<?xml version="1.0" encoding="utf-8"?>
<!DOCTYPE html PUBLIC "-//W3C//DTD XHTML 1.0 Transitional//EN"  "http://www.w3.org/TR/xhtml1/DTD/xhtml1-transitional.dtd">
<html xml:lang="pl" xmlns="http://www.w3.org/1999/xhtml"><!--Consolia XBRL Tools v2.11.6.0--><head><title>DEKPOL_JSF_2023-12-31_pl.xhtml</title><style type="text/css">/*<![CDATA[*/
/* vim: set shiftwidth=2 tabstop=2 autoindent cindent expandtab filetype=css: */
/*! 
 * Base CSS for pdf2htmlEX
 * Copyright 2012,2013 Lu Wang <coolwanglu@gmail.com> 
 * https://github.com/coolwanglu/pdf2htmlEX/blob/master/share/LICENSE
 */
/* Part 1: Web Page Layout: Free to modify, except for a few of them which are required by pdf2htmlEX.js, see the comments */
span[class*='ff'] {
  z-index: 999;
}
div[class*='ff'] {
  z-index: 999;
}
a {
  z-index: 999;
}
a > span {
  z-index: 999;
}
#sidebar { /* Sidebar */
  position:absolute;
  top:0;
  left:0;
  bottom:0;
  width:250px;
  padding:0;
  margin:0px;
  overflow:auto;
}
#page-container { /* PDF container */
  position:absolute; /* required for calculating relative positions of pages in pdf2htmlEX.js */
  top:0;
  left:0px;
  margin:0; 
  padding:0;
  border:0; /* required for lazy page loading in pdf2htmlEX.js (page visibility test) */
}
@media screen {
  /* for sidebar */
  #sidebar.opened + #page-container { left:250px; }
  #page-container {
    /* `bottom' and `right' are required for lazy page loading in pdf2htmlEX.js (page visibility test)
     * alternatively you may set width and height
     */
    bottom:0;
    right:0;
    overflow:auto;
  }
  .loading-indicator {
    display:none;
  }
  .loading-indicator.active {
    display:block;
    position:absolute;
    width:64px;
    height:64px;
    top:50%;
    left:50%;
    margin-top:-32px;
    margin-left:-32px;
  }
  .loading-indicator img {
    position:absolute;
    top:0;
    left:0;
    bottom:0;
    right:0;
  }
}
@media print { 
  @page { margin:0; }
  html { margin:0; }
  body { 
    margin:0; 
    -webkit-print-color-adjust:exact; /* enable printing background images for WebKit */
  }
  #sidebar { display:none; }
  #page-container {
    width:auto;
    height:auto;
    overflow:visible;
    background-color:transparent;
  }
  .d { display:none; }
}
/* Part 2: Page Elements: Modify with caution
 * The followings are base classes, some of which are meant to be override by PDF specific classes
 * So do not increase the specificity (e.g. ".classname" -> "#page-container .classname")
 */
.pf { /* page */
  position:relative;
  background-color:white;
  overflow: hidden;
  margin:0; 
  border:0; /* required by pdf2htmlEX.js for page visibility test */
}
.pc { /* content of a page */
  position:absolute;
  border:0;
  padding:0;
  margin:0;
  top:0;
  left:0;
  width:100%;
  height:100%;
  overflow:hidden;
  display:block;
  /* set transform-origin for scaling */
  transform-origin:0% 0%;
  -ms-transform-origin:0% 0%;
  -webkit-transform-origin:0% 0%;
}
.pc.opened { /* used by pdf2htmlEX.js, to show/hide pages */
  display:block;
}
.bf { /* images that occupies the whole page */
  position:absolute;
  border:0;
  margin:0;
  top:0;
  bottom:0;
  width:100%;
  height:100%;
  -ms-user-select:none;
  -moz-user-select:none;
  -webkit-user-select:none;
  user-select:none;
}
.bi { /* images that cover only a part of the page */
  position:absolute;
  border:0;
  margin:0;
  -ms-user-select:none;
  -moz-user-select:none;
  -webkit-user-select:none;
  user-select:none;
}
@media print {
  .pf {
    margin:0;
    box-shadow:none;
    page-break-after:always;
    page-break-inside:avoid;
  }
  @-moz-document url-prefix() {
    /* fix page truncation for FireFox */
    .pf {
      overflow:visible;
      border:1px solid #FFFFFF;
    }
    .pc {overflow:visible;}
  }
}
.c { /* clip box */
  position:absolute;
  border:0;
  padding:0;
  margin:0;
  overflow:hidden;
  display:block;
}
.t { /* text line */
  position:absolute;
  white-space:pre;
  font-size:1px;
  transform-origin:0% 100%;
  -ms-transform-origin:0% 100%;
  -webkit-transform-origin:0% 100%;
  unicode-bidi:bidi-override;/* For rtl languages, e.g. Hebrew, we don't want the default Unicode behaviour */
  -moz-font-feature-settings:"liga" 0;/* We don't want Firefox to recognize ligatures */
}
.t:after { /* webkit #35443 */
  content: '';
}
.t:before { /* Workaround Blink(up to 41)/Webkit bug of word-spacing with leading spaces (chromium #404444 and pdf2htmlEX #412) */
  content: '';
  display: inline-block;
}
.t span { /* text blocks within a line */
  /* Blink(up to 41)/Webkit have bug with negative word-spacing and inline-block (pdf2htmlEX #416), so keep normal span inline. */
  position:relative;
  unicode-bidi:bidi-override; /* For rtl languages, e.g. Hebrew, we don't want the default Unicode behaviour */
}
._ { /* text shift */
  /* Blink(up to 41)/Webkit have bug with inline element, continuous spaces and word-spacing. Workaround by inline-block. */
  display: inline-block;
  color: transparent;
  z-index: -1;
}
/* selection background should not be opaque, for fallback mode */
::selection{
  background: rgba(127,255,255,0.4);
}
::-moz-selection{
  background: rgba(127,255,255,0.4);
}
.pi { /* info for Javascript */
  display:none;
}
.l { /* annotation links */
}
/* transparent color - WebKit */
.d { /* css drawing */
  position:absolute;
  transform-origin:0% 100%;
  -ms-transform-origin:0% 100%;
  -webkit-transform-origin:0% 100%;
}
/* for the forms */
.it {
  border: none;
  background-color: rgba(255, 255, 255, 0.0);
}

.ir:hover {
  cursor: pointer;
}

/* Base CSS END */
/*]]>*/</style><style type="text/css">/*<![CDATA[*/
/* vim: set shiftwidth=2 tabstop=2 autoindent cindent expandtab filetype=css: */
/*! 
 * Fancy styles for pdf2htmlEX
 * Copyright 2012,2013 Lu Wang <coolwanglu@gmail.com> 
 * https://github.com/coolwanglu/pdf2htmlEX/blob/master/share/LICENSE
 */
@keyframes fadein { from { opacity:0;} to { opacity:1;} }
@-webkit-keyframes fadein { from { opacity:0;} to { opacity:1;} }
@keyframes swing {
  0%  { transform: rotate(0deg); }
  10% { transform: rotate(0deg); }
  90% { transform: rotate(720deg); }
  100%{ transform: rotate(720deg); }
}
@-webkit-keyframes swing {
  0%  { -webkit-transform: rotate(0deg); }
  10% { -webkit-transform: rotate(0deg); }
  90% { -webkit-transform: rotate(720deg); }
  100%{ -webkit-transform: rotate(720deg); }
}
@media screen { 
  #sidebar {
    background-color:#2f3236;
    /* modified from http://philbit.com/svgpatterns/#crossstripes */
    background-image:url("data:image/svg+xml;base64,PHN2ZyB4bWxucz0iaHR0cDovL3d3dy53My5vcmcvMjAwMC9zdmciIHdpZHRoPSI0IiBoZWlnaHQ9IjQiPgo8cmVjdCB3aWR0aD0iNCIgaGVpZ2h0PSI0IiBmaWxsPSIjNDAzYzNmIj48L3JlY3Q+CjxwYXRoIGQ9Ik0wIDBMNCA0Wk00IDBMMCA0WiIgc3Ryb2tlLXdpZHRoPSIxIiBzdHJva2U9IiMxZTI5MmQiPjwvcGF0aD4KPC9zdmc+");
  }
  #outline {
    font-family:Georgia,Times,"Times New Roman",serif;
    font-size:13px;
    margin:2em 1em;
  }
  #outline ul {
    padding:0;
  }
  #outline li {
    list-style-type:none;
    margin:1em 0;
  }
  #outline li > ul {
    margin-left: 1em;
  }
  #outline a,
  #outline a:visited,
  #outline a:hover,
  #outline a:active {
    line-height:1.2;
    color:#e8e8e8;
    text-overflow:ellipsis;
    white-space:nowrap;
    text-decoration:none;
    display:block;
    overflow:hidden;
    outline:0;
  }
  #outline a:hover {
    color:rgb(0,204,255);
  }
  .pf {
    margin: 13px auto;
    box-shadow: 1px 1px 3px 1px #333;
    /* Needed by IE to make box-shadow works * https://developer.mozilla.org/en-US/docs/Web/CSS/box-shadow */
    border-collapse: separate;
  }
  .pc.opened { /* used by pdf2htmlEX.js, to show/hide pages */
    -webkit-animation: fadein 100ms;
    animation: fadein 100ms; 
  }
  .loading-indicator.active {
    /* 
     * use 0.01s instead of 0s,
     * since YUI Compressor will change 0s to 0,
     * which is not recognized by Firefox
     */
    -webkit-animation: swing 1.5s ease-in-out 0.01s infinite alternate none;
    animation: swing 1.5s ease-in-out 0.01s infinite alternate none;
  }
  .checked {
    background: no-repeat url(data:image/png;base64,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);
  }
}
/* Fancy CSS END */

  }
  .checked {
    background: no-repeat url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABYAAAAWCAYAAADEtGw7AAAABmJLR0QA/wD/AP+gvaeTAAAACXBIWXMAAAsTAAALEwEAmpwYAAAAB3RJTUUH3goQDSYgDiGofgAAAslJREFUOMvtlM9LFGEYx7/vvOPM6ywuuyPFihWFBUsdNnA6KLIh+QPx4KWExULdHQ/9A9EfUodYmATDYg/iRewQzklFWxcEBcGgEplDkDtI6sw4PzrIbrOuedBb9MALD7zv+3m+z4/3Bf7bZS2bzQIAcrmcMDExcTeXy10DAFVVAQDksgFUVZ1ljD3yfd+0LOuFpmnvVVW9GHhkZAQcxwkNDQ2FSCQyRMgJxnVdy7KstKZpn7nwha6urqqfTqfPBAJAuVymlNLXoigOhfd5nmeiKL5TVTV+lmIKwAOA7u5u6Lped2BsbOwjY6yf4zgQQkAIAcedaPR9H67r3uYBQFEUFItFtLe332lpaVkUBOHK3t5eRtf1DwAwODiIubk5DA8PM8bYW1EU+wEgCIJqsCAIQAiB7/u253k2BQDDMJBKpa4mEon5eDx+UxAESJL0uK2t7XosFlvSdf0QAEmlUnlRFJ9Waho2Qghc1/U9z3uWz+eX+Wr+lL6SZfleEAQIggA8z6OpqSknimIvYyybSCReMsZ6TislhCAIAti2Dc/zejVNWwCAavN8339j27YbTg0AGGM3WltbP4WhlRWq6Q/btrs1TVsYHx+vNgqKoqBUKn2NRqPFxsbGJzzP05puUlpt0ukyOI6z7zjOwNTU1OLo6CgmJyf/gA3DgKIoWF1d/cIY24/FYgOU0pp0z/Ityzo8Pj5OTk9PbwHA+vp6zWghDC+VSiuRSOQgGo32UErJ38CO42wdHR09LBQK3zKZDDY2NupmFmF4R0cHVlZWlmRZ/iVJUn9FeWWcCCE4ODjYtG27Z2Zm5juAOmgdGAB2d3cBADs7O8uSJN2SZfl+WKlpmpumaT6Yn58vn/fs6XmbhmHMNjc3tzDGFI7jYJrm5vb29sDa2trPC/9aiqJUy5pOp4f6+vqeJ5PJBAB0dnZe/t8NBajx/z37Df5OGX8d13xzAAAAAElFTkSuQmCC);
  }
}
/* Fancy CSS END */
/*]]>*/</style><style type="text/css">/*<![CDATA[*/
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SMmJyYjIgcGFRQXFjMyNzY3MwYHBiMiJyY1NDc2MzIXFgH1QRJVGBx+IAlfIilzIwQCQR+QFxmNOyJzM0N+PBoBXmQbB4QnMZ0uEGwLC58XBHRBXrhAHF0qAAIAMP/1Ae0C0AAQACAAAAUiJyY1NDc2MxYXETMRIzUGJzI3NjU0JyYjIgcGFRQXFgELgzggby4+bDVBQThldx0JWh4ldB8KWR8Lc0Nduj8bAVwBEf0wVV83hCgvoC0Pfyozni4PAAAAAgAw//UCBgIcABoAIwAAJQYHBiMiJyY1NDc2MzIXFh0BIRYXFjMyNzY3AyIHBgchJicmAgYihR4ikTwiczNEjDsi/m8DYSEocygFBKl/HwYCAUwMYBuskh4HdEJdt0EccUFaEpcsDmMODgE4gxcaiSIJAAABAAUAAAEEAtgAFgAAEzUzNTQ3NjMyFxUjIgcGHQEzFSMRIxEFUFAZIBkNCkwQCG5uQQHdNC55GAgFLy4VIi40/iMB3QAAAAACADD/GAHtAhwAIAAwAAAFIicmNTQ3NjMWFzUzERQHBiMiJyYnMxYXFjMyNzY9AQYnMjc2NTQnJiMiBwYVFBcWAQSANh5tLTp0NEFyKjSVNg4GQQ5YGh58EQI4ZXgdCFkfJXQfClseBXNBXLo+GQFZT/3cli4Rbx4kXBgHeBITbVw3hSYunC0PfikyniwOAAABAE0AAAHqAtAAFQAAMxEzETY3MhcWFREjETQnJiMiBwYVEU1BOXN/JA1AVhQXUy0bAtD+6GMBaSQt/p4BVHMYBkotMv7EAAACAE0AAACOAtAAAwAHAAATNTMVAxEzEU1BQUECXnJy/aICEf3vAAAAAv/e/xsAjgLQAAMAEgAAEzUzFREUBwYjIic1MzI3NjURM01BVhYdGQ4KSxIIQQJecnL9VnwXBgUvLRUjAl0AAAEATQAAAekC0AAKAAAzETMRJTMFASMBEU1BAP9R/vcBFFT++QLQ/lvm7P7bARX+6wAAAAABAE0AAACOAtAAAwAAMxEzEU1BAtD9MAABAE0AAAMOAhwAJgAAMxEzFTY3Fhc2NzIzMhcWFREjETQnJiMiBwYVESMRNCcmIyIHBhURTUEza3UiMGgHBnUkDUFWDg9KKRlBVg0QSikZAhFVXwEBaGIHZiUv/p4BVHsTA0ktM/7EAVR7EwNJLTP+xAAAAAEATQAAAeoCHAAVAAAzETMVNjcyFxYVESMRNCcmIyIHBhURTUE5c38kDUBWFBdTLRsCEVljAWkkLf6eAVRzGAZKLTL+xAAAAAIAMP/1AgcCHAAPAB8AAAUiJyY1NDc2MzIXFhUUBwYnMjc2NTQnJiMiBwYVFBcWARyROyB1M0SPOyFzNER9IQtdIiqAIApfIgt3QVu4QBx2Qly2QB04fiozmzARhCcxnS4QAAACAE7/JAILAhwAEAAgAAAXIxEzFTY3MhcWFRQHBiMmJxMiBwYVFBcWMzI3NjU0JyaOQEA4aoM4IG8vPW40nngeCFkfJnQfCVke3ALtVmABckNdu0AaAV0BkYYmL50vEIIpMp4tDwAAAAIAMP8kAe0CHAAQACAAAAUiJyY1NDc2MxYXNTMRIxEGJzI3NjU0JyYjIgcGFRQXFgELgzggby4+bDVBQThldx0JWh4ldB8KWR8Lc0Nduj8bAVxS/RMBMV83hCgvoC0Pfyozni4PAAAAAQBNAAABYQIcAA8AADMRMxU2NzIXFSYjIgcGFRFNQTtoIBAXHWgmEQIRYWcFCzsIWCcv/tAAAAABACT/9QHSAhwALwAAExQXFhcWFxYVFAcGIyInJiczFhcWMzI3NjU0JyYnJicmNTQ3NjMyFxYXIyYnIgcGdUgRYWciGlYyQ6EzCgVBEGEYG2YbB0gRYGYiGUcvQ50pBgNBFH5VGggBiz0XBRARKiAzXCoZfxoeZxYGQBEVPhYFEREqIDJSKRuIFxiBATcSAAABAAf/+AEOAosAFgAANxEjNTM1MxUzFSMRFBcWOwEVBiMiJyZXUFBBdnYlFykQDh5tFgeRAUw0eno0/rRGEwwvBVkcAAEATf/1AeUCEQAVAAAlETMRIzUGByInJjURMxEUFxYzMjc2AaRBQTxufyMLQV4PEVEtGtUBPP3vWmEEayMsAWL+q3kTA0ksAAEACwAAAewCEQAIAAAzAzMTFzcTMwPUyUagDQ2gQckCEf5QKSkBsP3vAAAAAQAPAAADEgIRABIAACEDJwcDIwMzExc3EzMTFzcTMwMCHIAMDYBPpUZ9DQyFRoYLC31DpQGjNjb+XQIR/lAxMQGw/lAuLgGw/e8AAAEACwAAAfYCEQAPAAAhLwEPASMTJzMfAT8BMwcTAaSOGhuMSs28UX0bGnxKvc7BKCjBARP+qykpq/7+7QAAAAABAAn/GwH1AhEAFAAAFyInNTMyNzY/AQMzExc3EzMDBgcGVQ8aFzIVGigV2EeZGhqVQ/YsJCDlBjITGF4yAgP+iklJAXb9qGocGAAAAQAeAAABzQIRAAkAADM1ASE1IRUBIRUeAU/+vgGQ/rABYjMBqjQ0/lYzAAACADr/QAIyArMAOQBJAAAFFAcGIyInJiczFhcWMzI3NjU0JyYnJicmNTQ3NjcmNTQ3NjMyFxYXIyYnIgcGFRQXFhcWFxYVBgcWJRQXFhcWFzY3NCcmJyYnBgIJXTJAlDsTB0ERXxodaR0JUhhobiklTAcHK0owRJQvDQRAFIBdGwhOF2dvKScBVy/+blMZakAjRAFUGWpAIkQSai0XaiMraBkGRhUaTB4JFRYqKUJSNAUEJ0NZLBx1HySGAUAUF0YcCBMVKypFWDco5kofCRUODzFATx8KFA0PLQAAAwAw//UCBwLQAAMAEwAjAAATNzMHAyInJjU0NzYzMhcWFRQHBicyNzY1NCcmIyIHBhUUFxb2ZVN4GpE7IHUzRI87IXM0RH0hC10iKoAgCl8iAl5ycv2Xd0FbuEAcdkJctkAdOH4qM5swEYQnMZ0uEAAAAAADAE3/9QHlAtAAAwAHAB0AABM1MxUzNTMVExEzESM1BgciJyY1ETMRFBcWMzI3Nsc5MTo5QUE8bn8jC0FeDxFRLRoCXnJycnL+dwE8/e9aYQRrIywBYv6reRMDSSwAAAACADP/GAICAhwAMQA+AAATIzY3NjMyFxYdARQXIwYHFBcWMzI3FQYjIicmNTY3Jj0BBgcGIyInJjU2NzYzNSYnBgMUFxYzMjc2PQEGBwaGQRaJHB6XJwsUKloCMxASIhYeJk4hDwJvCzBcGhl+Jw8CcV+hAox+JUIZHVc4KvorDAFllxsFeyUs1FclOzo1DwULKQwzGBxMQSE/BVwZB1IeJmsmHxKWAQL+q0IWCEQ0QCUBTBUAAAAAAgAw//UB+QLQAAMAJQAAEzczBxMjJicmIyIHBhUUFxYzMjc2NzMGBwYjIicmNTQ3NjMyFxbtZVN4yEESVRgcfiAJXyIpcyMEAkEfkBcZjTsiczNDfjwaAl5ycv8AZBsHhCcxnS4QbAsLnxcEdEFeuEAcXSoAAAAAAgAw/xgCBgIcAC0ANgAABRQXFjMyNxUGIyInJjU2NwYjIicmNTQ3NjMyFxYdASEWFxYzMjc2NzMGBwYHBgMiBwYHISYnJgFEMxASIhYeJk8gDwFMHSCRPCJzM0SMOyL+bwNhIShzKAUEQxdAVQ8HKn8fBgIBTAxgG3M2EAULKQw0Fx0/PAZ0Ql23QRxxQVoSlywOYw4OXy5JJBICRIMXGokiCQABABEAAAH+AqgADQAAMxEHNTcRMxE3FQcRIRVVRERDkpIBZgEgHTMdAVX+xz0zPf77NwAAAQAOAAAAzQLQAAsAADMRBzU3ETMRNxUHEU0/P0E/PwE/IjMiAV7+xiIzIv6dAAAAAgBNAAAB6gLQAAMAGQAAEzczBwMRMxU2NzIXFhURIxE0JyYjIgcGFRH2ZVN46UE5c38kDUBWFBdTLRsCXnJy/aICEVljAWkkLf6eAVRzGAZKLTL+xAAAAAIAKv/1AigDZwADADMAAAE3Mw8BFBcWFxYXFhUUBwYjIicmJzMWFxYzMjc2NTQnJicmJyY1NDc2MzIXFhcjJiciBwYBA2VTeMJTG2pzLDBmPFG8PQwGRht3GRt8JQxWHWxwKi5MPFifPhUIRx6WbyEKAvVycvFQHwoTFiktUnM0HosbHnEVBEwZHlchCxQVKCxOWjIncSYwjAFFFgAAAAACACT/9QHSAtAAAwAzAAATNzMPARQXFhcWFxYVFAcGIyInJiczFhcWMzI3NjU0JyYnJicmNTQ3NjMyFxYXIyYnIgcG12VTeKJIEWFnIhpWMkOhMwoFQRBhGBtmGwdIEWBmIhlHL0OdKQYDQRR+VRoIAl5yctM9FwUQESogM1wqGX8aHmcWBkARFT4WBRERKiAyUikbiBcYgQE3EgACAB4AAAHNAtAAAwANAAATNzMHAzUBITUhFQEhFdBlU3jyAU/+vgGQ/rABYgJecnL9ojMBqjQ0/lYzAAACADEAAAIrA2cAAwANAAABNTMVATUBITUhFQEhFQESQf7eAav+VQH6/lUBqwL1cnL9CzoCNDo6/cw6AAACAB4AAAHNAtAAAwANAAATNTMVAzUBITUhFQEhFdVB+AFP/r4BkP6wAWICXnJy/aIzAao0NP5WMwAAAAABAEsA9QGpAS0AAwAANzUhFUsBXvU4OAABAEMB2gCXAqgACAAAEzUzFRQHIzY1Q1QkJhoCVVM1VkNJMgACAEMB2gEzAqgACgAVAAATNTMVFAcGByM2NzM1MxUUBwYHIzY1Q1QiAQEmGQF2ViICAScaAlVTNVNCAwFQK1M1SkkDA0kyAAACAEP/hQEzAFIACgAVAAAzNTMVFAcGByM2NzM1MxUUBwYHIzY1Q1QiAQEmGQF2ViICAScaUjRTQgMBUCtSNEpJAwNJMgAAAAADAAUAAAGSAtgAFgAaAB4AABM1MzU0NzYzMhcVIyIHBh0BMxUjESMRNzUzFQMRMxEFUFAZIBkNCkwQCG5uQfxBQUEB3TQueRgIBS8uFSIuNP4jAd2BcnL9ogIR/e8AAAACAAUAAAGSAtgAFgAaAAATNTM1NDc2MzIXFSMiBwYdATMVIxEjERMRMxEFUFAZIBkNCkwQCG5uQfxBAd00LnkYCAUvLhUiLjT+IwHd/iMC0P0wAAACADr/uAKuArMAEgAlAAAFIicmNTQ3NjMyFxYVBgcXBycGJzI3JzcXNjU0JyYjIgcGFRQXFgF0qlQ8c1B3qFQ+AWhpJnZEWjsweCaHVWg7Uo1AKGk7C31ah8BfQXxbibZeWC9iJToWZS9xTp2wTCp0SWmwSykAAAABABMAAAJGAqgACgAAIREDMxMXNxMzAxEBC/hNryAfsEj3AQEBp/7SPj4BLv5Z/v8AAAAAAgAYAAADiQKoAA8AEwAAITUhByMBIRUhFSEVIREhFSUhESMB1v7hWUYBQAIx/pEBS/61AW/9SAEFU729Aqg39zf+9Df1AXwAAgA6//UEDQKzABgAKAAABSInJjU0NzYzFhc1IRUhFSEVIREhFSE1BicyNzY1NCcmIyIHBhUUFxYBaqVROnFOcJ5OAbj+iwFQ/rABdf5IT5yJPSVmOE2IPSZnOAt9WofCXkABfnQ39zf+9DdzfTZ2SWi0Syl2SWm0SygAAAMAOv/kAq4CxAAVAB4AJwAAFzcmNTQ3NjMWFzczBxYVFAcGIyYnBwMWFwEmIyIHBhMyNzY1JicBFlVFYHNQd2lLLzxFYHVQdWhLLxMBQAFEPFSNQCj1jkAnAUD+vTocY16uwF9BATJEY2Gtwl0/ATFDAW+HTwHQLHRJ/nN1SGeKTf4xLAAAAAACABEAAAJ6AqgADgAdAAAzESM1MxEzMhcWFRQHBiM1Mjc2NTQnJisBFTMVIxFVRETPvVo/gFd/pUQndEFbjLi4AUQ5ASt9V4G+WTw3eERgrkgo9Dn+8wAAAgBVAAACJgKoAA4AGQAAMxEzFTMyFxYVFAcGKwEVEyMRMzI3NjU0JyZVQ5qRQCNoO1CbmZmXdSoSUSkCqHNaM0V/Nx6PAf7+yE8iK2EnFAADADP/9QN7AhwAMAA5AEYAABMjNjc2MxYXNjcyFxYdASEWFxYzMjc2NzMGBwYjIicmJwYHBiMiJyY1Njc2MzUmJwYlIgcGByEmJyYBMjc2PQEGBwYVFBcWiEEUfiIohi09fI46If5zBGMeJH4jAgFDI4ocHow7BgUnaicobywUAnFdpwKIhAHzdiIHAwFJC2Eb/j9aOSn/LAtCGQFkjiEJAWFhAXA+VxWfKgx2BQSXGwV1DQ1iIQxIIStnJh0algECAngbHochCf5JQjE7JwFIFBpAFggAAAADADD/9QObAhwAKgA6AEMAAAUiJyY1NDc2MzIXFhc2NzYzMhcWHQEhFhcWMzI3NjczBgcGIyInJicGBwYnMjc2NTQnJiMiBwYVFBcWASIHBgchJicmARyROyB1M0SIOgUDL4INDI46IP5vBmEgJ3UnBANDIYIgI4g7BgUwfg8OfSELXSIqgCAKXyIBvYMeBQIBTglgHAt3QVu4QBx2CQh6DAF0P1kYlCoNZwwMkR8HcAwLeA0COH4qM5swEYQnMZ0uEAG3ihcajCQLAAADADD/0gIOAj4AFQAeACcAAAUiJwcjNyY1NDc2MzIXNzMHFhUUBwYDFhcTJiMiBwYTMjc2NSYnAxYBHkAuIDEsW3M1RkAwHzErW3Q29AE3yiUvgSILroIiCwE3yicLGDtSSJy1QR4YOlBKnLVBHQETdDoBdhR/Kv7ygCkyczv+ihMAAAACADD/9QIHAtAAHAAsAAAFIicmNTQ3NjMyFyYnBzU3JiczFhc3FQcWFRQHBicyNzY1NCcmIyIHBhUUFxYBHJE7IHYzQzwyK0ByUSw0Wh0hZ0awcjRFgCAJWiItgCAKXiILcj5WsTwaFkY8MSsjJCESGy0rHqDlsT8dOHwlLY8uEnwlLpIsEAAAAgBN/yQCCgLQABAAIAAAFyMRMxE2NzIXFhUUBwYjJicTIgcGFRQXFjMyNzY1NCcmjkFBN2qFNx9vLz1sNZ13HQlaHiVyIAtYH9wDrP7sXwF1QVy7QBoBXAGShCgvoC0PfCs2my8QAAABAE3/+AIlAtYAKQAAJRQHBiMiJzUzMjc2NSYnIzUzMjc2NTQnJiMGBxEjETQ3NjMyFxYVBgcWAiVwN0s9J1emFQMCxBIIkQ8CVhwhlAFBgCYvly4QAWCOwIEwFwgwcg8RmAE0agwMZxwJAqH+BgH2qSsMbCYwbCwrAAAAAQBNAAAAjgIRAAMAADMRMxFNQQIR/e8AAf/e/xsAjgIRAA4AABcUBwYjIic1MzI3NjURM45WFh0ZDgpLEghBTHwXBgUvLRUjAl0AAAMAGAAAAogDZwADAAsAEAAAATczBxMnIQcjATMJAQMhAycBNGZTeMxH/qhHQwEQTwER/rSEASyDEwL1cnL9C7KyAqj9WAIx/rgBSDQAAAAAAwAYAAACiANnAAYADgATAAABJwcjNzMXEychByMBMwkBAyEDJwGpTk4+Y1BkW0f+qEdDARBPARH+tIQBLIMTAvVRUXJy/QuysgKo/VgCMf64AUg0AAAAAAQAGAAAAogDZwADAAcADwAUAAABNTMVMzUzFRMnIQcjATMJAQMhAycBCTkxOZVH/qhHQwEQTwER/rSEASyDEwL1cnJycv0LsrICqP1YAjH+uAFINAAAAAADABgAAAKIA2cAAwALABAAAAEjJzMBJyEHIwEzCQEDIQMnAYBAeFIBJ0f+qEdDARBPARH+tIQBLIMTAvVy/JmysgKo/VgCMf64AUg0AAAAAAQAGAAAAogDswAPAB8AJwAsAAABIicmNTQ3NjMyFxYVFAcGJzI3NjU0JyYjIgcGFRQXFhMnIQcjATMJAQMhAycBWjoaCzEVGTkaDTAWGiYNBCIKCyYNBCEL8kf+qEdDARBPARH+tIQBLIMTAvUvFRo8GQsvFxo5GgslIwsLKA4EIwsMJw4E/OaysgKo/VgCMf64AUg0AAAAAwAYAAACiANnABsAIwAoAAATIzQ3NjMyFxYXFjMyNzQ1MxQHBiMiJyYnIgcUASchByMBMwkBAyEDJ/ApPwgIJyofDwQDJgMoRAYFJikmECcCAVFH/qhHQwEQTwER/rSEASyDEwL1Yw0CJx4CAUYBAWkIASYeAkQB/QqysgKo/VgCMf64AUg0AAMAGAAAAogDZwARABkAHgAAEzMWFxYzMjc2NzMGBwYjIicmASchByMBMwkBAyEDJ9YxBzwICUMOAQExDVUREV0eBwFoR/6oR0MBEE8BEf60hAEsgxMDZz0JATsGBl0SA00R/K2ysgKo/VgCMf64AUg0AAAAAwAYAAACiANIAAMACwAQAAATNTMVEychByMBMwkBAyEDJ+zceUf+qEdDARBPARH+tIQBLIMTAxQ0NPzssrICqP1YAjH+uAFINAAAAAIAGP8YAo8CqAAYAB0AAAUUFxYzMjcVBiMiJyY1NjcnIQcjATMBIwYLASEDJwICNg8QIhYeJlAgDgJuQ/6oR0MBEE8BESpayIQBLIMTdTcOBAspDDQXHExAp7ICqP1YOwJs/rgBSDQAAQA6/yMCdAKzADAAAAU0JyYnNyYnJjU0NzYzMhcWFyMmJyYjIgcGFRQXFjMyNzY3MwYHBg8BFhcUBwYHNTYBdycUISycRityTW+DTykRRx1bJSqGPCVmNktzOw4JRydvMjkdVwGAGR6BhhwKBQNODYZVdcVdPlkvP14hDnZJZ7RJJ1sWGXsxFQMxDDpIDwMBIgUAAAIAOv/1AnQDZwADACUAAAE3MwcTIyYnJiMiBwYVFBcWMzI3NjczBgcGIyInJjU0NzYzMhcWAT1mUnj3Rx1bJSqGPCVmNktzOw4JRyZvOEClTzdyTW+DTykC9XJy/vdeIQ52SWe0SSdbFhl6MRmAWYXFXT5ZLwAAAAIAOv/1AnQDZwAGACgAAAEzByMnMxcBIyYnJiMiBwYVFBcWMzI3NjczBgcGIyInJjU0NzYzMhcWAbE+ZFBjPU8BEEcdWyUqhjwlZjZLczsOCUcmbzhApU83ck1vg08pA2dyclL+114hDnZJZ7RJJ1sWGXoxGYBZhcVdPlkvAAAAAgA6//UCdANnAAYAKAAAAScHIzczFxMjJicmIyIHBhUUFxYzMjc2NzMGBwYjIicmNTQ3NjMyFxYBsU1PPWNQZIVHHVslKoY8JWY2S3M7DglHJm84QKVPN3JNb4NPKQL1UVFycv73XiEOdklntEknWxYZejEZgFmFxV0+WS8AAAACADr/9QJ0A2cAAwAlAAABNTMVEyMmJyYjIgcGFRQXFjMyNzY3MwYHBiMiJyY1NDc2MzIXFgFCQfFHHVslKoY8JWY2S3M7DglHJm84QKVPN3JNb4NPKQL1cnL+914hDnZJZ7RJJ1sWGXoxGYBZhcVdPlkvAAMAVQAAAnoDZwAGABEAHAAAATMHIyczFwMRMzIXFhUUBwYjNTI3NjU0JyYrAREBfj1jUGM9T9zPvVo/gFd/pUQndEFbjANncnJS/OsCqH1Xgb5ZPDd4RGCuSCj9xgAAAAIAEQAAAnoCqAAOAB0AADMRIzUzETMyFxYVFAcGIzUyNzY1NCcmKwEVMxUjEVVERM+9Wj+AV3+lRCd0QVuMuLgBRDkBK31Xgb5ZPDd4RGCuSCj0Of7zAAACAFUAAAIYA2cAAwAPAAABNzMHAxEhFSEVIRUhESEVARNmUnj+AcP+gAFc/qQBgAL1cnL9CwKoN/Q4/vI3AAAAAgBVAAACGANnAAYAEgAAAScHIzczFwERIRUhFSEVIREhFQGHTU89Y1Bk/pABw/6AAVz+pAGAAvVRUXJy/QsCqDf0OP7yNwAAAwBVAAACGANnAAMABwATAAATNTMVMzUzFQERIRUhFSEVIREhFec5MTr+ygHD/oABXP6kAYAC9XJycnL9CwKoN/Q4/vI3AAAAAgBVAAACGANnAAMADwAAASMnMwMRIRUhFSEVIREhFQFfQXhTpAHD/oABXP6kAYAC9XL8mQKoN/Q4/vI3AAAAAAIAVQAAAhgDZwARAB0AABMzFhcWMzI3NjczBgcGIyInJgMRIRUhFSEVIREhFbQyBzwICUMOAQExDVUREV4fBmIBw/6AAVz+pAGAA2c9CQE7BgZdEgNOEfysAqg39Dj+8jcAAAACAFUAAAIYA2cABgASAAABMwcjJzMXAxEhFSEVIRUhESEVAYc+ZFBjPU/lAcP+gAFc/qQBgANncnJS/OsCqDf0OP7yNwAAAAACAFUAAAIYA2cAAwAPAAABNTMVAREhFSEVIRUhESEVARhB/vwBw/6AAVz+pAGAAvVycv0LAqg39Dj+8jcAAAAAAgBVAAACGANIAAMADwAAEzUzFQERIRUhFSEVIREhFcvc/q4Bw/6AAVz+pAGAAxQ0NPzsAqg39Dj+8jcAAQBV/xgCGAKoAB0AADMRIRUhFSEVIREhFSMGBxQXFjMyNxUGIyInJjU2N1UBw/6AAVz+pAGAM1oCMxASIhYeJlAgDgFdAqg39Dj+8jc7OjUPBQspDDQXHEU8AAACADr/9QJ0A2cAEQA4AAATMxYXFjMyNzY3MwYHBiMiJyYBIycGBwYjIicmNTQ3NjMyFxYXIyYnJiMiBwYVFBcWMzI3NjcjNSHcMQc8CQhFDQEBMA5YDw9dHgcBkzMGNYkMDZ9POnJNb4NPKRFHHVslKoc8JGg3SnkzGwK+AP8DZz0JAT0FBWAPA00R/K2AfwsBe1uIxV0+WS8/XiEOd0hntUkmZzhPNgACADr/9QJ0A2cABgAtAAABJwcjNzMXEyMnBgcGIyInJjU0NzYzMhcWFyMmJyYjIgcGFRQXFjMyNzY3IzUhAa9OTj1jUGOGMwY1iQwNn086ck1vg08pEUcdWyUqhzwkaDdKeTMbAr4A/wL1UVFycv0LgH8LAXtbiMVdPlkvP14hDndIZ7VJJmc4TzYAAAIAOv8dAnQCswAmAC8AACEjJwYHBiMiJyY1NDc2MzIXFhcjJicmIyIHBhUUFxYzMjc2NyM1IQE1MxUGByM2NQJyMwY1iQwNn086ck1vg08pEUcdWyUqhzwkaDdKeTMbAr4A//7GTgEjIhqAfwsBe1uIxV0+WS8/XiEOd0hntUkmZzhPNv4hOhdDNzEmAAAAAAIAOv/1AnQDZwADACoAAAE1MxUTIycGBwYjIicmNTQ3NjMyFxYXIyYnJiMiBwYVFBcWMzI3NjcjNSEBQEHxMwY1iQwNn086ck1vg08pEUcdWyUqhzwkaDdKeTMbAr4A/wL1cnL9C4B/CwF7W4jFXT5ZLz9eIQ53SGe1SSZnOE82AAAAAAIAKwAAAokCqAATABcAADMRIzUzNTMVITUzFTMVIxEjESEZASE1IVUqKkMBg0QqKkT+fQGD/n0CCS9wcHBwL/33AUT+vAF7jgAAAAACAFUAAAJfA2cABgASAAABJwcjNzMXAREzESERMxEjESERAahNTz1jUGT+b0MBg0RE/n0C9VFRcnL9CwKo/tMBLf1YAUT+vAACAFEAAAEJA2cAAwAHAAATNzMHAxEzEVFlU3g8QwL1cnL9CwKo/VgAAv/sAAABAgNnAAYACgAAEycHIzczFwMRMxHFTk49Y09krUMC9VFRcnL9CwKo/VgAAwAlAAAAyANnAAMABwALAAATNTMVMzUzFQMRMxElOTE5c0MC9XJycnL9CwKo/VgAAv/kAAAAnANnAAMABwAAEyMnMxMRMxGcQHhTHkMC9XL8mQKo/VgAAAL/8gAAAPsDZwARABUAAAMzFhcWMzI3NjczBgcGIyInJhMRMxEOMQc8CQhFDQEBMA5YDw9dHgdgQwNnPQkBPQUFYA8DTRH8rQKo/VgAAAAAAgBVAAAAmANnAAMABwAAEzUzFQMRMxFWQUJDAvVycv0LAqj9WAAAAAIACQAAAOQDSAADAAcAABM1MxUDETMRCduPQwMUNDT87AKo/VgAAAAB/93/GACfAqgAFAAAFxQXFjMyNxUGIyInJjU2NxEzESMGEjMQEiIWHiZOIQ8CdkMqWnU1DwULKQwzGBxPQQKZ/Vg7AAL/5AAAAQkDZwAbAB8AABMjNDc2MzIXFhcWMzI3NDUzFAcGIyInJiciBxQTETMRDChABwcnKh8PBAMmAyhCBgYmKiYQJwJJQwL1ZA0BJx4CAUYBAWcKASYeAkQB/QoCqP1YAAACACL/9QIjA2cABgAYAAABJwcjNzMXATMWFzI3NjURMxEUBwYjIicmAeZOTj1jUGP9/0MSe1sgDkNaMUGBNRYC9VFRcnL91psBWCYwAcv+PJE+IGwuAAAAAgBV//UCqwKoAAMAFQAAMxEzETczFhcyNzY1ETMRFAcGIyInJlVDdkQSe1khDkRaMUGCNRUCqP1Yy5sBVicxAcv+PJE+IG0uAAAAAAIAVf8dAkYCqAAKABMAADMRMxEBMwkBIwERFzUzFQYHIzY1VUMBUlb+pwFfXP6ucE4BIyIZAqj+tgFK/rL+pgFM/rSMOhdDNzAnAAACAFUAAAH+A2cAAwAJAAATNzMHAxEzESEVYGZSeEtDAWYC9XJy/QsCqP2PNwAAAAACAFUAAAH+AqgABQAOAAAzETMRIRUBNTMVBgcjNjVVQwFm/vNNASIiGQKo/Y83Am46F0U0LSkAAAIAVf8dAf4CqAAFAA4AADMRMxEhFQU1MxUGByM2NVVDAWb++04BIyMaAqj9jzeMOhdDNzEmAAAAAgBVAAAB/gKoAAUACQAAMxEzESEVJzUzFVVDAWakQQKo/Y839XFxAAIAVQAAAl8DZwAbACcAABMjNDc2MzIXFhcWMzI3NDUzFAcGIyInJiciBxQDETMBFxEzESMBJxHwKT8ICCcqHw8EAyYDKEQGBSYpJhAnAptHAVwjREf+pSUC9WMNAiceAgFGAQFpCAEmHgJEAf0KAqj99TwCR/1YAghA/bgAAAAAAgBVAAACXwNnAAMADwAAATczBwERMwEXETMRIwEnEQE0ZlN4/uBHAVwjREf+pSUC9XJy/QsCqP31PAJH/VgCCED9uAACAFUAAAJfA2cABgASAAABMwcjJzMXAREzARcRMxEjAScRAak9ZFBjPk7++kcBXCNER/6lJQNncnJS/OsCqP31PAJH/VgCCED9uAAAAgBV/x0CXwKoAAsAFAAAMxEzARcRMxEjAScRFzUzFQYHIzY1VUcBXCNER/6lJZ1OASMiGQKo/fU8Akf9WAIIQP24jDoXQzczJAAAAAMAOv/1Aq4DZwADABMAIwAAATczBwMiJyY1NDc2MzIXFhUUBwYnMjc2NTQnJiMiBwYVFBcWAU9lU3gbqlQ8c1B3qFQ+dVB1jUAoZztTjUAoaTsC9XJy/QB9WofAX0F8W4nCXT86dElnr0ssdElpsEspAAAAAwA6//UCrgNnAAYAFgAmAAABJwcjNzMXAyInJjU0NzYzMhcWFRQHBicyNzY1NCcmIyIHBhUUFxYBw05OPmNQZIyqVDxzUHeoVD51UHWNQChnO1ONQChpOwL1UVFycv0AfVqHwF9BfFuJwl0/OnRJZ69LLHRJabBLKQAAAAQAOv/1Aq4DZwADAAcAFwAnAAABNTMVMzUzFQMiJyY1NDc2MzIXFhUUBwYnMjc2NTQnJiMiBwYVFBcWASM5MTlSqlQ8c1B3qFQ+dVB1jUAoZztTjUAoaTsC9XJycnL9AH1ah8BfQXxbicJdPzp0SWevSyx0SWmwSykAAAADADr/9QKuA2cAAwATACMAAAEjJzMTIicmNTQ3NjMyFxYVFAcGJzI3NjU0JyYjIgcGFRQXFgGaQHhSQKpUPHNQd6hUPnVQdY1AKGc7U41AKGk7AvVy/I59WofAX0F8W4nCXT86dElnr0ssdElpsEspAAAAAAMAOv/1Aq4DZwAbACsAOwAAASM0NzYzMhcWFxYzMjc0NTMUBwYjIicmJyIHFBMiJyY1NDc2MzIXFhUUBwYnMjc2NTQnJiMiBwYVFBcWAQopPwgIJyofDwQDJgMoRAYFJikmECcCaqpUPHNQd6hUPnVQdY1AKGc7U41AKGk7AvVjDQInHgIBRgEBaQgBJh4CRAH8/31ah8BfQXxbicJdPzp0SWevSyx0SWmwSykAAAAAAwA6//UCrgNnABEAIQAxAAATMxYXFjMyNzY3MwYHBiMiJyYTIicmNTQ3NjMyFxYVFAcGJzI3NjU0JyYjIgcGFRQXFvAxBzwJCEMOAQExDVUREV0eB4GqVDxzUHeoVD51UHWNQChnO1ONQChpOwNnPQkBOwYGXRIDTRH8on1ah8BfQXxbicJdPzp0SWevSyx0SWmwSykAAAAEADr/9QKuA2cAAwAHABcAJwAAATczBzM3MwcDIicmNTQ3NjMyFxYVFAcGJzI3NjU0JyYjIgcGFRQXFgEaSz9XTkpAWFmqVDxzUHeoVD51UHWNQChnO1ONQChpOwL1cnJycv0AfVqHwF9BfFuJwl0/OnRJZ69LLHRJabBLKQAAAAMAOv/1Aq4DSAADABMAIwAAATUzFQMiJyY1NDc2MzIXFhUUBwYnMjc2NTQnJiMiBwYVFBcWAQfbbqpUPHNQd6hUPnVQdY1AKGc7U41AKGk7AxQ0NPzhfVqHwF9BfFuJwl0/OnRJZ69LLHRJabBLKQADAFUAAAJCA2cAAwAbACYAAAE3MwcDETMyFxYVFAcGBxYXFh8BIycmJyYrARETIxEzMjc2NTQnJgENZVN4+OiJOh9eCQg5GgYGM0ctEysePJ6kpKNrJQ9MJAL1cnL9CwKoUy07bi4FAxNGERbJuk4UDv7WAnH+8UgdI1YhEAAAAAMAVQAAAkIDZwAGAB4AKQAAATMHIyczFwMRMzIXFhUUBwYHFhcWHwEjJyYnJisBERMjETMyNzY1NCcmAYE9Y1BjPU7e6Ik6H14JCDkaBgYzRy0TKx48nqSko2slD0wkA2dyclL86wKoUy07bi4FAxNGERbJuk4UDv7WAnH+8UgdI1YhEAAAAAADAFX/HQJCAqgAFwAiACsAADMRMzIXFhUUBwYHFhcWHwEjJyYnJisBERMjETMyNzY1NCcmAzUzFQYHIzY1VeiJOh9eCQg5GgYGM0ctEysePJ6kpKNrJQ9MJF1OASIjGgKoUy07bi4FAxNGERbJuk4UDv7WAnH+8UgdI1YhEP0DOhdCODEmAAAAAgAq//UCKANnAAYANgAAATMHIyczFwMUFxYXFhcWFRQHBiMiJyYnMxYXFjMyNzY1NCcmJyYnJjU0NzYzMhcWFyMmJyIHBgF3PWNQYz1PqVMbanMsMGY8Ubw9DAZGG3cZG3wlDFYdbHAqLkw8WJ8+FQhHHpZvIQoDZ3JyUv7vUB8KExYpLVJzNB6LGx5xFQRMGR5XIQsUFSgsTloyJ3EmMIwBRRYAAAAAAQAq/yMCKAKzAD4AAAU0JyYnNyYnJiczFhcWMzI3NjU0JyYnJicmNTQ3NjMyFxYXIyYnIgcGFRQXFhcWFxYVFAcGIwcWFxQHBgc1NgE7JxQhLbIrAwJGG3cZG3wlDFYdbHAqLkw8WJ8+FQhHHpZvIQpTG2pzLDBmPFEdVwGMFBeBhhwKBQNPEpsLCnEVBEwZHlchCxQVKCxOWjIncSYwjAFFFhpQHwoTFiktUnM0HjEMOksNAgEiBQAAAAACACr/9QIoA2cABgA2AAABJwcjNzMXBRQXFhcWFxYVFAcGIyInJiczFhcWMzI3NjU0JyYnJicmNTQ3NjMyFxYXIyYnIgcGAXdNTz1jUGP+zVMbanMsMGY8Ubw9DAZGG3cZG3wlDFYdbHAqLkw8WJ8+FQhHHpZvIQoC9VFRcnLxUB8KExYpLVJzNB6LGx5xFQRMGR5XIQsUFSgsTloyJ3EmMIwBRRYAAAACACr/HQIoArMALwA4AAATFBcWFxYXFhUUBwYjIicmJzMWFxYzMjc2NTQnJicmJyY1NDc2MzIXFhcjJiciBwYTNTMVBgcjNjWBUxtqcywwZjxRvD0MBkYbdxkbfCUMVh1scCouTDxYnz4VCEcelm8hCoJOASIjGgIEUB8KExYpLVJzNB6LGx5xFQRMGR5XIQsUFSgsTloyJ3EmMIwBRRb9VjoXRDYxJgABACAAAAJFAqgADwAAIREjNTM1IzUhFSMVMxUjEQERamrxAiXwaWkBRjD4Ojr4MP66AAAAAgAgAAACRQNnAAYADgAAATMHIyczFwMRIzUhFSMRAYM9ZFBjPk4k8QIl8ANncnJS/OsCbjo6/ZIAAAAAAgAg/x0CRQKoAAcAEAAAIREjNSEVIxEHNTMVBgcjNjUBEfECJfBHTgEiIxoCbjo6/ZKMOhdENjEmAAAAAgAg/x0CRQKoAAcAEAAAIREjNSEVIxEHNTMVBgcjNjUBEfECJfBHTgEiIxoCbjo6/ZKMOhdENjEmAAAAAgBM//UCXQNnAAMAGQAAATczBxMUBwYjIicmNREzERQXFjMyNzY1ETMBL2VTeO5rQVyZRStEXS07eTEaRAL1cnL+DpxHK2xCYAGl/luKNBlgM0QBpQAAAAIATP/1Al0DZwAGABwAAAEnByM3MxcTFAcGIyInJjURMxEUFxYzMjc2NREzAaNOTj1jUGN9a0FcmUUrRF0tO3kxGkQC9VFRcnL+DpxHK2xCYAGl/luKNBlgM0QBpQAAAAMATP/1Al0DZwADAAcAHQAAATUzFTM1MxUTFAcGIyInJjURMxEUFxYzMjc2NREzAQM5MTm3a0FcmUUrRF0tO3kxGkQC9XJycnL+DpxHK2xCYAGl/luKNBlgM0QBpQAAAAIATP/1Al0DZwADABkAAAEjJzMBFAcGIyInJjURMxEUFxYzMjc2NREzAXpAeFMBSGtBXJlFK0RdLTt5MRpEAvVy/ZycRytsQmABpf5bijQZYDNEAaUAAAACAEz/9QJdA2cAEQAnAAATMxYXFjMyNzY3MwYHBiMiJyYBFAcGIyInJjURMxEUFxYzMjc2NREz0DEHPAgJRQ0BATAOWA8PXR4HAYprQVyZRStEXS07eTEaRANnPQkBPQUFYA8DTRH9sJxHK2xCYAGl/luKNBlgM0QBpQAAAwBM//UCXQNnAAMABwAdAAATNzMHMzczBxMUBwYjIicmNREzERQXFjMyNzY1ETP7Sj9XT0o/WLBrQVyZRStEXS07eTEaRAL1cnJycv4OnEcrbEJgAaX+W4o0GWAzRAGlAAAAAAIATP/1Al0DSAADABkAABM1MxUTFAcGIyInJjURMxEUFxYzMjc2NREz59uba0FcmUUrRF0tO3kxGkQDFDQ0/e+cRytsQmABpf5bijQZYDNEAaUAAAEATP8YAl0CqAAnAAAFFBcWMzI3FQYjIicmNTY3IyInJjURMxEUFxYzMjc2NREzERQHBgcGAT82DxAiFh4nTyAOAUwCmUUrRF0tO3kxGkRrKzZRdTcOBAspDDQXHD44bEJgAaX+W4o0GWAzRAGl/ludRxsKNQAAAAMATP/1Al0DswAPAB8ANQAAASInJjU0NzYzMhcWFRQHBicyNzY1NCcmIyIHBhUUFxYBFAcGIyInJjURMxEUFxYzMjc2NREzAVQ5GgwwFhk5Gg0wFhomDgQhCwwlDQUiCgEUa0FcmUUrRF0tO3kxGkQC9S4WGjoaDC8XGjkaCyUjCwsnDgUiDAwnDgT96ZxHK2xCYAGl/luKNBlgM0QBpQACAEz/9QJdA2cAGQAvAAATIzQ3NjMyFxYXFjMyNzQ1MwYHIicmJyIHFAEUBwYjIicmNREzERQXFjMyNzY1ETPqKEAHBycqHw8EAycCKAlFJiomECcCAXNrQVyZRStEXS07eTEaRAL1ZA0BJx4CAUYBAWsHJh4CRAH+DZxHK2xCYAGl/luKNBlgM0QBpQAAAAACACsAAAP4A2cAAwAWAAABNzMHEwMnBwMjAzMTFzcTMxMXNxMzAwH3ZlJ4l64ODq5Q20muDg2zSbEODK5G2wL1cnL9CwIdLy/94wKo/c4wMAIy/c4wMAIy/VgAAAIAKwAAA/gDZwAGABkAAAEnByM3MxcTAycHAyMDMxMXNxMzExc3EzMDAmtNTz1jUGQlrg4OrlDbSa4ODbNJsQ4MrkbbAvVRUXJy/QsCHS8v/eMCqP3OMDACMv3OMDACMv1YAAADACsAAAP4A2cAAwAHABoAAAE1MxUzNTMVEwMnBwMjAzMTFzcTMxMXNxMzAwHLOTE6X64ODq5Q20muDg2zSbEODK5G2wL1cnJycv0LAh0vL/3jAqj9zjAwAjL9zjAwAjL9WAAAAgArAAAD+ANnAAMAFgAAASMnMxMDJwcDIwMzExc3EzMTFzcTMwMCQ0F4U/GuDg6uUNtJrg4Ns0mxDgyuRtsC9XL8mQIdLy/94wKo/c4wMAIy/c4wMAIy/VgAAAACABMAAAJGA2cAAwAOAAABNzMHAxEDMxMXNxMzAxEBC2ZTeEH4Ta8gH7BI9wL1cnL9CwEBAaf+0j4+AS7+Wf7/AAAAAAMAEwAAAkYDZwADAAcAEgAAEzUzFTM1MxUDEQMzExc3EzMDEd86MTl4+E2vIB+wSPcC9XJycnL9CwEBAaf+0j4+AS7+Wf7/AAIAEwAAAkYDZwAGABEAAAEnByM3MxcDEQMzExc3EzMDEQGATk4+Y1BksvhNryAfsEj3AvVRUXJy/QsBAQGn/tI+PgEu/ln+/wAAAAACABMAAAJGA2cAAwAOAAABIyczExEDMxMXNxMzAxEBV0B4Uhr4Ta8gH7BI9wL1cvyZAQEBp/7SPj4BLv5Z/v8AAgAxAAACKwNnAAYAEAAAATMHIyczFwE1ASE1IRUBIRUBgT5kUGM9T/79Aav+VQH6/lUBqwNncnJS/Os6AjQ6Ov3MOgACADEAAAIrA2cAAwANAAABNzMHATUBITUhFQEhFQENZlJ4/uQBq/5VAfr+VQGrAvVycv0LOgI0Ojr9zDoAAAAAAwAz//UB+wLQAAMAIwAwAAATNzMPASM2NzYzMhcWHQEUFyMmNQYHBiMiJyY1Njc2MzUmJwYDFBcWMzI3Nj0BBgcG+WVTeLNBFokcHpcnCxRFEDJhFhZ+Jw8CcV+hAox+JUIZHVc4KvorDAJecnL5lxsFeyUs1FclIEZXFQVSHiZrJh8SlgEC/qtCFghENEAlAUwVAAMAM//1AfsC0AAGACYAMwAAAScHIzczFwUjNjc2MzIXFh0BFBcjJjUGBwYjIicmNTY3NjM1JicGAxQXFjMyNzY9AQYHBgFtTU89Y1Bj/txBFokcHpcnCxRFEDJhFhZ+Jw8CcV+hAox+JUIZHVc4KvorDAJeUVFycvmXGwV7JSzUVyUgRlcVBVIeJmsmHxKWAQL+q0IWCEQ0QCUBTBUAAAAEADP/9QH7AtAAAwAHACcANAAAEzUzFTM1MxUHIzY3NjMyFxYdARQXIyY1BgcGIyInJjU2NzYzNSYnBgMUFxYzMjc2PQEGBwbNOTE56kEWiRwelycLFEUQMmEWFn4nDwJxX6ECjH4lQhkdVzgq+isMAl5ycnJy+ZcbBXslLNRXJSBGVxUFUh4mayYfEpYBAv6rQhYIRDRAJQFMFQADADP/9QH7AtAAAwAjADAAAAEjJzMDIzY3NjMyFxYdARQXIyY1BgcGIyInJjU2NzYzNSYnBgMUFxYzMjc2PQEGBwYBREB4U1lBFokcHpcnCxRFEDJhFhZ+Jw8CcV+hAox+JUIZHVc4KvorDAJecv6VlxsFeyUs1FclIEZXFQVSHiZrJh8SlgEC/qtCFghENEAlAUwVAAAAAAQAM//1AfsDHQAPAB8APwBMAAABIicmNTQ3NjMyFxYVFAcGJzI3NjU0JyYjIgcGFRQXFgMjNjc2MzIXFh0BFBcjJjUGBwYjIicmNTY3NjM1JicGAxQXFjMyNzY9AQYHBgEfOhoMLxcaOBoNLxYaJQ0FIgoLJg4EIguOQRaJHB6XJwsURRAyYRYWficPAnFfoQKMfiVCGR1XOCr6KwwCXi4WGjobDC8XGjkaDCUiDAwoDgQjCw0nDgT+4pcbBXslLNRXJSBGVxUFUh4mayYfEpYBAv6rQhYIRDRAJQFMFQAAAwAz//UB+wLQABsAOwBIAAATIzQ3NjMyFxYXFjMyNzQ1MxQHBiMiJyYnIgcUByM2NzYzMhcWHQEUFyMmNQYHBiMiJyY1Njc2MzUmJwYDFBcWMzI3Nj0BBgcGtChABwcnKh8PBAMnAihCBwUmKiYQJwIuQRaJHB6XJwsURRAyYRYWficPAnFfoQKMfiVCGR1XOCr6KwwCXmUMAScdAgFFAQFoCQEmHgJEAfqXGwV7JSzUVyUgRlcVBVIeJmsmHxKWAQL+q0IWCEQ0QCUBTBUAAAMAM//1AfsC0AARADEAPgAAEzMWFxYzMjc2NzMGBwYjIicmAyM2NzYzMhcWHQEUFyMmNQYHBiMiJyY1Njc2MzUmJwYDFBcWMzI3Nj0BBgcGmjEHPwgHQw4BATAOVRAQXB8IF0EWiRwelycLFEUQMmEWFn4nDwJxX6ECjH4lQhkdVzgq+isMAtA/BwE7BgZfEANKE/6qlxsFeyUs1FclIEZXFQVSHiZrJh8SlgEC/qtCFghENEAlAUwVAAAAAwAz//UB+wKxAAMAIwAwAAATNTMVASM2NzYzMhcWHQEUFyMmNQYHBiMiJyY1Njc2MzUmJwYDFBcWMzI3Nj0BBgcGsdv++kEWiRwelycLFEUQMmEWFn4nDwJxX6ECjH4lQhkdVzgq+isMAn4zM/7nlxsFeyUs1FclIEZXFQVSHiZrJh8SlgEC/qtCFghENEAlAUwVAAEAMP8jAfkCHAAwAAAFNCcmJzcmJyY1NDc2MzIXFhcjJicmIyIHBhUUFxYzMjc2NzMGBwYPARYXFAcGBzU2AS8nFCEsgTMbczNDfjwaCEESVRgcfiAJXyIpcyMEAkEeihQUHVcBjBQXgYYcCgUDTgx2PlK4QBxdKjdkGweEJzGdLhBsCwubGgQBMQw6Sw0CASIFAAACADD/9QH5AtAABgAoAAABMwcjJzMXEyMmJyYjIgcGFRQXFjMyNzY3MwYHBiMiJyY1NDc2MzIXFgFhPWNQYz1P4UESVRgcfiAJXyIpcyMEAkEfkBcZjTsiczNDfjwaAtByclL+4GQbB4QnMZ0uEGwLC58XBHRBXrhAHF0qAAAAAAIAMP/1AfkC0AAGACgAAAEnByM3MxcTIyYnJiMiBwYVFBcWMzI3NjczBgcGIyInJjU0NzYzMhcWAWFNTz1jUGNXQRJVGBx+IAlfIilzIwQCQR+QFxmNOyJzM0N+PBoCXlFRcnL/AGQbB4QnMZ0uEGwLC58XBHRBXrhAHF0qAAAAAgAw//UB+QLQAAMAJQAAEzUzFRMjJicmIyIHBhUUFxYzMjc2NzMGBwYjIicmNTQ3NjMyFxbyQcJBElUYHH4gCV8iKXMjBAJBH5AXGY07InMzQ348GgJecnL/AGQbB4QnMZ0uEGwLC58XBHRBXrhAHF0qAAADADD/9QJoAtAAEAAZACkAAAUiJyY1NDc2MxYXETMRIzUGEzUzFQYHIzY1ATI3NjU0JyYjIgcGFRQXFgELgzggby4+bDVBQTinTQEiIxr+03cdCVoeJXQfClkfC3NDXbo/GwFcARH9MFVfAqA6F0I3LSn9l4QoL6AtD38qM54uDwAAAAACADD/9QIhAtAAGAAoAAAFIicmNTQ3NjMWFzUjNTM1MxUzFSMRIzUGJzI3NjU0JyYjIgcGFRQXFgELgzggby4+bDVmZkE0NEE4ZXcdCVoeJXQfClkfC3NDXbo/GwFcqTA4ODD9mFVfN4QoL6AtD38qM54uDwAAAAADADD/9QIGAtAAAwAeACcAABM3MwcTBgcGIyInJjU0NzYzMhcWHQEhFhcWMzI3NjcDIgcGByEmJyb2ZVN40CKFHiKRPCJzM0SMOyL+bwNhIShzKAUEqX8fBgIBTAxgGwJecnL+TpIeB3RCXbdBHHFBWhKXLA5jDg4BOIMXGokiCQAAAAADADD/9QIGAtAABgAhACoAAAEnByM3MxcTBgcGIyInJjU0NzYzMhcWHQEhFhcWMzI3NjcDIgcGByEmJyYBak1PPWNQY18ihR4ikTwiczNEjDsi/m8DYSEocygFBKl/HwYCAUwMYBsCXlFRcnL+TpIeB3RCXbdBHHFBWhKXLA5jDg4BOIMXGokiCQAAAAQAMP/1AgYC0AADAAcAIgArAAATNTMVMzUzFRMGBwYjIicmNTQ3NjMyFxYdASEWFxYzMjc2NwMiBwYHISYnJso5MTmZIoUeIpE8InMzRIw7Iv5vA2EhKHMoBQSpfx8GAgFMDGAbAl5ycnJy/k6SHgd0Ql23QRxxQVoSlywOYw4OATiDFxqJIgkAAAAAAwAw//UCBgLQAAMAHgAnAAABIyczAQYHBiMiJyY1NDc2MzIXFh0BIRYXFjMyNzY3AyIHBgchJicmAUFAeFMBKiKFHiKRPCJzM0SMOyL+bwNhIShzKAUEqX8fBgIBTAxgGwJecv3ckh4HdEJdt0EccUFaEpcsDmMODgE4gxcaiSIJAAAAAwAw//UCBgLQABEALAA1AAATMxYXFjMyNzY3MwYHBiMiJyYBBgcGIyInJjU0NzYzMhcWHQEhFhcWMzI3NjcDIgcGByEmJyaXMQc/CAdDDgEBMQ9WDxBcHwgBbCKFHiKRPCJzM0SMOyL+bwNhIShzKAUEqX8fBgIBTAxgGwLQPwcBOwYGXxADShP98ZIeB3RCXbdBHHFBWhKXLA5jDg4BOIMXGokiCQAAAwAw//UCBgLQAAYAIQAqAAABMwcjJzMXEwYHBiMiJyY1NDc2MzIXFh0BIRYXFjMyNzY3AyIHBgchJicmAWo9Y1BjPU/pIoUeIpE8InMzRIw7Iv5vA2EhKHMoBQSpfx8GAgFMDGAbAtByclL+LpIeB3RCXbdBHHFBWhKXLA5jDg4BOIMXGokiCQAAAAADADD/9QIGAtAAAwAeACcAABM1MxUTBgcGIyInJjU0NzYzMhcWHQEhFhcWMzI3NjcDIgcGByEmJyb7QcoihR4ikTwiczNEjDsi/m8DYSEocygFBKl/HwYCAUwMYBsCXnJy/k6SHgd0Ql23QRxxQVoSlywOYw4OATiDFxqJIgkAAAMAMP/1AgYCsQADAB4AJwAAEzUzFRMGBwYjIicmNTQ3NjMyFxYdASEWFxYzMjc2NwMiBwYHISYnJq7bfSKFHiKRPCJzM0SMOyL+bwNhIShzKAUEqX8fBgIBTAxgGwJ+MzP+LpIeB3RCXbdBHHFBWhKXLA5jDg4BOIMXGokiCQAAAwAw/xgB7QLQABEAMgBCAAATMxYXFjMyNzY3MwYHBiMiJyYTIicmNTQ3NjMWFzUzERQHBiMiJyYnMxYXFjMyNzY9AQYnMjc2NTQnJiMiBwYVFBcWkjIGOwkKQw4BATEPVg8QXB8Ib4A2Hm0tOnQ0QXIqNJU2DgZBDlgaHnwRAjhleB0IWR8ldB8KWx4C0DwKATsGBl8QA0oT/UBzQVy6PhkBWU/93JYuEW8eJFwYB3gSE21cN4UmLpwtD34pMp4sDgAAAAMAMP8YAe0C0AAGACcANwAAAScHIzczFwMiJyY1NDc2MxYXNTMRFAcGIyInJiczFhcWMzI3Nj0BBicyNzY1NCcmIyIHBhUUFxYBZU1PPWNQZJ+ANh5tLTp0NEFyKjSVNg4GQQ5YGh58EQI4ZXgdCFkfJXQfClseAl5RUXJy/Z1zQVy6PhkBWU/93JYuEW8eJFwYB3gSE21cN4UmLpwtD34pMp4sDgAAAAMAMP8YAe0C7gAIACkAOQAAARUjNTY3MwYVAyInJjU0NzYzFhc1MxEUBwYjIicmJzMWFxYzMjc2PQEGJzI3NjU0JyYjIgcGFRQXFgE/TgEjIxoagDYebS06dDRBcio0lTYOBkEOWBoefBECOGV4HQhZHyV0HwpbHgKXORdCNzEm/WRzQVy6PhkBWU/93JYuEW8eJFwYB3gSE21cN4UmLpwtD34pMp4sDgAAAAADADD/GAHtAtAAAwAkADQAABM1MxUDIicmNTQ3NjMWFzUzERQHBiMiJyYnMxYXFjMyNzY9AQYnMjc2NTQnJiMiBwYVFBcW9kEzgDYebS06dDRBcio0lTYOBkEOWBoefBECOGV4HQhZHyV0HwpbHgJecnL9nXNBXLo+GQFZT/3cli4Rbx4kXBgHeBITbVw3hSYunC0PfikyniwOAAABABwAAAHqAtAAHQAAMxEjNTM1MxUzFSMVNjcyFxYVESMRNCcmIyIHBhURTTExQXR0OXN/JA1AXRETUy0bAmgwODgwsGMBaSQt/p4BVHkUBEotMv7EAAAAAgBNAAAB6gNtAAYAHAAAAScHIzczFwERMxE2NzIXFhURIxE0JyYjIgcGFREBKk1PPWNQZP7lQTlzfyQNQFYUF1MtGwL7UVFycv0FAtD+6GMBaSQt/p4BVHMYBkotMv7EAAAAAAIASAAAAQAC0AADAAcAABM3MwcDETMRSGVTeDtBAl5ycv2iAhH97wAC/+IAAAD5AtAABgAKAAATJwcjNzMXAxEzEbxOTj5jUGSsQQJeUVFycv2iAhH97wADABwAAAC/AtAAAwAHAAsAABM1MxUzNTMVAxEzERw5MTlyQQJecnJycv2iAhH97wAC/9sAAACTAtAAAwAHAAATIyczExEzEZNAeFMfQQJecv0wAhH97wAAAv/pAAAA8gLQABEAFQAAAzMWFxYzMjc2NzMGBwYjIicmExEzERcxBzwICUEPAgExDlgPD10eB2FBAtA9CQE2CQhgDwNNEf1EAhH97wAAAAACAE0AAACOAtAAAwAHAAATNTMVAxEzEU1BQUECXnJy/aICEf3vAAAAAgAAAAAA2wKxAAMABwAAETUzFQMRMxHbjkECfjMz/YICEf3vAAAAAAL/0/8YAJUC0AADABgAABM1MxUDFBcWMzI3FQYjIicmNTY3ETMRIwZNQYYzEBIiFh4mUCAOAnhBKloCXnJy/S01DwULKQw0FxxQQgIA/e87AAAAAAL/2gAAAQAC0AAbAB8AABMjNDc2MzIXFhcWMzI3NDUzFAcGIyInJiciBxQTETMRAylCBwYnKh8PBAMmAyhCBwYmKSYQJwJKQQJeZgsBJx0CAUUBAWYLASYeAkQB/aECEf3vAAAC/97/GwD5AtAABgAVAAATJwcjNzMXAxQHBiMiJzUzMjc2NREzvE5OPmNQZGtWFh0ZDgpLEghBAl5RUXJy/VZ8FwYFLy0VIwJdAAAABABN/xsBaALQAAMABwALABoAABM1MxUzNTMVAREzERcUBwYjIic1MzI3NjURM01BmUH+5UHaUBkgGQ0KSxEIQQJecnJycv2iAhH970x5GAgFLy0VIwJdAAIATf8dAekC0AAKABMAADMRMxElMwUBIwERFzUzFQYHIzY1TUEA/1H+9wEUVP75TE4BIyMaAtD+W+bs/tsBFf7rjDoXQzcxJgAAAAACAEwAAAEEA20AAwAHAAATNzMHAxEzEUxlU3g/QQL7cnL9BQLQ/TAAAgBNAAABCwLQAAMADAAAMxEzERM1MxUGByM2NU1BL04BIiMZAtD9MAKWOhdCNysrAAAAAAIASP8dAJYC0AADAAwAADMRMxEHNTMVBgcjNjVNQUZOASMiGgLQ/TCMOhdDNzEmAAIATQAAAQAC0AADAAcAADMRMxE3NTMVTUExQQLQ/TD1cXEAAAIATQAAAeoC0AAbADEAABMjNDc2MzIXFhcWMzI3NDUzFAcGIyInJiciBxQDETMVNjcyFxYVESMRNCcmIyIHBhURsShABwcnKh8PBAMnAihCBwUmKiYQJgNkQTlzfyQNQFYUF1MtGwJeZQwBJx0CAUUBAWgJASYeAkQB/aECEVljAWkkLf6eAVRzGAZKLTL+xAAAAAACAE0AAAHqAtAABgAcAAABMwcjJzMXAxEzFTY3MhcWFREjETQnJiMiBwYVEQFqPWNQYz1P0EE5c38kDUBWFBdTLRsC0HJyUv2CAhFZYwFpJC3+ngFUcxgGSi0y/sQAAAACAE3/HQHqAhwAFQAeAAAzETMVNjcyFxYVESMRNCcmIyIHBhURFzUzFQYHIzY1TUE5c38kDUBWFBdTLRtoTgEiIxoCEVljAWkkLf6eAVRzGAZKLTL+xIw6F0Q2MSYAAAADADD/9QIHAtAABgAWACYAAAEnByM3MxcDIicmNTQ3NjMyFxYVFAcGJzI3NjU0JyYjIgcGFRQXFgFqTU89Y1Bji5E7IHUzRI87IXM0RH0hC10iKoAgCl8iAl5RUXJy/Zd3QVu4QBx2Qly2QB04fiozmzARhCcxnS4QAAAABAAw//UCBwLQAAMABwAXACcAABM1MxUzNTMVAyInJjU0NzYzMhcWFRQHBicyNzY1NCcmIyIHBhUUFxbKOTE5UZE7IHUzRI87IXM0RH0hC10iKoAgCl8iAl5ycnJy/Zd3QVu4QBx2Qly2QB04fiozmzARhCcxnS4QAAAAAAMAMP/1AgcC0AADABMAIwAAASMnMxMiJyY1NDc2MzIXFhUUBwYnMjc2NTQnJiMiBwYVFBcWAUFAeFNAkTsgdTNEjzshczREfSELXSIqgCAKXyICXnL9JXdBW7hAHHZCXLZAHTh+KjObMBGEJzGdLhAAAAAAAwAw//UCBwLQABsAKwA7AAATIzQ3NjMyFxYXFjMyNzQ1MxQHBiMiJyYnIgcUEyInJjU0NzYzMhcWFRQHBicyNzY1NCcmIyIHBhUUFxaxKEAHBycqHw8EAycCKEIHBSYqJhAmA2uROyB1M0SPOyFzNER9IQtdIiqAIApfIgJeZQwBJx0CAUUBAWgJASYeAkQB/ZZ3QVu4QBx2Qly2QB04fiozmzARhCcxnS4QAAMAMP/1AgcC0AARACEAMQAAEzMWFxYzMjc2NzMGBwYjIicmEyInJjU0NzYzMhcWFRQHBicyNzY1NCcmIyIHBhUUFxaXMQc/CAdDDgEBMQ9WDxBcHwiCkTsgdTNEjzshczREfSELXSIqgCAKXyIC0D8HATsGBl8QA0oT/Tp3QVu4QBx2Qly2QB04fiozmzARhCcxnS4QAAAABAAw//UCBwLQAAMABwAXACcAABM3MwczNzMHAyInJjU0NzYzMhcWFRQHBicyNzY1NCcmIyIHBhUUFxbCSj9XT0o/WFiROyB1M0SPOyFzNER9IQtdIiqAIApfIgJecnJycv2Xd0FbuEAcdkJctkAdOH4qM5swEYQnMZ0uEAAAAAADADD/9QIHArEAAwATACMAABM1MxUDIicmNTQ3NjMyFxYVFAcGJzI3NjU0JyYjIgcGFRQXFq7bbZE7IHUzRI87IXM0RH0hC10iKoAgCl8iAn4zM/13d0FbuEAcdkJctkAdOH4qM5swEYQnMZ0uEAAAAgBNAAABYQLQAAMAEwAAEzczBwMRMxU2NzIXFSYjIgcGFRGUZVN4h0E7aCAQFx1oJhECXnJy/aICEWFnBQs7CFgnL/7QAAAAAgAvAAABYQLQAAYAFgAAATMHIyczFwMRMxU2NzIXFSYjIgcGFREBCD1kT2M9Tm1BO2ggEBcdaCYRAtByclL9ggIRYWcFCzsIWCcv/tAAAAACAE3/HQFhAhwADwAYAAAzETMVNjcyFxUmIyIHBhURBzUzFQYHIzY1TUE7aCAQFx1oJhFATgEjIxoCEWFnBQs7CFgnL/7QjDoXQzcxJgAAAAIAJP/1AdIC0AAGADYAAAEzByMnMxcHFBcWFxYXFhUUBwYjIicmJzMWFxYzMjc2NTQnJicmJyY1NDc2MzIXFhcjJiciBwYBSz1kT2M9TohIEWFnIhpWMkOhMwoFQRBhGBtmGwdIEWBmIhlHL0OdKQYDQRR+VRoIAtByclLzPRcFEBEqIDNcKhl/Gh5nFgZAERU+FgURESogMlIpG4gXGIEBNxIAAQAk/yMB0gIcAD4AAAU0JyYnNyYnJiczFhcWMzI3NjU0JyYnJicmNTQ3NjMyFxYXIyYnIgcGFRQXFhcWFxYVFAcGDwEWFxQHBgc1NgEhJxQhLJgrBgRBEGEYG2YbB0gRYGYiGUcvQ50pBgNBFH5VGghIEWFnIhpUKzgdVwGMFBeBhhwKBQNOCIUUFWcWBkARFT4WBRERKiAyUikbiBcYgQE3EhM9FwUQESogM1orFgMyDDpLDQIBIgUAAAACACT/9QHSAtAABgA2AAABJwcjNzMXBRQXFhcWFxYVFAcGIyInJiczFhcWMzI3NjU0JyYnJicmNTQ3NjMyFxYXIyYnIgcGAUtOTj1jT2T+7UgRYWciGlYyQ6EzCgVBEGEYG2YbB0gRYGYiGUcvQ50pBgNBFH5VGggCXlFRcnLTPRcFEBEqIDNcKhl/Gh5nFgZAERU+FgURESogMlIpG4gXGIEBNxIAAAACACT/HQHSAhwALwA4AAATFBcWFxYXFhUUBwYjIicmJzMWFxYzMjc2NTQnJicmJyY1NDc2MzIXFhcjJiciBwYTNTMVBgcjNjV1SBFhZyIaVjJDoTMKBUEQYRgbZhsHSBFgZiIZRy9DnSkGA0EUflUaCGJOASMiGgGLPRcFEBEqIDNcKhl/Gh5nFgZAERU+FgURESogMlIpG4gXGIEBNxL91joXQzcxJgABAAf/+AEOAosAHgAANzUjNTM1IzUzNTMVMxUjFTMVIxUUFxY7ARUGIyInJldBQVBQQXZ2YGAlFykQDh5tFgeRbjCuNHp6NK4wbkYTDC8FWRwAAAACAAf/+AEQAtAACAAfAAATNTMVBgcjNjUDESM1MzUzFTMVIxEUFxY7ARUGIyInJsJOASIjGYxQUEF2diUXKRAOHm0WBwKWOhdCNysr/fsBTDR6ejT+tEYTDC8FWRwAAAACAAf/HQEOAosAFgAfAAA3ESM1MzUzFTMVIxEUFxY7ARUGIyInJhc1MxUGByM2NVdQUEF2diUXKRAOHm0WBx5OASIjGpEBTDR6ejT+tEYTDC8FWRz5OhdENjEmAAIAB/8dAQ4CiwAWAB8AADcRIzUzNTMVMxUjERQXFjsBFQYjIicmFzUzFQYHIzY1V1BQQXZ2JRcpEA4ebRYHHk4BIiMakQFMNHp6NP60RhMMLwVZHPk6F0Q2MSYAAgBN//UB5QLQAAMAGQAAEzczBxMRMxEjNQYHIicmNREzERQXFjMyNzbzZlJ4cUFBPG5/IwtBXg8RUS0aAl5ycv53ATz971phBGsjLAFi/qt5EwNJLAAAAAIATf/1AeUC0AAGABwAAAEnByM3MxcDETMRIzUGByInJjURMxEUFxYzMjc2AWdNTz1jUGQBQUE8bn8jC0FeDxFRLRoCXlFRcnL+dwE8/e9aYQRrIywBYv6reRMDSSwAAAIATf/1AeUC0AADABkAAAEjJzMTETMRIzUGByInJjURMxEUFxYzMjc2AT9BeFPLQUE8bn8jC0FeDxFRLRoCXnL+BQE8/e9aYQRrIywBYv6reRMDSSwAAAACAE3/9QHlAtAAEQAnAAATMxYXFjMyNzY3MwYHBiMiJyYBETMRIzUGByInJjURMxEUFxYzMjc2lDIHPAkIQw4BATENVRERXh8GAQ1BQTxufyMLQV4PEVEtGgLQPQkBOwYGXRIDThH+GAE8/e9aYQRrIywBYv6reRMDSSwAAwBN//UB5QLQAAMABwAdAAATNzMHMzczBxMRMxEjNQYHIicmNREzERQXFjMyNza/SkBYT0pAWDJBQTxufyMLQV4PEVEtGgJecnJycv53ATz971phBGsjLAFi/qt5EwNJLAAAAAIATf/1AeUCsQADABkAABM1MxUTETMRIzUGByInJjURMxEUFxYzMjc2q9wdQUE8bn8jC0FeDxFRLRoCfjMz/lcBPP3vWmEEayMsAWL+q3kTA0ksAAEATf8YAfsCEQAoAAAFFBcWMzI3FQYjIicmNTY3NQYHBiMiJyY1ETMRFBcWMzI3NjURMxEjBgFuMxASIhYeJlAgDgJpL2YKC38jC0FeDxFRLRpBG1p1NQ8FCykMNBccSUBaYgoBayMsAWL+q3kTA0ksMwE8/e87AAMATf/1AeUDHQAPAB8ANQAAASInJjU0NzYzMhcWFRQHBicyNzY1NCcmIyIHBhUUFxYTETMRIzUGByInJjURMxEUFxYzMjc2ARk6GgswFhk4GwwwFhkmDQQiCgsnDAQhC5ZBQTxufyMLQV4PEVEtGgJeLxUaOxoMLxcaOhoLJSMLDCgOBCQLDCcOBP5SATz971phBGsjLAFi/qt5EwNJLAACAE3/9QHlAtAAGQAvAAATIzQ3NjMyFxYXMjc0NTMUBwYjIicmJyIHFBMRMxEjNQYHIicmNREzERQXFjMyNzauKEIGBycqJQ8nAilCBwYmKSYQJwP2QUE8bn8jC0FeDxFRLRoCXmYLASceAkUBAWYLASYeAkQB/nYBPP3vWmEEayMsAWL+q3kTA0ksAAIADwAAAxIC0AADABYAAAE3MwcTAycHAyMDMxMXNxMzExc3EzMDAWllU3hzgAwNgE+lRn0NDIVGhgsLfUOlAl5ycv2iAaM2Nv5dAhH+UDExAbD+UC4uAbD97wAAAgAPAAADEgLQAAYAGQAAAScHIzczFxMDJwcDIwMzExc3EzMTFzcTMwMB3U5OPWNQYwKADA2AT6VGfQ0MhUaGCwt9Q6UCXlFRcnL9ogGjNjb+XQIR/lAxMQGw/lAuLgGw/e8AAAMADwAAAxIC0AADAAcAGgAAATUzFTM1MxUTAycHAyMDMxMXNxMzExc3EzMDAT05MTk8gAwNgE+lRn0NDIVGhgsLfUOlAl5ycnJy/aIBozY2/l0CEf5QMTEBsP5QLi4BsP3vAAACAA8AAAMSAtAAAwAWAAABIyczEwMnBwMjAzMTFzcTMxMXNxMzAwG0QHhTzYAMDYBPpUZ9DQyFRoYLC31DpQJecv0wAaM2Nv5dAhH+UDExAbD+UC4uAbD97wAAAAIACf8bAfUC0AADABgAABM3MwcDIic1MzI3Nj8BAzMTFzcTMwMGBwbTZVN4vg8aFzIVGigV2EeZGhqVQ/YsJCACXnJy/L0GMhMYXjICA/6KSUkBdv2oahwYAAAAAwAJ/xsB9QLQAAMABwAcAAATNTMVMzUzFQMiJzUzMjc2PwEDMxMXNxMzAwYHBqc5MTn1DxoXMhUaKBXYR5kaGpVD9iwkIAJecnJycvy9BjITGF4yAgP+iklJAXb9qGocGAAAAAIACf8bAfUC0AAGABsAAAEnByM3MxcBIic1MzI3Nj8BAzMTFzcTMwMGBwYBR01PPWNQY/7RDxoXMhUaKBXYR5kaGpVD9iwkIAJeUVFycvy9BjITGF4yAgP+iklJAXb9qGocGAACAAn/GwH1AtAAAwAYAAABIyczAyInNTMyNzY/AQMzExc3EzMDBgcGAR5AeFNkDxoXMhUaKBXYR5kaGpVD9iwkIAJecvxLBjITGF4yAgP+iklJAXb9qGocGAAAAAIAHgAAAc0C0AAGABAAAAEzByMnMxcDNQEhNSEVASEVAUQ9Y1BjPU/ZAU/+vgGQ/rABYgLQcnJS/YIzAao0NP5WMwAAAQD2Al4BrgLQAAMAABM3Mwf2ZVN4Al5ycgAAAAEAiQJeAUEC0AADAAABIyczAUFAeFMCXnIAAAABAJECXgGnAtAABgAAAScHIzczFwFqTU89Y1BjAl5RUXJyAAABAJECXgGnAtAABgAAATMHIyczFwFqPWNQYz1PAtByclIAAAABAIkCXgGuAtAAGwAAEyM0NzYzMhcWFxYzMjc0NTMUBwYjIicmJyIHFLEoQAcHJyofDwQDJwIoQgcFJiomECYDAl5lDAEnHQIBRQEBaAkBJh4CRAEAAAAAAgDKAl4BbQLQAAMABwAAEzUzFTM1MxXKOTE5Al5ycnJyAAAAAgC8Al4BewMdAA8AHwAAASInJjU0NzYzMhcWFRQHBicyNzY1NCcmIyIHBhUUFxYBHDoaDC8WGzgaDS8WGiUNBSIKCycMBCELAl4uFho6GwwvFxo5GgwlIgwMKA4EJAsMJw4EAAEArP8jAWMAAAAPAAAFNCcmJzczBxYXFAcGBzU2AS4nFCEyKiNXAYwUF4GGHAoFA1g8DDpLDQIBIgUAAAIAwgJeAcwC0AADAAcAABM3MwczNzMHwko/V09KP1gCXnJycnIAAAABAJcCXgGhAtAAEQAAEzMWFxYzMjc2NzMGBwYjIicmlzEHPwgHQw4BATEPVg8QXB8IAtA/BwE7BgZfEANKEwAAAQCuAn4BiQKxAAMAABM1MxWu2wJ+MzMAAQD7Al4BPALQAAMAABM1MxX7QQJecnIAAQD7APUBPAFmAAMAADc1MxX7QfVxcQAAAQCa/xgBXAAaABMAABcUFxYzMjcVBiMiJyY1NDc2NxcGzzMQEiIWHiZQIA6IAwESY3U1DwULKQw0FxxURQEBEkMAAAABAPb/HQFE/64ACAAAFzUzFQYHIzY19k4BIiMajDoXRDYxJgABAP0CQAFKAtAACAAAEzUzFQYHIzY1/U0BIiMaApY6F0I3LSkAAAAAAQD2Al4BRALuAAgAAAEVIzU2NzMGFQFETgEjIxoClzkXQjcxJgAAAAMAQwAAAmMAVAADAAcACwAAMzUzFTM1MxUzNTMVQ1SSVJFVVFRUVFRUAAAAAgAiAAABzwKzAB8AIwAAARQHBgcGBwYVIzQ3Njc2NzY1NCcmIwYHIzY3NjMyFxYBNTMVAc86Cxg7FR5BTA4eNQ8PZBMVjBNBFogfJIovE/7rVAH+SzQKEiwiMkd5Rg0WKBsbIWsTAwKKmx8HXyb90lRUAAACAG8AAADEAqgAAwAHAAA3ETMRBzUzFXlBS1WcAgz99JxUVAACADT/KwHhAd4AAwAjAAABFSM1AzQ3Njc2NzY1MxQHBgcGBwYVFBcWMzY3MwYHBiMiJyYBSVTBOgsYOxUeQUwOHzUPD2AVGIsUQRaFICaKLxMB3lVV/gJLNAoSLCIyR3hGDhYoGxshaBUEAomYIAhfJgAAAAIAb/82AMQB3gADAAcAABMVIzUXESMRxFVLQQHeVVWc/fQCDAAAAAABABr/SwEtAtAAKgAAExYXFh0BFBcWOwEVIyInJj0BNCcmIzUyNzY9ATQ3NjsBFSMiBwYdARQHBmY/EQkpDhMkQGYIARgVN0QSDl4ICUAkPAsDKBMBDgcvGy3GPw0EL2AKCc5HExAvGxY5zmoIAS8tDxTGWBgKAAABABT/SwEmAtAAKgAAEyYnJj0BNCcmKwE1MzIXFh0BFBcWMxUiBwYdARQHBisBNTMyNzY9ATQ3Nts/EQkpDhMkQGMKARgVN0QSDlcLDEAkPAsDKBQBDgYuGy7GPw0EL1sMDM5HExAvGxY5zmcLAS8tDxTGWBgLAAABAAkAAAE+AqgAAwAAISMDMwE+QfRBAqgAAAAAAQAi/8MBkf/1AAMAABc1IRUiAW89MjIAAQBLAPUDnQEtAAMAADc1IRVLA1L1ODgAAgBV/yMAlQLQAAMABwAAExEzEQMRMxFVQEBAAWQBbP6U/b8BbP6UAAEAVf8jAJUC0AADAAAXETMRVUDdA638UwAAAAACAEsALwJMAe8ABgANAAAlJzU3FQcXBSc1NxUHFwE78PC2tgER8PC1tS/CPMJKlpZKwjzCSpaWAAIAYAAvAmIB7wAGAA0AACU1Nyc1FxUFNTcnNRcVAXK2tvD9/ra28C9KlpZKwjzCSpaWSsI8AAAAAQBLAC8BOwHvAAYAACUnNTcVBxcBO/DwtrYvwjzCSpaWAAAAAQBgAC8BUAHvAAYAADc1Nyc1FxVgtrbwL0qWlkrCPAABAEP/hQCXAFIACgAAMzUzFRQHBgcjNjdDVCIBASYZAVI0U0IDAVArAAAAAAEAQwHaAJcCqAAKAAATFSM1NDc2NzMGB5dUIgEBJxkBAixSNU5HAwFNLwAAAgBDAdoBMwKoAAwAFwAAARUjNTQ3NjczBgcUFSMVIzU0NzY3MwYHATNWIwEBJxkCd1QiAQEnGQECLFI1T0UDAkgpBgVSNU5HAwFNLwAAAAABAEQB2gCKAqgAAwAAEyczB08LRgwB2s7OAAAAAQBVAJoBTgGTAA8AADciJyY1NDc2MzIXFhUUBwbRQCUXNCEnQCYXNCGaNCInPyUYNCEnQCYXAAADAEP/9QK/ArMAJAA0AEMAAAEUBwYHFh8BNjUzBgcXIycGIyInJjU0NzY3JicmNTQ3NjMyFxYFFBcWFzY3NjU0JyYjIgcGAxQXFjM2NycmJyYnBgcGAdtSGjMEA8MmQwE6i1lYWYmFPyVnFBpCCAFJLDhkKhP+8y8LD1gaEioZH0IdDEhGKjpuRMkFCgoEWRUIAiBXMA8UAwO9TmJ9X4dVYFUyP3I9CwxHOw0MVSoYSSIsMDUNDyQjGiAzHBAxFf6GUiYWAVDBBQoJBChBGQAAAQAs/0sB9gKoABAAAAUjESMiJyY1NDc2OwERIxEjAW1ECpE/I2E+VdZERbUBtlszRng4I/yjAx4AAAAAAQAi/0ABtwKzAAsAABcRIzUzNTMVMxUjEcupqUGrq8ACTzft7Tf9sQAAAAABACL/QAG3ArMAEwAANzUzESM1MzUzFTMVIxEzFSMVIzUiqampQaurq6tBGjcBPjft7Tf+wjfa2gAAAAACABIBEANJAqgABwAYAAATESM1IRUjETMRMxMXNxMzESMTDwEjLwETnIoBUIrEUXkODnhPOwIeaSxpHgMBEAFmMjL+mgGY/tsuLgEl/mgBVVj9/lj+qgAABAAuAO4B+QKzAA8AHwAzAD4AACUiJyY1NDc2MzIXFhUUBwYnMjc2NTQnJiMiBwYVFBcWJxEzMhcWFQYHFh8BIycmJyYrARU3IxUzMjc2NTQnJgETckIxUT5WckIyUT9WYjgpSDVGYzgnSTQYZUgSBQEnFwkVKxAIFwkPNTk5ODMGASgI7lI9VG9BMlE9U29CMx5JNkdhOSlKNUVlOSdAARAzDQ8tEw0iUkkhBgJy8GEnBQQnCAIAAAMAOv/YAxwCswAPAB8AQQAABSInJjU0NzYzMhcWFRQHBicyNzY1NCcmIyIHBhUUFxYBIyYnJiMiBwYVFBcWMzI3NjczBgcGIyInJjU0NzYzMhcWAaukaGVraZ2jaWVraZ2WYFhlXouWX1lmXgFGPBZDEhNfIhBOHiVPJQUEPB1iGx16Nh5bMUFlNhUoa2iboWdla2iaoWhlHmVfjJVgWmVfi5lfWAGxRREFXSo3gioQRgkKZhoHYjlPkTwgSR0AAAIAGgFAATcCjgAdACoAABMjNjc2MzIXFh0BFBcjJjUGByInJjU2NzYzNSYnBgcUFxYzMjc2PQEGBwZfOg1YERRgFwYLOQorRFUSBAJFOFsCR0IWMAgINhwPjxACAh1cEgNRFBh/NBcSJjoFPA4PQhgSC00BAr8rBwEvGBwUATIIAAAAAAIAGAFAAT8CjgAPAB8AABMiJyY1NDc2MzIXFhUUBwYnMjc2NTQnJiMiBwYVFBcWrGIjD1QdI2EjD1UcIlIGAUEMDFIGAUEMAUBUIy94JAxVJS55IgsuZwkIZBEDZwkIZBEDAAACADYAAAJ1AqgAGwAfAAAzNyM1MzcjNTM3MwczNzMHMxUjBzMVIwcjNyMHNzM3I28jXGYyVV8jPSPHIz0jXGYyVV8jPSPHIy3HMsepM+80qampqTTvM6mpqdzvAAEABf/1AiMCjgA1AAA/ATMmNTQ3IzczNjc2MzIXFhcjJicmIyIHBgczByMGFRQXMwcjFhcWMzI3NjczBgcGIyInJicFDEIBATUMMBtxLjZ1PxgNQxtKGRpqLwwH6wvnAQHZC8gYXhodVi4LB0MmZCYqiUEZC+U0DhkdDjSkNRZjJjBcHAlzHyU0DxwaDTSMIwlTFBd+KQ98M0EAAAEAM/+VAgwC7gA1AAAXNSYnJiczFhcWMzI3NjU0JyYnJicmNTQ3Njc1MxUWFxYXIyYnIgcGFRQXFhcWFxYVFAcGBxX9lSoHBEIOYyEmbyIMURdlbCckSC5BQoArDARCFJBkHgpOFmZtKCViLzxrYxJ+FRdiHAlIGR5NHgkVFiopQlgxHgZhYhBpHiKCAUYXG0YcCBUWKylDcTEXA2EAAAABABgAAAInAoMAGAAANzUzNSM1MwMzExc3EzMDMxUjFTMVIxUjNXGMjHXOSqEfH6FFznaNjY1FdjRSNAFT/vA7OwEQ/q00UjR2dgAAAQBEAAACBwKOAC0AADM1MzY3NCcjNTMmJyYnJjU0NzYzMhcWFyMmJyIjIgcGFRQXFhczFSMWFQYHIRVERFEBDntbBgwzCwZLN1CRNhIGQRJ8CAhpHgkyJgW6nwwBRwEzNzJUIh00CBBDKRYVWzEjaCUuewhHFxovRDQHNB0hTzg3AAAAAQA+/8sCBwKyACcAAAU1JicmNTQ3Njc1MxUWFxYXIyYnJiMiBwYVFBcWMzI3NjczBgcGBxUBBoIvF3QmLkJ0MQ8HQBVYFhl/HwldIitwJQQDQSKKCgk1YRB7O0u5QBUFYmIOZSInahkGhygxnDERbA0NnRkCAWEAAQCP/xsBrwKLACEAAAUUBwYjIic1MzI3NjURIzUzNTQ3NjMyFxUjIgcGHQEzFSMBPlIYHhoNCkwRCFBQUhgeGg0KTBEIcXFMexcHBS8uFSIB3DQuexcHBS8uFSIuNAAAAgBwAI0B0AHuABsAKwAANyc3JjU2Nyc3FzYzFhc3FwcWFQYHFwcnBiMmJzcyNzY1NCcmIyIHBhUUFxaTIzgYARg5IzolLzAkNyQ4GQEYOCQ3JS8yI1U5Gw0vFxs6GwwxFo0kOCUuMCU5JDoZARg5JDglMC8kOCM3GQEZETEYHD0dDTMYHD4bDAAAAAACABgBZwE/Ao4ADwAfAAATIicmNTQ3NjMyFxYVFAcGJzI3NjU0JyYjIgcGFRQXFqxQKho+JjBQKhk+Ji81GQsuFBc1GQsuFAFnPSYvUSsZPiYwUCoZLjEYHD4bCzEYHD4bCwAABwAV//kEUQKOAA8AEwAjADMAQwBTAGMAABMiJyY1NDc2MzIXFhUUBwYDATMBAzI3NjU0JyYjIgcUFRQXFgEiJyY1NDc2MzIXFhUUBwYhIicmNTQ3NjMyFxYVFAcGJTI3NjU0JyYjIgcUFRQXFiEyNzY1NCcmIyIHFBUUFxasZyIOVx0jaiEMWxtRAdVB/isRTwwCRwsLVgZECwHCZyIOVx0jaiEMWxsBOGciDlcdI2ohDFsb/oZPDAJHCwtWBkQMAWVPDAJHCwtWBkQMASZdJjCDJgxiJS6FJAr+2gKD/X0BVmAREnERAnUIB24SA/6jXSYwgyYMYiUuhSQKXSYwgyYMYiUuhSQKMGAREnERAnUIB24SA2AREnERAnUIB24SAwAAAAH/IwAAATkCgwADAAAjATMB3QHVQf4rAoP9fQAB/yMAAAE5AoMAAwAAIwEzAd0B1UH+KwKD/X0AAgAVAP4BQwKOAA8AHwAANyInJjU0NzYzMhcWFRQHBicyNzY1NCcmIyIHFBUUFxasZCMQVx0jZiMOWhwhTg0CSAoLVgZFC/5iLDmSKQ5mLDeUJwwwbxMVgxIDhQkKgBQDAAAAAAEAUQEFAR8ChgARAAATNTMRBisBNTMyNzY9ATMRMxVRSQYNNikmAwEySQEFLAELASsTAwQG/qssAAAAAAEAIwEFATUCjgAiAAATNTQ3Njc2NzY1NCcmIwYHIzY3NjMyFxYVFAcGBwYHBgczFSRQDyE8Dwo5CAdIDDoNVRUXXBwJQg0bRBUNBdgBBQ9XNQsRIRcREj4IAQJEXRQFRRcaOisIDyccExUsAAEAFwD+AUACjgAmAAABFAcGIyInJiczFhcyNzY1JicjNTM2NyYnBgcjNjc2MzIXFhUGBxYBQEUiK2wiBgM6DVBOCgECaBANYAECSkoMOQ1UFhleHQkBN0MBcUkcDlMRE0gBOQcHQgErATw/AQFFXBUFQRUZORcbAAIAGQEFAUUChgAKAA0AAAEjNSM1NzMVMxUjJzM1ARA6vcM0NTXJjwEFWDT1/C0ttwAAAAADAFEAAALqAoYAEQAVADgAABM1MxEGKwE1MzI3Nj0BMxEzFQMBMwEhNTQ3Njc2NzY1NCcmIwYHIzY3NjMyFxYVFAcGBwYHBgczFVFJBg02KSYDATJJlQHVQf4sAQ1QDyE8Dwo5CAdIDDoNVRUXXBwJQg0bRBUNBdgBBSwBCwErEwMEBv6rLP77AoP9fQ9XNQsRIRcREj4IAQJEXRQFRRcaOisIDyccExUsAAAABABRAAAC+gKGABEAFQAgACMAABM1MxEGKwE1MzI3Nj0BMxEzFQMBMwEhIzUjNTczFTMVIyczNVFJBg02KSYDATJJeAHUQv4rAd06vcM0NTXJjwEFLAELASsTAwQG/qss/vsCg/19WDT1/C0ttwAAAAQAFwAAAvoCjgAmACoANQA4AAABFAcGIyInJiczFhcyNzY1JicjNTM2NyYnBgcjNjc2MzIXFhUGBxYDATMBISM1IzU3MxUzFSMnMzUBQEUiK2wiBgM6DVBOCgECaBANYAECSkoMOQ1UFhleHQkBN0OWAdRC/isB2zq9wzQ1NcmPAXFJHA5TERNIATkHB0IBKwE8PwEBRVwVBUEVGTkXG/5MAoP9fVg09fwtLbcAAAAAAQBiASMB3QFXAAMAABM1IRViAXsBIzQ0AAAAAAEAdwCUAckB5gALAAA3JzcnNxc3FwcXByecJYWEJISEJYSEJYSUJYSEJYSDJISEJYQAAAADAGIAZwHdAgQAAwAHAAsAAAE1MxUHNSEVBzUzFQD/Qd4Be95BAcY+PqIyMr0/PwABAGIAfwHdAVcABQAAEzUhFSM1YgF7NAEjNNikAAAAAAEAYgEDAd0BdwARAAATNTYzMhcWMzY3FQYjIicmIwZiMSslQzwfLDAxKyVDOyAsASQyISMfASAyISMfAQAAAAABAGIAXAHdAh8ABgAALQE1JRUNAQHd/oUBe/7EATxcyDPIPaWkAAAAAQBiAFwB3QIfAAYAADc1LQE1BRViATz+xAF7XD2kpT3IMwAAAgBiAAAB3QIfAAsADwAAEzUzNTMVMxUjFSM1AzUhFWKkNKOjNKQBewFINKOjNKSk/rg0NAAAAAABAHsBkAHEAqgABgAAGwEzEyMnB3uMMos2bm8BkAEY/ujj4wABAGIAeAHdAgEAEwAANzUzNyM1MzczBzMVIwczFSMHIzdif0vK5CQ0JGN9S8jjJDQkvzSUNEZGNJQ0R0cAAAAAAgBiAJ8B3QHbABEAIwAAEzU2MzIXFjM2NxUGIyInJiMGBzU2MzIXFjM2NxUGIyInJiMGYjErJUM8HywwMSslQzwfLDAxKyVDPB8sMDErJUM8HywBiDIhIx8BIDIhIx8B6DIhIx8BIDIhIx8BAAAAAAIAYgAAAd0CRAAGAAoAAC0BNSUVDQI1IRUB3f6FAXv+xAE8/oUBe4HIM8g9paW9NDQAAAACAGIAAAHdAkQABgAKAAA3NS0BNQUVESE1IWIBPP7EAXv+hQF7gTylpT3IM/63NAADACkAigK0AfkAFwAnADcAABM0NzYzFhc2NzIXFhUUBwYjJicGByInJjcUFxYzMjc2NTQnJiMiBwYFNCcmIyIHBhUUFxYzMjc2KU8qOWUvMWNuLRZKLDtmLy5mZDAdOT4cIVYaCDwbIVQdCgIZRRgeTR4NQhkdUh0MAUJvLxkBTk0CVSs3aDIeAU5OAU0uPVYgDk0ZHlQhDkcbIVwdCkIeI1wdC0UdAAACADAAAAHLAoMABQANAAAhIwMTMxMjLwEPAR8BNwEmUaWlUaVFeBISeXkSEgFBAUL+vvEpKfHxKSkAAAABACkAAAImAoMACAAAATMDIwMzExc3AeRC81a0RIwPDgKD/X0Bl/65KCgAAAEAJP8bAUECiwAZAAAXFAcGIyInNTMyNzY1ETQ3NjMyFxUjIgcGFdNQGSAZDQpMEAhWFxwaDAlLEghMeRgIBS8uFSICPnwXBgUvLRUjAAAAAgAw//UCBwKDABQAJAAABSInJjU0NzYzMhcmJzMWFxYVFAcGJzI3NjU0JyYjIgcGFRQXFgEclzkcdDRERDRJrVrrHwVyNEWHHAZcIiuGHQdgIQtoM0SVNBcXeW2ayiIjlzYYOG8ZH3YlDW0bIHgjDAAAAAABAFX/SwIxAoMABwAAFxEhESMRIRFVAdxE/qu1Azj8yAMB/P8AAAAAAQAN//oCVAIRABYAADMRIzUhFSMRFBcWOwEVBiMiJyY1ESMRaVwCR3YlFykQDh5vFQbzAd00NP63RhMMLwZeGiIBSf4jAAAAAQBO/yQB5QIRABUAABcjETMRFBcWMzI3NjURMxEjNQYHJieOQEBZEhNSLBpBQTxuQircAu3+q3cVBEotMgE8/e9ZYQQBHwAAAQAk/zACBQKDAAkAABcJASEVIRMDIRUkAQn+9wHh/pDl6AFz0AG2AZ04/pv+gTcAAQAwAAACwwKOACcAACkBNTMmJyY1NDc2MzIXFhUUBwYHMxUhNTY3NjU0JyYjIgcGFRQXFhcBTP7kqmshDGlSfKVWPV8bH6v+5XgyHFo/XIZDLGwpMzc/gi8ynVVDb1F1l18aEjcwKXI/S4lGMmNDW5tXIRIAAAAAAQAwAAACwwKOACcAACkBNTMmJyY1NDc2MzIXFhUUBwYHMxUhNTY3NjU0JyYjIgcGFRQXFhcBTP7kqmshDGlSfKVWPV8bH6v+5XgyHFo/XIZDLGwpMzc/gi8ynVVDb1F1l18aEjcwKXI/S4lGMmNDW5tXIRIAAAAAAgAjAAACagKDAAMACAAAARMhExcDIQMnAW39/bn8E7cBk7cSAoP9fQKDd/4rAdU3AAAAAAIAIwAAAmoCgwADAAgAAAETIRMXAyEDJwFt/f25/BO3AZO3EgKD/X0Cg3f+KwHVNwAAAAACABr/9QHMAo4AIQAvAAA3NjcmNTQ3NjMyFxYVFAcGBxYXMjc2NzMGBwYjIicmJwYHNxQXNjc2NTQnJiMiBwYaHSgMbSgzXCsZmzZCJk1PHQUDPRxzEhJ4MwEBIy97CKsnCi4XG14cCqwFCz1I60gaTyw4lGkkGm4FWhITnRcDjwQDCgnJPDNFfCEjTSIQlTgAAAAAAgBa//MClwH3ABsALQAANzQ3NjMyFxYXFSEGHQEWFxYzNjczBgcGIyInJgEmIyIHBgcGHQEWFyE2NzU0J1pdVG16Vk4B/i8DAQVEbG9KKUh0FBN6VU4BzE5gLSs/GAcBAgFlAgEH9HJNRFNMZAcBAY0KB0oBUlIPAk9KARJJERsfCwiKAwECAo0GCwAHAG4AAAZdArwAAwAHAAsADwATABcAGwAAMxEzERM1MxUTETMREzUzFRMRMxETNTMVBzUzFW7YLdgs2SzYLNks2NjYArz9RAHwzMz+EAK8/UQB8MzM/hACvP1EAfDMzPnNzQAAAAAgAYYAAQAAAAAAAAA9AHwAAQAAAAAAAQANANYAAQAAAAAAAgAHAPQAAQAAAAAAAwAYAS4AAQAAAAAABAANAWMAAQAAAAAABQANAY0AAQAAAAAABgAMAbUAAQAAAAAABwAyAigAAQAAAAAACAATAoMAAQAAAAAACQAOArUAAQAAAAAACwAdAwAAAQAAAAAADAAjA2YAAQAAAAAADQDuBWgAAQAAAAAADgAbBo8AAQAAAAAAEAAHBrsAAQAAAAAAEQAFBs8AAwABBAkAAAB6AAAAAwABBAkAAQAaALoAAwABBAkAAgAOAOQAAwABBAkAAwAwAPwAAwABBAkABAAaAUcAAwABBAkABQAaAXEAAwABBAkABgAYAZsAAwABBAkABwBkAcIAAwABBAkACAAmAlsAAwABBAkACQAcApcAAwABBAkACwA6AsQAAwABBAkADABGAx4AAwABBAkADQHcA4oAAwABBAkADgA2BlcAAwABBAkAEAAOBqsAAwABBAkAEQAKBsMAQwBvAHAAeQByAGkAZwBoAHQAIAAyADAAMQA1AC0AMgAwADIAMQAgAEkAbgBkAGkAYQBuACAAVAB5AHAAZQAgAEYAbwB1AG4AZAByAHkALgAgAEEAbABsACAAcgBpAGcAaAB0AHMAIAByAGUAcwBlAHIAdgBlAGQALgAAQ29weXJpZ2h0IDIwMTUtMjAyMSBJbmRpYW4gVHlwZSBGb3VuZHJ5LiBBbGwgcmlnaHRzIHJlc2VydmVkLgAAUwB3AGkAdAB6AGUAcgAgAEwAaQBnAGgAdAAAU3dpdHplciBMaWdodAAAUgBlAGcAdQBsAGEAcgAAUmVndWxhcgAAMQAuADIAMAAwADsASQBUAEYATwA7AFMAdwBpAHQAegBlAHIALQBMAGkAZwBoAHQAADEuMjAwO0lURk87U3dpdHplci1MaWdodAAAUwB3AGkAdAB6AGUAcgAgAEwAaQBnAGgAdAAAU3dpdHplciBMaWdodAAAVgBlAHIAcwBpAG8AbgAgADEALgAyADAAMAAAVmVyc2lvbiAxLjIwMAAAUwB3AGkAdAB6AGUAcgBMAGkAZwBoAHQAAFN3aXR6ZXJMaWdodAAAUwB3AGkAdAB6AGUAcgAgAGkAcwAgAGEAIAB0AHIAYQBkAGUAbQBhAHIAawAgAG8AZgAgAHQAaABlACAASQBuAGQAaQBhAG4AIABUAHkAcABlACAARgBvAHUAbgBkAHIAeQAuAABTd2l0emVyIGlzIGEgdHJhZGVtYXJrIG9mIHRoZSBJbmRpYW4gVHlwZSBGb3VuZHJ5LgAASQBuAGQAaQBhAG4AIABUAHkAcABlACAARgBvAHUAbgBkAHIAeQAASW5kaWFuIFR5cGUgRm91bmRyeQAASgBlAHIAZQBtAGkAZQAgAEgAbwByAG4AdQBzAABKZXJlbWllIEhvcm51cwAAaAB0AHQAcABzADoALwAvAGkAbgBkAGkAYQBuAHQAeQBwAGUAZgBvAHUAbgBkAHIAeQAuAGMAbwBtAABodHRwczovL2luZGlhbnR5cGVmb3VuZHJ5LmNvbQAAdwB3AHcALgBpAG4AZABpAGEAbgB0AHkAcABlAGYAbwB1AG4AZAByAHkALgBjAG8AbQAvAGQAZQBzAGkAZwBuAGUAcgBzAAB3d3cuaW5kaWFudHlwZWZvdW5kcnkuY29tL2Rlc2lnbmVycwAAVABoAGkAcwAgAEYAbwBuAHQAIABTAG8AZgB0AHcAYQByAGUAIABpAHMAIABwAHIAbwB0AGUAYwB0AGUAZAAgAHUAbgBkAGUAcgAgAGQAbwBtAGUAcwB0AGkAYwAgAGEAbgBkACAAaQBuAHQAZQByAG4AYQB0AGkAbwBuAGEAbAAgAHQAcgBhAGQAZQBtAGEAcgBrACAAYQBuAGQAIABjAG8AcAB5AHIAaQBnAGgAdAAgAGwAYQB3AC4AIABZAG8AdQAgAGEAZwByAGUAZQAgAHQAbwAgAGkAZABlAG4AdABpAGYAeQAgAHQAaABlACAASQBUAEYAIABmAG8AbgB0AHMAIABiAHkAIABuAGEAbQBlACAAYQBuAGQAIABjAHIAZQBkAGkAdAAgAHQAaABlACAASQBUAEYAJwBzACAAbwB3AG4AZQByAHMAaABpAHAAIABvAGYAIAB0AGgAZQAgAHQAcgBhAGQAZQBtAGEAcgBrAHMAIABhAG4AZAAgAGMAbwBwAHkAcgBpAGcAaAB0AHMAIABpAG4AIABhAG4AeQAgAGQAZQBzAGkAZwBuACAAbwByACAAcAByAG8AZAB1AGMAdABpAG8AbgAgAGMAcgBlAGQAaQB0AHMALgAAVGhpcyBGb250IFNvZnR3YXJlIGlzIHByb3RlY3RlZCB1bmRlciBkb21lc3RpYyBhbmQgaW50ZXJuYXRpb25hbCB0cmFkZW1hcmsgYW5kIGNvcHlyaWdodCBsYXcuIFlvdSBhZ3JlZSB0byBpZGVudGlmeSB0aGUgSVRGIGZvbnRzIGJ5IG5hbWUgYW5kIGNyZWRpdCB0aGUgSVRGJ3Mgb3duZXJzaGlwIG9mIHRoZSB0cmFkZW1hcmtzIGFuZCBjb3B5cmlnaHRzIGluIGFueSBkZXNpZ24gb3IgcHJvZHVjdGlvbiBjcmVkaXRzLgAAaAB0AHQAcABzADoALwAvAGYAbwBuAHQAcwBoAGEAcgBlAC4AYwBvAG0ALwB0AGUAcgBtAHMAAGh0dHBzOi8vZm9udHNoYXJlLmNvbS90ZXJtcwAAUwB3AGkAdAB6AGUAcgAAU3dpdHplcgAATABpAGcAaAB0AABMaWdodAAAAAIAAAAAAAD/UQAyAAAAAAAAAAAAAAAAAAAAAAAAAAABhQAAAAEAAgADAAUACAALAAwADQAOAA8AEAARABIAEwAUABUAFgAXABgAGQAaABsAHAAdAB4AIAAjACQAJQAmACcAKAApACoAKwAsAC0ALgAvADAAMQAyADMANQA2ADcAOAA5ADoAOwA9AD4AQABEAEUARgBHAEgASQBKAEsATABNAE4ATwBQAFEAUgBTAFQAVQBWAFcAWABZAFoAWwBcAF0AhgB5AIEBAgD+AQMA4gDjAQQBBQEGAQcBCAEJALIAtwC1AMUBCgELAQwBDQEOAQ8BEAERARIBEwEUARUBFgEXARgBGQEaARsBHAEdAR4BHwEgASEBIgEjASQBJQEmAScBKAEpASoBKwEsAS0BLgEvATABMQEyATMBNAE1ATYBNwE4ATkBOgE7ATwBPQE+AT8BQAFBAUIBQwFEAUUBRgFHAUgBSQFKAUsBTAFNAU4BTwFQAVEBUgFTAVQBVQFWAVcBWAFZAVoBWwFcAV0BXgFfAWABYQFiAWMBZAFlAWYBZwFoAWkBagFrAWwBbQFuAW8BcAFxAXIBcwF0AXUBdgF3AXgBeQF6AXsBfAF9AX4BfwGAA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EAKN0A6QDtAPgI/AhuxAQJDVFiyN0A6ugEAADsBALM+AT8BG7GAAkNSWLI3QDq4AYCxO0AbuQEAAAJDUliyN0A6ugGAADsBQBu5AYAAAkNSWLI3QDq4AgCxO0AbsjdAOroBAAA7AQBZWVm5QAAAgIhVuUAAAgBjuAQAiFVaWLM+AD8BG7M+AD8BWVlZQkJCQkItLLACQ1RYS1MjS1FaWDgbISFZGyEhISFZLSywVytYDAKKS1OwBCZLUVpYCjgbCiEhWRshISEhWS0sILACQ1SwASOwXyN4IbEAAkOwViN5IbACQyOwICBcWCEhIbEARxxZioogiiCKI7gQAGNWWLgQAGNWWCEhIbEBLBxZGyFZsIBiIFxYISEhsQAbHFkjsIBiIFxYISEhsQAMHFmKsAFhuP+zHCMhLSwgsAJDVLABI7B7I3ghsQACQ7ByI3khsQACQ4qwICBcWCEhIbBjHFmKiiCKIIojuBAAY1ZYuBAAY1ZYsAQmsAFbsAQmsAQmsAQmGyEhISGxNgAjHFkbIVmwBCYjsIBiIFxYilyKWiMhIyGwHRxZirCAYiBcWCEhIyGwDhxZsAQmsAFhuP+YHCMhLSwBLSywAiVjsCBgZrACJbggAGJgI2ItLCNKsQJOKy0sI0qxAU4rLSwjikojRWSwAiVksAIlYWSwNUNSWCEgZFmxAk4rI7AAUFhlWS0sI4pKI0VksAIlZLACJWFksDVDUlghIGRZsQFOKyOwAFBYZVktLCCwAyVKsQJOK4oQOy0sILADJUqxAU4rihA7LSywAyWwAyWKsGcrihA7LSywAyWwAyWKsGgrihA7LSywAyVGsAMlRmCwBCUusAQlsAQlsAQmILAAUFghsGobsGxZK7ADJUawAyVGYGGwgGIgiiAQIzojIBAjOi0ssAMlR7ADJUdgsAUlR7CAY2GwAiWwBiVJYyOwBSVKsIBjIFhiGyFZsAQmRmCKRopGYLAgY2EtLLAEJrAEJbAEJbAEJrBuKyCKIBAjOiMgECM6LSwjILABVFghsAIlsQJOK7CAUCBgWSBgYCCwAVFYISEbILAFUVghIGZhsEAjYbEAAyVQsAMlsAMlUFpYILADJWGKU1ghsABZGyFZG7AHVFggZmFlIyEbISGwAFlZWbECTistLLACJbAEJUqwAFNYsAAbioojirABWbAEJUYgZmEgsAUmsAYmSbAFJrAFJrBwKyNhZbAgYCBmYbAgYWUtLLACJUYgiiCwAFBYIbECTisbRSMhWWFlsAIlEDstLLAEJiC4AgBiILgCAGOKI2EgsF1gK7AFJRGKEoogOYpYugBdEAAABCZjVmArIyEgECBGILECTisjYRsjISCKIBBJsQJOK1k7LSy6AF0QAAAJJWNWYCuwBSWwBSWwBSawbSuxXQclYCuwBSWwBSWwBSWwBSWwbyu6AF0QAAAIJmNWYCsgsABSWLBQK7AFJbAFJbAHJbAHJbAFJbBxK7ACFziwAFKwAiWwAVJaWLAEJbAGJUmwAyWwBSVJYCCwQFJYIRuwAFJYILACVFiwBCWwBCWwByWwByVJsAIXOBuwBCWwBCWwBCWwBiVJsAIXOFlZWVlZISEhISEtLLElAYhQWLlAAAIAY7gEAIhUXLASS1JbG7ABWS2xVIVBCwMsAywDLAIiAB0AHwMrAyoAPAAfAyqyBh0fuAMosyYYH9C8AykA4AMpAAIDKbIrHR+5AycDHbI7H0C4AyOzEhUyD0EtAyAAAQAvAyAAAQAgAyAAbwMgAK8DIAC/AyAABABfAx4AAQAQAx4AfwMeAIADHgCvAx4AvwMeANADHgAGAAADHgAQAx4AIAMeAG8DHgCfAx4A4AMeAAYDHQMcsiAfEEEnAxkAfwMZAAIADwMXAO8DFwD/AxcAAwAfAxcALwMXAE8DFwBfAxcAjwMXAJ8DFwAGAA8DFwBfAxcAbwMXAH8DFwC/AxcA8AMXAAYAQAMXspIzQLgDF7KLM0C4AxezamwyQLgDF7JhM0C4AxezXF0yQLgDF7NXWTJAuAMXs01RMkC4AxezREkyQLgDF7I6M0C4AxezMTQyQLgDF7MuQjJAuAMXsycsMkC4AxezEiUygLgDF7MKDTLAQRYDFgDQAxYAAgBwAxYAAQLEAA8BAQAfAKADFQCwAxUAAgMGAA8BAQAfAEADErMkJjKfvwMEAAEDAgMBAGQAH//AAwGyDREyQQoC/wLvABIAHwLuAu0AZAAf/8AC7bMOETKfQUoC4gCvAuIAvwLiAAMC4gLiAuEC4QB/AuAAAQAQAuAAPwLgAJ8C4AC/AuAAzwLgAO8C4AAGAuAC4ALfAt8C3gLeAA8C3QAvAt0APwLdAF8C3QCfAt0AvwLdAO8C3QAHAt0C3QAQAtwAAQAAAtwAAQAQAtwAPwLcAAIC3ALcABAC2wABAtsC2wAPAtoAAQLaAtr/wALTsjc5Mrn/wALTsisvMrn/wALTsh8lMrn/wALTshcbMrn/wALTshIWMrgC0rL5KR+5AyYDHLI7H0C7AyIAPgAzAyKyJTEfuAMYsjxpH7gC47MgKx+gQTAC1ACwAtQAAgAAAtQAEALUACAC1ABQAtQAYALUAHAC1AAGAGAC1gBwAtYAgALWAJAC1gCgAtYAsALWAAYAAALWABAC1gAgAsoAIALMACAC1gAwAtYAQALWAFAC1gAIAtCyICsfuALPsiZCH0EWAs4CxwAXAB8CzQLIABcAHwLMAsYAFwAfAssCxQAXAB8CyQLFAB4AHwLKAsayHh8AQQsCxgAAAscAEALGABACxwAvAsUABQLBsyQSH/9BEQK/AAEAHwK/AC8CvwA/Ar8ATwK/AF8CvwCPAr8ABgK/AiKyZB8SQQsCuwDKCAAAHwKyAOkIAAAfAqYAoggAQGofQCZDSTJAIENJMkAmOj0yQCA6PTKfIJ8mAkAmlpkyQCCWmTJAJo6SMkAgjpIyQCaEjDJAIISMMkAmeoEyQCB6gTJAJmx2MkAgbHYyQCZkajJAIGRqMkAmWl8yQCBaXzJAJk9UMkAgT1QyuAKetyQnHzdPawEgQQ8CdwAwAncAQAJ3AFACdwAEAncCdwJ3APkEAAAfApuyKiofuAKaQCspKh+AugGAvAGAUgGAogGAZQGAfgGAgQGAPAGAXgGAKwGAHAGAHgGAQAGAuwE4AAEAgAFAtAGAQAGAuwE4AAEAgAE5QBgBgMoBgK0BgHMBgCYBgCUBgCQBgCABN0C4AiGySTNAuAIhskUzQLgCIbNBQjJAuAIhsz0+Mg9BDwIhAD8CIQB/AiEAAwC/AiEAzwIhAP8CIQADAEACIbMgIjJAuAIhsxkeMkC4AiKzKj8yQLgCIbMuOjJvQUoCwwB/AsMAjwLDAN8CwwAEAC8CwwBgAsMAzwLDAAMADwLDAD8CwwBfAsMAwALDAO8CwwD/AsMABgDfAiIAAQCPAiIAAQAPAiIALwIiAD8CIgBfAiIAfwIiAO8CIgAGAL8CIQDvAiEAAgBvAiEAfwIhAK8CIQADAA8CIQAvAiEAPwIhAE8CIQAEAsMCwwIiAiICIQIhQB0QHBArEEgDjxwBDx4BTx7/HgI3ABYWAAAAEhEIEbgBDbb3Dfj3DQAJQQkCjgKPAB0AHwKQAo8AHQAfAo+y+R0fuAGYsia7H0EVAZcAHgQBAB8BOQAmASUAHwE4AHMEAQAfATUAHAgBAB8BNAAcAqsAHwEyshxWH7gBD7ImLB+6AQ4AHgQBth/5HOQf6Ry4AgG2H+gcux/XILgEAbIf1Ry4Aqu2H9QciR/JL7gIAbIfvCa4AQGyH7oguAIBth+5HDgfrcq4BAGyH4EmuAGash9+JrgBmrYffRxHH2scuAQBsh9lJrgBmrIfXnO4BAFADx9SJlofSByJH0QcYh9Ac7gIAbYfPxxeHzwmuAGash81HLgEAbYfMBy7HyscuAQBth8qHFYfKRy4AQGyHyMeuAQBtB81VVU3uAFoQCwHlgdYB08HNgcyBywHIQcfBx0HGwcUCBIIEAgOCAwICggICAYIBAgCCAAIFLj/4EArAAABABQGEAAAAQAGBAAAAQAEEAAAAQAQAgAAAQACAAAAAQAAAgEIAgBKALATA0sCS1NCAUuwwGMAS2IgsPZTI7gBClFasAUjQgGwEksAS1RCsDgrS7gH/1KwNytLsAdQW1ixAQGOWbA4K7ACiLgBAFRYuAH/sQEBjoUbsBJDWLkAAQERhY0buQABASiFjVlZABgWdj8YPxI+ETlGRD4ROUZEPhE5RkQ+ETlGRD4ROUZgRD4ROUZgRCsrKysrKysrKysrGCsrKysrKysrKysrGCsdQrCWS1NYsjWqqh1CWbAyS1NYsjX//x1CWUuwk1MgXFi5AfIB8EVEuQHxAfBFRFlYuQM+AfJFUli5AfIDPkRZWUu4AVZTIFxYuQAgAfFFRLkAJgHxRURZWLkIHgAgRVJYuQAgCB5EWVlLuAGaUyBcWLkAJQHyRUS5ACQB8kVEWVi5CQkAJUVSWLkAJQkJRFlZS7gEAVMgXFixcyRFRLEkJEVEWVi5FyAAc0VSWLkAcxcgRFlZS7gEAVMgXFixyiVFRLElJUVEWVi5FoAAykVSWLkAyhaARFlZS7A+UyBcWLEcHEVEsR4cRURZWLkBGgAcRVJYuQAcARpEWVlLsFZTIFxYsRwcRUSxLxxFRFlYuQGJABxFUli5ABwBiURZWUu4AwFTIFxYsRwcRUSxHBxFRFlYuQ3gABxFUli5ABwN4ERZWSsrKysrKysrKysrKysrKysrKysrKysrKysrKysrKysrKysrKysrKysrZUIrKwGzO1ljXEVlI0VgI0VlYCNFYLCLdmgYsIBiICCxY1lFZSNFILADJmBiY2ggsAMmYWWwWSNlRLBjI0QgsTtcRWUjRSCwAyZgYmNoILADJmFlsFwjZUSwOyNEsQBcRVRYsVxAZUSyO0A7RSNhRFmzR1A0N0VlI0VgI0VlYCNFYLCJdmgYsIBiICCxNFBFZSNFILADJmBiY2ggsAMmYWWwUCNlRLA0I0QgsUc3RWUjRSCwAyZgYmNoILADJmFlsDcjZUSwRyNEsQA3RVRYsTdAZUSyR0BHRSNhRFkAS1NCAUtQWLEIAEJZQ1xYsQgAQlmzAgsKEkNYYBshWUIWEHA+sBJDWLk7IRh+G7oEAAGoAAsrWbAMI0KwDSNCsBJDWLktQS1BG7oEAAQAAAsrWbAOI0KwDyNCsBJDWLkYfjshG7oBqAQAAAsrWbAQI0KwESNCACt0dXN1ABhFaURFaURFaURzc3NzdHVzdHUrKysrdHUrKysrK3Nzc3Nzc3Nzc3Nzc3Nzc3Nzc3Nzc3Nzc3MrKytFsEBhRHN0AABLsCpTS7A/UVpYsQcHRbBAYERZAEuwOlNLsD9RWlixCwtFuP/AYERZAEuwLlNLsDpRWlixAwNFsEBgRFkAS7AuU0uwPFFaWLEJCUW4/8BgRFkrKysrKysrKysrKysrKysrKyt1KysrKysrK0NcWLkAgAK7swFAHgF0AHNZA7AeS1QCsBJLVFqwEkNcWli6AJ8CIgABAHNZACt0cwErAXMrKysrKysrK3Nzc3MrKysrKwArKysrKysARWlEc0VpRHNFaURzdHVFaURzRWlERWlERWlEc3RFaURFaURzKysrKytzKwArcyt0dSsrKysrKysrKysrKysrc3R1cytzdHVzdHUrKyt0KwArKysAGEVpRCtcWEEOAzYDLwBBAB8DMAMvAC0AHwMtAy8AMgAfAzIDL0ASJh8DAjcfCQg3HwsKRB8HBkQfKysrKysrKytZKwAFugAZBboAGgWnABkEJgAYAAD/5wAA/+gAAP/n/mn/6AW6ABn+af/oAuoAAAC4AAAAuAAAAAAAqACtAWkArQC/AMIB8AAYAK8AuQC0AMgAFwBEAJwAfACUAIcABgBaAMgAiQBSAFIABQBEAJQBGf+0AC8AoQADAKEAzQAXAFcAfgC6ABYBGP/pAH8AhQPTAIcAhQANACIAQQBQAG8AjQFM/3UAXADfBIMANwBMAG4AcAGA/1j/jv+S/6QApQC5A8j//QALABoAYwBjAM3/7gXY/9wALQBcAJUAmQDfAZIJtQBAAFcAgAC5A50AcgCaA10EAf9n//oAAwAhAHcAzQAEAE0AzQHAAisATABlAOcBGAF8A0MF2P+j/7D/xAADABwAXQBoAJoAugE1AUcCIQVc/03/zQAWAC0AeACAAJkAsgC2ALYAuAC9ANoBDAXw/6T/8AAZACwASQB/ALQAzgHAA/79gf4/AAAABQAYACkAOQBJAG8AvgDHANABIwHBAm8FDAUyBUAFev/UABQAMQBVAFcApwC0AOYB9wJ+An4CfwPGBEb/QgAOAIUAkQC/AMIAxQDhARoBLwFPAVYCKQJvAp4DcgAIACwAMQAxAGQAaQCJAJgAxwDeASsBtgIMAs8DowSrBPsGHf7g/w4ABgAmAJsAnQDBAQ0BGAEgAXMBggHWAeMCQwJfApsC4gOUBKkE0gdhABwAXgBtAI0AqwD3ARIBOAFRAVsBaAF8AYcBkQGZAc0B0AHoAkECVAJrAu8DaANxA70EQgRCBFMEcwSDBYYFiwbo/lj+xP7R/vf/Mv+GAFEAfACBAJEAlQCeALQAuQDPANkA2QDfAOIBBQELAQ4BDgEgASEBVQF7AXsBfgGNAaIBqAGpAbQB0AHQAeIB6QHyAfUB+wIAAgACBgIbAiECIgIiAiMCcgJ3ApQCnALPAs8C0ALsAvkDFwMiAysDNQM8A1kDbwNxA4cDkAOQA7UD4QQaBM8E/wUyBTIFlgWfBagFqwXCBfAGDAeCCAAIzPyj/Sr93v4A/oj+lv6y/rT/4QAVABkAGgAcAB8APABRAGEAYQBqAHgAlgClAK8A0wEMARgBGgEqAT4BTAFRAV8BagFxAXgBggGEAZoBpQGoAakBrgG8Ac0B1wHvAgACDQIcAiECIgIuAjUCQgJPAk8CXgJlAnECkAKSArQC1gL6AwcDCwMPAxUDKgNHA10DZQN0A3kDlgOwA8wD3QPiA/YD/AP8A/8ECgQfBCIEJgQrBEcEXwR1BJ4E5wTnBVwFywXlBgoGbQaGBrgG8Qc2Bz4HUAdRB10Hjwe2B9QIYAC2AMMAtQC3AAAAAAAAAAAAAAAAAeADgQNFA7UAjgIzBBkCzgLOAC0AXwBkA00CPwAAAqgBiAJ9AbQCJAV4BjsCOwFOAPAEJgKUAsYCnwL2AjsDTQFLAVMAagIxAAAAAAAABhQEqgAAADwEwwDtBLwCZQLOA7UAeAYMAX4C7wYMALIBAAI5AAABxQMwBCsDywDaA98BBwShANsECgEXAe0CpwNQAQsBvQQ+BVgAIQOcAK4DcQF9ALUCRQAACvsIjAErAU4BqgCHAFQBMgH4A/8AAwJOALQANwPjAIMAawLYAO0AdwCIAJcBZARnAI4AMwF8AOcApgKeAykFbgYqBhUByQJpBIoCEwG0AAIEqQAAAjkBJAEDBRQAhAFdA5oG7wLZAHUAzwQKAN4DrAS8As8CrgNNBPAFUgFoAG0AfQCGAHH/gQB5BVgE0gFnAAMBVgAlBOAAlAB8AzIEIQCUAH8AcgBcAC8AtgAYALoAuABBA00AcgAYAB8ATAFqAVUAmQCaAJoAmACyAAQAeABpABQAVwBuAM4AtAZUArgAZwUOAWUA5wAABMv+UgBa/6YAmf9nAG7/kgAt/9QAh/98ALgAqADlAI8AqAGF/nsAcAAeANkA3gFMBUYCzwVG/y0CigLZAlMClgC3AAAAAAAAAAAAAAAAAAABJQEYAOoA6gCuAAAAPgW7AIoE1wBTAD//jP/VABUAKAAiAJkAYgBKAOQAbQDuAOUASAPAADP+TgKx/0YDcAB5Bd8AUf+n/x8BCgBo/2wATwC8AKUHBQBhBysA7QSwAdIAtgB7AGUCUv90A2X+aQCUAI8AXABAAIYAdQCJAIkEcQSDBPkAjACRAJYAmwCgAKUAqgCvALQAuQURAAAALAAsACwALABiAGIAYgBiAMYAxgDGAMYAxgDGAMYAxgDGAMYAxgDGAMYAxgDGAMYAxgDGAMYAxgDGAMYAxgDGAMYAxgDGAMYAxgDGAMYAxgDGAMYBoAGgAaABoAGgAaABoAGgAaADbANsA2wDbANsBOQE5ATkBOQE5ATkBOQE5ATkBOQE5ATkBOQE5ATkBOQE5ATkBh4GHgYeBh4GHgYeBh4GHgYeBh4GHgYeBh4GHgbABsAGwAbABsAGwAbABsAGwAbABsAGwAbABsAGwAbABsAGwAbABsAGwAbABsAGwAbABsAGwAbABsAGwAbABsAGwAbABsAGwAbABsAGwAbABsAGwAbABsAGwAbABsAGwAbABsAGwAbABsAGwAbABsAGwAbABsAGwAbABsAGwAbABsAGwAbABsAGwAbABsAGwAbABsAGwAbABsAGwAbABsAGwAbABsAGwAbABsAGwAbABsAGwAbABsAGwAbABsAGwAbABsAGwAbABsAGwAbABsAGwAbABsAGwAbABsAGwAbABsAGwAbABsAGwAbABsAGwAbABsAGwAbABsAGwAbABsAGwAbABsAGwAbABsAGwAbABsAGwAbABsAGwAbABsAGwAbABsAGwAbABsAGwAbABsAGwAbABsAGwAbABsAGwAbABsAGwAbABsAGwAbABsAGwAbABsAGwAbABsAGwAbABsAGwAbABsAGwAbABsAGwAbABsAGwAbABsAGwAbABsAGwAbABsAGwAbABsAGwAbABsAGwAbABsAGwAbABsAGwAbABsAGwAbABsAGwAbABsAGwAbABsAGwAbABsAGwAbABsAGwAbABsAGwAbABsAGwAbABsAGwAbABsAGwAbABsAGwAbABsAGwAbABsAGwAbABsAGwAbABsAGwAbABsAGwAbABsAGwAbABsAGwAbABsAGwAbABsAGwAbABsAGwAbABsAGwAbABsAGwAbABsAGwAbABsAGwAbABsAGwAbABsAGwAbABsAGwAbABsAGwAbABsAGwAbABsAGwAbABsAGwAbABsAGwAbABsAGwAbABsAGwAbABsAGwAbABsAGwAbABsAGwAbABsAGwAbABsAGwAbABsAGwAbABsAGwAbABsAGwAbABsAGwAbABsAGwAbABsAGwAbABsAGwAbABsAGwAbABsAGwAbABsAGwAbABsAGwAbABsAGwAbABsAGwAbABsAGwAbABsAGwAbABsAGwAbABsAGwAbABsAGwAbABsAGwAbABsAGwAbABsAGwAbABsAGwAbABsAGwAbABsAGwAbABsAGwAbABsAGwAbABsAGwAbABsAGwAbABsAGwAbABsAGwAbABsAGwAbABsAGwAbABsAGwAbABsAGwAbABsAGwAbABsAGwAbABsAGwAbABsAGwAbABsAGwAbABsAGwAbABsAGwAbABsAGwAbABsAGwAbABsAGwAbABsAGwAbABsAGwAbABsAGwAbABsAGwAbABsAGwAbABsAGwAbABsAGwAbABsAGwAbABsAGwAbABsAGwAbABsAGwAbABsAGwAbABsAGwAbABsAGwAbABsAGwAbABsAGwAbABsAGwAbABsAGwAbABsAGwAbABsAGwAbABsAGwAbABsAGwAbABsAGwAbABsAGwAbABsAGwAbABsAGwAbABsAGwAbABsAGwAbABsAGwAbABsAGwAbABsAGwAbABsAGwAbABsAGwAbABsAGwAbABsAGwAbABsAGwAbABsAGwAbABsAGwAbABsAGwAbABsAGwAbABsAGwAbABsAGwAbABsAGwAbABsAGwAbABsAGwAbABsAGwAbABsAGwAbABsAGwAbABsAGwAbABsAGwAbABsAGwAbABsAGwAbABsAGwAbABsAGwAbABsAGwAbABsAGwAbABsAGwAbABsAGwAbABsAGwAbABsAGwAbABsAGwAbABsAGwAbABsAGwAbABsAGwAbABsAGwAbABsAGwAbABsAGwAbABsAGwAbABsAGwAbABtoG2gbaBtoG2gbaBtoG2gbaBtoG2gbaBtoG2gbaBtoG2gbaBtoG2gbaBtoG2gbaBtoG2gbaBtoG2gbaBtoG2gbaBtoG2gbaBtoG2gbaBtoG2gbaBtoG9Ab0BvQG9Ab0BvQG9Ab0BvQG9Ab0BvQG9Ab0BvQG9Ab0BvQG9Ab0BvQG9Ab0BvQG9Ab0BvQG9Ab0BvQG9Ab0BvQG9Ab0BvQG9Ab0BvQG9Ab0BvQG9Ab0BvQG9Ab0BvQG9Ab0BvQG9Ab0BvQG9Ab0BvQG9Ab0BvQG9Ab0BvQG9Ab0BvQG9Ab0BvQG9Ab0BvQG9Ab0BvQG9Ab0BvQG9Ab0BvQG9Ab0BvQG9Ab0BvQG9Ab0BvQG9Ab0BvQG9Ab0BvQG9Ab0BvQG9Ab0BvQG9Ab0BvQG9Ab0BvQG9Ab0BvQG9Ab0BvQG9Ab0BvQG9Ab0BvQG9Ab0BvQG9Ab0BvQG9Ab0BvQG9Ab0BvQG9Ab0BvQG9Ab0BvQG9Ab0BvQG9Ab0BvQG9Ab0BvQG9Ab0BvQG9Ab0BvQG9Ab0BvQG9Ab0BvQG9Ab0BvQG9Ab0BvQG9Ab0BvQG9Ab0BvQG9Ab0BvQG9Ab0BvQG9Ab0BvQG9Ab0BvQG9Ab0BvQG9Ab0BvQG9Ab0BvQG9Ab0BvQG9Ab0BvQG9Ab0BvQG9Ab0BvQG9Ab0BvQG9Ab0BvQG9Ab0BvQG9Ab0BvQG9Ab0BvQG9Ab0BvQG9Ab0BvQG9Ab0BvQG9Ab0BvQG9Ab0BvQG9Ab0BvQG9Ab0BvQG9Ab0BvQG9Ab0BvQG9Ab0BvQG9Ab0BvQG9Ab0BvQG9Ab0BvQG9Ab0BvQG9Ab0BvQG9Ab0BvQG9Ab0BvQG9Ab0BvQG9Ab0BvQG9Ab0BvQG9Ab0BvQG9Ab0BvQG9Ab0BvQG9Ab0BvQG9Ab0BvQG9Ab0BvQG9Ab0BvQG9Ab0BvQG9Ab0BvQG9Ab0BvQG9Ab0BvQG9Ab0BvQG9Ab0BvQG9Ab0BvQG9Ab0BvQG9Ab0BvQG9Ab0BvQG9Ab0Bw4HKAdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB0IHQgdCB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IBjYbACJbAGJUljI7AFJUqwgGMgWGIbIVmwBCZGYIpGikZgsCBjYS0ssAQmsAQlsAQlsAQmsG4rIIogECM6IyAQIzotLCMgsAFUWCGwAiWxAk4rsIBQIGBZIGBgILABUVghIRsgsAVRWCEgZmGwQCNhsQADJVCwAyWwAyVQWlggsAMlYYpTWCGwAFkbIVkbsAdUWCBmYWUjIRshIbAAWVlZsQJOKy0ssAIlsAQlSrAAU1iwABuKiiOKsAFZsAQlRiBmYSCwBSawBiZJsAUmsAUmsHArI2FlsCBgIGZhsCBhZS0ssAIlRiCKILAAUFghsQJOKxtFIyFZYWWwAiUQOy0ssAQmILgCAGIguAIAY4ojYSCwXWArsAUlEYoSiiA5ili6AF0QAAAEJmNWYCsjISAQIEYgsQJOKyNhGyMhIIogEEmxAk4rWTstLLoAXRAAAAklY1ZgK7AFJbAFJbAFJrBtK7FdByVgK7AFJbAFJbAFJbAFJbBvK7oAXRAAAAgmY1ZgKyCwAFJYsFArsAUlsAUlsAclsAclsAUlsHErsAIXOLAAUrACJbABUlpYsAQlsAYlSbADJbAFJUlgILBAUlghG7AAUlggsAJUWLAEJbAEJbAHJbAHJUmwAhc4G7AEJbAEJbAEJbAGJUmwAhc4WVlZWVkhISEhIS0ssSUBiFBYuUAAAgBjuAQAiFRcsBZLUlsbsAFZLQC5ACAB/rQJGAFKILgB+rQJGAFKILgB+bQJGAFKILgB+LQJGAFKILgB97QJGAFKILgB9rQJGAFKILgB8LQJGAFKILgB77QJGAFKILgB7rQJGAFKILgB7bQJGAFKILgB7LQJGAFKILgB67QJGAFKILgB5rQJGAFKILgB5bQJGAFKILgB5LQJGAFKILgB47QJGAFKILgB4rQJGAFKILgB4bQJGAFKILgB4LQJGAFKILgB07QJGAFKILgB0rQJGAFKILgB0bQJGAFKILgBz7QJGAFKILgBzrQJGAFKILgBzbQJGAFKILgBzLQJGAFKILgBoLQJGAFKILgBj7QJGAFKILgBjrQJGAFKILgBirQJGAFKILgBiLQJGAFKILgBh7QJGAFKILgBhrQJGAFKILgBW7QJGAFKILgBWrQJGAFKILgBWbQJGAFKILgBWLQJGAFKILgBVLQJGAFKILgBULQJGAFKILgBTLQJGAFKILgBS7QJGAFKILgBSrQJGAFKILgBNrQJGAFKILgBMLQJGAFKILgBL7QJGAFKILgBLbQJGAFKILgBLLQJGAFKILgBCbQJGAFKILgBB7QJGAFKILgBBUD/CRgBSiD0CRgBSiDyCRgBSiDxCRgBSiDwCRgBSiDvCRgBSiDtCRgBSiDsCRgBSiDqCRgBSiDlCRgBSiDkCRgBSiDjCRgBSiDhCRgBSiDeCRgBSiDaCRgBSiDYCRgBSiDTCRgBSiDNCRgBSiDMCRgBSiDKCRgBSiDJCRgBSiDICRgBSiDGCRgBSiDECRgBSiDCCRgBSiDACRgBSiC/CRgBSiC9CRgBSiCzCRgBSiCxCRgBSiCvCRgBSiClCRgBSiCkCRgBSiCgCRgBSiCOCRgBSiCNCRgBSiCMCRgBSiCLCRgBSiCKCRgBSiCJCRgBSiCFCRgBSiCECRgBSiCDCRgBQD5KIIAJGAFKIH8JGAFKIH4JGAFKIH0JGAFKIGIJGAFKIFEJGAFKIFAJGAFKIEgJGAFKIEIJGAFKIA4JGAFKD0FjBEEAHwRBAC8EQQA/BEEATwRBAF8EQQBvBEEAfwRBAI8EQQCfBEEArwRBAL8EQQDPBEEADQBfA+oAAQCAA/QAkAP0AKAD9ACwA/QAwAP0ANAD9ADgA/QA8AP0AAgALwQzAD8EMwBPBDMAXwQzAG8EMwB/BDMAjwQzAJ8EMwCvBDMAvwQzAAoAHwQ0AC8ENAA/BDQATwQ0AF8ENABvBDQAfwQ0AAcAzwQjAN8EIwDvBCMAAwAPBCMAHwQjAD8EIwBfBCMAnwQjQCMF8OIBsP3A/QLA/dD94P3w/QTQ/eD98P0DwP/Q