADkNQAAyGsAAJDXAACAvAYAAHkNAADyGgAAkNcAACCvAQBAXgMAgLwGAADkNQAAyGsAAJDXAACAvAYAAHkNAADyGgAA5DUAACCvAQBAXgMAgLwGAADkNQAAyGsAAJDXAAAgrwEAAHkNAADyGgAA5DUAACCvAQBAXgMAgLwGAAB5DQAAyGsAAJDXAAAgrwEAAHkNAADyGgAA5DUAAMhrAABAXgMAgLwGAAB5DQAA8hoAAJDXAAAgrwEAQF4DAADyGgAA5DUAAMhrAACQ1wAAgLwGAAB5DQAA8hoAAJDXAAAgrwEAQF4DAIC8BgAA5DUAAMhrAACQ1wAAgLwGAAB5DQAA8hoAAOQ1AAAgrwEAQF4DAIC8BgAA5DUAAMhrAACQ1wAAIK8BAAB5DQAA8hoAAOQ1AAAgrwEAQF4DAIC8BgAAeQ0AAMhrAACQ1wAAIK8BAAB5DQAA8hoAAOQ1AADIawAAQF4DAIC8BgAAeQ0AAMhrAACQ1wAAIK8BAEBeAwAA8hoAAOQ1AADIawAAkNcAAIC8BgAAeQ0AAPIaAACQ1wAAIK8BAEBeAwCAvAYAAOQ1AADIawAAkNcAAIC8BgAAeQ0AAPIaAADkNQAAIK8BAEBeAwCAvAYAAOQ1AADIawAAkNcAACCvAQAAeQ0AAPIaA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class="c x0 y0 w3 h0"><div class="t m0 x9c h8 y6e0 ff4 fs3 fc3 sc0 ls0 ws0">SPRAWOZDANE ZARZĄDU Z DZIAŁALNOŚCI<span class="ff3"> MIRBUD S.A. ZA <span class="ls4">ROK</span> <span class="ls5">20</span>21<span class="fc4"> </span></span></div><div class="t m0 x4 h6 y6e1 ff3 fs2 fc1 sc0 ls0 ws0"> </div></div><div class="c x4 y2e wba h9"><div class="t m0 x151 ha y2f ff2 fs4 fc3 sc0 ls0 ws0">MIRBUD <span class="ls6">| <span class="_ _6"></span></span>Rada Nadzorcza MIR<span class="_ _6"></span>BUD S.A.<span class="_ _6"></span> </div></div><div class="c x9 y2e wbb h9"><div class="t m0 xa hb y30 ff3 fs1 fc0 sc0 ls11 ws0">97<span class="fs2 ls0"> </span></div></div><div class="c x0 y0 w3 h0"><div class="t m0 x4 h6 y31 ff3 fs2 fc1 sc0 ls0 ws0"> </div></div><div class="c xb y6e2 w7 h7f"><div class="t m0 xc hd y673 ff5 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x0 y0 w3 h0"><div class="t m0 x74 ha y7a5 ff2 fs4 fc1 sc0 ls14 ws0">10)<span class="ls0"> <span class="_ _3"></span><span class="ff1">składanie <span class="_ _e"></span>Zwyczajnem<span class="_ _6"></span>u <span class="_ _f"></span>W<span class="_ _6"></span>alnemu <span class="_ _f"></span>Z<span class="_ _6"></span>gromadzeniu <span class="_ _e"> </span>pis<span class="_ _6"></span>emnego <span class="_ _f"></span>s<span class="_ _6"></span>prawozdani <span class="_ _e"> </span>z <span class="_ _e"> </span>wy<span class="_ _6"></span>ników <span class="_ _f"></span>cz<span class="_ _6"></span>ynności, <span class="_ _e"> </span>o </span></span></div><div class="t m0 x5 ha y7a6 ff1 fs4 fc1 sc0 ls0 ws0">których <span class="_ _3"></span>mowa<span class="_ _6"></span> <span class="_ _3"></span>w <span class="_ _3"></span>pu<span class="_ _6"></span>nktach <span class="_ _0"></span>8 <span class="_ _3"></span>i <span class="_ _0"></span>9 <span class="_ _3"></span>zawierając<span class="_ _6"></span>ego <span class="_ _3"></span>zwięzł<span class="_ _6"></span>ą <span class="_ _3"></span>oc<span class="_ _6"></span>enę <span class="_ _3"></span>sytuacji <span class="_ _3"></span>S<span class="_ _6"></span>półki <span class="_ _3"></span>a <span class="_ _0"></span>także <span class="_ _3"></span>grupy <span class="_ _0"></span>kapitałowej,<span class="_ _10"></span><span class="ff2"> </span></div><div class="t m0 x74 ha y7a7 ff2 fs4 fc1 sc0 ls14 ws0">11)<span class="ls0"> <span class="_ _3"></span><span class="ff1">wyrażanie <span class="_ _6"></span>zgody <span class="_ _6"></span>na z<span class="_ _6"></span>awiązanie <span class="_ _6"></span>przez <span class="_ _6"></span>Spółkę <span class="_ _6"></span>innej <span class="_ _6"></span>sp<span class="_ _6"></span>ółki i <span class="_ _6"></span>objęcie<span class="_ _6"></span> albo<span class="_ _6"></span> nabyc<span class="_ _6"></span>ie ak<span class="_ _6"></span>cji lub <span class="_ _6"></span>udziałów <span class="_ _6"></span>w </span></span></div><div class="t m0 x5 ha y7a8 ff1 fs4 fc1 sc0 ls0 ws0">innych spółkach,<span class="_ _6"></span><span class="ff2"> </span></div><div class="t m0 x74 ha y7a9 ff2 fs4 fc1 sc0 ls14 ws0">12)<span class="ls0"> <span class="_ _3"></span><span class="ff1">wyrażenie zgody na doko<span class="_ _6"></span>nanie czynnośc<span class="_ _6"></span>i, o których m<span class="_ _6"></span>owa w § 31 us<span class="_ _6"></span>t. 5 i 6 Statutu Spółki,<span class="_ _6"></span><span class="ff2"> </span></span></span></div><div class="t m0 x74 ha y883 ff2 fs4 fc1 sc0 ls14 ws0">13)<span class="ls0"> <span class="_ _3"></span><span class="ff1">zatwierdzanie Re<span class="_ _6"></span>gulaminu Zarządu.<span class="_ _6"></span><span class="ff2"> </span></span></span></div><div class="t m0 x4 ha y85b ff2 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 x4 ha y8c1 ff1 fs4 fc1 sc0 ls0 ws0">Każdy <span class="_ _29"> </span>członek <span class="_ _29"> </span>Rady<span class="_ _6"></span> <span class="_ _11"> </span>Nad<span class="_ _6"></span>zorczej <span class="_ _29"> </span>powinien <span class="_ _29"> </span>um<span class="_ _6"></span>ożliwić <span class="_ _29"> </span>Zarządowi <span class="_ _29"> </span>przek<span class="_ _6"></span>azanie <span class="_ _29"> </span>w<span class="_ _6"></span><span class="ff2"> </span>sposób <span class="_ _13"> </span>publiczny <span class="_ _29"> </span>i <span class="_ _29"> </span>we </div><div class="t m0 x4 ha y8c2 ff1 fs4 fc1 sc0 ls0 ws0">właściwym <span class="_ _3"></span>trybie <span class="_ _3"></span>informacj<span class="_ _6"></span>i <span class="_ _3"></span>o <span class="_ _3"></span>zbyciu <span class="_ _3"></span>lub <span class="_ _3"></span>nabyciu <span class="_ _3"></span>akcji <span class="_ _3"></span>Spółki <span class="_ _3"></span>lub <span class="_ _3"></span>też<span class="_ _6"></span> <span class="_ _5"></span>s<span class="_ _6"></span>półki <span class="_ _3"></span>wobec <span class="_ _3"></span>n<span class="_ _6"></span>iej <span class="_ _3"></span>dominującej<span class="_ _6"></span> <span class="_ _3"></span>lub <span class="_ _5"></span>z<span class="_ _6"></span>ależnej, </div><div class="t m0 x4 ha y8c3 ff1 fs4 fc1 sc0 ls0 ws0">jak również o transakc<span class="_ _6"></span>jach z takimi spółk<span class="_ _6"></span>ami, o ile są one istotne dl<span class="_ _6"></span>a jego sytuacji mater<span class="_ _6"></span>ialnej. <span class="_ _6"></span><span class="ff2"> </span></div><div class="t m0 x4 ha y8c4 ff2 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 x4 ha y8c5 ff1 fs4 fc1 sc0 ls0 ws0">Wynagrodzenie <span class="_ _14"> </span>c<span class="_ _6"></span>złonków <span class="_ _1a"> </span>Rady <span class="_ _14"> </span>Nadzorcz<span class="_ _6"></span>ej <span class="_ _14"> </span>ustalane <span class="_ _14"> </span>jes<span class="_ _6"></span>t <span class="_ _14"> </span>przez <span class="_ _14"> </span>Walne <span class="_ _1a"> </span>Zgromadzenie <span class="_ _1a"> </span>na <span class="_ _14"> </span>podstawie </div><div class="t m0 x4 ha y8c6 ff2 fs4 fc1 sc0 ls0 ws0">przejrzystyc<span class="_ _6"></span>h  procedur <span class="_ _21"> </span>i<span class="_ _6"></span>  zasad.  Poc<span class="ff1">ząwszy  od  dnia  01  lipca <span class="_ _28"> </span>2020  roku  w  Spółce  obowiązuje  Polityka </span></div><div class="t m0 x4 ha y889 ff1 fs4 fc1 sc0 ls0 ws0">Wynagrodzeń <span class="_ _f"></span>Członków <span class="_ _f"></span>Zarządu <span class="_ _f"></span>i <span class="_ _10"></span>Rady <span class="_ _f"></span>Nadzorczej<span class="_ _6"></span> <span class="_ _10"></span>MIRB<span class="_ _6"></span>UD <span class="_ _f"></span>Spółki <span class="_ _10"></span>Akcyj<span class="_ _6"></span>nej <span class="_ _10"></span>p<span class="_ _6"></span>rzyjęta <span class="_ _f"></span>uchwałą <span class="_ _10"></span>nr <span class="_ _f"></span>23/2020 </div><div class="t m0 x4 ha y8c7 ff1 fs4 fc1 sc0 ls0 ws0">Zwyczajnego <span class="_ _e"> </span>Walneg<span class="_ _6"></span>o <span class="_ _f"></span>Zgr<span class="_ _6"></span>omadzenia <span class="_ _e"> </span>Akc<span class="_ _6"></span>jonariuszy <span class="_ _e"> </span>MIRBUD <span class="_ _e"> </span>S.A<span class="_ _6"></span>. <span class="_ _f"></span>z <span class="_ _e"> </span>s<span class="_ _6"></span>iedzibą <span class="_ _e"> </span>w <span class="_ _e"> </span>Skierni<span class="_ _6"></span>ewicach <span class="_ _e"></span>z <span class="_ _e"> </span>dnia <span class="_ _e"> </span>3<span class="_ _10"></span><span class="ff2 ls14">0 </span></div><div class="t m0 x4 ha y8c8 ff1 fs4 fc1 sc0 ls0 ws0">czerwca 2020 <span class="_ _6"></span>roku, prz<span class="_ _6"></span>yjęta na p<span class="_ _6"></span>odstawie art. <span class="_ _6"></span>90d ust. <span class="_ _6"></span>1 Ustawy <span class="_ _6"></span>z dnia <span class="_ _6"></span>29 lipca <span class="_ _6"></span>2005 r. o <span class="_ _6"></span>ofercie pu<span class="_ _6"></span>blicznej i </div><div class="t m0 x4 ha y8c9 ff1 fs4 fc1 sc0 ls0 ws0">warunkach <span class="_ _1e"> </span>w<span class="_ _6"></span>prowadzania <span class="_ _27"> </span>instrum<span class="_ _6"></span>entów <span class="_ _1e"> </span>finanso<span class="_ _6"></span>wych <span class="_ _1e"> </span>do <span class="_ _27"> </span>zorga<span class="_ _6"></span>nizowanego <span class="_ _1e"> </span>s<span class="_ _6"></span>ystemu <span class="_ _1e"> </span>o<span class="_ _6"></span>brotu <span class="_ _1e"> </span>oraz<span class="_ _6"></span> <span class="_ _1e"> </span>spółkac<span class="_ _6"></span>h </div><div class="t m0 x4 ha y8ca ff2 fs4 fc1 sc0 ls0 ws0">publicznych (tekst <span class="_ _0"></span>jednolity Dz. U. <span class="_ _3"></span>201<span class="_ _6"></span>9, <span class="_ _3"></span>p<span class="_ _6"></span>oz. <span class="ff1">623 z <span class="_ _0"></span>późniejszymi zmianami) i <span class="_ _3"></span>s<span class="_ _6"></span>tanowi załącznik do <span class="_ _3"></span>uc<span class="_ _6"></span>hwały nr </span></div><div class="t m0 x4 ha y8cb ff2 fs4 fc1 sc0 ls0 ws0">23/2020. <span class="ff1">Wynagrodzenie cz<span class="_ _6"></span>łonków Rady Nadzorczej nie stanowi istotnej pozycj<span class="_ _6"></span>i kosztów <span class="_ _0"></span>działalności Spółki<span class="_ _6"></span> i<span class="_ _3"></span> </span></div><div class="t m0 x4 ha y8cc ff1 fs4 fc1 sc0 ls0 ws0">nie <span class="_ _10"></span>wpływa <span class="_ _10"></span>w <span class="_ _10"></span>p<span class="_ _6"></span>oważny <span class="_ _10"></span>spos<span class="_ _6"></span>ób <span class="_ _10"></span>na <span class="_ _10"></span>jej <span class="_ _10"></span>wynik <span class="_ _f"></span>finansowy. <span class="_ _10"></span>Łączna <span class="_ _10"></span>wysokoś<span class="_ _6"></span>ć <span class="_ _10"></span>wynagrodzeń <span class="_ _10"></span>wszy<span class="_ _6"></span>st<span class="_ _6"></span>k<span class="_ _6"></span>ich, <span class="_ _10"></span>a <span class="_ _10"></span>także </div><div class="t m0 x4 ha y8cd ff1 fs4 fc1 sc0 ls0 ws0">indywidualna <span class="_ _0"></span>każdego <span class="_ _0"></span>z <span class="_ _3"></span>c<span class="_ _6"></span>złonków <span class="_ _0"></span>Rady <span class="_ _0"></span>Nadzorcz<span class="_ _6"></span>ej <span class="_ _3"></span>w rozbiciu <span class="_ _3"></span>dodatkowo na <span class="_ _3"></span>posz<span class="_ _6"></span>czególne <span class="_ _3"></span>j<span class="_ _6"></span>ego <span class="_ _3"></span>sk<span class="_ _6"></span>ładniki <span class="_ _3"></span>j<span class="_ _6"></span>est </div><div class="t m0 x4 ha y901 ff2 fs4 fc1 sc0 ls0 ws0">ujawniana w <span class="_ _6"></span>raporc<span class="_ _6"></span>ie roczny<span class="_ _6"></span>m wraz <span class="_ _6"></span>z<span class="_ _6"></span> <span class="ff1">informacją <span class="_ _6"></span>o proc<span class="_ _6"></span>edurach i</span> <span class="ff1">z<span class="_ _6"></span>asadach <span class="_ _6"></span>jego u<span class="_ _6"></span>stalania. Dział<span class="_ _6"></span>alność <span class="_ _6"></span>Rady </span></div><div class="t m0 x4 ha y902 ff1 fs4 fc1 sc0 ls0 ws0">Nadzorczej <span class="_ _29"> </span>jest <span class="_ _29"> </span>finansowana  ze <span class="_ _29"> </span>ś<span class="_ _6"></span>rodków  własnyc<span class="_ _6"></span>h <span class="_ _11"> </span>Spółki <span class="_ _29"> </span>w <span class="_ _11"> </span>c<span class="_ _6"></span>iężar  jej<span class="_ _6"></span>  kosztów<span class="_ _6"></span>, <span class="_ _11"> </span>k<span class="_ _6"></span>tóra  deleguj<span class="_ _6"></span>e  ś<span class="_ _6"></span>rodki </div><div class="t m0 x4 ha y903 ff2 fs4 fc1 sc0 ls0 ws0">administracyjne i fina<span class="_ _6"></span>nsowe konieczne do zapew<span class="_ _6"></span>nienia sprawne<span class="_ _6"></span>go funkcjonowania Rady N<span class="_ _6"></span>adzorczej.<span class="_ _10"></span> </div><div class="t m0 x4 ha y904 ff2 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 x4 ha y8d1 ff2 fs4 fc1 sc0 ls0 ws0">W <span class="_ _f"></span>ramach <span class="_ _f"></span>struktury <span class="_ _f"></span>Rady <span class="_ _f"></span>Nadzorczej<span class="_ _6"></span> <span class="_ _10"></span>MIRB<span class="_ _6"></span>UD <span class="_ _f"></span>S.A. <span class="_ _f"></span>funkcjonuje <span class="_ _f"></span>Komitet <span class="_ _f"></span>Audytu, <span class="_ _e"> </span><span class="ff1">wy<span class="_ _6"></span>odrębniony <span class="_ _f"></span>jako <span class="_ _f"></span>organ </span></div><div class="t m0 x4 ha y8d2 ff1 fs4 fc1 sc0 ls0 ws0">monitorujący, <span class="_ _e"></span>doradczy <span class="_ _e"> </span>i <span class="_ _f"></span>opiniotwórc<span class="_ _6"></span>zy <span class="_ _f"></span>działający <span class="_ _e"> </span>kolegialnie <span class="_ _e"></span>na <span class="_ _f"></span>po<span class="_ _6"></span>dstawie <span class="_ _f"></span>sz<span class="_ _6"></span>czególnych <span class="_ _f"></span>przepisó<span class="_ _6"></span>w <span class="_ _f"></span>prawa </div><div class="t m0 x4 ha y8d3 ff2 fs4 fc1 sc0 ls0 ws0">oraz Regulaminu Ko<span class="_ _6"></span>mitetu Audytu MIRBUD <span class="_ _6"></span>S.A. </div><div class="t m0 x4 hf y5e6 ff7 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 x4 hf ya0b ff8 fs4 fc1 sc0 ls0 ws0">Skład osobowy Komitetu<span class="_ _6"></span> Audytu:<span class="_ _6"></span><span class="ff7"> </span></div><div class="t m0 x4 ha ya0c ff2 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 x4 ha y5e9 ff1 fs4 fc1 sc0 ls0 ws0">Skład <span class="_ _f"></span>Komit<span class="_ _6"></span>etu <span class="_ _f"></span>Audytu <span class="_ _e"></span>dostosowany <span class="_ _e"> </span><span class="ff2">j<span class="_ _6"></span>est <span class="_ _f"></span></span>do <span class="_ _f"></span>wy<span class="_ _6"></span>mogów <span class="_ _e"></span>a<span class="ff2">rt. <span class="_ _f"></span>129 <span class="_ _e"> </span>ustawy <span class="_ _e"> </span>z <span class="_ _e"></span>dnia <span class="_ _e"></span>11 <span class="_ _f"></span>maja <span class="_ _e"> </span>2017 <span class="_ _e"></span>r. <span class="_ _e"></span></span>o <span class="_ _f"></span>bieg<span class="_ _6"></span>łych </div><div class="t m0 x4 ha y28a ff2 fs4 fc1 sc0 ls0 ws0">rewidentach, firmach a<span class="_ _6"></span>udytorskich oraz nadzorz<span class="_ _6"></span>e publicznym.<span class="_ _6"></span> </div><div class="t m0 x4 ha y5ea ff2 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 xc0 hf y403 ff8 fs4 fc1 sc0 ls0 ws0">Rada <span class="_ _10"></span>Nadz<span class="_ _6"></span>orcza <span class="_ _f"></span>uchwałą <span class="_ _f"></span>nr <span class="_ _10"></span>XIII/2019 <span class="_ _f"></span>z <span class="_ _10"></span>dnia <span class="_ _f"></span>31 <span class="_ _10"></span>ma<span class="_ _6"></span>ja <span class="_ _10"></span>2019 <span class="_ _f"></span>roku <span class="_ _10"></span>ustalił<span class="_ _6"></span>a <span class="_ _10"></span>na<span class="_ _6"></span>stępujący <span class="_ _f"></span>skład <span class="_ _10"></span>Komitetu </div><div class="t m0 xc0 hf y8d8 ff7 fs4 fc1 sc0 ls0 ws0">Audytu:  </div><div class="t m0 x88 ha y36b ff2 fs4 fc1 sc0 ls14 ws0">1.<span class="ls0"> <span class="_ _24"> </span>Wa<span class="_ _6"></span>ldemar Borzykows<span class="_ _6"></span>ki <span class="ff1">–</span> <span class="ff1">Przewodnicz<span class="_ _6"></span>ący Komitetu Audytu</span> d<span class="_ _6"></span>o dnia 23.06.2021r<span class="_ _6"></span> </span></div><div class="t m0 x88 ha y36c ff2 fs4 fc1 sc0 ls14 ws0">2.<span class="ls0"> <span class="_ _24"> </span><span class="ff1">Wi<span class="_ _6"></span>esław Kosonóg </span>- Sekret<span class="_ _6"></span>arz Komitetu Audytu<span class="_ _6"></span> </span></div><div class="t m0 x88 ha y36d ff2 fs4 fc1 sc0 ls14 ws0">3.<span class="ls0"> <span class="_ _24"> </span>Andrzej<span class="_ _6"></span> Zakrzewski -<span class="_ _6"></span> <span class="ff1">Członek </span>Komit<span class="_ _6"></span>etu Audytu </span></div><div class="t m0 x4 ha ya0d ff2 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 x4 ha y8fa ff1 fs4 fc1 sc0 ls0 ws0">W związk<span class="_ _6"></span>u ze <span class="_ _6"></span>złożoną n<span class="_ _6"></span>a d<span class="_ _6"></span>zień 23 <span class="_ _6"></span>czerwca <span class="_ _6"></span>2021 <span class="_ _6"></span>roku rez<span class="_ _6"></span>ygnacją prz<span class="_ _6"></span>ez Pana <span class="_ _6"></span>Waldemara <span class="_ _6"></span>Borzykows<span class="_ _6"></span>kiego <span class="_ _10"></span><span class="ff2">- </span></div><div class="t m0 x4 ha y56 ff1 fs4 fc1 sc0 ls0 ws0">Przewodnicząceg<span class="_ _6"></span>o <span class="_ _e"> </span>Komit<span class="_ _6"></span>etu <span class="_ _e"> </span>Audyt<span class="_ _6"></span>u, <span class="_ _e"> </span>z <span class="_ _1e"> </span>pełnienia <span class="_ _1e"> </span>funk<span class="_ _6"></span>cji <span class="_ _e"> </span>w <span class="_ _1e"> </span>Radzie <span class="_ _1e"> </span>Nadzorc<span class="_ _6"></span>zej <span class="_ _1e"> </span>Spółki <span class="_ _e"> </span>i <span class="_ _1e"> </span>wygaśn<span class="_ _6"></span>ięciem <span class="_ _e"> </span>jego<span class="_ _6"></span> </div><div class="t m0 x4 ha y8fb ff1 fs4 fc1 sc0 ls0 ws0">mandatu, <span class="_ _f"></span>R<span class="_ _6"></span>ada <span class="_ _f"></span>N<span class="_ _6"></span>adzorcza <span class="_ _e"> </span>podejmując <span class="_ _e"> </span>uchw<span class="_ _6"></span>ałę <span class="_ _f"></span>nr <span class="_ _e"> </span>XI<span class="_ _6"></span>II/2021 <span class="_ _f"></span>z<span class="_ _6"></span> <span class="_ _f"></span>dnia <span class="_ _e"> </span>25 <span class="_ _e"> </span>cz<span class="_ _6"></span>erwca <span class="_ _f"></span>2021<span class="_ _6"></span><span class="ff2"> <span class="_ _e"> </span></span>r. <span class="_ _e"> </span>po<span class="_ _6"></span>wołała <span class="_ _e"></span>spośród </div><div class="t m0 x4 ha y8fc ff1 fs4 fc1 sc0 ls0 ws0">swojego <span class="_ _21"> </span>gron<span class="_ _6"></span>a <span class="_ _21"> </span>do <span class="_ _28"> </span>składu  Komitetu <span class="_ _21"> </span>Audytu  Pana <span class="_ _21"> </span>Radosława <span class="_ _28"> </span>Niewiadomsk<span class="_ _6"></span>iego,<span class="_ _6"></span><span class="ff2"> <span class="_ _28"> </span></span>powierzając  mu<span class="_ _0"></span> <span class="_ _21"> </span>fu<span class="_ _6"></span>nkcję </div><div class="t m0 x4 ha y8fd ff1 fs4 fc1 sc0 ls0 ws0">Przewodniczącego K<span class="_ _6"></span>omitetu Audytu Rady Na<span class="_ _6"></span>dzorczej MIRBUD S<span class="_ _6"></span>.A. <span class="_ _6"></span><span class="ff2"> </span></div><div class="t m0 x4 ha ya0e ff2 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 x4 ha ya0f ff2 fs4 fc1 sc0 ls0 ws0">Waldemar <span class="_ _29"> </span>Borz<span class="_ _6"></span>ykowski <span class="_ _13"> </span>- <span class="_ _29"> </span><span class="ff1">Prz<span class="_ _6"></span>ewodniczący <span class="_ _29"> </span>Komit<span class="_ _6"></span>etu <span class="_ _29"> </span>Audytu <span class="_ _13"> </span>posiada <span class="_ _29"> </span>wi<span class="_ _6"></span>edzę <span class="_ _29"> </span>i <span class="_ _29"> </span>um<span class="_ _6"></span>iejętności <span class="_ _29"> </span>w <span class="_ _13"> </span>zakresie </span></div><div class="t m0 x4 ha ya10 ff1 fs4 fc1 sc0 ls0 ws0">rachunkowości <span class="_ _10"></span>a <span class="_ _10"></span>także <span class="_ _10"></span>spe<span class="_ _6"></span>łnia <span class="_ _6"></span>kr<span class="_ _6"></span>yteria <span class="_ _10"></span>niezależności <span class="_ _10"></span>ok<span class="_ _6"></span>reślone <span class="_ _6"></span>w <span class="_ _f"></span>art.129 <span class="_ _6"></span>u<span class="_ _10"></span><span class="ff2">st. <span class="_ _10"></span>3 <span class="_ _10"></span>pkt. <span class="_ _10"></span>ustawy <span class="_ _f"></span>z <span class="_ _10"></span>dnia <span class="_ _10"></span>11 <span class="_ _10"></span>maja </span></div><div class="t m0 x4 ha ya11 ff2 fs4 fc1 sc0 ls0 ws0">2017 r. <span class="_ _6"></span><span class="ff1">o biegłych <span class="_ _6"></span>rewidentach, <span class="_ _6"></span>firmach audytors<span class="_ _6"></span>kich oraz <span class="_ _6"></span>nadzorze publ<span class="_ _6"></span>icznym</span></div><div class="t m0 x72 h53 ya12 ff2 fs6 fc1 sc0 ls0 ws0"> </div><div class="t m0 x5f ha ya11 ff2 fs4 fc1 sc0 ls0 ws0">(Dziennik Ustaw <span class="_ _6"></span>poz. 1<span class="_ _6"></span>089 z </div></div></div><div class="pi" ></div></div><div id="pf62" class="pf w0 h0" ><div class="pc pc62 w0 h0"><img class="bi x6 y2b we5 hc2" alt="" 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class="c x0 y0 w3 h0"><div class="t m0 x9c h8 y6e0 ff4 fs3 fc3 sc0 ls0 ws0">SPRAWOZDANE ZARZĄDU Z DZIAŁALNOŚCI<span class="ff3"> MIRBUD S.A. ZA <span class="ls4">ROK</span> <span class="ls5">20</span>21<span class="fc4"> </span></span></div><div class="t m0 x4 h6 y6e1 ff3 fs2 fc1 sc0 ls0 ws0"> </div></div><div class="c x4 y2e wba h9"><div class="t m0 x151 ha y2f ff2 fs4 fc3 sc0 ls0 ws0">MIRBUD <span class="ls6">| <span class="_ _6"></span></span>Rada Nadzorcza MIR<span class="_ _6"></span>BUD S.A.<span class="_ _6"></span> </div></div><div class="c x9 y2e wbb h9"><div class="t m0 xa hb y30 ff3 fs1 fc0 sc0 ls11 ws0">98<span class="fs2 ls0"> </span></div></div><div class="c x0 y0 w3 h0"><div class="t m0 x4 h6 y31 ff3 fs2 fc1 sc0 ls0 ws0"> </div></div><div class="c xb y6e2 w7 h7f"><div class="t m0 xc hd y673 ff5 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x0 y0 w3 h0"><div class="t m0 x4 ha y7a5 ff1 fs4 fc1 sc0 ls0 ws0">dnia <span class="_ _12"> </span>6 <span class="_ _1d"> </span>czerwca <span class="_ _1d"> </span>2017r) <span class="_ _12"> </span>o<span class="_ _6"></span>raz <span class="_ _12"> </span>spełnia<span class="_ _6"></span><span class="ff2"> <span class="_ _12"> </span>k<span class="_ _6"></span>ryteria <span class="_ _12"> </span></span>nieza<span class="_ _6"></span>leżności <span class="_ _12"> </span>wsk<span class="_ _6"></span>azane <span class="_ _12"> </span>w <span class="_ _1d"> </span>Dobryc<span class="_ _6"></span>h <span class="_ _12"> </span>Praktykach <span class="_ _1d"> </span>Spółek </div><div class="t m0 x4 ha y7a6 ff2 fs4 fc1 sc0 ls0 ws0">Notowanych  na  GPW <span class="_ _11"> </span>20<span class="_ _6"></span>16  (zasada  II.Z.4)  a  od <span class="_ _11"> </span>01.0<span class="_ _6"></span>7.2021  wskazane  w <span class="_ _13"> </span><span class="ff1">Dobrych  Praktyk<span class="_ _6"></span>ach  Spółek </span></div><div class="t m0 x4 ha y7a7 ff1 fs4 fc1 sc0 ls0 ws0">Notowanych na GP<span class="_ _6"></span>W 2021” (Dobre Praktyki 202<span class="_ _6"></span>1, DPSN2021).<span class="_ _6"></span><span class="ff2"> </span></div><div class="t m0 x4 ha y8df ff1 fs4 fc1 sc0 ls0 ws0">Radosław  Niewi<span class="_ _6"></span>adomski  <span class="ff2">- <span class="_ _29"> </span></span>Przewodniczący <span class="_ _29"> </span>Komitetu  Audytu  p<span class="_ _6"></span>osiada  w<span class="_ _6"></span>iedzę  i  umiejętnośc<span class="_ _6"></span>i  w  zakresi<span class="_ _6"></span>e </div><div class="t m0 x4 ha y8e0 ff1 fs4 fc1 sc0 ls0 ws0">rachunkowości <span class="_ _10"></span>a <span class="_ _10"></span>także <span class="_ _10"></span>spe<span class="_ _6"></span>łnia <span class="_ _6"></span>kr<span class="_ _6"></span>yteria <span class="_ _10"></span>niezależności <span class="_ _10"></span>ok<span class="_ _6"></span>reślone <span class="_ _6"></span>w <span class="_ _f"></span>art.129 <span class="_ _6"></span>ust.<span class="_ _6"></span> <span class="_ _6"></span>3 <span class="_ _f"></span>pkt. <span class="_ _6"></span>ustawy <span class="_ _10"></span>z <span class="_ _f"></span>dnia <span class="_ _6"></span>11 <span class="_ _f"></span>maja </div><div class="t m0 x4 ha y7aa ff1 fs4 fc1 sc0 ls0 ws0">2017 r. o biegłyc<span class="_ _6"></span>h rewidentach, f<span class="_ _6"></span>irmach audytorskich o<span class="_ _6"></span>raz nadzorze pu<span class="_ _6"></span>blicznym (Dziennik Us<span class="_ _6"></span>taw poz. 1089<span class="_ _6"></span> z </div><div class="t m0 x4 ha y884 ff2 fs4 fc1 sc0 ls14 ws0">dni<span class="ff1 ls0">a <span class="_ _12"> </span>6 <span class="_ _1d"> </span>czerwca <span class="_ _1d"> </span>2017r) <span class="_ _12"> </span>o<span class="_ _6"></span>raz <span class="_ _12"> </span>s<span class="_ _6"></span>pełnia <span class="_ _12"> </span>kryteria <span class="_ _1d"> </span>niezależności <span class="_ _1d"> </span>wskazane <span class="_ _12"> </span>w <span class="_ _1d"> </span>Do<span class="_ _6"></span>brych <span class="_ _1d"> </span>Praktykach <span class="_ _12"> </span>Spółek </span></div><div class="t m0 x4 ha y885 ff1 fs4 fc1 sc0 ls0 ws0">Notowanych <span class="_ _3"></span>na <span class="_ _3"></span>GPW <span class="_ _3"></span>2016 <span class="_ _3"></span>(<span class="_ _6"></span>zasada <span class="_ _5"></span>II.Z.<span class="_ _6"></span>4)/ <span class="_ _3"></span>a <span class="_ _3"></span>od <span class="_ _3"></span>01.07.2021 <span class="_ _3"></span>wsk<span class="_ _6"></span>azane <span class="_ _5"></span>w<span class="_ _6"></span> <span class="_ _3"></span>Dobrych <span class="_ _3"></span>Praktyk <span class="_ _3"></span>Spółek <span class="_ _3"></span>N<span class="_ _6"></span>otowanych </div><div class="t m0 x4 ha y886 ff1 fs4 fc1 sc0 ls0 ws0">na <span class="_ _27"> </span>G<span class="_ _6"></span>PW <span class="_ _21"> </span>2021” <span class="_ _21"> </span>(Dobre <span class="_ _27"> </span>Pr<span class="_ _6"></span>aktyki <span class="_ _21"> </span>2021, <span class="_ _27"> </span>D<span class="_ _6"></span>PSN2021). <span class="_ _21"> </span>Pan <span class="_ _21"> </span>Radosław <span class="_ _21"> </span>Niew<span class="_ _10"></span>iadomski <span class="_ _21"> </span>posiada <span class="_ _21"> </span>wykształcenie </div><div class="t m0 x4 ha y887 ff1 fs4 fc1 sc0 ls0 ws0">wyższe <span class="_ _1e"> </span>ekonomicz<span class="_ _6"></span>ne <span class="_ _1e"> </span>–<span class="ff2"> <span class="_ _1e"> </span></span>ukończył <span class="_ _1e"> </span>Uniwersy<span class="_ _6"></span>tet <span class="_ _1e"> </span>Łódzki <span class="_ _1e"> </span>na <span class="_ _1e"> </span>Wydziale<span class="_ _6"></span> <span class="_ _e"> </span>Eko<span class="_ _6"></span>nomiczno<span class="_ _6"></span><span class="ff2">-Socjologicz<span class="_ _6"></span>nym, <span class="_ _e"> </span>k<span class="_ _6"></span>ierunek </span></div><div class="t m0 x4 ha ya13 ff1 fs4 fc1 sc0 ls0 ws0">Ekonomia i Organizac<span class="_ _6"></span>ja Przemysłu, uzysk<span class="_ _6"></span>ując tytuł magistra ekonomii. <span class="_ _6"></span>Ma ponad 30<span class="_ _6"></span><span class="ff2">- </span>letnie <span class="_ _6"></span>doświadczenie w </div><div class="t m0 x4 ha ya14 ff1 fs4 fc1 sc0 ls0 ws0">zakresie <span class="_ _14"> </span>finansów<span class="_ _6"></span> <span class="_ _14"> </span>i <span class="_ _1a"> </span>bankowośc<span class="_ _6"></span>i, <span class="_ _14"> </span>ukończył <span class="_ _1a"> </span>również <span class="_ _1a"> </span>wiele <span class="_ _14"> </span>kursów <span class="_ _1a"> </span>i <span class="_ _14"> </span>s<span class="_ _6"></span>zkoleń <span class="_ _1a"> </span>z <span class="_ _14"> </span>tego <span class="_ _1a"> </span>obszaru. <span class="_ _1a"> </span>Swoje </div><div class="t m0 x4 ha y1fd ff1 fs4 fc1 sc0 ls0 ws0">doświadczenie zawodowe <span class="_ _3"></span>zdobył i <span class="_ _3"></span>doskonalił m.in. <span class="_ _3"></span>jako dyrektor <span class="_ _3"></span>bądź zastępca <span class="_ _3"></span>dyrek<span class="_ _6"></span>tora <span class="_ _3"></span>Oddzi<span class="_ _6"></span>ałów <span class="_ _3"></span>Banków:<span class="_ _6"></span> </div><div class="t m0 x4 ha ya15 ff1 fs4 fc1 sc0 ls0 ws0">Pekao <span class="_ _6"></span>S.A. <span class="_ _10"></span>oraz <span class="_ _6"></span>Kredyt <span class="_ _10"></span>Bank <span class="_ _10"></span>S.A., <span class="_ _6"></span>a <span class="_ _10"></span>także <span class="_ _6"></span>j<span class="_ _6"></span>ako <span class="_ _6"></span>Inspektor <span class="_ _10"></span>w <span class="_ _6"></span>Wydz<span class="_ _6"></span>iale <span class="_ _6"></span>Finansowy<span class="_ _6"></span>m <span class="_ _10"></span><span class="ff2">Starostw<span class="_ _6"></span>a <span class="_ _6"></span>Powiatow<span class="_ _6"></span>ego </span></div><div class="t m0 x4 ha y553 ff1 fs4 fc1 sc0 ls0 ws0">w Łowiczu<span class="ff2"> </span></div><div class="t m0 x4 ha ya16 ff1 fs4 fc1 sc0 ls0 ws0">Wiesław <span class="_ _3"></span>Kosonóg <span class="_ _3"></span><span class="ff2">- <span class="_ _3"></span><span class="ff1">Sekretarz <span class="_ _3"></span>Komitetu <span class="_ _3"></span>Audytu <span class="_ _3"></span>spełnia <span class="_ _3"></span>kryteria <span class="_ _3"></span>niezależności<span class="_ _6"></span> <span class="_ _5"></span>określone <span class="_ _3"></span>w <span class="_ _3"></span>art.129 <span class="_ _3"></span>ust. <span class="_ _3"></span>3 <span class="ff2">ustawy </span></span></span></div><div class="t m0 x4 ha y204 ff2 fs4 fc1 sc0 ls0 ws0">z <span class="_ _e"></span>dnia <span class="_ _e"> </span>11 <span class="_ _e"> </span>maja<span class="_ _6"></span> <span class="_ _e"></span>2017 <span class="_ _e"> </span>r. <span class="_ _1e"> </span><span class="ff1">o <span class="_ _e"> </span>biegłych <span class="_ _e"> </span>re<span class="_ _6"></span>widentach, <span class="_ _e"> </span>firm<span class="_ _6"></span>ach <span class="_ _f"></span>a<span class="_ _6"></span>udytorskich <span class="_ _e"> </span>oraz<span class="_ _6"></span> <span class="_ _f"></span>n<span class="_ _6"></span>adzorze <span class="_ _e"> </span>publicznym</span></div><div class="t m0 x153 h53 ya17 ff2 fs6 fc1 sc0 ls0 ws0"> </div><div class="t m0 x154 ha y204 ff2 fs4 fc1 sc0 ls0 ws0">(Dziennik </div><div class="t m0 x4 ha y4a6 ff2 fs4 fc1 sc0 ls0 ws0">Ustaw <span class="_ _3"></span>poz. 1089 <span class="_ _3"></span>z dn<span class="_ _0"></span>ia <span class="_ _3"></span>6 czerwca <span class="_ _3"></span>2017r) oraz <span class="_ _3"></span><span class="ff1">s<span class="_ _6"></span>pełnia<span class="ff2"> <span class="_ _3"></span><span class="ff1">k<span class="_ _6"></span>ryteria <span class="_ _3"></span>niez<span class="_ _6"></span>ależności <span class="_ _3"></span>ws<span class="_ _6"></span>kazane <span class="_ _3"></span>w Dobrych <span class="_ _3"></span>Praktyk<span class="_ _6"></span>ach </span></span></span></div><div class="t m0 x4 ha ya18 ff1 fs4 fc1 sc0 ls0 ws0">Spółek Not<span class="_ _6"></span>owanych <span class="_ _6"></span>na GP<span class="_ _6"></span>W 2016 <span class="_ _6"></span>(zasada <span class="_ _6"></span>II.Z.4)<span class="_ _6"></span><span class="ff2"> <span class="_ _6"></span></span>a o<span class="_ _6"></span>d 01.07.2021 <span class="_ _6"></span>wskazan<span class="_ _6"></span>e w <span class="_ _6"></span>Dobrych <span class="_ _6"></span>Praktykach <span class="_ _6"></span>Spółek </div><div class="t m0 x4 ha ya19 ff1 fs4 fc1 sc0 ls0 ws0">Notowanych na GP<span class="_ _6"></span>W 2021” (Dobre Praktyki 2<span class="_ _6"></span><span class="ff2">021, DP<span class="_ _6"></span>SN2021). </span></div><div class="t m0 x4 ha y344 ff2 fs4 fc1 sc0 ls0 ws0">Andrzej Zakrzewsk<span class="_ _6"></span>i - <span class="ff1">Członek Ko<span class="_ _6"></span>mitetu Audytu posiada dośw<span class="_ _6"></span>iadczenie zawodow<span class="_ _6"></span>e w branży budowlanej.