/+D/8P8EcEEKBCUAAQDABCUA0AQlAOAEJQDwBCVADATgvvC+AuC+8L4CD0ERBCEAPwQhAAIAEAJYAAEADwJYAOACWAACAA8ECgABAA8ECLQBDyYBD0EbBAcAAQAPBAYAAQB/AhcAAQAPApwAHwKcAC8CnAA/ApwATwKcAF8CnAAGAN8CnADvApwA/wKcQFMD3+AWFxzU1RYXHHt8Fht7fBnR0hYXHHZ3FhccbXAWFxxsbxYXHGtuFhtrbn9yGnR1FBUcZ2oUFRxmaRQVHGVoFBtlaIVxGhlzFnpDGSF5QxkhGUExApIAmQKSAAIAHAKSACwCkgACApkCmgKbAAwCjQKOAo8ADAKKAosCjAAMABsCmQCLApkAAgAPApkAnwKZALsCmQDbApkABAKlAosCpwANAp8CmgKhAA0CnAKOAp4ADf/oAo6yFCM5uf/oApqyFCM5QRoCggJ9AAgAKwKBAnwABQArAn4CegAEACsCfQJ6AAQAKwJ6AlcABQArAncCZwAFACsCZwJXsgUrILgCcLIbIDm9AnICVwAEACsCbgJXsgQrILgCV7MxMzkJQUECcQAZAnEAqgJXALgCVwAEAGkCcQDaAlcA6AJXAAMChAJ5AAYAKwKAAnkABAArAn8CeQAIACsCewJ5AAgAKwJ5AlYABgArAngCZgAAACsCdgJmAAgAKwJ1AmYACAArAnMCZgAIACsCZgJWAAYAKwJ0AlYAAAArAnMCVgAAACsCbwJWsgcrKUFQAlYAAQCGAlYAAQJdAl4CXwAMAlECUgJTAAwCTgJPAlAADAALAk4ACwJRAAoCXQA7Ak4AWQJRAHYCUQB1Al0AmwJOALUCXQDZAk4ACgJpAk8CawANAmMCXgJlAA0CYAJSAmIADQJpADwCYwA8AmAAPAJdADwCUQA8Ak4APAJEAjwABQArAkMCEQACACsCQAI8AAUAKwI+AhEABAArAj0CEbIEK0ZBFQI8AAEARgI8AMYCPAACAjsCEQAHACsCOQIRAAYAKwI3AhEABAArAiECEbIHKyC4AjOyExY5QRYCLwIRAAQAKwIuAhEABAArAi0CEQAFACsCLAIRAAQAKwIrAhEABAArAioCEbIFK0dBQgIRAAEABQIRAKUCEQACADsCMwBLAjMAZAIRAHQCEQAEAkICEAAHACsCQQIQAAUAKwI/AhAAAgArAjoCEAAHACsCOAIQAAcAKwI2AhAABwArAjUCEAAHACsCIAIQAAcAKwI0AhAABQArAjECEAAFACsCMAIQAAcAKwIpAhAABwArAigCELIHK4pBbgIQAAEAGgIQALkCMgACAhcCGAIZAAwCCwIMAg0ADAIIAgkCCgAMAAsCCAALAgsACgIXADsCCABZAgsAdgILAHUCFwCbAggAtQIXANkCCAAKAiMCCQIlAA0CHQIYAh8ADQIaAgwCHAANAiMAPAIdADwCGgA8AhcAPAILADwCCAA8AVMBTQACACsBTgFNAAIAKwFWAVwABAArAVUBXAAEACsBVwFcAAIAKwHaAdQACgArAdgB1AAKACsB5QHgAAUAKwHhAeAABQArAeAB6wAFACsB7wHrAAIAKwHsAeuyBStAuAHrsgkKObn/wAEEsjExObn/wAEEshsgObj/wLTHHyA5QLgBA7IsLDm6AQMBAAEAsh8iI7kBAwEAs8AeHiO6AQMBAAEAsh0dI7kBAwEAs8AcHCO6AQMBAAEAshsbI7kBAwEAs8AUGiO5AQMBALOACxMjuQEDAQCzQAkKI7kBAgEBs0BQiyO5AQEBALNAUIsjQQoBAgEAAE8AHwEBAQAATwAf/8ABALJQVTm5/8ABALMjIzlAuAEAtx0eOUDoGxs5uP/AtOckJTlWuAEIQBMB3dgFKzvWS9YCQLALDTnBwAUruP/AQDefExM5QJwvMDmcmgErm5oFK5qRBCupmQQrmZIDK0DFLDE5kpEDK4iRmJECCWMYY8djAyBjDQ85uP/wtEcfJTnLuAEKQBwBmJUBKzeeAZaVAisYlyYqOReXARCVP0A52ZUBvAE2ASwAAwArATCyzQQruAEvsswEK7gBLbLNAyu4ASyyzQQrvAFMAUoAAwArAUqyfwUruQFbAVSyBCsPQRkBVAAfAVQAAgGGAYgAAgArAYcBiAAEACsBiQGIAAQAKwGIAY8AAwArAY4BjwAEACsBj7OFBSs/QQwBoAABAc4BzAADACsB0gHMAAYAKwHRAcyyBitAuAEHsjIyObgBB7KvAyu4/8Cz3h4gObj/wEAR3BgaOcnKAyvKyAQrQMghIjm4/8CzyBUXObj/wLPGJCU5uP/As8YWGjm4/8BAI78tMTlQUQMrQFEbGznlzAQr5OMDK0DjKio5zcwFK0DMQkQ5uP/As8wnJzm4/8C3zBcaOcLqASu4AQmy2gMruP/AQDPqJSU53+oBQMQbHTmzsQUrscAFK0DAPT05wK8EK9OvBSuvfQUrINoSFjnFvQEgjgEQjgG4/8CzizY4Obj/wLOLJys5uP/AQDKLFxo5jI0FK42KBCuJigUrin8FK/TvAyvy7wUr8YACK/CgBCvvhQUrQOwyNDlA7BsdObj/wLOgUVI5uP/As6BFRzm4/8CzoDg8Obj/wEALoCwxOd+gAaCAAiu4/8CzlDExObj/wEDUgBgaOYF/ASt+fQUrfX8FK+1/BSvYfwF/hSUfiIUBK4eFASuEhQUrg4UFKymFOYVJhQNmhQFGhQE2hQEmhQEbNxUYNhUVNRUSNBUPMxUMMhUJMRUGMBUDLxUALhX5+g8g+TD5AiYnDignDyorDiwrDyIjDiQjDx4fDiAfDwAFEAUCPD0OCzx0PJk8Aw8QEQwJCgsMBgcIDAMEBQwAAQIMBgNkH3AqAQ8qAQsPSw8CCwA7AEQDdAOrANsPBgsACwMLDzsAOwlZA1sJdgObAJsJmQ/ZAAy5AQsBDEAqDxsBHQ0YBxoNF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VwFXAVcBVwFXAVcBVwFXAVcBVwFXAVcBVwFXAVcBVwFXAVcBVwFXAVcBVwFXAVcBVwFXAVcBVwFXAVcBVwFXAVcBVwFXAVcBVwFXAVcBVwFXAVcBVwFXAVcBVwFXAVcBVwFXAVcBVwFXAVcBVwFXAVcBVwFXAVcBVwFXAVcBVwFXAVcBVwFXAVcBVwFXAVcBVwFXAVcBVwFXAVcBVwFXAVcBVwFXAVcBVwFXAVcBVwFXAVcBVwFXAVcBVwFXAVcBVwFXAVcBVwFXAVcBVwFXAVcBVwFXAVcBVwFXAVcBVwFXAVcBVwFXAVcBVwFXAVcBVwFXAVcBVwFXAVcBVwFXAVcBVwFXAVcBVwFXAVcBVwFXAVcBVwFXAVcBVwFXAVcBVwFXAVcBVwFXAVcBVwFXAVcBVwFXAVcBVwFXAVcBVwFXAVcBVwFXAVcBVwFXAVcBVwFXAVcBVwFXAVcBVwFXAVcBVwFXAVcBVwFXAVcBVwFXAVcBVwFXAVcBVwFXAVcBVwFXAVcBVwFXAVcBVwFXAVcBVwFXAVcBVwFXAVcBVwFXAVcBVwFXAVcBVwFXAVcBVwFXAVcBVwFXAVcBVwFXAVcBVwFXAVcBVwFXAVcBVwFXAVcBVwFXAVcBVwFXAVcBVwFXAVcBVwFXAVcBVwFXAVcBVwFXAVcBVwFXAVcBVwFXAVcBVwFXAVcBVwFXAVcBVwFXAVcBVwFXAVcBVwFXAVcBVwFXAVcBVwFXAVcBVwFXAVcBVwFXAVcBVwFXAVcBVwFXAVcBVwFXAVcBVwFXAVcBVwFXAVcBVwFXAVcBVwFXAVcBVwFXAVcBVwFXAVcBVwFXAVcBVwFXAVcBVwFXAVcBVwFXAVcBVwFXAVcBVwFXAVcBVwFXAVcBVwFXAVcBVwFXAVcBVwFXAVcBVwFXAVcBVwFXAVcBVwFXAVcBVwFXAVcBVwFXAVcBVwFXAVcBVwFXAVcBVwFXAVcBVwFXAVcBVwFXAVcBVwFXAVcBVwFXAVcBVwFXAVcBVwFXAVcBVwFXAVcBVwFXAVcBVwFXAVcBVwFXAVcBVwFXAVcBVwFXAVcBVwFXAVcBVwFXAVcBVwFXAVcBVwFXAVcBVwFXAVcBVwFXAVcBVwFXAVcBVwFXAVcBVwFXAVcBVwFXAVcBVwFXAVcBVwFXAVcBVwFXAVcBVwFXAVcBVwFXAVcBVwFXAVcBVwFXAVcBVwFXAVcBVwFXAVcBVwFXAVcBVwFXAVcBVwFXAVcBVwFXAVcBVwFXAVcBVwFXAVcBVwFXAVcBVwFXAVcBVwFXAVcBVwFXAVcBVwFXAVcBVwFXAVcBVwFXAVcBVwFXAVcBVwFXAVcBVwFXAVcBVwFXAVcBVwFXAVcBVwFXAVcBVwFXAVcBVwFXAVcBVwFXAVcBVwFXAVcBVwFXAVcBVwFXAVcBVwFXAVcBVwFXAVcBVwFXAVcBVwFXAVcBVwFXAVcBVwFXAVcBVwFXAVcBVwFXAVcBVwFXAVcBVwFXAVcBVwFXAVcBVwFXAVcBVwFXAVcBVwFXAVcBVwFXAVcBVwFXAVcBVwFXAVcBVwFXAVcBVwFXAVcBVwFXAVcBVwFXAVcBVwFXAVcBVwFXAVcBVwFXAVcBVwFXAVcBVwFXAVcBVwFXAVcBVwFXAVcBVwFXAVcBVwFXAVcBVwFXAVcBVwFXAVcBVwFXAVcBVwFXAVcBVwFXAVcBVwFXAVcBVwFXAVcBVwFXAVcBVwFXAVcBVwFXAVcBVwFXAVcBVwFXAVcBVwFXAVcBVwFXAVcBVwFXAVcBVwFXAVcBVwFXAVcBVwFXAVcBVwFXAVcBVwFXAVcBVwFXAVcBVwFXAVcBVwFXAVcBVwFXAVcBVwFXAVcBVwFXAVcBVwFXAVcBVwFXAVcBVwFXAVcBVwFXAVcBVwFXAVcBVwFXAVcBVwFXAVcBVwFXAVcBVwFXAVcBVwFXAVcBVwFXAVcBVwFXAVcBVwFXAVcBVwFXAVcBVwFXAVcBVwFXAVcBVwFXAVcBVwFXAVcBVwFXAVcBVwFXAVcBVwFXAVcBVwFXAVcBVwFXAVcBVwFXAVcBVwFXAVcBVwFXAVcBVwFXAVcBVwFXAVcBVwFXAVcBVwFXAVcBVwFXAVcBVwFXAVcBVwFXAVcBVwFXAVcBVwFXAVcBVwFXAVcBVwFXAVcBVwFXAVcBVwFXAVcBVwFXAVcBVwFXAVcBVwFXAVcBVwFXAVcBVwFXAVcBVwFXAVcBVwFXAVcBVwFXAVcBVwF3gXeBd4F3gXeBd4F3gXeBd4F3gXeBd4F3gXeBd4F3gXeBmIGYgZiBmIGYgZiBmIGYgZiBmIGYgZiBmIGYgbGBsYGxgbGBsYGxgbGBsYGxgbGBsYGxgbGBsYGxgbGBsYGxgbGBsYGxgbGBsYGxgbGBsYGxgbGBsYGxgbGBsYGxgbGBsYGxgbGBsYGxgbGBsYGxgbGBsYGxgbGBsYGxgbGBsYGxgbGBsYGxgbGBsYGxgbGBsYGxgbGBsYGxgbGBsYGxgbGBsYGxgbGBsYGxgbGBsYGxgbGBsYGxgbGBsYGxgbGBsYGxgbGBsYGxgbGBsYGxgbGBsYGxgbGBsYGxgbGBsYGxgbGBsYGxgbGBsYGxgbGBsYGxgbGBsYGxgbGBsYGxgbGBsYGxgbGBsYGxgbGBsYGxgbGBsYGxgbGBsYGxgbGBsYGxgbGBsYGxgbGBsYGxgbGBsYGxgbGBsYGxgbGBsYGxgbGBsYGxgbGBsYGxgbGBsYGxgbGBsYGxgbGBsYGxgbGBsYGxgbGBsYGxgbGBsYGxgbGBsYGxgbGBsYGxgbGBsYGxgbGBsYGxgbGBsYGxgbGBsYGxgbGBsYGxgbGBsYGxgbGBsYGxgbGBsYGxgbGBsYGxgbGBsYGxgbGBsYGxgbGBsYGxgbGBsYGxgbGBzoHOgc6BzoHOgc6BzoHOgc6BzoHOgc6BzoHOgc6BzoHOgeqB6oHqgeqB6oHqgeqB6oHqgeqB6oHqgeqB6oIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAgACAAIAAACAEQAAAJkBVUAAwAHAC6xAQAvPLIHBE/tMrEGBdw8sgMCT+0yALEDAC88sgUET+0ysgcGDPw8sgECT+0yMxEhESUhESFEAiD+JAGY/mgFVfqrRATNAAAABAC+AAAEhgVUACgALAAwADQAS0AlFS80KCksACwdCzEuNCwLLi4LLDQENTYAKSswMxITEw4YGC4xAwA/zTIvzTIvP93WzTIREgEXOS8vLy8QzRDNETMQzTIQ3cYxMAE1ND4CNz4DNTQmIyIOAgcjNT4BMzIeAhUUDgIHDgMdARcVIzUBESERAREhEQI3BhYqJBcmGw9BPiAwJBkJYDyJQ0ZjPhwPJDwsICYVBxKQAfz9BgNh/DgB5xYWJSo1JxkvMzkjS1IUJDIegh4uHTNGKSY+PUYtISwnKBwGbqGh/uQEmvtmBPf6rAVUAAABAHUAAAYNBVUANgCbsIUrWEA7NBlACRJIGRkzJQsOJwMkJSSmRA0lADEzMaZENRcbAzMDGRg0GA8BTTQ0HwbtFhc1AxISOBobMwMfgCsv4RcyEjkvFzPhEjkvKzMzAD8XMysRADMYLzMrEQAXMxESORgvKzMxMBtAGTQZQAkSSBkZMyULDicDJA0lADE1FxsDMwMAGD8XMxEzLzMRFzMREjkvKzMwMVkBDgMVERQeAhcVITU+AjURNBI3IwEjASMWEhURFB4CFxUhNT4CNRE0LgInNSEJASEGDSwnFwsJFSku/l85LBAJBhH+dHP+kBEFCQkVKS7+kz4qDQoXJi4BZQFfAYIBUgUkCxYhQkX8n0M+JBgMMTEOJEZRAX+XATU5/CED7z3+wKn+kkM+JBgMMTEQJ0hKA2FFPyMVDTH8MwPNAAACAGn/8AQrBZcAIgA2AJWwhStYQC4RqhAQD6dEEBUzFC8YLwMvl0AYFiIpHx8pAymVQB8QBwanRAcACAEKhRIUIgMjuP/AQAkPAU0jIzgsgxsv4RI5LysXM+EAPz8rABg/Gu0rERIAORg/Gu0rEQAzMxg/KwAYEOUxMBtAFxGqEBUzFBgvl2wYFiIfKZVsHxAHAAgBABg/Pz8rOT8rMjI/5TAxWQE0LgMnNTczERQeAhcVByM3Jw4CIyImNTQ+ATMyFhcRNC4DIyIGFRQWMzI+BDUDBAMNFycz8jsGFCs27DwMDz9daTyksnTFe0JsOQ4hOEMvgIZucCw6ODobDgQ/YEw1HhIJNAr7ek5DKBkLNAqkBENDKPnrpOVwFRj+sU5eQCwUzcDAyA8hOjA+MQAAAQBTAAADLQPNACcAobCFK1hAHhYZGBmnRBgVJSSnRCaqJQ8PAQwACBAIAhQDCAWADLj/8EASEBZIBQwDDAUQCQgIKScBEoUeuP/Qsw8BTR4vK+EyMhE5L80AP80rACsaGBDNX15dETMzP+UrABg/KxEAMzEwG0AVFhkYFSaqJQ8PAQwACBAIAhQDCIAMuP/wthAWSAxABRAAGD8azSsazV9eXREzMz/lPxEzMDFZARc+AjMyFxUjLgEjIg4CFREUHgEXFSE1PgM1ETQuAic1NzMBbw43Xm1FOi9xGDYvJEdCGRYzM/5tJiEYDAQYMS3qPQMWA0NNKgbmNjEqUEYw/qJbRSAJMTEMEiBCRgG0QE4vFwg0CgAAAAIAagAABEIEFwAXACQAPkAhFxwDHPMXQBcBp0QXCyMDI/MLQAsKp0QLCRHtHx8mGe8FL+ESOS/hAD8rABoYEO0rABgvKwAaGBDtKzEwMzU+AjURNC4BJzUhMh4CFRQHDgIjAxEWOwEyNjU0LgEjImo0KhAQKjQBip3MlFEpJY/QsFwdKRfU0Wa6gUYxDSVBOgJbO0AmDDE3e8GKiGhhhkMDwvyTA9vhlsVcAAABAGUAAAVRBBcAMQBcQDMZAEAMEEgAABgLDSUoAwoLCqdEJwscFhgWp0QBGjADGAkxABkYGRoDBi8h7ywsMwIG8REv4TIROS/hMxIXOREzMwA/FzMrEQAzGC8zKxEAFzMREjkYLyszMTAlASMeARURFB4BFxUhNT4CNRE0LgEnNSEJASEVDgIVERQeARcVITU+AjURNDcjAQKD/s8LBAIRLDP+qDQrERAqNgFZAR0BPAE6NikPECwy/nU0KxAHC/68tAK4OGUx/kA7QCYMMTENJUE6Als7PyYNMf1fAqExDSdAOf2lPEAlDDExDSZAOgHdRGH9VAAAAAIAaAAABGoEFwAvADoAbUA4GBcqMTEqAyrzQDExAAwgAi8AL6dEHSIADDkDOfMMQAwLp0QMCSUbFxcRKiAiIjwR8jU1PDEq7wYv4TISOS/hEjkvMxESOREzMwA/KwAaGBDtKwAYLzMzKxEAMzMREjkYLxrtKxESADk5MTApATU+AjURNC4BJzUhMh4BFRQOAwcXHgEfAR4CFxUjJi8BLgIrARUUHgEXAxEzMjY1NC4BIyICCP5gNCsRECo2AeaUs04YKz9LQAEuSSlTHSswKP8sO08kNjs8WxIxPH+QiIVAclRVMQ0lQToCXDs/Jg0wQntdLUc8MicXCRNFQIQvMx0IMTprjD83FsBQSicLA5D+TnBxUF8mAAACAF0DMAMKBr4AIAAzAGm2BQSnRAWqB7gBA0AODSAVHREQLRUtAy3nQBW4AQK3HR0nAyfmQB24AQFAFQ+qDQ0Mp0QN+QjMIA8RAzMzNSrNGS/hEjkvFzPhAD8rABgQ5fQa7SsAGBD0Gu0rEQAzMxESORgQ9OUrMTABNC4BJzU3MxEUHgEXFQcjNycOAiMiLgE1ND4BMzIWFxU0LgMjIgYVFBYzMj4DNQIwBhw5sC8FHDWpMQcHMkJDJU1vO1KPWzBDJAsWJC0hVl1NURsuMyAMBedIMR8ILgn9KC8nGwkvB2YDMCoVSpFmbJdKDQ/VLTYkHAyDd356DiIlIhUAAAAAAQBOAz0CWAW+ACUAUUANCQABDwMPDAE1AwxABbgBAbcYIyKnRCSqI7gBAEASGBYZGBmnRBj5COQJASVCEswdL/HgMtbhAD8rEQAzGBD05SsAGBD0Gt1fXl0XMsYxMAEXPgIzMhcVIy4BIyIOAh0BFB4BFxUhNT4CNRE0LgEnNTczASAGMEFHKygnVwslJRMsNw4QIiT+2iUZDQYaNaoxBUoDMy0XCJ8jIhYzJRz5MiYRBi0tCRImLAEwMScaCS8HAAAAAAIAkQPEAqYFlwADAAcAKEAVBgABEAECAQEIBwABAK8DBK8HBwkIERI5L+HU4QA/MhI5L10zMTABAyMDIQMjAwFUQGkaAhU/ahkFl/4tAdP+LQHTAAEAXQM9BFIGfQAyAHlADDAXAKYVMTEtphkuLrgBM0AfCyEkpiMjCQymFxkL+QsiIwsQMBYiFx0KFhcKAAAxBbgBLEANFygQEDQoLyMtLR2kKC/pMy8zMhESOS8SOeEzMi8zL80vERI5ETkSOS8vLwA/EjntMjMv7TIQ5C/N7TMvze0vMzEwAQ4CFREUHgEXFSE1PgI9ATQ2NyMBIwMjHgEdARQeARcVITU+AjURNC4BJzUhEwEzBFIpHQ0MHSr+0iocDAYFCf7uVv4IBQYMHCr+9iobDQwcKgEN6wEE+QZQCRIjMf34LyMUCS0tCRIjMeBdpyj9uAJSPL1H1i8jEwotLQoRJDACCC8jEwot/cgCOAAAAAEAiAAABqkFVQBGADlAHQYUFB0dHh4pNwA9xR1CGSEEMUY+Ji8OCzLFDTEgAD8z7TIyMj8zEhc57TIBL80yETMRMy/NMTABDgMVERQeAhcVITU+AzURND4CNyMGAgcjJgInIx4FFREUHgIXFSE1PgM1ETQuAic1IRYSFzYSNyEGqS00GgcGGjQu/jAwNBgFAgQGBBBt1GqEZMNkEQIEBAMDAQUZMy/+aDA1GAQFGDQwAZZeuF5ozGgBewUTDxAfQD/8qTtAIxQNQEAOEiNAPAFzSJqKbhzz/h30+QHo+BhKWmVnYyv+njs/JBMOQEAPEyM/OwNXPD4hEhBC7/4o7u4B2O8AAgCC/+4EpAWvADAAQQBMsREMuAQUtBkIADE5uAQXQAkmGUEwAyE2xyu4BAa2EfMVFTy+IbgECbIIxQm6BBAACwQIAD/17T/tMxDtP+0SFzkBL+0vMzMz7TIxMAE0JicuAyc1JTMRFB4CFxUOAQcjPgE3JiInDgMHIi4CNTQ+AjMyHgIXETQuAiMiBhUUFjMyPgI1A1gCAgQJGzMtAQ1DARc4OEKBQEkEBAMDBwM2VU1QMVqNYTNKgrFnJT85OB0cOVg7iZB4fTxjRicEUD9MFxYjGxMGQg77ZD5HKRQMRQMEAypSKgICN0MmDwNDgr97gcWGRAUMEgz+qFhxQhnTw8nFLEVWKwAAAQBrAAADjgP9AC0AQrMLDAwXuAQUsyUq5iu4BBCyAB0suAQGQA8fxR4gHMUdIAAMAQwMEQi4BAYAP80yL10/7T/tPxI59e0BL+0yEM0xMAEeARc+AzMyFxUjLgMjIg4CFREUHgIXFSE1PgM1ETQuAic1JTMBqgMEAzBRU1k3PjiACxgfKRwdSUArCx40Kv49Jy8ZBwEXNzYBBkcDQQIBAjRKLhUM+BwpGw0lQFQv/oE/QyIPDEBADhAhQD0BrkVYNx0JRAsAAAABAJkAAAcXBVUAMgBGQCgWMBcDBBwpBBEYFDADCwDDMiYtwy4mJMMjHiHDIh4WFgzDCx4JwwoeAD/tP+0zLz/tP+0/7T/tEhc5AS/NL80SFzkxMAEOAhURFB4BFxUhNT4CNRE0EjcjASMBIxYSFREUHgEXFSE1PgI1ETQuASc1IQkBIQcXRC8WFDBF/hBFLhQJCQ/+Po3+YA4JCRQuRf5MRC0VFC5EAbkBgQGrAZkFCw8dOlD8q006IA9KSg8dOlABb5kBEkL8QQPPYv7Kdf6hTTofEEpKEBw7TwNVTTofEEr8XAOkAAAAAgCZ/+sE/AXAACAAMwBHsRAIuAQSsgAhKrgEGbYZMxAVJ+kduAQesi3/FbgD7rIMVA+4BAmyBMsFugQQAAYECgA/9e0/7T/tP+0SOTkBL+0vM+0zMTABNC4BJzUlMxEUHgEXFQUjNycOAiMiLgE1ND4BMzIWFxE0LgMjIgYVFBYzMj4DNQOXCi5eASFNCC5X/utQCwtSbW09f7ZghuuVT247EiQ7SjaOmH6FLExUNBQEX3ZQMw1MD/tVTUAsD00LpwVPRSJ57qex+HoWGP6iSlk7LhPXw8/IFzg9OCIAAAABAIAAAAPYBBwAJQA5sQASuAQSsx4iyyO6BBAAJAQeQA4ZwxggAAUWwxcgCQkMBbgEHgA/zTIvP+0SOT/tP/XtAS/tMjEwARc+AjMyFxEjLgEjIg4CFREUHgEXFSE1PgI1ETQuASc1JTMB2ApPa3RHQUCOEj09H0haFxo4O/4dPSkVCStXARdQA10FVEomDv78OTgkVD0u/mhSPhwKSkoPHT5JAfJRQCoPTQwAAAAeAW4AAQAAAAAAAAAyAGYAAQAAAAAAAQAMALMAAQAAAAAAAgAHANAAAQAAAAAAAwAXAQgAAQAAAAAABAAMAToAAQAAAAAABQAMAWEAAQAAAAAABgALAYYAAQAAAAAABwA7AgoAAQAAAAAACAAVAnIAAQAAAAAACQAjAtAAAQAAAAAACgOFCgAAAQAAAAAACwArDd4AAQAAAAAADAAUDjQAAQAAAAAADQHEEdMAAQAAAAAADgA2FAYAAwABBAkAAABkAAAAAwABBAkAAQAYAJkAAwABBAkAAgAOAMAAAwABBAkAAwAuANgAAwABBAkABAAYASAAAwABBAkABQAYAUcAAwABBAkABgAWAW4AAwABBAkABwB2AZIAAwABBAkACAAqAkYAAwABBAkACQBGAogAAwABBAkACgcKAvQAAwABBAkACwBWDYYAAwABBAkADAAoDgoAAwABBAkADQOIDkkAAwABBAkADgBsE5gAqQAgADIAMAAxADcAIABNAGkAYwByAG8AcwBvAGYAdAAgAEMAbwByAHAAbwByAGEAdABpAG8AbgAuACAAQQBsAGwAIAByAGkAZwBoAHQAcwAgAHIAZQBzAGUAcgB2AGUAZAAuAACpIDIwMTcgTWljcm9zb2Z0IENvcnBvcmF0aW9uLiBBbGwgcmlnaHRzIHJlc2VydmVkLgAAQwBhAG0AYgByAGkAYQAgAE0AYQB0AGgAAENhbWJyaWEgTWF0aAAAUgBlAGcAdQBsAGEAcgAAUmVndWxhcgAATQBpAGMAcgBvAHMAbwBmAHQAOgAgAEMAYQBtAGIAcgBpAGEAIABNAGEAdABoAABNaWNyb3NvZnQ6IENhbWJyaWEgTWF0aAAAQwBhAG0AYgByAGkAYQAgAE0AYQB0AGgAAENhbWJyaWEgTWF0aAAAVgBlAHIAcwBpAG8AbgAgADYALgA5ADkAAFZlcnNpb24gNi45OQAAQwBhAG0AYgByAGkAYQBNAGEAdABoAABDYW1icmlhTWF0aAAAQwBhAG0AYgByAGkAYQAgAGkAcwAgAGEAIAB0AHIAYQBkAGUAbQBhAHIAawAgAG8AZgAgAHQAaABlACAATQBpAGMAcgBvAHMAbwBmAHQAIABnAHIAbwB1AHAAIABvAGYAIABjAG8AbQBwAGEAbgBpAGUAcwAuAABDYW1icmlhIGlzIGEgdHJhZGVtYXJrIG9mIHRoZSBNaWNyb3NvZnQgZ3JvdXAgb2YgY29tcGFuaWVzLgAATQBpAGMAcgBvAHMAbwBmAHQAIABDAG8AcgBwAG8AcgBhAHQAaQBvAG4AAE1pY3Jvc29mdCBDb3Jwb3JhdGlvbgAATQBvAG4AbwB0AHkAcABlACAASQBtAGEAZwBpAG4AZwAgAGEAbgBkACAAVABpAHIAbwAgAFQAeQBwAGUAdwBvAHIAawBzAABNb25vdHlwZSBJbWFnaW5nIGFuZCBUaXJvIFR5cGV3b3JrcwAAQwBhAG0AYgByAGkAYQAgAGgAYQBzACAAYgBlAGUAbgAgAGQAZQBzAGkAZwBuAGUAZAAgAGYAbwByACAAbwBuAC0AcwBjAHIAZQBlAG4AIAByAGUAYQBkAGkAbgBnACAAYQBuAGQAIAB0AG8AIABsAG8AbwBrACAAZwBvAG8AZAAgAHcAaABlAG4AIABwAHIAaQBuAHQAZQBkACAAYQB0ACAAcwBtAGEAbABsACAAcwBpAHoAZQBzAC4AIABJAHQAIABoAGEAcwAgAHYAZQByAHkAIABlAHYAZQBuACAAcwBwAGEAYwBpAG4AZwAgAGEAbgBkACAAcAByAG8AcABvAHIAdABpAG8AbgBzAC4AIABEAGkAYQBnAG8AbgBhAGwAIABhAG4AZAAgAHYAZQByAHQAaQBjAGEAbAAgAGgAYQBpAHIAbABpAG4AZQBzACAAYQBuAGQAIABzAGUAcgBpAGYAcwAgAGEAcgBlACAAcgBlAGwAYQB0AGkAdgBlAGwAeQAgAHMAdAByAG8AbgBnACwAIAB3AGgAaQBsAGUAIABoAG8AcgBpAHoAbwBuAHQAYQBsACAAcwBlAHIAaQBmAHMAIABhAHIAZQAgAHMAbQBhAGwAbAAgAGEAbgBkACAAaQBuAHQAZQBuAGQAIAB0AG8AIABlAG0AcABoAGEAcwBpAHoAZQAgAHMAdAByAG8AawBlACAAZQBuAGQAaQBuAGcAcwAgAHIAYQB0AGgAZQByACAAdABoAGEAbgAgAHMAdABhAG4AZAAgAG8AdQB0ACAAdABoAGUAbQBzAGUAbAB2AGUAcwAuACAAVABoAGkAcwAgAHAAcgBpAG4AYwBpAHAAbABlACAAaQBzACAAbQBvAHMAdAAgAG4AbwB0AGkAYwBlAGEAYgBsAGUAIABpAG4AIAB0AGgAZQAgAGkAdABhAGwAaQBjAHMAIAB3AGgAZQByAGUAIAB0AGgAZQAgAGwAbwB3AGUAcgBjAGEAcwBlACAAYwBoAGEAcgBhAGMAdABlAHIAcwAgAGEAcgBlACAAcwB1AGIAZAB1AGUAZAAgAGkAbgAgAHMAdAB5AGwAZQAgAHQAbwAgAGIAZQAgAGEAdAAgAHQAaABlAGkAcgAgAGIAZQBzAHQAIABhAHMAIABlAGwAZQBtAGUAbgB0AHMAIABvAGYAIAB3AG8AcgBkAC0AaQBtAGEAZwBlAHMALgAgAFcAaABlAG4AIABDAGEAbQBiAHIAaQBhACAAaQBzACAAdQBzAGUAZAAgAGYAbwByACAAYwBhAHAAdABpAG8AbgBzACAAYQB0ACAAcwBpAHoAZQBzACAAbwB2AGUAcgAgADIAMAAgAHAAbwBpAG4AdAAsACAAdABoAGUAIAAgAGkAbgB0AGUAcgAtAGMAaABhAHIAYQBjAHQAZQByACAAcwBwAGEAYwBpAG4AZwAgAHMAaABvAHUAbABkACAAYgBlACAAcwBsAGkAZwBoAHQAbAB5ACAAcgBlAGQAdQBjAGUAZAAgAGYAbwByACAAYgBlAHMAdAAgAHIAZQBzAHUAbAB0AHMALgAgAFQAaABlACAAZABlAHMAaQBnAG4AIABpAHMAbgAnAHQAIABqAHUAcwB0ACAAaQBuAHQAZQBuAGQAZQBkACAAZgBvAHIAIABiAHUAcwBpAG4AZQBzAHMAIABkAG8AYwB1AG0AZQBuAHQAcwA6ACAAVABoAGUAIAByAGUAZwB1AGwAYQByACAAdwBlAGkAZwBoAHQAIABoAGEAcwAgAGIAZQBlAG4AIABlAHgAdABlAG4AZABlAGQAIAB3AGkAdABoACAAYQAgAGwAYQByAGcAZQAgAHMAZQB0ACAAbwBmACAAbQBhAHQAaAAgAGEAbgBkACAAcwBjAGkAZQBuAGMAZQAgAHMAeQBtAGIAbwBsAHMALgAgAFQAaABlACAARwByAGUAZQBrACAAYQBuAGQAIABDAHkAcgBpAGwAbABpAGMAIABoAGEAcwAgAGIAZQBlAG4AIABkAGUAcwBpAGcAbgBlAGQAIAB1AG4AZABlAHIAIABjAGwAbwBzAGUAIABzAHUAcABlAHIAdgBpAHMAaQBvAG4AIABvAGYAIABhAG4AIABpAG4AdABlAHIAbgBhAHQAaQBvAG4AYQBsACAAdABlAGEAbQAgAG8AZgAgAGUAeABwAGUAcgB0AHMALAAgAHcAaABvACAAYQBpAG0AZQBkACAAdABvACAAcwBlAHQAIABhACAAaABpAHMAdABvAHIAaQBjAGEAbAAgAG4AZQB3ACAAcwB0AGEAbgBkAGEAcgBkACAAaQBuACAAbQB1AGwAdABpAC0AcwBjAHIAaQBwAHQAIAB0AHkAcABlACAAZABlAHMAaQBnAG4ALgAAQ2FtYnJpYSBoYXMgYmVlbiBkZXNpZ25lZCBmb3Igb24tc2NyZWVuIHJlYWRpbmcgYW5kIHRvIGxvb2sgZ29vZCB3aGVuIHByaW50ZWQgYXQgc21hbGwgc2l6ZXMuIEl0IGhhcyB2ZXJ5IGV2ZW4gc3BhY2luZyBhbmQgcHJvcG9ydGlvbnMuIERpYWdvbmFsIGFuZCB2ZXJ0aWNhbCBoYWlybGluZXMgYW5kIHNlcmlmcyBhcmUgcmVsYXRpdmVseSBzdHJvbmcsIHdoaWxlIGhvcml6b250YWwgc2VyaWZzIGFyZSBzbWFsbCBhbmQgaW50ZW5kIHRvIGVtcGhhc2l6ZSBzdHJva2UgZW5kaW5ncyByYXRoZXIgdGhhbiBzdGFuZCBvdXQgdGhlbXNlbHZlcy4gVGhpcyBwcmluY2lwbGUgaXMgbW9zdCBub3RpY2VhYmxlIGluIHRoZSBpdGFsaWNzIHdoZXJlIHRoZSBsb3dlcmNhc2UgY2hhcmFjdGVycyBhcmUgc3ViZHVlZCBpbiBzdHlsZSB0byBiZSBhdCB0aGVpciBiZXN0IGFzIGVsZW1lbnRzIG9mIHdvcmQtaW1hZ2VzLiBXaGVuIENhbWJyaWEgaXMgdXNlZCBmb3IgY2FwdGlvbnMgYXQgc2l6ZXMgb3ZlciAyMCBwb2ludCwgdGhlICBpbnRlci1jaGFyYWN0ZXIgc3BhY2luZyBzaG91bGQgYmUgc2xpZ2h0bHkgcmVkdWNlZCBmb3IgYmVzdCByZXN1bHRzLiBUaGUgZGVzaWduIGlzbid0IGp1c3QgaW50ZW5kZWQgZm9yIGJ1c2luZXNzIGRvY3VtZW50czogVGhlIHJlZ3VsYXIgd2VpZ2h0IGhhcyBiZWVuIGV4dGVuZGVkIHdpdGggYSBsYXJnZSBzZXQgb2YgbWF0aCBhbmQgc2NpZW5jZSBzeW1ib2xzLiBUaGUgR3JlZWsgYW5kIEN5cmlsbGljIGhhcyBiZWVuIGRlc2lnbmVkIHVuZGVyIGNsb3NlIHN1cGVydmlzaW9uIG9mIGFuIGludGVybmF0aW9uYWwgdGVhbSBvZiBleHBlcnRzLCB3aG8gYWltZWQgdG8gc2V0IGEgaGlzdG9yaWNhbCBuZXcgc3RhbmRhcmQgaW4gbXVsdGktc2NyaXB0IHR5cGUgZGVzaWduLgAAaAB0AHQAcAA6AC8ALwB3AHcAdwAuAG0AaQBjAHIAbwBzAG8AZgB0AC4AYwBvAG0ALwB0AHkAcABvAGcAcgBhAHAAaAB5AC8AYwB0AGYAbwBuAHQAcwAAaHR0cDovL3d3dy5taWNyb3NvZnQuY29tL3R5cG9ncmFwaHkvY3Rmb250cwAAaAB0AHQAcAA6AC8ALwB3AHcAdwAuAGYAbwBuAHQAcwAuAGMAbwBtAABodHRwOi8vd3d3LmZvbnRzLmNvbQAATQBpAGMAcgBvAHMAbwBmAHQAIABzAHUAcABwAGwAaQBlAGQAIABmAG8AbgB0AC4AIABZAG8AdQAgAG0AYQB5ACAAdQBzAGUAIAB0AGgAaQBzACAAZgBvAG4AdAAgAHQAbwAgAGMAcgBlAGEAdABlACwAIABkAGkAcwBwAGwAYQB5ACwAIABhAG4AZAAgAHAAcgBpAG4AdAAgAGMAbwBuAHQAZQBuAHQAIABhAHMAIABwAGUAcgBtAGkAdAB0AGUAZAAgAGIAeQAgAHQAaABlACAAbABpAGMAZQBuAHMAZQAgAHQAZQByAG0AcwAgAG8AcgAgAHQAZQByAG0AcwAgAG8AZgAgAHUAcwBlACwAIABvAGYAIAB0AGgAZQAgAE0AaQBjAHIAbwBzAG8AZgB0ACAAcAByAG8AZAB1AGMAdAAsACAAcwBlAHIAdgBpAGMAZQAsACAAbwByACAAYwBvAG4AdABlAG4AdAAgAGkAbgAgAHcAaABpAGMAaAAgAHQAaABpAHMAIABmAG8AbgB0ACAAdwBhAHMAIABpAG4AYwBsAHUAZABlAGQALgAgAFkAbwB1ACAAbQBhAHkAIABvAG4AbAB5ACAAKABpACkAIABlAG0AYgBlAGQAIAB0AGgAaQBzACAAZgBvAG4AdAAgAGkAbgAgAGMAbwBuAHQAZQBuAHQAIABhAHMAIABwAGUAcgBtAGkAdAB0AGUAZAAgAGIAeQAgAHQAaABlACAAZQBtAGIAZQBkAGQAaQBuAGcAIAByAGUAcwB0AHIAaQBjAHQAaQBvAG4AcwAgAGkAbgBjAGwAdQBkAGUAZAAgAGkAbgAgAHQAaABpAHMAIABmAG8AbgB0ADsAIABhAG4AZAAgACgAaQBpACkAIAB0AGUAbQBwAG8AcgBhAHIAaQBsAHkAIABkAG8AdwBuAGwAbwBhAGQAIAB0AGgAaQBzACAAZgBvAG4AdAAgAHQAbwAgAGEAIABwAHIAaQBuAHQAZQByACAAbwByACAAbwB0AGgAZQByACAAbwB1AHQAcAB1AHQAIABkAGUAdgBpAGMAZQAgAHQAbwAgAGgAZQBsAHAAIABwAHIAaQBuAHQAIABjAG8AbgB0AGUAbgB0AC4AIABBAG4AeQAgAG8AdABoAGUAcgAgAHUAcwBlACAAaQBzACAAcAByAG8AaABpAGIAaQB0AGUAZAAuAABNaWNyb3NvZnQgc3VwcGxpZWQgZm9udC4gWW91IG1heSB1c2UgdGhpcyBmb250IHRvIGNyZWF0ZSwgZGlzcGxheSwgYW5kIHByaW50IGNvbnRlbnQgYXMgcGVybWl0dGVkIGJ5IHRoZSBsaWNlbnNlIHRlcm1zIG9yIHRlcm1zIG9mIHVzZSwgb2YgdGhlIE1pY3Jvc29mdCBwcm9kdWN0LCBzZXJ2aWNlLCBvciBjb250ZW50IGluIHdoaWNoIHRoaXMgZm9udCB3YXMgaW5jbHVkZWQuIFlvdSBtYXkgb25seSAoaSkgZW1iZWQgdGhpcyBmb250IGluIGNvbnRlbnQgYXMgcGVybWl0dGVkIGJ5IHRoZSBlbWJlZGRpbmcgcmVzdHJpY3Rpb25zIGluY2x1ZGVkIGluIHRoaXMgZm9udDsgYW5kIChpaSkgdGVtcG9yYXJpbHkgZG93bmxvYWQgdGhpcyBmb250IHRvIGEgcHJpbnRlciBvciBvdGhlciBvdXRwdXQgZGV2aWNlIHRvIGhlbHAgcHJpbnQgY29udGVudC4gQW55IG90aGVyIHVzZSBpcyBwcm9oaWJpdGVkLgAAaAB0AHQAcAA6AC8ALwB3AHcAdwAuAG0AaQBjAHIAbwBzAG8AZgB0AC4AYwBvAG0ALwB0AHkAcABvAGcAcgBhAHAAaAB5AC8AZgBvAG4AdABzAC8AZABlAGYAYQB1AGwAdAAuAGEAcwBwAHgAAGh0dHA6Ly93d3cubWljcm9zb2Z0LmNvbS90eXBvZ3JhcGh5L2ZvbnRzL2RlZmF1bHQuYXNweAAAAAIAAAAAAAD+mwB0AAAAAAAAAAAAAAAAAAAAAAAAAAAdwQAAAAEAAgADAQIBAwEEAQUBBgEHAQgBCQEKAQsBDAENAQ4BDwEQAREBEgETARQBFQEWARcBGAEZARoBGwEcAR0BHgEfASABIQEiASMBJAElASYBJwEoASkBKgErASwBLQEuAS8BMAExATIBMwE0ATUBNgE3ATgBOQE6ATsBPAE9AT4BPwFAAUEBQgFDAUQBRQFGAUcBSAFJAUoBSwFMAU0BTgFPAVABUQFSAVMBVAFVAVYBVwFYAVkBWgFbAVwBXQFeAV8BYAFhAWIBYwFkAWUBZgFnAWgBaQFqAWsBbAFtAW4BbwFwAXEBcgFzAXQBdQF2AXcBeAF5AXoBewF8AX0BfgF/AYABgQGCAYMBhAGFAYYBhwGIAYkBigGLAYwBjQGOAY8BkAGRAZIBkwGUAZUBlgGXAZgBmQGaAZsBnAGdAZ4BnwGgAaEBogGjAaQBpQGmAacBqAGpAaoBqwGsAa0BrgGvAbABsQGyAbMBtAG1AbYBtwG4AbkBugG7AbwBvQG+Ab8BwAHBAcIBwwHEAcUBxgHHAcgByQHKAcsBzAHNAc4BzwHQAdEB0gHTAdQB1QHWAdcB2AHZAdoB2wHcAd0B3gHfAeAB4QHiAeMB5AHlAeYB5wHoAekB6gHrAewB7QHuAe8B8AHxAfIB8wH0AfUB9gH3AfgB+QH6AfsB/AH9Af4B/wIAAgECAgIDAgQCBQIGAgcCCAIJAgoCCwIMAg0CDgIPAhACEQISAhMCFAIVAhYCFwIYAhkCGgIbAhwCHQIeAh8CIAIhAiICIwIkAiUCJgInAigCKQIqAisCLAItAi4CLwIwAjECMgIzAjQCNQI2AjcCOAI5AjoCOwI8Aj0CPgI/AkACQQJCAkMCRAJFAkYCRwJIAkkCSgJLAkwCTQJOAk8CUAJRAlICUwJUAlUCVgJXAlgCWQJaAlsCXAJdAl4CXwJgAmECYgJjAmQCZQJmAmcCaAJpAmoCawJsAm0CbgJvAnACcQJyAnMCdAJ1AnYCdwJ4AnkCegJ7AnwCfQJ+An8CgAKBAoICgwKEAoUChgKHAogCiQKKAosCjAKNAo4CjwKQApECkgKTApQClQKWApcCmAKZApoCmwKcAp0CngKfAqACoQKiAqMCpAKlAqYCpwKoAqkCqgKrAqwCrQKuAq8CsAKxArICswK0ArUCtgK3ArgCuQK6ArsCvAK9Ar4CvwLAAsECwgLDAsQCxQLGAscCyALJAsoCywLMAs0CzgLPAtAC0QLSAtMC1ALVAtYC1wLYAtkC2gLbAtwC3QLeAt8C4ALhAuIC4wLkAuUC5gLnAugC6QLqAusC7ALtAu4C7wLwAvEC8gLzAvQC9QL2AvcC+AL5AvoC+wL8Av0C/gL/AwADAQMCAwMDBAMFAwYDBwMIAwkDCgMLAwwDDQMOAw8DEAMRAxIDEwMUAxUDFgMXAxgDGQMaAxsDHAMdAx4DHwMgAyEDIgMjAyQDJQMmAycDKAMpAyoDKwMsAy0DLgMvAzADMQMyAzMDNAM1AzYDNwM4AzkDOgM7AzwDPQM+Az8DQANBA0IDQwNEA0UDRgNHA0gDSQNKA0sDTANNA04DTwNQA1EDUgNTA1QDVQNWA1cDWANZA1oDWwNcA10DXgNfA2ADYQNiA2MDZANlA2YDZwNoA2kDagNrA2wDbQNuA28DcANxA3IDcwN0A3UDdgN3A3gDeQN6A3sDfAN9A34DfwOAA4EDggODA4QDhQOGA4cDiAOJA4oDiwOMA40DjgOPA5ADkQOSA5MDlAOVA5YDlwOYA5kDmgObA5wDnQOeA58DoAOhA6IDowOkA6UDpgOnA6gDqQOqA6sDrAOtA64DrwOwA7EDsgOzA7QDtQO2A7cDuAO5A7oDuwO8A70DvgO/A8ADwQPCA8MDxAPFA8YDxwPIA8kDygPLA8wDzQPOA88D0APRA9ID0wPUA9UD1gPXA9gD2QPaA9sD3APdA94D3wPgA+ED4gPjA+QD5QPmA+cD6APpA+oD6wPsA+0D7gPvA/AD8QPyA/MD9AP1A/YD9wP4A/kD+gP7A/wD/QP+A/8EAAQBBAIEAwQEBAUEBgQHBAgECQQKBAsEDAQNBA4EDwQQBBEEEgQTBBQEFQQWBBcEGAQZBBoEGwQcBB0EHgQfBCAEIQQiBCMEJAQlBCYEJwQoBCkEKgQrBCwELQQuBC8EMAQxBDIEMwQ0BDUENgQ3BDgEOQQ6BDsEPAQ9BD4EPwRABEEEQgRDBEQERQRGBEcESARJBEoESwRMBE0ETgRPBFAEUQRSBFMEVARVBFYEVwRYBFkEWgRbBFwEXQReBF8EYARhBGIEYwRkBGUEZgRnBGgEaQRqBGsEbARtBG4EbwRwBHEEcgRzBHQEdQR2BHcEeAR5BHoEewR8BH0EfgR/BIAEgQSCBIMEhASFBIYEhwSIBIkEigSLBIwEjQSOBI8EkASRBJIEkwSUBJUElgSXBJgEmQSaBJsEnASdBJ4EnwSgBKEEogSjBKQEpQSmBKcEqASpBKoEqwSsBK0ErgSvBLAEsQSyBLMEtAS1BLYEtwS4BLkEugS7BLwEvQS+BL8EwATBBMIEwwTEBMUExgTHBMgEyQTKBMsEzATNBM4EzwTQBNEE0gTTBNQE1QTWBNcE2ATZBNoE2wTcBN0E3gTfBOAE4QTiBOME5ATlBOYE5wToBOkE6gTrBOwE7QTuBO8E8ATxBPIE8wT0BPUE9gT3BPgE+QT6BPsE/AT9BP4E/wUABQEFAgUDBQQFBQUGBQcFCAUJBQoFCwUMBQ0FDgUPBRAFEQUSBRMFFAUVBRYFFwUYBRkFGgUbBRwFHQUeBR8FIAUhBSIFIwUkBSUFJgUnBSgFKQUqBSsFLAUtBS4FLwUwBTEFMgUzBTQFNQU2BTcFOAU5BToFOwU8BT0FPgU/BUAFQQVCBUMFRAVFBUYFRwVIBUkFSgVLBUwFTQVOBU8FUAVRBVIFUwVUBVUFVgVXBVgFWQVaBVsFXAVdBV4FXwVgBWEFYgVjBWQFZQVmBWcFaAVpBWoFawVsBW0FbgVvBXAFcQVyBXMFdAV1BXYFdwV4BXkFegV7BXwFfQV+BX8FgAWBBYIFgwWEBYUFhgWHBYgFiQWKBYsFjAWNBY4FjwWQBZEFkgWTBZQFlQWWBZcFmAWZBZoFmwWcBZ0FngWfBaAFoQWiBaMFpAWlBaYFpwWoBakFqgWrBawFrQWuBa8FsAWxBbIFswW0BbUFtgW3BbgFuQW6BbsFvAW9Bb4FvwXABcEFwgXDBcQFxQXGBccFyAXJBcoFywXMBc0FzgXPBdAF0QXSBdMF1AXVBdYF1wXYBdkF2gXbBdwF3QXeBd8F4AXhBeIF4wXkBeUF5gXnBegF6QXqBesF7AXtBe4F7wXwBfEF8gXzBfQF9QX2BfcF+AX5BfoF+wX8Bf0F/gX/BgAGAQYCBgMGBAYFBgYGBwYIBgkGCgYLBgwGDQYOBg8GEAYRBhIGEwYUBhUGFgYXBhgGGQYaBhsGHAYdBh4GHwYgBiEGIgYjBiQGJQYmBicGKAYpBioGKwYsBi0GLgYvBjAGMQYyBjMGNAY1BjYGNwY4BjkGOgY7BjwGPQY+Bj8GQAZBBkIGQwZEBkUGRgZHBkgGSQZKBksGTAZNBk4GTwZQBlEGUgZTBlQGVQZWBlcGWAZZBloGWwZcBl0GXgZfBmAGYQZiBmMGZAZlBmYGZwZoBmkGagZrBmwGbQZuBm8GcAZxBnIGcwZ0BnUGdgZ3BngGeQZ6BnsGfAZ9Bn4GfwaABoEGggaDBoQGhQaGBocGiAaJBooGiwaMBo0GjgaPBpAGkQaSBpMGlAaVBpYGlwaYBpkGmgabBpwGnQaeBp8GoAahBqIGowakBqUGpganBqgGqQaqBqsGrAatBq4GrwawBrEGsgazBrQGtQa2BrcGuAa5BroGuwa8Br0Gvga/BsAGwQbCBsMGxAbFBsYGxwbIBskGygbLBswGzQbOBs8G0AbRBtIG0wbUBtUG1gbXBtgG2QbaBtsG3AbdBt4G3wbgBuEG4gbjBuQG5QbmBucG6AbpBuoG6wbsBu0G7gbvBvAG8QbyBvMG9Ab1BvYG9wb4BvkG+gb7BvwG/Qb+Bv8HAAcBBwIHAwcEBwUHBgcHBwgHCQcKBwsHDAcNBw4HDwcQBxEHEgcTBxQHFQcWBxcHGAcZBxoHGwccBx0HHgcfByAHIQciByMHJAclByYHJwcoBykHKgcrBywHLQcuBy8HMAcxBzIHMwc0BzUHNgc3BzgHOQc6BzsHPAc9Bz4HPwdAB0EHQgdDB0QHRQdGB0cHSAdJB0oHSwdMB00HTgdPB1AHUQdSB1MHVAdVB1YHVwdYB1kHWgdbB1wHXQdeB18HYAdhB2IHYwdkB2UHZgdnB2gHaQdqB2sHbAdtB24HbwdwB3EHcgdzB3QHdQd2B3cHeAd5B3oHewd8B30Hfgd/B4AHgQeCB4MHhAeFB4YHhweIB4kHigeLB4wHjQeOB48HkAeRB5IHkweUB5UHlgeXB5gHmQeaB5sHnAedB54HnwegB6EHogejB6QHpQemB6cHqAepB6oHqwesB60HrgevB7AHsQeyB7MHtAe1B7YHtwe4B7kHuge7B7wHvQe+B78HwAfBB8IHwwfEB8UHxgfHB8gHyQfKB8sHzAfNB84HzwfQB9EH0gfTB9QH1QfWB9cH2AfZB9oH2wfcB90H3gffB+AH4QfiB+MH5AflB+YH5wfoB+kH6gfrB+wH7QfuB+8H8AfxB/IH8wf0B/UH9gf3B/gH+Qf6B/sH/Af9B/4H/wgACAEIAggDCAQIBQgGCAcICAgJCAoICwgMCA0IDggPCBAIEQgSCBMIFAgVCBYIFwgYCBkIGggbCBwIHQgeCB8IIAghCCIIIwgkCCUIJggnCCgIKQgqCCsILAgtCC4ILwgwCDEIMggzCDQINQg2CDcIOAg5CDoIOwg8CD0IPgg/CEAIQQhCCEMIRAhFCEYIRwhICEkISghLCEwITQhOCE8IUAhRCFIIUwhUCFUIVghXCFgIWQhaCFsIXAhdCF4IXwhgCGEIYghjCGQIZQhmCGcIaAhpCGoIawhsCG0IbghvCHAIcQhyCHMIdAh1CHYIdwh4CHkIegh7CHwIfQh+CH8IgAiBCIIIgwiECIUIhgiHCIgIiQiKCIsIjAiNCI4IjwiQCJEIkgiTCJQIlQiWCJcImAiZCJoImwicCJ0IngifCKAIoQiiCKMIpAilCKYIpwioCKkIqgirCKwIrQiuCK8IsAixCLIIswi0CLUItgi3CLgIuQi6CLsIvAi9CL4IvwjACMEIwgjDCMQIxQjGCMcIyAjJCMoIywjMCM0IzgjPCNAI0QjSCNMI1AjVCNYI1wjYCNkI2gjbCNwI3QjeCN8I4AjhCOII4wjkCOUI5gjnCOgI6QjqCOsI7AjtCO4I7wjwCPEI8gjzCPQI9Qj2CPcI+Aj5CPoI+wj8CP0I/gj/CQAJAQkCCQMJBAkFCQYJBwkICQkJCgkLCQwJDQkOCQ8JEAkRCRIJEwkUCRUJFgkXCRgJGQkaCRsJHAkdCR4JHwkgCSEJIgkjCSQJJQkmCScJKAkpCSoJKwksCS0JLgkvCTAJMQkyCTMJNAk1CTYJNwk4CTkJOgk7CTwJPQk+CT8JQAlBCUIJQwlECUUJRglHCUgJSQlKCUsJTAlNCU4JTwlQCVEJUglTCVQJVQlWCVcJWAlZCVoJWwlcCV0JXglfCWAJYQliCWMJZAllCWYJZwloCWkJaglrCWwJbQluCW8JcAlxCXIJcwl0CXUJdgl3CXgJeQl6CXsJfAl9CX4JfwmACYEJggmDCYQJhQmGCYcJiAmJCYoJiwmMCY0JjgmPCZAJkQmSCZMJlAmVCZYJlwmYCZkJmgmbCZwJnQmeCZ8JoAmhCaIJowmkCaUJpgmnCagJqQmqCasJrAmtCa4JrwmwCbEJsgmzCbQJtQm2CbcJuAm5CboJuwm8Cb0Jvgm/CcAJwQnCCcMJxAnFCcYJxwnICckJygnLCcwJzQnOCc8J0AnRCdIJ0wnUCdUJ1gnXCdgJ2QnaCdsJ3AndCd4J3wngCeEJ4gnjCeQJ5QnmCecJ6AnpCeoJ6wnsCe0J7gnvCfAJ8QnyCfMJ9An1CfYJ9wn4CfkJ+gn7CfwJ/Qn+Cf8KAAoBCgIKAwoECgUKBgoHCggKCQoKCgsKDAoNCg4KDwoQChEKEgoTChQKFQoWChcKGAoZChoKGwocCh0KHgofCiAKIQoiCiMKJAolCiYKJwooCikKKgorCiwKLQouCi8KMAoxCjIKMwo0CjUKNgo3CjgKOQo6CjsKPAo9Cj4KPwpACkEKQgpDCkQKRQpGCkcKSApJCkoKSwpMCk0KTgpPClAKUQpSClMKVApVClYKVwpYClkKWgpbClwKXQpeCl8KYAphCmIKYwpkCmUKZgpnCmgKaQpqCmsKbAptCm4KbwpwCnEKcgpzCnQKdQp2CncKeAp5CnoKewp8Cn0Kfgp/CoAKgQqCCoMKhAqFCoYKhwqICokKigqLCowKjQqOCo8KkAqRCpIKkwqUCpUKlgqXCpgKmQqaCpsKnAqdCp4KnwqgCqEKogqjCqQKpQqmCqcKqAqpCqoKqwqsCq0KrgqvCrAKsQqyCrMKtAq1CrYKtwq4CrkKugq7CrwKvQq+Cr8KwArBCsIKwwrECsUKxgrHCsgKyQrKCssKzArNCs4KzwrQCtEK0grTCtQK1QrWCtcK2ArZCtoK2wrcCt0K3grfCuAK4QriCuMK5ArlCuYK5wroCukK6grrCuwK7QruCu8K8ArxCvIK8wr0CvUK9gr3CvgK+Qr6CvsK/Ar9Cv4K/wsACwELAgsDCwQLBQsGCwcLCAsJCwoLCwsMCw0LDgsPCxALEQsSCxMLFAsVCxYLFwsYCxkLGgsbCxwLHQseCx8LIAshCyILIwskCyULJgsnCygLKQsqCysLLAstCy4LLwswCzELMgszCzQLNQs2CzcLOAs5CzoLOws8Cz0LPgs/C0ALQQtCC0MLRAtFC0YLRwtIC0kLSgtLC0wLTQtOC08LUAtRC1ILUwtUC1ULVgtXC1gLWQtaC1sLXAtdC14LXwtgC2ELYgtjC2QLZQtmC2cLaAtpC2oLawtsC20LbgtvC3ALcQtyC3MLdAt1C3YLdwt4C3kLegt7C3wLfQt+C38LgAuBC4ILgwuEC4ULhguHC4gLiQuKC4sLjAuNC44LjwuQC5ELkguTC5QLlQuWC5cLmAuZC5oLmwucC50LngufC6ALoQuiC6MLpAulC6YLpwuoC6kLqgurC6wLrQuuC68LsAuxC7ILswu0C7ULtgu3C7gLuQu6C7sLvAu9C74LvwvAC8ELwgvDC8QLxQvGC8cLyAvJC8oLywvMC80LzgvPC9AL0QvSC9ML1AvVC9YL1wvYC9kL2gvbC9wL3QveC98L4AvhC+IL4wvkC+UL5gvnC+gL6QvqC+sL7AvtC+4L7wvwC/EL8gvzC/QL9Qv2C/cL+Av5C/oL+wv8C/0L/gv/DAAMAQwCDAMMBAwFDAYMBwwIDAkMCgwLDAwMDQwODA8MEAwRDBIMEwwUDBUMFgwXDBgMGQwaDBsMHAwdDB4MHwwgDCEMIgwjDCQMJQwmDCcMKAwpDCoMKwwsDC0MLgwvDDAMMQwyDDMMNAw1DDYMNww4DDkMOgw7DDwMPQw+DD8MQAxBDEIMQwxEDEUMRgxHDEgMSQxKDEsMTAxNDE4MTwxQDFEMUgxTDFQMVQxWDFcMWAxZDFoMWwxcDF0MXgxfDGAMYQxiDGMMZAxlDGYMZwxoDGkMagxrDGwMbQxuDG8McAxxDHIMcwx0DHUMdgx3DHgMeQx6DHsMfAx9DH4MfwyADIEMggyDDIQMhQyGDIcMiAyJDIoMiwyMDI0MjgyPDJAMkQySDJMMlAyVDJYMlwyYDJkMmgybDJwMnQyeDJ8MoAyhDKIMowykDKUMpgynDKgMqQyqDKsMrAytDK4MrwywDLEMsgyzDLQMtQy2DLcMuAy5DLoMuwy8DL0Mvgy/DMAMwQzCDMMMxAzFDMYMxwzIDMkMygzLDMwMzQzODM8M0AzRDNIM0wzUDNUM1gzXDNgM2QzaDNsM3AzdDN4M3wzgDOEM4gzjDOQM5QzmDOcM6AzpDOoM6wzsDO0M7gzvDPAM8QzyDPMM9Az1DPYM9wz4DPkM+gz7DPwM/Qz+DP8NAA0BDQINAw0EDQUNBg0HDQgNCQ0KDQsNDA0NDQ4NDw0QDRENEg0TDRQNFQ0WDRcNGA0ZDRoNGw0cDR0NHg0fDSANIQ0iDSMNJA0lDSYNJw0oDSkNKg0rDSwNLQ0uDS8NMA0xDTINMw00DTUNNg03DTgNOQ06DTsNPA09DT4NPw1ADUENQg1DDUQNRQ1GDUcNSA1JDUoNSw1MDU0NTg1PDVANUQ1SDVMNVA1VDVYNVw1YDVkNWg1bDVwNXQ1eDV8NYA1hDWINYw1kDWUNZg1nDWgNaQ1qDWsNbA1tDW4Nbw1wDXENcg1zDXQNdQ12DXcNeA15DXoNew18DX0Nfg1/DYANgQ2CDYMNhA2FDYYNhw2IDYkNig2LDYwNjQ2ODY8NkA2RDZINkw2UDZUNlg2XDZgNmQ2aDZsNnA2dDZ4Nnw2gDaENog2jDaQNpQ2mDacNqA2pDaoNqw2sDa0Nrg2vDbANsQ2yDbMNtA21DbYNtw24DbkNug27DbwNvQ2+Db8NwA3BDcINww3EDcUNxg3HDcgNyQ3KDcsNzA3NDc4Nzw3QDdEN0g3TDdQN1Q3WDdcN2A3ZDdoN2w3cDd0N3g3fDeAN4Q3iDeMN5A3lDeYN5w3oDekN6g3rDewN7Q3uDe8N8A3xDfIN8w30DfUN9g33DfgN+Q36DfsN/A39Df4N/w4ADgEOAg4DDgQOBQ4GDgcOCA4JDgoOCw4MDg0ODg4PDhAOEQ4SDhMOFA4VDhYOFw4YDhkOGg4bDhwOHQ4eDh8OIA4hDiIOIw4kDiUOJg4nDigOKQ4qDisOLA4tDi4OLw4wDjEOMg4zDjQONQ42DjcOOA45DjoOOw48Dj0OPg4/DkAOQQ5CDkMORA5FDkYORw5IDkkOSg5LDkwOTQ5ODk8OUA5RDlIOUw5UDlUOVg5XDlgOWQ5aDlsOXA5dDl4OXw5gDmEOYg5jDmQOZQ5mDmcOaA5pDmoOaw5sDm0Obg5vDnAOcQ5yDnMOdA51DnYOdw54DnkOeg57DnwOfQ5+Dn8OgA6BDoIOgw6EDoUOhg6HDogOiQ6KDosOjA6NDo4Ojw6QDpEOkg6TDpQOlQ6WDpcOmA6ZDpoOmw6cDp0Ong6fDqAOoQ6iDqMOpA6lDqYOpw6oDqkOqg6rDqwOrQ6uDq8OsA6xDrIOsw60DrUOtg63DrgOuQ66DrsOvA69Dr4Ovw7ADsEOwg7DDsQOxQ7GDscOyA7JDsoOyw7MDs0Ozg7PDtAO0Q7SDtMO1A7VDtYO1w7YDtkO2g7bDtwO3Q7eDt8O4A7hDuIO4w7kDuUO5g7nDugO6Q7qDusO7A7tDu4O7w7wDvEO8g7zDvQO9Q72DvcO+A75DvoO+w78Dv0O/g7/DwAPAQ8CDwMPBA8FDwYPBw8IDwkPCg8LDwwPDQ8ODw8PEA8RDxIPEw8UDxUPFg8XDxgPGQ8aDxsPHA8dDx4PHw8gDyEPIg8jDyQPJQ8mDycPKA8pDyoPKw8sDy0PLg8vDzAPMQ8yDzMPNA81DzYPNw84DzkPOg87DzwPPQ8+Dz8PQA9BD0IPQw9ED0UPRg9HD0gPSQ9KD0sPTA9ND04PTw9QD1EPUg9TD1QPVQ9WD1cPWA9ZD1oPWw9cD10PXg9fD2APYQ9iD2MPZA9lD2YPZw9oD2kPag9rD2wPbQ9uD28PcA9xD3IPcw90D3UPdg93D3gPeQ96D3sPfA99D34Pfw+AD4EPgg+DD4QPhQ+GD4cPiA+JD4oPiw+MD40Pjg+PD5APkQ+SD5MPlA+VD5YPlw+YD5kPmg+bD5wPnQ+eD58PoA+hD6IPow+kD6UPpg+nD6gPqQ+qD6sPrA+tD64Prw+wD7EPsg+zD7QPtQ+2D7cPuA+5D7oPuw+8D70Pvg+/D8APwQ/CD8MPxA/FD8YPxw/ID8kPyg/LD8wPzQ/OD88P0A/RD9IP0w/UD9UP1g/XD9gP2Q/aD9sP3A/dD94P3w/gD+EP4g/jD+QP5Q/mD+cP6A/pD+oP6w/sD+0P7g/vD/AP8Q/yD/MP9A/1D/YP9w/4D/kP+g/7D/wP/Q/+D/8QABABEAIQAxAEEAUQBhAHEAgQCRAKEAsQDBANEA4QDxAQEBEQEhATEBQQFRAWEBcQGBAZEBoQGxAcEB0QHhAfECAQIRAiECMQJBAlECYQJxAoECkQKhArECwQLRAuEC8QMBAxEDIQMxA0EDUQNhA3EDgQORA6EDsQPBA9ED4QPxBAEEEQQhBDEEQQRRBGEEcQSBBJEEoQSxBMEE0QThBPEFAQURBSEFMQVBBVEFYQVxBYEFkQWhBbEFwQXRBeEF8QYBBhEGIQYxBkEGUQZhBnEGgQaRBqEGsQbBBtEG4QbxBwEHEQchBzEHQQdRB2EHcQeBB5EHoQexB8EH0QfhB/EIAQgRCCEIMQhBCFEIYQhxCIEIkQihCLEIwQjRCOEI8QkBCREJIQkxCUEJUQlhCXEJgQmRCaEJsQnBCdEJ4QnxCgEKEQohCjEKQQpRCmEKcQqBCpEKoQqxCsEK0QrhCvELAQsRCyELMQtBC1ELYQtxC4ELkQuhC7ELwQvRC+EL8QwBDBEMIQwxDEEMUQxhDHEMgQyRDKEMsQzBDNEM4QzxDQENEQ0hDTENQQ1RDWENcQ2BDZENoQ2xDcEN0Q3hDfEOAQ4RDiEOMQ5BDlEOYQ5xDoEOkQ6hDrEOwQ7RDuEO8Q8BDxEPIQ8xD0EPUQ9hD3EPgQ+RD6EPsQ/BD9EP4Q/xEAEQERAhEDEQQRBREGEQcRCBEJEQoRCxEMEQ0RDhEPERARERESERMRFBEVERYRFxEYERkRGhEbERwRHREeER8RIBEhESIRIxEkESURJhEnESgRKREqESsRLBEtES4RLxEwETERMhEzETQRNRE2ETcROBE5EToROxE8ET0RPhE/EUARQRFCEUMRRBFFEUYRRxFIEUkRShFLEUwRTRFOEU8RUBFREVIRUxFUEVURVhFXEVgRWRFaEVsRXBFdEV4RXxFgEWERYhFjEWQRZRFmEWcRaBFpEWoRaxFsEW0RbhFvEXARcRFyEXMRdBF1EXYRdxF4EXkRehF7EXwRfRF+EX8RgBGBEYIRgxGEEYURhhGHEYgRiRGKEYsRjBGNEY4RjxGQEZERkhGTEZQRlRGWEZcRmBGZEZoRmxGcEZ0RnhGfEaARoRGiEaMRpBGlEaYRpxGoEakRqhGrEawRrRGuEa8RsBGxEbIRsxG0EbURthG3EbgRuRG6EbsRvBG9Eb4RvxHAEcERwhHDEcQRxRHGEccRyBHJEcoRyxHMEc0RzhHPEdAR0RHSEdMR1BHVEdYR1xHYEdkR2hHbEdwR3RHeEd8R4BHhEeIR4xHkEeUR5hHnEegR6RHqEesR7BHtEe4R7xHwEfER8hHzEfQR9RH2EfcR+BH5EfoR+xH8Ef0R/hH/EgASARICEgMSBBIFEgYSBxIIEgkSChILEgwSDRIOEg8SEBIREhISExIUEhUSFhIXEhgSGRIaEhsSHBIdEh4SHxIgEiESIhIjEiQSJRImEicSKBIpEioSKxIsEi0SLhIvEjASMRIyEjMSNBI1EjYSNxI4EjkSOhI7EjwSPRI+Ej8SQBJBEkISQxJEEkUSRhJHEkgSSRJKEksSTBJNEk4STxJQElESUhJTElQSVRJWElcSWBJZEloSWxJcEl0SXhJfEmASYRJiEmMSZBJlEmYSZxJoEmkSahJrEmwSbRJuEm8ScBJxEnIScxJ0EnUSdhJ3EngSeRJ6EnsSfBJ9En4SfxKAEoESghKDEoQShRKGEocSiBKJEooSixKMEo0SjhKPEpASkRKSEpMSlBKVEpYSlxKYEpkSmhKbEpwSnRKeEp8SoBKhEqISoxKkEqUSphKnEqgSqRKqEqsSrBKtEq4SrxKwErESshKzErQStRK2ErcSuBK5EroSuxK8Er0SvhK/EsASwRLCEsMSxBLFEsYSxxLIEskSyhLLEswSzRLOEs8S0BLREtIS0xLUEtUS1hLXEtgS2RLaEtsS3BLdEt4S3xLgEuES4hLjEuQS5RLmEucS6BLpEuoS6xLsEu0S7hLvEvAS8RLyEvMS9BL1EvYS9xL4EvkS+hL7EvwS/RL+Ev8TABMBEwITAxMEEwUTBhMHEwgTCRMKEwsTDBMNEw4TDxMQExETEhMTExQTFRMWExcTGBMZExoTGxMcEx0THhMfEyATIRMiEyMTJBMlEyYTJxMoEykTKhMrEywTLRMuEy8TMBMxEzITMxM0EzUTNhM3EzgTORM6EzsTPBM9Ez4TPxNAE0ETQhNDE0QTRRNGE0cTSBNJE0oTSxNME00TThNPE1ATURNSE1MTVBNVE1YTVxNYE1kTWhNbE1wTXRNeE18TYBNhE2ITYxNkE2UTZhNnE2gTaRNqE2sTbBNtE24TbxNwE3ETchNzE3QTdRN2E3cTeBN5E3oTexN8E30TfhN/E4ATgROCE4MThBOFE4YThxOIE4kTihOLE4wTjROOE48TkBORE5ITkxOUE5UTlhOXE5gTmROaE5sTnBOdE54TnxOgE6ETohOjE6QTpROmE6cTqBOpE6oTqxOsE60TrhOvE7ATsROyE7MTtBO1E7YTtxO4E7kTuhO7E7wTvRO+E78TwBPBE8ITwxPEE8UTxhPHE8gTyRPKE8sTzBPNE84TzxPQE9ET0hPTE9QT1RPWE9cT2BPZE9oT2xPcE90T3hPfE+AT4RPiE+MT5BPlE+YT5xPoE+kT6hPrE+wT7RPuE+8T8BPxE/IT8xP0E/UT9hP3E/gT+RP6E/sT/BP9E/4T/xQAFAEUAhQDFAQUBRQGFAcUCBQJFAoUCxQMFA0UDhQPFBAUERQSFBMUFBQVFBYUFxQYFBkUGhQbFBwUHRQeFB8UIBQhFCIUIxQkFCUUJhQnFCgUKRQqFCsULBQtFC4ULxQwFDEUMhQzFDQUNRQ2FDcUOBQ5FDoUOxQ8FD0UPhQ/FEAUQRRCFEMURBRFFEYURxRIFEkUShRLFEwUTRROFE8UUBRRFFIUUxRUFFUUVhRXFFgUWRRaFFsUXBRdFF4UXxRgFGEUYhRjFGQUZRRmFGcUaBRpFGoUaxRsFG0UbhRvFHAUcRRyFHMUdBR1FHYUdxR4FHkUehR7FHwUfRR+FH8UgBSBFIIUgxSEFIUUhhSHFIgUiRSKFIsUjBSNFI4UjxSQFJEUkhSTFJQUlRSWFJcUmBSZFJoUmxScFJ0UnhSfFKAUoRSiFKMUpBSlFKYUpxSoFKkUqhSrFKwUrRSuFK8UsBSxFLIUsxS0FLUUthS3FLgUuRS6FLsUvBS9FL4UvxTAFMEUwhTDFMQUxRTGFMcUyBTJFMoUyxTMFM0UzhTPFNAU0RTSFNMU1BTVFNYU1xTYFNkU2hTbFNwU3RTeFN8U4BThFOIU4xTkFOUU5hTnFOgU6RTqFOsU7BTtFO4U7xTwFPEU8hTzFPQU9RT2FPcU+BT5FPoU+xT8FP0U/hT/FQAVARUCFQMVBBUFFQYVBxUIFQkVChULFQwVDRUOFQ8VEBURFRIVExUUFRUVFhUXFRgVGRUaFRsVHBUdFR4VHxUgFSEVIhUjFSQVJRUmFScVKBUpFSoVKxUsFS0VLhUvFTAVMRUyFTMVNBU1FTYVNxU4FTkVOhU7FTwVPRU+FT8VQBVBFUIVQxVEFUUVRhVHFUgVSRVKFUsVTBVNFU4VTxVQFVEVUhVTFVQVVRVWFVcVWBVZFVoVWxVcFV0VXhVfFWAVYRViFWMVZBVlFWYVZxVoFWkVahVrFWwVbRVuFW8VcBVxFXIVcxV0FXUVdhV3FXgVeRV6FXsVfBV9FX4VfxWAFYEVghWDFYQVhRWGFYcViBWJFYoVixWMFY0VjhWPFZAVkRWSFZMVlBWVFZYVlxWYFZkVmhWbFZwVnRWeFZ8VoBWhFaIVoxWkFaUVphWnFagVqRWqFasVrBWtFa4VrxWwFbEVshWzFbQVtRW2FbcVuBW5FboVuxW8Fb0VvhW/FcAVwRXCFcMVxBXFFcYVxxXIFckVyhXLFcwVzRXOFc8V0BXRFdIV0xXUFdUV1hXXFdgV2RXaFdsV3BXdFd4V3xXgFeEV4hXjFeQV5RXmFecV6BXpFeoV6xXsFe0V7hXvFfAV8RXyFfMV9BX1FfYV9xX4FfkV+hX7FfwV/RX+Ff8WABYBFgIWAxYEFgUWBhYHFggWCRYKFgsWDBYNFg4WDxYQFhEWEhYTFhQWFRYWFhcWGBYZFhoWGxYcFh0WHhYfFiAWIRYiFiMWJBYlFiYWJxYoFikWKhYrFiwWLRYuFi8WMBYxFjIWMxY0FjUWNhY3FjgWORY6FjsWPBY9Fj4WPxZAFkEWQhZDFkQWRRZGFkcWSBZJFkoWSxZMFk0WThZPFlAWURZSFlMWVBZVFlYWVxZYFlkWWhZbFlwWXRZeFl8WYBZhFmIWYxZkFmUWZhZnFmgWaRZqFmsWbBZtFm4WbxZwFnEWchZzFnQWdRZ2FncWeBZ5FnoWexZ8Fn0WfhZ/FoAWgRaCFoMWhBaFFoYWhxaIFokWihaLFowWjRaOFo8WkBaRFpIWkxaUFpUWlhaXFpgWmRaaFpsWnBadFp4WnxagFqEWohajFqQWpRamFqcWqBapFqoWqxasFq0WrhavFrAWsRayFrMWtBa1FrYWtxa4FrkWuha7FrwWvRa+Fr8WwBbBFsIWwxbEFsUWxhbHFsgWyRbKFssWzBbNFs4WzxbQFtEW0hbTFtQW1RbWFtcW2BbZFtoW2xbcFt0W3hbfFuAW4RbiFuMW5BblFuYW5xboFukW6hbrFuwW7RbuFu8W8BbxFvIW8xb0FvUW9hb3FvgW+Rb6FvsW/Bb9Fv4W/xcAFwEXAhcDFwQXBRcGFwcXCBcJFwoXCxcMFw0XDhcPFxAXERcSFxMXFBcVFxYXFxcYFxkXGhcbFxwXHRceFx8XIBchFyIXIxckFyUXJhcnFygXKRcqFysXLBctFy4XLxcwFzEXMhczFzQXNRc2FzcXOBc5FzoXOxc8Fz0XPhc/F0AXQRdCF0MXRBdFF0YXRxdIF0kXShdLF0wXTRdOF08XUBdRF1IXUxdUF1UXVhdXF1gXWRdaF1sXXBddF14XXxdgF2EXYhdjF2QXZRdmF2cXaBdpF2oXaxdsF20XbhdvF3AXcRdyF3MXdBd1F3YXdxd4F3kXehd7F3wXfRd+F38XgBeBF4IXgxeEF4UXhheHF4gXiReKF4sXjBeNF44XjxeQF5EXkheTF5QXlReWF5cXmBeZF5oXmxecF50XnhefF6AXoReiF6MXpBelF6YXpxeoF6kXqherF6wXrReuF68XsBexF7IXsxe0F7UXthe3F7gXuRe6F7sXvBe9F74XvxfAF8EXwhfDF8QXxRfGF8cXyBfJF8oXyxfMF80XzhfPF9AX0RfSF9MX1BfVF9YX1xfYF9kX2hfbF9wX3RfeF98X4BfhF+IX4xfkF+UX5hfnF+gX6RfqF+sX7BftF+4X7xfwF/EX8hfzF/QX9Rf2F/cX+Bf5F/oX+xf8F/0X/hf/GAAYARgCGAMYBBgFGAYYBxgIGAkYChgLGAwYDRgOGA8YEBgRGBIYExgUGBUYFhgXGBgYGRgaGBsYHBgdGB4YHxggGCEYIhgjGCQYJRgmGCcYKBgpGCoYKxgsGC0YLhgvGDAYMRgyGDMYNBg1GDYYNxg4GDkYOhg7GDwYPRg+GD8YQBhBGEIYQxhEGEUYRhhHGEgYSRhKGEsYTBhNGE4YTxhQGFEYUhhTGFQYVRhWGFcYWBhZGFoYWxhcGF0YXhhfGGAYYRhiGGMYZBhlGGYYZxhoGGkYahhrGGwYbRhuGG8YcBhxGHIYcxh0GHUYdhh3GHgYeRh6GHsYfBh9GH4YfxiAGIEYghiDGIQYhRiGGIcYiBiJGIoYixiMGI0YjhiPGJAYkRiSGJMYlBiVGJYYlxiYGJkYmhibGJwYnRieGJ8YoBihGKIYoxikGKUYphinGKgYqRiqGKsYrBitGK4YrxiwGLEYshizGLQYtRi2GLcYuBi5GLoYuxi8GL0Yvhi/GMAYwRjCGMMYxBjFGMYYxxjIGMkYyhjLGMwYzRjOGM8Y0BjRGNIY0xjUGNUY1hjXGNgY2RjaGNsY3BjdGN4Y3xjgGOEY4hjjGOQY5RjmGOcY6BjpGOoY6xjsGO0Y7hjvGPAY8RjyGPMY9Bj1GPYY9xj4GPkY+hj7GPwY/Rj+GP8ZABkBGQIZAxkEGQUZBhkHGQgZCRkKGQsZDBkNGQ4ZDxkQGREZEhkTGRQZFRkWGRcZGBkZGRoZGxkcGR0ZHhkfGSAZIRkiGSMZJBklGSYZJxkoGSkZKhkrGSwZLRkuGS8ZMBkxGTIZMxk0GTUZNhk3GTgZORk6GTsZPBk9GT4ZPxlAGUEZQhlDGUQZRRlGGUcZSBlJGUoZSxlMGU0ZThlPGVAZURlSGVMZVBlVGVYZVxlYGVkZWhlbGVwZXRleGV8ZYBlhGWIZYxlkGWUZZhlnGWgZaRlqGWsZbBltGW4ZbxlwGXEZchlzGXQZdRl2GXcZeBl5GXoZexl8GX0Zfhl/GYAZgRmCGYMZhBmFGYYZhxmIGYkZihmLGYwZjRmOGY8ZkBmRGZIZkxmUGZUZlhmXGZgZmRmaGZsZnBmdGZ4ZnxmgGaEZohmjGaQZpRmmGacZqBmpGaoZqxmsGa0ZrhmvGbAZsRmyGbMZtBm1GbYZtxm4GbkZuhm7GbwZvRm+Gb8ZwBnBGcIZwxnEGcUZxhnHGcgZyRnKGcsZzBnNGc4ZzxnQGdEZ0hnTGdQZ1RnWGdcZ2BnZGdoZ2xncGd0Z3hnfGeAZ4RniGeMZ5BnlGeYZ5xnoGekZ6hnrGewZ7RnuGe8Z8BnxGfIZ8xn0GfUZ9hn3GfgZ+Rn6GfsZ/Bn9Gf4Z/xoAGgEaAhoDGgQaBRoGGgcaCBoJGgoaCxoMGg0aDhoPGhAaERoSGhMaFBoVGhYaFxoYGhkaGhobGhwaHRoeGh8aIBohGiIaIxokGiUaJhonGigaKRoqGisaLBotGi4aLxowGjEaMhozGjQaNRo2GjcaOBo5GjoaOxo8Gj0aPho/GkAaQRpCGkMaRBpFGkYaRxpIGkkaShpLGkwaTRpOGk8aUBpRGlIaUxpUGlUaVhpXGlgaWRpaGlsaXBpdGl4aXxpgGmEaYhpjGmQaZRpmGmcaaBppGmoaaxpsGm0abhpvGnAacRpyGnMadBp1GnYadxp4Gnkaehp7GnwafRp+Gn8agBqBGoIagxqEGoUahhqHGogaiRqKGosajBqNGo4ajxqQGpEakhqTGpQalRqWGpcamBqZGpoamxqcGp0anhqfGqAaoRqiGqMapBqlGqYapxqoGqkaqhqrGqwarRquGq8asBqxGrIasxq0GrUathq3GrgauRq6GrsavBq9Gr4avxrAGsEawhrDGsQaxRrGGscayBrJGsoayxrMGs0azhrPGtAa0RrSGtMa1BrVGtYa1xrYGtka2hrbGtwa3RreGt8a4BrhGuIa4xrkGuUa5hrnGuga6RrqGusa7BrtGu4a7xrwGvEa8hrzGvQa9Rr2Gvca+Br5Gvoa+xr8Gv0a/hr/GwAbARsCGwMbBBsFGwYbBxsIGwkbChsLGwwbDRsOGw8bEBsRGxIbExsUGxUbFhsXGxgbGRsaGxsbHBsdGx4bHxsgGyEbIhsjGyQbJRsmGycbKBspGyobKxssGy0bLhsvGzAbMRsyGzMbNBs1GzYbNxs4GzkbOhs7GzwbPRs+Gz8bQBtBG0IbQxtEG0UbRhtHG0gbSRtKG0sbTBtNG04bTxtQG1EbUhtTG1QbVRtWG1cbWBtZG1obWxtcG10bXhtfG2AbYRtiG2MbZBtlG2YbZxtoG2kbahtrG2wbbRtuG28bcBtxG3Ibcxt0G3Ubdht3G3gbeRt6G3sbfBt9G34bfxuAG4EbghuDG4QbhRuGG4cbiBuJG4obixuMG40bjhuPG5AbkRuSG5MblBuVG5YblxuYG5kbmhubG5wbnRueG58boBuhG6IboxukG6UbphunG6gbqRuqG6sbrButG64brxuwG7EbshuzG7QbtRu2G7cbuBu5G7obuxu8G70bvhu/G8AbwRvCG8MbxBvFG8YbxxvIG8kbyhvLG8wbzRvOG88b0BvRG9Ib0xvUG9Ub1hvXG9gb2RvaG9sb3BvdG94b3xvgG+Eb4hvjG+Qb5RvmG+cb6BvpG+ob6xvsG+0b7hvvG/Ab8RvyG/Mb9Bv1G/Yb9xv4G/kb+hv7G/wb/Rv+G/8cABwBHAIcAxwEHAUcBhwHHAgcCRwKHAscDBwNHA4cDxwQHBEcEhwTHBQcFRwWHBccGBwZHBocGxwcHB0cHhwfHCAcIRwiHCMcJBwlHCYcJxwoHCkcKhwrHCwcLRwuHC8cMBwxHDIcMxw0HDUcNhw3HDgcORw6HDscPBw9HD4cPxxAHEEcQhxDHEQcRRxGHEccSBxJHEocSxxMHE0cThxPHFAcURxSHFMcVBxVHFYcVxxYHFkcWhxbHFwcXRxeHF8cYBxhHGIcYxxkHGUcZhxnHGgcaRxqHGscbBxtHG4cbxxwHHEcchxzHHQcdRx2HHcceBx5HHocexx8HH0cfhx/HIAcgRyCHIMchByFHIYchxyIHIkcihyLHIwcjRyOHI8ckByRHJIckxyUHJUclhyXHJgcmRyaHJscnBydHJ4cnxygHKEcohyjHKQcpRymHKccqBypHKocqxysHK0crhyvHLAcsRyyHLMctBy1HLYctxy4HLkcuhy7HLwcvRy+HL8cwBzBHMIcwxzEHMUcxhzHHMgcyRzKHMsczBzNHM4czxzQHNEc0hzTHNQc1RzWHNcc2BzZHNoc2xzcHN0c3hzfHOAc4RziHOMc5BzlHOYc5xzoHOkc6hzrHOwc7RzuHO8c8BzxHPIc8xz0HPUc9hz3HPgc+Rz6HPsc/Bz9HP4c/x0AHQEdAh0DHQQdBR0GHQcdCB0JHQodCx0MHQ0dDh0PHRAdER0SHRMdFB0VHRYdFx0YHRkdGh0bHRwdHR0eHR8dIB0hHSIdIx0kHSUdJh0nHSgdKR0qHSsdLB0tHS4dLx0wHTEdMh0zHTQdNR02HTcdOB05HTodOx08HT0dPh0/HUAdQR1CHUMdRB1FHUYdRx1IHUkdSh1LHUwdTR1OHU8dUB1RHVIdUx1UHVUdVh1XHVgdWR1aHVsdXB1dHV4dXx1gHWEdYh1jHWQdZR1mHWcdaB1pHWodax1sHW0dbh1vHXAdcR1yHXMddB11HXYddx14HXkdeh17HXwdfR1+HX8dgB2BHYIdgx2EHYUdhh2HHYgdiR2KHYsdjB2NHY4djx2QHZEdkh2THZQdlR2WHZcdmB2ZHZodmx2cHZ0dnh2fHaAdoR2iHaMdpB2lHaYdpx2oHakdqh2rHawdrR2uHa8dsB2xHbIdsx20HbUdth23HbgduR26HbsdvB29Hb4dvx3AHcEdwh3DHcQdxR3GHccdyB3JHcodyx3MHc0dzh3PHdAd0R3SHdMd1B3VHdYd1x3YHdkd2h3bHdwd3R3eHd8d4B3hHeId4x3kHeUd5h3nHegd6R3qHesd7B3tHe4d7x3wHfEd8h3zHfQd9R32Hfcd+B35Hfod+x38Hf0d/h3/HgAeAR4CHgMeBB4FHgYeBx4IHgkeCh4LHgweDR4OHg8eEB4RHhIeEx4UHhUeFh4XHhgeGR4aHhseHB4dHh4eHx4gHiEeIh4jHiQeJR4mHiceKB4pHioeKx4sHi0eLh4vHjAeMR4yHjMeNB41HjYeNx44HjkeOh47HjwePR4+Hj8eQB5BHkIeQx5EHkUeRh5HHkgeSR5KHkseTB5NHk4eTx5QHlEeUh5THlQeVR5WHlceWB5ZHloeWx5cHl0eXh5fHmAeYR5iHmMeZB5lHmYeZx5oHmkeah5rHmwebR5uHm8ecB5xHnIecx50HnUedh53HngeeR56HnsefB59Hn4efx6AHoEegh6DHoQehR6GHoceiB6JHooeix6MHo0ejh6PHpAekR6SHpMelB6VHpYelx6YHpkemh6bHpwenR6eHp8eoB6hHqIeox6kHqUeph6nHqgeqR6qHqserB6tHq4erx6wHrEesh6zHrQetR62HrceuB65Hroeux68Hr0evghOYW1lTWUuMAhOYW1lTWUuMQhOYW1lTWUuMghOYW1lTWUuNAhOYW1lTWUuNQhOYW1lTWUuNghOYW1lTWUuNwhOYW1lTWUuOAhOYW1lTWUuOQlOYW1lTWUuMTAJTmFtZU1lLjExCU5hbWVNZS4xMglOYW1lTWUuMTMJTmFtZU1lLjE0CU5hbWVNZS4xNQlOYW1lTWUuMTYJTmFtZU1lLjE3CU5hbWVNZS4xOAlOYW1lTWUuMTkJTmFtZU1lLjIwCU5hbWVNZS4yMQlOYW1lTWUuMjIJTmFtZU1lLjIzCU5hbWVNZS4yNAlOYW1lTWUuMjUJTmFtZU1lLjI2CU5hbWVNZS4yNwlOYW1lTWUuMjgJTmFtZU1lLjI5CU5hbWVNZS4zMAlOYW1lTWUuMzEJTmFtZU1lLjMyCU5hbWVNZS4zMwlOYW1lTWUuMzQJTmFtZU1lLjM1CU5hbWVNZS4zNglOYW1lTWUuMzcJTmFtZU1lLjM4CU5hbWVNZS4zOQlOYW1lTWUuNDAJTmFtZU1lLjQxCU5hbWVNZS40MglOYW1lTWUuNDMJTmFtZU1lLjQ0CU5hbWVNZS40NQlOYW1lTWUuNDYJTmFtZU1lLjQ3CU5hbWVNZS40OAlOYW1lTWUuNDkJTmFtZU1lLjUwCU5hbWVNZS41MQlOYW1lTWUuNTIJTmFtZU1lLjUzCU5hbWVNZS41NAlOYW1lTWUuNTUJTmFtZU1lLjU2CU5hbWVNZS41NwlOYW1lTWUuNTgJTmFtZU1lLjU5CU5hbWVNZS42MAlOYW1lTWUuNjEJTmFtZU1lLjYyCU5hbWVNZS42MwlOYW1lTWUuNjQJTmFtZU1lLjY1CU5hbWVNZS42NglOYW1lTWUuNjcJTmFtZU1lLjY4CU5hbWVNZS42OQlOYW1lTWUuNzAJTmFtZU1lLjcxCU5hbWVNZS43MglOYW1lTWUuNzMJTmFtZU1lLjc0CU5hbWVNZS43NQlOYW1lTWUuNzYJTmFtZU1lLjc3CU5hbWVNZS43OAlOYW1lTWUuNzkJTmFtZU1lLjgwCU5hbWVNZS44MQlOYW1lTWUuODIJTmFtZU1lLjgzCU5hbWVNZS44NAlOYW1lTWUuODUJTmFtZU1lLjg2CU5hbWVNZS44NwlOYW1lTWUuODgJTmFtZU1lLjg5CU5hbWVNZS45MAlOYW1lTWUuOTEJTmFtZU1lLjkyCU5hbWVNZS45MwlOYW1lTWUuOTQJTmFtZU1lLjk1CU5hbWVNZS45NglOYW1lTWUuOTcJTmFtZU1lLjk4CU5hbWVNZS45OQpOYW1lTWUuMTAwCk5hbWVNZS4xMDEKTmFtZU1lLjEwMgpOYW1lTWUuMTAzCk5hbWVNZS4xMDQKTmFtZU1lLjEwNQpOYW1lTWUuMTA2Ck5hbWVNZS4xMDcKTmFtZU1lLjEwOApOYW1lTWUuMTA5Ck5hbWVNZS4xMTAKTmFtZU1lLjExMQpOYW1lTWUuMTEyCk5hbWVNZS4xMTMKTmFtZU1lLjExNApOYW1lTWUuMTE1Ck5hbWVNZS4xMTYKTmFtZU1lLjExNwpOYW1lTWUuMTE4Ck5hbWVNZS4xMTkKTmFtZU1lLjEyMApOYW1lTWUuMTIxCk5hbWVNZS4xMjIKTmFtZU1lLjEyMwpOYW1lTWUuMTI0Ck5hbWVNZS4xMjUKTmFtZU1lLjEyNgpOYW1lTWUuMTI3Ck5hbWVNZS4xMjgKTmFtZU1lLjEyOQpOYW1lTWUuMTMwCk5hbWVNZS4xMzEKTmFtZU1lLjEzMgpOYW1lTWUuMTMzCk5hbWVNZS4xMzQKTmFtZU1lLjEzNQpOYW1lTWUuMTM2Ck5hbWVNZS4xMzcKTmFtZU1lLjEzOApOYW1lTWUuMTM5Ck5hbWVNZS4xNDAKTmFtZU1lLjE0MQpOYW1lTWUuMTQyCk5hbWVNZS4xNDMKTmFtZU1lLjE0NApOYW1lTWUuMTQ1Ck5hbWVNZS4xNDYKTmFtZU1lLjE0NwpOYW1lTWUuMTQ4Ck5hbWVNZS4xNDkKTmFtZU1lLjE1MApOYW1lTWUuMTUxCk5hbWVNZS4xNTIKTmFtZU1lLjE1MwpOYW1lTWUuMTU0Ck5hbWVNZS4xNTUKTmFtZU1lLjE1NgpOYW1lTWUuMTU3Ck5hbWVNZS4xNTgKTmFtZU1lLjE1OQpOYW1lTWUuMTYwCk5hbWVNZS4xNjEKTmFtZU1lLjE2MgpOYW1lTWUuMTYzCk5hbWVNZS4xNjQKTmFtZU1lLjE2NQpOYW1lTWUuMTY2Ck5hbWVNZS4xNjcKTmFtZU1lLjE2OApOYW1lTWUuMTY5Ck5hbWVNZS4xNzAKTmFtZU1lLjE3MQpOYW1lTWUuMTcyCk5hbWVNZS4xNzMKTmFtZU1lLjE3NApOYW1lTWUuMTc1Ck5hbWVNZS4xNzYKTmFtZU1lLjE3NwpOYW1lTWUuMTc4Ck5hbWVNZS4xNzkKTmFtZU1lLjE4MApOYW1lTWUuMTgxCk5hbWVNZS4xODIKTmFtZU1lLjE4MwpOYW1lTWUuMTg0Ck5hbWVNZS4xODUKTmFtZU1lLjE4NgpOYW1lTWUuMTg3Ck5hbWVNZS4xODgKTmFtZU1lLjE4OQpOYW1lTWUuMTkwCk5hbWVNZS4xOTEKTmFtZU1lLjE5MgpOYW1lTWUuMTkzCk5hbWVNZS4xOTQKTmFtZU1lLjE5NQpOYW1lTWUuMTk2Ck5hbWVNZS4xOTcKTmFtZU1lLjE5OApOYW1lTWUuMTk5Ck5hbWVNZS4yMDAKTmFtZU1lLjIwMQpOYW1lTWUuMjAyCk5hbWVNZS4yMDMKTmFtZU1lLjIwNApOYW1lTWUuMjA1Ck5hbWVNZS4yMDYKTmFtZU1lLjIwNwpOYW1lTWUuMjA4Ck5hbWVNZS4yMDkKTmFtZU1lLjIxMApOYW1lTWUuMjExCk5hbWVNZS4yMTIKTmFtZU1lLjIxMwpOYW1lTWUuMjE0Ck5hbWVNZS4yMTUKTmFtZU1lLjIxNgpOYW1lTWUuMjE3Ck5hbWVNZS4yMTgKTmFtZU1lLjIxOQpOYW1lTWUuMjIwCk5hbWVNZS4yMjEKTmFtZU1lLjIyMgpOYW1lTWUuMjIzCk5hbWVNZS4yMjQKTmFtZU1lLjIyNQpOYW1lTWUuMjI2Ck5hbWVNZS4yMjcKTmFtZU1lLjIyOApOYW1lTWUuMjI5Ck5hbWVNZS4yMzAKTmFtZU1lLjIzMQpOYW1lTWUuMjMyCk5hbWVNZS4yMzMKTmFtZU1lLjIzNApOYW1lTWUuMjM1Ck5hbWVNZS4yMzYKTmFtZU1lLjIzNwpOYW1lTWUuMjM4Ck5hbWVNZS4yMzkKTmFtZU1lLjI0MApOYW1lTWUuMjQxCk5hbWVNZS4yNDIKTmFtZU1lLjI0MwpOYW1lTWUuMjQ0Ck5hbWVNZS4yNDUKTmFtZU1lLjI0NgpOYW1lTWUuMjQ3Ck5hbWVNZS4yNDgKTmFtZU1lLjI0OQpOYW1lTWUuMjUwCk5hbWVNZS4yNTEKTmFtZU1lLjI1MgpOYW1lTWUuMjUzCk5hbWVNZS4yNTQKTmFtZU1lLjI1NQpOYW1lTWUuMjU2Ck5hbWVNZS4yNTcKTmFtZU1lLjI1OApOYW1lTWUuMjU5Ck5hbWVNZS4yNjAKTmFtZU1lLjI2MQpOYW1lTWUuMjYyCk5hbWVNZS4yNjMKTmFtZU1lLjI2NApOYW1lTWUuMjY1Ck5hbWVNZS4yNjYKTmFtZU1lLjI2NwpOYW1lTWUuMjY4Ck5hbWVNZS4yNjkKTmFtZU1lLjI3MApOYW1lTWUuMjcxCk5hbWVNZS4yNzIKTmFtZU1lLjI3MwpOYW1lTWUuMjc0Ck5hbWVNZS4yNzUKTmFtZU1lLjI3NgpOYW1lTWUuMjc3Ck5hbWVNZS4yNzgKTmFtZU1lLjI3OQpOYW1lTWUuMjgwCk5hbWVNZS4yODEKTmFtZU1lLjI4MgpOYW1lTWUuMjgzCk5hbWVNZS4yODQKTmFtZU1lLjI4NQpOYW1lTWUuMjg2Ck5hbWVNZS4yODcKTmFtZU1lLjI4OApOYW1lTWUuMjg5Ck5hbWVNZS4yOTAKTmFtZU1lLjI5MQpOYW1lTWUuMjkyCk5hbWVNZS4yOTMKTmFtZU1lLjI5NApOYW1lTWUuMjk1Ck5hbWVNZS4yOTYKTmFtZU1lLjI5NwpOYW1lTWUuMjk4Ck5hbWVNZS4yOTkKTmFtZU1lLjMwMApOYW1lTWUuMzAxCk5hbWVNZS4zMDIKTmFtZU1lLjMwMwpOYW1lTWUuMzA0Ck5hbWVNZS4zMDUKTmFtZU1lLjMwNgpOYW1lTWUuMzA3Ck5hbWVNZS4zMDgKTmFtZU1lLjMwOQpOYW1lTWUuMzEwCk5hbWVNZS4zMTEKTmFtZU1lLjMxMgpOYW1lTWUuMzEzCk5hbWVNZS4zMTQKTmFtZU1lLjMxNQpOYW1lTWUuMzE2Ck5hbWVNZS4zMTcKTmFtZU1lLjMxOApOYW1lTWUuMzE5Ck5hbWVNZS4zMjAKTmFtZU1lLjMyMQpOYW1lTWUuMzIyCk5hbWVNZS4zMjMKTmFtZU1lLjMyNApOYW1lTWUuMzI1Ck5hbWVNZS4zMjYKTmFtZU1lLjMyNwpOYW1lTWUuMzI4Ck5hbWVNZS4zMjkKTmFtZU1lLjMzMApOYW1lTWUuMzMxCk5hbWVNZS4zMzIKTmFtZU1lLjMzMwpOYW1lTWUuMzM0Ck5hbWVNZS4zMzUKTmFtZU1lLjMzNgpOYW1lTWUuMzM3Ck5hbWVNZS4zMzgKTmFtZU1lLjMzOQpOYW1lTWUuMzQwCk5hbWVNZS4zNDEKTmFtZU1lLjM0MgpOYW1lTWUuMzQzCk5hbWVNZS4zNDQKTmFtZU1lLjM0NQpOYW1lTWUuMzQ2Ck5hbWVNZS4zNDcKTmFtZU1lLjM0OApOYW1lTWUuMzQ5Ck5hbWVNZS4zNTAKTmFtZU1lLjM1MQpOYW1lTWUuMzUyCk5hbWVNZS4zNTMKTmFtZU1lLjM1NApOYW1lTWUuMzU1Ck5hbWVNZS4zNTYKTmFtZU1lLjM1NwpOYW1lTWUuMzU4Ck5hbWVNZS4zNTkKTmFtZU1lLjM2MApOYW1lTWUuMzYxCk5hbWVNZS4zNjIKTmFtZU1lLjM2MwpOYW1lTWUuMzY0Ck5hbWVNZS4zNjUKTmFtZU1lLjM2NgpOYW1lTWUuMzY3Ck5hbWVNZS4zNjgKTmFtZU1lLjM2OQpOYW1lTWUuMzcwCk5hbWVNZS4zNzEKTmFtZU1lLjM3MgpOYW1lTWUuMzczCk5hbWVNZS4zNzQKTmFtZU1lLjM3NQpOYW1lTWUuMzc2Ck5hbWVNZS4zNzcKTmFtZU1lLjM3OApOYW1lTWUuMzc5Ck5hbWVNZS4zODAKTmFtZU1lLjM4MQpOYW1lTWUuMzgyCk5hbWVNZS4zODMKTmFtZU1lLjM4NApOYW1lTWUuMzg1Ck5hbWVNZS4zODYKTmFtZU1lLjM4NwpOYW1lTWUuMzg4Ck5hbWVNZS4zODkKTmFtZU1lLjM5MApOYW1lTWUuMzkxCk5hbWVNZS4zOTIKTmFtZU1lLjM5MwpOYW1lTWUuMzk0Ck5hbWVNZS4zOTUKTmFtZU1lLjM5NgpOYW1lTWUuMzk3Ck5hbWVNZS4zOTgKTmFtZU1lLjM5OQpOYW1lTWUuNDAwCk5hbWVNZS40MDEKTmFtZU1lLjQwMgpOYW1lTWUuNDAzCk5hbWVNZS40MDQKTmFtZU1lLjQwNQpOYW1lTWUuNDA2Ck5hbWVNZS40MDcKTmFtZU1lLjQwOApOYW1lTWUuNDA5Ck5hbWVNZS40MTAKTmFtZU1lLjQxMQpOYW1lTWUuNDEyCk5hbWVNZS40MTMKTmFtZU1lLjQxNApOYW1lTWUuNDE1Ck5hbWVNZS40MTYKTmFtZU1lLjQxNwpOYW1lTWUuNDE4Ck5hbWVNZS40MTkKTmFtZU1lLjQyMApOYW1lTWUuNDIxCk5hbWVNZS40MjIKTmFtZU1lLjQyMwpOYW1lTWUuNDI0Ck5hbWVNZS40MjUKTmFtZU1lLjQyNgpOYW1lTWUuNDI3Ck5hbWVNZS40MjgKTmFtZU1lLjQyOQpOYW1lTWUuNDMwCk5hbWVNZS40MzEKTmFtZU1lLjQzMgpOYW1lTWUuNDMzCk5hbWVNZS40MzQKTmFtZU1lLjQzNQpOYW1lTWUuNDM2Ck5hbWVNZS40MzcKTmFtZU1lLjQzOApOYW1lTWUuNDM5Ck5hbWVNZS40NDAKTmFtZU1lLjQ0MQpOYW1lTWUuNDQyCk5hbWVNZS40NDMKTmFtZU1lLjQ0NApOYW1lTWUuNDQ1Ck5hbWVNZS40NDYKTmFtZU1lLjQ0NwpOYW1lTWUuNDQ4Ck5hbWVNZS40NDkKTmFtZU1lLjQ1MApOYW1lTWUuNDUxCk5hbWVNZS40NTIKTmFtZU1lLjQ1MwpOYW1lTWUuNDU0Ck5hbWVNZS40NTUKTmFtZU1lLjQ1NgpOYW1lTWUuNDU3Ck5hbWVNZS40NTgKTmFtZU1lLjQ1OQpOYW1lTWUuNDYwCk5hbWVNZS40NjEKTmFtZU1lLjQ2MgpOYW1lTWUuNDYzCk5hbWVNZS40NjQKTmFtZU1lLjQ2NQpOYW1lTWUuNDY2Ck5hbWVNZS40NjcKTmFtZU1lLjQ2OApOYW1lTWUuNDY5Ck5hbWVNZS40NzAKTmFtZU1lLjQ3MQpOYW1lTWUuNDcyCk5hbWVNZS40NzMKTmFtZU1lLjQ3NApOYW1lTWUuNDc1Ck5hbWVNZS40NzYKTmFtZU1lLjQ3NwpOYW1lTWUuNDc4Ck5hbWVNZS40NzkKTmFtZU1lLjQ4MApOYW1lTWUuNDgxCk5hbWVNZS40ODIKTmFtZU1lLjQ4MwpOYW1lTWUuNDg0Ck5hbWVNZS40ODUKTmFtZU1lLjQ4NgpOYW1lTWUuNDg3Ck5hbWVNZS40ODgKTmFtZU1lLjQ4OQpOYW1lTWUuNDkwCk5hbWVNZS40OTEKTmFtZU1lLjQ5MgpOYW1lTWUuNDkzCk5hbWVNZS40OTQKTmFtZU1lLjQ5NQpOYW1lTWUuNDk2Ck5hbWVNZS40OTcKTmFtZU1lLjQ5OApOYW1lTWUuNDk5Ck5hbWVNZS41MDAKTmFtZU1lLjUwMQpOYW1lTWUuNTAyCk5hbWVNZS41MDMKTmFtZU1lLjUwNApOYW1lTWUuNTA1Ck5hbWVNZS41MDYKTmFtZU1lLjUwNwpOYW1lTWUuNTA4Ck5hbWVNZS41MDkKTmFtZU1lLjUxMApOYW1lTWUuNTExCk5hbWVNZS41MTIKTmFtZU1lLjUxMwpOYW1lTWUuNTE0Ck5hbWVNZS41MTUKTmFtZU1lLjUxNgpOYW1lTWUuNTE3Ck5hbWVNZS41MTgKTmFtZU1lLjUxOQpOYW1lTWUuNTIwCk5hbWVNZS41MjEKTmFtZU1lLjUyMgpOYW1lTWUuNTIzCk5hbWVNZS41MjQKTmFtZU1lLjUyNQpOYW1lTWUuNTI2Ck5hbWVNZS41MjcKTmFtZU1lLjUyOApOYW1lTWUuNTI5Ck5hbWVNZS41MzAKTmFtZU1lLjUzMQpOYW1lTWUuNTMyCk5hbWVNZS41MzMKTmFtZU1lLjUzNApOYW1lTWUuNTM1Ck5hbWVNZS41MzYKTmFtZU1lLjUzNwpOYW1lTWUuNTM4Ck5hbWVNZS41MzkKTmFtZU1lLjU0MApOYW1lTWUuNTQxCk5hbWVNZS41NDIKTmFtZU1lLjU0MwpOYW1lTWUuNTQ0Ck5hbWVNZS41NDUKTmFtZU1lLjU0NgpOYW1lTWUuNTQ3Ck5hbWVNZS41NDgKTmFtZU1lLjU0OQpOYW1lTWUuNTUwCk5hbWVNZS41NTEKTmFtZU1lLjU1MgpOYW1lTWUuNTUzCk5hbWVNZS41NTQKTmFtZU1lLjU1NQpOYW1lTWUuNTU2Ck5hbWVNZS41NTcKTmFtZU1lLjU1OApOYW1lTWUuNTU5Ck5hbWVNZS41NjAKTmFtZU1lLjU2MQpOYW1lTWUuNTYyCk5hbWVNZS41NjMKTmFtZU1lLjU2NApOYW1lTWUuNTY1Ck5hbWVNZS41NjYKTmFtZU1lLjU2NwpOYW1lTWUuNTY4Ck5hbWVNZS41NjkKTmFtZU1lLjU3MApOYW1lTWUuNTcxCk5hbWVNZS41NzIKTmFtZU1lLjU3MwpOYW1lTWUuNTc0Ck5hbWVNZS41NzUKTmFtZU1lLjU3NgpOYW1lTWUuNTc3Ck5hbWVNZS41NzgKTmFtZU1lLjU3OQpOYW1lTWUuNTgwCk5hbWVNZS41ODEKTmFtZU1lLjU4MgpOYW1lTWUuNTgzCk5hbWVNZS41ODQKTmFtZU1lLjU4NQpOYW1lTWUuNTg2Ck5hbWVNZS41ODcKTmFtZU1lLjU4OApOYW1lTWUuNTg5Ck5hbWVNZS41OTAKTmFtZU1lLjU5MQpOYW1lTWUuNTkyCk5hbWVNZS41OTMKTmFtZU1lLjU5NApOYW1lTWUuNTk1Ck5hbWVNZS41OTYKTmFtZU1lLjU5NwpOYW1lTWUuNTk4Ck5hbWVNZS41OTkKTmFtZU1lLjYwMApOYW1lTWUuNjAxCk5hbWVNZS42MDIKTmFtZU1lLjYwMwpOYW1lTWUuNjA0Ck5hbWVNZS42MDUKTmFtZU1lLjYwNgpOYW1lTWUuNjA3Ck5hbWVNZS42MDgKTmFtZU1lLjYwOQpOYW1lTWUuNjEwCk5hbWVNZS42MTEKTmFtZU1lLjYxMgpOYW1lTWUuNjEzCk5hbWVNZS42MTQKTmFtZU1lLjYxNQpOYW1lTWUuNjE2Ck5hbWVNZS42MTcKTmFtZU1lLjYxOApOYW1lTWUuNjE5Ck5hbWVNZS42MjAKTmFtZU1lLjYyMQpOYW1lTWUuNjIyCk5hbWVNZS42MjMKTmFtZU1lLjYyNApOYW1lTWUuNjI1Ck5hbWVNZS42MjYKTmFtZU1lLjYyNwpOYW1lTWUuNjI4Ck5hbWVNZS42MjkKTmFtZU1lLjYzMApOYW1lTWUuNjMxCk5hbWVNZS42MzIKTmFtZU1lLjYzMwpOYW1lTWUuNjM0Ck5hbWVNZS42MzUKTmFtZU1lLjYzNgpOYW1lTWUuNjM3Ck5hbWVNZS42MzgKTmFtZU1lLjYzOQpOYW1lTWUuNjQwCk5hbWVNZS42NDEKTmFtZU1lLjY0MgpOYW1lTWUuNjQzCk5hbWVNZS42NDQKTmFtZU1lLjY0NQpOYW1lTWUuNjQ2Ck5hbWVNZS42NDcKTmFtZU1lLjY0OApOYW1lTWUuNjQ5Ck5hbWVNZS42NTAKTmFtZU1lLjY1MQpOYW1lTWUuNjUyCk5hbWVNZS42NTMKTmFtZU1lLjY1NApOYW1lTWUuNjU1Ck5hbWVNZS42NTYKTmFtZU1lLjY1NwpOYW1lTWUuNjU4Ck5hbWVNZS42NTkKTmFtZU1lLjY2MApOYW1lTWUuNjYxCk5hbWVNZS42NjIKTmFtZU1lLjY2MwpOYW1lTWUuNjY0Ck5hbWVNZS42NjUKTmFtZU1lLjY2NgpOYW1lTWUuNjY3Ck5hbWVNZS42NjgKTmFtZU1lLjY2OQpOYW1lTWUuNjcwCk5hbWVNZS42NzEKTmFtZU1lLjY3MgpOYW1lTWUuNjczCk5hbWVNZS42NzQKTmFtZU1lLjY3NQpOYW1lTWUuNjc2Ck5hbWVNZS42NzcKTmFtZU1lLjY3OApOYW1lTWUuNjc5Ck5hbWVNZS42ODAKTmFtZU1lLjY4MQpOYW1lTWUuNjgyCk5hbWVNZS42ODMKTmFtZU1lLjY4NApOYW1lTWUuNjg1Ck5hbWVNZS42ODYKTmFtZU1lLjY4NwpOYW1lTWUuNjg4Ck5hbWVNZS42ODkKTmFtZU1lLjY5MApOYW1lTWUuNjkxCk5hbWVNZS42OTIKTmFtZU1lLjY5MwpOYW1lTWUuNjk0Ck5hbWVNZS42OTUKTmFtZU1lLjY5NgpOYW1lTWUuNjk3Ck5hbWVNZS42OTgKTmFtZU1lLjY5OQpOYW1lTWUuNzAwCk5hbWVNZS43MDEKTmFtZU1lLjcwMgpOYW1lTWUuNzAzCk5hbWVNZS43MDQKTmFtZU1lLjcwNQpOYW1lTWUuNzA2Ck5hbWVNZS43MDcKTmFtZU1lLjcwOApOYW1lTWUuNzA5Ck5hbWVNZS43MTAKTmFtZU1lLjcxMQpOYW1lTWUuNzEyCk5hbWVNZS43MTMKTmFtZU1lLjcxNApOYW1lTWUuNzE1Ck5hbWVNZS43MTYKTmFtZU1lLjcxNwpOYW1lTWUuNzE4Ck5hbWVNZS43MTkKTmFtZU1lLjcyMApOYW1lTWUuNzIxCk5hbWVNZS43MjIKTmFtZU1lLjcyMwpOYW1lTWUuNzI0Ck5hbWVNZS43MjUKTmFtZU1lLjcyNgpOYW1lTWUuNzI3Ck5hbWVNZS43MjgKTmFtZU1lLjcyOQpOYW1lTWUuNzMwCk5hbWVNZS43MzEKTmFtZU1lLjczMgpOYW1lTWUuNzMzCk5hbWVNZS43MzQKTmFtZU1lLjczNQpOYW1lTWUuNzM2Ck5hbWVNZS43MzcKTmFtZU1lLjczOApOYW1lTWUuNzM5Ck5hbWVNZS43NDAKTmFtZU1lLjc0MQpOYW1lTWUuNzQyCk5hbWVNZS43NDMKTmFtZU1lLjc0NApOYW1lTWUuNzQ1Ck5hbWVNZS43NDYKTmFtZU1lLjc0NwpOYW1lTWUuNzQ4Ck5hbWVNZS43NDkKTmFtZU1lLjc1MApOYW1lTWUuNzUxCk5hbWVNZS43NTIKTmFtZU1lLjc1MwpOYW1lTWUuNzU0Ck5hbWVNZS43NTUKTmFtZU1lLjc1NgpOYW1lTWUuNzU3Ck5hbWVNZS43NTgKTmFtZU1lLjc1OQpOYW1lTWUuNzYwCk5hbWVNZS43NjEKTmFtZU1lLjc2MgpOYW1lTWUuNzYzCk5hbWVNZS43NjQKTmFtZU1lLjc2NQpOYW1lTWUuNzY2Ck5hbWVNZS43NjcKTmFtZU1lLjc2OApOYW1lTWUuNzY5Ck5hbWVNZS43NzAKTmFtZU1lLjc3MQpOYW1lTWUuNzcyCk5hbWVNZS43NzMKTmFtZU1lLjc3NApOYW1lTWUuNzc1Ck5hbWVNZS43NzYKTmFtZU1lLjc3NwpOYW1lTWUuNzc4Ck5hbWVNZS43NzkKTmFtZU1lLjc4MApOYW1lTWUuNzgxCk5hbWVNZS43ODIKTmFtZU1lLjc4MwpOYW1lTWUuNzg0Ck5hbWVNZS43ODUKTmFtZU1lLjc4NgpOYW1lTWUuNzg3Ck5hbWVNZS43ODgKTmFtZU1lLjc4OQpOYW1lTWUuNzkwCk5hbWVNZS43OTEKTmFtZU1lLjc5MgpOYW1lTWUuNzkzCk5hbWVNZS43OTQKTmFtZU1lLjc5NQpOYW1lTWUuNzk2Ck5hbWVNZS43OTcKTmFtZU1lLjc5OApOYW1lTWUuNzk5Ck5hbWVNZS44MDAKTmFtZU1lLjgwMQpOYW1lTWUuODAyCk5hbWVNZS44MDMKTmFtZU1lLjgwNApOYW1lTWUuODA1Ck5hbWVNZS44MDYKTmFtZU1lLjgwNwpOYW1lTWUuODA4Ck5hbWVNZS44MDkKTmFtZU1lLjgxMApOYW1lTWUuODExCk5hbWVNZS44MTIKTmFtZU1lLjgxMwpOYW1lTWUuODE0Ck5hbWVNZS44MTUKTmFtZU1lLjgxNgpOYW1lTWUuODE3Ck5hbWVNZS44MTgKTmFtZU1lLjgxOQpOYW1lTWUuODIwCk5hbWVNZS44MjEKTmFtZU1lLjgyMgpOYW1lTWUuODIzCk5hbWVNZS44MjQKTmFtZU1lLjgyNQpOYW1lTWUuODI2Ck5hbWVNZS44MjcKTmFtZU1lLjgyOApOYW1lTWUuODI5Ck5hbWVNZS44MzAKTmFtZU1lLjgzMQpOYW1lTWUuODMyCk5hbWVNZS44MzMKTmFtZU1lLjgzNApOYW1lTWUuODM1Ck5hbWVNZS44MzYKTmFtZU1lLjgzNwpOYW1lTWUuODM4Ck5hbWVNZS44MzkKTmFtZU1lLjg0MApOYW1lTWUuODQxCk5hbWVNZS44NDIKTmFtZU1lLjg0MwpOYW1lTWUuODQ0Ck5hbWVNZS44NDUKTmFtZU1lLjg0NgpOYW1lTWUuODQ3Ck5hbWVNZS44NDgKTmFtZU1lLjg0OQpOYW1lTWUuODUwCk5hbWVNZS44NTEKTmFtZU1lLjg1MgpOYW1lTWUuODUzCk5hbWVNZS44NTQKTmFtZU1lLjg1NQpOYW1lTWUuODU2Ck5hbWVNZS44NTcKTmFtZU1lLjg1OApOYW1lTWUuODU5Ck5hbWVNZS44NjAKTmFtZU1lLjg2MQpOYW1lTWUuODYyCk5hbWVNZS44NjMKTmFtZU1lLjg2NApOYW1lTWUuODY1Ck5hbWVNZS44NjYKTmFtZU1lLjg2NwpOYW1lTWUuODY4Ck5hbWVNZS44NjkKTmFtZU1lLjg3MApOYW1lTWUuODcxCk5hbWVNZS44NzIKTmFtZU1lLjg3MwpOYW1lTWUuODc0Ck5hbWVNZS44NzUKTmFtZU1lLjg3NgpOYW1lTWUuODc3Ck5hbWVNZS44NzgKTmFtZU1lLjg3OQpOYW1lTWUuODgwCk5hbWVNZS44ODEKTmFtZU1lLjg4MgpOYW1lTWUuODgzCk5hbWVNZS44ODQKTmFtZU1lLjg4NQpOYW1lTWUuODg2Ck5hbWVNZS44ODcKTmFtZU1lLjg4OApOYW1lTWUuODg5Ck5hbWVNZS44OTAKTmFtZU1lLjg5MQpOYW1lTWUuODkyCk5hbWVNZS44OTMKTmFtZU1lLjg5NApOYW1lTWUuODk1Ck5hbWVNZS44OTYKTmFtZU1lLjg5NwpOYW1lTWUuODk4Ck5hbWVNZS44OTkKTmFtZU1lLjkwMApOYW1lTWUuOTAxCk5hbWVNZS45MDIKTmFtZU1lLjkwMwpOYW1lTWUuOTA0Ck5hbWVNZS45MDUKTmFtZU1lLjkwNgpOYW1lTWUuOTA3Ck5hbWVNZS45MDgKTmFtZU1lLjkwOQpOYW1lTWUuOTEwCk5hbWVNZS45MTEKTmFtZU1lLjkxMgpOYW1lTWUuOTEzCk5hbWVNZS45MTQKTmFtZU1lLjkxNQpOYW1lTWUuOTE2Ck5hbWVNZS45MTcKTmFtZU1lLjkxOApOYW1lTWUuOTE5Ck5hbWVNZS45MjAKTmFtZU1lLjkyMQpOYW1lTWUuOTIyCk5hbWVNZS45MjMKTmFtZU1lLjkyNApOYW1lTWUuOTI1Ck5hbWVNZS45MjYKTmFtZU1lLjkyNwpOYW1lTWUuOTI4Ck5hbWVNZS45MjkKTmFtZU1lLjkzMApOYW1lTWUuOTMxCk5hbWVNZS45MzIKTmFtZU1lLjkzMwpOYW1lTWUuOTM0Ck5hbWVNZS45MzUKTmFtZU1lLjkzNgpOYW1lTWUuOTM3Ck5hbWVNZS45MzgKTmFtZU1lLjkzOQpOYW1lTWUuOTQwCk5hbWVNZS45NDEKTmFtZU1lLjk0MgpOYW1lTWUuOTQzCk5hbWVNZS45NDQKTmFtZU1lLjk0NQpOYW1lTWUuOTQ2Ck5hbWVNZS45NDcKTmFtZU1lLjk0OApOYW1lTWUuOTQ5Ck5hbWVNZS45NTAKTmFtZU1lLjk1MQpOYW1lTWUuOTUyCk5hbWVNZS45NTMKTmFtZU1lLjk1NApOYW1lTWUuOTU1Ck5hbWVNZS45NTYKTmFtZU1lLjk1NwpOYW1lTWUuOTU4Ck5hbWVNZS45NTkKTmFtZU1lLjk2MApOYW1lTWUuOTYxCk5hbWVNZS45NjIKTmFtZU1lLjk2MwpOYW1lTWUuOTY0Ck5hbWVNZS45NjUKTmFtZU1lLjk2NgpOYW1lTWUuOTY3Ck5hbWVNZS45NjgKTmFtZU1lLjk2OQpOYW1lTWUuOTcwCk5hbWVNZS45NzEKTmFtZU1lLjk3MgpOYW1lTWUuOTczCk5hbWVNZS45NzQKTmFtZU1lLjk3NQpOYW1lTWUuOTc2Ck5hbWVNZS45NzcKTmFtZU1lLjk3OApOYW1lTWUuOTc5Ck5hbWVNZS45ODAKTmFtZU1lLjk4MQpOYW1lTWUuOTgyCk5hbWVNZS45ODMKTmFtZU1lLjk4NApOYW1lTWUuOTg1Ck5hbWVNZS45ODYKTmFtZU1lLjk4NwpOYW1lTWUuOTg4Ck5hbWVNZS45ODkKTmFtZU1lLjk5MApOYW1lTWUuOTkxCk5hbWVNZS45OTIKTmFtZU1lLjk5MwpOYW1lTWUuOTk0Ck5hbWVNZS45OTUKTmFtZU1lLjk5NgpOYW1lTWUuOTk3Ck5hbWVNZS45OTgKTmFtZU1lLjk5OQtOYW1lTWUuMTAwMAtOYW1lTWUuMTAwMQtOYW1lTWUuMTAwMgtOYW1lTWUuMTAwMwtOYW1lTWUuMTAwNAtOYW1lTWUuMTAwNQtOYW1lTWUuMTAwNgtOYW1lTWUuMTAwNwtOYW1lTWUuMTAwOAtOYW1lTWUuMTAwOQtOYW1lTWUuMTAxMAtOYW1lTWUuMTAxMQtOYW1lTWUuMTAxMgtOYW1lTWUuMTAxMwtOYW1lTWUuMTAxNAtOYW1lTWUuMTAxNQtOYW1lTWUuMTAxNgtOYW1lTWUuMTAxNwtOYW1lTWUuMTAxOAtOYW1lTWUuMTAxOQtOYW1lTWUuMTAyMAtOYW1lTWUuMTAyMQtOYW1lTWUuMTAyMgtOYW1lTWUuMTAyMwtOYW1lTWUuMTAyNAtOYW1lTWUuMTAyNQtOYW1lTWUuMTAyNgtOYW1lTWUuMTAyNwtOYW1lTWUuMTAyOAtOYW1lTWUuMTAyOQtOYW1lTWUuMTAzMAtOYW1lTWUuMTAzMQtOYW1lTWUuMTAzMgtOYW1lTWUuMTAzMwtOYW1lTWUuMTAzNAtOYW1lTWUuMTAzNQtOYW1lTWUuMTAzNgtOYW1lTWUuMTAzNwtOYW1lTWUuMTAzOAtOYW1lTWUuMTAzOQtOYW1lTWUuMTA0MAtOYW1lTWUuMTA0MQtOYW1lTWUuMTA0MgtOYW1lTWUuMTA0MwtOYW1lTWUuMTA0NAtOYW1lTWUuMTA0NQtOYW1lTWUuMTA0NgtOYW1lTWUuMTA0NwtOYW1lTWUuMTA0OAtOYW1lTWUuMTA0OQtOYW1lTWUuMTA1MAtOYW1lTWUuMTA1MQtOYW1lTWUuMTA1MgtOYW1lTWUuMTA1MwtOYW1lTWUuMTA1NAtOYW1lTWUuMTA1NQtOYW1lTWUuMTA1NgtOYW1lTWUuMTA1NwtOYW1lTWUuMTA1OAtOYW1lTWUuMTA1OQtOYW1lTWUuMTA2MAtOYW1lTWUuMTA2MQtOYW1lTWUuMTA2MgtOYW1lTWUuMTA2MwtOYW1lTWUuMTA2NAtOYW1lTWUuMTA2NQtOYW1lTWUuMTA2NgtOYW1lTWUuMTA2NwtOYW1lTWUuMTA2OAtOYW1lTWUuMTA2OQtOYW1lTWUuMTA3MAtOYW1lTWUuMTA3MQtOYW1lTWUuMTA3MgtOYW1lTWUuMTA3MwtOYW1lTWUuMTA3NAtOYW1lTWUuMTA3NQtOYW1lTWUuMTA3NgtOYW1lTWUuMTA3NwtOYW1lTWUuMTA3OAtOYW1lTWUuMTA3OQtOYW1lTWUuMTA4MAtOYW1lTWUuMTA4MQtOYW1lTWUuMTA4MgtOYW1lTWUuMTA4MwtOYW1lTWUuMTA4NAtOYW1lTWUuMTA4NQtOYW1lTWUuMTA4NgtOYW1lTWUuMTA4NwtOYW1lTWUuMTA4OAtOYW1lTWUuMTA4OQtOYW1lTWUuMTA5MAtOYW1lTWUuMTA5MQtOYW1lTWUuMTA5MgtOYW1lTWUuMTA5MwtOYW1lTWUuMTA5NAtOYW1lTWUuMTA5NQtOYW1lTWUuMTA5NgtOYW1lTWUuMTA5NwtOYW1lTWUuMTA5OAtOYW1lTWUuMTA5OQtOYW1lTWUuMTEwMAtOYW1lTWUuMTEwMQtOYW1lTWUuMTEwMgtOYW1lTWUuMTEwMwtOYW1lTWUuMTEwNAtOYW1lTWUuMTEwNQtOYW1lTWUuMTEwNgtOYW1lTWUuMTEwNwtOYW1lTWUuMTEwOAtOYW1lTWUuMTEwOQtOYW1lTWUuMTExMAtOYW1lTWUuMTExMQtOYW1lTWUuMTExMgtOYW1lTWUuMTExMwtOYW1lTWUuMTExNAtOYW1lTWUuMTExNQtOYW1lTWUuMTExNgtOYW1lTWUuMTExNwtOYW1lTWUuMTExOAtOYW1lTWUuMTExOQtOYW1lTWUuMTEyMAtOYW1lTWUuMTEyMQtOYW1lTWUuMTEyMgtOYW1lTWUuMTEyMwtOYW1lTWUuMTEyNAtOYW1lTWUuMTEyNQtOYW1lTWUuMTEyNgtOYW1lTWUuMTEyNwtOYW1lTWUuMTEyOAtOYW1lTWUuMTEyOQtOYW1lTWUuMTEzMAtOYW1lTWUuMTEzMQtOYW1lTWUuMTEzMgtOYW1lTWUuMTEzMwtOYW1lTWUuMTEzNAtOYW1lTWUuMTEzNQtOYW1lTWUuMTEzNgtOYW1lTWUuMTEzNwtOYW1lTWUuMTEzOAtOYW1lTWUuMTEzOQtOYW1lTWUuMTE0MAtOYW1lTWUuMTE0MQtOYW1lTWUuMTE0MgtOYW1lTWUuMTE0MwtOYW1lTWUuMTE0NAtOYW1lTWUuMTE0NQtOYW1lTWUuMTE0NgtOYW1lTWUuMTE0NwtOYW1lTWUuMTE0OAtOYW1lTWUuMTE0OQtOYW1lTWUuMTE1MAtOYW1lTWUuMTE1MQtOYW1lTWUuMTE1MgtOYW1lTWUuMTE1MwtOYW1lTWUuMTE1NAtOYW1lTWUuMTE1NQtOYW1lTWUuMTE1NgtOYW1lTWUuMTE1NwtOYW1lTWUuMTE1OAtOYW1lTWUuMTE1OQtOYW1lTWUuMTE2MAtOYW1lTWUuMTE2MQtOYW1lTWUuMTE2MgtOYW1lTWUuMTE2MwtOYW1lTWUuMTE2NAtOYW1lTWUuMTE2NQtOYW1lTWUuMTE2NgtOYW1lTWUuMTE2NwtOYW1lTWUuMTE2OAtOYW1lTWUuMTE2OQtOYW1lTWUuMTE3MAtOYW1lTWUuMTE3MQtOYW1lTWUuMTE3MgtOYW1lTWUuMTE3MwtOYW1lTWUuMTE3NAtOYW1lTWUuMTE3NQtOYW1lTWUuMTE3NgtOYW1lTWUuMTE3NwtOYW1lTWUuMTE3OAtOYW1lTWUuMTE3OQtOYW1lTWUuMTE4MAtOYW1lTWUuMTE4MQtOYW1lTWUuMTE4MgtOYW1lTWUuMTE4MwtOYW1lTWUuMTE4NAtOYW1lTWUuMTE4NQtOYW1lTWUuMTE4NgtOYW1lTWUuMTE4NwtOYW1lTWUuMTE4OAtOYW1lTWUuMTE4OQtOYW1lTWUuMTE5MAtOYW1lTWUuMTE5MQtOYW1lTWUuMTE5MgtOYW1lTWUuMTE5MwtOYW1lTWUuMTE5NAtOYW1lTWUuMTE5NQtOYW1lTWUuMTE5NgtOYW1lTWUuMTE5NwtOYW1lTWUuMTE5OAtOYW1lTWUuMTE5OQtOYW1lTWUuMTIwMAtOYW1lTWUuMTIwMQtOYW1lTWUuMTIwMgtOYW1lTWUuMTIwMwtOYW1lTWUuMTIwNAtOYW1lTWUuMTIwNQtOYW1lTWUuMTIwNgtOYW1lTWUuMTIwNwtOYW1lTWUuMTIwOAtOYW1lTWUuMTIwOQtOYW1lTWUuMTIxMAtOYW1lTWUuMTIxMQtOYW1lTWUuMTIxMgtOYW1lTWUuMTIxMwtOYW1lTWUuMTIxNAtOYW1lTWUuMTIxNQtOYW1lTWUuMTIxNgtOYW1lTWUuMTIxNwtOYW1lTWUuMTIxOAtOYW1lTWUuMTIxOQtOYW1lTWUuMTIyMAtOYW1lTWUuMTIyMQtOYW1lTWUuMTIyMgtOYW1lTWUuMTIyMwtOYW1lTWUuMTIyNAtOYW1lTWUuMTIyNQtOYW1lTWUuMTIyNgtOYW1lTWUuMTIyNwtOYW1lTWUuMTIyOAtOYW1lTWUuMTIyOQtOYW1lTWUuMTIzMAtOYW1lTWUuMTIzMQtOYW1lTWUuMTIzMgtOYW1lTWUuMTIzMwtOYW1lTWUuMTIzNAtOYW1lTWUuMTIzNQtOYW1lTWUuMTIzNgtOYW1lTWUuMTIzNwtOYW1lTWUuMTIzOAtOYW1lTWUuMTIzOQtOYW1lTWUuMTI0MAtOYW1lTWUuMTI0MQtOYW1lTWUuMTI0MgtOYW1lTWUuMTI0MwtOYW1lTWUuMTI0NAtOYW1lTWUuMTI0NQtOYW1lTWUuMTI0NgtOYW1lTWUuMTI0NwtOYW1lTWUuMTI0OAtOYW1lTWUuMTI0OQtOYW1lTWUuMTI1MAtOYW1lTWUuMTI1MQtOYW1lTWUuMTI1MgtOYW1lTWUuMTI1MwtOYW1lTWUuMTI1NAtOYW1lTWUuMTI1NQtOYW1lTWUuMTI1NgtOYW1lTWUuMTI1NwtOYW1lTWUuMTI1OAtOYW1lTWUuMTI1OQtOYW1lTWUuMTI2MAtOYW1lTWUuMTI2MQtOYW1lTWUuMTI2MgtOYW1lTWUuMTI2MwtOYW1lTWUuMTI2NAtOYW1lTWUuMTI2NQtOYW1lTWUuMTI2NgtOYW1lTWUuMTI2NwtOYW1lTWUuMTI2OAtOYW1lTWUuMTI2OQtOYW1lTWUuMTI3MAtOYW1lTWUuMTI3MQtOYW1lTWUuMTI3MgtOYW1lTWUuMTI3MwtOYW1lTWUuMTI3NAtOYW1lTWUuMTI3NQtOYW1lTWUuMTI3NgtOYW1lTWUuMTI3NwtOYW1lTWUuMTI3OAtOYW1lTWUuMTI3OQtOYW1lTWUuMTI4MAtOYW1lTWUuMTI4MQtOYW1lTWUuMTI4MgtOYW1lTWUuMTI4MwtOYW1lTWUuMTI4NAtOYW1lTWUuMTI4NQtOYW1lTWUuMTI4NgtOYW1lTWUuMTI4NwtOYW1lTWUuMTI4OAtOYW1lTWUuMTI4OQtOYW1lTWUuMTI5MAtOYW1lTWUuMTI5MQtOYW1lTWUuMTI5MgtOYW1lTWUuMTI5MwtOYW1lTWUuMTI5NAtOYW1lTWUuMTI5NQtOYW1lTWUuMTI5NgtOYW1lTWUuMTI5NwtOYW1lTWUuMTI5OAtOYW1lTWUuMTI5OQtOYW1lTWUuMTMwMAtOYW1lTWUuMTMwMQtOYW1lTWUuMTMwMgtOYW1lTWUuMTMwMwtOYW1lTWUuMTMwNAtOYW1lTWUuMTMwNQtOYW1lTWUuMTMwNgtOYW1lTWUuMTMwNwtOYW1lTWUuMTMwOAtOYW1lTWUuMTMwOQtOYW1lTWUuMTMxMAtOYW1lTWUuMTMxMQtOYW1lTWUuMTMxMgtOYW1lTWUuMTMxMwtOYW1lTWUuMTMxNAtOYW1lTWUuMTMxNQtOYW1lTWUuMTMxNgtOYW1lTWUuMTMxNwtOYW1lTWUuMTMxOAtOYW1lTWUuMTMxOQtOYW1lTWUuMTMyMAtOYW1lTWUuMTMyMQtOYW1lTWUuMTMyMgtOYW1lTWUuMTMyMwtOYW1lTWUuMTMyNAtOYW1lTWUuMTMyNQtOYW1lTWUuMTMyNgtOYW1lTWUuMTMyNwtOYW1lTWUuMTMyOAtOYW1lTWUuMTMyOQtOYW1lTWUuMTMzMAtOYW1lTWUuMTMzMQtOYW1lTWUuMTMzMgtOYW1lTWUuMTMzMwtOYW1lTWUuMTMzNAtOYW1lTWUuMTMzNQtOYW1lTWUuMTMzNgtOYW1lTWUuMTMzNwtOYW1lTWUuMTMzOAtOYW1lTWUuMTMzOQtOYW1lTWUuMTM0MAtOYW1lTWUuMTM0MQtOYW1lTWUuMTM0MgtOYW1lTWUuMTM0MwtOYW1lTWUuMTM0NAtOYW1lTWUuMTM0NQtOYW1lTWUuMTM0NgtOYW1lTWUuMTM0NwtOYW1lTWUuMTM0OAtOYW1lTWUuMTM0OQtOYW1lTWUuMTM1MAtOYW1lTWUuMTM1MQtOYW1lTWUuMTM1MgtOYW1lTWUuMTM1MwtOYW1lTWUuMTM1NAtOYW1lTWUuMTM1NQtOYW1lTWUuMTM1NgtOYW1lTWUuMTM1NwtOYW1lTWUuMTM1OAtOYW1lTWUuMTM1OQtOYW1lTWUuMTM2MAtOYW1lTWUuMTM2MQtOYW1lTWUuMTM2MgtOYW1lTWUuMTM2MwtOYW1lTWUuMTM2NAtOYW1lTWUuMTM2NQtOYW1lTWUuMTM2NgtOYW1lTWUuMTM2NwtOYW1lTWUuMTM2OAtOYW1lTWUuMTM2OQtOYW1lTWUuMTM3MAtOYW1lTWUuMTM3MQtOYW1lTWUuMTM3MgtOYW1lTWUuMTM3MwtOYW1lTWUuMTM3NAtOYW1lTWUuMTM3NQtOYW1lTWUuMTM3NgtOYW1lTWUuMTM3NwtOYW1lTWUuMTM3OAtOYW1lTWUuMTM3OQtOYW1lTWUuMTM4MAtOYW1lTWUuMTM4MQtOYW1lTWUuMTM4MgtOYW1lTWUuMTM4MwtOYW1lTWUuMTM4NAtOYW1lTWUuMTM4NQtOYW1lTWUuMTM4NgtOYW1lTWUuMTM4NwtOYW1lTWUuMTM4OAtOYW1lTWUuMTM4OQtOYW1lTWUuMTM5MAtOYW1lTWUuMTM5MQtOYW1lTWUuMTM5MgtOYW1lTWUuMTM5MwtOYW1lTWUuMTM5NAtOYW1lTWUuMTM5NQtOYW1lTWUuMTM5NgtOYW1lTWUuMTM5NwtOYW1lTWUuMTM5OAtOYW1lTWUuMTM5OQtOYW1lTWUuMTQwMAtOYW1lTWUuMTQwMQtOYW1lTWUuMTQwMgtOYW1lTWUuMTQwMwtOYW1lTWUuMTQwNAtOYW1lTWUuMTQwNQtOYW1lTWUuMTQwNgtOYW1lTWUuMTQwNwtOYW1lTWUuMTQwOAtOYW1lTWUuMTQwOQtOYW1lTWUuMTQxMAtOYW1lTWUuMTQxMQtOYW1lTWUuMTQxMgtOYW1lTWUuMTQxMwtOYW1lTWUuMTQxNAtOYW1lTWUuMTQxNQtOYW1lTWUuMTQxNgtOYW1lTWUuMTQxNwtOYW1lTWUuMTQxOAtOYW1lTWUuMTQxOQtOYW1lTWUuMTQyMAtOYW1lTWUuMTQyMQtOYW1lTWUuMTQyMgtOYW1lTWUuMTQyMwtOYW1lTWUuMTQyNAtOYW1lTWUuMTQyNQtOYW1lTWUuMTQyNgtOYW1lTWUuMTQyNwtOYW1lTWUuMTQyOAtOYW1lTWUuMTQyOQtOYW1lTWUuMTQzMAtOYW1lTWUuMTQzMQtOYW1lTWUuMTQzMgtOYW1lTWUuMTQzMwtOYW1lTWUuMTQzNAtOYW1lTWUuMTQzNQtOYW1lTWUuMTQzNgtOYW1lTWUuMTQzNwtOYW1lTWUuMTQzOAtOYW1lTWUuMTQzOQtOYW1lTWUuMTQ0MAtOYW1lTWUuMTQ0MQtOYW1lTWUuMTQ0MgtOYW1lTWUuMTQ0MwtOYW1lTWUuMTQ0NAtOYW1lTWUuMTQ0NQtOYW1lTWUuMTQ0NgtOYW1lTWUuMTQ0NwtOYW1lTWUuMTQ0OAtOYW1lTWUuMTQ0OQtOYW1lTWUuMTQ1MAtOYW1lTWUuMTQ1MQtOYW1lTWUuMTQ1MgtOYW1lTWUuMTQ1MwtOYW1lTWUuMTQ1NAtOYW1lTWUuMTQ1NQtOYW1lTWUuMTQ1NgtOYW1lTWUuMTQ1NwtOYW1lTWUuMTQ1OAtOYW1lTWUuMTQ1OQtOYW1lTWUuMTQ2MAtOYW1lTWUuMTQ2MQtOYW1lTWUuMTQ2MgtOYW1lTWUuMTQ2MwtOYW1lTWUuMTQ2NAtOYW1lTWUuMTQ2NQtOYW1lTWUuMTQ2NgtOYW1lTWUuMTQ2NwtOYW1lTWUuMTQ2OAtOYW1lTWUuMTQ2OQtOYW1lTWUuMTQ3MAtOYW1lTWUuMTQ3MQtOYW1lTWUuMTQ3MgtOYW1lTWUuMTQ3MwtOYW1lTWUuMTQ3NAtOYW1lTWUuMTQ3NQtOYW1lTWUuMTQ3NgtOYW1lTWUuMTQ3NwtOYW1lTWUuMTQ3OAtOYW1lTWUuMTQ3OQtOYW1lTWUuMTQ4MAtOYW1lTWUuMTQ4MQtOYW1lTWUuMTQ4MgtOYW1lTWUuMTQ4MwtOYW1lTWUuMTQ4NAtOYW1lTWUuMTQ4NQtOYW1lTWUuMTQ4NgtOYW1lTWUuMTQ4NwtOYW1lTWUuMTQ4OAtOYW1lTWUuMTQ4OQtOYW1lTWUuMTQ5MAtOYW1lTWUuMTQ5MQtOYW1lTWUuMTQ5MgtOYW1lTWUuMTQ5MwtOYW1lTWUuMTQ5NAtOYW1lTWUuMTQ5NQtOYW1lTWUuMTQ5NgtOYW1lTWUuMTQ5NwtOYW1lTWUuMTQ5OAtOYW1lTWUuMTQ5OQtOYW1lTWUuMTUwMAtOYW1lTWUuMTUwMQtOYW1lTWUuMTUwMgtOYW1lTWUuMTUwMwtOYW1lTWUuMTUwNAtOYW1lTWUuMTUwNQtOYW1lTWUuMTUwNgtOYW1lTWUuMTUwNwtOYW1lTWUuMTUwOAtOYW1lTWUuMTUwOQtOYW1lTWUuMTUxMAtOYW1lTWUuMTUxMQtOYW1lTWUuMTUxMgtOYW1lTWUuMTUxMwtOYW1lTWUuMTUxNAtOYW1lTWUuMTUxNQtOYW1lTWUuMTUxNgtOYW1lTWUuMTUxNwtOYW1lTWUuMTUxOAtOYW1lTWUuMTUxOQtOYW1lTWUuMTUyMAtOYW1lTWUuMTUyMQtOYW1lTWUuMTUyMgtOYW1lTWUuMTUyMwtOYW1lTWUuMTUyNAtOYW1lTWUuMTUyNQtOYW1lTWUuMTUyNgtOYW1lTWUuMTUyNwtOYW1lTWUuMTUyOAtOYW1lTWUuMTUyOQtOYW1lTWUuMTUzMAtOYW1lTWUuMTUzMQtOYW1lTWUuMTUzMgtOYW1lTWUuMTUzMwtOYW1lTWUuMTUzNAtOYW1lTWUuMTUzNQtOYW1lTWUuMTUzNgtOYW1lTWUuMTUzNwtOYW1lTWUuMTUzOAtOYW1lTWUuMTUzOQtOYW1lTWUuMTU0MAtOYW1lTWUuMTU0MQtOYW1lTWUuMTU0MgtOYW1lTWUuMTU0MwtOYW1lTWUuMTU0NAtOYW1lTWUuMTU0NQtOYW1lTWUuMTU0NgtOYW1lTWUuMTU0NwtOYW1lTWUuMTU0OAtOYW1lTWUuMTU0OQtOYW1lTWUuMTU1MAtOYW1lTWUuMTU1MQtOYW1lTWUuMTU1MgtOYW1lTWUuMTU1MwtOYW1lTWUuMTU1NAtOYW1lTWUuMTU1NQtOYW1lTWUuMTU1NgtOYW1lTWUuMTU1NwtOYW1lTWUuMTU1OAtOYW1lTWUuMTU1OQtOYW1lTWUuMTU2MAtOYW1lTWUuMTU2MQtOYW1lTWUuMTU2MgtOYW1lTWUuMTU2MwtOYW1lTWUuMTU2NAtOYW1lTWUuMTU2NQtOYW1lTWUuMTU2NgtOYW1lTWUuMTU2NwtOYW1lTWUuMTU2OAtOYW1lTWUuMTU2OQtOYW1lTWUuMTU3MAtOYW1lTWUuMTU3MQtOYW1lTWUuMTU3MgtOYW1lTWUuMTU3MwtOYW1lTWUuMTU3NAtOYW1lTWUuMTU3NQtOYW1lTWUuMTU3NgtOYW1lTWUuMTU3NwtOYW1lTWUuMTU3OAtOYW1lTWUuMTU3OQtOYW1lTWUuMTU4MAtOYW1lTWUuMTU4MQtOYW1lTWUuMTU4MgtOYW1lTWUuMTU4MwtOYW1lTWUuMTU4NAtOYW1lTWUuMTU4NQtOYW1lTWUuMTU4NgtOYW1lTWUuMTU4NwtOYW1lTWUuMTU4OAtOYW1lTWUuMTU4OQtOYW1lTWUuMTU5MAtOYW1lTWUuMTU5MQtOYW1lTWUuMTU5MgtOYW1lTWUuMTU5MwtOYW1lTWUuMTU5NAtOYW1lTWUuMTU5NQtOYW1lTWUuMTU5NgtOYW1lTWUuMTU5NwtOYW1lTWUuMTU5OAtOYW1lTWUuMTU5OQtOYW1lTWUuMTYwMAtOYW1lTWUuMTYwMQtOYW1lTWUuMTYwMgtOYW1lTWUuMTYwMwtOYW1lTWUuMTYwNAtOYW1lTWUuMTYwNQtOYW1lTWUuMTYwNgtOYW1lTWUuMTYwNwtOYW1lTWUuMTYwOAtOYW1lTWUuMTYwOQtOYW1lTWUuMTYxMAtOYW1lTWUuMTYxMQtOYW1lTWUuMTYxMgtOYW1lTWUuMTYxMwtOYW1lTWUuMTYxNAtOYW1lTWUuMTYxNQtOYW1lTWUuMTYxNgtOYW1lTWUuMTYxNwtOYW1lTWUuMTYxOAtOYW1lTWUuMTYxOQtOYW1lTWUuMTYyMAtOYW1lTWUuMTYyMQtOYW1lTWUuMTYyMgtOYW1lTWUuMTYyMwtOYW1lTWUuMTYyNAtOYW1lTWUuMTYyNQtOYW1lTWUuMTYyNgtOYW1lTWUuMTYyNwtOYW1lTWUuMTYyOAtOYW1lTWUuMTYyOQtOYW1lTWUuMTYzMAtOYW1lTWUuMTYzMQtOYW1lTWUuMTYzMgtOYW1lTWUuMTYzMwtOYW1lTWUuMTYzNAtOYW1lTWUuMTYzNQtOYW1lTWUuMTYzNgtOYW1lTWUuMTYzNwtOYW1lTWUuMTYzOAtOYW1lTWUuMTYzOQtOYW1lTWUuMTY0MAtOYW1lTWUuMTY0MQtOYW1lTWUuMTY0MgtOYW1lTWUuMTY0MwtOYW1lTWUuMTY0NAtOYW1lTWUuMTY0NQtOYW1lTWUuMTY0NgtOYW1lTWUuMTY0NwtOYW1lTWUuMTY0OAtOYW1lTWUuMTY0OQtOYW1lTWUuMTY1MAtOYW1lTWUuMTY1MQtOYW1lTWUuMTY1MgtOYW1lTWUuMTY1MwtOYW1lTWUuMTY1NAtOYW1lTWUuMTY1NQtOYW1lTWUuMTY1NgtOYW1lTWUuMTY1NwtOYW1lTWUuMTY1OAtOYW1lTWUuMTY1OQtOYW1lTWUuMTY2MAtOYW1lTWUuMTY2MQtOYW1lTWUuMTY2MgtOYW1lTWUuMTY2MwtOYW1lTWUuMTY2NAtOYW1lTWUuMTY2NQtOYW1lTWUuMTY2NgtOYW1lTWUuMTY2NwtOYW1lTWUuMTY2OAtOYW1lTWUuMTY2OQtOYW1lTWUuMTY3MAtOYW1lTWUuMTY3MQtOYW1lTWUuMTY3MgtOYW1lTWUuMTY3MwtOYW1lTWUuMTY3NAtOYW1lTWUuMTY3NQtOYW1lTWUuMTY3NgtOYW1lTWUuMTY3NwtOYW1lTWUuMTY3OAtOYW1lTWUuMTY3OQtOYW1lTWUuMTY4MAtOYW1lTWUuMTY4MQtOYW1lTWUuMTY4MgtOYW1lTWUuMTY4MwtOYW1lTWUuMTY4NAtOYW1lTWUuMTY4NQtOYW1lTWUuMTY4NgtOYW1lTWUuMTY4NwtOYW1lTWUuMTY4OAtOYW1lTWUuMTY4OQtOYW1lTWUuMTY5MAtOYW1lTWUuMTY5MQtOYW1lTWUuMTY5MgtOYW1lTWUuMTY5MwtOYW1lTWUuMTY5NAtOYW1lTWUuMTY5NQtOYW1lTWUuMTY5NgtOYW1lTWUuMTY5NwtOYW1lTWUuMTY5OAtOYW1lTWUuMTY5OQtOYW1lTWUuMTcwMAtOYW1lTWUuMTcwMQtOYW1lTWUuMTcwMgtOYW1lTWUuMTcwMwtOYW1lTWUuMTcwNAtOYW1lTWUuMTcwNQtOYW1lTWUuMTcwNgtOYW1lTWUuMTcwNwtOYW1lTWUuMTcwOAtOYW1lTWUuMTcwOQtOYW1lTWUuMTcxMAtOYW1lTWUuMTcxMQtOYW1lTWUuMTcxMgtOYW1lTWUuMTcxMwtOYW1lTWUuMTcxNAtOYW1lTWUuMTcxNQtOYW1lTWUuMTcxNgtOYW1lTWUuMTcxNwtOYW1lTWUuMTcxOAtOYW1lTWUuMTcxOQtOYW1lTWUuMTcyMAtOYW1lTWUuMTcyMQtOYW1lTWUuMTcyMgtOYW1lTWUuMTcyMwtOYW1lTWUuMTcyNAtOYW1lTWUuMTcyNQtOYW1lTWUuMTcyNgtOYW1lTWUuMTcyNwtOYW1lTWUuMTcyOAtOYW1lTWUuMTcyOQtOYW1lTWUuMTczMAtOYW1lTWUuMTczMQtOYW1lTWUuMTczMgtOYW1lTWUuMTczMwtOYW1lTWUuMTczNAtOYW1lTWUuMTczNQtOYW1lTWUuMTczNgtOYW1lTWUuMTczNwtOYW1lTWUuMTczOAtOYW1lTWUuMTczOQtOYW1lTWUuMTc0MAtOYW1lTWUuMTc0MQtOYW1lTWUuMTc0MgtOYW1lTWUuMTc0MwtOYW1lTWUuMTc0NAtOYW1lTWUuMTc0NQtOYW1lTWUuMTc0NgtOYW1lTWUuMTc0NwtOYW1lTWUuMTc0OAtOYW1lTWUuMTc0OQtOYW1lTWUuMTc1MAtOYW1lTWUuMTc1MQtOYW1lTWUuMTc1MgtOYW1lTWUuMTc1MwtOYW1lTWUuMTc1NAtOYW1lTWUuMTc1NQtOYW1lTWUuMTc1NgtOYW1lTWUuMTc1NwtOYW1lTWUuMTc1OAtOYW1lTWUuMTc1OQtOYW1lTWUuMTc2MAtOYW1lTWUuMTc2MQtOYW1lTWUuMTc2MgtOYW1lTWUuMTc2MwtOYW1lTWUuMTc2NAtOYW1lTWUuMTc2NQtOYW1lTWUuMTc2NgtOYW1lTWUuMTc2NwtOYW1lTWUuMTc2OAtOYW1lTWUuMTc2OQtOYW1lTWUuMTc3MAtOYW1lTWUuMTc3MQtOYW1lTWUuMTc3MgtOYW1lTWUuMTc3MwtOYW1lTWUuMTc3NAtOYW1lTWUuMTc3NQtOYW1lTWUuMTc3NgtOYW1lTWUuMTc3NwtOYW1lTWUuMTc3OAtOYW1lTWUuMTc3OQtOYW1lTWUuMTc4MAtOYW1lTWUuMTc4MQtOYW1lTWUuMTc4MgtOYW1lTWUuMTc4MwtOYW1lTWUuMTc4NAtOYW1lTWUuMTc4NQtOYW1lTWUuMTc4NgtOYW1lTWUuMTc4NwtOYW1lTWUuMTc4OAtOYW1lTWUuMTc4OQtOYW1lTWUuMTc5MAtOYW1lTWUuMTc5MQtOYW1lTWUuMTc5MgtOYW1lTWUuMTc5MwtOYW1lTWUuMTc5NAtOYW1lTWUuMTc5NQtOYW1lTWUuMTc5NgtOYW1lTWUuMTc5NwtOYW1lTWUuMTc5OAtOYW1lTWUuMTc5OQtOYW1lTWUuMTgwMAtOYW1lTWUuMTgwMQtOYW1lTWUuMTgwMgtOYW1lTWUuMTgwMwtOYW1lTWUuMTgwNAtOYW1lTWUuMTgwNQtOYW1lTWUuMTgwNgtOYW1lTWUuMTgwNwtOYW1lTWUuMTgwOAtOYW1lTWUuMTgwOQtOYW1lTWUuMTgxMAtOYW1lTWUuMTgxMQtOYW1lTWUuMTgxMgtOYW1lTWUuMTgxMwtOYW1lTWUuMTgxNAtOYW1lTWUuMTgxNQtOYW1lTWUuMTgxNgtOYW1lTWUuMTgxNwtOYW1lTWUuMTgxOAtOYW1lTWUuMTgxOQtOYW1lTWUuMTgyMAtOYW1lTWUuMTgyMQtOYW1lTWUuMTgyMgtOYW1lTWUuMTgyMwtOYW1lTWUuMTgyNAtOYW1lTWUuMTgyNQtOYW1lTWUuMTgyNgtOYW1lTWUuMTgyNwtOYW1lTWUuMTgyOAtOYW1lTWUuMTgyOQtOYW1lTWUuMTgzMAtOYW1lTWUuMTgzMQtOYW1lTWUuMTgzMgtOYW1lTWUuMTgzMwtOYW1lTWUuMTgzNAtOYW1lTWUuMTgzNQtOYW1lTWUuMTgzNgtOYW1lTWUuMTgzNwtOYW1lTWUuMTgzOAtOYW1lTWUuMTgzOQtOYW1lTWUuMTg0MAtOYW1lTWUuMTg0MQtOYW1lTWUuMTg0MgtOYW1lTWUuMTg0MwtOYW1lTWUuMTg0NAtOYW1lTWUuMTg0NQtOYW1lTWUuMTg0NgtOYW1lTWUuMTg0NwtOYW1lTWUuMTg0OAtOYW1lTWUuMTg0OQtOYW1lTWUuMTg1MAtOYW1lTWUuMTg1MQtOYW1lTWUuMTg1MgtOYW1lTWUuMTg1MwtOYW1lTWUuMTg1NAtOYW1lTWUuMTg1NQtOYW1lTWUuMTg1NgtOYW1lTWUuMTg1NwtOYW1lTWUuMTg1OAtOYW1lTWUuMTg1OQtOYW1lTWUuMTg2MAtOYW1lTWUuMTg2MQtOYW1lTWUuMTg2MgtOYW1lTWUuMTg2MwtOYW1lTWUuMTg2NAtOYW1lTWUuMTg2NQtOYW1lTWUuMTg2NgtOYW1lTWUuMTg2NwtOYW1lTWUuMTg2OAtOYW1lTWUuMTg2OQtOYW1lTWUuMTg3MAtOYW1lTWUuMTg