<span class="_ _10"></span></span> </div><div class="t m0 x4 ha y345 ff1 fs4 fc1 sc0 ls0 ws0">Posiada <span class="_ _26"> </span>wyk<span class="_ _6"></span>ształcenie <span class="_ _25"> </span>wyższ<span class="_ _6"></span>e, <span class="_ _26"> </span>ukończył <span class="_ _26"> </span>W<span class="_ _6"></span>ojskową <span class="_ _25"> </span>Akademię <span class="_ _26"> </span>Tech<span class="_ _6"></span>niczną <span class="_ _26"> </span>w <span class="_ _25"> </span>Warszawie<span class="_ _6"></span> <span class="_ _26"> </span>Wydział </div><div class="t m0 x4 ha ya1a ff2 fs4 fc1 sc0 ls0 ws0">Mechaniczny <span class="ff1">–</span> Mecha<span class="_ _6"></span>nika i Budowa Maszy<span class="_ _6"></span>n, gdzie <span class="ff1">uzysk<span class="_ _6"></span>ał tytuł magister inżynier</span>.<span class="lsc">  </span><span class="ff1">Doświadcz<span class="_ _6"></span>enie w branży </span></div><div class="t m0 x4 ha ya1b ff1 fs4 fc1 sc0 ls0 ws0">budowlanej zdobywa<span class="_ _6"></span>ł pracuj<span class="_ _6"></span>ąc między innymi <span class="_ _6"></span>na stan<span class="_ _6"></span>owisku Kierow<span class="_ _6"></span>nika Grupy R<span class="_ _6"></span>obót w Zak<span class="_ _6"></span>ładzie Inwestyc<span class="_ _6"></span>ji </div><div class="t m0 x4 ha ya1c ff1 fs4 fc1 sc0 ls0 ws0">Budownictwa <span class="_ _0"></span>Skierniewice, <span class="_ _0"></span>był <span class="_ _3"></span>Inspektorem <span class="_ _3"></span>ds<span class="_ _6"></span>. <span class="_ _3"></span>Nadzor<span class="_ _6"></span>u <span class="_ _3"></span>Inwestycyjnego <span class="_ _3"></span>w Zakładzie <span class="_ _3"></span>Prz<span class="_ _6"></span>etwórstwa <span class="_ _3"></span>Ow<span class="_ _6"></span><span class="ff2">ocowo </span></div><div class="t m0 x4 ha ya1d ff1 fs4 fc1 sc0 ls0 ws0">–<span class="ff2"> <span class="_ _21"> </span></span>Warzywnego <span class="_ _21"> </span>„HORTEX”<span class="_ _6"></span> <span class="_ _21"> </span>Skierniewice, <span class="_ _21"> </span>prowa<span class="_ _6"></span>dził <span class="_ _21"> </span>własną <span class="_ _21"> </span>działalnoś<span class="_ _6"></span>ć <span class="_ _21"> </span>gospodarczą:<span class="_ _6"></span><span class="ff2"> <span class="_ _27"> </span></span>Z<span class="_ _6"></span>akład <span class="_ _21"> </span>usługowy <span class="_ _21"> </span>w </div><div class="t m0 x4 ha y362 ff2 fs4 fc1 sc0 ls0 ws0">zakresie instalacji wod<span class="_ _6"></span>-kan, co, gazowych <span class="_ _6"></span>i wentylacji<span class="_ _6"></span> </div><div class="t m0 x4 ha y363 ff2 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 x4 ha y364 ff1 fs4 fc1 sc0 ls0 ws0">Komitet <span class="_ _6"></span>Audytu <span class="_ _6"></span>w<span class="_ _6"></span>e <span class="_ _6"></span>wskazany<span class="_ _6"></span>m <span class="_ _6"></span>składzie <span class="_ _6"></span>spełni<span class="_ _6"></span>a <span class="_ _6"></span>kryteria <span class="_ _6"></span>niezależn<span class="_ _6"></span>ości <span class="_ _6"></span>oraz <span class="_ _6"></span>pozo<span class="_ _6"></span>stałe <span class="_ _6"></span>wymagania <span class="_ _6"></span>ok<span class="_ _6"></span>reś<span class="_ _10"></span><span class="ff2">lone </span></div><div class="t m0 x4 hf ya1e ff1 fs4 fc1 sc0 ls0 ws0">w <span class="_ _3"></span>art. 129 <span class="_ _3"></span>ust. <span class="_ _3"></span>1,3<span class="_ _6"></span>,5 <span class="_ _3"></span>i <span class="_ _3"></span>6 Ustawy <span class="_ _3"></span>o biegłych<span class="ff7"> <span class="_ _3"></span><span class="ff2">rewidentach<span class="_ _6"></span>, <span class="_ _3"></span>firmach audytorskich <span class="_ _3"></span>oraz nadzorze <span class="_ _3"></span>pub<span class="_ _6"></span>licznym <span class="_ _3"></span>(Dz.U. </span></span></div><div class="t m0 x4 ha ya1f ff2 fs4 fc1 sc0 ls0 ws0">z 2017 r. poz. 1089).<span class="_ _6"></span> <span class="ff1">Weryfikacji niezależ<span class="_ _6"></span>ności członków Komitetu <span class="_ _6"></span>Audytu dokonuje Rad<span class="_ _6"></span>a Nadzorcza.<span class="_ _6"></span></span> </div><div class="t m0 x4 hf y367 ff7 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 x4 ha y368 ff1 fs4 fc1 sc0 ls0 ws0">Komitet <span class="_ _0"></span>Audytu <span class="_ _3"></span>dz<span class="_ _6"></span>iałał <span class="_ _0"></span>na <span class="_ _3"></span>podstaw<span class="_ _6"></span>ie <span class="_ _3"></span>Regu<span class="_ _6"></span>laminu <span class="_ _3"></span>Kom<span class="_ _6"></span>itetu <span class="_ _0"></span>Audytu <span class="_ _0"></span>Rady <span class="_ _3"></span>N<span class="_ _6"></span>adzorczej przyjętego <span class="_ _3"></span>uchwałą Rady </div><div class="t m0 x4 ha y28b ff2 fs4 fc1 sc0 ls0 ws0">nr X<span class="_ _0"></span>IV/2017 z <span class="_ _3"></span>dnia 30 <span class="_ _3"></span>l<span class="_ _6"></span>istopada <span class="_ _0"></span>2017 roku <span class="_ _3"></span>a od <span class="_ _3"></span>27 lipca 2021<span class="_ _0"></span> roku <span class="_ _3"></span>na podstawie Regulaminu K<span class="_ _0"></span>omitetu Audytu </div><div class="t m0 x4 ha ya20 ff1 fs4 fc1 sc0 ls0 ws0">Rady <span class="_ _e"></span>Nadzorcz<span class="_ _6"></span>ej <span class="_ _f"></span>prz<span class="_ _6"></span>yjętego <span class="_ _e"> </span>uchwał<span class="_ _6"></span>ą <span class="_ _f"></span>R<span class="_ _6"></span>ady <span class="_ _f"></span>N<span class="_ _6"></span>adzorc<span class="_ _6"></span><span class="ff2">zej <span class="_ _e"> </span>nr <span class="_ _e"> </span>XVI/<span class="_ _6"></span>2021. <span class="_ _f"></span>T<span class="_ _6"></span>ekst <span class="_ _e"> </span>jednolity <span class="_ _e"> </span>Re<span class="_ _6"></span>gulaminu <span class="_ _e"> </span>Komitet<span class="_ _6"></span>u </span></div><div class="t m0 x4 ha y448 ff1 fs4 fc1 sc0 ls0 ws0">Audyty <span class="_ _25"> </span>stanowi <span class="_ _25"> </span>z<span class="_ _6"></span>ałącznik <span class="_ _25"> </span>do <span class="_ _25"> </span>uch<span class="_ _6"></span>wały <span class="_ _25"> </span>Rady <span class="_ _25"> </span>N<span class="_ _6"></span>adzorczej <span class="_ _25"> </span>nr <span class="_ _25"> </span>X<span class="_ _6"></span>VI/2021 <span class="_ _25"> </span>i <span class="_ _25"> </span>został <span class="_ _1c"> </span>opublikowany <span class="_ _25"> </span>na </div><div class="t m0 x4 ha y36b ff2 fs4 fc1 sc0 ls0 ws0">https://relacje.mirbu<span class="_ _6"></span>d.pl/strony/dokumenty<span class="_ _6"></span>-korporacy<span class="_ _6"></span>jne-1. </div><div class="t m0 x4 hf y36c ff7 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 x4 ha y36d ff1 fs4 fc1 sc0 ls0 ws0">Komitet Audytu MIR<span class="_ _6"></span>BUD S.A. odbywał w <span class="_ _6"></span>okresie od 01.01.<span class="_ _6"></span><span class="ff2">2021 do <span class="_ _6"></span>31.12.2021 cy<span class="_ _6"></span>kliczne posiedzenia. <span class="_ _6"></span> </span></div><div class="t m0 x4 ha y8d9 ff1 fs4 fc1 sc0 ls0 ws0">W <span class="_ _1b"> </span>ramach <span class="_ _c"> </span>monitorowan<span class="_ _6"></span>ia <span class="_ _1b"> </span>procesu<span class="_ _6"></span> <span class="_ _1b"> </span>sprawozd<span class="_ _6"></span>awczości <span class="_ _1b"> </span>fi<span class="_ _6"></span>nansowej, <span class="_ _1b"> </span>s<span class="_ _6"></span>ystemów <span class="_ _1b"> </span>k<span class="_ _6"></span>ontroli <span class="_ _1b"> </span>wew<span class="_ _6"></span>nętrznej <span class="_ _c"> </span>i </div><div class="t m0 x4 ha y8da ff1 fs4 fc1 sc0 ls0 ws0">zarządzania ryzykiem <span class="_ _3"></span>oraz<span class="_ _6"></span> <span class="_ _0"></span>wykonywania przez <span class="_ _3"></span>fir<span class="_ _6"></span>mę <span class="_ _3"></span>a<span class="_ _6"></span>udytorską <span class="_ _0"></span>czynności <span class="_ _0"></span>rewizji<span class="_ _6"></span> <span class="_ _3"></span>finans<span class="_ _6"></span>owej, <span class="_ _0"></span>Komitet Audytu </div><div class="t m0 x4 ha y372 ff2 fs4 fc1 sc0 ls0 ws0">MIRBUD S.A.: <span class="lsd">W </span><span class="ff1">r<span class="_ _6"></span>oku obro<span class="_ _6"></span>towym 2021 Komitet Audyt<span class="_ _6"></span>u MIRBUD S.A. odbył 5 p<span class="_ _6"></span>osiedzeń<span class="_ _6"></span></span>. </div><div class="t m0 x4 ha y374 ff2 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 x4 ha y375 ff1 fs4 fc1 sc0 ls0 ws0">W <span class="_ _6"></span>S<span class="_ _6"></span>półce<span class="ff2"> <span class="_ _10"></span></span>są <span class="_ _10"></span>przestrzegan<span class="_ _6"></span>e <span class="_ _6"></span>prz<span class="_ _6"></span>episy <span class="_ _6"></span>d<span class="_ _6"></span>otyczące <span class="_ _10"></span>powołania, <span class="_ _10"></span>składu <span class="_ _10"></span>i <span class="_ _10"></span>funkc<span class="_ _6"></span>jonowania <span class="_ _6"></span>ko<span class="_ _6"></span>mitetu <span class="_ _10"></span>audytu, <span class="_ _10"></span>w <span class="_ _10"></span>tym </div><div class="t m0 x4 ha y8db ff1 fs4 fc1 sc0 ls0 ws0">dotyczące <span class="_ _e"> </span>spełnienia <span class="_ _e"> </span>prz<span class="_ _6"></span>ez <span class="_ _f"></span>j<span class="_ _6"></span>ego <span class="_ _f"></span>cz<span class="_ _6"></span>łonków <span class="_ _f"></span>kry<span class="_ _6"></span>teriów <span class="_ _e"></span>niezależności <span class="_ _e"> </span>oraz <span class="_ _e"> </span>wym<span class="_ _6"></span>agań <span class="_ _1e"> </span>odnoś<span class="_ _6"></span>nie <span class="_ _f"></span>do <span class="_ _1e"> </span>posiadania </div><div class="t m0 x4 ha ya21 ff1 fs4 fc1 sc0 ls0 ws0">wiedzy <span class="_ _6"></span>i <span class="_ _6"></span>u<span class="_ _6"></span>miejętności <span class="_ _6"></span>z <span class="_ _10"></span>zakresu <span class="_ _10"></span>branży, <span class="_ _6"></span>w <span class="_ _10"></span>której <span class="_ _10"></span>działa <span class="_ _6"></span>emitent, <span class="_ _10"></span>oraz <span class="_ _6"></span>w <span class="_ _10"></span>zakresie <span class="_ _10"></span>rachunkowości <span class="_ _10"></span>lub <span class="_ _6"></span>bad<span class="_ _6"></span>ania </div><div class="t m0 x4 ha y378 ff1 fs4 fc1 sc0 ls0 ws0">sprawozdań <span class="_ _21"> </span>finansowych<span class="_ _6"></span>. <span class="_ _21"> </span>W <span class="_ _27"> </span>r<span class="_ _6"></span>oku <span class="_ _27"> </span>obrot<span class="_ _6"></span>owym <span class="_ _21"> </span>2021 <span class="_ _21"> </span>weryfikacja <span class="_ _21"> </span>niezależności <span class="_ _21"> </span>oraz <span class="_ _21"> </span>wymaga<span class="_ _6"></span>ń<span class="_ _6"></span><span class="ff2"> <span class="_ _21"> </span>w <span class="_ _27"> </span>z<span class="_ _6"></span>akresie </span></div><div class="t m0 x4 ha y379 ff1 fs4 fc1 sc0 ls0 ws0">wiedzy <span class="_ _f"></span>i <span class="_ _10"></span>doświadcz<span class="_ _6"></span>enia <span class="_ _10"></span>cz<span class="_ _6"></span>łonków <span class="_ _f"></span>Komitetu <span class="_ _f"></span>Audytu <span class="_ _f"></span>przeprowadzona<span class="_ _6"></span> <span class="_ _10"></span>została <span class="_ _f"></span>przez <span class="_ _f"></span>Radę <span class="_ _10"></span>N<span class="_ _6"></span>adzorczą <span class="_ _f"></span>w <span class="_ _10"></span>dn<span class="_ _6"></span>iu </div><div class="t m0 x4 ha y37a ff2 fs4 fc1 sc0 ls14 ws0">26<span class="ls0"> kwietnia 2021<span class="_ _6"></span> <span class="ls10">r.</span> </span></div></div></div><div class="pi" ></div></div><div id="pf63" class="pf w0 h0" ><div class="pc pc63 w0 h0"><img class="bi x6 y2b we5 hc2" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w3 h0"><div class="t m0 x9c h8 y6e0 ff4 fs3 fc3 sc0 ls0 ws0">SPRAWOZDANE ZARZĄDU Z DZIAŁALNOŚCI<span class="ff3"> MIRBUD S.A. ZA <span class="ls4">ROK</span> <span class="ls5">20</span>21<span class="fc4"> </span></span></div><div class="t m0 x4 h6 y6e1 ff3 fs2 fc1 sc0 ls0 ws0"> </div></div><div class="c x4 y2e wba h3c"><div class="t m0 xba ha y173 ff2 fs4 fc3 sc0 ls0 ws0">MIRBUD <span class="ls6">| </span><span class="ff1">P<span class="_ _6"></span>olityka wyboru firmy audy<span class="_ _6"></span>torskiej do przep<span class="_ _6"></span>rowadzania badania spraw<span class="_ _6"></span>ozdań </span></div><div class="t m0 x1d ha y222 ff1 fs4 fc3 sc0 ls0 ws0">finansowych MIRBUD<span class="_ _6"></span> S.A. z siedzibą w Skiern<span class="_ _6"></span>iewicach i Grupy <span class="_ _6"></span>Kapitałowej MIRBUD<span class="_ _10"></span><span class="ff2"> </span></div></div><div class="c x9 y2e wbb h3c"><div class="t m0 xa hb y223 ff3 fs1 fc0 sc0 ls11 ws0">99<span class="fs2 ls0"> </span></div></div><div class="c x0 y0 w3 h0"><div class="t m0 x4 h6 y31 ff3 fs2 fc1 sc0 ls0 ws0"> </div></div><div class="c xb y6e2 w7 h7f"><div class="t m0 xc hd y673 ff5 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x0 y0 w3 h0"><div class="t m0 x4 h10 y80a ff7 fs0 fc1 sc0 ls0 ws0">14.12. <span class="_ _7"></span><span class="ff8">P<span class="_ _6"></span>olityka <span class="_ _f"></span>wyboru <span class="_ _f"></span>firmy <span class="_ _f"></span>audytorskiej <span class="_ _f"></span>do <span class="_ _f"></span>przeprowadzania <span class="_ _f"></span>badania <span class="_ _f"></span>sprawozdań </span></div><div class="t m0 x88 h10 y80b ff8 fs0 fc1 sc0 ls0 ws0">finansowych <span class="_ _1d"> </span>MIRBUD <span class="_ _12"> </span>S.A. <span class="_ _14"> </span>z <span class="_ _12"> </span>siedzibą <span class="_ _12"> </span>w <span class="_ _14"> </span>Skierniewicach <span class="_ _12"> </span>i <span class="_ _12"> </span>Grupy <span class="_ _1d"> </span>Kapi<span class="_ _6"></span>tałowej<span class="_ _3"></span> </div><div class="t m0 x88 h10 y948 ff7 fs0 fc1 sc0 ls0 ws0">MIRBUD </div><div class="t m0 x4 ha ya22 ff2 fs4 fc1 sc0 ls0 ws0">Komitet <span class="_ _10"></span>Audytu <span class="_ _10"></span><span class="ff1">Rady <span class="_ _10"></span>N<span class="_ _6"></span>adzorczej <span class="_ _10"></span>MIRBUD <span class="_ _10"></span>S.<span class="_ _6"></span>A. <span class="_ _6"></span>dz<span class="_ _6"></span>iałając <span class="_ _10"></span>jako <span class="_ _10"></span>organ <span class="_ _10"></span>jednostki <span class="_ _10"></span>za<span class="_ _6"></span>interesowania <span class="_ _10"></span>publiczneg<span class="_ _6"></span>o </span></div><div class="t m0 x4 ha ya23 ff1 fs4 fc1 sc0 ls0 ws0">oraz <span class="_ _10"></span>uwzględn<span class="_ _6"></span>iając <span class="_ _10"></span>fakt <span class="_ _10"></span>iż <span class="_ _f"></span>MIRBUD <span class="_ _10"></span>S.A. <span class="_ _f"></span>jest <span class="_ _10"></span>spółką <span class="_ _10"></span>d<span class="_ _6"></span>ominującą <span class="_ _10"></span>Grupy <span class="_ _f"></span>Kapitałowej <span class="_ _10"></span>MIR<span class="_ _6"></span>BUD, <span class="_ _10"></span>na <span class="_ _10"></span>podsta<span class="_ _6"></span>wie </div><div class="t m0 x4 ha y6e6 ff1 fs4 fc1 sc0 ls0 ws0">art. 130<span class="_ _6"></span> ust. <span class="_ _6"></span>1 <span class="_ _6"></span>ustawy <span class="_ _6"></span>z <span class="_ _6"></span>dnia <span class="_ _6"></span>11 maj<span class="_ _6"></span>a 2017 <span class="_ _6"></span>roku <span class="_ _6"></span>o <span class="_ _6"></span>biegłych <span class="_ _6"></span>rewidenta<span class="_ _6"></span><span class="ff2">c<span class="_ _6"></span>h, firmach <span class="_ _6"></span>audytors<span class="_ _6"></span>kich oraz <span class="_ _6"></span>nadzorz<span class="_ _6"></span>e </span></div><div class="t m0 x4 ha y239 ff1 fs4 fc1 sc0 ls0 ws0">publicznym  ustala <span class="_ _21"> </span>następu<span class="_ _6"></span>jące <span class="_ _21"> </span>zas<span class="_ _6"></span>ady <span class="_ _21"> </span>dotyc<span class="_ _6"></span>zące <span class="_ _21"> </span>w<span class="_ _6"></span>yboru <span class="_ _21"> </span>f<span class="_ _6"></span>irmy <span class="_ _21"> </span>audytors<span class="_ _6"></span>kiej <span class="_ _21"> </span>d<span class="_ _6"></span>o <span class="_ _21"> </span>przeprowadz<span class="_ _6"></span>ania <span class="_ _21"> </span>b<span class="_ _6"></span>adań </div><div class="t m0 x4 ha ya24 ff1 fs4 fc1 sc0 ls0 ws0">sprawozdań finansowego Spółki <span class="_ _0"></span>i <span class="_ _3"></span>s<span class="_ _6"></span>konsolidowanyc<span class="_ _6"></span>h <span class="_ _3"></span>s<span class="_ _6"></span>prawozdań <span class="_ _3"></span>f<span class="_ _6"></span>inansowych Grupy Kapitałowej <span class="_ _0"></span>za da<span class="_ _0"></span>ny rok </div><div class="t m0 x4 ha y4c3 ff2 fs4 fc1 sc0 ls0 ws0">obrotowy: </div><div class="t m0 x4 ha y4c4 ff2 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 x88 hf1 ya25 ff3 fs0 fc1 sc0 ls9 ws0">1)<span class="ff2 ls0"> <span class="_ _1b"> </span><span class="ff1 fs4">wybór <span class="_ _1e"> </span><span class="ff2">firmy <span class="_ _e"> </span>au<span class="_ _6"></span>dytorskiej <span class="_ _1e"> </span>dokonywany <span class="_ _1e"> </span>jest <span class="_ _1e"> </span>z <span class="_ _1e"> </span>odpowiednim <span class="_ _1e"> </span>wyprzedzen<span class="_ _6"></span>iem, <span class="_ _e"> </span>aby<span class="_ _6"></span> <span class="_ _1e"> </span>umowa <span class="_ _e"> </span>o <span class="_ _1e"> </span>badan<span class="_ _6"></span>ie </span></span></span></div><div class="t m0 x24 ha y22b ff1 fs4 fc1 sc0 ls0 ws0">sprawozdania <span class="_ _f"></span>fi<span class="_ _6"></span>nansowego <span class="_ _f"></span>mo<span class="_ _6"></span>gła <span class="_ _f"></span>zostać <span class="_ _f"></span>pod<span class="_ _6"></span>pisana <span class="_ _f"></span>w <span class="_ _f"></span>termin<span class="_ _6"></span>ie <span class="_ _f"></span>umożliwiającym<span class="_ _6"></span> <span class="_ _f"></span>firmie <span class="_ _f"></span>audytorsk<span class="_ _6"></span>iej </div><div class="t m0 x24 ha ya26 ff1 fs4 fc1 sc0 ls0 ws0">przeprowadzenie <span class="_ _1a"> </span>prze<span class="_ _6"></span>glądu <span class="_ _1a"> </span>śródrocznych <span class="_ _1a"> </span>sprawoz<span class="_ _6"></span>dań <span class="_ _1a"> </span>finansowyc<span class="_ _6"></span>h <span class="_ _14"> </span>i <span class="_ _1b"> </span>udział <span class="_ _1a"> </span>w <span class="_ _1a"> </span>inwen<span class="_ _10"></span><span class="ff2">taryzacji </span></div><div class="t m0 x24 ha ya27 ff1 fs4 fc1 sc0 ls0 ws0">znaczących s<span class="_ _6"></span>kładników majątkowych;<span class="_ _6"></span><span class="ff2"> </span></div><div class="t m0 x88 hf1 y8e5 ff3 fs0 fc1 sc0 ls9 ws0">2)<span class="ff2 ls0"> <span class="_ _1b"> </span><span class="ff1 fs4">przy wyborze firmy audy<span class="_ _6"></span>torskiej Komitet Au<span class="_ _6"></span>dytu oraz Rada Nadzorcz<span class="_ _6"></span>a Spółki <span class="_ _6"></span><span class="ff2"> </span></span></span></div><div class="t m0 x5 ha y8e6 ff1 fs4 fc1 sc0 ls0 ws0">zwracają <span class="_ _10"></span>szczególną <span class="_ _10"></span>uwag<span class="_ _6"></span>ę <span class="_ _6"></span>na <span class="_ _10"></span>konieczność<span class="_ _6"></span> <span class="_ _6"></span>z<span class="_ _6"></span>achowania <span class="_ _6"></span>n<span class="_ _6"></span>iezależności <span class="_ _10"></span>firmy <span class="_ _10"></span>audytors<span class="_ _6"></span>kiej <span class="_ _6"></span>i <span class="_ _10"></span>biegłego </div><div class="t m0 x5 ha y8e7 ff1 fs4 fc1 sc0 ls0 ws0">rewidenta, w <span class="_ _3"></span>sz<span class="_ _6"></span>czególności Komitet <span class="_ _0"></span>Audyt<span class="_ _6"></span>u, przedstawiając <span class="_ _0"></span>rekomendację Radzie Nadzorczej Spółki, </div><div class="t m0 x5 ha y104 ff1 fs4 fc1 sc0 ls0 ws0">uwzględnia <span class="_ _21"> </span>z<span class="_ _6"></span>akres  usł<span class="_ _0"></span>ug  wykonywanych <span class="_ _21"> </span>przez<span class="_ _6"></span> <span class="_ _21"> </span>firm<span class="_ _6"></span>ę <span class="_ _21"> </span>audytors<span class="_ _6"></span>ką <span class="_ _21"> </span>i  biegłego <span class="_ _21"> </span>rewid<span class="_ _6"></span>enta <span class="_ _21"> </span>w<span class="_ _6"></span> <span class="_ _21"> </span>okresie </div><div class="t m0 x5 ha ya28 ff1 fs4 fc1 sc0 ls0 ws0">ostatnich pięciu lat poprz<span class="_ _6"></span>edzającyc<span class="_ _6"></span>h wybór firmy audytorskiej;  <span class="_ _6"></span><span class="ff2"> </span></div><div class="t m0 x88 hf1 ya29 ff3 fs0 fc1 sc0 ls9 ws0">3)<span class="ff2 ls0"> <span class="_ _1b"> </span><span class="ff1 fs4">kontrola <span class="_ _1a"> </span>i <span class="_ _1a"> </span>monitorowanie <span class="_ _1a"> </span>niezależn<span class="_ _6"></span>ości <span class="_ _14"> </span>z<span class="_ _6"></span>espo<span class="_ _6"></span>łu <span class="_ _14"> </span>b<span class="_ _6"></span>iegłych <span class="_ _14"> </span>r<span class="_ _6"></span>ewidentów <span class="_ _1a"> </span>i <span class="_ _1a"> </span>firmy <span class="_ _1a"> </span>audytorskiej <span class="_ _1a"> </span>są </span></span></div><div class="t m0 x24 ha ya2a ff1 fs4 fc1 sc0 ls0 ws0">dokonywane <span class="_ _1d"> </span>n<span class="_ _6"></span>a <span class="_ _1d"> </span>każdym <span class="_ _14"> </span>etapie, <span class="_ _1d"> </span>w <span class="_ _1d"> </span>szc<span class="_ _6"></span>zególności: <span class="_ _1d"> </span>prz<span class="_ _6"></span>y <span class="_ _1d"> </span>rozpatrywaniu <span class="_ _1d"> </span>z<span class="_ _6"></span>łożonych <span class="_ _14"> </span>ofert, <span class="_ _1d"> </span>przed </div><div class="t m0 x24 ha ya2b ff1 fs4 fc1 sc0 ls0 ws0">przystąpieniem <span class="_ _28"> </span>do <span class="_ _21"> </span>czynnośc<span class="_ _6"></span>i <span class="_ _21"> </span>rewizji <span class="_ _21"> </span>finansowej <span class="_ _21"> </span>rów<span class="_ _6"></span>nież <span class="_ _21"> </span>w <span class="_ _21"> </span>przypadku <span class="_ _21"> </span>kontyn<span class="_ _6"></span>uowania <span class="_ _21"> </span>zleceni<span class="_ _6"></span>a <span class="_ _21"> </span>w </div><div class="t m0 x24 ha ya2c ff2 fs4 fc1 sc0 ls0 ws0">kolejnym roku obrotowy<span class="_ _6"></span>m; </div><div class="t m0 x88 hf1 ya2d ff3 fs0 fc1 sc0 ls9 ws0">4)<span class="ff2 ls0"> <span class="_ _1b"> </span><span class="ff1 fs4">wybór <span class="_ _27"> </span>fir<span class="_ _6"></span>my <span class="_ _27"> </span>audy<span class="_ _6"></span>torskiej <span class="_ _27"> </span>d<span class="_ _6"></span>okonywany <span class="_ _27"> </span>j<span class="_ _6"></span>est <span class="_ _27"> </span>z <span class="_ _21"> </span>uwzględnie<span class="_ _6"></span>niem <span class="_ _27"> </span>doświ<span class="_ _6"></span>adczenia <span class="_ _27"> </span>f<span class="_ _6"></span>irmy <span class="_ _21"> </span>audytorskiej <span class="_ _21"> </span>w </span></span></div><div class="t m0 x24 ha ya2e ff1 fs4 fc1 sc0 ls0 ws0">zakresie <span class="_ _f"></span>ustawowego <span class="_ _f"></span>bada<span class="_ _6"></span>nia <span class="_ _f"></span>sprawozdań <span class="_ _f"></span>finansowyc<span class="_ _6"></span>h <span class="_ _10"></span>j<span class="_ _6"></span>ednostek <span class="_ _10"></span>z<span class="_ _6"></span>ainteresowania <span class="_ _f"></span>publicz<span class="_ _6"></span>nego, <span class="_ _f"></span>w </div><div class="t m0 x24 ha ya2f ff1 fs4 fc1 sc0 ls0 ws0">tym <span class="_ _f"></span>spółek <span class="_ _f"></span>notowanych <span class="_ _f"></span>na <span class="_ _f"></span>Giełdzie <span class="_ _f"></span>Papierów <span class="_ _f"></span>Wartościowyc<span class="_ _6"></span>h <span class="_ _10"></span>w <span class="_ _e"></span>Warszawie <span class="_ _f"></span>S.<span class="_ _6"></span>A. <span class="_ _f"></span>oraz <span class="_ _f"></span>znajomośc<span class="_ _6"></span>ią </div><div class="t m0 x24 ha y77c ff1 fs4 fc1 sc0 ls0 ws0">segmentów, <span class="_ _1e"> </span>w <span class="_ _e"> </span>k<span class="_ _6"></span>tórych <span class="_ _e"> </span>działają<span class="_ _6"></span> <span class="_ _e"></span>spółki <span class="_ _e"> </span>G<span class="_ _6"></span>rupy <span class="_ _e"> </span>K<span class="_ _6"></span>apitałowej <span class="_ _e"> </span>M<span class="_ _6"></span>IRBUD <span class="_ _1e"> </span>a <span class="_ _e"> </span>tak<span class="_ _6"></span>że <span class="_ _e"> </span>proponowan<span class="_ _6"></span>ej <span class="_ _e"> </span>ceny <span class="_ _1e"> </span>za </div><div class="t m0 x24 ha ya30 ff1 fs4 fc1 sc0 ls0 ws0">przeprowadzenie b<span class="_ _6"></span>adań ustawowych;<span class="_ _6"></span><span class="ff2"> </span></div><div class="t m0 x88 hf1 ya31 ff3 fs0 fc1 sc0 ls9 ws0">5)<span class="ff2 ls0"> <span class="_ _1b"> </span><span class="ff1 fs4">wybór  firmy  audytorskiej  dokonywa<span class="_ _6"></span>ny  jest  z  uwzględnieniem  zasady<span class="_ _6"></span>  rotacji  firmy  audytorskiej  i </span></span></div><div class="t m0 x24 ha ya32 ff1 fs4 fc1 sc0 ls0 ws0">kluczowego biegłego rew<span class="_ _6"></span>identa w taki sposób, aby mak<span class="_ _6"></span>symalny czas nieprzerwanego trwania zleceń<span class="_ _6"></span> </div><div class="t m0 x24 ha y188 ff1 fs4 fc1 sc0 ls0 ws0">badań <span class="_ _1d"> </span>ustawowych <span class="_ _1d"> </span>przeprowadzanyc<span class="_ _6"></span>h <span class="_ _12"> </span>prz<span class="_ _6"></span>ez <span class="_ _12"> </span>t<span class="_ _6"></span>ę <span class="_ _12"> </span>samą <span class="_ _1d"> </span>firmę <span class="_ _1d"> </span>audytorsk<span class="_ _6"></span>ą <span class="_ _12"> </span>lu<span class="_ _6"></span>b <span class="_ _12"> </span>firm<span class="_ _6"></span>ę <span class="_ _12"> </span>au<span class="_ _6"></span>dytorską </div><div class="t m0 x24 ha y189 ff1 fs4 fc1 sc0 ls0 ws0">powiązaną <span class="_ _28"> </span>z  tą <span class="_ _21"> </span>firmą  audytorską  lub <span class="_ _21"> </span>jakiegokolw<span class="_ _6"></span>iek <span class="_ _28"> </span>członka  sieci <span class="_ _21"> </span>działającej  w <span class="_ _21"> </span>państwach  Uni<span class="_ _10"></span><span class="ff2 ls42">i </span></div><div class="t m0 x24 ha ya33 ff1 fs4 fc1 sc0 ls0 ws0">Europejskiej, <span class="_ _e"> </span>do <span class="_ _e"> </span>kt<span class="_ _6"></span>órej <span class="_ _e"></span>należą <span class="_ _e"> </span>te <span class="_ _e"> </span>firmy <span class="_ _1e"> </span>audytorskie, <span class="_ _e"> </span>n<span class="_ _6"></span>ie <span class="_ _f"></span>przekrac<span class="_ _6"></span>zał <span class="_ _e"></span>pięciu <span class="_ _e"> </span>lat, <span class="_ _e"> </span>z<span class="_ _6"></span>aś <span class="_ _e"></span>kluczowy <span class="_ _e"> </span>biegły </div><div class="t m0 x24 ha ya34 ff1 fs4 fc1 sc0 ls0 ws0">rewident nie <span class="_ _3"></span>przeprowadzał<span class="_ _6"></span> <span class="_ _3"></span>badan<span class="_ _6"></span>ia <span class="_ _3"></span>ustawo<span class="_ _6"></span>wego <span class="_ _3"></span>w Spółce <span class="_ _0"></span>przez okres <span class="_ _3"></span>dłuższy<span class="_ _6"></span> <span class="_ _3"></span>niż pięć <span class="_ _3"></span>lat. Kluczowy </div><div class="t m0 x24 ha ya35 ff1 fs4 fc1 sc0 ls0 ws0">biegły re<span class="_ _6"></span>wident <span class="_ _6"></span>może <span class="_ _6"></span>ponownie <span class="_ _6"></span>przeprowadzać<span class="_ _6"></span> <span class="_ _6"></span>badanie <span class="_ _6"></span>ust<span class="_ _6"></span>awowe <span class="_ _6"></span>w <span class="_ _6"></span>Spółce <span class="_ _6"></span>po <span class="_ _6"></span>upływi<span class="_ _6"></span>e co<span class="_ _6"></span> najm<span class="_ _6"></span>niej </div><div class="t m0 x24 ha y1c7 ff1 fs4 fc1 sc0 ls0 ws0">trzech lat od zakończ<span class="_ _6"></span>enia ostatniego badania <span class="_ _6"></span>ustawowego.<span class="_ _6"></span><span class="ff2"> </span></div><div class="t m0 x4 ha ya36 ff2 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 x4 ha ya37 ff1 fs4 fc1 sc0 ls0 ws0">W <span class="_ _6"></span>ramach <span class="_ _6"></span>k<span class="_ _6"></span>ontrolowania, <span class="_ _10"></span>monitorow<span class="_ _6"></span>ania <span class="_ _6"></span>i <span class="_ _10"></span>oceny <span class="_ _6"></span>niez<span class="_ _6"></span>ależności <span class="_ _6"></span>firmy <span class="_ _10"></span>audytorsk<span class="_ _6"></span>iej <span class="_ _6"></span>i <span class="_ _6"></span>posz<span class="_ _6"></span>czególnych <span class="_ _6"></span>bieg<span class="_ _6"></span>łych </div><div class="t m0 x4 ha ya38 ff1 fs4 fc1 sc0 ls0 ws0">rewidentów, Komitet<span class="_ _6"></span> Audytu opracował<span class="_ _6"></span> i przyjął na pos<span class="_ _6"></span>iedzeniu w dn<span class="_ _6"></span>iu 20 października 201<span class="_ _6"></span>7 roku:<span class="_ _6"></span><span class="ff2"> </span></div><div class="t m0 x4 ha ya39 ff2 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 x4 ha ya3a ff2 fs4 fc1 sc0 ls14 ws0">1)<span class="ls0"> <span class="_ _1c"> </span><span class="ff1">politykę <span class="_ _6"></span>wy<span class="_ _6"></span>boru <span class="_ _6"></span>firmy <span class="_ _10"></span>audytors<span class="_ _6"></span>kiej <span class="_ _6"></span>do <span class="_ _6"></span>prz<span class="_ _6"></span>eprowadzania <span class="_ _10"></span>badania <span class="_ _6"></span>sprawoz<span class="_ _6"></span>dań <span class="_ _6"></span>f<span class="_ _6"></span>inansowych <span class="_ _10"></span>MIRBUD <span class="_ _6"></span>S<span class="_ _6"></span>.A. </span></span></div><div class="t m0 x88 ha ya3b ff1 fs4 fc1 sc0 ls0 ws0">z siedzibą w Skierniew<span class="_ _6"></span>icach i Grupy Ka<span class="_ _6"></span>pitałowej MIRBUD;<span class="_ _6"></span><span class="ff2"> </span></div><div class="t m0 x4 ha ya3c ff2 fs4 fc1 sc0 ls14 ws0">2)<span class="ls0"> <span class="_ _1c"> </span><span class="ff1">procedurę <span class="_ _3"></span>wyboru <span class="_ _3"></span>firmy <span class="_ _3"></span>aud<span class="_ _6"></span>ytorskiej <span class="_ _3"></span>do <span class="_ _3"></span>przeprowadzania <span class="_ _3"></span>badani<span class="_ _6"></span>a <span class="_ _3"></span>sprawozdań <span class="_ _3"></span>f<span class="_ _6"></span>inansowych <span class="_ _3"></span>MIRBUD <span class="_ _3"></span>S.A. </span></span></div><div class="t m0 x88 ha y134 ff1 fs4 fc1 sc0 ls0 ws0">z siedzibą w Skierniew<span class="_ _6"></span>icach i Grupy Ka<span class="_ _6"></span>pitałowej MIRBUD;<span class="_ _6"></span><span class="ff2"> </span></div><div class="t m0 x4 ha y476 ff2 fs4 fc1 sc0 ls14 ws0">3)<span class="ls0"> <span class="_ _1c"> </span><span class="ff1">politykę <span class="_ _6"></span>ś<span class="_ _6"></span>wiadczenia <span class="_ _10"></span>przez <span class="_ _10"></span>firmę <span class="_ _10"></span>audytorską <span class="_ _10"></span>przeprow<span class="_ _6"></span>adzającą <span class="_ _10"></span>badanie, <span class="_ _10"></span>podmioty <span class="_ _10"></span>powiązane <span class="_ _10"></span>z <span class="_ _10"></span>tą <span class="_ _6"></span>firmą </span></span></div><div class="t m0 x88 ha ya3d ff1 fs4 fc1 sc0 ls0 ws0">audytorską <span class="_ _29"> </span>oraz<span class="_ _6"></span> <span class="_ _29"> </span>przez<span class="_ _6"></span> <span class="_ _29"> </span>członka <span class="_ _29"> </span>s<span class="_ _6"></span>ieci <span class="_ _29"> </span>firmy <span class="_ _13"> </span>audytors<span class="_ _6"></span>kiej <span class="_ _29"> </span>dozwolon<span class="_ _6"></span>ych <span class="_ _13"> </span>usług <span class="_ _13"> </span>niebędący<span class="_ _6"></span>ch <span class="_ _29"> </span>badaniem </div><div class="t m0 x88 ha ya3e ff1 fs4 fc1 sc0 ls0 ws0">sprawozdań finansowyc<span class="_ _6"></span>h;<span class="ff2"> </span></div><div class="t m0 x4 ha yf4 ff2 fs4 fc1 sc0 ls14 ws0">4)<span class="ls0"> <span class="_ _1c"> </span><span class="ff1">Ustalił <span class="_ _6"></span>poszc<span class="_ _6"></span>zególnych <span class="_ _6"></span>wagi <span class="_ _6"></span>dla<span class="_ _6"></span> <span class="_ _6"></span>kryteriów <span class="_ _6"></span>wyboru <span class="_ _6"></span>ws<span class="_ _6"></span>kazanych <span class="_ _6"></span>w<span class="_ _6"></span></span> <span class="_ _6"></span> <span class="_ _10"></span><span class="ff1">”Polityce <span class="_ _6"></span>wyb<span class="_ _6"></span>oru <span class="_ _6"></span>firmy <span class="_ _6"></span>audytors<span class="_ _6"></span>kiej <span class="_ _6"></span>do </span></span></div><div class="t m0 x88 ha y197 ff1 fs4 fc1 sc0 ls0 ws0">przeprowadzania <span class="_ _f"></span>badania <span class="_ _f"></span>sprawoz<span class="_ _6"></span>dań <span class="_ _10"></span>f<span class="_ _6"></span>inansowych <span class="_ _f"></span>MIRBUD <span class="_ _f"></span>S.A. <span class="_ _f"></span>z <span class="_ _f"></span>siedzibą <span class="_ _10"></span>w<span class="_ _10"></span><span class="ff2"> Skierniewicach <span class="_ _f"></span>i <span class="_ _f"></span>Grupy </span></div><div class="t m0 x88 ha y5d ff2 fs4 fc1 sc0 ls0 ws0">Kapi<span class="ff1">tałowej MIRBUD”<span class="_ _6"></span>. </span> </div></div></div><div class="pi" ></div></div><div id="pf64" class="pf w0 h0" ><div class="pc pc64 w0 h0"><img class="bi x6 y2b we5 hc2" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w3 h0"><div class="t m0 x9c h8 y6e0 ff4 fs3 fc3 sc0 ls0 ws0">SPRAWOZDANE ZARZĄDU Z DZIAŁALNOŚCI<span class="ff3"> MIRBUD S.A. ZA <span class="ls4">ROK</span> <span class="ls5">20</span>21<span class="fc4"> </span></span></div><div class="t m0 x4 h6 y6e1 ff3 fs2 fc1 sc0 ls0 ws0"> </div></div><div class="c x4 y2e wba h3c"><div class="t m0 xba ha y173 ff2 fs4 fc3 sc0 ls0 ws0">MIRBUD <span class="ls6">| </span><span class="ff1">P<span class="_ _6"></span>olityka wyboru firmy audy<span class="_ _6"></span>torskiej do przep<span class="_ _6"></span>rowadzania badania spraw<span class="_ _6"></span>ozdań </span></div><div class="t m0 x1d ha y222 ff1 fs4 fc3 sc0 ls0 ws0">finansowych MIRBUD<span class="_ _6"></span> S.A. z siedzibą w Skiern<span class="_ _6"></span>iewicach i Grupy <span class="_ _6"></span>Kapit<span class="_ _6"></span>ałowej MIRBUD<span class="_ _6"></span><span class="ff2"> </span></div></div><div class="c x9 y2e wbb h3c"><div class="t m0 xa hb y223 ff3 fs1 fc0 sc0 ls11 ws0">100<span class="fs2 ls0"> </span></div></div><div class="c x0 y0 w3 h0"><div class="t m0 x4 h6 y31 ff3 fs2 fc1 sc0 ls0 ws0"> </div></div><div class="c xb y6e2 w7 h7f"><div class="t m0 xc hd y673 ff5 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x0 y0 w3 h0"><div class="t m0 x24 ha y7a5 ff2 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 x4 ha y7a6 ff1 fs4 fc1 sc0 ls0 ws0">Komitet <span class="_ _21"> </span>Audytu <span class="_ _21"> </span>był <span class="_ _27"> </span>i<span class="_ _6"></span>nformowany <span class="_ _21"> </span>o <span class="_ _21"> </span>składzie <span class="_ _21"> </span>zespołu <span class="_ _21"> </span>przeprowadzająceg<span class="_ _6"></span>o <span class="_ _27"> </span>ba<span class="_ _6"></span>danie, <span class="_ _21"> </span>planowanym <span class="_ _21"> </span>czasie <span class="_ _21"> </span>i </div><div class="t m0 x4 ha y7a7 ff1 fs4 fc1 sc0 ls0 ws0">zakresie <span class="_ _11"> </span>prz<span class="_ _6"></span>eprowadzenia <span class="_ _29"> </span>badania <span class="_ _29"> </span>sprawozdań <span class="_ _29"> </span>finansowych. <span class="_ _29"> </span>Na <span class="_ _11"> </span>k<span class="_ _6"></span>ażdym <span class="_ _29"> </span>etapie, <span class="_ _11"> </span>tj<span class="_ _6"></span>.  przed <span class="_ _29"> </span>udzieleni<span class="_ _6"></span>em </div><div class="t m0 x4 ha y7a8 ff1 fs4 fc1 sc0 ls0 ws0">rekomendacji <span class="_ _6"></span>dotyczącej<span class="_ _6"></span> wyboru <span class="_ _6"></span>firmy <span class="_ _6"></span>audyt<span class="_ _6"></span>orsk<span class="_ _6"></span>iej, pr<span class="_ _6"></span>zed prz<span class="_ _6"></span>ystąpieniem <span class="_ _6"></span>przez <span class="_ _6"></span>wybraną <span class="_ _6"></span>firmę <span class="_ _6"></span>do <span class="_ _6"></span>czynności </div><div class="t m0 x4 ha y7a9 ff1 fs4 fc1 sc0 ls0 ws0">rewizji  finansowej, <span class="_ _21"> </span>r<span class="_ _6"></span>ównież  przed <span class="_ _21"> </span>kontynu<span class="_ _6"></span>owania  zlecenia <span class="_ _21"> </span>w  kolejnym  roku <span class="_ _28"> </span>obrotowym,  Komitet  Audytu </div><div class="t m0 x4 ha y883 ff1 fs4 fc1 sc0 ls0 ws0">uzyskiwał i ana<span class="_ _6"></span>lizował stosowne oświadc<span class="_ _6"></span>zenia złożone na p<span class="_ _6"></span>odstawie art. 74<span class="_ _6"></span> ustawy o biegłych re<span class="_ _10"></span><span class="ff2">wid<span class="_ _6"></span>entach z </span></div><div class="t m0 x4 ha y85b ff1 fs4 fc1 sc0 ls0 ws0">dnia  11 <span class="_ _29"> </span>maja <span class="_ _29"> </span>2017 <span class="_ _29"> </span>roku. <span class="_ _29"> </span>Oświadczenia <span class="_ _29"> </span>składane <span class="_ _29"> </span>były <span class="_ _29"> </span>przez <span class="_ _29"> </span>firmę <span class="_ _29"> </span>audytorską <span class="_ _29"> </span>oraz <span class="_ _29"> </span>członków  z<span class="_ _6"></span>espołu </div><div class="t m0 x4 ha y8c1 ff1 fs4 fc1 sc0 ls0 ws0">przeprowadzającego<span class="_ _6"></span> <span class="_ _21"> </span>badanie. <span class="_ _21"> </span>Również <span class="_ _21"> </span>po <span class="_ _21"> </span>z<span class="_ _6"></span>akończeniu <span class="_ _21"> </span>procesu <span class="_ _21"> </span>bad<span class="_ _6"></span>ania, <span class="_ _21"> </span>firma <span class="_ _21"> </span>audytorsk<span class="_ _6"></span>a <span class="_ _27"> </span>i<span class="_ _6"></span> <span class="_ _27"> </span>c<span class="_ _6"></span>złonkowie </div><div class="t m0 x4 ha y8c2 ff1 fs4 fc1 sc0 ls0 ws0">zespołu <span class="_ _3"></span>biorący <span class="_ _3"></span>udział <span class="_ _3"></span>w <span class="_ _3"></span>badaniu, <span class="_ _3"></span>potwierdzal<span class="_ _6"></span>i <span class="_ _5"></span>swo<span class="_ _6"></span>ją <span class="_ _3"></span>niezależność<span class="_ _6"></span> <span class="_ _5"></span>w <span class="_ _3"></span>trak<span class="_ _6"></span>cie <span class="_ _5"></span>trwani<span class="_ _6"></span>a <span class="_ _5"></span>rewizj<span class="_ _6"></span>i <span class="_ _5"></span>finansow<span class="_ _6"></span>ej <span class="_ _3"></span>poprzez </div><div class="t m0 x4 ha y8c3 ff1 fs4 fc1 sc0 ls0 ws0">złożenie <span class="_ _1a"> </span>stosownych <span class="_ _1a"> </span>ośw<span class="_ _6"></span>iadczeń: <span class="_ _14"> </span>o <span class="_ _1a"> </span>b<span class="_ _6"></span>ezstronności <span class="_ _1a"> </span>i <span class="_ _14"> </span>n<span class="_ _6"></span>iezależności <span class="_ _1a"> </span>firmy <span class="_ _1a"> </span>audytorskiej <span class="_ _1a"> </span>i <span class="_ _1a"> </span>indyw<span class="_ _6"></span>idualne </div><div class="t m0 x4 ha y8c4 ff1 fs4 fc1 sc0 ls0 ws0">oświadczenia bieg<span class="_ _6"></span>łych rewidentów.<span class="_ _6"></span><span class="ff2"> </span></div><div class="t m0 x88 ha y8c5 ff2 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 x4 ha y8c6 ff2 fs4 fc1 sc0 ls0 ws0">Komitet Audytu: </div><div class="t m0 x4 ha y889 ff2 fs4 fc1 sc0 ls0 ws0">- <span class="ff1">na p<span class="_ _6"></span>odstawie art. <span class="_ _6"></span>130 <span class="_ _6"></span>ust.3 ustawy <span class="_ _6"></span>o bie<span class="_ _6"></span>głyc<span class="_ _6"></span></span>h rewide<span class="_ _6"></span>ntach, na <span class="_ _6"></span>posiedzeniu <span class="_ _6"></span>w dniu <span class="_ _6"></span>7 maj<span class="_ _6"></span>a 2018<span class="_ _6"></span> <span class="_ _6"></span>r. w <span class="_ _6"></span>wyniku </div><div class="t m0 x4 ha y8c7 ff1 fs4 fc1 sc0 ls0 ws0">realizacji procedury<span class="_ _6"></span> wyboru, udzielił rekomen<span class="_ _6"></span>dacji Radzie Nadz<span class="_ _6"></span>orczej, odnośnie wyboru firmy <span class="_ _6"></span>audytorskiej do </div><div class="t m0 x4 ha y8c8 ff1 fs4 fc1 sc0 ls0 ws0">przeprowadzenia <span class="_ _6"></span>badania sprawozda<span class="_ _6"></span>ń finansowych, w <span class="_ _6"></span>stosunku do trzech<span class="_ _6"></span> firm, ze <span class="_ _6"></span>wskazanie<span class="_ _6"></span><span class="ff2">m pre<span class="_ _6"></span>ferencji w </span></div><div class="t m0 x4 ha y8c9 ff2 fs4 fc1 sc0 ls0 ws0">stosunku do jednej z n<span class="_ _6"></span>ich.  </div><div class="t m0 x4 ha y8ca ff2 fs4 fc1 sc0 ls0 ws0">- <span class="ff1">na <span class="_ _3"></span>podstawie art. 130 <span class="_ _3"></span>ust. 2 ustawy <span class="_ _3"></span>o biegłych rewidentach, na <span class="_ _3"></span>p<span class="_ _6"></span>osiedzeniu w <span class="_ _3"></span>dniu 24 <span class="_ _0"></span>kwietnia 2020r ud<span class="_ _0"></span>zielił </span></div><div class="t m0 x4 ha y8cb ff1 fs4 fc1 sc0 ls0 ws0">rekomendacji dotyc<span class="_ _6"></span>zącej przedłużenia um<span class="_ _6"></span>owy z wybraną firmą <span class="_ _6"></span>audytorską na kolejny<span class="_ _6"></span> okres.<span class="_ _6"></span><span class="ff2"> </span></div><div class="t m0 x4 ha y8cc ff2 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 x4 ha y8cd ff2 fs4 fc1 sc0 ls0 ws0">Zgodnie <span class="_ _21"> </span>z  <span class="ff1">przyjętymi <span class="_ _21"> </span>regu<span class="_ _6"></span>lacjami, <span class="_ _21"> </span>Komit<span class="_ _6"></span>et <span class="_ _21"> </span>Audytu <span class="_ _28"> </span>podejmując  uchwałę <span class="_ _21"> </span>nr <span class="_ _21"> </span>III/2020  z <span class="_ _21"> </span>dnia <span class="_ _21"> </span>24.04.<span class="_ _6"></span>2020<span class="_ _6"></span></span>  r. </div><div class="t m0 x4 ha y901 ff1 fs4 fc1 sc0 ls0 ws0">rekomendował <span class="_ _27"> </span>Radzie <span class="_ _27"> </span>N<span class="_ _6"></span>adzorczej <span class="_ _27"> </span>wybór <span class="_ _27"> </span>podmiotu<span class="_ _6"></span> <span class="_ _27"> </span>uprawnionego <span class="_ _27"> </span>do <span class="_ _27"> </span>badani<span class="_ _6"></span>a <span class="_ _1e"> </span>s<span class="_ _6"></span>prawozdań <span class="_ _1e"> </span>f<span class="_ _6"></span>inansowych <span class="_ _28"> </span><span class="ff2">- </span></div><div class="t m0 x4 ha y902 ff2 fs4 fc1 sc0 ls0 ws0">Polaudit <span class="_ _e"> </span>s<span class="_ _6"></span>p. <span class="_ _e"> </span>z<span class="_ _6"></span> <span class="_ _e"> </span>o. <span class="_ _1e"> </span>o. <span class="_ _1e"> </span>- <span class="_ _1e"> </span><span class="ff1">w <span class="_ _1e"> </span>ra<span class="_ _6"></span>mach <span class="_ _e"> </span>prz<span class="_ _6"></span>edłużenia <span class="_ _1e"> </span>umowy<span class="_ _6"></span> <span class="_ _e"> </span>na <span class="_ _1e"> </span>badanie <span class="_ _1e"> </span>oraz <span class="_ _1e"> </span>prz<span class="_ _6"></span>eg<span class="_ _6"></span>ląd <span class="_ _e"> </span>s<span class="_ _6"></span>prawozdań <span class="_ _1e"> </span>finansowych </span></div><div class="t m0 x4 ha y903 ff1 fs4 fc1 sc0 ls0 ws0">MIRBUD <span class="_ _1e"> </span>S.A. <span class="_ _1e"> </span>(jednos<span class="_ _6"></span>tkowych <span class="_ _1e"> </span>i <span class="_ _1e"> </span>skonsolidow<span class="_ _6"></span>anych) <span class="_ _e"> </span>s<span class="_ _6"></span>porządzonych <span class="_ _1e"> </span>za<span class="_ _6"></span> <span class="_ _e"> </span>ko<span class="_ _6"></span>lejne <span class="_ _1e"> </span>lata <span class="_ _1e"> </span>obrotowe: <span class="_ _1e"> </span>2020<span class="_ _6"></span>, <span class="_ _e"> </span>202<span class="_ _6"></span>1. </div><div class="t m0 x4 ha y904 ff2 fs4 fc1 sc0 ls0 ws0">Przed udzieleniem rek<span class="_ _6"></span>omendacji (na etapi<span class="_ _6"></span>e zapytania ofertow<span class="_ _6"></span>ego<span class="ff1">) <span class="_ _6"></span>Komitet Audytu brał po<span class="_ _6"></span>d uwagę:<span class="_ _6"></span></span> </div><div class="t m0 x88 ha y905 ff2 fs4 fc1 sc0 ls14 ws0">1.<span class="ls0"> <span class="_ _24"> </span><span class="ff1">oś<span class="_ _6"></span>wiadczenie złożone na p<span class="_ _6"></span>odstawie</span> <span class="ff1">art.<span class="_ _6"></span> 74 ustawy o biegłyc<span class="_ _6"></span>h rewidentach, <span class="_ _6"></span></span> </span></div><div class="t m0 x88 ha y906 ff2 fs4 fc1 sc0 ls14 ws0">2.<span class="ls0"> <span class="_ _24"> </span><span class="ff1">infor<span class="_ _6"></span>macje <span class="_ _10"></span>ujawnione <span class="_ _f"></span>w <span class="_ _10"></span>sprawozdaniu <span class="_ _10"></span>z <span class="_ _10"></span>prz<span class="_ _6"></span>ejrzystośc<span class="_ _6"></span>i <span class="_ _10"></span>opublikowanym <span class="_ _10"></span>prz<span class="_ _6"></span>ez <span class="_ _10"></span>Polaudit <span class="_ _10"></span>sp. <span class="_ _10"></span>z<span class="_ _6"></span> <span class="_ _10"></span>o. <span class="_ _10"></span>o. <span class="_ _10"></span>za<span class="_ _6"></span> </span></span></div><div class="t m0 x24 ha y907 ff2 fs4 fc1 sc0 ls0 ws0">okres 01.07.2018 <span class="_ _6"></span><span class="ff1">–</span> <span class="ff1">30.06.2019; w s<span class="_ _6"></span>zczególności:<span class="_ _6"></span></span> </div><div class="t m0 x5 ha y908 ff2 fs4 fc1 sc0 ls0 ws0">- <span class="_ _e"></span><span class="ff1">oświadczenia <span class="_ _e"> </span>Po<span class="_ _6"></span>laudit <span class="_ _f"></span>s<span class="_ _6"></span>p. <span class="_ _e"></span>z <span class="_ _e"></span>o. <span class="_ _e"></span>o., <span class="_ _e"> </span>o <span class="_ _e"></span>stosowanej <span class="_ _e"> </span>p<span class="_ _6"></span>olityce <span class="_ _e"></span>w <span class="_ _1e"> </span>zakresie <span class="_ _e"> </span>za<span class="_ _6"></span>pewnienia <span class="_ _e"> </span>niezależnośc<span class="_ _6"></span>i <span class="_ _f"></span>i </span></div><div class="t m0 x5 ha y909 ff1 fs4 fc1 sc0 ls0 ws0">potwierdzenie, że zos<span class="_ _6"></span>tała przeprowadzona w<span class="_ _6"></span>ewnętrzna kontrola zasad n<span class="_ _6"></span>iezależności<span class="_ _10"></span><span class="ff2"> </span></div><div class="t m0 x5 ha y90a ff2 fs4 fc1 sc0 ls0 ws0">- <span class="ff1">informacje o os<span class="_ _6"></span>iągniętych przez Polaudit sp. z<span class="_ _6"></span> o. o. całkowitych przyc<span class="_ _6"></span>hodach <span class="_ _6"></span></span> </div><div class="t m0 x5 ha y90b ff2 fs4 fc1 sc0 ls0 ws0">- <span class="ff1">informacje o zasad<span class="_ _6"></span>ach wynagradzania k<span class="_ _6"></span>luczowych biegłych <span class="_ _6"></span>rewid<span class="_ _6"></span>entów</span> </div><div class="t m0 x4 ha y90c ff2 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 x4 ha y90d ff1 fs4 fc1 sc0 ls0 ws0">Firma <span class="_ _6"></span>audyt<span class="_ _6"></span>orska <span class="_ _6"></span>Po<span class="_ _6"></span>laudit <span class="_ _6"></span>s<span class="_ _6"></span>p. <span class="_ _6"></span>z <span class="_ _6"></span>o. <span class="_ _10"></span>o. <span class="_ _10"></span>przeprowadz<span class="_ _6"></span>ająca <span class="_ _6"></span>bad<span class="_ _6"></span>anie <span class="_ _6"></span>spr<span class="_ _6"></span>awozdań <span class="_ _6"></span>f<span class="_ _6"></span>inansowych <span class="_ _6"></span>za <span class="_ _10"></span>lata <span class="_ _10"></span>obrotowe </div><div class="t m0 x4 ha y90e ff1 fs4 fc1 sc0 ls0 ws0">2019 <span class="_ _6"></span>i 2<span class="_ _6"></span>020 by<span class="_ _6"></span>ła <span class="_ _6"></span>podmiotem <span class="_ _6"></span>wybranym <span class="_ _6"></span>do<span class="_ _6"></span> świa<span class="_ _6"></span>dczenia <span class="_ _6"></span>dodatkowej<span class="_ _6"></span> usługi<span class="_ _6"></span> na <span class="_ _6"></span>rze<span class="_ _6"></span>cz <span class="_ _6"></span>MIRBUD <span class="_ _6"></span>S.A. z<span class="_ _6"></span> <span class="_ _6"></span>zakresu </div><div class="t m0 x4 ha y5ad ff1 fs4 fc1 sc0 ls0 ws0">usług <span class="_ _f"></span>dozwolonyc<span class="_ _6"></span>h <span class="_ _f"></span>tj. <span class="_ _f"></span>Ocenę <span class="_ _f"></span>spraw<span class="_ _6"></span>ozdania <span class="_ _e"> </span>o <span class="_ _e"></span>wynagrodzeniach <span class="_ _f"></span>Z<span class="_ _6"></span>arządu <span class="_ _f"></span>i <span class="_ _f"></span>R<span class="_ _6"></span>ady <span class="_ _f"></span>Nadzorczej<span class="_ _6"></span> <span class="_ _f"></span>za <span class="_ _f"></span>lata <span class="_ _f"></span>2019 <span class="_ _e"> </span>i </div><div class="t m0 x4 ha y90f ff2 fs4 fc1 sc0 ls0 ws0">2020. </div><div class="t m0 x4 ha y910 ff2 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 x4 ha y911 ff1 fs4 fc1 sc0 ls0 ws0">Komitet <span class="_ _13"> </span>Audytu <span class="_ _13"> </span>przean<span class="_ _6"></span>alizował <span class="_ _13"> </span>ofertę <span class="_ _13"> </span>złożoną <span class="_ _13"> </span>prz<span class="_ _6"></span>ez <span class="_ _29"> </span>Po<span class="_ _6"></span>laudit <span class="_ _29"> </span>sp. <span class="_ _13"> </span>z <span class="_ _13"> </span>o. <span class="_ _13"> </span>o. <span class="_ _12"> </span>na <span class="_ _13"> </span>Przeprowadzen<span class="_ _6"></span>ie <span class="_ _29"> </span>oc<span class="_ _6"></span>eny </div><div class="t m0 x4 ha y117 ff1 fs4 fc1 sc0 ls0 ws0">Sprawozdania <span class="_ _f"></span>o <span class="_ _f"></span>wynagrodzeniach <span class="_ _f"></span>Zarządu <span class="_ _f"></span>i <span class="_ _10"></span>Rady<span class="_ _6"></span> <span class="_ _10"></span>N<span class="_ _6"></span>adzorczej <span class="_ _f"></span>za <span class="_ _10"></span>lata<span class="_ _6"></span> <span class="_ _10"></span>2019<span class="_ _6"></span> <span class="_ _f"></span>i <span class="_ _10"></span>2020. <span class="_ _f"></span>Zapoznał <span class="_ _f"></span>się <span class="_ _10"></span>z<span class="_ _6"></span> <span class="_ _e"> </span><span class="ff2">c<span class="_ _6"></span>elem <span class="_ _10"></span>i </span></div><div class="t m0 x4 ha y912 ff1 fs4 fc1 sc0 ls0 ws0">zakresem <span class="_ _10"></span>usługi <span class="_ _10"></span>atestacyj<span class="_ _6"></span>nej, <span class="_ _6"></span>standarde<span class="_ _6"></span>m <span class="_ _6"></span>zgod<span class="_ _6"></span>nie <span class="_ _6"></span>z<span class="_ _6"></span> <span class="_ _6"></span>którym <span class="_ _10"></span>będzie <span class="_ _10"></span>przeprow<span class="_ _6"></span>adzona <span class="_ _10"></span>przez <span class="_ _10"></span>Polaudit <span class="_ _10"></span>sp. <span class="_ _10"></span>z <span class="_ _10"></span>o. </div><div class="t m0 x4 ha y913 ff1 fs4 fc1 sc0 ls0 ws0">o. <span class="_ _f"></span>ocena <span class="_ _10"></span>spraw<span class="_ _6"></span>ozdania <span class="_ _f"></span>(Międzynarodowy <span class="_ _f"></span>Standard <span class="_ _f"></span>Usług <span class="_ _f"></span>Atestacyjnych <span class="_ _f"></span>3000) <span class="_ _f"></span>oraz <span class="_ _f"></span>proponowaną <span class="_ _f"></span>ceną <span class="_ _10"></span>z<span class="_ _6"></span>a </div><div class="t m0 x4 h5 y914 ff1 fs4 fc1 sc0 ls0 ws0">usługę.<span class="ff2 fs2"> <span class="_ _12"> </span></span>Polaudit <span class="_ _13"> </span>sp. <span class="_ _12"> </span>z <span class="_ _13"> </span>o. <span class="_ _12"> </span>o. <span class="_ _13"> </span>przedłoży<span class="_ _6"></span>ła <span class="_ _29"> </span>d<span class="_ _6"></span>o <span class="_ _13"> </span>oc<span class="_ _6"></span>eny <span class="_ _13"> </span>Komitetu <span class="_ _13"> </span>A<span class="_ _6"></span>udytu <span class="_ _13"> </span>Oświadc<span class="_ _6"></span>zenie <span class="_ _29"> </span>o <span class="_ _12"> </span>bezstronn<span class="_ _6"></span>ości <span class="_ _13"> </span>i </div><div class="t m0 x4 ha y915 ff1 fs4 fc1 sc0 ls0 ws0">niezależności od MIR<span class="_ _6"></span>BUD S.A.<span class="ff2"> </span></div><div class="t m0 x4 ha y916 ff2 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 x4 ha y917 ff1 fs4 fc1 sc0 ls0 ws0">Komitet Audytu po <span class="_ _6"></span>analizie wszys<span class="_ _6"></span>tkich dostępnych informacji stwierdz<span class="_ _6"></span>ił, iż:<span class="_ _6"></span><span class="ff2"> </span></div><div class="t m0 x88 ha ya3f ff15 fs4 fc1 sc0 ls0 ws0">−<span class="ff2"> <span class="_ _20"> </span><span class="ff1">świadczona <span class="_ _21"> </span>usługa <span class="_ _21"> </span>nie <span class="_ _21"> </span>ma <span class="_ _21"> </span>wpływu <span class="_ _21"> </span>na <span class="_ _21"> </span>badane <span class="_ _21"> </span>sprawozdania <span class="_ _21"> </span>finansowe<span class="_ _6"></span> <span class="_ _27"> </span>MIRBUD <span class="_ _21"> </span>S.A. <span class="_ _21"> </span>i <span class="_ _21"> </span>nie <span class="_ _21"> </span>jest </span></span></div><div class="t m0 x24 ha y384 ff1 fs4 fc1 sc0 ls0 ws0">związana z polityką p<span class="_ _6"></span>odatkową Spółki.<span class="_ _6"></span><span class="ff2"> </span></div><div class="t m0 x88 ha ya40 ff15 fs4 fc1 sc0 ls0 ws0">−<span class="ff2"> <span class="_ _20"> </span><span class="ff1">oświadczenie<span class="_ _6"></span> <span class="_ _1e"> </span>Polaudit <span class="_ _1e"> </span>sp. <span class="_ _1e"> </span>z<span class="_ _6"></span> <span class="_ _e"> </span>o. <span class="_ _1e"> </span>o.<span class="_ _6"></span> <span class="_ _e"> </span>i<span class="_ _6"></span> <span class="_ _e"> </span>kluczow<span class="_ _6"></span>ego <span class="_ _1e"> </span>biegłego <span class="_ _1e"> </span>rewide<span class="_ _6"></span>nta <span class="_ _1e"> </span>przeprowadz<span class="_ _6"></span>ającego <span class="_ _1e"> </span>badanie, </span></span></div><div class="t m0 x24 ha ya41 ff1 fs4 fc1 sc0 ls0 ws0">odnośnie <span class="_ _26"> </span>zachowan<span class="_ _6"></span>ia <span class="_ _26"> </span>wymogów <span class="_ _25"> </span>niezależności <span class="_ _25"> </span>określonych <span class="_ _26"> </span>odpowied<span class="_ _6"></span>nio <span class="_ _26"> </span>w <span class="_ _26"> </span>z<span class="_ _6"></span>asadach <span class="_ _26"> </span>etyki </div><div class="t m0 x24 ha ya42 ff1 fs4 fc1 sc0 ls0 ws0">zawodowej <span class="_ _3"></span>oraz<span class="_ _6"></span> <span class="_ _5"></span>s<span class="_ _6"></span>tandardach <span class="_ _3"></span>wykonywan<span class="_ _6"></span>ia <span class="_ _3"></span>usług <span class="_ _3"></span>innych ni<span class="_ _0"></span>ż <span class="_ _3"></span>badan<span class="_ _6"></span>ie <span class="_ _3"></span>przez <span class="_ _3"></span>przyj<span class="_ _6"></span>mującą <span class="_ _3"></span>zlecenie <span class="_ _3"></span>firmę </div><div class="t m0 x24 ha y1f8 ff1 fs4 fc1 sc0 ls0 ws0">audytorską <span class="_ _e"> </span>i <span class="_ _e"></span>w <span class="_ _e"></span>zakresie <span class="_ _e"> </span>zgodności <span class="_ _e"> </span>z <span class="_ _e"> </span>prz<span class="_ _6"></span>episami <span class="_ _e"></span>art. <span class="_ _e"> </span>69<span class="_ _6"></span><span class="ff2">-</span>73 <span class="_ _e"> </span>ustawy<span class="_ _6"></span> <span class="_ _f"></span>o <span class="_ _e"> </span>bieg<span class="_ _6"></span>łych <span class="_ _f"></span>rewid<span class="_ _6"></span>entach <span class="_ _e"></span>zostało </div></div></div><div class="pi" ></div></div><div id="pf65" class="pf w0 h0" ><div class="pc pc65 w0 h0"><img class="bi x6 y2b we5 hc2" alt="" src="data:image/png;base64,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class="c x0 y0 w3 h0"><div class="t m0 x9c h8 y6e0 ff4 fs3 fc3 sc0 ls0 ws0">SPRAWOZDANE ZARZĄDU Z DZIAŁALNOŚCI<span class="ff3"> MIRBUD S.A. ZA <span class="ls4">ROK</span> <span class="ls5">20</span>21<span class="fc4"> </span></span></div><div class="t m0 x4 h6 y6e1 ff3 fs2 fc1 sc0 ls0 ws0"> </div></div><div class="c x4 y2e wba h3c"><div class="t m0 x7b ha y173 ff2 fs4 fc3 sc0 ls0 ws0">MIRBUD <span class="ls6">| </span><span class="ff1">P<span class="_ _6"></span>olityka świadczenia dozw<span class="_ _6"></span>olonych usług nie<span class="_ _6"></span>będących badaniem spraw<span class="_ _6"></span>ozdań </span></div><div class="t m0 x13c ha y222 ff1 fs4 fc3 sc0 ls0 ws0">finansowych MIRBUD<span class="_ _6"></span> S.A. oraz Grupy Kapit<span class="_ _6"></span>ałowej M<span class="ff2">I<span class="_ _6"></span>RBUD </span></div></div><div class="c x9 y2e wbb h3c"><div class="t m0 xa hb y223 ff3 fs1 fc0 sc0 ls11 ws0">101<span class="fs2 ls0"> </span></div></div><div class="c x0 y0 w3 h0"><div class="t m0 x4 h6 y31 ff3 fs2 fc1 sc0 ls0 ws0"> </div></div><div class="c xb y6e2 w7 h7f"><div class="t m0 xc hd y673 ff5 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x0 y0 w3 h0"><div class="t m0 x24 ha y7a5 ff1 fs4 fc1 sc0 ls0 ws0">złożone i zweryfikowan<span class="_ _6"></span>e<span class="ff2"> </span></div><div class="t m0 x88 ha ya43 ff15 fs4 fc1 sc0 ls0 ws0">−<span class="ff2"> <span class="_ _20"> </span><span class="ff1">Polaudit <span class="_ _10"></span>sp. <span class="_ _f"></span>z <span class="_ _10"></span>o. <span class="_ _10"></span>o. <span class="_ _10"></span>nie <span class="_ _10"></span>świ<span class="_ _6"></span>adczy <span class="_ _10"></span>na <span class="_ _10"></span>rz<span class="_ _6"></span>ecz <span class="_ _6"></span>j<span class="_ _6"></span>ednostek <span class="_ _10"></span>kontrolowanyc<span class="_ _6"></span>h <span class="_ _10"></span>przez <span class="_ _10"></span>MIRBUD <span class="_ _f"></span>S.A. <span class="_ _10"></span>(Spół<span class="_ _6"></span></span>ek <span class="_ _f"></span>z </span></div><div class="t m0 x24 ha y982 ff1 fs4 fc1 sc0 ls0 ws0">Grupy <span class="_ _32"> </span>Kapit<span class="_ _6"></span>ałowej) <span class="_ _32"> </span>dod<span class="_ _6"></span>atkowych <span class="_ _32"> </span>usł<span class="_ _6"></span>ug <span class="_ _32"> </span>dozwolo<span class="_ _6"></span>nych <span class="_ _32"> </span>niebędący<span class="_ _6"></span>ch <span class="_ _32"> </span>badanie<span class="_ _6"></span>m <span class="_ _32"> </span>sprawozdań<span class="_ _6"></span> </div><div class="t m0 x24 ha ya44 ff2 fs4 fc1 sc0 ls0 ws0">finansowych<span class="_ _6"></span> </div><div class="t m0 x88 ha y516 ff15 fs4 fc1 sc0 ls0 ws0">−<span class="ff2"> <span class="_ _20"> </span><span class="ff1">całkowite wyna<span class="_ _6"></span>grodzenie Polaudit sp. z o.<span class="_ _6"></span> o. za świadcz<span class="_ _6"></span>enie na rzecz MIRBUD S.<span class="_ _6"></span>A., <span class="_ _6"></span></span> </span></div><div class="t m0 x24 ha y517 ff2 fs4 fc1 sc0 ls0 ws0">nie przekroczy<span class="_ _6"></span> kryterium<span class="_ _6"></span>, <span class="ff1">o k<span class="_ _6"></span>tórym mowa w <span class="_ _6"></span>art. 4 us<span class="_ _6"></span>t. 2 akapit <span class="_ _6"></span>pierwszy Roz<span class="_ _6"></span>porząd<span class="_ _6"></span>zenia Parlamentu<span class="_ _6"></span> </span></div><div class="t m0 x24 ha y518 ff2 fs4 fc1 sc0 ls0 ws0">Europejskiego i Rady<span class="_ _6"></span> (UE) nr 537/2014 z d<span class="_ _6"></span>nia 16 kwietnia 2014<span class="_ _6"></span> <span class="ls10">r.</span> </div><div class="t m0 x4 ha y9ea ff2 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 x4 ha ya45 ff1 fs4 fc1 sc0 ls0 ws0">Komitet <span class="_ _2f"> </span>Audytu <span class="_ _2f"> </span>nie <span class="_ _2f"> </span>zidentyfikow<span class="_ _6"></span>ał <span class="_ _2f"> </span>jakichkolwiek <span class="_ _2f"> </span>zagrożeń <span class="_ _2f"> </span>dla <span class="_ _2f"> </span>utraty<span class="_ _6"></span> <span class="_ _2f"> </span>niezależności <span class="_ _10"></span><span class="ff2"> </span></div><div class="t m0 x4 ha y9ec ff2 fs4 fc1 sc0 ls0 ws0">Polaudit <span class="_ _10"></span>sp. <span class="_ _f"></span>z <span class="_ _10"></span>o. <span class="_ _10"></span>o.<span class="_ _6"></span> <span class="_ _10"></span>- <span class="_ _f"></span><span class="ff1">firmy <span class="_ _10"></span>audytors<span class="_ _6"></span>kiej <span class="_ _10"></span>przeprowa<span class="_ _6"></span>dzającej <span class="_ _10"></span>badan<span class="_ _6"></span>ie <span class="_ _10"></span>sprawozd<span class="_ _6"></span>ań <span class="_ _10"></span>finan<span class="_ _6"></span></span>s<span class="_ _6"></span>owych <span class="_ _10"></span>MIRB<span class="_ _6"></span>UD <span class="_ _10"></span>S.A. </div><div class="t m0 x4 ha y9ed ff1 fs4 fc1 sc0 ls0 ws0">(jednostkowego <span class="_ _1e"> </span>i <span class="_ _f"></span>sk<span class="_ _6"></span>onsolidowanego)<span class="_ _6"></span> <span class="_ _f"></span>w <span class="_ _1e"> </span>przypadku <span class="_ _e"> </span>wy<span class="_ _6"></span>boru <span class="_ _e"> </span>Polaudit <span class="_ _e"> </span>sp.<span class="_ _6"></span> <span class="_ _f"></span>z<span class="_ _6"></span> <span class="_ _f"></span>o.<span class="_ _6"></span> <span class="_ _f"></span>o.<span class="_ _6"></span> <span class="_ _f"></span>d<span class="_ _6"></span>o <span class="_ _f"></span>prz<span class="_ _6"></span>eprowadzenia <span class="_ _e"> </span>us<span class="_ _6"></span>ługi </div><div class="t m0 x4 ha y9ee ff1 fs4 fc1 sc0 ls0 ws0">atestacyjnej <span class="_ _3"></span>pol<span class="_ _6"></span>egającej <span class="_ _3"></span>na ocenia <span class="_ _5"></span>S<span class="_ _6"></span>prawozdania <span class="_ _3"></span>o wynagrodzeniach <span class="_ _3"></span>Zarządu <span class="_ _0"></span>i <span class="_ _3"></span>Rady <span class="_ _0"></span>Nadzorczej <span class="_ _0"></span>za <span class="_ _3"></span>lata <span class="_ _0"></span>2019 </div><div class="t m0 x4 ha y9ef ff2 fs4 fc1 sc0 ls0 ws0">i 2020.  </div><div class="t m0 x4 ha ya46 ff2 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 x4 ha y502 ff2 fs4 fc1 sc0 ls0 ws0">Rada Nadzorcza podej<span class="_ _6"></span>m<span class="ff1">ując uchwałę nr VIII/2021 z d<span class="_ _6"></span>nia 21 maja 2021 </span>w<span class="ff1">yrazi<span class="_ _6"></span>ła zgodę na zawarcie umowy <span class="_ _6"></span>z </span></div><div class="t m0 x4 ha y9f1 ff1 fs4 fc1 sc0 ls0 ws0">biegłym <span class="_ _28"> </span>rewidentem  na <span class="_ _28"> </span>przeprowadze<span class="_ _6"></span>nie <span class="_ _21"> </span>us<span class="_ _6"></span>ługi  atestacyjnej<span class="_ _6"></span><span class="ff2">  - <span class="_ _21"> </span>oceny  Sprawozdania  o <span class="_ _21"> </span>wynagrodze<span class="_ _6"></span>niach </span></div><div class="t m0 x4 ha y9f2 ff1 fs4 fc1 sc0 ls0 ws0">członków Zarządu i Rady N<span class="_ _6"></span>adzorczej MIRBU<span class="_ _6"></span>D S.A. za lata 2019 <span class="_ _6"></span><span class="ff2">-2020 </span></div><div class="t m0 x4 ha y412 ff2 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 x4 h10 y815 ff7 fs0 fc1 sc0 ls0 ws0">14.13. <span class="_ _7"></span><span class="ff8">P<span class="_ _6"></span>olityka <span class="_ _10"></span>świadczenia <span class="_ _10"></span>dozwolonych <span class="_ _10"></span>usług <span class="_ _10"></span>niebędących <span class="_ _f"></span>b<span class="_ _0"></span>adaniem <span class="_ _10"></span>sprawozdań </span></div><div class="t m0 x88 h10 y44 ff8 fs0 fc1 sc0 ls0 ws0">finansowych MIRBUD S.A. oraz Grupy Kapitałowej MIRBUD<span class="ff7"> </span></div><div class="t m0 x4 ha ya47 ff1 fs4 fc1 sc0 ls0 ws0">Firma <span class="_ _e"> </span>audytorsk<span class="_ _6"></span>a <span class="_ _e"></span>przepro<span class="_ _6"></span>wadzającą <span class="_ _e"> </span>b<span class="_ _6"></span>adanie, <span class="_ _e"> </span>podm<span class="_ _6"></span>ioty <span class="_ _e"> </span>powiązane <span class="_ _1e"> </span>z<span class="_ _6"></span><span class="ff2"> <span class="_ _f"></span></span><span class="lsc">tą</span><span class="ff2"> <span class="_ _10"></span></span>firm<span class="_ _6"></span>ą<span class="ff2"> <span class="_ _10"></span></span>a<span class="_ _6"></span>udytorską<span class="ff2"> <span class="_ _f"></span></span>o<span class="_ _3"></span>ra<span class="_ _3"></span>z<span class="_ _3"></span> <span class="_ _f"></span>f<span class="_ _3"></span>ir<span class="_ _3"></span>m<span class="_ _3"></span>y <span class="_ _10"></span>b<span class="_ _3"></span>ęd<span class="_ _3"></span>ą<span class="_ _3"></span>ce<span class="_ _5"></span> </div><div class="t m0 x4 ha y615 ff1 fs4 fc1 sc0 ls0 ws0">członkiem<span class="ff2"> <span class="_ _1e"> </span>sieci <span class="_ _1e"> </span>firmy <span class="_ _e"> </span>audy<span class="_ _6"></span>tor</span>skiej <span class="_ _21"> </span>mogą <span class="_ _21"> </span>świadczyć <span class="_ _21"> </span>na <span class="_ _21"> </span>rzecz <span class="_ _21"> </span>badanej <span class="_ _21"> </span>jednostki <span class="_ _21"> </span>oraz <span class="_ _21"> </span>jednostek <span class="_ _21"> </span>przez <span class="_ _21"> </span>nią </div><div class="t m0 x4 ha ya48 ff1 fs4 fc1 sc0 ls0 ws0">kontrolowanych, <span class="_ _6"></span>us<span class="_ _6"></span>ługi ni<span class="_ _6"></span>ebędące <span class="_ _6"></span>badaniem <span class="_ _6"></span>spraw<span class="_ _6"></span>ozdań <span class="_ _6"></span>finansowych <span class="_ _6"></span>in<span class="_ _6"></span>ne n<span class="_ _6"></span>iż <span class="_ _6"></span>zabronione <span class="_ _6"></span>usługi <span class="_ _6"></span>niebęd<span class="_ _6"></span>ące </div><div class="t m0 x4 ha ya49 ff1 fs4 fc1 sc0 ls0 ws0">czynnościami rewizji f<span class="_ _6"></span>inansowej.<span class="_ _6"></span><span class="ff2"> </span></div><div class="t m0 x4 h3 ya4a ff2 fs0 fc1 sc0 ls3b ws0">1.<span class="ls0"> <span class="_ _42"> </span><span class="ff1 fs4">Dopuszcza <span class="_ _6"></span>się p<span class="_ _6"></span>o uprzed<span class="_ _6"></span>nim uzy<span class="_ _6"></span>skaniu o<span class="_ _6"></span>pinii Kom<span class="_ _6"></span>i<span class="ff2">tet<span class="_ _6"></span>u Audy<span class="_ _6"></span>tu Rady<span class="_ _6"></span> Nadzorc<span class="_ _6"></span>zej MIRB<span class="_ _6"></span>UD S<span class="_ _6"></span>.A. (dalej<span class="_ _6"></span>: </span></span></span></div><div class="t m0 xef ha ya4b ff1 fs4 fc1 sc0 ls0 ws0">Komitet <span class="_ _f"></span>Audytu), <span class="_ _f"></span>świ<span class="_ _6"></span>adczenie <span class="_ _f"></span>usług <span class="_ _f"></span>je<span class="_ _6"></span>dynie <span class="_ _f"></span>w <span class="_ _f"></span>zakresie <span class="_ _f"></span>niezwi<span class="_ _6"></span>ązanym <span class="_ _f"></span>z <span class="_ _f"></span>polityką <span class="_ _f"></span>podatk<span class="_ _6"></span>ową <span class="_ _f"></span>badanej </div><div class="t m0 xef ha ya4c ff1 fs4 fc1 sc0 ls0 ws0">jednostki do których w s<span class="_ _6"></span>zczególności należą:<span class="_ _6"></span><span class="ff2"> </span></div><div class="t m0 xc ha y9ad ff2 fs4 fc1 sc0 ls14 ws0">1)<span class="ls0"> <span class="_ _40"> </span><span class="ff1">usługi <span class="_ _1c"> </span>przeprowa<span class="_ _6"></span>dzania</span> <span class="_ _26"> </span>procedur <span class="_ _26"> </span><span class="ff1">n<span class="_ _6"></span>ależytej</span> <span class="_ _26"> </span><span class="ff1">stara<span class="_ _6"></span>nności</span> <span class="_ _26"> </span>(due <span class="_ _26"> </span>dilligence) <span class="_ _25"> </span>w <span class="_ _c"> </span>zakresie <span class="_ _26"> </span>kondycji </span></div><div class="t m0 xef ha y9ae ff2 fs4 fc1 sc0 ls0 ws0">ekonomiczno-fina<span class="_ _6"></span>nsowej; </div><div class="t m0 xc ha ya4d ff2 fs4 fc1 sc0 ls14 ws0">2)<span class="ls0"> <span class="_ _40"> </span><span class="ff1">usługi wydawa<span class="_ _6"></span>nia</span> <span class="_ _5"></span><span class="ff1">listów<span class="ff2"> <span class="_ _2"></span><span class="ff1">poświadczając<span class="_ _6"></span>ych wykonywane w związku z prospekte<span class="_ _6"></span>m emisyjnym badanej </span></span></span></span></div><div class="t m0 xef ha ya4e ff1 fs4 fc1 sc0 ls0 ws0">jednostki,  przeprow<span class="_ _6"></span>adzane  zgodnie  z  kr<span class="_ _6"></span>ajowym  standard<span class="_ _6"></span>em  usług  pokrewnyc<span class="_ _6"></span>h  i  polegające<span class="_ _6"></span>  na </div><div class="t m0 xef ha ya4f ff2 fs4 fc1 sc0 ls0 ws0">przeprowadzaniu uz<span class="_ _6"></span>godnionych procedur;<span class="_ _6"></span> </div><div class="t m0 xc ha y9b2 ff2 fs4 fc1 sc0 ls14 ws0">3)<span class="ls0"> <span class="_ _40"> </span><span class="ff1">usługi  atestacyj<span class="_ _6"></span>ne  w <span class="_ _21"> </span>zak<span class="_ _6"></span>resie  informacji  finansowych  pro  forma,  prognoz  wyników  l<span class="_ _0"></span>ub  wyników </span></span></div><div class="t m0 xef ha y9b3 ff2 fs4 fc1 sc0 ls0 ws0">szacunkowych, zami<span class="_ _6"></span>eszczane <span class="_ _3"></span>w<span class="_ _6"></span> <span class="_ _5"></span>prospekc<span class="_ _6"></span>ie <span class="_ _3"></span>emisyj<span class="_ _6"></span>nym <span class="_ _3"></span>badanej <span class="_ _0"></span>jednostki; </div><div class="t m0 xc ha y764 ff2 fs4 fc1 sc0 ls14 ws0">4)<span class="ls0"> <span class="_ _40"> </span><span class="ff1">badani<span class="_ _6"></span>e <span class="_ _3"></span>historycznych <span class="_ _3"></span>infor<span class="_ _6"></span>macji <span class="_ _3"></span>finansowych <span class="_ _0"></span>do <span class="_ _3"></span>prospektu, <span class="_ _3"></span>o <span class="_ _3"></span>który<span class="_ _6"></span>m <span class="_ _0"></span>mowa <span class="_ _3"></span>w <span class="_ _3"></span>rozporz<span class="_ _6"></span>ądzeniu <span class="_ _3"></span>Komisji </span></span></div><div class="t m0 xef ha y744 ff1 fs4 fc1 sc0 ls0 ws0">(WE) <span class="_ _27"> </span>nr <span class="_ _21"> </span>809/2004 <span class="_ _27"> </span>z<span class="_ _6"></span> <span class="_ _27"> </span>dnia <span class="_ _21"> </span>29 <span class="_ _27"> </span>kwietnia <span class="_ _21"> </span>2004 <span class="_ _27"> </span>r. <span class="_ _21"> </span> <span class="_ _27"> </span>wyk<span class="_ _6"></span>onującym <span class="_ _27"> </span>dyrek<span class="_ _6"></span>tywę <span class="_ _27"> </span>2003/7<span class="_ _6"></span>1/WE <span class="_ _27"> </span>Parlament<span class="_ _6"></span>u </div><div class="t m0 xef ha ya50 ff1 fs4 fc1 sc0 ls0 ws0">Europejskiego <span class="_ _3"></span>i <span class="_ _3"></span>Rady <span class="_ _5"></span>w<span class="_ _6"></span> <span class="_ _5"></span>spr<span class="_ _6"></span>awie <span class="_ _3"></span>informacji <span class="_ _3"></span>zawartych <span class="_ _3"></span>w <span class="_ _3"></span>prospektach <span class="_ _3"></span>emisyjnyc<span class="_ _6"></span>h <span class="_ _5"></span>oraz<span class="_ _6"></span> <span class="_ _5"></span>formy,<span class="_ _6"></span> <span class="_ _5"></span>włączeni<span class="_ _6"></span>a </div><div class="t m0 xef ha y8aa ff2 fs4 fc1 sc0 ls0 ws0">przez odniesienie i pub<span class="_ _6"></span>likacji takich <span class="_ _3"></span><span class="ff1">prospek<span class="_ _6"></span>tów<span class="ff2"> <span class="_ _5"></span>em<span class="_ _6"></span>isyjnych <span class="_ _3"></span>oraz <span class="_ _3"></span>rozpows<span class="_ _6"></span>zechniania <span class="_ _3"></span>reklam;<span class="_ _6"></span> </span></span></div><div class="t m0 xc ha y8ab ff2 fs4 fc1 sc0 ls14 ws0">5)<span class="ls0"> <span class="_ _40"> </span>wery<span class="_ _6"></span>fikacja <span class="_ _2"></span><span class="ff1">pakietów<span class="ff2"> <span class="_ _2"></span>konsol<span class="_ _6"></span>idacyjnych; </span></span></span></div><div class="t m0 xc ha y8ac ff2 fs4 fc1 sc0 ls14 ws0">6)<span class="ls0"> <span class="_ _40"> </span><span class="ff1">potw<span class="_ _6"></span>ierdzanie <span class="_ _e"></span>spełnienia<span class="_ _6"></span> <span class="_ _f"></span>w<span class="_ _6"></span>arunków <span class="_ _e"> </span>zawartyc<span class="_ _6"></span>h <span class="_ _e"></span>umów <span class="_ _e"> </span>k<span class="_ _6"></span>redytowych <span class="_ _e"></span>na <span class="_ _e"> </span>podstaw<span class="_ _6"></span>ie <span class="_ _f"></span>an<span class="_ _6"></span>alizy <span class="_ _e"></span>informacji </span></span></div><div class="t m0 xef ha y8ad ff1 fs4 fc1 sc0 ls0 ws0">finansowych pochodzący<span class="_ _6"></span>ch<span class="_ _6"></span><span class="ff2"> <span class="_ _3"></span><span class="lse">ze<span class="ls0"> <span class="_ _3"></span>zbadanych <span class="_ _0"></span>przez <span class="_ _3"></span><span class="ff1">daną<span class="_ _6"></span><span class="ff2"> <span class="_ _3"></span><span class="ff1">firmę<span class="ff2"> <span class="_ _3"></span><span class="ff1">a<span class="_ _6"></span>udytorską<span class="ff2"> <span class="_ _3"></span><span class="ff1">s<span class="_ _6"></span>prawozdań<span class="ff2"> fi<span class="_ _0"></span>nansowych;<span class="_ _6"></span> </span></span></span></span></span></span></span></span></span></span></span></div><div class="t m0 xc ha ya51 ff2 fs4 fc1 sc0 ls14 ws0">7)<span class="ls0"> <span class="_ _40"> </span><span class="ff1">usługi <span class="_ _12"> </span>atestacyj<span class="_ _6"></span>ne <span class="_ _13"> </span>w <span class="_ _12"> </span>zakresie <span class="_ _12"> </span>sprawozdawcz<span class="_ _6"></span>ości <span class="_ _13"> </span>dotycz<span class="_ _6"></span>ącej <span class="_ _13"> </span>ładu <span class="_ _12"> </span>korporacyjnego<span class="_ _6"></span>, <span class="_ _13"> </span>zarządzani<span class="_ _6"></span>a </span></span></div><div class="t m0 xef ha y9b6 ff1 fs4 fc1 sc0 ls0 ws0">ryzykiem oraz społecznej o<span class="_ _6"></span>dpowiedzialności<span class="_ _6"></span><span class="ff2"> <span class="_ _2"></span>bizn<span class="_ _6"></span>esu; </span></div><div class="t m0 xc ha y9b7 ff2 fs4 fc1 sc0 ls14 ws0">8)<span class="ls0"> <span class="_ _40"> </span><span class="ff1">usługi <span class="_ _21"> </span>polegające<span class="_ _6"></span> <span class="_ _27"> </span>na <span class="_ _21"> </span>ocenie <span class="_ _21"> </span>zgodności <span class="_ _21"> </span>informacji <span class="_ _21"> </span>ujawnianych <span class="_ _21"> </span>przez<span class="_ _6"></span> <span class="_ _27"> </span>instytucje  </span>finansowe <span class="_ _21"> </span>i <span class="_ _27"> </span>firmy </span></div><div class="t m0 xef ha ya52 ff2 fs4 fc1 sc0 ls0 ws0">inwestycyjne <span class="_ _e"> </span>z<span class="_ _6"></span> <span class="_ _e"> </span>wymo<span class="_ _0"></span>ga<span class="_ _3"></span>mi <span class="_ _e"> </span><span class="ff1">w <span class="_ _e"> </span>z<span class="_ _6"></span>akresie <span class="_ _e"> </span>ujawn<span class="_ _6"></span>iania <span class="_ _1e"> </span>informacji <span class="_ _e"> </span>doty<span class="_ _6"></span>czących <span class="_ _1e"> </span>adekwatności <span class="_ _1e"> </span>kapitałowej </span></div><div class="t m0 xef ha ya53 ff1 fs4 fc1 sc0 ls0 ws0">oraz zmiennych skład<span class="_ _6"></span>ników wynagrodzeń;<span class="_ _6"></span><span class="ff2"> </span></div><div class="t m0 xc ha y5b ff2 fs4 fc1 sc0 ls14 ws0">9)<span class="ls0"> <span class="_ _40"> </span><span class="ff1">poświa<span class="_ _6"></span>dczenia <span class="_ _14"> </span>dotyczące <span class="_ _14"> </span>sprawozdań <span class="_ _14"> </span>lub <span class="_ _14"> </span>innych <span class="_ _14"> </span>informacji<span class="_ _6"></span> <span class="_ _1d"> </span>finansowyc<span class="_ _6"></span>h <span class="_ _14"> </span>przeznaczonyc<span class="_ _6"></span>h <span class="_ _1d"> </span>dla </span></span></div><div class="t m0 xef ha ya54 ff1 fs4 fc1 sc0 ls0 ws0">organów <span class="_ _5"></span>n<span class="_ _6"></span>adzoru, <span class="_ _3"></span>rady <span class="_ _3"></span>nadzorc<span class="_ _6"></span>zej <span class="_ _5"></span>lub <span class="_ _3"></span>innego <span class="_ _3"></span>organu <span class="_ _3"></span>nadzorczego <span class="_ _3"></span>spółki <span class="_ _3"></span>lub <span class="_ _3"></span>właścicieli, <span class="_ _3"></span>wykraczaj<span class="_ _6"></span>ące </div><div class="t m0 xef ha ya55 ff2 fs4 fc1 sc0 ls0 ws0">poza <span class="_ _28"> </span>zakres  badania <span class="_ _21"> </span>ust<span class="_ _6"></span>awowego  i <span class="_ _27"> </span><span class="ff1">mając<span class="_ _6"></span>e</span> <span class="_ _1e"> </span><span class="ff1">pomóc<span class="_ _6"></span></span> <span class="_ _27"> </span>tym <span class="_ _1e"> </span>organom <span class="_ _1e"> </span>w <span class="_ _1e"> </span><span class="ff1">wypełnian<span class="_ _6"></span>iu</span> <span class="_ _27"> </span>ich <span class="_ _1e"> </span>ustaw<span class="_ _6"></span>owych </div></div></div><div class="pi" ></div></div><div id="pf66" class="pf w0 h0" ><div class="pc pc66 w0 h0"><img class="bi x6 y2b we5 hc2" alt="" 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class="c x0 y0 w3 h0"><div class="t m0 x9c h8 y6e0 ff4 fs3 fc3 sc0 ls0 ws0">SPRAWOZDANE ZARZĄDU Z DZIAŁALNOŚCI<span class="ff3"> MIRBUD S.A. ZA <span class="ls4">ROK</span> <span class="ls5">20</span>21<span class="fc4"> </span></span></div><div class="t m0 x4 h6 y6e1 ff3 fs2 fc1 sc0 ls0 ws0"> </div></div><div class="c x4 y2e wba h3c"><div class="t m0 x7b ha y173 ff2 fs4 fc3 sc0 ls0 ws0">MIRBUD <span class="ls6">| </span><span class="ff1">P<span class="_ _6"></span>olityka świadczenia dozw<span class="_ _6"></span>olonych usług nie<span class="_ _6"></span>będących badaniem spraw<span class="_ _6"></span>ozdań </span></div><div class="t m0 x13c ha y222 ff1 fs4 fc3 sc0 ls0 ws0">finansowych MIRBUD<span class="_ _6"></span> S.A. oraz Grupy Kapit<span class="_ _6"></span>ałowej MIRBUD<span class="_ _6"></span><span class="ff2"> </span></div></div><div class="c x9 y2e wbb h3c"><div class="t m0 xa hb y223 ff3 fs1 fc0 sc0 ls11 ws0">102<span class="fs2 ls0"> </span></div></div><div class="c x0 y0 w3 h0"><div class="t m0 x4 h6 y31 ff3 fs2 fc1 sc0 ls0 ws0"> </div></div><div class="c xb y6e2 w7 h7f"><div class="t m0 xc hd y673 ff5 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x0 y0 w3 h0"><div class="t m0 xef ha y7a5 ff1 fs4 fc1 sc0 ls0 ws0">obowiązków.<span class="ff2"> </span></div><div class="t m0 x4 h3 ya56 ff2 fs0 fc1 sc0 ls3b ws0">2.<span class="ls0"> <span class="_ _42"> </span><span class="ff1 fs4">Zlecenie <span class="_ _1a"> </span>dodatkowy<span class="_ _6"></span>ch <span class="_ _1a"> </span>us<span class="_ _6"></span>ług <span class="_ _1a"> </span>niebędąc<span class="_ _6"></span>ych <span class="_ _1a"> </span>badanie<span class="_ _6"></span>m <span class="_ _1a"> </span>sprawozdań <span class="_ _c"> </span><span class="ff2">finansowy<span class="_ _6"></span>ch <span class="_ _1a"> </span>na <span class="_ _1b"> </span>rzecz <span class="_ _1b"> </span>firmy </span></span></span></div><div class="t m0 xef ha ya57 ff1 fs4 fc1 sc0 ls0 ws0">audytorskiej <span class="_ _3"></span>prz<span class="_ _6"></span>eprowadzającej<span class="_ _6"></span> <span class="_ _3"></span>badanie <span class="_ _3"></span>spra<span class="_ _6"></span>wozdań <span class="_ _3"></span>fi<span class="_ _6"></span>nansowych <span class="_ _3"></span>lu<span class="_ _6"></span>b <span class="_ _3"></span>podmiotu <span class="_ _3"></span>p<span class="_ _6"></span>owiązanego <span class="_ _3"></span>z<span class="_ _6"></span> <span class="_ _3"></span>tą <span class="_ _3"></span>fir<span class="_ _6"></span>mą </div><div class="t m0 xef ha ya58 ff1 fs4 fc1 sc0 ls0 ws0">audytorską <span class="_ _21"> </span>lub <span class="_ _27"> </span>członka <span class="_ _21"> </span>jej <span class="_ _27"> </span>s<span class="_ _6"></span>ieci <span class="_ _27"> </span>może <span class="_ _27"> </span>nastą<span class="_ _6"></span>pić <span class="_ _27"> </span>jedy<span class="_ _6"></span>nie <span class="_ _27"> </span>po <span class="_ _21"> </span>przeprowadzeniu <span class="_ _21"> </span>przez <span class="_ _21"> </span>Komitet <span class="_ _27"> </span>Audytu </div><div class="t m0 xef ha ya6 ff1 fs4 fc1 sc0 ls0 ws0">MIRBUD <span class="_ _10"></span>S.A. <span class="_ _10"></span>oc<span class="_ _6"></span>eny <span class="_ _6"></span>za<span class="_ _6"></span>grożeń <span class="_ _10"></span>i <span class="_ _10"></span>zabezpi<span class="_ _6"></span>eczeń <span class="_ _f"></span>niezależności, <span class="_ _6"></span>w<span class="_ _6"></span> <span class="_ _10"></span>szczególności <span class="_ _10"></span>oc<span class="_ _6"></span>eny <span class="_ _6"></span>c<span class="_ _6"></span>zy <span class="_ _10"></span>świadczona </div><div class="t m0 xef ha ya59 ff1 fs4 fc1 sc0 ls0 ws0">usługa ma istotny wp<span class="_ _6"></span>ływ na badane sprawozda<span class="_ _6"></span>nie finansowe.<span class="_ _6"></span><span class="ff2"> </span></div><div class="t m0 x4 h3 ya5a ff2 fs0 fc1 sc0 ls3b ws0">3.<span class="ls0"> <span class="_ _42"> </span><span class="ff1 fs4">Przed <span class="_ _f"></span>udz<span class="_ _6"></span>ieleniem <span class="_ _f"></span>zl<span class="_ _6"></span>ecenia <span class="_ _f"></span>na<span class="_ _6"></span> <span class="_ _f"></span>świadczeni<span class="_ _6"></span>e <span class="_ _f"></span>dozwolo<span class="_ _6"></span>nych <span class="_ _f"></span>usług <span class="_ _e"> </span>niebęd<span class="_ _6"></span>ących <span class="_ _f"></span>b<span class="_ _6"></span>adaniem <span class="_ _f"></span>spraw<span class="_ _6"></span>ozdań </span></span></div><div class="t m0 xef ha y1fb ff1 fs4 fc1 sc0 ls0 ws0">finansowych, <span class="_ _0"></span>Zarząd <span class="_ _0"></span>MIRBUD S<span class="_ _0"></span>.A. <span class="_ _3"></span>j<span class="_ _6"></span>est <span class="_ _3"></span>zobowiąz<span class="_ _6"></span>any<span class="ff2"> </span>do <span class="_ _3"></span>przedłożenia Komitetowi <span class="_ _3"></span>Audytu zakresu <span class="_ _3"></span>usług </div><div class="t m0 xef ha ya5b ff1 fs4 fc1 sc0 ls0 ws0">objętych <span class="_ _12"> </span>zleceniem <span class="_ _12"> </span>wraz <span class="_ _12"> </span>z <span class="_ _12"> </span>oświadczen<span class="_ _6"></span>iem <span class="_ _13"> </span>kluczow<span class="_ _6"></span>ego <span class="_ _13"> </span>bie<span class="_ _6"></span>głego <span class="_ _13"> </span>rewi<span class="_ _6"></span>denta <span class="_ _13"> </span>pr<span class="_ _6"></span>zeprowadzającego </div><div class="t m0 xef ha ya5c ff1 fs4 fc1 sc0 ls0 ws0">badanie <span class="_ _1e"> </span>odnośnie <span class="_ _27"> </span>zachowania <span class="_ _1e"> </span>wy<span class="_ _6"></span>mogów <span class="_ _1e"> </span>niezależno<span class="_ _6"></span>ści <span class="_ _1e"> </span>określonych <span class="_ _1e"> </span>od<span class="_ _6"></span>powiednio <span class="_ _1e"> </span>w <span class="_ _1e"> </span>zasa<span class="_ _6"></span>dach <span class="_ _1e"> </span>etyki </div><div class="t m0 xef ha ya5d ff2 fs4 fc1 sc0 ls0 ws0">zawodowej <span class="_ _6"></span>oraz <span class="_ _6"></span>s<span class="_ _6"></span>tandardach <span class="_ _10"></span><span class="ff1">wykonywan<span class="_ _6"></span>ia <span class="_ _6"></span>takich <span class="_ _6"></span>usł<span class="_ _6"></span>ug prz<span class="_ _6"></span>ez <span class="_ _6"></span>przy<span class="_ _6"></span>jmującą <span class="_ _6"></span>zlecenie <span class="_ _6"></span>firmę <span class="_ _6"></span>a<span class="_ _6"></span>udytorską, </span></div><div class="t m0 xef ha ya5e ff1 fs4 fc1 sc0 ls0 ws0">podmiot powiązany z<span class="_ _6"></span> firmą audytorską lub cz<span class="_ _6"></span>łonka jej sieci.<span class="_ _6"></span><span class="ff2"> </span></div><div class="t m0 x4 h3 ya5f ff2 fs0 fc1 sc0 ls3b ws0">4.<span class="ls0"> <span class="_ _42"> </span><span class="ff1 fs4">Przed <span class="_ _26"> </span>prz<span class="_ _6"></span>yjęciem <span class="_ _26"> </span>z<span class="_ _6"></span>lecenia <span class="_ _25"> </span>przez <span class="_ _25"> </span>firmę <span class="_ _26"> </span>audytors<span class="_ _6"></span>ką <span class="_ _26"> </span>prz<span class="_ _6"></span>eprowadzającą <span class="_ _25"> </span>badanie <span class="_ _25"> </span>sprawozdania </span></span></div><div class="t m0 xef ha y259 ff1 fs4 fc1 sc0 ls0 ws0">finansowego  MIRBUD  S.<span class="_ _6"></span>A.,  podmiot  powiąza<span class="_ _6"></span>ny  z  tą  firmą  audytorską  oraz  c<span class="_ _6"></span>złonka  jej  sieci,  na </div><div class="t m0 xef ha ya60 ff1 fs4 fc1 sc0 ls0 ws0">świadczenie <span class="_ _10"></span>dozwo<span class="_ _6"></span>lonych <span class="_ _10"></span>usług <span class="_ _10"></span>niebędących <span class="_ _10"></span>badan<span class="_ _6"></span>iem <span class="_ _6"></span>s<span class="_ _6"></span>prawozdań <span class="_ _10"></span>finansowych <span class="_ _10"></span>na <span class="_ _10"></span>rzecz <span class="_ _10"></span>jedn<span class="_ _6"></span>ostek </div><div class="t m0 xef ha ya61 ff1 fs4 fc1 sc0 ls0 ws0">kontrolowanych <span class="_ _6"></span>przez MIR<span class="_ _6"></span>BUD S.A., <span class="_ _6"></span>kluczowy <span class="_ _6"></span>biegły <span class="_ _6"></span>rewident przedstaw<span class="_ _6"></span>ia do <span class="_ _6"></span>oceny <span class="_ _6"></span>Komitetu <span class="_ _6"></span>Audytu </div><div class="t m0 xef ha ya62 ff1 fs4 fc1 sc0 ls0 ws0">zakresu <span class="_ _21"> </span>usług <span class="_ _27"> </span>obj<span class="_ _6"></span>ętych <span class="_ _27"> </span>z<span class="_ _6"></span>leceniem <span class="_ _21"> </span>wraz <span class="_ _27"> </span>z<span class="_ _6"></span> <span class="_ _27"> </span>opinią <span class="_ _21"> </span>czy <span class="_ _21"> </span>zlecona <span class="_ _21"> </span>usługa <span class="_ _21"> </span>może <span class="_ _27"> </span>m<span class="_ _6"></span>ieć <span class="_ _27"> </span>istotny <span class="_ _21"> </span>wpływ <span class="_ _21"> </span>na </div><div class="t m0 xef ha ya63 ff1 fs4 fc1 sc0 ls0 ws0">skonsolidowane spraw<span class="_ _6"></span>ozdanie finansowe Gr<span class="_ _6"></span>upy Kapitałowej MIRBUD. <span class="_ _10"></span><span class="ff2"> </span></div><div class="t m0 x4 h3 y814 ff2 fs0 fc1 sc0 ls3b ws0">5.<span class="ls0"> <span class="_ _42"> </span><span class="ff1 fs4">W  przy<span class="_ _6"></span>padku  gdy <span class="_ _11"> </span>c<span class="_ _6"></span>ałkowite  wyn<span class="_ _6"></span>agrodzenie  f<span class="_ _6"></span>irmy  audytors<span class="_ _6"></span>kiej  za  ś<span class="_ _6"></span>wiadczenie <span class="_ _11"> </span>n<span class="_ _6"></span>a  rzecz <span class="_ _29"> </span>badanej </span></span></div><div class="t m0 xef ha ya64 ff2 fs4 fc1 sc0 ls0 ws0">jednostki, <span class="_ _1a"> </span>jej <span class="_ _1a"> </span><span class="ff1">jednostki<span class="_ _6"></span> <span class="_ _14"> </span>d<span class="_ _6"></span>ominującej <span class="_ _1a"> </span>lub <span class="_ _1a"> </span>jednostk<span class="_ _6"></span>i <span class="_ _14"> </span>prz<span class="_ _6"></span>ez <span class="_ _14"> </span>ni<span class="_ _6"></span>ą <span class="_ _14"> </span>kon<span class="_ _6"></span>trolowanej <span class="_ _1a"> </span>dodatkowy<span class="_ _6"></span>ch <span class="_ _14"> </span>us<span class="_ _6"></span>ług </span></div><div class="t m0 xef ha y488 ff1 fs4 fc1 sc0 ls0 ws0">dozwolonych <span class="_ _6"></span>n<span class="_ _6"></span>iebędących <span class="_ _10"></span>badaniem <span class="_ _6"></span>spra<span class="_ _6"></span>wozdań <span class="_ _10"></span>finansowych, <span class="_ _10"></span>przekroczy<span class="_ _6"></span> <span class="_ _6"></span>kryterium, <span class="_ _10"></span>o <span class="_ _6"></span>którym<span class="_ _6"></span> <span class="_ _6"></span>mowa<span class="_ _6"></span> </div><div class="t m0 xef ha ya65 ff1 fs4 fc1 sc0 ls0 ws0">w <span class="_ _10"></span>art.4 <span class="_ _6"></span>ust. <span class="_ _10"></span>2 <span class="_ _10"></span>akapit <span class="_ _10"></span>pierws<span class="_ _6"></span>zy <span class="_ _10"></span>rozporządzenia <span class="_ _10"></span>nr <span class="_ _10"></span>537/2014, <span class="_ _10"></span>firma <span class="_ _10"></span>audytorska <span class="_ _10"></span>nie <span class="_ _10"></span>może <span class="_ _f"></span>podjąć<span class="_ _6"></span> <span class="_ _6"></span>takiego </div><div class="t m0 xef ha ya66 ff1 fs4 fc1 sc0 ls0 ws0">świadczenia z wyjątkiem sytuacji gdy uzyska w drodze decyzji administracyj<span class="_ _6"></span>nej zgodę Komisji Nadzoru </div><div class="t m0 xef ha ya67 ff2 fs4 fc1 sc0 ls0 ws0">Audytowego.<span class="_ _6"></span> </div><div class="t m0 x4 h3 ya68 ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x4 h3 ya69 ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x4 h3 ya6a ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x4 h3 y618 ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x4 h3 ya6b ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x20 y156 w124 hf2"><div class="t m0 xd6 h3 y55f ff2 fs0 fc1 sc0 ls0 ws0">Jerzy Mirgos </div></div><div class="c x155 y156 w124 hf2"><div class="t m0 x4b h3 y55f ff1 fs0 fc1 sc0 ls0 ws0">Sławomir Nowak<span class="ff2"> </span></div></div><div class="c x20 y5fd w124 hf3"><div class="t m0 xbc h3 y2b2 ff1 fs0 fc1 sc0 ls0 ws0">Prezes Zarządu<span class="ff2"> </span></div></div><div class="c x155 y5fd w124 hf3"><div class="t m0 x54 h3 y2b2 ff1 fs0 fc1 sc0 ls0 ws0">Wiceprezes Zarządu<span class="ff2"> </span></div></div><div class="c x20 y586 w124 hcb"><div class="t m0 x2f h3 ya6c ff2 fs0 fc1 sc0 ls0 ws0"> </div></div><div class="c x155 y586 w124 hcb"><div class="t m0 x74 h3 ya6d ff2 fs0 fc1 sc0 ls0 ws0">  </div></div><div class="c x20 ya6e w124 hf3"><div class="t m0 x63 h3 y2b2 ff1 fs0 fc1 sc0 ls0 ws0">Paweł Korzeniowski<span class="ff2"> </span></div></div><div class="c x155 ya6e w124 hf3"><div class="t m0 x22 h3 y2b2 ff1 fs0 fc1 sc0 ls0 ws0">Tomasz Sałata<span class="ff2"> </span></div></div><div class="c x20 y786 w124 hf4"><div class="t m0 x1c h3 y675 ff1 fs0 fc1 sc0 ls0 ws0">Członek Zarządu<span class="ff2"> </span></div></div><div class="c x155 y786 w124 hf4"><div class="t m0 x1c h3 y675 ff1 fs0 fc1 sc0 ls0 ws0">Członek Zarządu<span class="ff2"> </span></div></div><div class="c x0 y0 w3 h0"><div class="t m0 x4 h5 ya6f ff2 fs2 fc1 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div></div><div class="loading-indicator"><img alt="" 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