3MQtOYW1lTWUuMTg3MgtOYW1lTWUuMTg3MwtOYW1lTWUuMTg3NAtOYW1lTWUuMTg3NQtOYW1lTWUuMTg3NgtOYW1lTWUuMTg3NwtOYW1lTWUuMTg3OAtOYW1lTWUuMTg3OQtOYW1lTWUuMTg4MAtOYW1lTWUuMTg4MQtOYW1lTWUuMTg4MgtOYW1lTWUuMTg4MwtOYW1lTWUuMTg4NAtOYW1lTWUuMTg4NQtOYW1lTWUuMTg4NgtOYW1lTWUuMTg4NwtOYW1lTWUuMTg4OAtOYW1lTWUuMTg4OQtOYW1lTWUuMTg5MAtOYW1lTWUuMTg5MQtOYW1lTWUuMTg5MgtOYW1lTWUuMTg5MwtOYW1lTWUuMTg5NAtOYW1lTWUuMTg5NQtOYW1lTWUuMTg5NgtOYW1lTWUuMTg5NwtOYW1lTWUuMTg5OAtOYW1lTWUuMTg5OQtOYW1lTWUuMTkwMAtOYW1lTWUuMTkwMQtOYW1lTWUuMTkwMgtOYW1lTWUuMTkwMwtOYW1lTWUuMTkwNAtOYW1lTWUuMTkwNQtOYW1lTWUuMTkwNgtOYW1lTWUuMTkwNwtOYW1lTWUuMTkwOAtOYW1lTWUuMTkwOQtOYW1lTWUuMTkxMAtOYW1lTWUuMTkxMQtOYW1lTWUuMTkxMgtOYW1lTWUuMTkxMwtOYW1lTWUuMTkxNAtOYW1lTWUuMTkxNQtOYW1lTWUuMTkxNgtOYW1lTWUuMTkxNwtOYW1lTWUuMTkxOAtOYW1lTWUuMTkxOQtOYW1lTWUuMTkyMAtOYW1lTWUuMTkyMQtOYW1lTWUuMTkyMgtOYW1lTWUuMTkyMwtOYW1lTWUuMTkyNAtOYW1lTWUuMTkyNQtOYW1lTWUuMTkyNgtOYW1lTWUuMTkyNwtOYW1lTWUuMTkyOAtOYW1lTWUuMTkyOQtOYW1lTWUuMTkzMAtOYW1lTWUuMTkzMQtOYW1lTWUuMTkzMgtOYW1lTWUuMTkzMwtOYW1lTWUuMTkzNAtOYW1lTWUuMTkzNQtOYW1lTWUuMTkzNgtOYW1lTWUuMTkzNwtOYW1lTWUuMTkzOAtOYW1lTWUuMTkzOQtOYW1lTWUuMTk0MAtOYW1lTWUuMTk0MQtOYW1lTWUuMTk0MgtOYW1lTWUuMTk0MwtOYW1lTWUuMTk0NAtOYW1lTWUuMTk0NQtOYW1lTWUuMTk0NgtOYW1lTWUuMTk0NwtOYW1lTWUuMTk0OAtOYW1lTWUuMTk0OQtOYW1lTWUuMTk1MAtOYW1lTWUuMTk1MQtOYW1lTWUuMTk1MgtOYW1lTWUuMTk1MwtOYW1lTWUuMTk1NAtOYW1lTWUuMTk1NQtOYW1lTWUuMTk1NgtOYW1lTWUuMTk1NwtOYW1lTWUuMTk1OAtOYW1lTWUuMTk1OQtOYW1lTWUuMTk2MAtOYW1lTWUuMTk2MQtOYW1lTWUuMTk2MgtOYW1lTWUuMTk2MwtOYW1lTWUuMTk2NAtOYW1lTWUuMTk2NQtOYW1lTWUuMTk2NgtOYW1lTWUuMTk2NwtOYW1lTWUuMTk2OAtOYW1lTWUuMTk2OQtOYW1lTWUuMTk3MAtOYW1lTWUuMTk3MQtOYW1lTWUuMTk3MgtOYW1lTWUuMTk3MwtOYW1lTWUuMTk3NAtOYW1lTWUuMTk3NQtOYW1lTWUuMTk3NgtOYW1lTWUuMTk3NwtOYW1lTWUuMTk3OAtOYW1lTWUuMTk3OQtOYW1lTWUuMTk4MAtOYW1lTWUuMTk4MQtOYW1lTWUuMTk4MgtOYW1lTWUuMTk4MwtOYW1lTWUuMTk4NAtOYW1lTWUuMTk4NQtOYW1lTWUuMTk4NgtOYW1lTWUuMTk4NwtOYW1lTWUuMTk4OAtOYW1lTWUuMTk4OQtOYW1lTWUuMTk5MAtOYW1lTWUuMTk5MQtOYW1lTWUuMTk5MgtOYW1lTWUuMTk5MwtOYW1lTWUuMTk5NAtOYW1lTWUuMTk5NQtOYW1lTWUuMTk5NgtOYW1lTWUuMTk5NwtOYW1lTWUuMTk5OAtOYW1lTWUuMTk5OQtOYW1lTWUuMjAwMAtOYW1lTWUuMjAwMQtOYW1lTWUuMjAwMgtOYW1lTWUuMjAwMwtOYW1lTWUuMjAwNAtOYW1lTWUuMjAwNQtOYW1lTWUuMjAwNgtOYW1lTWUuMjAwNwtOYW1lTWUuMjAwOAtOYW1lTWUuMjAwOQtOYW1lTWUuMjAxMAtOYW1lTWUuMjAxMQtOYW1lTWUuMjAxMgtOYW1lTWUuMjAxMwtOYW1lTWUuMjAxNAtOYW1lTWUuMjAxNQtOYW1lTWUuMjAxNgtOYW1lTWUuMjAxNwtOYW1lTWUuMjAxOAtOYW1lTWUuMjAxOQtOYW1lTWUuMjAyMAtOYW1lTWUuMjAyMQtOYW1lTWUuMjAyMgtOYW1lTWUuMjAyMwtOYW1lTWUuMjAyNAtOYW1lTWUuMjAyNQtOYW1lTWUuMjAyNgtOYW1lTWUuMjAyNwtOYW1lTWUuMjAyOAtOYW1lTWUuMjAyOQtOYW1lTWUuMjAzMAtOYW1lTWUuMjAzMQtOYW1lTWUuMjAzMgtOYW1lTWUuMjAzMwtOYW1lTWUuMjAzNAtOYW1lTWUuMjAzNQtOYW1lTWUuMjAzNgtOYW1lTWUuMjAzNwtOYW1lTWUuMjAzOAtOYW1lTWUuMjAzOQtOYW1lTWUuMjA0MAtOYW1lTWUuMjA0MQtOYW1lTWUuMjA0MgtOYW1lTWUuMjA0MwtOYW1lTWUuMjA0NAtOYW1lTWUuMjA0NQtOYW1lTWUuMjA0NgtOYW1lTWUuMjA0NwtOYW1lTWUuMjA0OAtOYW1lTWUuMjA0OQtOYW1lTWUuMjA1MAtOYW1lTWUuMjA1MQtOYW1lTWUuMjA1MgtOYW1lTWUuMjA1MwtOYW1lTWUuMjA1NAtOYW1lTWUuMjA1NQtOYW1lTWUuMjA1NgtOYW1lTWUuMjA1NwtOYW1lTWUuMjA1OAtOYW1lTWUuMjA1OQtOYW1lTWUuMjA2MAtOYW1lTWUuMjA2MQtOYW1lTWUuMjA2MgtOYW1lTWUuMjA2MwtOYW1lTWUuMjA2NAtOYW1lTWUuMjA2NQtOYW1lTWUuMjA2NgtOYW1lTWUuMjA2NwtOYW1lTWUuMjA2OAtOYW1lTWUuMjA2OQtOYW1lTWUuMjA3MAtOYW1lTWUuMjA3MQtOYW1lTWUuMjA3MgtOYW1lTWUuMjA3MwtOYW1lTWUuMjA3NAtOYW1lTWUuMjA3NQtOYW1lTWUuMjA3NgtOYW1lTWUuMjA3NwtOYW1lTWUuMjA3OAtOYW1lTWUuMjA3OQtOYW1lTWUuMjA4MAtOYW1lTWUuMjA4MQtOYW1lTWUuMjA4MgtOYW1lTWUuMjA4MwtOYW1lTWUuMjA4NAtOYW1lTWUuMjA4NQtOYW1lTWUuMjA4NgtOYW1lTWUuMjA4NwtOYW1lTWUuMjA4OAtOYW1lTWUuMjA4OQtOYW1lTWUuMjA5MAtOYW1lTWUuMjA5MQtOYW1lTWUuMjA5MgtOYW1lTWUuMjA5MwtOYW1lTWUuMjA5NAtOYW1lTWUuMjA5NQtOYW1lTWUuMjA5NgtOYW1lTWUuMjA5NwtOYW1lTWUuMjA5OAtOYW1lTWUuMjA5OQtOYW1lTWUuMjEwMAtOYW1lTWUuMjEwMQtOYW1lTWUuMjEwMgtOYW1lTWUuMjEwMwtOYW1lTWUuMjEwNAtOYW1lTWUuMjEwNQtOYW1lTWUuMjEwNgtOYW1lTWUuMjEwNwtOYW1lTWUuMjEwOAtOYW1lTWUuMjEwOQtOYW1lTWUuMjExMAtOYW1lTWUuMjExMQtOYW1lTWUuMjExMgtOYW1lTWUuMjExMwtOYW1lTWUuMjExNAtOYW1lTWUuMjExNQtOYW1lTWUuMjExNgtOYW1lTWUuMjExNwtOYW1lTWUuMjExOAtOYW1lTWUuMjExOQtOYW1lTWUuMjEyMAtOYW1lTWUuMjEyMQtOYW1lTWUuMjEyMgtOYW1lTWUuMjEyMwtOYW1lTWUuMjEyNAtOYW1lTWUuMjEyNQtOYW1lTWUuMjEyNgtOYW1lTWUuMjEyNwtOYW1lTWUuMjEyOAtOYW1lTWUuMjEyOQtOYW1lTWUuMjEzMAtOYW1lTWUuMjEzMQtOYW1lTWUuMjEzMgtOYW1lTWUuMjEzMwtOYW1lTWUuMjEzNAtOYW1lTWUuMjEzNQtOYW1lTWUuMjEzNgtOYW1lTWUuMjEzNwtOYW1lTWUuMjEzOAtOYW1lTWUuMjEzOQtOYW1lTWUuMjE0MAtOYW1lTWUuMjE0MQtOYW1lTWUuMjE0MgtOYW1lTWUuMjE0MwtOYW1lTWUuMjE0NAtOYW1lTWUuMjE0NQtOYW1lTWUuMjE0NgtOYW1lTWUuMjE0NwtOYW1lTWUuMjE0OAtOYW1lTWUuMjE0OQtOYW1lTWUuMjE1MAtOYW1lTWUuMjE1MQtOYW1lTWUuMjE1MgtOYW1lTWUuMjE1MwtOYW1lTWUuMjE1NAtOYW1lTWUuMjE1NQtOYW1lTWUuMjE1NgtOYW1lTWUuMjE1NwtOYW1lTWUuMjE1OAtOYW1lTWUuMjE1OQtOYW1lTWUuMjE2MAtOYW1lTWUuMjE2MQtOYW1lTWUuMjE2MgtOYW1lTWUuMjE2MwtOYW1lTWUuMjE2NAtOYW1lTWUuMjE2NQtOYW1lTWUuMjE2NgtOYW1lTWUuMjE2NwtOYW1lTWUuMjE2OAtOYW1lTWUuMjE2OQtOYW1lTWUuMjE3MAtOYW1lTWUuMjE3MQtOYW1lTWUuMjE3MgtOYW1lTWUuMjE3MwtOYW1lTWUuMjE3NAtOYW1lTWUuMjE3NQtOYW1lTWUuMjE3NgtOYW1lTWUuMjE3NwtOYW1lTWUuMjE3OAtOYW1lTWUuMjE3OQtOYW1lTWUuMjE4MAtOYW1lTWUuMjE4MQtOYW1lTWUuMjE4MgtOYW1lTWUuMjE4MwtOYW1lTWUuMjE4NAtOYW1lTWUuMjE4NQtOYW1lTWUuMjE4NgtOYW1lTWUuMjE4NwtOYW1lTWUuMjE4OAtOYW1lTWUuMjE4OQtOYW1lTWUuMjE5MAtOYW1lTWUuMjE5MQtOYW1lTWUuMjE5MgtOYW1lTWUuMjE5MwtOYW1lTWUuMjE5NAtOYW1lTWUuMjE5NQtOYW1lTWUuMjE5NgtOYW1lTWUuMjE5NwtOYW1lTWUuMjE5OAtOYW1lTWUuMjE5OQtOYW1lTWUuMjIwMAtOYW1lTWUuMjIwMQtOYW1lTWUuMjIwMgtOYW1lTWUuMjIwMwtOYW1lTWUuMjIwNAtOYW1lTWUuMjIwNQtOYW1lTWUuMjIwNgtOYW1lTWUuMjIwNwtOYW1lTWUuMjIwOAtOYW1lTWUuMjIwOQtOYW1lTWUuMjIxMAtOYW1lTWUuMjIxMQtOYW1lTWUuMjIxMgtOYW1lTWUuMjIxMwtOYW1lTWUuMjIxNAtOYW1lTWUuMjIxNQtOYW1lTWUuMjIxNgtOYW1lTWUuMjIxNwtOYW1lTWUuMjIxOAtOYW1lTWUuMjIxOQtOYW1lTWUuMjIyMAtOYW1lTWUuMjIyMQtOYW1lTWUuMjIyMgtOYW1lTWUuMjIyMwtOYW1lTWUuMjIyNAtOYW1lTWUuMjIyNQtOYW1lTWUuMjIyNgtOYW1lTWUuMjIyNwtOYW1lTWUuMjIyOAtOYW1lTWUuMjIyOQtOYW1lTWUuMjIzMAtOYW1lTWUuMjIzMQtOYW1lTWUuMjIzMgtOYW1lTWUuMjIzMwtOYW1lTWUuMjIzNAtOYW1lTWUuMjIzNQtOYW1lTWUuMjIzNgtOYW1lTWUuMjIzNwtOYW1lTWUuMjIzOAtOYW1lTWUuMjIzOQtOYW1lTWUuMjI0MAtOYW1lTWUuMjI0MQtOYW1lTWUuMjI0MgtOYW1lTWUuMjI0MwtOYW1lTWUuMjI0NAtOYW1lTWUuMjI0NQtOYW1lTWUuMjI0NgtOYW1lTWUuMjI0NwtOYW1lTWUuMjI0OAtOYW1lTWUuMjI0OQtOYW1lTWUuMjI1MAtOYW1lTWUuMjI1MQtOYW1lTWUuMjI1MgtOYW1lTWUuMjI1MwtOYW1lTWUuMjI1NAtOYW1lTWUuMjI1NQtOYW1lTWUuMjI1NgtOYW1lTWUuMjI1NwtOYW1lTWUuMjI1OAtOYW1lTWUuMjI1OQtOYW1lTWUuMjI2MAtOYW1lTWUuMjI2MQtOYW1lTWUuMjI2MgtOYW1lTWUuMjI2MwtOYW1lTWUuMjI2NAtOYW1lTWUuMjI2NQtOYW1lTWUuMjI2NgtOYW1lTWUuMjI2NwtOYW1lTWUuMjI2OAtOYW1lTWUuMjI2OQtOYW1lTWUuMjI3MAtOYW1lTWUuMjI3MQtOYW1lTWUuMjI3MgtOYW1lTWUuMjI3MwtOYW1lTWUuMjI3NAtOYW1lTWUuMjI3NQtOYW1lTWUuMjI3NgtOYW1lTWUuMjI3NwtOYW1lTWUuMjI3OAtOYW1lTWUuMjI3OQtOYW1lTWUuMjI4MAtOYW1lTWUuMjI4MQtOYW1lTWUuMjI4MgtOYW1lTWUuMjI4MwtOYW1lTWUuMjI4NAtOYW1lTWUuMjI4NQtOYW1lTWUuMjI4NgtOYW1lTWUuMjI4NwtOYW1lTWUuMjI4OAtOYW1lTWUuMjI4OQtOYW1lTWUuMjI5MAtOYW1lTWUuMjI5MQtOYW1lTWUuMjI5MgtOYW1lTWUuMjI5MwtOYW1lTWUuMjI5NAtOYW1lTWUuMjI5NQtOYW1lTWUuMjI5NgtOYW1lTWUuMjI5NwtOYW1lTWUuMjI5OAtOYW1lTWUuMjI5OQtOYW1lTWUuMjMwMAtOYW1lTWUuMjMwMQtOYW1lTWUuMjMwMgtOYW1lTWUuMjMwMwtOYW1lTWUuMjMwNAtOYW1lTWUuMjMwNQtOYW1lTWUuMjMwNgtOYW1lTWUuMjMwNwtOYW1lTWUuMjMwOAtOYW1lTWUuMjMwOQtOYW1lTWUuMjMxMAtOYW1lTWUuMjMxMQtOYW1lTWUuMjMxMgtOYW1lTWUuMjMxMwtOYW1lTWUuMjMxNAtOYW1lTWUuMjMxNQtOYW1lTWUuMjMxNgtOYW1lTWUuMjMxNwtOYW1lTWUuMjMxOAtOYW1lTWUuMjMxOQtOYW1lTWUuMjMyMAtOYW1lTWUuMjMyMQtOYW1lTWUuMjMyMgtOYW1lTWUuMjMyMwtOYW1lTWUuMjMyNAtOYW1lTWUuMjMyNQtOYW1lTWUuMjMyNgtOYW1lTWUuMjMyNwtOYW1lTWUuMjMyOAtOYW1lTWUuMjMyOQtOYW1lTWUuMjMzMAtOYW1lTWUuMjMzMQtOYW1lTWUuMjMzMgtOYW1lTWUuMjMzMwtOYW1lTWUuMjMzNAtOYW1lTWUuMjMzNQtOYW1lTWUuMjMzNgtOYW1lTWUuMjMzNwtOYW1lTWUuMjMzOAtOYW1lTWUuMjMzOQtOYW1lTWUuMjM0MAtOYW1lTWUuMjM0MQtOYW1lTWUuMjM0MgtOYW1lTWUuMjM0MwtOYW1lTWUuMjM0NAtOYW1lTWUuMjM0NQtOYW1lTWUuMjM0NgtOYW1lTWUuMjM0NwtOYW1lTWUuMjM0OAtOYW1lTWUuMjM0OQtOYW1lTWUuMjM1MAtOYW1lTWUuMjM1MQtOYW1lTWUuMjM1MgtOYW1lTWUuMjM1MwtOYW1lTWUuMjM1NAtOYW1lTWUuMjM1NQtOYW1lTWUuMjM1NgtOYW1lTWUuMjM1NwtOYW1lTWUuMjM1OAtOYW1lTWUuMjM1OQtOYW1lTWUuMjM2MAtOYW1lTWUuMjM2MQtOYW1lTWUuMjM2MgtOYW1lTWUuMjM2MwtOYW1lTWUuMjM2NAtOYW1lTWUuMjM2NQtOYW1lTWUuMjM2NgtOYW1lTWUuMjM2NwtOYW1lTWUuMjM2OAtOYW1lTWUuMjM2OQtOYW1lTWUuMjM3MAtOYW1lTWUuMjM3MQtOYW1lTWUuMjM3MgtOYW1lTWUuMjM3MwtOYW1lTWUuMjM3NAtOYW1lTWUuMjM3NQtOYW1lTWUuMjM3NgtOYW1lTWUuMjM3NwtOYW1lTWUuMjM3OAtOYW1lTWUuMjM3OQtOYW1lTWUuMjM4MAtOYW1lTWUuMjM4MQtOYW1lTWUuMjM4MgtOYW1lTWUuMjM4MwtOYW1lTWUuMjM4NAtOYW1lTWUuMjM4NQtOYW1lTWUuMjM4NgtOYW1lTWUuMjM4NwtOYW1lTWUuMjM4OAtOYW1lTWUuMjM4OQtOYW1lTWUuMjM5MAtOYW1lTWUuMjM5MQtOYW1lTWUuMjM5MgtOYW1lTWUuMjM5MwtOYW1lTWUuMjM5NAtOYW1lTWUuMjM5NQtOYW1lTWUuMjM5NgtOYW1lTWUuMjM5NwtOYW1lTWUuMjM5OAtOYW1lTWUuMjM5OQtOYW1lTWUuMjQwMAtOYW1lTWUuMjQwMQtOYW1lTWUuMjQwMgtOYW1lTWUuMjQwMwtOYW1lTWUuMjQwNAtOYW1lTWUuMjQwNQtOYW1lTWUuMjQwNgtOYW1lTWUuMjQwNwtOYW1lTWUuMjQwOAtOYW1lTWUuMjQwOQtOYW1lTWUuMjQxMAtOYW1lTWUuMjQxMQtOYW1lTWUuMjQxMgtOYW1lTWUuMjQxMwtOYW1lTWUuMjQxNAtOYW1lTWUuMjQxNQtOYW1lTWUuMjQxNgtOYW1lTWUuMjQxNwtOYW1lTWUuMjQxOAtOYW1lTWUuMjQxOQtOYW1lTWUuMjQyMAtOYW1lTWUuMjQyMQtOYW1lTWUuMjQyMgtOYW1lTWUuMjQyMwtOYW1lTWUuMjQyNAtOYW1lTWUuMjQyNQtOYW1lTWUuMjQyNgtOYW1lTWUuMjQyNwtOYW1lTWUuMjQyOAtOYW1lTWUuMjQyOQtOYW1lTWUuMjQzMAtOYW1lTWUuMjQzMQtOYW1lTWUuMjQzMgtOYW1lTWUuMjQzMwtOYW1lTWUuMjQzNAtOYW1lTWUuMjQzNQtOYW1lTWUuMjQzNgtOYW1lTWUuMjQzNwtOYW1lTWUuMjQzOAtOYW1lTWUuMjQzOQtOYW1lTWUuMjQ0MAtOYW1lTWUuMjQ0MQtOYW1lTWUuMjQ0MgtOYW1lTWUuMjQ0MwtOYW1lTWUuMjQ0NAtOYW1lTWUuMjQ0NQtOYW1lTWUuMjQ0NgtOYW1lTWUuMjQ0NwtOYW1lTWUuMjQ0OAtOYW1lTWUuMjQ0OQtOYW1lTWUuMjQ1MAtOYW1lTWUuMjQ1MQtOYW1lTWUuMjQ1MgtOYW1lTWUuMjQ1MwtOYW1lTWUuMjQ1NAtOYW1lTWUuMjQ1NQtOYW1lTWUuMjQ1NgtOYW1lTWUuMjQ1NwtOYW1lTWUuMjQ1OAtOYW1lTWUuMjQ1OQtOYW1lTWUuMjQ2MAtOYW1lTWUuMjQ2MQtOYW1lTWUuMjQ2MgtOYW1lTWUuMjQ2MwtOYW1lTWUuMjQ2NAtOYW1lTWUuMjQ2NQtOYW1lTWUuMjQ2NgtOYW1lTWUuMjQ2NwtOYW1lTWUuMjQ2OAtOYW1lTWUuMjQ2OQtOYW1lTWUuMjQ3MAtOYW1lTWUuMjQ3MQtOYW1lTWUuMjQ3MgtOYW1lTWUuMjQ3MwtOYW1lTWUuMjQ3NAtOYW1lTWUuMjQ3NQtOYW1lTWUuMjQ3NgtOYW1lTWUuMjQ3NwtOYW1lTWUuMjQ3OAtOYW1lTWUuMjQ3OQtOYW1lTWUuMjQ4MAtOYW1lTWUuMjQ4MQtOYW1lTWUuMjQ4MgtOYW1lTWUuMjQ4MwtOYW1lTWUuMjQ4NAtOYW1lTWUuMjQ4NQtOYW1lTWUuMjQ4NgtOYW1lTWUuMjQ4NwtOYW1lTWUuMjQ4OAtOYW1lTWUuMjQ4OQtOYW1lTWUuMjQ5MAtOYW1lTWUuMjQ5MQtOYW1lTWUuMjQ5MgtOYW1lTWUuMjQ5MwtOYW1lTWUuMjQ5NAtOYW1lTWUuMjQ5NQtOYW1lTWUuMjQ5NgtOYW1lTWUuMjQ5NwtOYW1lTWUuMjQ5OAtOYW1lTWUuMjQ5OQtOYW1lTWUuMjUwMAtOYW1lTWUuMjUwMQtOYW1lTWUuMjUwMgtOYW1lTWUuMjUwMwtOYW1lTWUuMjUwNAtOYW1lTWUuMjUwNQtOYW1lTWUuMjUwNgtOYW1lTWUuMjUwNwtOYW1lTWUuMjUwOAtOYW1lTWUuMjUwOQtOYW1lTWUuMjUxMAtOYW1lTWUuMjUxMQtOYW1lTWUuMjUxMgtOYW1lTWUuMjUxMwtOYW1lTWUuMjUxNAtOYW1lTWUuMjUxNQtOYW1lTWUuMjUxNgtOYW1lTWUuMjUxNwtOYW1lTWUuMjUxOAtOYW1lTWUuMjUxOQtOYW1lTWUuMjUyMAtOYW1lTWUuMjUyMQtOYW1lTWUuMjUyMgtOYW1lTWUuMjUyMwtOYW1lTWUuMjUyNAtOYW1lTWUuMjUyNQtOYW1lTWUuMjUyNgtOYW1lTWUuMjUyNwtOYW1lTWUuMjUyOAtOYW1lTWUuMjUyOQtOYW1lTWUuMjUzMAtOYW1lTWUuMjUzMQtOYW1lTWUuMjUzMgtOYW1lTWUuMjUzMwtOYW1lTWUuMjUzNAtOYW1lTWUuMjUzNQtOYW1lTWUuMjUzNgtOYW1lTWUuMjUzNwtOYW1lTWUuMjUzOAtOYW1lTWUuMjUzOQtOYW1lTWUuMjU0MAtOYW1lTWUuMjU0MQtOYW1lTWUuMjU0MgtOYW1lTWUuMjU0MwtOYW1lTWUuMjU0NAtOYW1lTWUuMjU0NQtOYW1lTWUuMjU0NgtOYW1lTWUuMjU0NwtOYW1lTWUuMjU0OAtOYW1lTWUuMjU0OQtOYW1lTWUuMjU1MAtOYW1lTWUuMjU1MQtOYW1lTWUuMjU1MgtOYW1lTWUuMjU1MwtOYW1lTWUuMjU1NAtOYW1lTWUuMjU1NQtOYW1lTWUuMjU1NgtOYW1lTWUuMjU1NwtOYW1lTWUuMjU1OAtOYW1lTWUuMjU1OQtOYW1lTWUuMjU2MAtOYW1lTWUuMjU2MQtOYW1lTWUuMjU2MgtOYW1lTWUuMjU2MwtOYW1lTWUuMjU2NAtOYW1lTWUuMjU2NQtOYW1lTWUuMjU2NgtOYW1lTWUuMjU2NwtOYW1lTWUuMjU2OAtOYW1lTWUuMjU2OQtOYW1lTWUuMjU3MAtOYW1lTWUuMjU3MQtOYW1lTWUuMjU3MgtOYW1lTWUuMjU3MwtOYW1lTWUuMjU3NAtOYW1lTWUuMjU3NQtOYW1lTWUuMjU3NgtOYW1lTWUuMjU3NwtOYW1lTWUuMjU3OAtOYW1lTWUuMjU3OQtOYW1lTWUuMjU4MAtOYW1lTWUuMjU4MQtOYW1lTWUuMjU4MgtOYW1lTWUuMjU4MwtOYW1lTWUuMjU4NAtOYW1lTWUuMjU4NQtOYW1lTWUuMjU4NgtOYW1lTWUuMjU4NwtOYW1lTWUuMjU4OAtOYW1lTWUuMjU4OQtOYW1lTWUuMjU5MAtOYW1lTWUuMjU5MQtOYW1lTWUuMjU5MgtOYW1lTWUuMjU5MwtOYW1lTWUuMjU5NAtOYW1lTWUuMjU5NQtOYW1lTWUuMjU5NgtOYW1lTWUuMjU5NwtOYW1lTWUuMjU5OAtOYW1lTWUuMjU5OQtOYW1lTWUuMjYwMAtOYW1lTWUuMjYwMQtOYW1lTWUuMjYwMgtOYW1lTWUuMjYwMwtOYW1lTWUuMjYwNAtOYW1lTWUuMjYwNQtOYW1lTWUuMjYwNgtOYW1lTWUuMjYwNwtOYW1lTWUuMjYwOAtOYW1lTWUuMjYwOQtOYW1lTWUuMjYxMAtOYW1lTWUuMjYxMQtOYW1lTWUuMjYxMgtOYW1lTWUuMjYxMwtOYW1lTWUuMjYxNAtOYW1lTWUuMjYxNQtOYW1lTWUuMjYxNgtOYW1lTWUuMjYxNwtOYW1lTWUuMjYxOAtOYW1lTWUuMjYxOQtOYW1lTWUuMjYyMAtOYW1lTWUuMjYyMQtOYW1lTWUuMjYyMgtOYW1lTWUuMjYyMwtOYW1lTWUuMjYyNAtOYW1lTWUuMjYyNQtOYW1lTWUuMjYyNgtOYW1lTWUuMjYyNwtOYW1lTWUuMjYyOAtOYW1lTWUuMjYyOQtOYW1lTWUuMjYzMAtOYW1lTWUuMjYzMQtOYW1lTWUuMjYzMgtOYW1lTWUuMjYzMwtOYW1lTWUuMjYzNAtOYW1lTWUuMjYzNQtOYW1lTWUuMjYzNgtOYW1lTWUuMjYzNwtOYW1lTWUuMjYzOAtOYW1lTWUuMjYzOQtOYW1lTWUuMjY0MAtOYW1lTWUuMjY0MQtOYW1lTWUuMjY0MgtOYW1lTWUuMjY0MwtOYW1lTWUuMjY0NAtOYW1lTWUuMjY0NQtOYW1lTWUuMjY0NgtOYW1lTWUuMjY0NwtOYW1lTWUuMjY0OAtOYW1lTWUuMjY0OQtOYW1lTWUuMjY1MAtOYW1lTWUuMjY1MQtOYW1lTWUuMjY1MgtOYW1lTWUuMjY1MwtOYW1lTWUuMjY1NAtOYW1lTWUuMjY1NQtOYW1lTWUuMjY1NgtOYW1lTWUuMjY1NwtOYW1lTWUuMjY1OAtOYW1lTWUuMjY1OQtOYW1lTWUuMjY2MAtOYW1lTWUuMjY2MQtOYW1lTWUuMjY2MgtOYW1lTWUuMjY2MwtOYW1lTWUuMjY2NAtOYW1lTWUuMjY2NQtOYW1lTWUuMjY2NgtOYW1lTWUuMjY2NwtOYW1lTWUuMjY2OAtOYW1lTWUuMjY2OQtOYW1lTWUuMjY3MAtOYW1lTWUuMjY3MQtOYW1lTWUuMjY3MgtOYW1lTWUuMjY3MwtOYW1lTWUuMjY3NAtOYW1lTWUuMjY3NQtOYW1lTWUuMjY3NgtOYW1lTWUuMjY3NwtOYW1lTWUuMjY3OAtOYW1lTWUuMjY3OQtOYW1lTWUuMjY4MAtOYW1lTWUuMjY4MQtOYW1lTWUuMjY4MgtOYW1lTWUuMjY4MwtOYW1lTWUuMjY4NAtOYW1lTWUuMjY4NQtOYW1lTWUuMjY4NgtOYW1lTWUuMjY4NwtOYW1lTWUuMjY4OAtOYW1lTWUuMjY4OQtOYW1lTWUuMjY5MAtOYW1lTWUuMjY5MQtOYW1lTWUuMjY5MgtOYW1lTWUuMjY5MwtOYW1lTWUuMjY5NAtOYW1lTWUuMjY5NQtOYW1lTWUuMjY5NgtOYW1lTWUuMjY5NwtOYW1lTWUuMjY5OAtOYW1lTWUuMjY5OQtOYW1lTWUuMjcwMAtOYW1lTWUuMjcwMQtOYW1lTWUuMjcwMgtOYW1lTWUuMjcwMwtOYW1lTWUuMjcwNAtOYW1lTWUuMjcwNQtOYW1lTWUuMjcwNgtOYW1lTWUuMjcwNwtOYW1lTWUuMjcwOAtOYW1lTWUuMjcwOQtOYW1lTWUuMjcxMAtOYW1lTWUuMjcxMQtOYW1lTWUuMjcxMgtOYW1lTWUuMjcxMwtOYW1lTWUuMjcxNAtOYW1lTWUuMjcxNQtOYW1lTWUuMjcxNgtOYW1lTWUuMjcxNwtOYW1lTWUuMjcxOAtOYW1lTWUuMjcxOQtOYW1lTWUuMjcyMAtOYW1lTWUuMjcyMQtOYW1lTWUuMjcyMgtOYW1lTWUuMjcyMwtOYW1lTWUuMjcyNAtOYW1lTWUuMjcyNQtOYW1lTWUuMjcyNgtOYW1lTWUuMjcyNwtOYW1lTWUuMjcyOAtOYW1lTWUuMjcyOQtOYW1lTWUuMjczMAtOYW1lTWUuMjczMQtOYW1lTWUuMjczMgtOYW1lTWUuMjczMwtOYW1lTWUuMjczNAtOYW1lTWUuMjczNQtOYW1lTWUuMjczNgtOYW1lTWUuMjczNwtOYW1lTWUuMjczOAtOYW1lTWUuMjczOQtOYW1lTWUuMjc0MAtOYW1lTWUuMjc0MQtOYW1lTWUuMjc0MgtOYW1lTWUuMjc0MwtOYW1lTWUuMjc0NAtOYW1lTWUuMjc0NQtOYW1lTWUuMjc0NgtOYW1lTWUuMjc0NwtOYW1lTWUuMjc0OAtOYW1lTWUuMjc0OQtOYW1lTWUuMjc1MAtOYW1lTWUuMjc1MQtOYW1lTWUuMjc1MgtOYW1lTWUuMjc1MwtOYW1lTWUuMjc1NAtOYW1lTWUuMjc1NQtOYW1lTWUuMjc1NgtOYW1lTWUuMjc1NwtOYW1lTWUuMjc1OAtOYW1lTWUuMjc1OQtOYW1lTWUuMjc2MAtOYW1lTWUuMjc2MQtOYW1lTWUuMjc2MgtOYW1lTWUuMjc2MwtOYW1lTWUuMjc2NAtOYW1lTWUuMjc2NQtOYW1lTWUuMjc2NgtOYW1lTWUuMjc2NwtOYW1lTWUuMjc2OAtOYW1lTWUuMjc2OQtOYW1lTWUuMjc3MAtOYW1lTWUuMjc3MQtOYW1lTWUuMjc3MgtOYW1lTWUuMjc3MwtOYW1lTWUuMjc3NAtOYW1lTWUuMjc3NQtOYW1lTWUuMjc3NgtOYW1lTWUuMjc3NwtOYW1lTWUuMjc3OAtOYW1lTWUuMjc3OQtOYW1lTWUuMjc4MAtOYW1lTWUuMjc4MQtOYW1lTWUuMjc4MgtOYW1lTWUuMjc4MwtOYW1lTWUuMjc4NAtOYW1lTWUuMjc4NQtOYW1lTWUuMjc4NgtOYW1lTWUuMjc4NwtOYW1lTWUuMjc4OAtOYW1lTWUuMjc4OQtOYW1lTWUuMjc5MAtOYW1lTWUuMjc5MQtOYW1lTWUuMjc5MgtOYW1lTWUuMjc5MwtOYW1lTWUuMjc5NAtOYW1lTWUuMjc5NQtOYW1lTWUuMjc5NgtOYW1lTWUuMjc5NwtOYW1lTWUuMjc5OAtOYW1lTWUuMjc5OQtOYW1lTWUuMjgwMAtOYW1lTWUuMjgwMQtOYW1lTWUuMjgwMgtOYW1lTWUuMjgwMwtOYW1lTWUuMjgwNAtOYW1lTWUuMjgwNQtOYW1lTWUuMjgwNgtOYW1lTWUuMjgwNwtOYW1lTWUuMjgwOAtOYW1lTWUuMjgwOQtOYW1lTWUuMjgxMAtOYW1lTWUuMjgxMQtOYW1lTWUuMjgxMgtOYW1lTWUuMjgxMwtOYW1lTWUuMjgxNAtOYW1lTWUuMjgxNQtOYW1lTWUuMjgxNgtOYW1lTWUuMjgxNwtOYW1lTWUuMjgxOAtOYW1lTWUuMjgxOQtOYW1lTWUuMjgyMAtOYW1lTWUuMjgyMQtOYW1lTWUuMjgyMgtOYW1lTWUuMjgyMwtOYW1lTWUuMjgyNAtOYW1lTWUuMjgyNQtOYW1lTWUuMjgyNgtOYW1lTWUuMjgyNwtOYW1lTWUuMjgyOAtOYW1lTWUuMjgyOQtOYW1lTWUuMjgzMAtOYW1lTWUuMjgzMQtOYW1lTWUuMjgzMgtOYW1lTWUuMjgzMwtOYW1lTWUuMjgzNAtOYW1lTWUuMjgzNQtOYW1lTWUuMjgzNgtOYW1lTWUuMjgzNwtOYW1lTWUuMjgzOAtOYW1lTWUuMjgzOQtOYW1lTWUuMjg0MAtOYW1lTWUuMjg0MQtOYW1lTWUuMjg0MgtOYW1lTWUuMjg0MwtOYW1lTWUuMjg0NAtOYW1lTWUuMjg0NQtOYW1lTWUuMjg0NgtOYW1lTWUuMjg0NwtOYW1lTWUuMjg0OAtOYW1lTWUuMjg0OQtOYW1lTWUuMjg1MAtOYW1lTWUuMjg1MQtOYW1lTWUuMjg1MgtOYW1lTWUuMjg1MwtOYW1lTWUuMjg1NAtOYW1lTWUuMjg1NQtOYW1lTWUuMjg1NgtOYW1lTWUuMjg1NwtOYW1lTWUuMjg1OAtOYW1lTWUuMjg1OQtOYW1lTWUuMjg2MAtOYW1lTWUuMjg2MQtOYW1lTWUuMjg2MgtOYW1lTWUuMjg2MwtOYW1lTWUuMjg2NAtOYW1lTWUuMjg2NQtOYW1lTWUuMjg2NgtOYW1lTWUuMjg2NwtOYW1lTWUuMjg2OAtOYW1lTWUuMjg2OQtOYW1lTWUuMjg3MAtOYW1lTWUuMjg3MQtOYW1lTWUuMjg3MgtOYW1lTWUuMjg3MwtOYW1lTWUuMjg3NAtOYW1lTWUuMjg3NQtOYW1lTWUuMjg3NgtOYW1lTWUuMjg3NwtOYW1lTWUuMjg3OAtOYW1lTWUuMjg3OQtOYW1lTWUuMjg4MAtOYW1lTWUuMjg4MQtOYW1lTWUuMjg4MgtOYW1lTWUuMjg4MwtOYW1lTWUuMjg4NAtOYW1lTWUuMjg4NQtOYW1lTWUuMjg4NgtOYW1lTWUuMjg4NwtOYW1lTWUuMjg4OAtOYW1lTWUuMjg4OQtOYW1lTWUuMjg5MAtOYW1lTWUuMjg5MQtOYW1lTWUuMjg5MgtOYW1lTWUuMjg5MwtOYW1lTWUuMjg5NAtOYW1lTWUuMjg5NQtOYW1lTWUuMjg5NgtOYW1lTWUuMjg5NwtOYW1lTWUuMjg5OAtOYW1lTWUuMjg5OQtOYW1lTWUuMjkwMAtOYW1lTWUuMjkwMQtOYW1lTWUuMjkwMgtOYW1lTWUuMjkwMwtOYW1lTWUuMjkwNAtOYW1lTWUuMjkwNQtOYW1lTWUuMjkwNgtOYW1lTWUuMjkwNwtOYW1lTWUuMjkwOAtOYW1lTWUuMjkwOQtOYW1lTWUuMjkxMAtOYW1lTWUuMjkxMQtOYW1lTWUuMjkxMgtOYW1lTWUuMjkxMwtOYW1lTWUuMjkxNAtOYW1lTWUuMjkxNQtOYW1lTWUuMjkxNgtOYW1lTWUuMjkxNwtOYW1lTWUuMjkxOAtOYW1lTWUuMjkxOQtOYW1lTWUuMjkyMAtOYW1lTWUuMjkyMQtOYW1lTWUuMjkyMgtOYW1lTWUuMjkyMwtOYW1lTWUuMjkyNAtOYW1lTWUuMjkyNQtOYW1lTWUuMjkyNgtOYW1lTWUuMjkyNwtOYW1lTWUuMjkyOAtOYW1lTWUuMjkyOQtOYW1lTWUuMjkzMAtOYW1lTWUuMjkzMQtOYW1lTWUuMjkzMgtOYW1lTWUuMjkzMwtOYW1lTWUuMjkzNAtOYW1lTWUuMjkzNQtOYW1lTWUuMjkzNgtOYW1lTWUuMjkzNwtOYW1lTWUuMjkzOAtOYW1lTWUuMjkzOQtOYW1lTWUuMjk0MAtOYW1lTWUuMjk0MQtOYW1lTWUuMjk0MgtOYW1lTWUuMjk0MwtOYW1lTWUuMjk0NAtOYW1lTWUuMjk0NQtOYW1lTWUuMjk0NgtOYW1lTWUuMjk0NwtOYW1lTWUuMjk0OAtOYW1lTWUuMjk0OQtOYW1lTWUuMjk1MAtOYW1lTWUuMjk1MQtOYW1lTWUuMjk1MgtOYW1lTWUuMjk1MwtOYW1lTWUuMjk1NAtOYW1lTWUuMjk1NQtOYW1lTWUuMjk1NgtOYW1lTWUuMjk1NwtOYW1lTWUuMjk1OAtOYW1lTWUuMjk1OQtOYW1lTWUuMjk2MAtOYW1lTWUuMjk2MQtOYW1lTWUuMjk2MgtOYW1lTWUuMjk2MwtOYW1lTWUuMjk2NAtOYW1lTWUuMjk2NQtOYW1lTWUuMjk2NgtOYW1lTWUuMjk2NwtOYW1lTWUuMjk2OAtOYW1lTWUuMjk2OQtOYW1lTWUuMjk3MAtOYW1lTWUuMjk3MQtOYW1lTWUuMjk3MgtOYW1lTWUuMjk3MwtOYW1lTWUuMjk3NAtOYW1lTWUuMjk3NQtOYW1lTWUuMjk3NgtOYW1lTWUuMjk3NwtOYW1lTWUuMjk3OAtOYW1lTWUuMjk3OQtOYW1lTWUuMjk4MAtOYW1lTWUuMjk4MQtOYW1lTWUuMjk4MgtOYW1lTWUuMjk4MwtOYW1lTWUuMjk4NAtOYW1lTWUuMjk4NQtOYW1lTWUuMjk4NgtOYW1lTWUuMjk4NwtOYW1lTWUuMjk4OAtOYW1lTWUuMjk4OQtOYW1lTWUuMjk5MAtOYW1lTWUuMjk5MQtOYW1lTWUuMjk5MgtOYW1lTWUuMjk5MwtOYW1lTWUuMjk5NAtOYW1lTWUuMjk5NQtOYW1lTWUuMjk5NgtOYW1lTWUuMjk5NwtOYW1lTWUuMjk5OAtOYW1lTWUuMjk5OQtOYW1lTWUuMzAwMAtOYW1lTWUuMzAwMQtOYW1lTWUuMzAwMgtOYW1lTWUuMzAwMwtOYW1lTWUuMzAwNAtOYW1lTWUuMzAwNQtOYW1lTWUuMzAwNgtOYW1lTWUuMzAwNwtOYW1lTWUuMzAwOAtOYW1lTWUuMzAwOQtOYW1lTWUuMzAxMAtOYW1lTWUuMzAxMQtOYW1lTWUuMzAxMgtOYW1lTWUuMzAxMwtOYW1lTWUuMzAxNAtOYW1lTWUuMzAxNQtOYW1lTWUuMzAxNgtOYW1lTWUuMzAxNwtOYW1lTWUuMzAxOAtOYW1lTWUuMzAxOQtOYW1lTWUuMzAyMAtOYW1lTWUuMzAyMQtOYW1lTWUuMzAyMgtOYW1lTWUuMzAyMwtOYW1lTWUuMzAyNAtOYW1lTWUuMzAyNQtOYW1lTWUuMzAyNgtOYW1lTWUuMzAyNwtOYW1lTWUuMzAyOAtOYW1lTWUuMzAyOQtOYW1lTWUuMzAzMAtOYW1lTWUuMzAzMQtOYW1lTWUuMzAzMgtOYW1lTWUuMzAzMwtOYW1lTWUuMzAzNAtOYW1lTWUuMzAzNQtOYW1lTWUuMzAzNgtOYW1lTWUuMzAzNwtOYW1lTWUuMzAzOAtOYW1lTWUuMzAzOQtOYW1lTWUuMzA0MAtOYW1lTWUuMzA0MQtOYW1lTWUuMzA0MgtOYW1lTWUuMzA0MwtOYW1lTWUuMzA0NAtOYW1lTWUuMzA0NQtOYW1lTWUuMzA0NgtOYW1lTWUuMzA0NwtOYW1lTWUuMzA0OAtOYW1lTWUuMzA0OQtOYW1lTWUuMzA1MAtOYW1lTWUuMzA1MQtOYW1lTWUuMzA1MgtOYW1lTWUuMzA1MwtOYW1lTWUuMzA1NAtOYW1lTWUuMzA1NQtOYW1lTWUuMzA1NgtOYW1lTWUuMzA1NwtOYW1lTWUuMzA1OAtOYW1lTWUuMzA1OQtOYW1lTWUuMzA2MAtOYW1lTWUuMzA2MQtOYW1lTWUuMzA2MgtOYW1lTWUuMzA2MwtOYW1lTWUuMzA2NAtOYW1lTWUuMzA2NQtOYW1lTWUuMzA2NgtOYW1lTWUuMzA2NwtOYW1lTWUuMzA2OAtOYW1lTWUuMzA2OQtOYW1lTWUuMzA3MAtOYW1lTWUuMzA3MQtOYW1lTWUuMzA3MgtOYW1lTWUuMzA3MwtOYW1lTWUuMzA3NAtOYW1lTWUuMzA3NQtOYW1lTWUuMzA3NgtOYW1lTWUuMzA3NwtOYW1lTWUuMzA3OAtOYW1lTWUuMzA3OQtOYW1lTWUuMzA4MAtOYW1lTWUuMzA4MQtOYW1lTWUuMzA4MgtOYW1lTWUuMzA4MwtOYW1lTWUuMzA4NAtOYW1lTWUuMzA4NQtOYW1lTWUuMzA4NgtOYW1lTWUuMzA4NwtOYW1lTWUuMzA4OAtOYW1lTWUuMzA4OQtOYW1lTWUuMzA5MAtOYW1lTWUuMzA5MQtOYW1lTWUuMzA5MgtOYW1lTWUuMzA5MwtOYW1lTWUuMzA5NAtOYW1lTWUuMzA5NQtOYW1lTWUuMzA5NgtOYW1lTWUuMzA5NwtOYW1lTWUuMzA5OAtOYW1lTWUuMzA5OQtOYW1lTWUuMzEwMAtOYW1lTWUuMzEwMQtOYW1lTWUuMzEwMgtOYW1lTWUuMzEwMwtOYW1lTWUuMzEwNAtOYW1lTWUuMzEwNQtOYW1lTWUuMzEwNgtOYW1lTWUuMzEwNwtOYW1lTWUuMzEwOAtOYW1lTWUuMzEwOQtOYW1lTWUuMzExMAtOYW1lTWUuMzExMQtOYW1lTWUuMzExMgtOYW1lTWUuMzExMwtOYW1lTWUuMzExNAtOYW1lTWUuMzExNQtOYW1lTWUuMzExNgtOYW1lTWUuMzExNwtOYW1lTWUuMzExOAtOYW1lTWUuMzExOQtOYW1lTWUuMzEyMAtOYW1lTWUuMzEyMQtOYW1lTWUuMzEyMgtOYW1lTWUuMzEyMwtOYW1lTWUuMzEyNAtOYW1lTWUuMzEyNQtOYW1lTWUuMzEyNgtOYW1lTWUuMzEyNwtOYW1lTWUuMzEyOAtOYW1lTWUuMzEyOQtOYW1lTWUuMzEzMAtOYW1lTWUuMzEzMQtOYW1lTWUuMzEzMgtOYW1lTWUuMzEzMwtOYW1lTWUuMzEzNAtOYW1lTWUuMzEzNQtOYW1lTWUuMzEzNgtOYW1lTWUuMzEzNwtOYW1lTWUuMzEzOAtOYW1lTWUuMzEzOQtOYW1lTWUuMzE0MAtOYW1lTWUuMzE0MQtOYW1lTWUuMzE0MgtOYW1lTWUuMzE0MwtOYW1lTWUuMzE0NAtOYW1lTWUuMzE0NQtOYW1lTWUuMzE0NgtOYW1lTWUuMzE0NwtOYW1lTWUuMzE0OAtOYW1lTWUuMzE0OQtOYW1lTWUuMzE1MAtOYW1lTWUuMzE1MQtOYW1lTWUuMzE1MgtOYW1lTWUuMzE1MwtOYW1lTWUuMzE1NAtOYW1lTWUuMzE1NQtOYW1lTWUuMzE1NgtOYW1lTWUuMzE1NwtOYW1lTWUuMzE1OAtOYW1lTWUuMzE1OQtOYW1lTWUuMzE2MAtOYW1lTWUuMzE2MQtOYW1lTWUuMzE2MgtOYW1lTWUuMzE2MwtOYW1lTWUuMzE2NAtOYW1lTWUuMzE2NQtOYW1lTWUuMzE2NgtOYW1lTWUuMzE2NwtOYW1lTWUuMzE2OAtOYW1lTWUuMzE2OQtOYW1lTWUuMzE3MAtOYW1lTWUuMzE3MQtOYW1lTWUuMzE3MgtOYW1lTWUuMzE3MwtOYW1lTWUuMzE3NAtOYW1lTWUuMzE3NQtOYW1lTWUuMzE3NgtOYW1lTWUuMzE3NwtOYW1lTWUuMzE3OAtOYW1lTWUuMzE3OQtOYW1lTWUuMzE4MAtOYW1lTWUuMzE4MQtOYW1lTWUuMzE4MgtOYW1lTWUuMzE4MwtOYW1lTWUuMzE4NAtOYW1lTWUuMzE4NQtOYW1lTWUuMzE4NgtOYW1lTWUuMzE4NwtOYW1lTWUuMzE4OAtOYW1lTWUuMzE4OQtOYW1lTWUuMzE5MAtOYW1lTWUuMzE5MQtOYW1lTWUuMzE5MgtOYW1lTWUuMzE5MwtOYW1lTWUuMzE5NAtOYW1lTWUuMzE5NQtOYW1lTWUuMzE5NgtOYW1lTWUuMzE5NwtOYW1lTWUuMzE5OAtOYW1lTWUuMzE5OQtOYW1lTWUuMzIwMAtOYW1lTWUuMzIwMQtOYW1lTWUuMzIwMgtOYW1lTWUuMzIwMwtOYW1lTWUuMzIwNAtOYW1lTWUuMzIwNQtOYW1lTWUuMzIwNgtOYW1lTWUuMzIwNwtOYW1lTWUuMzIwOAtOYW1lTWUuMzIwOQtOYW1lTWUuMzIxMAtOYW1lTWUuMzIxMQtOYW1lTWUuMzIxMgtOYW1lTWUuMzIxMwtOYW1lTWUuMzIxNAtOYW1lTWUuMzIxNQtOYW1lTWUuMzIxNgtOYW1lTWUuMzIxNwtOYW1lTWUuMzIxOAtOYW1lTWUuMzIxOQtOYW1lTWUuMzIyMAtOYW1lTWUuMzIyMQtOYW1lTWUuMzIyMgtOYW1lTWUuMzIyMwtOYW1lTWUuMzIyNAtOYW1lTWUuMzIyNQtOYW1lTWUuMzIyNgtOYW1lTWUuMzIyNwtOYW1lTWUuMzIyOAtOYW1lTWUuMzIyOQtOYW1lTWUuMzIzMAtOYW1lTWUuMzIzMQtOYW1lTWUuMzIzMgtOYW1lTWUuMzIzMwtOYW1lTWUuMzIzNAtOYW1lTWUuMzIzNQtOYW1lTWUuMzIzNgtOYW1lTWUuMzIzNwtOYW1lTWUuMzIzOAtOYW1lTWUuMzIzOQtOYW1lTWUuMzI0MAtOYW1lTWUuMzI0MQtOYW1lTWUuMzI0MgtOYW1lTWUuMzI0MwtOYW1lTWUuMzI0NAtOYW1lTWUuMzI0NQtOYW1lTWUuMzI0NgtOYW1lTWUuMzI0NwtOYW1lTWUuMzI0OAtOYW1lTWUuMzI0OQtOYW1lTWUuMzI1MAtOYW1lTWUuMzI1MQtOYW1lTWUuMzI1MgtOYW1lTWUuMzI1MwtOYW1lTWUuMzI1NAtOYW1lTWUuMzI1NQtOYW1lTWUuMzI1NgtOYW1lTWUuMzI1NwtOYW1lTWUuMzI1OAtOYW1lTWUuMzI1OQtOYW1lTWUuMzI2MAtOYW1lTWUuMzI2MQtOYW1lTWUuMzI2MgtOYW1lTWUuMzI2MwtOYW1lTWUuMzI2NAtOYW1lTWUuMzI2NQtOYW1lTWUuMzI2NgtOYW1lTWUuMzI2NwtOYW1lTWUuMzI2OAtOYW1lTWUuMzI2OQtOYW1lTWUuMzI3MAtOYW1lTWUuMzI3MQtOYW1lTWUuMzI3MgtOYW1lTWUuMzI3MwtOYW1lTWUuMzI3NAtOYW1lTWUuMzI3NQtOYW1lTWUuMzI3NgtOYW1lTWUuMzI3NwtOYW1lTWUuMzI3OAtOYW1lTWUuMzI3OQtOYW1lTWUuMzI4MAtOYW1lTWUuMzI4MQtOYW1lTWUuMzI4MgtOYW1lTWUuMzI4MwtOYW1lTWUuMzI4NAtOYW1lTWUuMzI4NQtOYW1lTWUuMzI4NgtOYW1lTWUuMzI4NwtOYW1lTWUuMzI4OAtOYW1lTWUuMzI4OQtOYW1lTWUuMzI5MAtOYW1lTWUuMzI5MQtOYW1lTWUuMzI5MgtOYW1lTWUuMzI5MwtOYW1lTWUuMzI5NAtOYW1lTWUuMzI5NQtOYW1lTWUuMzI5NgtOYW1lTWUuMzI5NwtOYW1lTWUuMzI5OAtOYW1lTWUuMzI5OQtOYW1lTWUuMzMwMAtOYW1lTWUuMzMwMQtOYW1lTWUuMzMwMgtOYW1lTWUuMzMwMwtOYW1lTWUuMzMwNAtOYW1lTWUuMzMwNQtOYW1lTWUuMzMwNgtOYW1lTWUuMzMwNwtOYW1lTWUuMzMwOAtOYW1lTWUuMzMwOQtOYW1lTWUuMzMxMAtOYW1lTWUuMzMxMQtOYW1lTWUuMzMxMgtOYW1lTWUuMzMxMwtOYW1lTWUuMzMxNAtOYW1lTWUuMzMxNQtOYW1lTWUuMzMxNgtOYW1lTWUuMzMxNwtOYW1lTWUuMzMxOAtOYW1lTWUuMzMxOQtOYW1lTWUuMzMyMAtOYW1lTWUuMzMyMQtOYW1lTWUuMzMyMgtOYW1lTWUuMzMyMwtOYW1lTWUuMzMyNAtOYW1lTWUuMzMyNQtOYW1lTWUuMzMyNgtOYW1lTWUuMzMyNwtOYW1lTWUuMzMyOAtOYW1lTWUuMzMyOQtOYW1lTWUuMzMzMAtOYW1lTWUuMzMzMQtOYW1lTWUuMzMzMgtOYW1lTWUuMzMzMwtOYW1lTWUuMzMzNAtOYW1lTWUuMzMzNQtOYW1lTWUuMzMzNgtOYW1lTWUuMzMzNwtOYW1lTWUuMzMzOAtOYW1lTWUuMzMzOQtOYW1lTWUuMzM0MAtOYW1lTWUuMzM0MQtOYW1lTWUuMzM0MgtOYW1lTWUuMzM0MwtOYW1lTWUuMzM0NAtOYW1lTWUuMzM0NQtOYW1lTWUuMzM0NgtOYW1lTWUuMzM0NwtOYW1lTWUuMzM0OAtOYW1lTWUuMzM0OQtOYW1lTWUuMzM1MAtOYW1lTWUuMzM1MQtOYW1lTWUuMzM1MgtOYW1lTWUuMzM1MwtOYW1lTWUuMzM1NAtOYW1lTWUuMzM1NQtOYW1lTWUuMzM1NgtOYW1lTWUuMzM1NwtOYW1lTWUuMzM1OAtOYW1lTWUuMzM1OQtOYW1lTWUuMzM2MAtOYW1lTWUuMzM2MQtOYW1lTWUuMzM2MgtOYW1lTWUuMzM2MwtOYW1lTWUuMzM2NAtOYW1lTWUuMzM2NQtOYW1lTWUuMzM2NgtOYW1lTWUuMzM2NwtOYW1lTWUuMzM2OAtOYW1lTWUuMzM2OQtOYW1lTWUuMzM3MAtOYW1lTWUuMzM3MQtOYW1lTWUuMzM3MgtOYW1lTWUuMzM3MwtOYW1lTWUuMzM3NAtOYW1lTWUuMzM3NQtOYW1lTWUuMzM3NgtOYW1lTWUuMzM3NwtOYW1lTWUuMzM3OAtOYW1lTWUuMzM3OQtOYW1lTWUuMzM4MAtOYW1lTWUuMzM4MQtOYW1lTWUuMzM4MgtOYW1lTWUuMzM4MwtOYW1lTWUuMzM4NAtOYW1lTWUuMzM4NQtOYW1lTWUuMzM4NgtOYW1lTWUuMzM4NwtOYW1lTWUuMzM4OAtOYW1lTWUuMzM4OQtOYW1lTWUuMzM5MAtOYW1lTWUuMzM5MQtOYW1lTWUuMzM5MgtOYW1lTWUuMzM5MwtOYW1lTWUuMzM5NAtOYW1lTWUuMzM5NQtOYW1lTWUuMzM5NgtOYW1lTWUuMzM5NwtOYW1lTWUuMzM5OAtOYW1lTWUuMzM5OQtOYW1lTWUuMzQwMAtOYW1lTWUuMzQwMQtOYW1lTWUuMzQwMgtOYW1lTWUuMzQwMwtOYW1lTWUuMzQwNAtOYW1lTWUuMzQwNQtOYW1lTWUuMzQwNgtOYW1lTWUuMzQwNwtOYW1lTWUuMzQwOAtOYW1lTWUuMzQwOQtOYW1lTWUuMzQxMAtOYW1lTWUuMzQxMQtOYW1lTWUuMzQxMgtOYW1lTWUuMzQxMwtOYW1lTWUuMzQxNAtOYW1lTWUuMzQxNQtOYW1lTWUuMzQxNgtOYW1lTWUuMzQxNwtOYW1lTWUuMzQxOAtOYW1lTWUuMzQxOQtOYW1lTWUuMzQyMAtOYW1lTWUuMzQyMQtOYW1lTWUuMzQyMgtOYW1lTWUuMzQyMwtOYW1lTWUuMzQyNAtOYW1lTWUuMzQyNQtOYW1lTWUuMzQyNgtOYW1lTWUuMzQyNwtOYW1lTWUuMzQyOAtOYW1lTWUuMzQyOQtOYW1lTWUuMzQzMAtOYW1lTWUuMzQzMQtOYW1lTWUuMzQzMgtOYW1lTWUuMzQzMwtOYW1lTWUuMzQzNAtOYW1lTWUuMzQzNQtOYW1lTWUuMzQzNgtOYW1lTWUuMzQzNwtOYW1lTWUuMzQzOAtOYW1lTWUuMzQzOQtOYW1lTWUuMzQ0MAtOYW1lTWUuMzQ0MQtOYW1lTWUuMzQ0MgtOYW1lTWUuMzQ0MwtOYW1lTWUuMzQ0NAtOYW1lTWUuMzQ0NQtOYW1lTWUuMzQ0NgtOYW1lTWUuMzQ0NwtOYW1lTWUuMzQ0OAtOYW1lTWUuMzQ0OQtOYW1lTWUuMzQ1MAtOYW1lTWUuMzQ1MQtOYW1lTWUuMzQ1MgtOYW1lTWUuMzQ1MwtOYW1lTWUuMzQ1NAtOYW1lTWUuMzQ1NQtOYW1lTWUuMzQ1NgtOYW1lTWUuMzQ1NwtOYW1lTWUuMzQ1OAtOYW1lTWUuMzQ1OQtOYW1lTWUuMzQ2MAtOYW1lTWUuMzQ2MQtOYW1lTWUuMzQ2MgtOYW1lTWUuMzQ2MwtOYW1lTWUuMzQ2NAtOYW1lTWUuMzQ2NQtOYW1lTWUuMzQ2NgtOYW1lTWUuMzQ2NwtOYW1lTWUuMzQ2OAtOYW1lTWUuMzQ2OQtOYW1lTWUuMzQ3MAtOYW1lTWUuMzQ3MQtOYW1lTWUuMzQ3MgtOYW1lTWUuMzQ3MwtOYW1lTWUuMzQ3NAtOYW1lTWUuMzQ3NQtOYW1lTWUuMzQ3NgtOYW1lTWUuMzQ3NwtOYW1lTWUuMzQ3OAtOYW1lTWUuMzQ3OQtOYW1lTWUuMzQ4MAtOYW1lTWUuMzQ4MQtOYW1lTWUuMzQ4MgtOYW1lTWUuMzQ4MwtOYW1lTWUuMzQ4NAtOYW1lTWUuMzQ4NQtOYW1lTWUuMzQ4NgtOYW1lTWUuMzQ4NwtOYW1lTWUuMzQ4OAtOYW1lTWUuMzQ4OQtOYW1lTWUuMzQ5MAtOYW1lTWUuMzQ5MQtOYW1lTWUuMzQ5MgtOYW1lTWUuMzQ5MwtOYW1lTWUuMzQ5NAtOYW1lTWUuMzQ5NQtOYW1lTWUuMzQ5NgtOYW1lTWUuMzQ5NwtOYW1lTWUuMzQ5OAtOYW1lTWUuMzQ5OQtOYW1lTWUuMzUwMAtOYW1lTWUuMzUwMQtOYW1lTWUuMzUwMgtOYW1lTWUuMzUwMwtOYW1lTWUuMzUwNAtOYW1lTWUuMzUwNQtOYW1lTWUuMzUwNgtOYW1lTWUuMzUwNwtOYW1lTWUuMzUwOAtOYW1lTWUuMzUwOQtOYW1lTWUuMzUxMAtOYW1lTWUuMzUxMQtOYW1lTWUuMzUxMgtOYW1lTWUuMzUxMwtOYW1lTWUuMzUxNAtOYW1lTWUuMzUxNQtOYW1lTWUuMzUxNgtOYW1lTWUuMzUxNwtOYW1lTWUuMzUxOAtOYW1lTWUuMzUxOQtOYW1lTWUuMzUyMAtOYW1lTWUuMzUyMQtOYW1lTWUuMzUyMgtOYW1lTWUuMzUyMwtOYW1lTWUuMzUyNAtOYW1lTWUuMzUyNQtOYW1lTWUuMzUyNgtOYW1lTWUuMzUyNwtOYW1lTWUuMzUyOAtOYW1lTWUuMzUyOQtOYW1lTWUuMzUzMAtOYW1lTWUuMzUzMQtOYW1lTWUuMzUzMgtOYW1lTWUuMzUzMwtOYW1lTWUuMzUzNAtOYW1lTWUuMzUzNQtOYW1lTWUuMzUzNgtOYW1lTWUuMzUzNwtOYW1lTWUuMzUzOAtOYW1lTWUuMzUzOQtOYW1lTWUuMzU0MAtOYW1lTWUuMzU0MQtOYW1lTWUuMzU0MgtOYW1lTWUuMzU0MwtOYW1lTWUuMzU0NAtOYW1lTWUuMzU0NQtOYW1lTWUuMzU0NgtOYW1lTWUuMzU0NwtOYW1lTWUuMzU0OAtOYW1lTWUuMzU0OQtOYW1lTWUuMzU1MAtOYW1lTWUuMzU1MQtOYW1lTWUuMzU1MgtOYW1lTWUuMzU1MwtOYW1lTWUuMzU1NAtOYW1lTWUuMzU1NQtOYW1lTWUuMzU1NgtOYW1lTWUuMzU1NwtOYW1lTWUuMzU1OAtOYW1lTWUuMzU1OQtOYW1lTWUuMzU2MAtOYW1lTWUuMzU2MQtOYW1lTWUuMzU2MgtOYW1lTWUuMzU2MwtOYW1lTWUuMzU2NAtOYW1lTWUuMzU2NQtOYW1lTWUuMzU2NgtOYW1lTWUuMzU2NwtOYW1lTWUuMzU2OAtOYW1lTWUuMzU2OQtOYW1lTWUuMzU3MAtOYW1lTWUuMzU3MQtOYW1lTWUuMzU3MgtOYW1lTWUuMzU3MwtOYW1lTWUuMzU3NAtOYW1lTWUuMzU3NQtOYW1lTWUuMzU3NgtOYW1lTWUuMzU3NwtOYW1lTWUuMzU3OAtOYW1lTWUuMzU3OQtOYW1lTWUuMzU4MAtOYW1lTWUuMzU4MQtOYW1lTWUuMzU4MgtOYW1lTWUuMzU4MwtOYW1lTWUuMzU4NAtOYW1lTWUuMzU4NQtOYW1lTWUuMzU4NgtOYW1lTWUuMzU4NwtOYW1lTWUuMzU4OAtOYW1lTWUuMzU4OQtOYW1lTWUuMzU5MAtOYW1lTWUuMzU5MQtOYW1lTWUuMzU5MgtOYW1lTWUuMzU5MwtOYW1lTWUuMzU5NAtOYW1lTWUuMzU5NQtOYW1lTWUuMzU5NgtOYW1lTWUuMzU5NwtOYW1lTWUuMzU5OAtOYW1lTWUuMzU5OQtOYW1lTWUuMzYwMAtOYW1lTWUuMzYwMQtOYW1lTWUuMzYwMgtOYW1lTWUuMzYwMwtOYW1lTWUuMzYwNAtOYW1lTWUuMzYwNQtOYW1lTWUuMzYwNgtOYW1lTWUuMzYwNwtOYW1lTWUuMzYwOAtOYW1lTWUuMzYwOQtOYW1lTWUuMzYxMAtOYW1lTWUuMzYxMQtOYW1lTWUuMzYxMgtOYW1lTWUuMzYxMwtOYW1lTWUuMzYxNAtOYW1lTWUuMzYxNQtOYW1lTWUuMzYxNgtOYW1lTWUuMzYxNwtOYW1lTWUuMzYxOAtOYW1lTWUuMzYxOQtOYW1lTWUuMzYyMAtOYW1lTWUuMzYyMQtOYW1lTWUuMzYyMgtOYW1lTWUuMzYyMwtOYW1lTWUuMzYyNAtOYW1lTWUuMzYyNQtOYW1lTWUuMzYyNgtOYW1lTWUuMzYyNwtOYW1lTWUuMzYyOAtOYW1lTWUuMzYyOQtOYW1lTWUuMzYzMAtOYW1lTWUuMzYzMQtOYW1lTWUuMzYzMgtOYW1lTWUuMzYzMwtOYW1lTWUuMzYzNAtOYW1lTWUuMzYzNQtOYW1lTWUuMzYzNgtOYW1lTWUuMzYzNwtOYW1lTWUuMzYzOAtOYW1lTWUuMzYzOQtOYW1lTWUuMzY0MAtOYW1lTWUuMzY0MQtOYW1lTWUuMzY0MgtOYW1lTWUuMzY0MwtOYW1lTWUuMzY0NAtOYW1lTWUuMzY0NQtOYW1lTWUuMzY0NgtOYW1lTWUuMzY0NwtOYW1lTWUuMzY0OAtOYW1lTWUuMzY0OQtOYW1lTWUuMzY1MAtOYW1lTWUuMzY1MQtOYW1lTWUuMzY1MgtOYW1lTWUuMzY1MwtOYW1lTWUuMzY1NAtOYW1lTWUuMzY1NQtOYW1lTWUuMzY1NgtOYW1lTWUuMzY1NwtOYW1lTWUuMzY1OAtOYW1lTWUuMzY1OQtOYW1lTWUuMzY2MAtOYW1lTWUuMzY2MQtOYW1lTWUuMzY2MgtOYW1lTWUuMzY2MwtOYW1lTWUuMzY2NAtOYW1lTWUuMzY2NQtOYW1lTWUuMzY2NgtOYW1lTWUuMzY2NwtOYW1lTWUuMzY2OAtOYW1lTWUuMzY2OQtOYW1lTWUuMzY3MAtOYW1lTWUuMzY3MQtOYW1lTWUuMzY3MgtOYW1lTWUuMzY3MwtOYW1lTWUuMzY3NAtOYW1lTWUuMzY3NQtOYW1lTWUuMzY3NgtOYW1lTWUuMzY3NwtOYW1lTWUuMzY3OAtOYW1lTWUuMzY3OQtOYW1lTWUuMzY4MAtOYW1lTWUuMzY4MQtOYW1lTWUuMzY4MgtOYW1lTWUuMzY4MwtOYW1lTWUuMzY4NAtOYW1lTWUuMzY4NQtOYW1lTWUuMzY4NgtOYW1lTWUuMzY4NwtOYW1lTWUuMzY4OAtOYW1lTWUuMzY4OQtOYW1lTWUuMzY5MAtOYW1lTWUuMzY5MQtOYW1lTWUuMzY5MgtOYW1lTWUuMzY5MwtOYW1lTWUuMzY5NAtOYW1lTWUuMzY5NQtOYW1lTWUuMzY5NgtOYW1lTWUuMzY5NwtOYW1lTWUuMzY5OAtOYW1lTWUuMzY5OQtOYW1lTWUuMzcwMAtOYW1lTWUuMzcwMQtOYW1lTWUuMzcwMgtOYW1lTWUuMzcwMwtOYW1lTWUuMzcwNAtOYW1lTWUuMzcwNQtOYW1lTWUuMzcwNgtOYW1lTWUuMzcwNwtOYW1lTWUuMzcwOAtOYW1lTWUuMzcwOQtOYW1lTWUuMzcxMAtOYW1lTWUuMzcxMQtOYW1lTWUuMzcxMgtOYW1lTWUuMzcxMwtOYW1lTWUuMzcxNAtOYW1lTWUuMzcxNQtOYW1lTWUuMzcxNgtOYW1lTWUuMzcxNwtOYW1lTWUuMzcxOAtOYW1lTWUuMzcxOQtOYW1lTWUuMzcyMAtOYW1lTWUuMzcyMQtOYW1lTWUuMzcyMgtOYW1lTWUuMzcyMwtOYW1lTWUuMzcyNAtOYW1lTWUuMzcyNQtOYW1lTWUuMzcyNgtOYW1lTWUuMzcyNwtOYW1lTWUuMzcyOAtOYW1lTWUuMzcyOQtOYW1lTWUuMzczMAtOYW1lTWUuMzczMQtOYW1lTWUuMzczMgtOYW1lTWUuMzczMwtOYW1lTWUuMzczNAtOYW1lTWUuMzczNQtOYW1lTWUuMzczNgtOYW1lTWUuMzczNwtOYW1lTWUuMzczOAtOYW1lTWUuMzczOQtOYW1lTWUuMzc0MAtOYW1lTWUuMzc0MQtOYW1lTWUuMzc0MgtOYW1lTWUuMzc0MwtOYW1lTWUuMzc0NAtOYW1lTWUuMzc0NQtOYW1lTWUuMzc0NgtOYW1lTWUuMzc0NwtOYW1lTWUuMzc0OAtOYW1lTWUuMzc0OQtOYW1lTWUuMzc1MAtOYW1lTWUuMzc1MQtOYW1lTWUuMzc1MgtOYW1lTWUuMzc1MwtOYW1lTWUuMzc1NAtOYW1lTWUuMzc1NQtOYW1lTWUuMzc1NgtOYW1lTWUuMzc1NwtOYW1lTWUuMzc1OAtOYW1lTWUuMzc1OQtOYW1lTWUuMzc2MAtOYW1lTWUuMzc2MQtOYW1lTWUuMzc2MgtOYW1lTWUuMzc2MwtOYW1lTWUuMzc2NAtOYW1lTWUuMzc2NQtOYW1lTWUuMzc2NgtOYW1lTWUuMzc2NwtOYW1lTWUuMzc2OAtOYW1lTWUuMzc2OQtOYW1lTWUuMzc3MAtOYW1lTWUuMzc3MQtOYW1lTWUuMzc3MgtOYW1lTWUuMzc3MwtOYW1lTWUuMzc3NAtOYW1lTWUuMzc3NQtOYW1lTWUuMzc3NgtOYW1lTWUuMzc3NwtOYW1lTWUuMzc3OAtOYW1lTWUuMzc3OQtOYW1lTWUuMzc4MAtOYW1lTWUuMzc4MQtOYW1lTWUuMzc4MgtOYW1lTWUuMzc4MwtOYW1lTWUuMzc4NAtOYW1lTWUuMzc4NQtOYW1lTWUuMzc4NgtOYW1lTWUuMzc4NwtOYW1lTWUuMzc4OAtOYW1lTWUuMzc4OQtOYW1lTWUuMzc5MAtOYW1lTWUuMzc5MQtOYW1lTWUuMzc5MgtOYW1lTWUuMzc5MwtOYW1lTWUuMzc5NAtOYW1lTWUuMzc5NQtOYW1lTWUuMzc5NgtOYW1lTWUuMzc5NwtOYW1lTWUuMzc5OAtOYW1lTWUuMzc5OQtOYW1lTWUuMzgwMAtOYW1lTWUuMzgwMQtOYW1lTWUuMzgwMgtOYW1lTWUuMzgwMwtOYW1lTWUuMzgwNAtOYW1lTWUuMzgwNQtOYW1lTWUuMzgwNgtOYW1lTWUuMzgwNwtOYW1lTWUuMzgwOAtOYW1lTWUuMzgwOQtOYW1lTWUuMzgxMAtOYW1lTWUuMzgxMQtOYW1lTWUuMzgxMgtOYW1lTWUuMzgxMwtOYW1lTWUuMzgxNAtOYW1lTWUuMzgxNQtOYW1lTWUuMzgxNgtOYW1lTWUuMzgxNwtOYW1lTWUuMzgxOAtOYW1lTWUuMzgxOQtOYW1lTWUuMzgyMAtOYW1lTWUuMzgyMQtOYW1lTWUuMzgyMgtOYW1lTWUuMzgyMwtOYW1lTWUuMzgyNAtOYW1lTWUuMzgyNQtOYW1lTWUuMzgyNgtOYW1lTWUuMzgyNwtOYW1lTWUuMzgyOAtOYW1lTWUuMzgyOQtOYW1lTWUuMzgzMAtOYW1lTWUuMzgzMQtOYW1lTWUuMzgzMgtOYW1lTWUuMzgzMwtOYW1lTWUuMzgzNAtOYW1lTWUuMzgzNQtOYW1lTWUuMzgzNgtOYW1lTWUuMzgzNwtOYW1lTWUuMzgzOAtOYW1lTWUuMzgzOQtOYW1lTWUuMzg0MAtOYW1lTWUuMzg0MQtOYW1lTWUuMzg0MgtOYW1lTWUuMzg0MwtOYW1lTWUuMzg0NAtOYW1lTWUuMzg0NQtOYW1lTWUuMzg0NgtOYW1lTWUuMzg0NwtOYW1lTWUuMzg0OAtOYW1lTWUuMzg0OQtOYW1lTWUuMzg1MAtOYW1lTWUuMzg1MQtOYW1lTWUuMzg1MgtOYW1lTWUuMzg1MwtOYW1lTWUuMzg1NAtOYW1lTWUuMzg1NQtOYW1lTWUuMzg1NgtOYW1lTWUuMzg1NwtOYW1lTWUuMzg1OAtOYW1lTWUuMzg1OQtOYW1lTWUuMzg2MAtOYW1lTWUuMzg2MQtOYW1lTWUuMzg2MgtOYW1lTWUuMzg2MwtOYW1lTWUuMzg2NAtOYW1lTWUuMzg2NQtOYW1lTWUuMzg2NgtOYW1lTWUuMzg2NwtOYW1lTWUuMzg2OAtOYW1lTWUuMzg2OQtOYW1lTWUuMzg3MAtOYW1lTWUuMzg3MQtOYW1lTWUuMzg3MgtOYW1lTWUuMzg3MwtOYW1lTWUuMzg3NAtOYW1lTWUuMzg3NQtOYW1lTWUuMzg3NgtOYW1lTWUuMzg3NwtOYW1lTWUuMzg3OAtOYW1lTWUuMzg3OQtOYW1lTWUuMzg4MAtOYW1lTWUuMzg4MQtOYW1lTWUuMzg4MgtOYW1lTWUuMzg4MwtOYW1lTWUuMzg4NAtOYW1lTWUuMzg4NQtOYW1lTWUuMzg4NgtOYW1lTWUuMzg4NwtOYW1lTWUuMzg4OAtOYW1lTWUuMzg4OQtOYW1lTWUuMzg5MAtOYW1lTWUuMzg5MQtOYW1lTWUuMzg5MgtOYW1lTWUuMzg5MwtOYW1lTWUuMzg5NAtOYW1lTWUuMzg5NQtOYW1lTWUuMzg5NgtOYW1lTWUuMzg5NwtOYW1lTWUuMzg5OAtOYW1lTWUuMzg5OQtOYW1lTWUuMzkwMAtOYW1lTWUuMzkwMQtOYW1lTWUuMzkwMgtOYW1lTWUuMzkwMwtOYW1lTWUuMzkwNAtOYW1lTWUuMzkwNQtOYW1lTWUuMzkwNgtOYW1lTWUuMzkwNwtOYW1lTWUuMzkwOAtOYW1lTWUuMzkwOQtOYW1lTWUuMzkxMAtOYW1lTWUuMzkxMQtOYW1lTWUuMzkxMgtOYW1lTWUuMzkxMwtOYW1lTWUuMzkxNAtOYW1lTWUuMzkxNQtOYW1lTWUuMzkxNgtOYW1lTWUuMzkxNwtOYW1lTWUuMzkxOAtOYW1lTWUuMzkxOQtOYW1lTWUuMzkyMAtOYW1lTWUuMzkyMQtOYW1lTWUuMzkyMgtOYW1lTWUuMzkyMwtOYW1lTWUuMzkyNAtOYW1lTWUuMzkyNQtOYW1lTWUuMzkyNgtOYW1lTWUuMzkyNwtOYW1lTWUuMzkyOAtOYW1lTWUuMzkyOQtOYW1lTWUuMzkzMAtOYW1lTWUuMzkzMQtOYW1lTWUuMzkzMgtOYW1lTWUuMzkzMwtOYW1lTWUuMzkzNAtOYW1lTWUuMzkzNQtOYW1lTWUuMzkzNgtOYW1lTWUuMzkzNwtOYW1lTWUuMzkzOAtOYW1lTWUuMzkzOQtOYW1lTWUuMzk0MAtOYW1lTWUuMzk0MQtOYW1lTWUuMzk0MgtOYW1lTWUuMzk0MwtOYW1lTWUuMzk0NAtOYW1lTWUuMzk0NQtOYW1lTWUuMzk0NgtOYW1lTWUuMzk0NwtOYW1lTWUuMzk0OAtOYW1lTWUuMzk0OQtOYW1lTWUuMzk1MAtOYW1lTWUuMzk1MQtOYW1lTWUuMzk1MgtOYW1lTWUuMzk1MwtOYW1lTWUuMzk1NAtOYW1lTWUuMzk1NQtOYW1lTWUuMzk1NgtOYW1lTWUuMzk1NwtOYW1lTWUuMzk1OAtOYW1lTWUuMzk1OQtOYW1lTWUuMzk2MAtOYW1lTWUuMzk2MQtOYW1lTWUuMzk2MgtOYW1lTWUuMzk2MwtOYW1lTWUuMzk2NAtOYW1lTWUuMzk2NQtOYW1lTWUuMzk2NgtOYW1lTWUuMzk2NwtOYW1lTWUuMzk2OAtOYW1lTWUuMzk2OQtOYW1lTWUuMzk3MAtOYW1lTWUuMzk3MQtOYW1lTWUuMzk3MgtOYW1lTWUuMzk3MwtOYW1lTWUuMzk3NAtOYW1lTWUuMzk3NQtOYW1lTWUuMzk3NgtOYW1lTWUuMzk3NwtOYW1lTWUuMzk3OAtOYW1lTWUuMzk3OQtOYW1lTWUuMzk4MAtOYW1lTWUuMzk4MQtOYW1lTWUuMzk4MgtOYW1lTWUuMzk4MwtOYW1lTWUuMzk4NAtOYW1lTWUuMzk4NQtOYW1lTWUuMzk4NgtOYW1lTWUuMzk4NwtOYW1lTWUuMzk4OAtOYW1lTWUuMzk4OQtOYW1lTWUuMzk5MAtOYW1lTWUuMzk5MQtOYW1lTWUuMzk5MgtOYW1lTWUuMzk5MwtOYW1lTWUuMzk5NAtOYW1lTWUuMzk5NQtOYW1lTWUuMzk5NgtOYW1lTWUuMzk5NwtOYW1lTWUuMzk5OAtOYW1lTWUuMzk5OQtOYW1lTWUuNDAwMAtOYW1lTWUuNDAwMQtOYW1lTWUuNDAwMgtOYW1lTWUuNDAwMwtOYW1lTWUuNDAwNAtOYW1lTWUuNDAwNQtOYW1lTWUuNDAwNgtOYW1lTWUuNDAwNwtOYW1lTWUuNDAwOAtOYW1lTWUuNDAwOQtOYW1lTWUuNDAxMAtOYW1lTWUuNDAxMQtOYW1lTWUuNDAxMgtOYW1lTWUuNDAxMwtOYW1lTWUuNDAxNAtOYW1lTWUuNDAxNQtOYW1lTWUuNDAxNgtOYW1lTWUuNDAxNwtOYW1lTWUuNDAxOAtOYW1lTWUuNDAxOQtOYW1lTWUuNDAyMAtOYW1lTWUuNDAyMQtOYW1lTWUuNDAyMgtOYW1lTWUuNDAyMwtOYW1lTWUuNDAyNAtOYW1lTWUuNDAyNQtOYW1lTWUuNDAyNgtOYW1lTWUuNDAyNwtOYW1lTWUuNDAyOAtOYW1lTWUuNDAyOQtOYW1lTWUuNDAzMAtOYW1lTWUuNDAzMQtOYW1lTWUuNDAzMgtOYW1lTWUuNDAzMwtOYW1lTWUuNDAzNAtOYW1lTWUuNDAzNQtOYW1lTWUuNDAzNgtOYW1lTWUuNDAzNwtOYW1lTWUuNDAzOAtOYW1lTWUuNDAzOQtOYW1lTWUuNDA0MAtOYW1lTWUuNDA0MQtOYW1lTWUuNDA0MgtOYW1lTWUuNDA0MwtOYW1lTWUuNDA0NAtOYW1lTWUuNDA0NQtOYW1lTWUuNDA0NgtOYW1lTWUuNDA0NwtOYW1lTWUuNDA0OAtOYW1lTWUuNDA0OQtOYW1lTWUuNDA1MAtOYW1lTWUuNDA1MQtOYW1lTWUuNDA1MgtOYW1lTWUuNDA1MwtOYW1lTWUuNDA1NAtOYW1lTWUuNDA1NQtOYW1lTWUuNDA1NgtOYW1lTWUuNDA1NwtOYW1lTWUuNDA1OAtOYW1lTWUuNDA1OQtOYW1lTWUuNDA2MAtOYW1lTWUuNDA2MQtOYW1lTWUuNDA2MgtOYW1lTWUuNDA2MwtOYW1lTWUuNDA2NAtOYW1lTWUuNDA2NQtOYW1lTWUuNDA2NgtOYW1lTWUuNDA2NwtOYW1lTWUuNDA2OAtOYW1lTWUuNDA2OQtOYW1lTWUuNDA3MAtOYW1lTWUuNDA3MQtOYW1lTWUuNDA3MgtOYW1lTWUuNDA3MwtOYW1lTWUuNDA3NAtOYW1lTWUuNDA3NQtOYW1lTWUuNDA3NgtOYW1lTWUuNDA3NwtOYW1lTWUuNDA3OAtOYW1lTWUuNDA3OQtOYW1lTWUuNDA4MAtOYW1lTWUuNDA4MQtOYW1lTWUuNDA4MgtOYW1lTWUuNDA4MwtOYW1lTWUuNDA4NAtOYW1lTWUuNDA4NQtOYW1lTWUuNDA4NgtOYW1lTWUuNDA4NwtOYW1lTWUuNDA4OAtOYW1lTWUuNDA4OQtOYW1lTWUuNDA5MAtOYW1lTWUuNDA5MQtOYW1lTWUuNDA5MgtOYW1lTWUuNDA5MwtOYW1lTWUuNDA5NAtOYW1lTWUuNDA5NQtOYW1lTWUuNDA5NgtOYW1lTWUuNDA5NwtOYW1lTWUuNDA5OAtOYW1lTWUuNDA5OQtOYW1lTWUuNDEwMAtOYW1lTWUuNDEwMQtOYW1lTWUuNDEwMgtOYW1lTWUuNDEwMwtOYW1lTWUuNDEwNAtOYW1lTWUuNDEwNQtOYW1lTWUuNDEwNgtOYW1lTWUuNDEwNwtOYW1lTWUuNDEwOAtOYW1lTWUuNDEwOQtOYW1lTWUuNDExMAtOYW1lTWUuNDExMQtOYW1lTWUuNDExMgtOYW1lTWUuNDExMwtOYW1lTWUuNDExNAtOYW1lTWUuNDExNQtOYW1lTWUuNDExNgtOYW1lTWUuNDExNwtOYW1lTWUuNDExOAtOYW1lTWUuNDExOQtOYW1lTWUuNDEyMAtOYW1lTWUuNDEyMQtOYW1lTWUuNDEyMgtOYW1lTWUuNDEyMwtOYW1lTWUuNDEyNAtOYW1lTWUuNDEyNQtOYW1lTWUuNDEyNgtOYW1lTWUuNDEyNwtOYW1lTWUuNDEyOAtOYW1lTWUuNDEyOQtOYW1lTWUuNDEzMAtOYW1lTWUuNDEzMQtOYW1lTWUuNDEzMgtOYW1lTWUuNDEzMwtOYW1lTWUuNDEzNAtOYW1lTWUuNDEzNQtOYW1lTWUuNDEzNgtOYW1lTWUuNDEzNwtOYW1lTWUuNDEzOAtOYW1lTWUuNDEzOQtOYW1lTWUuNDE0MAtOYW1lTWUuNDE0MQtOYW1lTWUuNDE0MgtOYW1lTWUuNDE0MwtOYW1lTWUuNDE0NAtOYW1lTWUuNDE0NQtOYW1lTWUuNDE0NgtOYW1lTWUuNDE0NwtOYW1lTWUuNDE0OAtOYW1lTWUuNDE0OQtOYW1lTWUuNDE1MAtOYW1lTWUuNDE1MQtOYW1lTWUuNDE1MgtOYW1lTWUuNDE1MwtOYW1lTWUuNDE1NAtOYW1lTWUuNDE1NQtOYW1lTWUuNDE1NgtOYW1lTWUuNDE1NwtOYW1lTWUuNDE1OAtOYW1lTWUuNDE1OQtOYW1lTWUuNDE2MAtOYW1lTWUuNDE2MQtOYW1lTWUuNDE2MgtOYW1lTWUuNDE2MwtOYW1lTWUuNDE2NAtOYW1lTWUuNDE2NQtOYW1lTWUuNDE2NgtOYW1lTWUuNDE2NwtOYW1lTWUuNDE2OAtOYW1lTWUuNDE2OQtOYW1lTWUuNDE3MAtOYW1lTWUuNDE3MQtOYW1lTWUuNDE3MgtOYW1lTWUuNDE3MwtOYW1lTWUuNDE3NAtOYW1lTWUuNDE3NQtOYW1lTWUuNDE3NgtOYW1lTWUuNDE3NwtOYW1lTWUuNDE3OAtOYW1lTWUuNDE3OQtOYW1lTWUuNDE4MAtOYW1lTWUuNDE4MQtOYW1lTWUuNDE4MgtOYW1lTWUuNDE4MwtOYW1lTWUuNDE4NAtOYW1lTWUuNDE4NQtOYW1lTWUuNDE4NgtOYW1lTWUuNDE4NwtOYW1lTWUuNDE4OAtOYW1lTWUuNDE4OQtOYW1lTWUuNDE5MAtOYW1lTWUuNDE5MQtOYW1lTWUuNDE5MgtOYW1lTWUuNDE5MwtOYW1lTWUuNDE5NAtOYW1lTWUuNDE5NQtOYW1lTWUuNDE5NgtOYW1lTWUuNDE5NwtOYW1lTWUuNDE5OAtOYW1lTWUuNDE5OQtOYW1lTWUuNDIwMAtOYW1lTWUuNDIwMQtOYW1lTWUuNDIwMgtOYW1lTWUuNDIwMwtOYW1lTWUuNDIwNAtOYW1lTWUuNDIwNQtOYW1lTWUuNDIwNgtOYW1lTWUuNDIwNwtOYW1lTWUuNDIwOAtOYW1lTWUuNDIwOQtOYW1lTWUuNDIxMAtOYW1lTWUuNDIxMQtOYW1lTWUuNDIxMgtOYW1lTWUuNDIxMwtOYW1lTWUuNDIxNAtOYW1lTWUuNDIxNQtOYW1lTWUuNDIxNgtOYW1lTWUuNDIxNwtOYW1lTWUuNDIxOAtOYW1lTWUuNDIxOQtOYW1lTWUuNDIyMAtOYW1lTWUuNDIyMQtOYW1lTWUuNDIyMgtOYW1lTWUuNDIyMwtOYW1lTWUuNDIyNAtOYW1lTWUuNDIyNQtOYW1lTWUuNDIyNgtOYW1lTWUuNDIyNwtOYW1lTWUuNDIyOAtOYW1lTWUuNDIyOQtOYW1lTWUuNDIzMAtOYW1lTWUuNDIzMQtOYW1lTWUuNDIzMgtOYW1lTWUuNDIzMwtOYW1lTWUuNDIzNAtOYW1lTWUuNDIzNQtOYW1lTWUuNDIzNgtOYW1lTWUuNDIzNwtOYW1lTWUuNDIzOAtOYW1lTWUuNDIzOQtOYW1lTWUuNDI0MAtOYW1lTWUuNDI0MQtOYW1lTWUuNDI0MgtOYW1lTWUuNDI0MwtOYW1lTWUuNDI0NAtOYW1lTWUuNDI0NQtOYW1lTWUuNDI0NgtOYW1lTWUuNDI0NwtOYW1lTWUuNDI0OAtOYW1lTWUuNDI0OQtOYW1lTWUuNDI1MAtOYW1lTWUuNDI1MQtOYW1lTWUuNDI1MgtOYW1lTWUuNDI1MwtOYW1lTWUuNDI1NAtOYW1lTWUuNDI1NQtOYW1lTWUuNDI1NgtOYW1lTWUuNDI1NwtOYW1lTWUuNDI1OAtOYW1lTWUuNDI1OQtOYW1lTWUuNDI2MAtOYW1lTWUuNDI2MQtOYW1lTWUuNDI2MgtOYW1lTWUuNDI2MwtOYW1lTWUuNDI2NAtOYW1lTWUuNDI2NQtOYW1lTWUuNDI2NgtOYW1lTWUuNDI2NwtOYW1lTWUuNDI2OAtOYW1lTWUuNDI2OQtOYW1lTWUuNDI3MAtOYW1lTWUuNDI3MQtOYW1lTWUuNDI3MgtOYW1lTWUuNDI3MwtOYW1lTWUuNDI3NAtOYW1lTWUuNDI3NQtOYW1lTWUuNDI3NgtOYW1lTWUuNDI3NwtOYW1lTWUuNDI3OAtOYW1lTWUuNDI3OQtOYW1lTWUuNDI4MAtOYW1lTWUuNDI4MQtOYW1lTWUuNDI4MgtOYW1lTWUuNDI4MwtOYW1lTWUuNDI4NAtOYW1lTWUuNDI4NQtOYW1lTWUuNDI4NgtOYW1lTWUuNDI4NwtOYW1lTWUuNDI4OAtOYW1lTWUuNDI4OQtOYW1lTWUuNDI5MAtOYW1lTWUuNDI5MQtOYW1lTWUuNDI5MgtOYW1lTWUuNDI5MwtOYW1lTWUuNDI5NAtOYW1lTWUuNDI5NQtOYW1lTWUuNDI5NgtOYW1lTWUuNDI5NwtOYW1lTWUuNDI5OAtOYW1lTWUuNDI5OQtOYW1lTWUuNDMwMAtOYW1lTWUuNDMwMQtOYW1lTWUuNDMwMgtOYW1lTWUuNDMwMwtOYW1lTWUuNDMwNAtOYW1lTWUuNDMwNQtOYW1lTWUuNDMwNgtOYW1lTWUuNDMwNwtOYW1lTWUuNDMwOAtOYW1lTWUuNDMwOQtOYW1lTWUuNDMxMAtOYW1lTWUuNDMxMQtOYW1lTWUuNDMxMgtOYW1lTWUuNDMxMwtOYW1lTWUuNDMxNAtOYW1lTWUuNDMxNQtOYW1lTWUuNDMxNgtOYW1lTWUuNDMxNwtOYW1lTWUuNDMxOAtOYW1lTWUuNDMxOQtOYW1lTWUuNDMyMAtOYW1lTWUuNDMyMQtOYW1lTWUuNDMyMgtOYW1lTWUuNDMyMwtOYW1lTWUuNDMyNAtOYW1lTWUuNDMyNQtOYW1lTWUuNDMyNgtOYW1lTWUuNDMyNwtOYW1lTWUuNDMyOAtOYW1lTWUuNDMyOQtOYW1lTWUuNDMzMAtOYW1lTWUuNDMzMQtOYW1lTWUuNDMzMgtOYW1lTWUuNDMzMwtOYW1lTWUuNDMzNAtOYW1lTWUuNDMzNQtOYW1lTWUuNDMzNgtOYW1lTWUuNDMzNwtOYW1lTWUuNDMzOAtOYW1lTWUuNDMzOQtOYW1lTWUuNDM0MAtOYW1lTWUuNDM0MQtOYW1lTWUuNDM0MgtOYW1lTWUuNDM0MwtOYW1lTWUuNDM0NAtOYW1lTWUuNDM0NQtOYW1lTWUuNDM0NgtOYW1lTWUuNDM0NwtOYW1lTWUuNDM0OAtOYW1lTWUuNDM0OQtOYW1lTWUuNDM1MAtOYW1lTWUuNDM1MQtOYW1lTWUuNDM1MgtOYW1lTWUuNDM1MwtOYW1lTWUuNDM1NAtOYW1lTWUuNDM1NQtOYW1lTWUuNDM1NgtOYW1lTWUuNDM1NwtOYW1lTWUuNDM1OAtOYW1lTWUuNDM1OQtOYW1lTWUuNDM2MAtOYW1lTWUuNDM2MQtOYW1lTWUuNDM2MgtOYW1lTWUuNDM2MwtOYW1lTWUuNDM2NAtOYW1lTWUuNDM2NQtOYW1lTWUuNDM2NgtOYW1lTWUuNDM2NwtOYW1lTWUuNDM2OAtOYW1lTWUuNDM2OQtOYW1lTWUuNDM3MAtOYW1lTWUuNDM3MQtOYW1lTWUuNDM3MgtOYW1lTWUuNDM3MwtOYW1lTWUuNDM3NAtOYW1lTWUuNDM3NQtOYW1lTWUuNDM3NgtOYW1lTWUuNDM3NwtOYW1lTWUuNDM3OAtOYW1lTWUuNDM3OQtOYW1lTWUuNDM4MAtOYW1lTWUuNDM4MQtOYW1lTWUuNDM4MgtOYW1lTWUuNDM4MwtOYW1lTWUuNDM4NAtOYW1lTWUuNDM4NQtOYW1lTWUuNDM4NgtOYW1lTWUuNDM4NwtOYW1lTWUuNDM4OAtOYW1lTWUuNDM4OQtOYW1lTWUuNDM5MAtOYW1lTWUuNDM5MQtOYW1lTWUuNDM5MgtOYW1lTWUuNDM5MwtOYW1lTWUuNDM5NAtOYW1lTWUuNDM5NQtOYW1lTWUuNDM5NgtOYW1lTWUuNDM5NwtOYW1lTWUuNDM5OAtOYW1lTWUuNDM5OQtOYW1lTWUuNDQwMAtOYW1lTWUuNDQwMQtOYW1lTWUuNDQwMgtOYW1lTWUuNDQwMwtOYW1lTWUuNDQwNAtOYW1lTWUuNDQwNQtOYW1lTWUuNDQwNgtOYW1lTWUuNDQwNwtOYW1lTWUuNDQwOAtOYW1lTWUuNDQwOQtOYW1lTWUuNDQxMAtOYW1lTWUuNDQxMQtOYW1lTWUuNDQxMgtOYW1lTWUuNDQxMwtOYW1lTWUuNDQxNAtOYW1lTWUuNDQxNQtOYW1lTWUuNDQxNgtOYW1lTWUuNDQxNwtOYW1lTWUuNDQxOAtOYW1lTWUuNDQxOQtOYW1lTWUuNDQyMAtOYW1lTWUuNDQyMQtOYW1lTWUuNDQyMgtOYW1lTWUuNDQyMwtOYW1lTWUuNDQyNAtOYW1lTWUuNDQyNQtOYW1lTWUuNDQyNgtOYW1lTWUuNDQyNwtOYW1lTWUuNDQyOAtOYW1lTWUuNDQyOQtOYW1lTWUuNDQzMAtOYW1lTWUuNDQzMQtOYW1lTWUuNDQzMgtOYW1lTWUuNDQzMwtOYW1lTWUuNDQzNAtOYW1lTWUuNDQzNQtOYW1lTWUuNDQzNgtOYW1lTWUuNDQzNwtOYW1lTWUuNDQzOAtOYW1lTWUuNDQzOQtOYW1lTWUuNDQ0MAtOYW1lTWUuNDQ0MQtOYW1lTWUuNDQ0MgtOYW1lTWUuNDQ0MwtOYW1lTWUuNDQ0NAtOYW1lTWUuNDQ0NQtOYW1lTWUuNDQ0NgtOYW1lTWUuNDQ0NwtOYW1lTWUuNDQ0OAtOYW1lTWUuNDQ0OQtOYW1lTWUuNDQ1MAtOYW1lTWUuNDQ1MQtOYW1lTWUuNDQ1MgtOYW1lTWUuNDQ1MwtOYW1lTWUuNDQ1NAtOYW1lTWUuNDQ1NQtOYW1lTWUuNDQ1NgtOYW1lTWUuNDQ1NwtOYW1lTWUuNDQ1OAtOYW1lTWUuNDQ1OQtOYW1lTWUuNDQ2MAtOYW1lTWUuNDQ2MQtOYW1lTWUuNDQ2MgtOYW1lTWUuNDQ2MwtOYW1lTWUuNDQ2NAtOYW1lTWUuNDQ2NQtOYW1lTWUuNDQ2NgtOYW1lTWUuNDQ2NwtOYW1lTWUuNDQ2OAtOYW1lTWUuNDQ2OQtOYW1lTWUuNDQ3MAtOYW1lTWUuNDQ3MQtOYW1lTWUuNDQ3MgtOYW1lTWUuNDQ3MwtOYW1lTWUuNDQ3NAtOYW1lTWUuNDQ3NQtOYW1lTWUuNDQ3NgtOYW1lTWUuNDQ3NwtOYW1lTWUuNDQ3OAtOYW1lTWUuNDQ3OQtOYW1lTWUuNDQ4MAtOYW1lTWUuNDQ4MQtOYW1lTWUuNDQ4MgtOYW1lTWUuNDQ4MwtOYW1lTWUuNDQ4NAtOYW1lTWUuNDQ4NQtOYW1lTWUuNDQ4NgtOYW1lTWUuNDQ4NwtOYW1lTWUuNDQ4OAtOYW1lTWUuNDQ4OQtOYW1lTWUuNDQ5MAtOYW1lTWUuNDQ5MQtOYW1lTWUuNDQ5MgtOYW1lTWUuNDQ5MwtOYW1lTWUuNDQ5NAtOYW1lTWUuNDQ5NQtOYW1lTWUuNDQ5NgtOYW1lTWUuNDQ5NwtOYW1lTWUuNDQ5OAtOYW1lTWUuNDQ5OQtOYW1lTWUuNDUwMAtOYW1lTWUuNDUwMQtOYW1lTWUuNDUwMgtOYW1lTWUuNDUwMwtOYW1lTWUuNDUwNAtOYW1lTWUuNDUwNQtOYW1lTWUuNDUwNgtOYW1lTWUuNDUwNwtOYW1lTWUuNDUwOAtOYW1lTWUuNDUwOQtOYW1lTWUuNDUxMAtOYW1lTWUuNDUxMQtOYW1lTWUuNDUxMgtOYW1lTWUuNDUxMwtOYW1lTWUuNDUxNAtOYW1lTWUuNDUxNQtOYW1lTWUuNDUxNgtOYW1lTWUuNDUxNwtOYW1lTWUuNDUxOAtOYW1lTWUuNDUxOQtOYW1lTWUuNDUyMAtOYW1lTWUuNDUyMQtOYW1lTWUuNDUyMgtOYW1lTWUuNDUyMwtOYW1lTWUuNDUyNAtOYW1lTWUuNDUyNQtOYW1lTWUuNDUyNgtOYW1lTWUuNDUyNwtOYW1lTWUuNDUyOAtOYW1lTWUuNDUyOQtOYW1lTWUuNDUzMAtOYW1lTWUuNDUzMQtOYW1lTWUuNDUzMgtOYW1lTWUuNDUzMwtOYW1lTWUuNDUzNAtOYW1lTWUuNDUzNQtOYW1lTWUuNDUzNgtOYW1lTWUuNDUzNwtOYW1lTWUuNDUzOAtOYW1lTWUuNDUzOQtOYW1lTWUuNDU0MAtOYW1lTWUuNDU0MQtOYW1lTWUuNDU0MgtOYW1lTWUuNDU0MwtOYW1lTWUuNDU0NAtOYW1lTWUuNDU0NQtOYW1lTWUuNDU0NgtOYW1lTWUuNDU0NwtOYW1lTWUuNDU0OAtOYW1lTWUuNDU0OQtOYW1lTWUuNDU1MAtOYW1lTWUuNDU1MQtOYW1lTWUuNDU1MgtOYW1lTWUuNDU1MwtOYW1lTWUuNDU1NAtOYW1lTWUuNDU1NQtOYW1lTWUuNDU1NgtOYW1lTWUuNDU1NwtOYW1lTWUuNDU1OAtOYW1lTWUuNDU1OQtOYW1lTWUuNDU2MAtOYW1lTWUuNDU2MQtOYW1lTWUuNDU2MgtOYW1lTWUuNDU2MwtOYW1lTWUuNDU2NAtOYW1lTWUuNDU2NQtOYW1lTWUuNDU2NgtOYW1lTWUuNDU2NwtOYW1lTWUuNDU2OAtOYW1lTWUuNDU2OQtOYW1lTWUuNDU3MAtOYW1lTWUuNDU3MQtOYW1lTWUuNDU3MgtOYW1lTWUuNDU3MwtOYW1lTWUuNDU3NAtOYW1lTWUuNDU3NQtOYW1lTWUuNDU3NgtOYW1lTWUuNDU3NwtOYW1lTWUuNDU3OAtOYW1lTWUuNDU3OQtOYW1lTWUuNDU4MAtOYW1lTWUuNDU4MQtOYW1lTWUuNDU4MgtOYW1lTWUuNDU4MwtOYW1lTWUuNDU4NAtOYW1lTWUuNDU4NQtOYW1lTWUuNDU4NgtOYW1lTWUuNDU4NwtOYW1lTWUuNDU4OAtOYW1lTWUuNDU4OQtOYW1lTWUuNDU5MAtOYW1lTWUuNDU5MQtOYW1lTWUuNDU5MgtOYW1lTWUuNDU5MwtOYW1lTWUuNDU5NAtOYW1lTWUuNDU5NQtOYW1lTWUuNDU5NgtOYW1lTWUuNDU5NwtOYW1lTWUuNDU5OAtOYW1lTWUuNDU5OQtOYW1lTWUuNDYwMAtOYW1lTWUuNDYwMQtOYW1lTWUuNDYwMgtOYW1lTWUuNDYwMwtOYW1lTWUuNDYwNAtOYW1lTWUuNDYwNQtOYW1lTWUuNDYwNgtOYW1lTWUuNDYwNwtOYW1lTWUuNDYwOAtOYW1lTWUuNDYwOQtOYW1lTWUuNDYxMAtOYW1lTWUuNDYxMQtOYW1lTWUuNDYxMgtOYW1lTWUuNDYxMwtOYW1lTWUuNDYxNAtOYW1lTWUuNDYxNQtOYW1lTWUuNDYxNgtOYW1lTWUuNDYxNwtOYW1lTWUuNDYxOAtOYW1lTWUuNDYxOQtOYW1lTWUuNDYyMAtOYW1lTWUuNDYyMQtOYW1lTWUuNDYyMgtOYW1lTWUuNDYyMwtOYW1lTWUuNDYyNAtOYW1lTWUuNDYyNQtOYW1lTWUuNDYyNgtOYW1lTWUuNDYyNwtOYW1lTWUuNDYyOAtOYW1lTWUuNDYyOQtOYW1lTWUuNDYzMAtOYW1lTWUuNDYzMQtOYW1lTWUuNDYzMgtOYW1lTWUuNDYzMwtOYW1lTWUuNDYzNAtOYW1lTWUuNDYzNQtOYW1lTWUuNDYzNgtOYW1lTWUuNDYzNwtOYW1lTWUuNDYzOAtOYW1lTWUuNDYzOQtOYW1lTWUuNDY0MAtOYW1lTWUuNDY0MQtOYW1lTWUuNDY0MgtOYW1lTWUuNDY0MwtOYW1lTWUuNDY0NAtOYW1lTWUuNDY0NQtOYW1lTWUuNDY0NgtOYW1lTWUuNDY0NwtOYW1lTWUuNDY0OAtOYW1lTWUuNDY0OQtOYW1lTWUuNDY1MAtOYW1lTWUuNDY1MQtOYW1lTWUuNDY1MgtOYW1lTWUuNDY1MwtOYW1lTWUuNDY1NAtOYW1lTWUuNDY1NQtOYW1lTWUuNDY1NgtOYW1lTWUuNDY1NwtOYW1lTWUuNDY1OAtOYW1lTWUuNDY1OQtOYW1lTWUuNDY2MAtOYW1lTWUuNDY2MQtOYW1lTWUuNDY2MgtOYW1lTWUuNDY2MwtOYW1lTWUuNDY2NAtOYW1lTWUuNDY2NQtOYW1lTWUuNDY2NgtOYW1lTWUuNDY2NwtOYW1lTWUuNDY2OAtOYW1lTWUuNDY2OQtOYW1lTWUuNDY3MAtOYW1lTWUuNDY3MQtOYW1lTWUuNDY3MgtOYW1lTWUuNDY3MwtOYW1lTWUuNDY3NAtOYW1lTWUuNDY3NQtOYW1lTWUuNDY3NgtOYW1lTWUuNDY3NwtOYW1lTWUuNDY3OAtOYW1lTWUuNDY3OQtOYW1lTWUuNDY4MAtOYW1lTWUuNDY4MQtOYW1lTWUuNDY4MgtOYW1lTWUuNDY4MwtOYW1lTWUuNDY4NAtOYW1lTWUuNDY4NQtOYW1lTWUuNDY4NgtOYW1lTWUuNDY4NwtOYW1lTWUuNDY4OAtOYW1lTWUuNDY4OQtOYW1lTWUuNDY5MAtOYW1lTWUuNDY5MQtOYW1lTWUuNDY5MgtOYW1lTWUuNDY5MwtOYW1lTWUuNDY5NAtOYW1lTWUuNDY5NQtOYW1lTWUuNDY5NgtOYW1lTWUuNDY5NwtOYW1lTWUuNDY5OAtOYW1lTWUuNDY5OQtOYW1lTWUuNDcwMAtOYW1lTWUuNDcwMQtOYW1lTWUuNDcwMgtOYW1lTWUuNDcwMwtOYW1lTWUuNDcwNAtOYW1lTWUuNDcwNQtOYW1lTWUuNDcwNgtOYW1lTWUuNDcwNwtOYW1lTWUuNDcwOAtOYW1lTWUuNDcwOQtOYW1lTWUuNDcxMAtOYW1lTWUuNDcxMQtOYW1lTWUuNDcxMgtOYW1lTWUuNDcxMwtOYW1lTWUuNDcxNAtOYW1lTWUuNDcxNQtOYW1lTWUuNDcxNgtOYW1lTWUuNDcxNwtOYW1lTWUuNDcxOAtOYW1lTWUuNDcxOQtOYW1lTWUuNDcyMAtOYW1lTWUuNDcyMQtOYW1lTWUuNDcyMgtOYW1lTWUuNDcyMwtOYW1lTWUuNDcyNAtOYW1lTWUuNDcyNQtOYW1lTWUuNDcyNgtOYW1lTWUuNDcyNwtOYW1lTWUuNDcyOAtOYW1lTWUuNDcyOQtOYW1lTWUuNDczMAtOYW1lTWUuNDczMQtOYW1lTWUuNDczMgtOYW1lTWUuNDczMwtOYW1lTWUuNDczNAtOYW1lTWUuNDczNQtOYW1lTWUuNDczNgtOYW1lTWUuNDczNwtOYW1lTWUuNDczOAtOYW1lTWUuNDczOQtOYW1lTWUuNDc0MAtOYW1lTWUuNDc0MQtOYW1lTWUuNDc0MgtOYW1lTWUuNDc0MwtOYW1lTWUuNDc0NAtOYW1lTWUuNDc0NQtOYW1lTWUuNDc0NgtOYW1lTWUuNDc0NwtOYW1lTWUuNDc0OAtOYW1lTWUuNDc0OQtOYW1lTWUuNDc1MAtOYW1lTWUuNDc1MQtOYW1lTWUuNDc1MgtOYW1lTWUuNDc1MwtOYW1lTWUuNDc1NAtOYW1lTWUuNDc1NQtOYW1lTWUuNDc1NgtOYW1lTWUuNDc1NwtOYW1lTWUuNDc1OAtOYW1lTWUuNDc1OQtOYW1lTWUuNDc2MAtOYW1lTWUuNDc2MQtOYW1lTWUuNDc2MgtOYW1lTWUuNDc2MwtOYW1lTWUuNDc2NAtOYW1lTWUuNDc2NQtOYW1lTWUuNDc2NgtOYW1lTWUuNDc2NwtOYW1lTWUuNDc2OAtOYW1lTWUuNDc2OQtOYW1lTWUuNDc3MAtOYW1lTWUuNDc3MQtOYW1lTWUuNDc3MgtOYW1lTWUuNDc3MwtOYW1lTWUuNDc3NAtOYW1lTWUuNDc3NQtOYW1lTWUuNDc3NgtOYW1lTWUuNDc3NwtOYW1lTWUuNDc3OAtOYW1lTWUuNDc3OQtOYW1lTWUuNDc4MAtOYW1lTWUuNDc4MQtOYW1lTWUuNDc4MgtOYW1lTWUuNDc4MwtOYW1lTWUuNDc4NAtOYW1lTWUuNDc4NQtOYW1lTWUuNDc4NgtOYW1lTWUuNDc4NwtOYW1lTWUuNDc4OAtOYW1lTWUuNDc4OQtOYW1lTWUuNDc5MAtOYW1lTWUuNDc5MQtOYW1lTWUuNDc5MgtOYW1lTWUuNDc5MwtOYW1lTWUuNDc5NAtOYW1lTWUuNDc5NQtOYW1lTWUuNDc5NgtOYW1lTWUuNDc5NwtOYW1lTWUuNDc5OAtOYW1lTWUuNDc5OQtOYW1lTWUuNDgwMAtOYW1lTWUuNDgwMQtOYW1lTWUuNDgwMgtOYW1lTWUuNDgwMwtOYW1lTWUuNDgwNAtOYW1lTWUuNDgwNQtOYW1lTWUuNDgwNgtOYW1lTWUuNDgwNwtOYW1lTWUuNDgwOAtOYW1lTWUuNDgwOQtOYW1lTWUuNDgxMAtOYW1lTWUuNDgxMQtOYW1lTWUuNDgxMgtOYW1lTWUuNDgxMwtOYW1lTWUuNDgxNAtOYW1lTWUuNDgxNQtOYW1lTWUuNDgxNgtOYW1lTWUuNDgxNwtOYW1lTWUuNDgxOAtOYW1lTWUuNDgxOQtOYW1lTWUuNDgyMAtOYW1lTWUuNDgyMQtOYW1lTWUuNDgyMgtOYW1lTWUuNDgyMwtOYW1lTWUuNDgyNAtOYW1lTWUuNDgyNQtOYW1lTWUuNDgyNgtOYW1lTWUuNDgyNwtOYW1lTWUuNDgyOAtOYW1lTWUuNDgyOQtOYW1lTWUuNDgzMAtOYW1lTWUuNDgzMQtOYW1lTWUuNDgzMgtOYW1lTWUuNDgzMwtOYW1lTWUuNDgzNAtOYW1lTWUuNDgzNQtOYW1lTWUuNDgzNgtOYW1lTWUuNDgzNwtOYW1lTWUuNDgzOAtOYW1lTWUuNDgzOQtOYW1lTWUuNDg0MAtOYW1lTWUuNDg0MQtOYW1lTWUuNDg0MgtOYW1lTWUuNDg0MwtOYW1lTWUuNDg0NAtOYW1lTWUuNDg0NQtOYW1lTWUuNDg0NgtOYW1lTWUuNDg0NwtOYW1lTWUuNDg0OAtOYW1lTWUuNDg0OQtOYW1lTWUuNDg1MAtOYW1lTWUuNDg1MQtOYW1lTWUuNDg1MgtOYW1lTWUuNDg1MwtOYW1lTWUuNDg1NAtOYW1lTWUuNDg1NQtOYW1lTWUuNDg1NgtOYW1lTWUuNDg1NwtOYW1lTWUuNDg1OAtOYW1lTWUuNDg1OQtOYW1lTWUuNDg2MAtOYW1lTWUuNDg2MQtOYW1lTWUuNDg2MgtOYW1lTWUuNDg2MwtOYW1lTWUuNDg2NAtOYW1lTWUuNDg2NQtOYW1lTWUuNDg2NgtOYW1lTWUuNDg2NwtOYW1lTWUuNDg2OAtOYW1lTWUuNDg2OQtOYW1lTWUuNDg3MAtOYW1lTWUuNDg3MQtOYW1lTWUuNDg3MgtOYW1lTWUuNDg3MwtOYW1lTWUuNDg3NAtOYW1lTWUuNDg3NQtOYW1lTWUuNDg3NgtOYW1lTWUuNDg3NwtOYW1lTWUuNDg3OAtOYW1lTWUuNDg3OQtOYW1lTWUuNDg4MAtOYW1lTWUuNDg4MQtOYW1lTWUuNDg4MgtOYW1lTWUuNDg4MwtOYW1lTWUuNDg4NAtOYW1lTWUuNDg4NQtOYW1lTWUuNDg4NgtOYW1lTWUuNDg4NwtOYW1lTWUuNDg4OAtOYW1lTWUuNDg4OQtOYW1lTWUuNDg5MAtOYW1lTWUuNDg5MQtOYW1lTWUuNDg5MgtOYW1lTWUuNDg5MwtOYW1lTWUuNDg5NAtOYW1lTWUuNDg5NQtOYW1lTWUuNDg5NgtOYW1lTWUuNDg5NwtOYW1lTWUuNDg5OAtOYW1lTWUuNDg5OQtOYW1lTWUuNDkwMAtOYW1lTWUuNDkwMQtOYW1lTWUuNDkwMgtOYW1lTWUuNDkwMwtOYW1lTWUuNDkwNAtOYW1lTWUuNDkwNQtOYW1lTWUuNDkwNgtOYW1lTWUuNDkwNwtOYW1lTWUuNDkwOAtOYW1lTWUuNDkwOQtOYW1lTWUuNDkxMAtOYW1lTWUuNDkxMQtOYW1lTWUuNDkxMgtOYW1lTWUuNDkxMwtOYW1lTWUuNDkxNAtOYW1lTWUuNDkxNQtOYW1lTWUuNDkxNgtOYW1lTWUuNDkxNwtOYW1lTWUuNDkxOAtOYW1lTWUuNDkxOQtOYW1lTWUuNDkyMAtOYW1lTWUuNDkyMQtOYW1lTWUuNDkyMgtOYW1lTWUuNDkyMwtOYW1lTWUuNDkyNAtOYW1lTWUuNDkyNQtOYW1lTWUuNDkyNgtOYW1lTWUuNDkyNwtOYW1lTWUuNDkyOAtOYW1lTWUuNDkyOQtOYW1lTWUuNDkzMAtOYW1lTWUuNDkzMQtOYW1lTWUuNDkzMgtOYW1lTWUuNDkzMwtOYW1lTWUuNDkzNAtOYW1lTWUuNDkzNQtOYW1lTWUuNDkzNgtOYW1lTWUuNDkzNwtOYW1lTWUuNDkzOAtOYW1lTWUuNDkzOQtOYW1lTWUuNDk0MAtOYW1lTWUuNDk0MQtOYW1lTWUuNDk0MgtOYW1lTWUuNDk0MwtOYW1lTWUuNDk0NAtOYW1lTWUuNDk0NQtOYW1lTWUuNDk0NgtOYW1lTWUuNDk0NwtOYW1lTWUuNDk0OAtOYW1lTWUuNDk0OQtOYW1lTWUuNDk1MAtOYW1lTWUuNDk1MQtOYW1lTWUuNDk1MgtOYW1lTWUuNDk1MwtOYW1lTWUuNDk1NAtOYW1lTWUuNDk1NQtOYW1lTWUuNDk1NgtOYW1lTWUuNDk1NwtOYW1lTWUuNDk1OAtOYW1lTWUuNDk1OQtOYW1lTWUuNDk2MAtOYW1lTWUuNDk2MQtOYW1lTWUuNDk2MgtOYW1lTWUuNDk2MwtOYW1lTWUuNDk2NAtOYW1lTWUuNDk2NQtOYW1lTWUuNDk2NgtOYW1lTWUuNDk2NwtOYW1lTWUuNDk2OAtOYW1lTWUuNDk2OQtOYW1lTWUuNDk3MAtOYW1lTWUuNDk3MQtOYW1lTWUuNDk3MgtOYW1lTWUuNDk3MwtOYW1lTWUuNDk3NAtOYW1lTWUuNDk3NQtOYW1lTWUuNDk3NgtOYW1lTWUuNDk3NwtOYW1lTWUuNDk3OAtOYW1lTWUuNDk3OQtOYW1lTWUuNDk4MAtOYW1lTWUuNDk4MQtOYW1lTWUuNDk4MgtOYW1lTWUuNDk4MwtOYW1lTWUuNDk4NAtOYW1lTWUuNDk4NQtOYW1lTWUuNDk4NgtOYW1lTWUuNDk4NwtOYW1lTWUuNDk4OAtOYW1lTWUuNDk4OQtOYW1lTWUuNDk5MAtOYW1lTWUuNDk5MQtOYW1lTWUuNDk5MgtOYW1lTWUuNDk5MwtOYW1lTWUuNDk5NAtOYW1lTWUuNDk5NQtOYW1lTWUuNDk5NgtOYW1lTWUuNDk5NwtOYW1lTWUuNDk5OAtOYW1lTWUuNDk5OQtOYW1lTWUuNTAwMAtOYW1lTWUuNTAwMQtOYW1lTWUuNTAwMgtOYW1lTWUuNTAwMwtOYW1lTWUuNTAwNAtOYW1lTWUuNTAwNQtOYW1lTWUuNTAwNgtOYW1lTWUuNTAwNwtOYW1lTWUuNTAwOAtOYW1lTWUuNTAwOQtOYW1lTWUuNTAxMAtOYW1lTWUuNTAxMQtOYW1lTWUuNTAxMgtOYW1lTWUuNTAxMwtOYW1lTWUuNTAxNAtOYW1lTWUuNTAxNQtOYW1lTWUuNTAxNgtOYW1lTWUuNTAxNwtOYW1lTWUuNTAxOAtOYW1lTWUuNTAxOQtOYW1lTWUuNTAyMAtOYW1lTWUuNTAyMQtOYW1lTWUuNTAyMgtOYW1lTWUuNTAyMwtOYW1lTWUuNTAyNAtOYW1lTWUuNTAyNQtOYW1lTWUuNTAyNgtOYW1lTWUuNTAyNwtOYW1lTWUuNTAyOAtOYW1lTWUuNTAyOQtOYW1lTWUuNTAzMAtOYW1lTWUuNTAzMQtOYW1lTWUuNTAzMgtOYW1lTWUuNTAzMwtOYW1lTWUuNTAzNAtOYW1lTWUuNTAzNQtOYW1lTWUuNTAzNgtOYW1lTWUuNTAzNwtOYW1lTWUuNTAzOAtOYW1lTWUuNTAzOQtOYW1lTWUuNTA0MAtOYW1lTWUuNTA0MQtOYW1lTWUuNTA0MgtOYW1lTWUuNTA0MwtOYW1lTWUuNTA0NAtOYW1lTWUuNTA0NQtOYW1lTWUuNTA0NgtOYW1lTWUuNTA0NwtOYW1lTWUuNTA0OAtOYW1lTWUuNTA0OQtOYW1lTWUuNTA1MAtOYW1lTWUuNTA1MQtOYW1lTWUuNTA1MgtOYW1lTWUuNTA1MwtOYW1lTWUuNTA1NAtOYW1lTWUuNTA1NQtOYW1lTWUuNTA1NgtOYW1lTWUuNTA1NwtOYW1lTWUuNTA1OAtOYW1lTWUuNTA1OQtOYW1lTWUuNTA2MAtOYW1lTWUuNTA2MQtOYW1lTWUuNTA2MgtOYW1lTWUuNTA2MwtOYW1lTWUuNTA2NAtOYW1lTWUuNTA2NQtOYW1lTWUuNTA2NgtOYW1lTWUuNTA2NwtOYW1lTWUuNTA2OAtOYW1lTWUuNTA2OQtOYW1lTWUuNTA3MAtOYW1lTWUuNTA3MQtOYW1lTWUuNTA3MgtOYW1lTWUuNTA3MwtOYW1lTWUuNTA3NAtOYW1lTWUuNTA3NQtOYW1lTWUuNTA3NgtOYW1lTWUuNTA3NwtOYW1lTWUuNTA3OAtOYW1lTWUuNTA3OQtOYW1lTWUuNTA4MAtOYW1lTWUuNTA4MQtOYW1lTWUuNTA4MgtOYW1lTWUuNTA4MwtOYW1lTWUuNTA4NAtOYW1lTWUuNTA4NQtOYW1lTWUuNTA4NgtOYW1lTWUuNTA4NwtOYW1lTWUuNTA4OAtOYW1lTWUuNTA4OQtOYW1lTWUuNTA5MAtOYW1lTWUuNTA5MQtOYW1lTWUuNTA5MgtOYW1lTWUuNTA5MwtOYW1lTWUuNTA5NAtOYW1lTWUuNTA5NQtOYW1lTWUuNTA5NgtOYW1lTWUuNTA5NwtOYW1lTWUuNTA5OAtOYW1lTWUuNTA5OQtOYW1lTWUuNTEwMAtOYW1lTWUuNTEwMQtOYW1lTWUuNTEwMgtOYW1lTWUuNTEwMwtOYW1lTWUuNTEwNAtOYW1lTWUuNTEwNQtOYW1lTWUuNTEwNgtOYW1lTWUuNTEwNwtOYW1lTWUuNTEwOAtOYW1lTWUuNTEwOQtOYW1lTWUuNTExMAtOYW1lTWUuNTExMQtOYW1lTWUuNTExMgtOYW1lTWUuNTExMwtOYW1lTWUuNTExNAtOYW1lTWUuNTExNQtOYW1lTWUuNTExNgtOYW1lTWUuNTExNwtOYW1lTWUuNTExOAtOYW1lTWUuNTExOQtOYW1lTWUuNTEyMAtOYW1lTWUuNTEyMQtOYW1lTWUuNTEyMgtOYW1lTWUuNTEyMwtOYW1lTWUuNTEyNAtOYW1lTWUuNTEyNQtOYW1lTWUuNTEyNgtOYW1lTWUuNTEyNwtOYW1lTWUuNTEyOAtOYW1lTWUuNTEyOQtOYW1lTWUuNTEzMAtOYW1lTWUuNTEzMQtOYW1lTWUuNTEzMgtOYW1lTWUuNTEzMwtOYW1lTWUuNTEzNAtOYW1lTWUuNTEzNQtOYW1lTWUuNTEzNgtOYW1lTWUuNTEzNwtOYW1lTWUuNTEzOAtOYW1lTWUuNTEzOQtOYW1lTWUuNTE0MAtOYW1lTWUuNTE0MQtOYW1lTWUuNTE0MgtOYW1lTWUuNTE0MwtOYW1lTWUuNTE0NAtOYW1lTWUuNTE0NQtOYW1lTWUuNTE0NgtOYW1lTWUuNTE0NwtOYW1lTWUuNTE0OAtOYW1lTWUuNTE0OQtOYW1lTWUuNTE1MAtOYW1lTWUuNTE1MQtOYW1lTWUuNTE1MgtOYW1lTWUuNTE1MwtOYW1lTWUuNTE1NAtOYW1lTWUuNTE1NQtOYW1lTWUuNTE1NgtOYW1lTWUuNTE1NwtOYW1lTWUuNTE1OAtOYW1lTWUuNTE1OQtOYW1lTWUuNTE2MAtOYW1lTWUuNTE2MQtOYW1lTWUuNTE2MgtOYW1lTWUuNTE2MwtOYW1lTWUuNTE2NAtOYW1lTWUuNTE2NQtOYW1lTWUuNTE2NgtOYW1lTWUuNTE2NwtOYW1lTWUuNTE2OAtOYW1lTWUuNTE2OQtOYW1lTWUuNTE3MAtOYW1lTWUuNTE3MQtOYW1lTWUuNTE3MgtOYW1lTWUuNTE3MwtOYW1lTWUuNTE3NAtOYW1lTWUuNTE3NQtOYW1lTWUuNTE3NgtOYW1lTWUuNTE3NwtOYW1lTWUuNTE3OAtOYW1lTWUuNTE3OQtOYW1lTWUuNTE4MAtOYW1lTWUuNTE4MQtOYW1lTWUuNTE4MgtOYW1lTWUuNTE4MwtOYW1lTWUuNTE4NAtOYW1lTWUuNTE4NQtOYW1lTWUuNTE4NgtOYW1lTWUuNTE4NwtOYW1lTWUuNTE4OAtOYW1lTWUuNTE4OQtOYW1lTWUuNTE5MAtOYW1lTWUuNTE5MQtOYW1lTWUuNTE5MgtOYW1lTWUuNTE5MwtOYW1lTWUuNTE5NAtOYW1lTWUuNTE5NQtOYW1lTWUuNTE5NgtOYW1lTWUuNTE5NwtOYW1lTWUuNTE5OAtOYW1lTWUuNTE5OQtOYW1lTWUuNTIwMAtOYW1lTWUuNTIwMQtOYW1lTWUuNTIwMgtOYW1lTWUuNTIwMwtOYW1lTWUuNTIwNAtOYW1lTWUuNTIwNQtOYW1lTWUuNTIwNgtOYW1lTWUuNTIwNwtOYW1lTWUuNTIwOAtOYW1lTWUuNTIwOQtOYW1lTWUuNTIxMAtOYW1lTWUuNTIxMQtOYW1lTWUuNTIxMgtOYW1lTWUuNTIxMwtOYW1lTWUuNTIxNAtOYW1lTWUuNTIxNQtOYW1lTWUuNTIxNgtOYW1lTWUuNTIxNwtOYW1lTWUuNTIxOAtOYW1lTWUuNTIxOQtOYW1lTWUuNTIyMAtOYW1lTWUuNTIyMQtOYW1lTWUuNTIyMgtOYW1lTWUuNTIyMwtOYW1lTWUuNTIyNAtOYW1lTWUuNTIyNQtOYW1lTWUuNTIyNgtOYW1lTWUuNTIyNwtOYW1lTWUuNTIyOAtOYW1lTWUuNTIyOQtOYW1lTWUuNTIzMAtOYW1lTWUuNTIzMQtOYW1lTWUuNTIzMgtOYW1lTWUuNTIzMwtOYW1lTWUuNTIzNAtOYW1lTWUuNTIzNQtOYW1lTWUuNTIzNgtOYW1lTWUuNTIzNwtOYW1lTWUuNTIzOAtOYW1lTWUuNTIzOQtOYW1lTWUuNTI0MAtOYW1lTWUuNTI0MQtOYW1lTWUuNTI0MgtOYW1lTWUuNTI0MwtOYW1lTWUuNTI0NAtOYW1lTWUuNTI0NQtOYW1lTWUuNTI0NgtOYW1lTWUuNTI0NwtOYW1lTWUuNTI0OAtOYW1lTWUuNTI0OQtOYW1lTWUuNTI1MAtOYW1lTWUuNTI1MQtOYW1lTWUuNTI1MgtOYW1lTWUuNTI1MwtOYW1lTWUuNTI1NAtOYW1lTWUuNTI1NQtOYW1lTWUuNTI1NgtOYW1lTWUuNTI1NwtOYW1lTWUuNTI1OAtOYW1lTWUuNTI1OQtOYW1lTWUuNTI2MAtOYW1lTWUuNTI2MQtOYW1lTWUuNTI2MgtOYW1lTWUuNTI2MwtOYW1lTWUuNTI2NAtOYW1lTWUuNTI2NQtOYW1lTWUuNTI2NgtOYW1lTWUuNTI2NwtOYW1lTWUuNTI2OAtOYW1lTWUuNTI2OQtOYW1lTWUuNTI3MAtOYW1lTWUuNTI3MQtOYW1lTWUuNTI3MgtOYW1lTWUuNTI3MwtOYW1lTWUuNTI3NAtOYW1lTWUuNTI3NQtOYW1lTWUuNTI3NgtOYW1lTWUuNTI3NwtOYW1lTWUuNTI3OAtOYW1lTWUuNTI3OQtOYW1lTWUuNTI4MAtOYW1lTWUuNTI4MQtOYW1lTWUuNTI4MgtOYW1lTWUuNTI4MwtOYW1lTWUuNTI4NAtOYW1lTWUuNTI4NQtOYW1lTWUuNTI4NgtOYW1lTWUuNTI4NwtOYW1lTWUuNTI4OAtOYW1lTWUuNTI4OQtOYW1lTWUuNTI5MAtOYW1lTWUuNTI5MQtOYW1lTWUuNTI5MgtOYW1lTWUuNTI5MwtOYW1lTWUuNTI5NAtOYW1lTWUuNTI5NQtOYW1lTWUuNTI5NgtOYW1lTWUuNTI5NwtOYW1lTWUuNTI5OAtOYW1lTWUuNTI5OQtOYW1lTWUuNTMwMAtOYW1lTWUuNTMwMQtOYW1lTWUuNTMwMgtOYW1lTWUuNTMwMwtOYW1lTWUuNTMwNAtOYW1lTWUuNTMwNQtOYW1lTWUuNTMwNgtOYW1lTWUuNTMwNwtOYW1lTWUuNTMwOAtOYW1lTWUuNTMwOQtOYW1lTWUuNTMxMAtOYW1lTWUuNTMxMQtOYW1lTWUuNTMxMgtOYW1lTWUuNTMxMwtOYW1lTWUuNTMxNAtOYW1lTWUuNTMxNQtOYW1lTWUuNTMxNgtOYW1lTWUuNTMxNwtOYW1lTWUuNTMxOAtOYW1lTWUuNTMxOQtOYW1lTWUuNTMyMAtOYW1lTWUuNTMyMQtOYW1lTWUuNTMyMgtOYW1lTWUuNTMyMwtOYW1lTWUuNTMyNAtOYW1lTWUuNTMyNQtOYW1lTWUuNTMyNgtOYW1lTWUuNTMyNwtOYW1lTWUuNTMyOAtOYW1lTWUuNTMyOQtOYW1lTWUuNTMzMAtOYW1lTWUuNTMzMQtOYW1lTWUuNTMzMgtOYW1lTWUuNTMzMwtOYW1lTWUuNTMzNAtOYW1lTWUuNTMzNQtOYW1lTWUuNTMzNgtOYW1lTWUuNTMzNwtOYW1lTWUuNTMzOAtOYW1lTWUuNTMzOQtOYW1lTWUuNTM0MAtOYW1lTWUuNTM0MQtOYW1lTWUuNTM0MgtOYW1lTWUuNTM0MwtOYW1lTWUuNTM0NAtOYW1lTWUuNTM0NQtOYW1lTWUuNTM0NgtOYW1lTWUuNTM0NwtOYW1lTWUuNTM0OAtOYW1lTWUuNTM0OQtOYW1lTWUuNTM1MAtOYW1lTWUuNTM1MQtOYW1lTWUuNTM1MgtOYW1lTWUuNTM1MwtOYW1lTWUuNTM1NAtOYW1lTWUuNTM1NQtOYW1lTWUuNTM1NgtOYW1lTWUuNTM1NwtOYW1lTWUuNTM1OAtOYW1lTWUuNTM1OQtOYW1lTWUuNTM2MAtOYW1lTWUuNTM2MQtOYW1lTWUuNTM2MgtOYW1lTWUuNTM2MwtOYW1lTWUuNTM2NAtOYW1lTWUuNTM2NQtOYW1lTWUuNTM2NgtOYW1lTWUuNTM2NwtOYW1lTWUuNTM2OAtOYW1lTWUuNTM2OQtOYW1lTWUuNTM3MAtOYW1lTWUuNTM3MQtOYW1lTWUuNTM3MgtOYW1lTWUuNTM3MwtOYW1lTWUuNTM3NAtOYW1lTWUuNTM3NQtOYW1lTWUuNTM3NgtOYW1lTWUuNTM3NwtOYW1lTWUuNTM3OAtOYW1lTWUuNTM3OQtOYW1lTWUuNTM4MAtOYW1lTWUuNTM4MQtOYW1lTWUuNTM4MgtOYW1lTWUuNTM4MwtOYW1lTWUuNTM4NAtOYW1lTWUuNTM4NQtOYW1lTWUuNTM4NgtOYW1lTWUuNTM4NwtOYW1lTWUuNTM4OAtOYW1lTWUuNTM4OQtOYW1lTWUuNTM5MAtOYW1lTWUuNTM5MQtOYW1lTWUuNTM5MgtOYW1lTWUuNTM5MwtOYW1lTWUuNTM5NAtOYW1lTWUuNTM5NQtOYW1lTWUuNTM5NgtOYW1lTWUuNTM5NwtOYW1lTWUuNTM5OAtOYW1lTWUuNTM5OQtOYW1lTWUuNTQwMAtOYW1lTWUuNTQwMQtOYW1lTWUuNTQwMgtOYW1lTWUuNTQwMwtOYW1lTWUuNTQwNAtOYW1lTWUuNTQwNQtOYW1lTWUuNTQwNgtOYW1lTWUuNTQwNwtOYW1lTWUuNTQwOAtOYW1lTWUuNTQwOQtOYW1lTWUuNTQxMAtOYW1lTWUuNTQxMQtOYW1lTWUuNTQxMgtOYW1lTWUuNTQxMwtOYW1lTWUuNTQxNAtOYW1lTWUuNTQxNQtOYW1lTWUuNTQxNgtOYW1lTWUuNTQxNwtOYW1lTWUuNTQxOAtOYW1lTWUuNTQxOQtOYW1lTWUuNTQyMAtOYW1lTWUuNTQyMQtOYW1lTWUuNTQyMgtOYW1lTWUuNTQyMwtOYW1lTWUuNTQyNAtOYW1lTWUuNTQyNQtOYW1lTWUuNTQyNgtOYW1lTWUuNTQyNwtOYW1lTWUuNTQyOAtOYW1lTWUuNTQyOQtOYW1lTWUuNTQzMAtOYW1lTWUuNTQzMQtOYW1lTWUuNTQzMgtOYW1lTWUuNTQzMwtOYW1lTWUuNTQzNAtOYW1lTWUuNTQzNQtOYW1lTWUuNTQzNgtOYW1lTWUuNTQzNwtOYW1lTWUuNTQzOAtOYW1lTWUuNTQzOQtOYW1lTWUuNTQ0MAtOYW1lTWUuNTQ0MQtOYW1lTWUuNTQ0MgtOYW1lTWUuNTQ0MwtOYW1lTWUuNTQ0NAtOYW1lTWUuNTQ0NQtOYW1lTWUuNTQ0NgtOYW1lTWUuNTQ0NwtOYW1lTWUuNTQ0OAtOYW1lTWUuNTQ0OQtOYW1lTWUuNTQ1MAtOYW1lTWUuNTQ1MQtOYW1lTWUuNTQ1MgtOYW1lTWUuNTQ1MwtOYW1lTWUuNTQ1NAtOYW1lTWUuNTQ1NQtOYW1lTWUuNTQ1NgtOYW1lTWUuNTQ1NwtOYW1lTWUuNTQ1OAtOYW1lTWUuNTQ1OQtOYW1lTWUuNTQ2MAtOYW1lTWUuNTQ2MQtOYW1lTWUuNTQ2MgtOYW1lTWUuNTQ2MwtOYW1lTWUuNTQ2NAtOYW1lTWUuNTQ2NQtOYW1lTWUuNTQ2NgtOYW1lTWUuNTQ2NwtOYW1lTWUuNTQ2OAtOYW1lTWUuNTQ2OQtOYW1lTWUuNTQ3MAtOYW1lTWUuNTQ3MQtOYW1lTWUuNTQ3MgtOYW1lTWUuNTQ3MwtOYW1lTWUuNTQ3NAtOYW1lTWUuNTQ3NQtOYW1lTWUuNTQ3NgtOYW1lTWUuNTQ3NwtOYW1lTWUuNTQ3OAtOYW1lTWUuNTQ3OQtOYW1lTWUuNTQ4MAtOYW1lTWUuNTQ4MQtOYW1lTWUuNTQ4MgtOYW1lTWUuNTQ4MwtOYW1lTWUuNTQ4NAtOYW1lTWUuNTQ4NQtOYW1lTWUuNTQ4NgtOYW1lTWUuNTQ4NwtOYW1lTWUuNTQ4OAtOYW1lTWUuNTQ4OQtOYW1lTWUuNTQ5MAtOYW1lTWUuNTQ5MQtOYW1lTWUuNTQ5MgtOYW1lTWUuNTQ5MwtOYW1lTWUuNTQ5NAtOYW1lTWUuNTQ5NQtOYW1lTWUuNTQ5NgtOYW1lTWUuNTQ5NwtOYW1lTWUuNTQ5OAtOYW1lTWUuNTQ5OQtOYW1lTWUuNTUwMAtOYW1lTWUuNTUwMQtOYW1lTWUuNTUwMgtOYW1lTWUuNTUwMwtOYW1lTWUuNTUwNAtOYW1lTWUuNTUwNQtOYW1lTWUuNTUwNgtOYW1lTWUuNTUwNwtOYW1lTWUuNTUwOAtOYW1lTWUuNTUwOQtOYW1lTWUuNTUxMAtOYW1lTWUuNTUxMQtOYW1lTWUuNTUxMgtOYW1lTWUuNTUxMwtOYW1lTWUuNTUxNAtOYW1lTWUuNTUxNQtOYW1lTWUuNTUxNgtOYW1lTWUuNTUxNwtOYW1lTWUuNTUxOAtOYW1lTWUuNTUxOQtOYW1lTWUuNTUyMAtOYW1lTWUuNTUyMQtOYW1lTWUuNTUyMgtOYW1lTWUuNTUyMwtOYW1lTWUuNTUyNAtOYW1lTWUuNTUyNQtOYW1lTWUuNTUyNgtOYW1lTWUuNTUyNwtOYW1lTWUuNTUyOAtOYW1lTWUuNTUyOQtOYW1lTWUuNTUzMAtOYW1lTWUuNTUzMQtOYW1lTWUuNTUzMgtOYW1lTWUuNTUzMwtOYW1lTWUuNTUzNAtOYW1lTWUuNTUzNQtOYW1lTWUuNTUzNgtOYW1lTWUuNTUzNwtOYW1lTWUuNTUzOAtOYW1lTWUuNTUzOQtOYW1lTWUuNTU0MAtOYW1lTWUuNTU0MQtOYW1lTWUuNTU0MgtOYW1lTWUuNTU0MwtOYW1lTWUuNTU0NAtOYW1lTWUuNTU0NQtOYW1lTWUuNTU0NgtOYW1lTWUuNTU0NwtOYW1lTWUuNTU0OAtOYW1lTWUuNTU0OQtOYW1lTWUuNTU1MAtOYW1lTWUuNTU1MQtOYW1lTWUuNTU1MgtOYW1lTWUuNTU1MwtOYW1lTWUuNTU1NAtOYW1lTWUuNTU1NQtOYW1lTWUuNTU1NgtOYW1lTWUuNTU1NwtOYW1lTWUuNTU1OAtOYW1lTWUuNTU1OQtOYW1lTWUuNTU2MAtOYW1lTWUuNTU2MQtOYW1lTWUuNTU2MgtOYW1lTWUuNTU2MwtOYW1lTWUuNTU2NAtOYW1lTWUuNTU2NQtOYW1lTWUuNTU2NgtOYW1lTWUuNTU2NwtOYW1lTWUuNTU2OAtOYW1lTWUuNTU2OQtOYW1lTWUuNTU3MAtOYW1lTWUuNTU3MQtOYW1lTWUuNTU3MgtOYW1lTWUuNTU3MwtOYW1lTWUuNTU3NAtOYW1lTWUuNTU3NQtOYW1lTWUuNTU3NgtOYW1lTWUuNTU3NwtOYW1lTWUuNTU3OAtOYW1lTWUuNTU3OQtOYW1lTWUuNTU4MAtOYW1lTWUuNTU4MQtOYW1lTWUuNTU4MgtOYW1lTWUuNTU4MwtOYW1lTWUuNTU4NAtOYW1lTWUuNTU4NQtOYW1lTWUuNTU4NgtOYW1lTWUuNTU4NwtOYW1lTWUuNTU4OAtOYW1lTWUuNTU4OQtOYW1lTWUuNTU5MAtOYW1lTWUuNTU5MQtOYW1lTWUuNTU5MgtOYW1lTWUuNTU5MwtOYW1lTWUuNTU5NAtOYW1lTWUuNTU5NQtOYW1lTWUuNTU5NgtOYW1lTWUuNTU5NwtOYW1lTWUuNTU5OAtOYW1lTWUuNTU5OQtOYW1lTWUuNTYwMAtOYW1lTWUuNTYwMQtOYW1lTWUuNTYwMgtOYW1lTWUuNTYwMwtOYW1lTWUuNTYwNAtOYW1lTWUuNTYwNQtOYW1lTWUuNTYwNgtOYW1lTWUuNTYwNwtOYW1lTWUuNTYwOAtOYW1lTWUuNTYwOQtOYW1lTWUuNTYxMAtOYW1lTWUuNTYxMQtOYW1lTWUuNTYxMgtOYW1lTWUuNTYxMwtOYW1lTWUuNTYxNAtOYW1lTWUuNTYxNQtOYW1lTWUuNTYxNgtOYW1lTWUuNTYxNwtOYW1lTWUuNTYxOAtOYW1lTWUuNTYxOQtOYW1lTWUuNTYyMAtOYW1lTWUuNTYyMQtOYW1lTWUuNTYyMgtOYW1lTWUuNTYyMwtOYW1lTWUuNTYyNAtOYW1lTWUuNTYyNQtOYW1lTWUuNTYyNgtOYW1lTWUuNTYyNwtOYW1lTWUuNTYyOAtOYW1lTWUuNTYyOQtOYW1lTWUuNTYzMAtOYW1lTWUuNTYzMQtOYW1lTWUuNTYzMgtOYW1lTWUuNTYzMwtOYW1lTWUuNTYzNAtOYW1lTWUuNTYzNQtOYW1lTWUuNTYzNgtOYW1lTWUuNTYzNwtOYW1lTWUuNTYzOAtOYW1lTWUuNTYzOQtOYW1lTWUuNTY0MAtOYW1lTWUuNTY0MQtOYW1lTWUuNTY0MgtOYW1lTWUuNTY0MwtOYW1lTWUuNTY0NAtOYW1lTWUuNTY0NQtOYW1lTWUuNTY0NgtOYW1lTWUuNTY0NwtOYW1lTWUuNTY0OAtOYW1lTWUuNTY0OQtOYW1lTWUuNTY1MAtOYW1lTWUuNTY1MQtOYW1lTWUuNTY1MgtOYW1lTWUuNTY1MwtOYW1lTWUuNTY1NAtOYW1lTWUuNTY1NQtOYW1lTWUuNTY1NgtOYW1lTWUuNTY1NwtOYW1lTWUuNTY1OAtOYW1lTWUuNTY1OQtOYW1lTWUuNTY2MAtOYW1lTWUuNTY2MQtOYW1lTWUuNTY2MgtOYW1lTWUuNTY2MwtOYW1lTWUuNTY2NAtOYW1lTWUuNTY2NQtOYW1lTWUuNTY2NgtOYW1lTWUuNTY2NwtOYW1lTWUuNTY2OAtOYW1lTWUuNTY2OQtOYW1lTWUuNTY3MAtOYW1lTWUuNTY3MQtOYW1lTWUuNTY3MgtOYW1lTWUuNTY3MwtOYW1lTWUuNTY3NAtOYW1lTWUuNTY3NQtOYW1lTWUuNTY3NgtOYW1lTWUuNTY3NwtOYW1lTWUuNTY3OAtOYW1lTWUuNTY3OQtOYW1lTWUuNTY4MAtOYW1lTWUuNTY4MQtOYW1lTWUuNTY4MgtOYW1lTWUuNTY4MwtOYW1lTWUuNTY4NAtOYW1lTWUuNTY4NQtOYW1lTWUuNTY4NgtOYW1lTWUuNTY4NwtOYW1lTWUuNTY4OAtOYW1lTWUuNTY4OQtOYW1lTWUuNTY5MAtOYW1lTWUuNTY5MQtOYW1lTWUuNTY5MgtOYW1lTWUuNTY5MwtOYW1lTWUuNTY5NAtOYW1lTWUuNTY5NQtOYW1lTWUuNTY5NgtOYW1lTWUuNTY5NwtOYW1lTWUuNTY5OAtOYW1lTWUuNTY5OQtOYW1lTWUuNTcwMAtOYW1lTWUuNTcwMQtOYW1lTWUuNTcwMgtOYW1lTWUuNTcwMwtOYW1lTWUuNTcwNAtOYW1lTWUuNTcwNQtOYW1lTWUuNTcwNgtOYW1lTWUuNTcwNwtOYW1lTWUuNTcwOAtOYW1lTWUuNTcwOQtOYW1lTWUuNTcxMAtOYW1lTWUuNTcxMQtOYW1lTWUuNTcxMgtOYW1lTWUuNTcxMwtOYW1lTWUuNTcxNAtOYW1lTWUuNTcxNQtOYW1lTWUuNTcxNgtOYW1lTWUuNTcxNwtOYW1lTWUuNTcxOAtOYW1lTWUuNTcxOQtOYW1lTWUuNTcyMAtOYW1lTWUuNTcyMQtOYW1lTWUuNTcyMgtOYW1lTWUuNTcyMwtOYW1lTWUuNTcyNAtOYW1lTWUuNTcyNQtOYW1lTWUuNTcyNgtOYW1lTWUuNTcyNwtOYW1lTWUuNTcyOAtOYW1lTWUuNTcyOQtOYW1lTWUuNTczMAtOYW1lTWUuNTczMQtOYW1lTWUuNTczMgtOYW1lTWUuNTczMwtOYW1lTWUuNTczNAtOYW1lTWUuNTczNQtOYW1lTWUuNTczNgtOYW1lTWUuNTczNwtOYW1lTWUuNTczOAtOYW1lTWUuNTczOQtOYW1lTWUuNTc0MAtOYW1lTWUuNTc0MQtOYW1lTWUuNTc0MgtOYW1lTWUuNTc0MwtOYW1lTWUuNTc0NAtOYW1lTWUuNTc0NQtOYW1lTWUuNTc0NgtOYW1lTWUuNTc0NwtOYW1lTWUuNTc0OAtOYW1lTWUuNTc0OQtOYW1lTWUuNTc1MAtOYW1lTWUuNTc1MQtOYW1lTWUuNTc1MgtOYW1lTWUuNTc1MwtOYW1lTWUuNTc1NAtOYW1lTWUuNTc1NQtOYW1lTWUuNTc1NgtOYW1lTWUuNTc1NwtOYW1lTWUuNTc1OAtOYW1lTWUuNTc1OQtOYW1lTWUuNTc2MAtOYW1lTWUuNTc2MQtOYW1lTWUuNTc2MgtOYW1lTWUuNTc2MwtOYW1lTWUuNTc2NAtOYW1lTWUuNTc2NQtOYW1lTWUuNTc2NgtOYW1lTWUuNTc2NwtOYW1lTWUuNTc2OAtOYW1lTWUuNTc2OQtOYW1lTWUuNTc3MAtOYW1lTWUuNTc3MQtOYW1lTWUuNTc3MgtOYW1lTWUuNTc3MwtOYW1lTWUuNTc3NAtOYW1lTWUuNTc3NQtOYW1lTWUuNTc3NgtOYW1lTWUuNTc3NwtOYW1lTWUuNTc3OAtOYW1lTWUuNTc3OQtOYW1lTWUuNTc4MAtOYW1lTWUuNTc4MQtOYW1lTWUuNTc4MgtOYW1lTWUuNTc4MwtOYW1lTWUuNTc4NAtOYW1lTWUuNTc4NQtOYW1lTWUuNTc4NgtOYW1lTWUuNTc4NwtOYW1lTWUuNTc4OAtOYW1lTWUuNTc4OQtOYW1lTWUuNTc5MAtOYW1lTWUuNTc5MQtOYW1lTWUuNTc5MgtOYW1lTWUuNTc5MwtOYW1lTWUuNTc5NAtOYW1lTWUuNTc5NQtOYW1lTWUuNTc5NgtOYW1lTWUuNTc5NwtOYW1lTWUuNTc5OAtOYW1lTWUuNTc5OQtOYW1lTWUuNTgwMAtOYW1lTWUuNTgwMQtOYW1lTWUuNTgwMgtOYW1lTWUuNTgwMwtOYW1lTWUuNTgwNAtOYW1lTWUuNTgwNQtOYW1lTWUuNTgwNgtOYW1lTWUuNTgwNwtOYW1lTWUuNTgwOAtOYW1lTWUuNTgwOQtOYW1lTWUuNTgxMAtOYW1lTWUuNTgxMQtOYW1lTWUuNTgxMgtOYW1lTWUuNTgxMwtOYW1lTWUuNTgxNAtOYW1lTWUuNTgxNQtOYW1lTWUuNTgxNgtOYW1lTWUuNTgxNwtOYW1lTWUuNTgxOAtOYW1lTWUuNTgxOQtOYW1lTWUuNTgyMAtOYW1lTWUuNTgyMQtOYW1lTWUuNTgyMgtOYW1lTWUuNTgyMwtOYW1lTWUuNTgyNAtOYW1lTWUuNTgyNQtOYW1lTWUuNTgyNgtOYW1lTWUuNTgyNwtOYW1lTWUuNTgyOAtOYW1lTWUuNTgyOQtOYW1lTWUuNTgzMAtOYW1lTWUuNTgzMQtOYW1lTWUuNTgzMgtOYW1lTWUuNTgzMwtOYW1lTWUuNTgzNAtOYW1lTWUuNTgzNQtOYW1lTWUuNTgzNgtOYW1lTWUuNTgzNwtOYW1lTWUuNTgzOAtOYW1lTWUuNTgzOQtOYW1lTWUuNTg0MAtOYW1lTWUuNTg0MQtOYW1lTWUuNTg0MgtOYW1lTWUuNTg0MwtOYW1lTWUuNTg0NAtOYW1lTWUuNTg0NQtOYW1lTWUuNTg0NgtOYW1lTWUuNTg0NwtOYW1lTWUuNTg0OAtOYW1lTWUuNTg0OQtOYW1lTWUuNTg1MAtOYW1lTWUuNTg1MQtOYW1lTWUuNTg1MgtOYW1lTWUuNTg1MwtOYW1lTWUuNTg1NAtOYW1lTWUuNTg1NQtOYW1lTWUuNTg1NgtOYW1lTWUuNTg1NwtOYW1lTWUuNTg1OAtOYW1lTWUuNTg1OQtOYW1lTWUuNTg2MAtOYW1lTWUuNTg2MQtOYW1lTWUuNTg2MgtOYW1lTWUuNTg2MwtOYW1lTWUuNTg2NAtOYW1lTWUuNTg2NQtOYW1lTWUuNTg2NgtOYW1lTWUuNTg2NwtOYW1lTWUuNTg2OAtOYW1lTWUuNTg2OQtOYW1lTWUuNTg3MAtOYW1lTWUuNTg3MQtOYW1lTWUuNTg3MgtOYW1lTWUuNTg3MwtOYW1lTWUuNTg3NAtOYW1lTWUuNTg3NQtOYW1lTWUuNTg3NgtOYW1lTWUuNTg3NwtOYW1lTWUuNTg3OAtOYW1lTWUuNTg3OQtOYW1lTWUuNTg4MAtOYW1lTWUuNTg4MQtOYW1lTWUuNTg4MgtOYW1lTWUuNTg4MwtOYW1lTWUuNTg4NAtOYW1lTWUuNTg4NQtOYW1lTWUuNTg4NgtOYW1lTWUuNTg4NwtOYW1lTWUuNTg4OAtOYW1lTWUuNTg4OQtOYW1lTWUuNTg5MAtOYW1lTWUuNTg5MQtOYW1lTWUuNTg5MgtOYW1lTWUuNTg5MwtOYW1lTWUuNTg5NAtOYW1lTWUuNTg5NQtOYW1lTWUuNTg5NgtOYW1lTWUuNTg5NwtOYW1lTWUuNTg5OAtOYW1lTWUuNTg5OQtOYW1lTWUuNTkwMAtOYW1lTWUuNTkwMQtOYW1lTWUuNTkwMgtOYW1lTWUuNTkwMwtOYW1lTWUuNTkwNAtOYW1lTWUuNTkwNQtOYW1lTWUuNTkwNgtOYW1lTWUuNTkwNwtOYW1lTWUuNTkwOAtOYW1lTWUuNTkwOQtOYW1lTWUuNTkxMAtOYW1lTWUuNTkxMQtOYW1lTWUuNTkxMgtOYW1lTWUuNTkxMwtOYW1lTWUuNTkxNAtOYW1lTWUuNTkxNQtOYW1lTWUuNTkxNgtOYW1lTWUuNTkxNwtOYW1lTWUuNTkxOAtOYW1lTWUuNTkxOQtOYW1lTWUuNTkyMAtOYW1lTWUuNTkyMQtOYW1lTWUuNTkyMgtOYW1lTWUuNTkyMwtOYW1lTWUuNTkyNAtOYW1lTWUuNTkyNQtOYW1lTWUuNTkyNgtOYW1lTWUuNTkyNwtOYW1lTWUuNTkyOAtOYW1lTWUuNTkyOQtOYW1lTWUuNTkzMAtOYW1lTWUuNTkzMQtOYW1lTWUuNTkzMgtOYW1lTWUuNTkzMwtOYW1lTWUuNTkzNAtOYW1lTWUuNTkzNQtOYW1lTWUuNTkzNgtOYW1lTWUuNTkzNwtOYW1lTWUuNTkzOAtOYW1lTWUuNTkzOQtOYW1lTWUuNTk0MAtOYW1lTWUuNTk0MQtOYW1lTWUuNTk0MgtOYW1lTWUuNTk0MwtOYW1lTWUuNTk0NAtOYW1lTWUuNTk0NQtOYW1lTWUuNTk0NgtOYW1lTWUuNTk0NwtOYW1lTWUuNTk0OAtOYW1lTWUuNTk0OQtOYW1lTWUuNTk1MAtOYW1lTWUuNTk1MQtOYW1lTWUuNTk1MgtOYW1lTWUuNTk1MwtOYW1lTWUuNTk1NAtOYW1lTWUuNTk1NQtOYW1lTWUuNTk1NgtOYW1lTWUuNTk1NwtOYW1lTWUuNTk1OAtOYW1lTWUuNTk1OQtOYW1lTWUuNTk2MAtOYW1lTWUuNTk2MQtOYW1lTWUuNTk2MgtOYW1lTWUuNTk2MwtOYW1lTWUuNTk2NAtOYW1lTWUuNTk2NQtOYW1lTWUuNTk2NgtOYW1lTWUuNTk2NwtOYW1lTWUuNTk2OAtOYW1lTWUuNTk2OQtOYW1lTWUuNTk3MAtOYW1lTWUuNTk3MQtOYW1lTWUuNTk3MgtOYW1lTWUuNTk3MwtOYW1lTWUuNTk3NAtOYW1lTWUuNTk3NQtOYW1lTWUuNTk3NgtOYW1lTWUuNTk3NwtOYW1lTWUuNTk3OAtOYW1lTWUuNTk3OQtOYW1lTWUuNTk4MAtOYW1lTWUuNTk4MQtOYW1lTWUuNTk4MgtOYW1lTWUuNTk4MwtOYW1lTWUuNTk4NAtOYW1lTWUuNTk4NQtOYW1lTWUuNTk4NgtOYW1lTWUuNTk4NwtOYW1lTWUuNTk4OAtOYW1lTWUuNTk4OQtOYW1lTWUuNTk5MAtOYW1lTWUuNTk5MQtOYW1lTWUuNTk5MgtOYW1lTWUuNTk5MwtOYW1lTWUuNTk5NAtOYW1lTWUuNTk5NQtOYW1lTWUuNTk5NgtOYW1lTWUuNTk5NwtOYW1lTWUuNTk5OAtOYW1lTWUuNTk5OQtOYW1lTWUuNjAwMAtOYW1lTWUuNjAwMQtOYW1lTWUuNjAwMgtOYW1lTWUuNjAwMwtOYW1lTWUuNjAwNAtOYW1lTWUuNjAwNQtOYW1lTWUuNjAwNgtOYW1lTWUuNjAwNwtOYW1lTWUuNjAwOAtOYW1lTWUuNjAwOQtOYW1lTWUuNjAxMAtOYW1lTWUuNjAxMQtOYW1lTWUuNjAxMgtOYW1lTWUuNjAxMwtOYW1lTWUuNjAxNAtOYW1lTWUuNjAxNQtOYW1lTWUuNjAxNgtOYW1lTWUuNjAxNwtOYW1lTWUuNjAxOAtOYW1lTWUuNjAxOQtOYW1lTWUuNjAyMAtOYW1lTWUuNjAyMQtOYW1lTWUuNjAyMgtOYW1lTWUuNjAyMwtOYW1lTWUuNjAyNAtOYW1lTWUuNjAyNQtOYW1lTWUuNjAyNgtOYW1lTWUuNjAyNwtOYW1lTWUuNjAyOAtOYW1lTWUuNjAyOQtOYW1lTWUuNjAzMAtOYW1lTWUuNjAzMQtOYW1lTWUuNjAzMgtOYW1lTWUuNjAzMwtOYW1lTWUuNjAzNAtOYW1lTWUuNjAzNQtOYW1lTWUuNjAzNgtOYW1lTWUuNjAzNwtOYW1lTWUuNjAzOAtOYW1lTWUuNjAzOQtOYW1lTWUuNjA0MAtOYW1lTWUuNjA0MQtOYW1lTWUuNjA0MgtOYW1lTWUuNjA0MwtOYW1lTWUuNjA0NAtOYW1lTWUuNjA0NQtOYW1lTWUuNjA0NgtOYW1lTWUuNjA0NwtOYW1lTWUuNjA0OAtOYW1lTWUuNjA0OQtOYW1lTWUuNjA1MAtOYW1lTWUuNjA1MQtOYW1lTWUuNjA1MgtOYW1lTWUuNjA1MwtOYW1lTWUuNjA1NAtOYW1lTWUuNjA1NQtOYW1lTWUuNjA1NgtOYW1lTWUuNjA1NwtOYW1lTWUuNjA1OAtOYW1lTWUuNjA1OQtOYW1lTWUuNjA2MAtOYW1lTWUuNjA2MQtOYW1lTWUuNjA2MgtOYW1lTWUuNjA2MwtOYW1lTWUuNjA2NAtOYW1lTWUuNjA2NQtOYW1lTWUuNjA2NgtOYW1lTWUuNjA2NwtOYW1lTWUuNjA2OAtOYW1lTWUuNjA2OQtOYW1lTWUuNjA3MAtOYW1lTWUuNjA3MQtOYW1lTWUuNjA3MgtOYW1lTWUuNjA3MwtOYW1lTWUuNjA3NAtOYW1lTWUuNjA3NQtOYW1lTWUuNjA3NgtOYW1lTWUuNjA3NwtOYW1lTWUuNjA3OAtOYW1lTWUuNjA3OQtOYW1lTWUuNjA4MAtOYW1lTWUuNjA4MQtOYW1lTWUuNjA4MgtOYW1lTWUuNjA4MwtOYW1lTWUuNjA4NAtOYW1lTWUuNjA4NQtOYW1lTWUuNjA4NgtOYW1lTWUuNjA4NwtOYW1lTWUuNjA4OAtOYW1lTWUuNjA4OQtOYW1lTWUuNjA5MAtOYW1lTWUuNjA5MQtOYW1lTWUuNjA5MgtOYW1lTWUuNjA5MwtOYW1lTWUuNjA5NAtOYW1lTWUuNjA5NQtOYW1lTWUuNjA5NgtOYW1lTWUuNjA5NwtOYW1lTWUuNjA5OAtOYW1lTWUuNjA5OQtOYW1lTWUuNjEwMAtOYW1lTWUuNjEwMQtOYW1lTWUuNjEwMgtOYW1lTWUuNjEwMwtOYW1lTWUuNjEwNAtOYW1lTWUuNjEwNQtOYW1lTWUuNjEwNgtOYW1lTWUuNjEwNwtOYW1lTWUuNjEwOAtOYW1lTWUuNjEwOQtOYW1lTWUuNjExMAtOYW1lTWUuNjExMQtOYW1lTWUuNjExMgtOYW1lTWUuNjExMwtOYW1lTWUuNjExNAtOYW1lTWUuNjExNQtOYW1lTWUuNjExNgtOYW1lTWUuNjExNwtOYW1lTWUuNjExOAtOYW1lTWUuNjExOQtOYW1lTWUuNjEyMAtOYW1lTWUuNjEyMQtOYW1lTWUuNjEyMgtOYW1lTWUuNjEyMwtOYW1lTWUuNjEyNAtOYW1lTWUuNjEyNQtOYW1lTWUuNjEyNgtOYW1lTWUuNjEyNwtOYW1lTWUuNjEyOAtOYW1lTWUuNjEyOQtOYW1lTWUuNjEzMAtOYW1lTWUuNjEzMQtOYW1lTWUuNjEzMgtOYW1lTWUuNjEzMwtOYW1lTWUuNjEzNAtOYW1lTWUuNjEzNQtOYW1lTWUuNjEzNgtOYW1lTWUuNjEzNwtOYW1lTWUuNjEzOAtOYW1lTWUuNjEzOQtOYW1lTWUuNjE0MAtOYW1lTWUuNjE0MQtOYW1lTWUuNjE0MgtOYW1lTWUuNjE0MwtOYW1lTWUuNjE0NAtOYW1lTWUuNjE0NQtOYW1lTWUuNjE0NgtOYW1lTWUuNjE0NwtOYW1lTWUuNjE0OAtOYW1lTWUuNjE0OQtOYW1lTWUuNjE1MAtOYW1lTWUuNjE1MQtOYW1lTWUuNjE1MgtOYW1lTWUuNjE1MwtOYW1lTWUuNjE1NAtOYW1lTWUuNjE1NQtOYW1lTWUuNjE1NgtOYW1lTWUuNjE1NwtOYW1lTWUuNjE1OAtOYW1lTWUuNjE1OQtOYW1lTWUuNjE2MAtOYW1lTWUuNjE2MQtOYW1lTWUuNjE2MgtOYW1lTWUuNjE2MwtOYW1lTWUuNjE2NAtOYW1lTWUuNjE2NQtOYW1lTWUuNjE2NgtOYW1lTWUuNjE2NwtOYW1lTWUuNjE2OAtOYW1lTWUuNjE2OQtOYW1lTWUuNjE3MAtOYW1lTWUuNjE3MQtOYW1lTWUuNjE3MgtOYW1lTWUuNjE3MwtOYW1lTWUuNjE3NAtOYW1lTWUuNjE3NQtOYW1lTWUuNjE3NgtOYW1lTWUuNjE3NwtOYW1lTWUuNjE3OAtOYW1lTWUuNjE3OQtOYW1lTWUuNjE4MAtOYW1lTWUuNjE4MQtOYW1lTWUuNjE4MgtOYW1lTWUuNjE4MwtOYW1lTWUuNjE4NAtOYW1lTWUuNjE4NQtOYW1lTWUuNjE4NgtOYW1lTWUuNjE4NwtOYW1lTWUuNjE4OAtOYW1lTWUuNjE4OQtOYW1lTWUuNjE5MAtOYW1lTWUuNjE5MQtOYW1lTWUuNjE5MgtOYW1lTWUuNjE5MwtOYW1lTWUuNjE5NAtOYW1lTWUuNjE5NQtOYW1lTWUuNjE5NgtOYW1lTWUuNjE5NwtOYW1lTWUuNjE5OAtOYW1lTWUuNjE5OQtOYW1lTWUuNjIwMAtOYW1lTWUuNjIwMQtOYW1lTWUuNjIwMgtOYW1lTWUuNjIwMwtOYW1lTWUuNjIwNAtOYW1lTWUuNjIwNQtOYW1lTWUuNjIwNgtOYW1lTWUuNjIwNwtOYW1lTWUuNjIwOAtOYW1lTWUuNjIwOQtOYW1lTWUuNjIxMAtOYW1lTWUuNjIxMQtOYW1lTWUuNjIxMgtOYW1lTWUuNjIxMwtOYW1lTWUuNjIxNAtOYW1lTWUuNjIxNQtOYW1lTWUuNjIxNgtOYW1lTWUuNjIxNwtOYW1lTWUuNjIxOAtOYW1lTWUuNjIxOQtOYW1lTWUuNjIyMAtOYW1lTWUuNjIyMQtOYW1lTWUuNjIyMgtOYW1lTWUuNjIyMwtOYW1lTWUuNjIyNAtOYW1lTWUuNjIyNQtOYW1lTWUuNjIyNgtOYW1lTWUuNjIyNwtOYW1lTWUuNjIyOAtOYW1lTWUuNjIyOQtOYW1lTWUuNjIzMAtOYW1lTWUuNjIzMQtOYW1lTWUuNjIzMgtOYW1lTWUuNjIzMwtOYW1lTWUuNjIzNAtOYW1lTWUuNjIzNQtOYW1lTWUuNjIzNgtOYW1lTWUuNjIzNwtOYW1lTWUuNjIzOAtOYW1lTWUuNjIzOQtOYW1lTWUuNjI0MAtOYW1lTWUuNjI0MQtOYW1lTWUuNjI0MgtOYW1lTWUuNjI0MwtOYW1lTWUuNjI0NAtOYW1lTWUuNjI0NQtOYW1lTWUuNjI0NgtOYW1lTWUuNjI0NwtOYW1lTWUuNjI0OAtOYW1lTWUuNjI0OQtOYW1lTWUuNjI1MAtOYW1lTWUuNjI1MQtOYW1lTWUuNjI1MgtOYW1lTWUuNjI1MwtOYW1lTWUuNjI1NAtOYW1lTWUuNjI1NQtOYW1lTWUuNjI1NgtOYW1lTWUuNjI1NwtOYW1lTWUuNjI1OAtOYW1lTWUuNjI1OQtOYW1lTWUuNjI2MAtOYW1lTWUuNjI2MQtOYW1lTWUuNjI2MgtOYW1lTWUuNjI2MwtOYW1lTWUuNjI2NAtOYW1lTWUuNjI2NQtOYW1lTWUuNjI2NgtOYW1lTWUuNjI2NwtOYW1lTWUuNjI2OAtOYW1lTWUuNjI2OQtOYW1lTWUuNjI3MAtOYW1lTWUuNjI3MQtOYW1lTWUuNjI3MgtOYW1lTWUuNjI3MwtOYW1lTWUuNjI3NAtOYW1lTWUuNjI3NQtOYW1lTWUuNjI3NgtOYW1lTWUuNjI3NwtOYW1lTWUuNjI3OAtOYW1lTWUuNjI3OQtOYW1lTWUuNjI4MAtOYW1lTWUuNjI4MQtOYW1lTWUuNjI4MgtOYW1lTWUuNjI4MwtOYW1lTWUuNjI4NAtOYW1lTWUuNjI4NQtOYW1lTWUuNjI4NgtOYW1lTWUuNjI4NwtOYW1lTWUuNjI4OAtOYW1lTWUuNjI4OQtOYW1lTWUuNjI5MAtOYW1lTWUuNjI5MQtOYW1lTWUuNjI5MgtOYW1lTWUuNjI5MwtOYW1lTWUuNjI5NAtOYW1lTWUuNjI5NQtOYW1lTWUuNjI5NgtOYW1lTWUuNjI5NwtOYW1lTWUuNjI5OAtOYW1lTWUuNjI5OQtOYW1lTWUuNjMwMAtOYW1lTWUuNjMwMQtOYW1lTWUuNjMwMgtOYW1lTWUuNjMwMwtOYW1lTWUuNjMwNAtOYW1lTWUuNjMwNQtOYW1lTWUuNjMwNgtOYW1lTWUuNjMwNwtOYW1lTWUuNjMwOAtOYW1lTWUuNjMwOQtOYW1lTWUuNjMxMAtOYW1lTWUuNjMxMQtOYW1lTWUuNjMxMgtOYW1lTWUuNjMxMwtOYW1lTWUuNjMxNAtOYW1lTWUuNjMxNQtOYW1lTWUuNjMxNgtOYW1lTWUuNjMxNwtOYW1lTWUuNjMxOAtOYW1lTWUuNjMxOQtOYW1lTWUuNjMyMAtOYW1lTWUuNjMyMQtOYW1lTWUuNjMyMgtOYW1lTWUuNjMyMwtOYW1lTWUuNjMyNAtOYW1lTWUuNjMyNQtOYW1lTWUuNjMyNgtOYW1lTWUuNjMyNwtOYW1lTWUuNjMyOAtOYW1lTWUuNjMyOQtOYW1lTWUuNjMzMAtOYW1lTWUuNjMzMQtOYW1lTWUuNjMzMgtOYW1lTWUuNjMzMwtOYW1lTWUuNjMzNAtOYW1lTWUuNjMzNQtOYW1lTWUuNjMzNgtOYW1lTWUuNjMzNwtOYW1lTWUuNjMzOAtOYW1lTWUuNjMzOQtOYW1lTWUuNjM0MAtOYW1lTWUuNjM0MQtOYW1lTWUuNjM0MgtOYW1lTWUuNjM0MwtOYW1lTWUuNjM0NAtOYW1lTWUuNjM0NQtOYW1lTWUuNjM0NgtOYW1lTWUuNjM0NwtOYW1lTWUuNjM0OAtOYW1lTWUuNjM0OQtOYW1lTWUuNjM1MAtOYW1lTWUuNjM1MQtOYW1lTWUuNjM1MgtOYW1lTWUuNjM1MwtOYW1lTWUuNjM1NAtOYW1lTWUuNjM1NQtOYW1lTWUuNjM1NgtOYW1lTWUuNjM1NwtOYW1lTWUuNjM1OAtOYW1lTWUuNjM1OQtOYW1lTWUuNjM2MAtOYW1lTWUuNjM2MQtOYW1lTWUuNjM2MgtOYW1lTWUuNjM2MwtOYW1lTWUuNjM2NAtOYW1lTWUuNjM2NQtOYW1lTWUuNjM2NgtOYW1lTWUuNjM2NwtOYW1lTWUuNjM2OAtOYW1lTWUuNjM2OQtOYW1lTWUuNjM3MAtOYW1lTWUuNjM3MQtOYW1lTWUuNjM3MgtOYW1lTWUuNjM3MwtOYW1lTWUuNjM3NAtOYW1lTWUuNjM3NQtOYW1lTWUuNjM3NgtOYW1lTWUuNjM3NwtOYW1lTWUuNjM3OAtOYW1lTWUuNjM3OQtOYW1lTWUuNjM4MAtOYW1lTWUuNjM4MQtOYW1lTWUuNjM4MgtOYW1lTWUuNjM4MwtOYW1lTWUuNjM4NAtOYW1lTWUuNjM4NQtOYW1lTWUuNjM4NgtOYW1lTWUuNjM4NwtOYW1lTWUuNjM4OAtOYW1lTWUuNjM4OQtOYW1lTWUuNjM5MAtOYW1lTWUuNjM5MQtOYW1lTWUuNjM5MgtOYW1lTWUuNjM5MwtOYW1lTWUuNjM5NAtOYW1lTWUuNjM5NQtOYW1lTWUuNjM5NgtOYW1lTWUuNjM5NwtOYW1lTWUuNjM5OAtOYW1lTWUuNjM5OQtOYW1lTWUuNjQwMAtOYW1lTWUuNjQwMQtOYW1lTWUuNjQwMgtOYW1lTWUuNjQwMwtOYW1lTWUuNjQwNAtOYW1lTWUuNjQwNQtOYW1lTWUuNjQwNgtOYW1lTWUuNjQwNwtOYW1lTWUuNjQwOAtOYW1lTWUuNjQwOQtOYW1lTWUuNjQxMAtOYW1lTWUuNjQxMQtOYW1lTWUuNjQxMgtOYW1lTWUuNjQxMwtOYW1lTWUuNjQxNAtOYW1lTWUuNjQxNQtOYW1lTWUuNjQxNgtOYW1lTWUuNjQxNwtOYW1lTWUuNjQxOAtOYW1lTWUuNjQxOQtOYW1lTWUuNjQyMAtOYW1lTWUuNjQyMQtOYW1lTWUuNjQyMgtOYW1lTWUuNjQyMwtOYW1lTWUuNjQyNAtOYW1lTWUuNjQyNQtOYW1lTWUuNjQyNgtOYW1lTWUuNjQyNwtOYW1lTWUuNjQyOAtOYW1lTWUuNjQyOQtOYW1lTWUuNjQzMAtOYW1lTWUuNjQzMQtOYW1lTWUuNjQzMgtOYW1lTWUuNjQzMwtOYW1lTWUuNjQzNAtOYW1lTWUuNjQzNQtOYW1lTWUuNjQzNgtOYW1lTWUuNjQzNwtOYW1lTWUuNjQzOAtOYW1lTWUuNjQzOQtOYW1lTWUuNjQ0MAtOYW1lTWUuNjQ0MQtOYW1lTWUuNjQ0MgtOYW1lTWUuNjQ0MwtOYW1lTWUuNjQ0NAtOYW1lTWUuNjQ0NQtOYW1lTWUuNjQ0NgtOYW1lTWUuNjQ0NwtOYW1lTWUuNjQ0OAtOYW1lTWUuNjQ0OQtOYW1lTWUuNjQ1MAtOYW1lTWUuNjQ1MQtOYW1lTWUuNjQ1MgtOYW1lTWUuNjQ1MwtOYW1lTWUuNjQ1NAtOYW1lTWUuNjQ1NQtOYW1lTWUuNjQ1NgtOYW1lTWUuNjQ1NwtOYW1lTWUuNjQ1OAtOYW1lTWUuNjQ1OQtOYW1lTWUuNjQ2MAtOYW1lTWUuNjQ2MQtOYW1lTWUuNjQ2MgtOYW1lTWUuNjQ2MwtOYW1lTWUuNjQ2NAtOYW1lTWUuNjQ2NQtOYW1lTWUuNjQ2NgtOYW1lTWUuNjQ2NwtOYW1lTWUuNjQ2OAtOYW1lTWUuNjQ2OQtOYW1lTWUuNjQ3MAtOYW1lTWUuNjQ3MQtOYW1lTWUuNjQ3MgtOYW1lTWUuNjQ3MwtOYW1lTWUuNjQ3NAtOYW1lTWUuNjQ3NQtOYW1lTWUuNjQ3NgtOYW1lTWUuNjQ3NwtOYW1lTWUuNjQ3OAtOYW1lTWUuNjQ3OQtOYW1lTWUuNjQ4MAtOYW1lTWUuNjQ4MQtOYW1lTWUuNjQ4MgtOYW1lTWUuNjQ4MwtOYW1lTWUuNjQ4NAtOYW1lTWUuNjQ4NQtOYW1lTWUuNjQ4NgtOYW1lTWUuNjQ4NwtOYW1lTWUuNjQ4OAtOYW1lTWUuNjQ4OQtOYW1lTWUuNjQ5MAtOYW1lTWUuNjQ5MQtOYW1lTWUuNjQ5MgtOYW1lTWUuNjQ5MwtOYW1lTWUuNjQ5NAtOYW1lTWUuNjQ5NQtOYW1lTWUuNjQ5NgtOYW1lTWUuNjQ5NwtOYW1lTWUuNjQ5OAtOYW1lTWUuNjQ5OQtOYW1lTWUuNjUwMAtOYW1lTWUuNjUwMQtOYW1lTWUuNjUwMgtOYW1lTWUuNjUwMwtOYW1lTWUuNjUwNAtOYW1lTWUuNjUwNQtOYW1lTWUuNjUwNgtOYW1lTWUuNjUwNwtOYW1lTWUuNjUwOAtOYW1lTWUuNjUwOQtOYW1lTWUuNjUxMAtOYW1lTWUuNjUxMQtOYW1lTWUuNjUxMgtOYW1lTWUuNjUxMwtOYW1lTWUuNjUxNAtOYW1lTWUuNjUxNQtOYW1lTWUuNjUxNgtOYW1lTWUuNjUxNwtOYW1lTWUuNjUxOAtOYW1lTWUuNjUxOQtOYW1lTWUuNjUyMAtOYW1lTWUuNjUyMQtOYW1lTWUuNjUyMgtOYW1lTWUuNjUyMwtOYW1lTWUuNjUyNAtOYW1lTWUuNjUyNQtOYW1lTWUuNjUyNgtOYW1lTWUuNjUyNwtOYW1lTWUuNjUyOAtOYW1lTWUuNjUyOQtOYW1lTWUuNjUzMAtOYW1lTWUuNjUzMQtOYW1lTWUuNjUzMgtOYW1lTWUuNjUzMwtOYW1lTWUuNjUzNAtOYW1lTWUuNjUzNQtOYW1lTWUuNjUzNgtOYW1lTWUuNjUzNwtOYW1lTWUuNjUzOAtOYW1lTWUuNjUzOQtOYW1lTWUuNjU0MAtOYW1lTWUuNjU0MQtOYW1lTWUuNjU0MgtOYW1lTWUuNjU0MwtOYW1lTWUuNjU0NAtOYW1lTWUuNjU0NQtOYW1lTWUuNjU0NgtOYW1lTWUuNjU0NwtOYW1lTWUuNjU0OAtOYW1lTWUuNjU0OQtOYW1lTWUuNjU1MAtOYW1lTWUuNjU1MQtOYW1lTWUuNjU1MgtOYW1lTWUuNjU1MwtOYW1lTWUuNjU1NAtOYW1lTWUuNjU1NQtOYW1lTWUuNjU1NgtOYW1lTWUuNjU1NwtOYW1lTWUuNjU1OAtOYW1lTWUuNjU1OQtOYW1lTWUuNjU2MAtOYW1lTWUuNjU2MQtOYW1lTWUuNjU2MgtOYW1lTWUuNjU2MwtOYW1lTWUuNjU2NAtOYW1lTWUuNjU2NQtOYW1lTWUuNjU2NgtOYW1lTWUuNjU2NwtOYW1lTWUuNjU2OAtOYW1lTWUuNjU2OQtOYW1lTWUuNjU3MAtOYW1lTWUuNjU3MQtOYW1lTWUuNjU3MgtOYW1lTWUuNjU3MwtOYW1lTWUuNjU3NAtOYW1lTWUuNjU3NQtOYW1lTWUuNjU3NgtOYW1lTWUuNjU3NwtOYW1lTWUuNjU3OAtOYW1lTWUuNjU3OQtOYW1lTWUuNjU4MAtOYW1lTWUuNjU4MQtOYW1lTWUuNjU4MgtOYW1lTWUuNjU4MwtOYW1lTWUuNjU4NAtOYW1lTWUuNjU4NQtOYW1lTWUuNjU4NgtOYW1lTWUuNjU4NwtOYW1lTWUuNjU4OAtOYW1lTWUuNjU4OQtOYW1lTWUuNjU5MAtOYW1lTWUuNjU5MQtOYW1lTWUuNjU5MgtOYW1lTWUuNjU5MwtOYW1lTWUuNjU5NAtOYW1lTWUuNjU5NQtOYW1lTWUuNjU5NgtOYW1lTWUuNjU5NwtOYW1lTWUuNjU5OAtOYW1lTWUuNjU5OQtOYW1lTWUuNjYwMAtOYW1lTWUuNjYwMQtOYW1lTWUuNjYwMgtOYW1lTWUuNjYwMwtOYW1lTWUuNjYwNAtOYW1lTWUuNjYwNQtOYW1lTWUuNjYwNgtOYW1lTWUuNjYwNwtOYW1lTWUuNjYwOAtOYW1lTWUuNjYwOQtOYW1lTWUuNjYxMAtOYW1lTWUuNjYxMQtOYW1lTWUuNjYxMgtOYW1lTWUuNjYxMwtOYW1lTWUuNjYxNAtOYW1lTWUuNjYxNQtOYW1lTWUuNjYxNgtOYW1lTWUuNjYxNwtOYW1lTWUuNjYxOAtOYW1lTWUuNjYxOQtOYW1lTWUuNjYyMAtOYW1lTWUuNjYyMQtOYW1lTWUuNjYyMgtOYW1lTWUuNjYyMwtOYW1lTWUuNjYyNAtOYW1lTWUuNjYyNQtOYW1lTWUuNjYyNgtOYW1lTWUuNjYyNwtOYW1lTWUuNjYyOAtOYW1lTWUuNjYyOQtOYW1lTWUuNjYzMAtOYW1lTWUuNjYzMQtOYW1lTWUuNjYzMgtOYW1lTWUuNjYzMwtOYW1lTWUuNjYzNAtOYW1lTWUuNjYzNQtOYW1lTWUuNjYzNgtOYW1lTWUuNjYzNwtOYW1lTWUuNjYzOAtOYW1lTWUuNjYzOQtOYW1lTWUuNjY0MAtOYW1lTWUuNjY0MQtOYW1lTWUuNjY0MgtOYW1lTWUuNjY0MwtOYW1lTWUuNjY0NAtOYW1lTWUuNjY0NQtOYW1lTWUuNjY0NgtOYW1lTWUuNjY0NwtOYW1lTWUuNjY0OAtOYW1lTWUuNjY0OQtOYW1lTWUuNjY1MAtOYW1lTWUuNjY1MQtOYW1lTWUuNjY1MgtOYW1lTWUuNjY1MwtOYW1lTWUuNjY1NAtOYW1lTWUuNjY1NQtOYW1lTWUuNjY1NgtOYW1lTWUuNjY1NwtOYW1lTWUuNjY1OAtOYW1lTWUuNjY1OQtOYW1lTWUuNjY2MAtOYW1lTWUuNjY2MQtOYW1lTWUuNjY2MgtOYW1lTWUuNjY2MwtOYW1lTWUuNjY2NAtOYW1lTWUuNjY2NQtOYW1lTWUuNjY2NgtOYW1lTWUuNjY2NwtOYW1lTWUuNjY2OAtOYW1lTWUuNjY2OQtOYW1lTWUuNjY3MAtOYW1lTWUuNjY3MQtOYW1lTWUuNjY3MgtOYW1lTWUuNjY3MwtOYW1lTWUuNjY3NAtOYW1lTWUuNjY3NQtOYW1lTWUuNjY3NgtOYW1lTWUuNjY3NwtOYW1lTWUuNjY3OAtOYW1lTWUuNjY3OQtOYW1lTWUuNjY4MAtOYW1lTWUuNjY4MQtOYW1lTWUuNjY4MgtOYW1lTWUuNjY4MwtOYW1lTWUuNjY4NAtOYW1lTWUuNjY4NQtOYW1lTWUuNjY4NgtOYW1lTWUuNjY4NwtOYW1lTWUuNjY4OAtOYW1lTWUuNjY4OQtOYW1lTWUuNjY5MAtOYW1lTWUuNjY5MQtOYW1lTWUuNjY5MgtOYW1lTWUuNjY5MwtOYW1lTWUuNjY5NAtOYW1lTWUuNjY5NQtOYW1lTWUuNjY5NgtOYW1lTWUuNjY5NwtOYW1lTWUuNjY5OAtOYW1lTWUuNjY5OQtOYW1lTWUuNjcwMAtOYW1lTWUuNjcwMQtOYW1lTWUuNjcwMgtOYW1lTWUuNjcwMwtOYW1lTWUuNjcwNAtOYW1lTWUuNjcwNQtOYW1lTWUuNjcwNgtOYW1lTWUuNjcwNwtOYW1lTWUuNjcwOAtOYW1lTWUuNjcwOQtOYW1lTWUuNjcxMAtOYW1lTWUuNjcxMQtOYW1lTWUuNjcxMgtOYW1lTWUuNjcxMwtOYW1lTWUuNjcxNAtOYW1lTWUuNjcxNQtOYW1lTWUuNjcxNgtOYW1lTWUuNjcxNwtOYW1lTWUuNjcxOAtOYW1lTWUuNjcxOQtOYW1lTWUuNjcyMAtOYW1lTWUuNjcyMQtOYW1lTWUuNjcyMgtOYW1lTWUuNjcyMwtOYW1lTWUuNjcyNAtOYW1lTWUuNjcyNQtOYW1lTWUuNjcyNgtOYW1lTWUuNjcyNwtOYW1lTWUuNjcyOAtOYW1lTWUuNjcyOQtOYW1lTWUuNjczMAtOYW1lTWUuNjczMQtOYW1lTWUuNjczMgtOYW1lTWUuNjczMwtOYW1lTWUuNjczNAtOYW1lTWUuNjczNQtOYW1lTWUuNjczNgtOYW1lTWUuNjczNwtOYW1lTWUuNjczOAtOYW1lTWUuNjczOQtOYW1lTWUuNjc0MAtOYW1lTWUuNjc0MQtOYW1lTWUuNjc0MgtOYW1lTWUuNjc0MwtOYW1lTWUuNjc0NAtOYW1lTWUuNjc0NQtOYW1lTWUuNjc0NgtOYW1lTWUuNjc0NwtOYW1lTWUuNjc0OAtOYW1lTWUuNjc0OQtOYW1lTWUuNjc1MAtOYW1lTWUuNjc1MQtOYW1lTWUuNjc1MgtOYW1lTWUuNjc1MwtOYW1lTWUuNjc1NAtOYW1lTWUuNjc1NQtOYW1lTWUuNjc1NgtOYW1lTWUuNjc1NwtOYW1lTWUuNjc1OAtOYW1lTWUuNjc1OQtOYW1lTWUuNjc2MAtOYW1lTWUuNjc2MQtOYW1lTWUuNjc2MgtOYW1lTWUuNjc2MwtOYW1lTWUuNjc2NAtOYW1lTWUuNjc2NQtOYW1lTWUuNjc2NgtOYW1lTWUuNjc2NwtOYW1lTWUuNjc2OAtOYW1lTWUuNjc2OQtOYW1lTWUuNjc3MAtOYW1lTWUuNjc3MQtOYW1lTWUuNjc3MgtOYW1lTWUuNjc3MwtOYW1lTWUuNjc3NAtOYW1lTWUuNjc3NQtOYW1lTWUuNjc3NgtOYW1lTWUuNjc3NwtOYW1lTWUuNjc3OAtOYW1lTWUuNjc3OQtOYW1lTWUuNjc4MAtOYW1lTWUuNjc4MQtOYW1lTWUuNjc4MgtOYW1lTWUuNjc4MwtOYW1lTWUuNjc4NAtOYW1lTWUuNjc4NQtOYW1lTWUuNjc4NgtOYW1lTWUuNjc4NwtOYW1lTWUuNjc4OAtOYW1lTWUuNjc4OQtOYW1lTWUuNjc5MAtOYW1lTWUuNjc5MQtOYW1lTWUuNjc5MgtOYW1lTWUuNjc5MwtOYW1lTWUuNjc5NAtOYW1lTWUuNjc5NQtOYW1lTWUuNjc5NgtOYW1lTWUuNjc5NwtOYW1lTWUuNjc5OAtOYW1lTWUuNjc5OQtOYW1lTWUuNjgwMAtOYW1lTWUuNjgwMQtOYW1lTWUuNjgwMgtOYW1lTWUuNjgwMwtOYW1lTWUuNjgwNAtOYW1lTWUuNjgwNQtOYW1lTWUuNjgwNgtOYW1lTWUuNjgwNwtOYW1lTWUuNjgwOAtOYW1lTWUuNjgwOQtOYW1lTWUuNjgxMAtOYW1lTWUuNjgxMQtOYW1lTWUuNjgxMgtOYW1lTWUuNjgxMwtOYW1lTWUuNjgxNAtOYW1lTWUuNjgxNQtOYW1lTWUuNjgxNgtOYW1lTWUuNjgxNwtOYW1lTWUuNjgxOAtOYW1lTWUuNjgxOQtOYW1lTWUuNjgyMAtOYW1lTWUuNjgyMQtOYW1lTWUuNjgyMgtOYW1lTWUuNjgyMwtOYW1lTWUuNjgyNAtOYW1lTWUuNjgyNQtOYW1lTWUuNjgyNgtOYW1lTWUuNjgyNwtOYW1lTWUuNjgyOAtOYW1lTWUuNjgyOQtOYW1lTWUuNjgzMAtOYW1lTWUuNjgzMQtOYW1lTWUuNjgzMgtOYW1lTWUuNjgzMwtOYW1lTWUuNjgzNAtOYW1lTWUuNjgzNQtOYW1lTWUuNjgzNgtOYW1lTWUuNjgzNwtOYW1lTWUuNjgzOAtOYW1lTWUuNjgzOQtOYW1lTWUuNjg0MAtOYW1lTWUuNjg0MQtOYW1lTWUuNjg0MgtOYW1lTWUuNjg0MwtOYW1lTWUuNjg0NAtOYW1lTWUuNjg0NQtOYW1lTWUuNjg0NgtOYW1lTWUuNjg0NwtOYW1lTWUuNjg0OAtOYW1lTWUuNjg0OQtOYW1lTWUuNjg1MAtOYW1lTWUuNjg1MQtOYW1lTWUuNjg1MgtOYW1lTWUuNjg1MwtOYW1lTWUuNjg1NAtOYW1lTWUuNjg1NQtOYW1lTWUuNjg1NgtOYW1lTWUuNjg1NwtOYW1lTWUuNjg1OAtOYW1lTWUuNjg1OQtOYW1lTWUuNjg2MAtOYW1lTWUuNjg2MQtOYW1lTWUuNjg2MgtOYW1lTWUuNjg2MwtOYW1lTWUuNjg2NAtOYW1lTWUuNjg2NQtOYW1lTWUuNjg2NgtOYW1lTWUuNjg2NwtOYW1lTWUuNjg2OAtOYW1lTWUuNjg2OQtOYW1lTWUuNjg3MAtOYW1lTWUuNjg3MQtOYW1lTWUuNjg3MgtOYW1lTWUuNjg3MwtOYW1lTWUuNjg3NAtOYW1lTWUuNjg3NQtOYW1lTWUuNjg3NgtOYW1lTWUuNjg3NwtOYW1lTWUuNjg3OAtOYW1lTWUuNjg3OQtOYW1lTWUuNjg4MAtOYW1lTWUuNjg4MQtOYW1lTWUuNjg4MgtOYW1lTWUuNjg4MwtOYW1lTWUuNjg4NAtOYW1lTWUuNjg4NQtOYW1lTWUuNjg4NgtOYW1lTWUuNjg4NwtOYW1lTWUuNjg4OAtOYW1lTWUuNjg4OQtOYW1lTWUuNjg5MAtOYW1lTWUuNjg5MQtOYW1lTWUuNjg5MgtOYW1lTWUuNjg5MwtOYW1lTWUuNjg5NAtOYW1lTWUuNjg5NQtOYW1lTWUuNjg5NgtOYW1lTWUuNjg5NwtOYW1lTWUuNjg5OAtOYW1lTWUuNjg5OQtOYW1lTWUuNjkwMAtOYW1lTWUuNjkwMQtOYW1lTWUuNjkwMgtOYW1lTWUuNjkwMwtOYW1lTWUuNjkwNAtOYW1lTWUuNjkwNQtOYW1lTWUuNjkwNgtOYW1lTWUuNjkwNwtOYW1lTWUuNjkwOAtOYW1lTWUuNjkwOQtOYW1lTWUuNjkxMAtOYW1lTWUuNjkxMQtOYW1lTWUuNjkxMgtOYW1lTWUuNjkxMwtOYW1lTWUuNjkxNAtOYW1lTWUuNjkxNQtOYW1lTWUuNjkxNgtOYW1lTWUuNjkxNwtOYW1lTWUuNjkxOAtOYW1lTWUuNjkxOQtOYW1lTWUuNjkyMAtOYW1lTWUuNjkyMQtOYW1lTWUuNjkyMgtOYW1lTWUuNjkyMwtOYW1lTWUuNjkyNAtOYW1lTWUuNjkyNQtOYW1lTWUuNjkyNgtOYW1lTWUuNjkyNwtOYW1lTWUuNjkyOAtOYW1lTWUuNjkyOQtOYW1lTWUuNjkzMAtOYW1lTWUuNjkzMQtOYW1lTWUuNjkzMgtOYW1lTWUuNjkzMwtOYW1lTWUuNjkzNAtOYW1lTWUuNjkzNQtOYW1lTWUuNjkzNgtOYW1lTWUuNjkzNwtOYW1lTWUuNjkzOAtOYW1lTWUuNjkzOQtOYW1lTWUuNjk0MAtOYW1lTWUuNjk0MQtOYW1lTWUuNjk0MgtOYW1lTWUuNjk0MwtOYW1lTWUuNjk0NAtOYW1lTWUuNjk0NQtOYW1lTWUuNjk0NgtOYW1lTWUuNjk0NwtOYW1lTWUuNjk0OAtOYW1lTWUuNjk0OQtOYW1lTWUuNjk1MAtOYW1lTWUuNjk1MQtOYW1lTWUuNjk1MgtOYW1lTWUuNjk1MwtOYW1lTWUuNjk1NAtOYW1lTWUuNjk1NQtOYW1lTWUuNjk1NgtOYW1lTWUuNjk1NwtOYW1lTWUuNjk1OAtOYW1lTWUuNjk1OQtOYW1lTWUuNjk2MAtOYW1lTWUuNjk2MQtOYW1lTWUuNjk2MgtOYW1lTWUuNjk2MwtOYW1lTWUuNjk2NAtOYW1lTWUuNjk2NQtOYW1lTWUuNjk2NgtOYW1lTWUuNjk2NwtOYW1lTWUuNjk2OAtOYW1lTWUuNjk2OQtOYW1lTWUuNjk3MAtOYW1lTWUuNjk3MQtOYW1lTWUuNjk3MgtOYW1lTWUuNjk3MwtOYW1lTWUuNjk3NAtOYW1lTWUuNjk3NQtOYW1lTWUuNjk3NgtOYW1lTWUuNjk3NwtOYW1lTWUuNjk3OAtOYW1lTWUuNjk3OQtOYW1lTWUuNjk4MAtOYW1lTWUuNjk4MQtOYW1lTWUuNjk4MgtOYW1lTWUuNjk4MwtOYW1lTWUuNjk4NAtOYW1lTWUuNjk4NQtOYW1lTWUuNjk4NgtOYW1lTWUuNjk4NwtOYW1lTWUuNjk4OAtOYW1lTWUuNjk4OQtOYW1lTWUuNjk5MAtOYW1lTWUuNjk5MQtOYW1lTWUuNjk5MgtOYW1lTWUuNjk5MwtOYW1lTWUuNjk5NAtOYW1lTWUuNjk5NQtOYW1lTWUuNjk5NgtOYW1lTWUuNjk5NwtOYW1lTWUuNjk5OAtOYW1lTWUuNjk5OQtOYW1lTWUuNzAwMAtOYW1lTWUuNzAwMQtOYW1lTWUuNzAwMgtOYW1lTWUuNzAwMwtOYW1lTWUuNzAwNAtOYW1lTWUuNzAwNQtOYW1lTWUuNzAwNgtOYW1lTWUuNzAwNwtOYW1lTWUuNzAwOAtOYW1lTWUuNzAwOQtOYW1lTWUuNzAxMAtOYW1lTWUuNzAxMQtOYW1lTWUuNzAxMgtOYW1lTWUuNzAxMwtOYW1lTWUuNzAxNAtOYW1lTWUuNzAxNQtOYW1lTWUuNzAxNgtOYW1lTWUuNzAxNwtOYW1lTWUuNzAxOAtOYW1lTWUuNzAxOQtOYW1lTWUuNzAyMAtOYW1lTWUuNzAyMQtOYW1lTWUuNzAyMgtOYW1lTWUuNzAyMwtOYW1lTWUuNzAyNAtOYW1lTWUuNzAyNQtOYW1lTWUuNzAyNgtOYW1lTWUuNzAyNwtOYW1lTWUuNzAyOAtOYW1lTWUuNzAyOQtOYW1lTWUuNzAzMAtOYW1lTWUuNzAzMQtOYW1lTWUuNzAzMgtOYW1lTWUuNzAzMwtOYW1lTWUuNzAzNAtOYW1lTWUuNzAzNQtOYW1lTWUuNzAzNgtOYW1lTWUuNzAzNwtOYW1lTWUuNzAzOAtOYW1lTWUuNzAzOQtOYW1lTWUuNzA0MAtOYW1lTWUuNzA0MQtOYW1lTWUuNzA0MgtOYW1lTWUuNzA0MwtOYW1lTWUuNzA0NAtOYW1lTWUuNzA0NQtOYW1lTWUuNzA0NgtOYW1lTWUuNzA0NwtOYW1lTWUuNzA0OAtOYW1lTWUuNzA0OQtOYW1lTWUuNzA1MAtOYW1lTWUuNzA1MQtOYW1lTWUuNzA1MgtOYW1lTWUuNzA1MwtOYW1lTWUuNzA1NAtOYW1lTWUuNzA1NQtOYW1lTWUuNzA1NgtOYW1lTWUuNzA1NwtOYW1lTWUuNzA1OAtOYW1lTWUuNzA1OQtOYW1lTWUuNzA2MAtOYW1lTWUuNzA2MQtOYW1lTWUuNzA2MgtOYW1lTWUuNzA2MwtOYW1lTWUuNzA2NAtOYW1lTWUuNzA2NQtOYW1lTWUuNzA2NgtOYW1lTWUuNzA2NwtOYW1lTWUuNzA2OAtOYW1lTWUuNzA2OQtOYW1lTWUuNzA3MAtOYW1lTWUuNzA3MQtOYW1lTWUuNzA3MgtOYW1lTWUuNzA3MwtOYW1lTWUuNzA3NAtOYW1lTWUuNzA3NQtOYW1lTWUuNzA3NgtOYW1lTWUuNzA3NwtOYW1lTWUuNzA3OAtOYW1lTWUuNzA3OQtOYW1lTWUuNzA4MAtOYW1lTWUuNzA4MQtOYW1lTWUuNzA4MgtOYW1lTWUuNzA4MwtOYW1lTWUuNzA4NAtOYW1lTWUuNzA4NQtOYW1lTWUuNzA4NgtOYW1lTWUuNzA4NwtOYW1lTWUuNzA4OAtOYW1lTWUuNzA4OQtOYW1lTWUuNzA5MAtOYW1lTWUuNzA5MQtOYW1lTWUuNzA5MgtOYW1lTWUuNzA5MwtOYW1lTWUuNzA5NAtOYW1lTWUuNzA5NQtOYW1lTWUuNzA5NgtOYW1lTWUuNzA5NwtOYW1lTWUuNzA5OAtOYW1lTWUuNzA5OQtOYW1lTWUuNzEwMAtOYW1lTWUuNzEwMQtOYW1lTWUuNzEwMgtOYW1lTWUuNzEwMwtOYW1lTWUuNzEwNAtOYW1lTWUuNzEwNQtOYW1lTWUuNzEwNgtOYW1lTWUuNzEwNwtOYW1lTWUuNzEwOAtOYW1lTWUuNzEwOQtOYW1lTWUuNzExMAtOYW1lTWUuNzExMQtOYW1lTWUuNzExMgtOYW1lTWUuNzExMwtOYW1lTWUuNzExNAtOYW1lTWUuNzExNQtOYW1lTWUuNzExNgtOYW1lTWUuNzExNwtOYW1lTWUuNzExOAtOYW1lTWUuNzExOQtOYW1lTWUuNzEyMAtOYW1lTWUuNzEyMQtOYW1lTWUuNzEyMgtOYW1lTWUuNzEyMwtOYW1lTWUuNzEyNAtOYW1lTWUuNzEyNQtOYW1lTWUuNzEyNgtOYW1lTWUuNzEyNwtOYW1lTWUuNzEyOAtOYW1lTWUuNzEyOQtOYW1lTWUuNzEzMAtOYW1lTWUuNzEzMQtOYW1lTWUuNzEzMgtOYW1lTWUuNzEzMwtOYW1lTWUuNzEzNAtOYW1lTWUuNzEzNQtOYW1lTWUuNzEzNgtOYW1lTWUuNzEzNwtOYW1lTWUuNzEzOAtOYW1lTWUuNzEzOQtOYW1lTWUuNzE0MAtOYW1lTWUuNzE0MQtOYW1lTWUuNzE0MgtOYW1lTWUuNzE0MwtOYW1lTWUuNzE0NAtOYW1lTWUuNzE0NQtOYW1lTWUuNzE0NgtOYW1lTWUuNzE0NwtOYW1lTWUuNzE0OAtOYW1lTWUuNzE0OQtOYW1lTWUuNzE1MAtOYW1lTWUuNzE1MQtOYW1lTWUuNzE1MgtOYW1lTWUuNzE1MwtOYW1lTWUuNzE1NAtOYW1lTWUuNzE1NQtOYW1lTWUuNzE1NgtOYW1lTWUuNzE1NwtOYW1lTWUuNzE1OAtOYW1lTWUuNzE1OQtOYW1lTWUuNzE2MAtOYW1lTWUuNzE2MQtOYW1lTWUuNzE2MgtOYW1lTWUuNzE2MwtOYW1lTWUuNzE2NAtOYW1lTWUuNzE2NQtOYW1lTWUuNzE2NgtOYW1lTWUuNzE2NwtOYW1lTWUuNzE2OAtOYW1lTWUuNzE2OQtOYW1lTWUuNzE3MAtOYW1lTWUuNzE3MQtOYW1lTWUuNzE3MgtOYW1lTWUuNzE3MwtOYW1lTWUuNzE3NAtOYW1lTWUuNzE3NQtOYW1lTWUuNzE3NgtOYW1lTWUuNzE3NwtOYW1lTWUuNzE3OAtOYW1lTWUuNzE3OQtOYW1lTWUuNzE4MAtOYW1lTWUuNzE4MQtOYW1lTWUuNzE4MgtOYW1lTWUuNzE4MwtOYW1lTWUuNzE4NAtOYW1lTWUuNzE4NQtOYW1lTWUuNzE4NgtOYW1lTWUuNzE4NwtOYW1lTWUuNzE4OAtOYW1lTWUuNzE4OQtOYW1lTWUuNzE5MAtOYW1lTWUuNzE5MQtOYW1lTWUuNzE5MgtOYW1lTWUuNzE5MwtOYW1lTWUuNzE5NAtOYW1lTWUuNzE5NQtOYW1lTWUuNzE5NgtOYW1lTWUuNzE5NwtOYW1lTWUuNzE5OAtOYW1lTWUuNzE5OQtOYW1lTWUuNzIwMAtOYW1lTWUuNzIwMQtOYW1lTWUuNzIwMgtOYW1lTWUuNzIwMwtOYW1lTWUuNzIwNAtOYW1lTWUuNzIwNQtOYW1lTWUuNzIwNgtOYW1lTWUuNzIwNwtOYW1lTWUuNzIwOAtOYW1lTWUuNzIwOQtOYW1lTWUuNzIxMAtOYW1lTWUuNzIxMQtOYW1lTWUuNzIxMgtOYW1lTWUuNzIxMwtOYW1lTWUuNzIxNAtOYW1lTWUuNzIxNQtOYW1lTWUuNzIxNgtOYW1lTWUuNzIxNwtOYW1lTWUuNzIxOAtOYW1lTWUuNzIxOQtOYW1lTWUuNzIyMAtOYW1lTWUuNzIyMQtOYW1lTWUuNzIyMgtOYW1lTWUuNzIyMwtOYW1lTWUuNzIyNAtOYW1lTWUuNzIyNQtOYW1lTWUuNzIyNgtOYW1lTWUuNzIyNwtOYW1lTWUuNzIyOAtOYW1lTWUuNzIyOQtOYW1lTWUuNzIzMAtOYW1lTWUuNzIzMQtOYW1lTWUuNzIzMgtOYW1lTWUuNzIzMwtOYW1lTWUuNzIzNAtOYW1lTWUuNzIzNQtOYW1lTWUuNzIzNgtOYW1lTWUuNzIzNwtOYW1lTWUuNzIzOAtOYW1lTWUuNzIzOQtOYW1lTWUuNzI0MAtOYW1lTWUuNzI0MQtOYW1lTWUuNzI0MgtOYW1lTWUuNzI0MwtOYW1lTWUuNzI0NAtOYW1lTWUuNzI0NQtOYW1lTWUuNzI0NgtOYW1lTWUuNzI0NwtOYW1lTWUuNzI0OAtOYW1lTWUuNzI0OQtOYW1lTWUuNzI1MAtOYW1lTWUuNzI1MQtOYW1lTWUuNzI1MgtOYW1lTWUuNzI1MwtOYW1lTWUuNzI1NAtOYW1lTWUuNzI1NQtOYW1lTWUuNzI1NgtOYW1lTWUuNzI1NwtOYW1lTWUuNzI1OAtOYW1lTWUuNzI1OQtOYW1lTWUuNzI2MAtOYW1lTWUuNzI2MQtOYW1lTWUuNzI2MgtOYW1lTWUuNzI2MwtOYW1lTWUuNzI2NAtOYW1lTWUuNzI2NQtOYW1lTWUuNzI2NgtOYW1lTWUuNzI2NwtOYW1lTWUuNzI2OAtOYW1lTWUuNzI2OQtOYW1lTWUuNzI3MAtOYW1lTWUuNzI3MQtOYW1lTWUuNzI3MgtOYW1lTWUuNzI3MwtOYW1lTWUuNzI3NAtOYW1lTWUuNzI3NQtOYW1lTWUuNzI3NgtOYW1lTWUuNzI3NwtOYW1lTWUuNzI3OAtOYW1lTWUuNzI3OQtOYW1lTWUuNzI4MAtOYW1lTWUuNzI4MQtOYW1lTWUuNzI4MgtOYW1lTWUuNzI4MwtOYW1lTWUuNzI4NAtOYW1lTWUuNzI4NQtOYW1lTWUuNzI4NgtOYW1lTWUuNzI4NwtOYW1lTWUuNzI4OAtOYW1lTWUuNzI4OQtOYW1lTWUuNzI5MAtOYW1lTWUuNzI5MQtOYW1lTWUuNzI5MgtOYW1lTWUuNzI5MwtOYW1lTWUuNzI5NAtOYW1lTWUuNzI5NQtOYW1lTWUuNzI5NgtOYW1lTWUuNzI5NwtOYW1lTWUuNzI5OAtOYW1lTWUuNzI5OQtOYW1lTWUuNzMwMAtOYW1lTWUuNzMwMQtOYW1lTWUuNzMwMgtOYW1lTWUuNzMwMwtOYW1lTWUuNzMwNAtOYW1lTWUuNzMwNQtOYW1lTWUuNzMwNgtOYW1lTWUuNzMwNwtOYW1lTWUuNzMwOAtOYW1lTWUuNzMwOQtOYW1lTWUuNzMxMAtOYW1lTWUuNzMxMQtOYW1lTWUuNzMxMgtOYW1lTWUuNzMxMwtOYW1lTWUuNzMxNAtOYW1lTWUuNzMxNQtOYW1lTWUuNzMxNgtOYW1lTWUuNzMxNwtOYW1lTWUuNzMxOAtOYW1lTWUuNzMxOQtOYW1lTWUuNzMyMAtOYW1lTWUuNzMyMQtOYW1lTWUuNzMyMgtOYW1lTWUuNzMyMwtOYW1lTWUuNzMyNAtOYW1lTWUuNzMyNQtOYW1lTWUuNzMyNgtOYW1lTWUuNzMyNwtOYW1lTWUuNzMyOAtOYW1lTWUuNzMyOQtOYW1lTWUuNzMzMAtOYW1lTWUuNzMzMQtOYW1lTWUuNzMzMgtOYW1lTWUuNzMzMwtOYW1lTWUuNzMzNAtOYW1lTWUuNzMzNQtOYW1lTWUuNzMzNgtOYW1lTWUuNzMzNwtOYW1lTWUuNzMzOAtOYW1lTWUuNzMzOQtOYW1lTWUuNzM0MAtOYW1lTWUuNzM0MQtOYW1lTWUuNzM0MgtOYW1lTWUuNzM0MwtOYW1lTWUuNzM0NAtOYW1lTWUuNzM0NQtOYW1lTWUuNzM0NgtOYW1lTWUuNzM0NwtOYW1lTWUuNzM0OAtOYW1lTWUuNzM0OQtOYW1lTWUuNzM1MAtOYW1lTWUuNzM1MQtOYW1lTWUuNzM1MgtOYW1lTWUuNzM1MwtOYW1lTWUuNzM1NAtOYW1lTWUuNzM1NQtOYW1lTWUuNzM1NgtOYW1lTWUuNzM1NwtOYW1lTWUuNzM1OAtOYW1lTWUuNzM1OQtOYW1lTWUuNzM2MAtOYW1lTWUuNzM2MQtOYW1lTWUuNzM2MgtOYW1lTWUuNzM2MwtOYW1lTWUuNzM2NAtOYW1lTWUuNzM2NQtOYW1lTWUuNzM2NgtOYW1lTWUuNzM2NwtOYW1lTWUuNzM2OAtOYW1lTWUuNzM2OQtOYW1lTWUuNzM3MAtOYW1lTWUuNzM3MQtOYW1lTWUuNzM3MgtOYW1lTWUuNzM3MwtOYW1lTWUuNzM3NAtOYW1lTWUuNzM3NQtOYW1lTWUuNzM3NgtOYW1lTWUuNzM3NwtOYW1lTWUuNzM3OAtOYW1lTWUuNzM3OQtOYW1lTWUuNzM4MAtOYW1lTWUuNzM4MQtOYW1lTWUuNzM4MgtOYW1lTWUuNzM4MwtOYW1lTWUuNzM4NAtOYW1lTWUuNzM4NQtOYW1lTWUuNzM4NgtOYW1lTWUuNzM4NwtOYW1lTWUuNzM4OAtOYW1lTWUuNzM4OQtOYW1lTWUuNzM5MAtOYW1lTWUuNzM5MQtOYW1lTWUuNzM5MgtOYW1lTWUuNzM5MwtOYW1lTWUuNzM5NAtOYW1lTWUuNzM5NQtOYW1lTWUuNzM5NgtOYW1lTWUuNzM5NwtOYW1lTWUuNzM5OAtOYW1lTWUuNzM5OQtOYW1lTWUuNzQwMAtOYW1lTWUuNzQwMQtOYW1lTWUuNzQwMgtOYW1lTWUuNzQwMwtOYW1lTWUuNzQwNAtOYW1lTWUuNzQwNQtOYW1lTWUuNzQwNgtOYW1lTWUuNzQwNwtOYW1lTWUuNzQwOAtOYW1lTWUuNzQwOQtOYW1lTWUuNzQxMAtOYW1lTWUuNzQxMQtOYW1lTWUuNzQxMgtOYW1lTWUuNzQxMwtOYW1lTWUuNzQxNAtOYW1lTWUuNzQxNQtOYW1lTWUuNzQxNgtOYW1lTWUuNzQxNwtOYW1lTWUuNzQxOAtOYW1lTWUuNzQxOQtOYW1lTWUuNzQyMAtOYW1lTWUuNzQyMQtOYW1lTWUuNzQyMgtOYW1lTWUuNzQyMwtOYW1lTWUuNzQyNAtOYW1lTWUuNzQyNQtOYW1lTWUuNzQyNgtOYW1lTWUuNzQyNwtOYW1lTWUuNzQyOAtOYW1lTWUuNzQyOQtOYW1lTWUuNzQzMAtOYW1lTWUuNzQzMQtOYW1lTWUuNzQzMgtOYW1lTWUuNzQzMwtOYW1lTWUuNzQzNAtOYW1lTWUuNzQzNQtOYW1lTWUuNzQzNgtOYW1lTWUuNzQzNwtOYW1lTWUuNzQzOAtOYW1lTWUuNzQzOQtOYW1lTWUuNzQ0MAtOYW1lTWUuNzQ0MQtOYW1lTWUuNzQ0MgtOYW1lTWUuNzQ0MwtOYW1lTWUuNzQ0NAtOYW1lTWUuNzQ0NQtOYW1lTWUuNzQ0NgtOYW1lTWUuNzQ0NwtOYW1lTWUuNzQ0OAtOYW1lTWUuNzQ0OQtOYW1lTWUuNzQ1MAtOYW1lTWUuNzQ1MQtOYW1lTWUuNzQ1MgtOYW1lTWUuNzQ1MwtOYW1lTWUuNzQ1NAtOYW1lTWUuNzQ1NQtOYW1lTWUuNzQ1NgtOYW1lTWUuNzQ1NwtOYW1lTWUuNzQ1OAtOYW1lTWUuNzQ1OQtOYW1lTWUuNzQ2MAtOYW1lTWUuNzQ2MQtOYW1lTWUuNzQ2MgtOYW1lTWUuNzQ2MwtOYW1lTWUuNzQ2NAtOYW1lTWUuNzQ2NQtOYW1lTWUuNzQ2NgtOYW1lTWUuNzQ2NwtOYW1lTWUuNzQ2OAtOYW1lTWUuNzQ2OQtOYW1lTWUuNzQ3MAtOYW1lTWUuNzQ3MQtOYW1lTWUuNzQ3MgtOYW1lTWUuNzQ3MwtOYW1lTWUuNzQ3NAtOYW1lTWUuNzQ3NQtOYW1lTWUuNzQ3NgtOYW1lTWUuNzQ3NwtOYW1lTWUuNzQ3OAtOYW1lTWUuNzQ3OQtOYW1lTWUuNzQ4MAtOYW1lTWUuNzQ4MQtOYW1lTWUuNzQ4MgtOYW1lTWUuNzQ4MwtOYW1lTWUuNzQ4NAtOYW1lTWUuNzQ4NQtOYW1lTWUuNzQ4NgtOYW1lTWUuNzQ4NwtOYW1lTWUuNzQ4OAtOYW1lTWUuNzQ4OQtOYW1lTWUuNzQ5MAtOYW1lTWUuNzQ5MQtOYW1lTWUuNzQ5MgtOYW1lTWUuNzQ5MwtOYW1lTWUuNzQ5NAtOYW1lTWUuNzQ5NQtOYW1lTWUuNzQ5NgtOYW1lTWUuNzQ5NwtOYW1lTWUuNzQ5OAtOYW1lTWUuNzQ5OQtOYW1lTWUuNzUwMAtOYW1lTWUuNzUwMQtOYW1lTWUuNzUwMgtOYW1lTWUuNzUwMwtOYW1lTWUuNzUwNAtOYW1lTWUuNzUwNQtOYW1lTWUuNzUwNgtOYW1lTWUuNzUwNwtOYW1lTWUuNzUwOAtOYW1lTWUuNzUwOQtOYW1lTWUuNzUxMAtOYW1lTWUuNzUxMQtOYW1lTWUuNzUxMgtOYW1lTWUuNzUxMwtOYW1lTWUuNzUxNAtOYW1lTWUuNzUxNQtOYW1lTWUuNzUxNgtOYW1lTWUuNzUxNwtOYW1lTWUuNzUxOAtOYW1lTWUuNzUxOQtOYW1lTWUuNzUyMAtOYW1lTWUuNzUyMQtOYW1lTWUuNzUyMgtOYW1lTWUuNzUyMwtOYW1lTWUuNzUyNAtOYW1lTWUuNzUyNQtOYW1lTWUuNzUyNgtOYW1lTWUuNzUyNwtOYW1lTWUuNzUyOAtOYW1lTWUuNzUyOQtOYW1lTWUuNzUzMAtOYW1lTWUuNzUzMQtOYW1lTWUuNzUzMgtOYW1lTWUuNzUzMwtOYW1lTWUuNzUzNAtOYW1lTWUuNzUzNQtOYW1lTWUuNzUzNgtOYW1lTWUuNzUzNwtOYW1lTWUuNzUzOAtOYW1lTWUuNzUzOQtOYW1lTWUuNzU0MAtOYW1lTWUuNzU0MQtOYW1lTWUuNzU0MgtOYW1lTWUuNzU0MwtOYW1lTWUuNzU0NAtOYW1lTWUuNzU0NQtOYW1lTWUuNzU0NgtOYW1lTWUuNzU0NwtOYW1lTWUuNzU0OAtOYW1lTWUuNzU0OQtOYW1lTWUuNzU1MAtOYW1lTWUuNzU1MQtOYW1lTWUuNzU1MgtOYW1lTWUuNzU1MwtOYW1lTWUuNzU1NAtOYW1lTWUuNzU1NQtOYW1lTWUuNzU1NgtOYW1lTWUuNzU1NwtOYW1lTWUuNzU1OAtOYW1lTWUuNzU1OQtOYW1lTWUuNzU2MAtOYW1lTWUuNzU2MQtOYW1lTWUuNzU2MgtOYW1lTWUuNzU2MwtOYW1lTWUuNzU2NAtOYW1lTWUuNzU2NQtOYW1lTWUuNzU2NgtOYW1lTWUuNzU2NwtOYW1lTWUuNzU2OAtOYW1lTWUuNzU2OQtOYW1lTWUuNzU3MAtOYW1lTWUuNzU3MQtOYW1lTWUuNzU3MgtOYW1lTWUuNzU3MwtOYW1lTWUuNzU3NAtOYW1lTWUuNzU3NQtOYW1lTWUuNzU3NgtOYW1lTWUuNzU3NwtOYW1lTWUuNzU3OAtOYW1lTWUuNzU3OQtOYW1lTWUuNzU4MAtOYW1lTWUuNzU4MQtOYW1lTWUuNzU4MgtOYW1lTWUuNzU4MwtOYW1lTWUuNzU4NAtOYW1lTWUuNzU4NQtOYW1lTWUuNzU4NgtOYW1lTWUuNzU4NwtOYW1lTWUuNzU4OAtOYW1lTWUuNzU4OQtOYW1lTWUuNzU5MAtOYW1lTWUuNzU5MQtOYW1lTWUuNzU5MgtOYW1lTWUuNzU5MwtOYW1lTWUuNzU5NAtOYW1lTWUuNzU5NQtOYW1lTWUuNzU5NgtOYW1lTWUuNzU5NwtOYW1lTWUuNzU5OAtOYW1lTWUuNzU5OQtOYW1lTWUuNzYwMAtOYW1lTWUuNzYwMQtOYW1lTWUuNzYwMgtOYW1lTWUuNzYwMwtOYW1lTWUuNzYwNAtOYW1lTWUuNzYwNQtOYW1lTWUuNzYwNgtOYW1lTWUuNzYwNwtOYW1lTWUuNzYwOAtOYW1lTWUuNzYwOQtOYW1lTWUuNzYxMAtOYW1lTWUuNzYxMQtOYW1lTWUuNzYxMgtOYW1lTWUuNzYxMwAAAAABAAIACAAP//8ADwABAAAADAAAAVoBYgACADcAAQGhAAEBogGuAAIBrwGyAAEBswG0AAMBtQG2AAEBtwG4AAMBuQG6AAEBuwG8AAMBvQG+AAEBvwHAAAMBwQHDAAEBxAHFAAMBxgHHAAEByAHJAAMBygHLAAEBzAHNAAMBzgHPAAEB0AHRAAMB0gHTAAEB1AHVAAMB1gHXAAEB2AHZAAMB2gHbAAEB3AHdAAMB3gHeAAEB3wHfAAMB4AHgAAEB4QHjAAMB5AKIAAECiQKJAAMCigKKAAECiwKLAAMCjAMwAAEDMQMyAAMDMwSpAAEEqgSqAAMEqwSrAAEErAS3AAMEuAS4AAEEuQS/AAMEwATAAAEEwQTnAAME6AToAAEE6QUDAAMFBBJ0AAESdRKKAAMSixMhAAETIhNsAAMTbRW5AAEVuhXdAAMV3hrAAAEawRrMAAMazRsxAAEbMhszAAMbNB3AAAEABAAAAAIAAAABAAAAAQAAAAAAAQAAAAoAlADqAARhcm1uABpjeXJsACZncmVrADxsYXRuAEwABAAAAAD//wABAAMACgABU1JCIAAKAAD//wADAAAAAQADAAQAAAAA//8AAwAAAAEAAwAWAANJUFBIACRST00gABZUUksgADAAAP//AAQAAAABAAMABAAA//8AAwABAAMABAAA//8ABAAAAAIAAwAEAAVjYWx0ACBjY21wACpjY21wADpmcmFjAEhsaWdhAFAAAAADAAgACQAKAAAABgAAAAEAAgADAAQABQAAAAUAAQACAAMABAAFAAAAAgAGAAcAAAABAAsADAAaACIAKgAyAEAASABQAFgAYABqAHgAhgAGAQAAAQB0AAYBAAABAIIABgAAAAEAkAAGAAAABACeALQAygDgAAYAAAABAOgABgAAAAEA9gAGAAAAAQEEAAYAAAABARIABgAAAAIBIAE2AAYAAAAEAUIBWAFuAYoABgAAAAQBmAGuAcQB4AAGAAAAAQHuAAMAAAABAA4AAQASAAAAAQAAAAEAAAADAAAAAQAOAAEAEgAAAAEAAAABAAAAAwABABIAAQAOAAAAAAABAAAAAQAAAAMAAQASAAEADgAAAAAAAQAAAAEAAAADAAAAAQAOAAEAEgAAAAEAAAABAAAAAwABABIAAQAOAAAAAAABAAAAAQAAAAMAAAABAA4AAQASAAAAAQAAAAEAAAADAAEAEgABAA4AAAAAAAEAAAABAAAAAwAAAAEADgABABIAAAABAAAAAQAAAAMAAQASAAEADgAAAAAAAQAAAAEAAAADAAEAEgABAA4AAAAAAAEAAAABAAAAAwABABIAAQAOAAAAAAABAAAAAQAAAAMAAQASAAEADgAAAAAAAQAAAAEAAAADAAAAAQAOAAEAEgAAAAEAAAABAAAAAwABABIAAQAOAAAAAAABAAAAAQAAAAMAAAABABAAAgAUABgAAAABAAAAAQAAAAEAAAADAAIAFAAYAAEAEAAAAAAAAQAAAAEAAAABAAAAAwAAAAEADgABABIAAAABAAAAAQAAAAMAAQASAAEADgAAAAAAAQAAAAEAAAADAAAAAQAQAAIAFAAYAAAAAQAAAAEAAAABAAAAAwACA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2gHaAdoB2gHaAdoB2gHaAdoB2gHaAdoB2gHaAdoB2gHaAdoB2gHaAdoB2gHaAdoB2gHaAdoB2gHaAdoB2gHaAdoB2gHaAdoB2gHaAdoB2gHaAdoB2gHaAdoB2gHaAdoB2gHaAdoB2gHaAdoB2gHaAdoB2gHaAdoB2gHaAdoB2gHaAdoB2gHaAdoB2gHaAdoB2gHaAdoB2gHaAdoB2gHaAdoB2gHaAdoB2gHaAdoB2gHaAdoB2gHaAdoB2gHaAdoB2gHaAdoB2gHaAdoB2gHaAdoB2gHaAdoB2gHaAdoB2gHaAdoB2gHaAdoB2gHaAdoB2gHaAdoB2gHaAdoB2gHaAdoB2gHaAdoB2gHaAdoB2gHaAdoB2gHaAdoB2gHaAdoB2gHaAdoB2gHaAdoB2gHaAdoB2gHaAdoB2gHaAdoB2gHaAdoB2gHaAdoB2gHaAdoB2gHaAdoB2gHaAdoB2gHaAdoB2gHaAdoB2gHaAdoB2gHaAdoB2gHaAdoB2gHaAdoB2gHaAdoB2gHaAdoB2gHaAdoB2gHaAdoB2gHaAdoB2gHaAdoB2gHaAdoB2gHaAdoB2gHaAdoB2gHaAdoB2gHaAdoB2gHaAdoB2gHaAd6B3oHegd6B3oHegd6B3oHegd6B3oHegd6B3oHegd6B3oHegd6B3oHegd6B3oHegd6B3oHegd6B3oHegd6B3oHegd6B3oHegd6B3oHegd6B3oHegd6B3oHegd6B3oHegd6B3oHegd6B3oHegd6B3oHegd6B3oHegd6B3oHegd6B3oHegd6B3oHegd6B3oHegd6B3oHegd6B3oHegd6B3oHegd6B3oHegd6B3oHegd6B3oHegd6B3oHegd6B3oHegd6B3oHegd6B3oHegd6B3oHegd6B3oHegd6B3oHegd6B3oHegd6B3oHegd6B3oHegd6B3oHegd6B3oHegd6B3oHegd6B3oHegd6B3oHegd6B3oHegd6B3oHegd6B3oHegd6B3oHegd6B3oHegd6B3oHegd6B3oHegd6B3oHegd6B3oHegd6B3oHegd6B3oHegd6B3oHegd6B3oHegd6B3oHegd6B3oHegd6B3oHegd6B3oHegd6B3oHegd6B3oHegd6B3oHegd6B3oHegd6B3oHegd6B3oHegd6B3oHegd6B3oHegd6B3oHegd6B3oHegd6B3oHegd6B3oHegd6B3oHegd6B3oHegd6B3oHegd6B3oHegd6B3oHegd6B3oHegd6B3oHegd6B3oHegd6B3oHegd6B3oHegd6B3oHegd6B3oHegd6B3oHegd6B3oHegd6B3oHegd6B3oHegd6B3oHegd6B3oHegd6B3oHegd6B3oHegd6B3oHegd6B3oHegd6B3oHegd6B3oHegd6B3oHegd6B3oHegd6B3oHegd6B3oHegd6B3oHegd6B3oHegd6B3oHegd6B3oHegd6B3oHegd6B3oHegd6B3oHegd6B3oHegd6B3oHegd6B3oHegd6B3oHegd6B3oHegd6B3oHegd6B3oHegd6B3oHegd6B3oHegd6B3oHegd6B3oHegd6B3oHegd6B3oHegd6B3oHegd6B3oHegd6B3oHegd6B3oHegd6B3oHegd6B3oHegd6B3oHegd6B3oHegd6B3oHegd6B3oHegd6B3oHegd6B3oHegd6B3oHegd6B3oHegd6B3oHegd6B3oHegd6B3oHegd6B3oHegd6B3oHegd6B3oHegd6B3oHegd6B3oHegd6B3oHegd6B3oHegd6B3oHegd6B3oHegd6B3oHegd6B3oHegd6B3oHegd6B3oHegd6B3oHegd6B3oHegd6B3oHegd6B3oHegd6B3oHegd6AAIARAAAAmQFVQADAAcALrEBAC88sgcE3u0ysQYF3DyyAwLe7TIAsQMALzyyBQTe7TKyBwbf/DyyAQLe7TIzESERJSERIUQCIP4kAZj+aAVV+qtEBM0AAAAFAAD+cwPSBQ4AAwAHADkATQBOAJewhStYvAANAVIAFgA6AbW1FURECC0HvgFDAAIAIAFUAAgAAQFDQA8EAg23Gho/I7c1Bo0DEUm4AS20PweNAgIAP/3e/c4v/d7tEjkv7QEv3eHe4RDxzhE5LzPh1OExMBtAFBoNt2waGj81I7dsNQMGjWwDET9JuAEtQAlsP0ACB41sAgIAGD8rGs4rzi8rzisSOS8rMDFZAREhEQERIREBFA4CDwEUBiMiLgI1JyY2OwEyPgI1NCYjIg4CIyIuAjU0Njc+AzMyHgIDFA4CIyIuAjU0PgIzMh4CAQPS/FoDT/0GAn4jP1YzBR4aDxQNBgUCHBgSLTwlEFNbJTwuHQcDBwYDBQgHKDdCIktsRSLaBxEdFRYdEggIEh0WFR0RB/3bBQ768gUO+0MEbPuUAwY7XD8kA5gKCAIEBga4HhgZKjshSVYPExAECxMQERYIBxIRDChEXP2GFRwSCAgSHBUVHRIICBId/U0AAAABAKz/+gYrBQ4APADWsIUrWEAQYD5wPgINMDAXLy8KLhgYGrj/6LMQAU0auP/wsw8BTRq4//CzDQFNGrj/9rMMAU0auP/oswsBTRq4AhFAHiQxDAwKGBABTQoQDwFNChANAU0KCgwBTQoYCwFNCroCEQAA/8BAGQsBTQAkNlELGBcNLxgxLgYfKFEfVRJVBVUAPz8/PxIXOREzPwEv1CvhKysrKysyETMQ4SsrKysrMhEzETk9LzMzETMxMF0bQBQ2UQsYFw0vGDEuBh8oUR9VElUFVQAYPz8/PxIXOREzPzAxWSUUDgIjIi4CNREjAQ4DIyIuAicBIxEUDgIjIi4CNRE0NjsBMh4CFwEzAT4DOwEyHgIVBisIFB8ZFyETCAL+MwMLFR0UFR4UCwL+RwEIFCAZGCATBywbaCAwJBgJAXcFAYYLGh8mGW0PGxMMGggMBwUFBwwIBGf7lAcKBwMEBwoGBGz7mQgMBwUFBwwIBKYqJAwaKBv8VwOmHioZCwkTHRUAAgChAAAD/AQgABIAHwA+sIUrWLwAEwI5AAAAGgIUQAkJGPkOZBv5BWcAP+0/7QEv4dThMTAbQAwOGPlsDmQFG/lsBWcAGD8rPyswMVkBFA4CKwEiJjURNDYzITIeAgc0LgIrAREzMj4CA/xJisiN+xQkJBQBEYrBg0SwKFWHbJGQZoZZLAIfjMyGQR0hA6QhHUWEv35SjGc6/O4xZZcAAAEAof/6BWUEIAA4AGqwhStYtCwVLScYuAH/QAkiDS8KLS0iNAq4Af9AEQAiNWQtFgsDHSZkHWgQaAVoAD8/Pz8SFzk/AS/U4TISOT0vEjk5EOEyETk5MTAbQA81ZC0WCwMdJmQdaBBoBWgAGD8/Pz8SFzk/MDFZJRQOAiMiLgI1ESMBDgEjIi4CJwEjERQOAiMiLgI1ETQ2OwEyHgIXATMBPgM7ATIWFQVlBxMgFxkgEgcC/osEIygVHBIJA/6ZAgcSIBkZHxIHJhhsHywhGAkBKQQBMgwZISkcZhkkFwcLBwQEBwsHA3f8hAwMAwYJBgN8/IkHCwcEBAcLBwPHIiAMGigb/TQCyB4qGgsgIgAAAgCh//oDnAQgADMAQABksIUrWLkACgIVtDEQKxE0uAI8siY7EbgCFEAPHCsR5js7Fzn2IGQXaAVoAD8/P+0SOS/tOQEv4TLU4RI5OdbhMTAbQBIrOxHmbDs7FyA59mwgZBdoBWgAGD8/PysSOS8rOTAxWSUUDgIjIi4CLwEuAysBERQOAiMiLgI1ETQ2MyEyHgIVFA4CBx4DHwEeAQM0LgIrAREzMj4CA5wIFSUcGyEVCgNWDyQwQTRnCBQgGRghFAgkFAEaYIVbMB01TDEbLSUhEFkKB+wVMEtAlY4+TjIZEwcJBgMDCQ4L8ipELxr+TwcLBwQEBwsHA8shHSZGZ0E0VkUyEAshMEAo6RoZAt4jPCsZ/q4ZL0AAAAACAGD/7QOcBW0AJgA5ALywhStYQB8/OwELGzkQDQFNOQoMAU05EBABTTkQDwFNORgLAU05uwH5AAAAL//gsw0BTS+4/+izEAFNL7j/8LMPAU0vuP/wswwBTS+4/+izCwFNL7gCCkAKEyFGCzknGwQOKrgBBbIYSjS4AQSzDk0FTAA/P+0/7RIXOT8BL+ErKysrK9ThKysrKysyOTEwXRtACiFGCzknGwQOGCq4AQW0bBhKDjS4AQS0bA5NBUwAGD8/Kz8rEhc5PzAxWSUUDgIjIi4CPQEOASMiLgI1ND4CMzIWFxE0PgIzMh4CFQMuASMiDgIVFB4CMzI+AjcDnAcRHBQVHBIIR5lbY4xXKDJikV9Pg0AHFB8YGSASCaZDfUQ/WDcZFTRWQSE9QEYnGQgMBwQEBwwId01WTYOxYnS7hEdFQwILBw0HBQUHDQf9RVNXPGJ8QESCZT0SKkMxAAAAAQCZ//oCpwPKADMAhrCFK1i0cDUBJg+4//azDAFND7j/6LMLAU0PuP/wtA8QAUwPuP/wsw0BTQ+4AfhAEgBAEwFNAEARAU0AIA0BTQAaCrgBJUAJK0omDxUgSRVMAD8/Ejk5P+0BL8QrKyvhKysrKzkxMF0bsSsKuAElQApsK0omDxUgSRVMABg/PxI5OT8rMDFZARQOAiMiLgIjIg4CBxEUDgIjIi4CNRE0PgIzMh4CHQE+AzMyHgYCpwIGCQgIFx0kFRkwNTojCBIgGRggEwcGEhwXFh0QByVBOjkdDSEkHQwEAwEDYhYeEQkJCQgULkw3/bAICwgEBAgLCAOECAsJAwMJCwiDNkQnDwMICgoJDhsAAgBIAsUCegYRACQANQBasIUrWLIJGTW7AVgAAAAtAYlAEBEfbRkJAyiwFnEymwx0A3MAPz/tP+0SOTk/AS/h1OEyOTEwG0ATH20ZCQMWKLBsFnEMMptsDHQDcwAYPz8rPysSOTk/MDFZARQGIyIuAj0BDgEjIi4CNTQ+AjMyFhcRND4CMzIeAhUDLgEjIg4CFRQeAjMyNjcCehkhERYPBi9hPEJbORogQV8/MVIoBw8aFBQaEAaIKEcoJDQfDwweMiYkSS4C5AwNBAYJBkEvMS9PaTxGc08rJiYBLgUIBAMDBAgF/lMuLiA0QyMkRjUhKzUAAAEAbALLAdEFGwAtAEawhStYsyIaAA+4AVdADBoKxCdxIg8VHnAVcwA/PxI5OT/tAS/xxBI5MTAbQA0nCsRsJ3EiDxUecBVzABg/PxI5OT8rMDFZARQOAiMiLgIjIg4CBxEUDgIjIi4CNRE0NjMyFh0BPgMzMh4EAdECBAcFCAsPFREPHCAjFgUQGhQUGhAGGSMjFxgqJiMTDiEWBwQBBNIRGA4HBQYFCxgoHf6oBgkGBAQGCQYCGAwMDAxHHygXCAQIBg4XAAAAAgCLA2YCmgV1ABUAKQAlsIUrWLUFGyZHEEcAPz/NMjEwG7YFG0AmRxBHABg/PxrNMjAxWQEUDgIjIi4CNQM0PgIzMh4CBwEUDgIjIi4CNQM0PgIzMhYVAoMGEBcSEhgPBhcKFCEXGCEUCQH+hwYQFxISGA8GFwoUIRcwJgOGCAwIBAQIDAgBzwgMCAQECAwI/jEIDAgEBAgMCAHPCAwIBBAQAAAQAGYAWgRbBE4ABwAPABcAHwAnAC8ANwA/AEcATwBXAF8AZwBvAHcAfwFMsIUrWEBuUGhsVGw4eHw8fChwdCx0IGBkJGQISEwMTABARAREEDA0FDRsfHRkTEQ0NERMZHR8bAccWFwYHEpydk52Qnp+Rn4yam42bhpaXh5eElJWFlYCOj4GPgoqLg4udn5uXlY+Li4+Vl5ufnYHJmZiIiYAL80vzREXOS8vLy8vLy8RMxDNMhEzEM0yETMQzTIRMxDNMhEzEM0yETMQzTIRMxDNMgEvzS/NEhc5Ly8vLy8vLxEzEM0yETMQzTIRMxDNMhEzEM0yETMQzTIRMxDNMhEzEM0yMTAbQDhKcnZOdkJ6fkZ+MmpuNm4aWl4eXhJSVhZWAjo+Bj4KKi4OLnZ+bl5WPi4uPlZebn52ByZmYiJAJgAYLxrNL80RFzkvLy8vLy8vETMQzTIRMxDNMhEzEM0yETMQzTIRMxDNMhEzEM0yETMQzTIwMVkBFCMiNTQzMicUIyI1NDMyExQjIjU0MzIXFCMiNTQzMgEUIyI1NDMyBxQjIjU0MzIBFCMiNTQzMgEUIyI1NDMyARQjIjU0MzIHFCMiNTQzMgEUIyI1NDMyBxYjIjU0MzIBFCMiNTQzMiUUIyI1NDMyExQjIjU0MzInFCMiNTQzMgPUMDQ0MJQwNDQw9zMxMzEkMDQ0MP43MjIyMq0zMTEzAlIzMTEz/RoyMjIyAoMwNDQwlDA0NDD9rjA0MjIkATE0NDEBxzIyMjL+XDIyMjL3MzExM5QyMjIyA5YyMjIwMTEz/tczMzHfMjIyAZczMzFWMTEz/XsxMTMBvTIvNf1IMTEzlTAwNAIgMzMx3zIyMv4HMzMx6DExM/7ZNDA0LjExMwAA//8AjgLPA98F6BIGCMMAAAABAI4CzwPfBegAOwBgsIUrWLEtGbgBWLIjMAq4AViyACM1uAKFtS4XCwMeKLgChbUecxFzBXMAPz8/PxIXOT8BL9TtMhDtMjEwG7kANQKFtS4XCwMeKLgChbUecxFzBXMAGD8/Pz8SFzk/MDFZARQOAiMiLgI1EQMOAyMiLgInAyMTFA4CIyIuAjURNDY7ATIeAhcTMxM+AzsBMh4CFQPfBxAZFRMbDgfpAQkPFg8QFg4JAdwBAQcQGBUTGw8HHhNGFyAZEAbJA9MHEhUZEkoKEwwJAuMFBwQEBAQHBQJA/bwDBgUCAwQGBAJA/cMFBwQEBAQHBQLWGhUHEBgR/fICDRIaDwYFDBENAAAAAQAAAAAAAAAAAAAADLCFK1gbsIUrWBtZWTEAAAH/ugePAjAH9QADAAixAAIALzMwMQMhFSFGAnb9igf1ZgAAAAAAHgFuAAEAAAAAAAABCQIUAAEAAAAAAAEABwMuAAEAAAAAAAIABwNGAAEAAAAAAAMAEgN0AAEAAAAAAAQABwOXAAEAAAAAAAUADAO5AAEAAAAAAAYABwPWAAEAAAAAAAcAOwRWAAEAAAAAAAgAFQS+AAEAAAAAAAkAEAT2AAEAAAAAAAoBUAepAAEAAAAAAAsAKwlSAAEAAAAAAAwAFQmqAAEAAAAAAA0HDBfaAAEAAAAAAA4AJR8zAAMAAQQJAAACEgAAAAMAAQQJAAEADgMeAAMAAQQJAAIADgM2AAMAAQQJAAMAJANOAAMAAQQJAAQADgOHAAMAAQQJAAUAGAOfAAMAAQQJAAYADgPGAAMAAQQJAAcAdgPeAAMAAQQJAAgAKgSSAAMAAQQJAAkAIATUAAMAAQQJAAoCoAUHAAMAAQQJAAsAVgj6AAMAAQQJAAwAKgl+AAMAAQQJAA0OGAnAAAMAAQQJAA4ASh7nAKkAIAAyADAAMgAxACAATQBpAGMAcgBvAHMAbwBmAHQAIABDAG8AcgBwAG8AcgBhAHQAaQBvAG4ALgAgAEEAbABsACAAUgBpAGcAaAB0AHMAIABSAGUAcwBlAHIAdgBlAGQALgANAAoASABlAGIAcgBlAHcAIABPAHAAZQBuAFQAeQBwAGUAIABMAGEAeQBvAHUAdAAgAGwAbwBnAGkAYwAgAGMAbwBwAHkAcgBpAGcAaAB0ACAAqQAgADIAMAAwADMAIAAmACAAMgAwADAANwAsACAAUgBhAGwAcABoACAASABhAG4AYwBvAGMAawAgACYAIABKAG8AaABuACAASAB1AGQAcwBvAG4ALgAgAFQAaABpAHMAIABsAGEAeQBvAHUAdAAgAGwAbwBnAGkAYwAgAGYAbwByACAAQgBpAGIAbABpAGMAYQBsACAASABlAGIAcgBlAHcAIABpAHMAIABvAHAAZQBuACAAcwBvAHUAcgBjAGUAIABzAG8AZgB0AHcAYQByAGUAIAB1AG4AZABlAHIAIAB0AGgAZQAgAE0ASQBUACAATABpAGMAZQBuAHMAZQA7ACAAcwBlAGUAIABlAG0AYgBlAGQAZABlAGQAIABsAGkAYwBlAG4AcwBlACAAZABlAHMAYwByAGkAcAB0AGkAbwBuACAAZgBvAHIAIABkAGUAdABhAGkAbABzAC4AAKkgMjAyMSBNaWNyb3NvZnQgQ29ycG9yYXRpb24uIEFsbCBSaWdodHMgUmVzZXJ2ZWQuDQpIZWJyZXcgT3BlblR5cGUgTGF5b3V0IGxvZ2ljIGNvcHlyaWdodCCpIDIwMDMgJiAyMDA3LCBSYWxwaCBIYW5jb2NrICYgSm9obiBIdWRzb24uIFRoaXMgbGF5b3V0IGxvZ2ljIGZvciBCaWJsaWNhbCBIZWJyZXcgaXMgb3BlbiBzb3VyY2Ugc29mdHdhcmUgdW5kZXIgdGhlIE1JVCBMaWNlbnNlOyBzZWUgZW1iZWRkZWQgbGljZW5zZSBkZXNjcmlwdGlvbiBmb3IgZGV0YWlscy4AAEMAYQBsAGkAYgByAGkAAENhbGlicmkAAFIAZQBnAHUAbABhAHIAAFJlZ3VsYXIAAE0AaQBjAHIAbwBzAG8AZgB0ADoAIABDAGEAbABpAGIAcgBpAABNaWNyb3NvZnQ6IENhbGlicmkAAEMAYQBsAGkAYgByAGkAAENhbGlicmkAAFYAZQByAHMAaQBvAG4AIAA2AC4AMgA2AABWZXJzaW9uIDYuMjYAAEMAYQBsAGkAYgByAGkAAENhbGlicmkAAEMAYQBsAGkAYgByAGkAIABpAHMAIABhACAAdAByAGEAZABlAG0AYQByAGsAIABvAGYAIAB0AGgAZQAgAE0AaQBjAHIAbwBzAG8AZgB0ACAAZwByAG8AdQBwACAAbwBmACAAYwBvAG0AcABhAG4AaQBlAHMALgAAQ2FsaWJyaSBpcyBhIHRyYWRlbWFyayBvZiB0aGUgTWljcm9zb2Z0IGdyb3VwIG9mIGNvbXBhbmllcy4AAE0AaQBjAHIAbwBzAG8AZgB0ACAAQwBvAHIAcABvAHIAYQB0AGkAbwBuAABNaWNyb3NvZnQgQ29ycG9yYXRpb24AAEwAdQBjACgAYQBzACkAIABkAGUAIABHAHIAbwBvAHQAAEx1YyhhcykgZGUgR3Jvb3QAAEMAYQBsAGkAYgByAGkAIABpAHMAIABhACAAbQBvAGQAZQByAG4AIABzAGEAbgBzACAAcwBlAHIAaQBmACAAZgBhAG0AaQBsAHkAIAB3AGkAdABoACAAcwB1AGIAdABsAGUAIAByAG8AdQBuAGQAaQBuAGcAcwAgAG8AbgAgAHMAdABlAG0AcwAgAGEAbgBkACAAYwBvAHIAbgBlAHIAcwAuACAASQB0ACAAZgBlAGEAdAB1AHIAZQBzACAAcgBlAGEAbAAgAGkAdABhAGwAaQBjAHMALAAgAHMAbQBhAGwAbAAgAGMAYQBwAHMALAAgAGEAbgBkACAAbQB1AGwAdABpAHAAbABlACAAbgB1AG0AZQByAGEAbAAgAHMAZQB0AHMALgAgAEkAdABzACAAcAByAG8AcABvAHIAdABpAG8AbgBzACAAYQBsAGwAbwB3ACAAaABpAGcAaAAgAGkAbQBwAGEAYwB0ACAAaQBuACAAdABpAGcAaAB0AGwAeQAgAHMAZQB0ACAAbABpAG4AZQBzACAAbwBmACAAYgBpAGcAIABhAG4AZAAgAHMAbQBhAGwAbAAgAHQAZQB4AHQAIABhAGwAaQBrAGUALgAgAEMAYQBsAGkAYgByAGkAJwBzACAAbQBhAG4AeQAgAGMAdQByAHYAZQBzACAAYQBuAGQAIAB0AGgAZQAgAG4AZQB3ACAAcgBhAHMAdABlAHIAaQBzAGUAcgAgAHQAZQBhAG0AIAB1AHAAIABpAG4AIABiAGkAZwBnAGUAcgAgAHMAaQB6AGUAcwAgAHQAbwAgAHIAZQB2AGUAYQBsACAAYQAgAHcAYQByAG0AIABhAG4AZAAgAHMAbwBmAHQAIABjAGgAYQByAGEAYwB0AGUAcgAuAABDYWxpYnJpIGlzIGEgbW9kZXJuIHNhbnMgc2VyaWYgZmFtaWx5IHdpdGggc3VidGxlIHJvdW5kaW5ncyBvbiBzdGVtcyBhbmQgY29ybmVycy4gSXQgZmVhdHVyZXMgcmVhbCBpdGFsaWNzLCBzbWFsbCBjYXBzLCBhbmQgbXVsdGlwbGUgbnVtZXJhbCBzZXRzLiBJdHMgcHJvcG9ydGlvbnMgYWxsb3cgaGlnaCBpbXBhY3QgaW4gdGlnaHRseSBzZXQgbGluZXMgb2YgYmlnIGFuZCBzbWFsbCB0ZXh0IGFsaWtlLiBDYWxpYnJpJ3MgbWFueSBjdXJ2ZXMgYW5kIHRoZSBuZXcgcmFzdGVyaXNlciB0ZWFtIHVwIGluIGJpZ2dlciBzaXplcyB0byByZXZlYWwgYSB3YXJtIGFuZCBzb2Z0IGNoYXJhY3Rlci4AAGgAdAB0AHAAcwA6AC8ALwBkAG8AYwBzAC4AbQBpAGMAcgBvAHMAbwBmAHQALgBjAG8AbQAvAHQAeQBwAG8AZwByAGEAcABoAHkALwBhAGIAbwB1AHQAAGh0dHBzOi8vZG9jcy5taWNyb3NvZnQuY29tL3R5cG9ncmFwaHkvYWJvdXQAAGgAdAB0AHAAOgAvAC8AbAB1AGMAYQBzAGYAbwBuAHQAcwAuAGMAbwBtAABodHRwOi8vbHVjYXNmb250cy5jb20AAE0AaQBjAHIAbwBzAG8AZgB0ACAAcwB1AHAAcABsAGkAZQBkACAAZgBvAG4AdAAuACAAWQBvAHUAIABtAGEAeQAgAHUAcwBlACAAdABoAGkAcwAgAGYAbwBuAHQAIAB0AG8AIABjAHIAZQBhAHQAZQAsACAAZABpAHMAcABsAGEAeQAsACAAYQBuAGQAIABwAHIAaQBuAHQAIABjAG8AbgB0AGUAbgB0ACAAYQBzACAAcABlAHIAbQBpAHQAdABlAGQAIABiAHkAIAB0AGgAZQAgAGwAaQBjAGUAbgBzAGUAIAB0AGUAcgBtAHMAIABvAHIAIAB0AGUAcgBtAHMAIABvAGYAIAB1AHMAZQAsACAAbwBmACAAdABoAGUAIABNAGkAYwByAG8AcwBvAGYAdAAgAHAAcgBvAGQAdQBjAHQALAAgAHMAZQByAHYAaQBjAGUALAAgAG8AcgAgAGMAbwBuAHQAZQBuAHQAIABpAG4AIAB3AGgAaQBjAGgAIAB0AGgAaQBzACAAZgBvAG4AdAAgAHcAYQBzACAAaQBuAGMAbAB1AGQAZQBkAC4AIABZAG8AdQAgAG0AYQB5ACAAbwBuAGwAeQAgACgAaQApACAAZQBtAGIAZQBkACAAdABoAGkAcwAgAGYAbwBuAHQAIABpAG4AIABjAG8AbgB0AGUAbgB0ACAAYQBzACAAcABlAHIAbQBpAHQAdABlAGQAIABiAHkAIAB0AGgAZQAgAGUAbQBiAGUAZABkAGkAbgBnACAAcgBlAHMAdAByAGkAYwB0AGkAbwBuAHMAIABpAG4AYwBsAHUAZABlAGQAIABpAG4AIAB0AGgAaQBzACAAZgBvAG4AdAA7ACAAYQBuAGQAIAAoAGkAaQApACAAdABlAG0AcABvAHIAYQByAGkAbAB5ACAAZABvAHcAbgBsAG8AYQBkACAAdABoAGkAcwAgAGYAbwBuAHQAIAB0AG8AIABhACAAcAByAGkAbgB0AGUAcgAgAG8AcgAgAG8AdABoAGUAcgAgAG8AdQB0AHAAdQB0ACAAZABlAHYAaQBjAGUAIAB0AG8AIABoAGUAbABwACAAcAByAGkAbgB0ACAAYwBvAG4AdABlAG4AdAAuACAAQQBuAHkAIABvAHQAaABlAHIAIAB1AHMAZQAgAGkAcwAgAHAAcgBvAGgAaQBiAGkAdABlAGQALgANAAoADQAKAFQAaABlACAAZgBvAGwAbABvAHcAaQBuAGcAIABsAGkAYwBlAG4AcwBlACwAIABiAGEAcwBlAGQAIABvAG4AIAB0AGgAZQAgAE0ASQBUACAAbABpAGMAZQBuAHMAZQAgACgAaAB0AHQAcAA6AC8ALwBlAG4ALgB3AGkAawBpAHAAZQBkAGkAYQAuAG8AcgBnAC8AdwBpAGsAaQAvAE0ASQBUAF8ATABpAGMAZQBuAHMAZQApACwAIABhAHAAcABsAGkAZQBzACAAdABvACAAdABoAGUAIABPAHAAZQBuAFQAeQBwAGUAIABMAGEAeQBvAHUAdAAgAGwAbwBnAGkAYwAgAGYAbwByACAAQgBpAGIAbABpAGMAYQBsACAASABlAGIAcgBlAHcAICAcAEwAYQB5AG8AdQB0ACAATABvAGcAaQBjIB0AIABhAHMAIABqAG8AaQBuAHQAbAB5ACAAZABlAHYAZQBsAG8AcABlAGQAIABiAHkAIABSAGEAbABwAGgAIABIAGEAbgBjAG8AYwBrACAAYQBuAGQAIABKAG8AaABuACAASAB1AGQAcwBvAG4ALgAgAA0ACgANAAoAUABlAHIAbQBpAHMAcwBpAG8AbgAgAGkAcwAgAGgAZQByAGUAYgB5ACAAZwByAGEAbgB0AGUAZAAsACAAZgByAGUAZQAgAG8AZgAgAGMAaABhAHIAZwBlACwAIAB0AG8AIABhAG4AeQAgAHAAZQByAHMAbwBuACAAbwBiAHQAYQBpAG4AaQBuAGcAIABhACAAYwBvAHAAeQAgAG8AZgAgAHQAaABlACAATwBwAGUAbgBUAHkAcABlACAATABhAHkAbwB1AHQAIABsAG8AZwBpAGMAIABmAG8AcgAgAEIAaQBiAGwAaQBjAGEAbAAgAEgAZQBiAHIAZQB3ACAAYQBuAGQAIABhAHMAcwBvAGMAaQBhAHQAZQBkACAAZABvAGMAdQBtAGUAbgB0AGEAdABpAG8AbgAgAGYAaQBsAGUAcwAgACgAdABoAGUAICAcAEwAYQB5AG8AdQB0ACAATABvAGcAaQBjACAAUwBvAGYAdAB3AGEAcgBlIB0AKQAsACAAdABvACAAZABlAGEAbAAgAGkAbgAgAHQAaABlACAATABhAHkAbwB1AHQAIABMAG8AZwBpAGMAIABTAG8AZgB0AHcAYQByAGUAIAB3AGkAdABoAG8AdQB0ACAAcgBlAHMAdAByAGkAYwB0AGkAbwBuACwAIABpAG4AYwBsAHUAZABpAG4AZwAgAHcAaQB0AGgAbwB1AHQAIABsAGkAbQBpAHQAYQB0AGkAbwBuACAAdABoAGUAIAByAGkAZwBoAHQAcwAgAHQAbwAgAHUAcwBlACwAIABjAG8AcAB5ACwAIABtAG8AZABpAGYAeQAsACAAbQBlAHIAZwBlACwAIABwAHUAYgBsAGkAcwBoACwAIABkAGkAcwB0AHIAaQBiAHUAdABlACwAIABzAHUAYgBsAGkAYwBlAG4AcwBlACwAIABhAG4AZAAvAG8AcgAgAHMAZQBsAGwAIABjAG8AcABpAGUAcwAgAG8AZgAgAHQAaABlACAATABhAHkAbwB1AHQAIABMAG8AZwBpAGMAIABTAG8AZgB0AHcAYQByAGUALAAgAGEAbgBkACAAdABvACAAcABlAHIAbQBpAHQAIABwAGUAcgBzAG8AbgBzACAAdABvACAAdwBoAG8AbQAgAHQAaABlACAATABhAHkAbwB1AHQAIABMAG8AZwBpAGMAIABTAG8AZgB0AHcAYQByAGUAIABpAHMAIABmAHUAcgBuAGkAcwBoAGUAZAAgAHQAbwAgAGQAbwAgAHMAbwAsACAAcwB1AGIAagBlAGMAdAAgAHQAbwAgAHQAaABlACAAZgBvAGwAbABvAHcAaQBuAGcAIABjAG8AbgBkAGkAdABpAG8AbgBzADoADQAKAA0ACgBUAGgAZQAgAGEAYgBvAHYAZQAgAGMAbwBwAHkAcgBpAGcAaAB0ACAAbgBvAHQAaQBjAGUAIABhAG4AZAAgAHQAaABpAHMAIABwAGUAcgBtAGkAcwBzAGkAbwBuACAAbgBvAHQAaQBjAGUAIABzAGgAYQBsAGwAIABiAGUAIABpAG4AYwBsAHUAZABlAGQAIABpAG4AIABhAGwAbAAgAGMAbwBwAGkAZQBzACAAbwByACAAcwB1AGIAcwB0AGEAbgB0AGkAYQBsACAAcABvAHIAdABpAG8AbgBzACAAbwBmACAAdABoAGUAIABMAGEAeQBvAHUAdAAgAEwAbwBnAGkAYwAgAFMAbwBmAHQAdwBhAHIAZQAuAA0ACgANAAoAVABIAEUAIABTAE8ARgBUAFcAQQBSAEUAIABJAFMAIABQAFIATwBWAEkARABFAEQAIAAnAEEAUwAgAEkAUwAnACwAIABXAEkAVABIAE8AVQBUACAAVwBBAFIAUgBBAE4AVABZACAATwBGACAAQQBOAFkAIABLAEkATgBEACwAIABFAFgAUABSAEUAUwBTACAATwBSACAASQBNAFAATABJAEUARAAsACAASQBOAEMATABVAEQASQBOAEcAIABCAFUAVAAgAE4ATwBUACAATABJAE0ASQBUAEUARAAgAFQATwAgAFQASABFACAAVwBBAFIAUgBBAE4AVABJAEUAUwAgAE8ARgAgAE0ARQBSAEMASABBAE4AVABBAEIASQBMAEkAVABZACwAIABGAEkAVABOAEUAUwBTACAARgBPAFIAIABBACAAUABBAFIAVABJAEMAVQBMAEEAUgAgAFAAVQBSAFAATwBTAEUAIABBAE4ARAAgAE4ATwBOAEkATgBGAFIASQBOAEcARQBNAEUATgBUAC4AIABJAE4AIABOAE8AIABFAFYARQBOAFQAIABTAEgAQQBMAEwAIABUAEgARQAgAEEAVQBUAEgATwBSAFMAIABPAFIAIABDAE8AUABZAFIASQBHAEgAVAAgAEgATwBMAEQARQBSAFMAIABCAEUAIABMAEkAQQBCAEwARQAgAEYATwBSACAAQQBOAFkAIABDAEwAQQBJAE0ALAAgAEQAQQBNAEEARwBFAFMAIABPAFIAIABPAFQASABFAFIAIABMAEkAQQBCAEkATABJAFQAWQAsACAAVwBIAEUAVABIAEUAUgAgAEkATgAgAEEATgAgAEEAQwBUAEkATwBOACAATwBGACAAQwBPAE4AVABSAEEAQwBUACwAIABUAE8AUgBUACAATwBSACAATwBUAEgARQBSAFcASQBTAEUALAAgAEEAUgBJAFMASQBOAEcAIABGAFIATwBNACwAIABPAFUAVAAgAE8ARgAgAE8AUgAgAEkATgAgAEMATwBOAE4ARQBDAFQASQBPAE4AIABXAEkAVABIACAAVABIAEUAIABTAE8ARgBUAFcAQQBSAEUAIABPAFIAIABUAEgARQAgAFUAUwBFACAATwBSACAATwBUAEgARQBSACAARABFAEEATABJAE4ARwBTACAASQBOACAAVABIAEUAIABTAE8ARgBUAFcAQQBSAEUALgANAAoAAE1pY3Jvc29mdCBzdXBwbGllZCBmb250LiBZb3UgbWF5IHVzZSB0aGlzIGZvbnQgdG8gY3JlYXRlLCBkaXNwbGF5LCBhbmQgcHJpbnQgY29udGVudCBhcyBwZXJtaXR0ZWQgYnkgdGhlIGxpY2Vuc2UgdGVybXMgb3IgdGVybXMgb2YgdXNlLCBvZiB0aGUgTWljcm9zb2Z0IHByb2R1Y3QsIHNlcnZpY2UsIG9yIGNvbnRlbnQgaW4gd2hpY2ggdGhpcyBmb250IHdhcyBpbmNsdWRlZC4gWW91IG1heSBvbmx5IChpKSBlbWJlZCB0aGlzIGZvbnQgaW4gY29udGVudCBhcyBwZXJtaXR0ZWQgYnkgdGhlIGVtYmVkZGluZyByZXN0cmljdGlvbnMgaW5jbHVkZWQgaW4gdGhpcyBmb250OyBhbmQgKGlpKSB0ZW1wb3JhcmlseSBkb3dubG9hZCB0aGlzIGZvbnQgdG8gYSBwcmludGVyIG9yIG90aGVyIG91dHB1dCBkZXZpY2UgdG8gaGVscCBwcmludCBjb250ZW50LiBBbnkgb3RoZXIgdXNlIGlzIHByb2hpYml0ZWQuDQoNClRoZSBmb2xsb3dpbmcgbGljZW5zZSwgYmFzZWQgb24gdGhlIE1JVCBsaWNlbnNlIChodHRwOi8vZW4ud2lraXBlZGlhLm9yZy93aWtpL01JVF9MaWNlbnNlKSwgYXBwbGllcyB0byB0aGUgT3BlblR5cGUgTGF5b3V0IGxvZ2ljIGZvciBCaWJsaWNhbCBIZWJyZXcg0kxheW91dCBMb2dpY9MgYXMgam9pbnRseSBkZXZlbG9wZWQgYnkgUmFscGggSGFuY29jayBhbmQgSm9obiBIdWRzb24uIA0KDQpQZXJtaXNzaW9uIGlzIGhlcmVieSBncmFudGVkLCBmcmVlIG9mIGNoYXJnZSwgdG8gYW55IHBlcnNvbiBvYnRhaW5pbmcgYSBjb3B5IG9mIHRoZSBPcGVuVHlwZSBMYXlvdXQgbG9naWMgZm9yIEJpYmxpY2FsIEhlYnJldyBhbmQgYXNzb2NpYXRlZCBkb2N1bWVudGF0aW9uIGZpbGVzICh0aGUg0kxheW91dCBMb2dpYyBTb2Z0d2FyZdMpLCB0byBkZWFsIGluIHRoZSBMYXlvdXQgTG9naWMgU29mdHdhcmUgd2l0aG91dCByZXN0cmljdGlvbiwgaW5jbHVkaW5nIHdpdGhvdXQgbGltaXRhdGlvbiB0aGUgcmlnaHRzIHRvIHVzZSwgY29weSwgbW9kaWZ5LCBtZXJnZSwgcHVibGlzaCwgZGlzdHJpYnV0ZSwgc3VibGljZW5zZSwgYW5kL29yIHNlbGwgY29waWVzIG9mIHRoZSBMYXlvdXQgTG9naWMgU29mdHdhcmUsIGFuZCB0byBwZXJtaXQgcGVyc29ucyB0byB3aG9tIHRoZSBMYXlvdXQgTG9naWMgU29mdHdhcmUgaXMgZnVybmlzaGVkIHRvIGRvIHNvLCBzdWJqZWN0IHRvIHRoZSBmb2xsb3dpbmcgY29uZGl0aW9uczoNCg0KVGhlIGFib3ZlIGNvcHlyaWdodCBub3RpY2UgYW5kIHRoaXMgcGVybWlzc2lvbiBub3RpY2Ugc2hhbGwgYmUgaW5jbHVkZWQgaW4gYWxsIGNvcGllcyBvciBzdWJzdGFudGlhbCBwb3J0aW9ucyBvZiB0aGUgTGF5b3V0IExvZ2ljIFNvZnR3YXJlLg0KDQpUSEUgU09GVFdBUkUgSVMgUFJPVklERUQgJ0FTIElTJywgV0lUSE9VVCBXQVJSQU5UWSBPRiBBTlkgS0lORCwgRVhQUkVTUyBPUiBJTVBMSUVELCBJTkNMVURJTkcgQlVUIE5PVCBMSU1JVEVEIFRPIFRIRSBXQVJSQU5USUVTIE9GIE1FUkNIQU5UQUJJTElUWSwgRklUTkVTUyBGT1IgQSBQQVJUSUNVTEFSIFBVUlBPU0UgQU5EIE5PTklORlJJTkdFTUVOVC4gSU4gTk8gRVZFTlQgU0hBTEwgVEhFIEFVVEhPUlMgT1IgQ09QWVJJR0hUIEhPTERFUlMgQkUgTElBQkxFIEZPUiBBTlkgQ0xBSU0sIERBTUFHRVMgT1IgT1RIRVIgTElBQklMSVRZLCBXSEVUSEVSIElOIEFOIEFDVElPTiBPRiBDT05UUkFDVCwgVE9SVCBPUiBPVEhFUldJU0UsIEFSSVNJTkcgRlJPTSwgT1VUIE9GIE9SIElOIENPTk5FQ1RJT04gV0lUSCBUSEUgU09GVFdBUkUgT1IgVEhFIFVTRSBPUiBPVEhFUiBERUFMSU5HUyBJTiBUSEUgU09GVFdBUkUuDQoAAGgAdAB0AHAAcwA6AC8ALwBkAG8AYwBzAC4AbQBpAGMAcgBvAHMAbwBmAHQALgBjAG8AbQAvAHQAeQBwAG8AZwByAGEAcABoAHkAAGh0dHBzOi8vZG9jcy5taWNyb3NvZnQuY29tL3R5cG9ncmFwaHkAAAACAAAAAAAA/gwAhgAAAAAAAAAAAAAAAAAAAAAAAAAAG4UAAAABAAIAAwECAQMBBAEFAQYBBwEIAQkBCgELAQwBDQEOAQ8BEAERARIBEwEUARUBFgEXARgBGQEaARsBHAEdAR4BHwEgASEBIgEjASQBJQEmAScBKAEpASoBKwEsAS0BLgEvATABMQEyATMBNAE1ATYBNwE4ATkBOgE7ATwBPQE+AT8BQAFBAUIBQwFEAUUBRgFHAUgBSQFKAUsBTAFNAU4BTwFQAVEBUgFTAVQBVQFWAVcBWAFZAVoBWwFcAV0BXgFfAWABYQFiAWMBZAFlAWYBZwFoAWkBagFrAWwBbQFuAW8BcAFxAXIBcwF0AXUBdgF3AXgBeQF6AXsBfAF9AX4BfwGAAYEBggGDAYQBhQGGAYcBiAGJAYoBiwGMAY0BjgGPAZABkQGSAZMBlAGVAZYBlwGYAZkBmgGbAZwBnQGeAZ8BoAGhAaIBowGkAaUBpgGnAagBqQGqAasBrAGtAa4BrwGwAbEBsgGzAbQBtQG2AbcBuAG5AboBuwG8Ab0BvgG/AcABwQHCAcMBxAHFAcYBxwHIAckBygHLAcwBzQHOAc8B0AHRAdIB0wHUAdUB1gHXAdgB2QHaAdsB3AHdAd4B3wHgAeEB4gHjAeQB5QHmAecB6AHpAeoB6wHsAe0B7gHvAfAB8QHyAfMB9AH1AfYB9wH4AfkB+gH7AfwB/QH+Af8CAAIBAgICAwIEAgUCBgIHAggCCQIKAgsCDAINAg4CDwIQAhECEgITAhQCFQIWAhcCGAIZAhoCGwIcAh0CHgIfAiACIQIiAiMCJAIlAiYCJwIoAikCKgIrAiwCLQIuAi8CMAIxAjICMwI0AjUCNgI3AjgCOQI6AjsCPAI9Aj4CPwJAAkECQgJDAkQCRQJGAkcCSAJJAkoCSwJMAk0CTgJPAlACUQJSAlMCVAJVAlYCVwJYAlkCWgJbAlwCXQJeAl8CYAJhAmICYwJkAmUCZgJnAmgCaQJqAmsCbAJtAm4CbwJwAnECcgJzAnQCdQJ2AncCeAJ5AnoCewJ8An0CfgJ/AoACgQKCAoMChAKFAoYChwKIAokCigKLAowCjQKOAo8CkAKRApICkwKUApUClgKXApgCmQKaApsCnAKdAp4CnwKgAqECogKjAqQCpQKmAqcCqAKpAqoCqwKsAq0CrgKvArACsQKyArMCtAK1ArYCtwK4ArkCugK7ArwCvQK+Ar8CwALBAsICwwLEAsUCxgLHAsgCyQLKAssCzALNAs4CzwLQAtEC0gLTAtQC1QLWAtcC2ALZAtoC2wLcAt0C3gLfAuAC4QLiAuMC5ALlAuYC5wLoAukC6gLrAuwC7QLuAu8C8ALxAvIC8wL0AvUC9gL3AvgC+QL6AvsC/AL9Av4C/wMAAwEDAgMDAwQDBQMGAwcDCAMJAwoDCwMMAw0DDgMPAxADEQMSAxMDFAMVAxYDFwMYAxkDGgMbAxwDHQMeAx8DIAMhAyIDIwMkAyUDJgMnAygDKQMqAysDLAMtAy4DLwMwAzEDMgMzAzQDNQM2AzcDOAM5AzoDOwM8Az0DPgM/A0ADQQNCA0MDRANFA0YDRwNIA0kDSgNLA0wDTQNOA08DUANRA1IDUwNUA1UDVgNXA1gDWQNaA1sDXANdA14DXwNgA2EDYgNjA2QDZQNmA2cDaANpA2oDawNsA20DbgNvA3ADcQNyA3MDdAN1A3YDdwN4A3kDegN7A3wDfQN+A38DgAOBA4IDgwOEA4UDhgOHA4gDiQOKA4sDjAONA44DjwOQA5EDkgOTA5QDlQOWA5cDmAOZA5oDmwOcA50DngOfA6ADoQOiA6MDpAOlA6YDpwOoA6kDqgOrA6wDrQOuA68DsAOxA7IDswO0A7UDtgO3A7gDuQO6A7sDvAO9A74DvwPAA8EDwgPDA8QDxQPGA8cDyAPJA8oDywPMA80DzgPPA9AD0QPSA9MD1APVA9YD1wPYA9kD2gPbA9wD3QPeA98D4APhA+ID4wPkA+UD5gPnA+gD6QPqA+sD7APtA+4D7wPwA/ED8gPzA/QD9QP2A/cD+AP5A/oD+wP8A/0D/gP/BAAEAQQCBAMEBAQFBAYEBwQIBAkECgQLBAwEDQQOBA8EEAQRBBIEEwQUBBUEFgQXBBgEGQQaBBsEHAQdBB4EHwQgBCEEIgQjBCQEJQQmBCcEKAQpBCoEKwQsBC0ELgQvBDAEMQQyBDMENAQ1BDYENwQ4BDkEOgQ7BDwEPQQ+BD8EQARBBEIEQwREBEUERgRHBEgESQRKBEsETARNBE4ETwRQBFEEUgRTBFQEVQRWBFcEWARZBFoEWwRcBF0EXgRfBGAEYQRiBGMEZARlBGYEZwRoBGkEagRrBGwEbQRuBG8EcARxBHIEcwR0BHUEdgR3BHgEeQR6BHsEfAR9BH4EfwSABIEEggSDBIQEhQSGBIcEiASJBIoEiwSMBI0EjgSPBJAEkQSSBJMElASVBJYElwSYBJkEmgSbBJwEnQSeBJ8EoAShBKIEowSkBKUEpgSnBKgEqQSqBKsErAStBK4ErwSwBLEEsgSzBLQEtQS2BLcEuAS5BLoEuwS8BL0EvgS/BMAEwQTCBMMExATFBMYExwTIBMkEygTLBMwEzQTOBM8E0ATRBNIE0wTUBNUE1gTXBNgE2QTaBNsE3ATdBN4E3wTgBOEE4gTjBOQE5QTmBOcE6ATpBOoE6wTsBO0E7gTvBPAE8QTyBPME9AT1BPYE9wT4BPkE+gT7BPwE/QT+BP8FAAUBBQIFAwUEBQUFBgUHBQgFCQUKBQsFDAUNBQ4FDwUQBREFEgUTBRQFFQUWBRcFGAUZBRoFGwUcBR0FHgUfBSAFIQUiBSMFJAUlBSYFJwUoBSkFKgUrBSwFLQUuBS8FMAUxBTIFMwU0BTUFNgU3BTgFOQU6BTsFPAU9BT4FPwVABUEFQgVDBUQFRQVGBUcFSAVJBUoFSwVMBU0FTgVPBVAFUQVSBVMFVAVVBVYFVwVYBVkFWgVbBVwFXQVeBV8FYAVhBWIFYwVkBWUFZgVnBWgFaQVqBWsFbAVtBW4FbwVwBXEFcgVzBXQFdQV2BXcFeAV5BXoFewV8BX0FfgV/BYAFgQWCBYMFhAWFBYYFhwWIBYkFigWLBYwFjQWOBY8FkAWRBZIFkwWUBZUFlgWXBZgFmQWaBZsFnAWdBZ4FnwWgBaEFogWjBaQFpQWmBacFqAWpBaoFqwWsBa0FrgWvBbAFsQWyBbMFtAW1BbYFtwW4BbkFugW7BbwFvQW+Bb8FwAXBBcIFwwXEBcUFxgXHBcgFyQXKBcsFzAXNBc4FzwXQBdEF0gXTBdQF1QXWBdcF2AXZBdoF2wXcBd0F3gXfBeAF4QXiBeMF5AXlBeYF5wXoBekF6gXrBewF7QXuBe8F8AXxBfIF8wX0BfUF9gX3BfgF+QX6BfsF/AX9Bf4F/wYABgEGAgYDBgQGBQYGBgcGCAYJBgoGCwYMBg0GDgYPBhAGEQYSBhMGFAYVBhYGFwYYBhkGGgYbBhwGHQYeBh8GIAYhBiIGIwYkBiUGJgYnBigGKQYqBisGLAYtBi4GLwYwBjEGMgYzBjQGNQY2BjcGOAY5BjoGOwY8Bj0GPgY/BkAGQQZCBkMGRAZFBkYGRwZIBkkGSgZLBkwGTQZOBk8GUAZRBlIGUwZUBlUGVgZXBlgGWQZaBlsGXAZdBl4GXwZgBmEGYgZjBmQGZQZmBmcGaAZpBmoGawZsBm0GbgZvBnAGcQZyBnMGdAZ1BnYGdwZ4BnkGegZ7BnwGfQZ+Bn8GgAaBBoIGgwaEBoUGhgaHBogGiQaKBosGjAaNBo4GjwaQBpEGkgaTBpQGlQaWBpcGmAaZBpoGmwacBp0GngafBqAGoQaiBqMGpAalBqYGpwaoBqkGqgarBqwGrQauBq8GsAaxBrIGswa0BrUGtga3BrgGuQa6BrsGvAa9Br4GvwbABsEGwgbDBsQGxQbGBscGyAbJBsoGywbMBs0GzgbPBtAG0QbSBtMG1AbVBtYG1wbYBtkG2gbbBtwG3QbeBt8G4AbhBuIG4wbkBuUG5gbnBugG6QbqBusG7AbtBu4G7wbwBvEG8gbzBvQG9Qb2BvcG+Ab5BvoG+wb8Bv0G/gb/BwAHAQcCBwMHBAcFBwYHBwcIBwkHCgcLBwwHDQcOBw8HEAcRBxIHEwcUBxUHFgcXBxgHGQcaBxsHHAcdBx4HHwcgByEHIgcjByQHJQcmBycHKAcpByoHKwcsBy0HLgcvBzAHMQcyBzMHNAc1BzYHNwc4BzkHOgc7BzwHPQc+Bz8HQAdBB0IHQwdEB0UHRgdHB0gHSQdKB0sHTAdNB04HTwdQB1EHUgdTB1QHVQdWB1cHWAdZB1oHWwdcB10HXgdfB2AHYQdiB2MHZAdlB2YHZwdoB2kHagdrB2wHbQduB28HcAdxB3IHcwd0B3UHdgd3B3gHeQd6B3sHfAd9B34HfweAB4EHggeDB4QHhQeGB4cHiAeJB4oHiweMB40HjgePB5AHkQeSB5MHlAeVB5YHlweYB5kHmgebB5wHnQeeB58HoAehB6IHowekB6UHpgenB6gHqQeqB6sHrAetB64HrwewB7EHsgezB7QHtQe2B7cHuAe5B7oHuwe8B70Hvge/B8AHwQfCB8MHxAfFB8YHxwfIB8kHygfLB8wHzQfOB88H0AfRB9IH0wfUB9UH1gfXB9gH2QfaB9sH3AfdB94H3wfgB+EH4gfjB+QH5QfmB+cH6AfpB+oH6wfsB+0H7gfvB/AH8QfyB/MH9Af1B/YH9wf4B/kH+gf7B/wH/Qf+B/8IAAgBCAIIAwgECAUIBggHCAgICQgKCAsIDAgNCA4IDwgQCBEIEggTCBQIFQgWCBcIGAgZCBoIGwgcCB0IHggfCCAIIQgiCCMIJAglCCYIJwgoCCkIKggrCCwILQguCC8IMAgxCDIIMwg0CDUINgg3CDgIOQg6CDsIPAg9CD4IPwhACEEIQghDCEQIRQhGCEcISAhJCEoISwhMCE0ITghPCFAIUQhSCFMIVAhVCFYIVwhYCFkIWghbCFwIXQheCF8IYAhhCGIIYwhkCGUIZghnCGgIaQhqCGsIbAhtCG4IbwhwCHEIcghzCHQIdQh2CHcIeAh5CHoIewh8CH0Ifgh/CIAIgQiCCIMIhAiFCIYIhwiICIkIigiLCIwIjQiOCI8IkAiRCJIIkwiUCJUIlgiXCJgImQiaCJsInAidCJ4InwigCKEIogijCKQIpQimCKcIqAipCKoIqwisCK0IrgivCLAIsQiyCLMItAi1CLYItwi4CLkIugi7CLwIvQi+CL8IwAjBCMIIwwjECMUIxgjHCMgIyQjKCMsIzAjNCM4IzwjQCNEI0gjTCNQI1QjWCNcI2AjZCNoI2wjcCN0I3gjfCOAI4QjiCOMI5AjlCOYI5wjoCOkI6gjrCOwI7QjuCO8I8AjxCPII8wj0CPUI9gj3CPgI+Qj6CPsI/Aj9CP4I/wkACQEJAgkDCQQJBQkGCQcJCAkJCQoJCwkMCQ0JDgkPCRAJEQkSCRMJFAkVCRYJFwkYCRkJGgkbCRwJHQkeCR8JIAkhCSIJIwkkCSUJJgknCSgJKQkqCSsJLAktCS4JLwkwCTEJMgkzCTQJNQk2CTcJOAk5CToJOwk8CT0JPgk/CUAJQQlCCUMJRAlFCUYJRwlICUkJSglLCUwJTQlOCU8JUAlRCVIJUwlUCVUJVglXCVgJWQlaCVsJXAldCV4JXwlgCWEJYgljCWQJZQlmCWcJaAlpCWoJawlsCW0JbglvCXAJcQlyCXMJdAl1CXYJdwl4CXkJegl7CXwJfQl+CX8JgAmBCYIJgwmECYUJhgmHCYgJiQmKCYsJjAmNCY4JjwmQCZEJkgmTCZQJlQmWCZcJmAmZCZoJmwmcCZ0JngmfCaAJoQmiCaMJpAmlCaYJpwmoCakJqgmrCawJrQmuCa8JsAmxCbIJswm0CbUJtgm3CbgJuQm6CbsJvAm9Cb4JvwnACcEJwgnDCcQJxQnGCccJyAnJCcoJywnMCc0JzgnPCdAJ0QnSCdMJ1AnVCdYJ1wnYCdkJ2gnbCdwJ3QneCd8J4AnhCeIJ4wnkCeUJ5gnnCegJ6QnqCesJ7AntCe4J7wnwCfEJ8gnzCfQJ9Qn2CfcJ+An5CfoJ+wn8Cf0J/gn/CgAKAQoCCgMKBAoFCgYKBwoICgkKCgoLCgwKDQoOCg8KEAoRChIKEwoUChUKFgoXChgKGQoaChsKHAodCh4KHwogCiEKIgojCiQKJQomCicKKAopCioKKwosCi0KLgovCjAKMQoyCjMKNAo1CjYKNwo4CjkKOgo7CjwKPQo+Cj8KQApBCkIKQwpECkUKRgpHCkgKSQpKCksKTApNCk4KTwpQClEKUgpTClQKVQpWClcKWApZCloKWwpcCl0KXgpfCmAKYQpiCmMKZAplCmYKZwpoCmkKagprCmwKbQpuCm8KcApxCnIKcwp0CnUKdgp3CngKeQp6CnsKfAp9Cn4KfwqACoEKggqDCoQKhQqGCocKiAqJCooKiwqMCo0KjgqPCpAKkQqSCpMKlAqVCpYKlwqYCpkKmgqbCpwKnQqeCp8KoAqhCqIKowqkCqUKpgqnCqgKqQqqCqsKrAqtCq4KrwqwCrEKsgqzCrQKtQq2CrcKuAq5CroKuwq8Cr0Kvgq/CsAKwQrCCsMKxArFCsYKxwrICskKygrLCswKzQrOCs8K0ArRCtIK0wrUCtUK1grXCtgK2QraCtsK3ArdCt4K3wrgCuEK4grjCuQK5QrmCucK6ArpCuoK6wrsCu0K7grvCvAK8QryCvMK9Ar1CvYK9wr4CvkK+gr7CvwK/Qr+Cv8LAAsBCwILAwsECwULBgsHCwgLCQsKCwsLDAsNCw4LDwsQCxELEgsTCxQLFQsWCxcLGAsZCxoLGwscCx0LHgsfCyALIQsiCyMLJAslCyYLJwsoCykLKgsrCywLLQsuCy8LMAsxCzILMws0CzULNgs3CzgLOQs6CzsLPAs9Cz4LPwtAC0ELQgtDC0QLRQtGC0cLSAtJC0oLSwtMC00LTgtPC1ALUQtSC1MLVAtVC1YLVwtYC1kLWgtbC1wLXQteC18LYAthC2ILYwtkC2ULZgtnC2gLaQtqC2sLbAttC24LbwtwC3ELcgtzC3QLdQt2C3cLeAt5C3oLewt8C30Lfgt/C4ALgQuCC4MLhAuFC4YLhwuIC4kLiguLC4wLjQuOC48LkAuRC5ILkwuUC5ULlguXC5gLmQuaC5sLnAudC54LnwugC6ELogujC6QLpQumC6cLqAupC6oLqwusC60LrguvC7ALsQuyC7MLtAu1C7YLtwu4C7kLugu7C7wLvQu+C78LwAvBC8ILwwvEC8ULxgvHC8gLyQvKC8sLzAvNC84LzwvQC9EL0gvTC9QL1QvWC9cL2AvZC9oL2wvcC90L3gvfC+AL4QviC+ML5AvlC+YL5wvoC+kL6gvrC+wL7QvuC+8L8AvxC/IL8wv0C/UL9gv3C/gL+Qv6C/sL/Av9C/4L/wwADAEMAgwDDAQMBQwGDAcMCAwJDAoMCwwMDA0MDgwPDBAMEQwSDBMMFAwVDBYMFwwYDBkMGgwbDBwMHQweDB8MIAwhDCIMIwwkDCUMJgwnDCgMKQwqDCsMLAwtDC4MLwwwDDEMMgwzDDQMNQw2DDcMOAw5DDoMOww8DD0MPgw/DEAMQQxCDEMMRAxFDEYMRwxIDEkMSgxLDEwMTQxODE8MUAxRDFIMUwxUDFUMVgxXDFgMWQxaDFsMXAxdDF4MXwxgDGEMYgxjDGQMZQxmDGcMaAxpDGoMawxsDG0MbgxvDHAMcQxyDHMMdAx1DHYMdwx4DHkMegx7DHwMfQx+DH8MgAyBDIIMgwyEDIUMhgyHDIgMiQyKDIsMjAyNDI4MjwyQDJEMkgyTDJQMlQyWDJcMmAyZDJoMmwycDJ0MngyfDKAMoQyiDKMMpAylDKYMpwyoDKkMqgyrDKwMrQyuDK8MsAyxDLIMswy0DLUMtgy3DLgMuQy6DLsMvAy9DL4MvwzADMEMwgzDDMQMxQzGDMcMyAzJDMoMywzMDM0MzgzPDNAM0QzSDNMM1AzVDNYM1wzYDNkM2gzbDNwM3QzeDN8M4AzhDOIM4wzkDOUM5gznDOgM6QzqDOsM7AztDO4M7wzwDPEM8gzzDPQM9Qz2DPcM+Az5DPoM+wz8DP0M/gz/DQANAQ0CDQMNBA0FDQYNBw0IDQkNCg0LDQwNDQ0ODQ8NEA0RDRINEw0UDRUNFg0XDRgNGQ0aDRsNHA0dDR4NHw0gDSENIg0jDSQNJQ0mDScNKA0pDSoNKw0sDS0NLg0vDTANMQ0yDTMNNA01DTYNNw04DTkNOg07DTwNPQ0+DT8NQA1BDUINQw1EDUUNRg1HDUgNSQ1KDUsNTA1NDU4NTw1QDVENUg1TDVQNVQ1WDVcNWA1ZDVoNWw1cDV0NXg1fDWANYQ1iDWMNZA1lDWYNZw1oDWkNag1rDWwNbQ1uDW8NcA1xDXINcw10DXUNdg13DXgNeQ16DXsNfA19DX4Nfw2ADYENgg2DDYQNhQ2GDYcNiA2JDYoNiw2MDY0Njg2PDZANkQ2SDZMNlA2VDZYNlw2YDZkNmg2bDZwNnQ2eDZ8NoA2hDaINow2kDaUNpg2nDagNqQ2qDasNrA2tDa4Nrw2wDbENsg2zDbQNtQ22DbcNuA25DboNuw28Db0Nvg2/DcANwQ3CDcMNxA3FDcYNxw3IDckNyg3LDcwNzQ3ODc8N0A3RDdIN0w3UDdUN1g3XDdgN2Q3aDdsN3A3dDd4N3w3gDeEN4g3jDeQN5Q3mDecN6A3pDeoN6w3sDe0N7g3vDfAN8Q3yDfMN9A31DfYN9w34DfkN+g37DfwN/Q3+Df8OAA4BDgIOAw4EDgUOBg4HDggOCQ4KDgsODA4NDg4ODw4QDhEOEg4TDhQOFQ4WDhcOGA4ZDhoOGw4cDh0OHg4fDiAOIQ4iDiMOJA4lDiYOJw4oDikOKg4rDiwOLQ4uDi8OMA4xDjIOMw40DjUONg43DjgOOQ46DjsOPA49Dj4OPw5ADkEOQg5DDkQORQ5GDkcOSA5JDkoOSw5MDk0OTg5PDlAOUQ5SDlMOVA5VDlYOVw5YDlkOWg5bDlwOXQ5eDl8OYA5hDmIOYw5kDmUOZg5nDmgOaQ5qDmsObA5tDm4Obw5wDnEOcg5zDnQOdQ52DncOeA55DnoOew58Dn0Ofg5/DoAOgQ6CDoMOhA6FDoYOhw6IDokOig6LDowOjQ6ODo8OkA6RDpIOkw6UDpUOlg6XDpgOmQ6aDpsOnA6dDp4Onw6gDqEOog6jDqQOpQ6mDqcOqA6pDqoOqw6sDq0Org6vDrAOsQ6yDrMOtA61DrYOtw64DrkOug67DrwOvQ6+Dr8OwA7BDsIOww7EDsUOxg7HDsgOyQ7KDssOzA7NDs4Ozw7QDtEO0g7TDtQO1Q7WDtcO2A7ZDtoO2w7cDt0O3g7fDuAO4Q7iDuMO5A7lDuYO5w7oDukO6g7rDuwO7Q7uDu8O8A7xDvIO8w70DvUO9g73DvgO+Q76DvsO/A79Dv4O/w8ADwEPAg8DDwQPBQ8GDwcPCA8JDwoPCw8MDw0PDg8PDxAPEQ8SDxMPFA8VDxYPFw8YDxkPGg8bDxwPHQ8eDx8PIA8hDyIPIw8kDyUPJg8nDygPKQ8qDysPLA8tDy4PLw8wDzEPMg8zDzQPNQ82DzcPOA85DzoPOw88Dz0PPg8/D0APQQ9CD0MPRA9FD0YPRw9ID0kPSg9LD0wPTQ9OD08PUA9RD1IPUw9UD1UPVg9XD1gPWQ9aD1sPXA9dD14PXw9gD2EPYg9jD2QPZQ9mD2cPaA9pD2oPaw9sD20Pbg9vD3APcQ9yD3MPdA91D3YPdw94D3kPeg97D3wPfQ9+D38PgA+BD4IPgw+ED4UPhg+HD4gPiQ+KD4sPjA+ND44Pjw+QD5EPkg+TD5QPlQ+WD5cPmA+ZD5oPmw+cD50Png+fD6APoQ+iD6MPpA+lD6YPpw+oD6kPqg+rD6wPrQ+uD68PsA+xD7IPsw+0D7UPtg+3D7gPuQ+6D7sPvA+9D74Pvw/AD8EPwg/DD8QPxQ/GD8cPyA/JD8oPyw/MD80Pzg/PD9AP0Q/SD9MP1A/VD9YP1w/YD9kP2g/bD9wP3Q/eD98P4A/hD+IP4w/kD+UP5g/nD+gP6Q/qD+sP7A/tD+4P7w/wD/EP8g/zD/QP9Q/2D/cP+A/5D/oP+w/8D/0P/g//EAAQARACEAMQBBAFEAYQBxAIEAkQChALEAwQDRAOEA8QEBAREBIQExAUEBUQFhAXEBgQGRAaEBsQHBAdEB4QHxAgECEQIhAjECQQJRAmECcQKBApECoQKxAsEC0QLhAvEDAQMRAyEDMQNBA1EDYQNxA4EDkQOhA7EDwQPRA+ED8QQBBBEEIQQxBEEEUQRhBHEEgQSRBKEEsQTBBNEE4QTxBQEFEQUhBTEFQQVRBWEFcQWBBZEFoQWxBcEF0QXhBfEGAQYRBiEGMQZBBlEGYQZxBoEGkQahBrEGwQbRBuEG8QcBBxEHIQcxB0EHUQdhB3EHgQeRB6EHsQfBB9EH4QfxCAEIEQghCDEIQQhRCGEIcQiBCJEIoQixCMEI0QjhCPEJAQkRCSEJMQlBCVEJYQlxCYEJkQmhCbEJwQnRCeEJ8QoBChEKIQoxCkEKUQphCnEKgQqRCqEKsQrBCtEK4QrxCwELEQshCzELQQtRC2ELcQuBC5ELoQuxC8EL0QvhC/EMAQwRDCEMMQxBDFEMYQxxDIEMkQyhDLEMwQzRDOEM8Q0BDRENIQ0xDUENUQ1hDXENgQ2RDaENsQ3BDdEN4Q3xDgEOEQ4hDjEOQQ5RDmEOcQ6BDpEOoQ6xDsEO0Q7hDvEPAQ8RDyEPMQ9BD1EPYQ9xD4EPkQ+hD7EPwQ/RD+EP8RABEBEQIRAxEEEQURBhEHEQgRCREKEQsRDBENEQ4RDxEQEREREhETERQRFREWERcRGBEZERoRGxEcER0RHhEfESARIREiESMRJBElESYRJxEoESkRKhErESwRLREuES8RMBExETIRMxE0ETURNhE3ETgRORE6ETsRPBE9ET4RPxFAEUERQhFDEUQRRRFGEUcRSBFJEUoRSxFMEU0RThFPEVARURFSEVMRVBFVEVYRVxFYEVkRWhFbEVwRXRFeEV8RYBFhEWIRYxFkEWURZhFnEWgRaRFqEWsRbBFtEW4RbxFwEXERchFzEXQRdRF2EXcReBF5EXoRexF8EX0RfhF/EYARgRGCEYMRhBGFEYYRhxGIEYkRihGLEYwRjRGOEY8RkBGREZIRkxGUEZURlhGXEZgRmRGaEZsRnBGdEZ4RnxGgEaERohGjEaQRpRGmEacRqBGpEaoRqxGsEa0RrhGvEbARsRGyEbMRtBG1EbYRtxG4EbkRuhG7EbwRvRG+Eb8RwBHBEcIRwxHEEcURxhHHEcgRyRHKEcsRzBHNEc4RzxHQEdER0hHTEdQR1RHWEdcR2BHZEdoR2xHcEd0R3hHfEeAR4RHiEeMR5BHlEeYR5xHoEekR6hHrEewR7RHuEe8R8BHxEfIR8xH0EfUR9hH3EfgR+RH6EfsR/BH9Ef4R/xIAEgESAhIDEgQSBRIGEgcSCBIJEgoSCxIMEg0SDhIPEhASERISEhMSFBIVEhYSFxIYEhkSGhIbEhwSHRIeEh8SIBIhEiISIxIkEiUSJhInEigSKRIqEisSLBItEi4SLxIwEjESMhIzEjQSNRI2EjcSOBI5EjoSOxI8Ej0SPhI/EkASQRJCEkMSRBJFEkYSRxJIEkkSShJLEkwSTRJOEk8SUBJRElISUxJUElUSVhJXElgSWRJaElsSXBJdEl4SXxJgEmESYhJjEmQSZRJmEmcSaBJpEmoSaxJsEm0SbhJvEnAScRJyEnMSdBJ1EnYSdxJ4EnkSehJ7EnwSfRJ+En8SgBKBEoISgxKEEoUShhKHEogSiRKKEosSjBKNEo4SjxKQEpESkhKTEpQSlRKWEpcSmBKZEpoSmxKcEp0SnhKfEqASoRKiEqMSpBKlEqYSpxKoEqkSqhKrEqwSrRKuEq8SsBKxErISsxK0ErUSthK3ErgSuRK6ErsSvBK9Er4SvxLAEsESwhLDEsQSxRLGEscSyBLJEsoSyxLMEs0SzhLPEtAS0RLSEtMS1BLVEtYS1xLYEtkS2hLbEtwS3RLeEt8S4BLhEuIS4xLkEuUS5hLnEugS6RLqEusS7BLtEu4S7xLwEvES8hLzEvQS9RL2EvcS+BL5EvoS+xL8Ev0S/hL/EwATARMCEwMTBBMFEwYTBxMIEwkTChMLEwwTDRMOEw8TEBMRExITExMUExUTFhMXExgTGRMaExsTHBMdEx4THxMgEyETIhMjEyQTJRMmEycTKBMpEyoTKxMsEy0TLhMvEzATMRMyEzMTNBM1EzYTNxM4EzkTOhM7EzwTPRM+Ez8TQBNBE0ITQxNEE0UTRhNHE0gTSRNKE0sTTBNNE04TTxNQE1ETUhNTE1QTVRNWE1cTWBNZE1oTWxNcE10TXhNfE2ATYRNiE2MTZBNlE2YTZxNoE2kTahNrE2wTbRNuE28TcBNxE3ITcxN0E3UTdhN3E3gTeRN6E3sTfBN9E34TfxOAE4ETghODE4QThROGE4cTiBOJE4oTixOME40TjhOPE5ATkROSE5MTlBOVE5YTlxOYE5kTmhObE5wTnROeE58ToBOhE6IToxOkE6UTphOnE6gTqROqE6sTrBOtE64TrxOwE7ETshOzE7QTtRO2E7cTuBO5E7oTuxO8E70TvhO/E8ATwRPCE8MTxBPFE8YTxxPIE8kTyhPLE8wTzRPOE88T0BPRE9IT0xPUE9UT1hPXE9gT2RPaE9sT3BPdE94T3xPgE+ET4hPjE+QT5RPmE+cT6BPpE+oT6xPsE+0T7hPvE/AT8RPyE/MT9BP1E/YT9xP4E/kT+hP7E/wT/RP+E/8UABQBFAIUAxQEFAUUBhQHFAgUCRQKFAsUDBQNFA4UDxQQFBEUEhQTFBQUFRQWFBcUGBQZFBoUGxQcFB0UHhQfFCAUIRQiFCMUJBQlFCYUJxQoFCkUKhQrFCwULRQuFC8UMBQxFDIUMxQ0FDUUNhQ3FDgUORQ6FDsUPBQ9FD4UPxRAFEEUQhRDFEQURRRGFEcUSBRJFEoUSxRMFE0UThRPFFAUURRSFFMUVBRVFFYUVxRYFFkUWhRbFFwUXRReFF8UYBRhFGIUYxRkFGUUZhRnFGgUaRRqFGsUbBRtFG4UbxRwFHEUchRzFHQUdRR2FHcUeBR5FHoUexR8FH0UfhR/FIAUgRSCFIMUhBSFFIYUhxSIFIkUihSLFIwUjRSOFI8UkBSRFJIUkxSUFJUUlhSXFJgUmRSaFJsUnBSdFJ4UnxSgFKEUohSjFKQUpRSmFKcUqBSpFKoUqxSsFK0UrhSvFLAUsRSyFLMUtBS1FLYUtxS4FLkUuhS7FLwUvRS+FL8UwBTBFMIUwxTEFMUUxhTHFMgUyRTKFMsUzBTNFM4UzxTQFNEU0hTTFNQU1RTWFNcU2BTZFNoU2xTcFN0U3hTfFOAU4RTiFOMU5BTlFOYU5xToFOkU6hTrFOwU7RTuFO8U8BTxFPIU8xT0FPUU9hT3FPgU+RT6FPsU/BT9FP4U/xUAFQEVAhUDFQQVBRUGFQcVCBUJFQoVCxUMFQ0VDhUPFRAVERUSFRMVFBUVFRYVFxUYFRkVGhUbFRwVHRUeFR8VIBUhFSIVIxUkFSUVJhUnFSgVKRUqFSsVLBUtFS4VLxUwFTEVMhUzFTQVNRU2FTcVOBU5FToVOxU8FT0VPhU/FUAVQRVCFUMVRBVFFUYVRxVIFUkVShVLFUwVTRVOFU8VUBVRFVIVUxVUFVUVVhVXFVgVWRVaFVsVXBVdFV4VXxVgFWEVYhVjFWQVZRVmFWcVaBVpFWoVaxVsFW0VbhVvFXAVcRVyFXMVdBV1FXYVdxV4FXkVehV7FXwVfRV+FX8VgBWBFYIVgxWEFYUVhhWHFYgViRWKFYsVjBWNFY4VjxWQFZEVkhWTFZQVlRWWFZcVmBWZFZoVmxWcFZ0VnhWfFaAVoRWiFaMVpBWlFaYVpxWoFakVqhWrFawVrRWuFa8VsBWxFbIVsxW0FbUVthW3FbgVuRW6FbsVvBW9Fb4VvxXAFcEVwhXDFcQVxRXGFccVyBXJFcoVyxXMFc0VzhXPFdAV0RXSFdMV1BXVFdYV1xXYFdkV2hXbFdwV3RXeFd8V4BXhFeIV4xXkFeUV5hXnFegV6RXqFesV7BXtFe4V7xXwFfEV8hXzFfQV9RX2FfcV+BX5FfoV+xX8Ff0V/hX/FgAWARYCFgMWBBYFFgYWBxYIFgkWChYLFgwWDRYOFg8WEBYRFhIWExYUFhUWFhYXFhgWGRYaFhsWHBYdFh4WHxYgFiEWIhYjFiQWJRYmFicWKBYpFioWKxYsFi0WLhYvFjAWMRYyFjMWNBY1FjYWNxY4FjkWOhY7FjwWPRY+Fj8WQBZBFkIWQxZEFkUWRhZHFkgWSRZKFksWTBZNFk4WTxZQFlEWUhZTFlQWVRZWFlcWWBZZFloWWxZcFl0WXhZfFmAWYRZiFmMWZBZlFmYWZxZoFmkWahZrFmwWbRZuFm8WcBZxFnIWcxZ0FnUWdhZ3FngWeRZ6FnsWfBZ9Fn4WfxaAFoEWghaDFoQWhRaGFocWiBaJFooWixaMFo0WjhaPFpAWkRaSFpMWlBaVFpYWlxaYFpkWmhabFpwWnRaeFp8WoBahFqIWoxakFqUWphanFqgWqRaqFqsWrBatFq4WrxawFrEWshazFrQWtRa2FrcWuBa5FroWuxa8Fr0Wvha/FsAWwRbCFsMWxBbFFsYWxxbIFskWyhbLFswWzRbOFs8W0BbRFtIW0xbUFtUW1hbXFtgW2RbaFtsW3BbdFt4W3xbgFuEW4hbjFuQW5RbmFucW6BbpFuoW6xbsFu0W7hbvFvAW8RbyFvMW9Bb1FvYW9xb4FvkW+hb7FvwW/Rb+Fv8XABcBFwIXAxcEFwUXBhcHFwgXCRcKFwsXDBcNFw4XDxcQFxEXEhcTFxQXFRcWFxcXGBcZFxoXGxccFx0XHhcfFyAXIRciFyMXJBclFyYXJxcoFykXKhcrFywXLRcuFy8XMBcxFzIXMxc0FzUXNhc3FzgXORc6FzsXPBc9Fz4XPxdAF0EXQhdDF0QXRRdGF0cXSBdJF0oXSxdMF00XThdPF1AXURdSF1MXVBdVF1YXVxdYF1kXWhdbF1wXXRdeF18XYBdhF2IXYxdkF2UXZhdnF2gXaRdqF2sXbBdtF24XbxdwF3EXchdzF3QXdRd2F3cXeBd5F3oXexd8F30Xfhd/F4AXgReCF4MXhBeFF4YXhxeIF4kXiheLF4wXjReOF48XkBeRF5IXkxeUF5UXlheXF5gXmReaF5sXnBedF54XnxegF6EXohejF6QXpRemF6cXqBepF6oXqxesF60XrhevF7AXsReyF7MXtBe1F7YXtxe4F7kXuhe7F7wXvRe+F78XwBfBF8IXwxfEF8UXxhfHF8gXyRfKF8sXzBfNF84XzxfQF9EX0hfTF9QX1RfWF9cX2BfZF9oX2xfcF90X3hffF+AX4RfiF+MX5BflF+YX5xfoF+kX6hfrF+wX7RfuF+8X8BfxF/IX8xf0F/UX9hf3F/gX+Rf6F/sX/Bf9F/4X/xgAGAEYAhgDGAQYBRgGGAcYCBgJGAoYCxgMGA0YDhgPGBAYERgSGBMYFBgVGBYYFxgYGBkYGhgbGBwYHRgeGB8YIBghGCIYIxgkGCUYJhgnGCgYKRgqGCsYLBgtGC4YLxgwGDEYMhgzGDQYNRg2GDcYOBg5GDoYOxg8GD0YPhg/GEAYQRhCGEMYRBhFGEYYRxhIGEkYShhLGEwYTRhOGE8YUBhRGFIYUxhUGFUYVhhXGFgYWRhaGFsYXBhdGF4YXxhgGGEYYhhjGGQYZRhmGGcYaBhpGGoYaxhsGG0YbhhvGHAYcRhyGHMYdBh1GHYYdxh4GHkYehh7GHwYfRh+GH8YgBiBGIIYgxiEGIUYhhiHGIgYiRiKGIsYjBiNGI4YjxiQGJEYkhiTGJQYlRiWGJcYmBiZGJoYmxicGJ0YnhifGKAYoRiiGKMYpBilGKYYpxioGKkYqhirGKwYrRiuGK8YsBixGLIYsxi0GLUYthi3GLgYuRi6GLsYvBi9GL4YvxjAGMEYwhjDGMQYxRjGGMcYyBjJGMoYyxjMGM0YzhjPGNAY0RjSGNMY1BjVGNYY1xjYGNkY2hjbGNwY3RjeGN8Y4BjhGOIY4xjkGOUY5hjnGOgY6RjqGOsY7BjtGO4Y7xjwGPEY8hjzGPQY9Rj2GPcY+Bj5GPoY+xj8GP0Y/hj/GQAZARkCGQMZBBkFGQYZBxkIGQkZChkLGQwZDRkOGQ8ZEBkRGRIZExkUGRUZFhkXGRgZGRkaGRsZHBkdGR4ZHxkgGSEZIhkjGSQZJRkmGScZKBkpGSoZKxksGS0ZLhkvGTAZMRkyGTMZNBk1GTYZNxk4GTkZOhk7GTwZPRk+GT8ZQBlBGUIZQxlEGUUZRhlHGUgZSRlKGUsZTBlNGU4ZTxlQGVEZUhlTGVQZVRlWGVcZWBlZGVoZWxlcGV0ZXhlfGWAZYRliGWMZZBllGWYZZxloGWkZahlrGWwZbRluGW8ZcBlxGXIZcxl0GXUZdhl3GXgZeRl6GXsZfBl9GX4ZfxmAGYEZghmDGYQZhRmGGYcZiBmJGYoZixmMGY0ZjhmPGZAZkRmSGZMZlBmVGZYZlxmYGZkZmhmbGZwZnRmeGZ8ZoBmhGaIZoxmkGaUZphmnGagZqRmqGasZrBmtGa4ZrxmwGbEZshmzGbQZtRm2GbcZuBm5GboZuxm8Gb0Zvhm/GcAZwRnCGcMZxBnFGcYZxxnIGckZyhnLGcwZzRnOGc8Z0BnRGdIZ0xnUGdUZ1hnXGdgZ2RnaGdsZ3BndGd4Z3xngGeEZ4hnjGeQZ5RnmGecZ6BnpGeoZ6xnsGe0Z7hnvGfAZ8RnyGfMZ9Bn1GfYZ9xn4GfkZ+hn7GfwZ/Rn+Gf8aABoBGgIaAxoEGgUaBhoHGggaCRoKGgsaDBoNGg4aDxoQGhEaEhoTGhQaFRoWGhcaGBoZGhoaGxocGh0aHhofGiAaIRoiGiMaJBolGiYaJxooGikaKhorGiwaLRouGi8aMBoxGjIaMxo0GjUaNho3GjgaORo6GjsaPBo9Gj4aPxpAGkEaQhpDGkQaRRpGGkcaSBpJGkoaSxpMGk0aThpPGlAaURpSGlMaVBpVGlYaVxpYGlkaWhpbGlwaXRpeGl8aYBphGmIaYxpkGmUaZhpnGmgaaRpqGmsabBptGm4abxpwGnEachpzGnQadRp2GncaeBp5Gnoaexp8Gn0afhp/GoAagRqCGoMahBqFGoYahxqIGokaihqLGowajRqOGo8akBqRGpIakxqUGpUalhqXGpgamRqaGpsanBqdGp4anxqgGqEaohqjGqQapRqmGqcaqBqpGqoaqxqsGq0arhqvGrAasRqyGrMatBq1GrYatxq4Grkauhq7GrwavRq+Gr8awBrBGsIawxrEGsUaxhrHGsgayRrKGssazBrNGs4azxrQGtEa0hrTGtQa1RrWGtca2BrZGtoa2xrcGt0a3hrfGuAa4RriGuMa5BrlGuYa5xroGuka6hrrGuwa7RruGu8a8BrxGvIa8xr0GvUa9hr3Gvga+Rr6Gvsa/Br9Gv4a/xsAGwEbAhsDGwQbBRsGGwcbCBsJGwobCxsMGw0bDhsPGxAbERsSGxMbFBsVGxYbFxsYGxkbGhsbGxwbHRseGx8bIBshGyIbIxskGyUbJhsnGygbKRsqGysbLBstGy4bLxswGzEbMhszGzQbNRs2GzcbOBs5GzobOxs8Gz0bPhs/G0AbQRtCG0MbRBtFG0YbRxtIG0kbShtLG0wbTRtOG08bUBtRG1IbUxtUG1UbVhtXG1gbWRtaG1sbXBtdG14bXxtgG2EbYhtjG2QbZRtmG2cbaBtpG2obaxtsG20bbhtvG3AbcRtyG3MbdBt1G3Ybdxt4G3kbeht7G3wbfRt+G38bgBuBG4IbgxuEG4UbhhuHG4gbiRuKG4sbjBuNG44bjxuQG5EbkhuTG5QblRuWG5cbmBuZG5obmxucG50bnhufG6AboRuiG6MbpBulG6YbpxuoG6kbqhurG6wbrRuuG68bsBuxG7Ibsxu0G7Ubthu3G7gbuRu6G7sbvBu9G74bvxvAG8EbwhvDG8QbxRvGG8cbyBvJG8obyxvMG80bzhvPG9Ab0RvSG9Mb1BvVG9Yb1xvYG9kb2hvbG9wb3RveG98b4BvhG+Ib4xvkG+Ub5hvnG+gb6RvqG+sb7BvtG+4b7xvwG/Eb8hvzG/Qb9Rv2G/cb+Bv5G/ob+xv8G/0b/hv/HAAcARwCHAMcBBwFHAYcBxwIHAkcChwLHAwcDRwOHA8cEBwRHBIcExwUHBUcFhwXHBgcGRwaHBscHBwdHB4cHxwgHCEcIhwjHCQcJRwmHCccKBwpHCocKxwsHC0cLhwvHDAcMRwyHDMcNBw1HDYcNxw4HDkcOhw7HDwcPRw+HD8cQBxBHEIcQxxEHEUcRhxHHEgcSRxKHEscTBxNHE4cTxxQHFEcUhxTHFQcVRxWHFccWBxZHFocWxxcHF0cXhxfHGAcYRxiHGMcZBxlHGYcZxxoHGkcahxrHGwcbRxuHG8ccBxxHHIccxx0HHUcdhx3HHgceRx6HHscfBx9HH4cfxyAHIEcgghOYW1lTWUuMAhOYW1lTWUuMQhOYW1lTWUuMghOYW1lTWUuNAhOYW1lTWUuNQhOYW1lTWUuNghOYW1lTWUuNwhOYW1lTWUuOAhOYW1lTWUuOQlOYW1lTWUuMTAJTmFtZU1lLjExCU5hbWVNZS4xMglOYW1lTWUuMTMJTmFtZU1lLjE0CU5hbWVNZS4xNQlOYW1lTWUuMTYJTmFtZU1lLjE3CU5hbWVNZS4xOAlOYW1lTWUuMTkJTmFtZU1lLjIwCU5hbWVNZS4yMQlOYW1lTWUuMjIJTmFtZU1lLjIzCU5hbWVNZS4yNAlOYW1lTWUuMjUJTmFtZU1lLjI2CU5hbWVNZS4yNwlOYW1lTWUuMjgJTmFtZU1lLjI5CU5hbWVNZS4zMAlOYW1lTWUuMzEJTmFtZU1lLjMyCU5hbWVNZS4zMwlOYW1lTWUuMzQJTmFtZU1lLjM1CU5hbWVNZS4zNglOYW1lTWUuMzcJTmFtZU1lLjM4CU5hbWVNZS4zOQlOYW1lTWUuNDAJTmFtZU1lLjQxCU5hbWVNZS40MglOYW1lTWUuNDMJTmFtZU1lLjQ0CU5hbWVNZS40NQlOYW1lTWUuNDYJTmFtZU1lLjQ3CU5hbWVNZS40OAlOYW1lTWUuNDkJTmFtZU1lLjUwCU5hbWVNZS41MQlOYW1lTWUuNTIJTmFtZU1lLjUzCU5hbWVNZS41NAlOYW1lTWUuNTUJTmFtZU1lLjU2CU5hbWVNZS41NwlOYW1lTWUuNTgJTmFtZU1lLjU5CU5hbWVNZS42MAlOYW1lTWUuNjEJTmFtZU1lLjYyCU5hbWVNZS42MwlOYW1lTWUuNjQJTmFtZU1lLjY1CU5hbWVNZS42NglOYW1lTWUuNjcJTmFtZU1lLjY4CU5hbWVNZS42OQlOYW1lTWUuNzAJTmFtZU1lLjcxCU5hbWVNZS43MglOYW1lTWUuNzMJTmFtZU1lLjc0CU5hbWVNZS43NQlOYW1lTWUuNzYJTmFtZU1lLjc3CU5hbWVNZS43OAlOYW1lTWUuNzkJTmFtZU1lLjgwCU5hbWVNZS44MQlOYW1lTWUuODIJTmFtZU1lLjgzCU5hbWVNZS44NAlOYW1lTWUuODUJTmFtZU1lLjg2CU5hbWVNZS44NwlOYW1lTWUuODgJTmFtZU1lLjg5CU5hbWVNZS45MAlOYW1lTWUuOTEJTmFtZU1lLjkyCU5hbWVNZS45MwlOYW1lTWUuOTQJTmFtZU1lLjk1CU5hbWVNZS45NglOYW1lTWUuOTcJTmFtZU1lLjk4CU5hbWVNZS45OQpOYW1lTWUuMTAwCk5hbWVNZS4xMDEKTmFtZU1lLjEwMgpOYW1lTWUuMTAzCk5hbWVNZS4xMDQKTmFtZU1lLjEwNQpOYW1lTWUuMTA2Ck5hbWVNZS4xMDcKTmFtZU1lLjEwOApOYW1lTWUuMTA5Ck5hbWVNZS4xMTAKTmFtZU1lLjExMQpOYW1lTWUuMTEyCk5hbWVNZS4xMTMKTmFtZU1lLjExNApOYW1lTWUuMTE1Ck5hbWVNZS4xMTYKTmFtZU1lLjExNwpOYW1lTWUuMTE4Ck5hbWVNZS4xMTkKTmFtZU1lLjEyMApOYW1lTWUuMTIxCk5hbWVNZS4xMjIKTmFtZU1lLjEyMwpOYW1lTWUuMTI0Ck5hbWVNZS4xMjUKTmFtZU1lLjEyNgpOYW1lTWUuMTI3Ck5hbWVNZS4xMjgKTmFtZU1lLjEyOQpOYW1lTWUuMTMwCk5hbWVNZS4xMzEKTmFtZU1lLjEzMgpOYW1lTWUuMTMzCk5hbWVNZS4xMzQKTmFtZU1lLjEzNQpOYW1lTWUuMTM2Ck5hbWVNZS4xMzcKTmFtZU1lLjEzOApOYW1lTWUuMTM5Ck5hbWVNZS4xNDAKTmFtZU1lLjE0MQpOYW1lTWUuMTQyCk5hbWVNZS4xNDMKTmFtZU1lLjE0NApOYW1lTWUuMTQ1Ck5hbWVNZS4xNDYKTmFtZU1lLjE0NwpOYW1lTWUuMTQ4Ck5hbWVNZS4xNDkKTmFtZU1lLjE1MApOYW1lTWUuMTUxCk5hbWVNZS4xNTIKTmFtZU1lLjE1MwpOYW1lTWUuMTU0Ck5hbWVNZS4xNTUKTmFtZU1lLjE1NgpOYW1lTWUuMTU3Ck5hbWVNZS4xNTgKTmFtZU1lLjE1OQpOYW1lTWUuMTYwCk5hbWVNZS4xNjEKTmFtZU1lLjE2MgpOYW1lTWUuMTYzCk5hbWVNZS4xNjQKTmFtZU1lLjE2NQpOYW1lTWUuMTY2Ck5hbWVNZS4xNjcKTmFtZU1lLjE2OApOYW1lTWUuMTY5Ck5hbWVNZS4xNzAKTmFtZU1lLjE3MQpOYW1lTWUuMTcyCk5hbWVNZS4xNzMKTmFtZU1lLjE3NApOYW1lTWUuMTc1Ck5hbWVNZS4xNzYKTmFtZU1lLjE3NwpOYW1lTWUuMTc4Ck5hbWVNZS4xNzkKTmFtZU1lLjE4MApOYW1lTWUuMTgxCk5hbWVNZS4xODIKTmFtZU1lLjE4MwpOYW1lTWUuMTg0Ck5hbWVNZS4xODUKTmFtZU1lLjE4NgpOYW1lTWUuMTg3Ck5hbWVNZS4xODgKTmFtZU1lLjE4OQpOYW1lTWUuMTkwCk5hbWVNZS4xOTEKTmFtZU1lLjE5MgpOYW1lTWUuMTkzCk5hbWVNZS4xOTQKTmFtZU1lLjE5NQpOYW1lTWUuMTk2Ck5hbWVNZS4xOTcKTmFtZU1lLjE5OApOYW1lTWUuMTk5Ck5hbWVNZS4yMDAKTmFtZU1lLjIwMQpOYW1lTWUuMjAyCk5hbWVNZS4yMDMKTmFtZU1lLjIwNApOYW1lTWUuMjA1Ck5hbWVNZS4yMDYKTmFtZU1lLjIwNwpOYW1lTWUuMjA4Ck5hbWVNZS4yMDkKTmFtZU1lLjIxMApOYW1lTWUuMjExCk5hbWVNZS4yMTIKTmFtZU1lLjIxMwpOYW1lTWUuMjE0Ck5hbWVNZS4yMTUKTmFtZU1lLjIxNgpOYW1lTWUuMjE3Ck5hbWVNZS4yMTgKTmFtZU1lLjIxOQpOYW1lTWUuMjIwCk5hbWVNZS4yMjEKTmFtZU1lLjIyMgpOYW1lTWUuMjIzCk5hbWVNZS4yMjQKTmFtZU1lLjIyNQpOYW1lTWUuMjI2Ck5hbWVNZS4yMjcKTmFtZU1lLjIyOApOYW1lTWUuMjI5Ck5hbWVNZS4yMzAKTmFtZU1lLjIzMQpOYW1lTWUuMjMyCk5hbWVNZS4yMzMKTmFtZU1lLjIzNApOYW1lTWUuMjM1Ck5hbWVNZS4yMzYKTmFtZU1lLjIzNwpOYW1lTWUuMjM4Ck5hbWVNZS4yMzkKTmFtZU1lLjI0MApOYW1lTWUuMjQxCk5hbWVNZS4yNDIKTmFtZU1lLjI0MwpOYW1lTWUuMjQ0Ck5hbWVNZS4yNDUKTmFtZU1lLjI0NgpOYW1lTWUuMjQ3Ck5hbWVNZS4yNDgKTmFtZU1lLjI0OQpOYW1lTWUuMjUwCk5hbWVNZS4yNTEKTmFtZU1lLjI1MgpOYW1lTWUuMjUzCk5hbWVNZS4yNTQKTmFtZU1lLjI1NQpOYW1lTWUuMjU2Ck5hbWVNZS4yNTcKTmFtZU1lLjI1OApOYW1lTWUuMjU5Ck5hbWVNZS4yNjAKTmFtZU1lLjI2MQpOYW1lTWUuMjYyCk5hbWVNZS4yNjMKTmFtZU1lLjI2NApOYW1lTWUuMjY1Ck5hbWVNZS4yNjYKTmFtZU1lLjI2NwpOYW1lTWUuMjY4Ck5hbWVNZS4yNjkKTmFtZU1lLjI3MApOYW1lTWUuMjcxCk5hbWVNZS4yNzIKTmFtZU1lLjI3MwpOYW1lTWUuMjc0Ck5hbWVNZS4yNzUKTmFtZU1lLjI3NgpOYW1lTWUuMjc3Ck5hbWVNZS4yNzgKTmFtZU1lLjI3OQpOYW1lTWUuMjgwCk5hbWVNZS4yODEKTmFtZU1lLjI4MgpOYW1lTWUuMjgzCk5hbWVNZS4yODQKTmFtZU1lLjI4NQpOYW1lTWUuMjg2Ck5hbWVNZS4yODcKTmFtZU1lLjI4OApOYW1lTWUuMjg5Ck5hbWVNZS4yOTAKTmFtZU1lLjI5MQpOYW1lTWUuMjkyCk5hbWVNZS4yOTMKTmFtZU1lLjI5NApOYW1lTWUuMjk1Ck5hbWVNZS4yOTYKTmFtZU1lLjI5NwpOYW1lTWUuMjk4Ck5hbWVNZS4yOTkKTmFtZU1lLjMwMApOYW1lTWUuMzAxCk5hbWVNZS4zMDIKTmFtZU1lLjMwMwpOYW1lTWUuMzA0Ck5hbWVNZS4zMDUKTmFtZU1lLjMwNgpOYW1lTWUuMzA3Ck5hbWVNZS4zMDgKTmFtZU1lLjMwOQpOYW1lTWUuMzEwCk5hbWVNZS4zMTEKTmFtZU1lLjMxMgpOYW1lTWUuMzEzCk5hbWVNZS4zMTQKTmFtZU1lLjMxNQpOYW1lTWUuMzE2Ck5hbWVNZS4zMTcKTmFtZU1lLjMxOApOYW1lTWUuMzE5Ck5hbWVNZS4zMjAKTmFtZU1lLjMyMQpOYW1lTWUuMzIyCk5hbWVNZS4zMjMKTmFtZU1lLjMyNApOYW1lTWUuMzI1Ck5hbWVNZS4zMjYKTmFtZU1lLjMyNwpOYW1lTWUuMzI4Ck5hbWVNZS4zMjkKTmFtZU1lLjMzMApOYW1lTWUuMzMxCk5hbWVNZS4zMzIKTmFtZU1lLjMzMwpOYW1lTWUuMzM0Ck5hbWVNZS4zMzUKTmFtZU1lLjMzNgpOYW1lTWUuMzM3Ck5hbWVNZS4zMzgKTmFtZU1lLjMzOQpOYW1lTWUuMzQwCk5hbWVNZS4zNDEKTmFtZU1lLjM0MgpOYW1lTWUuMzQzCk5hbWVNZS4zNDQKTmFtZU1lLjM0NQpOYW1lTWUuMzQ2Ck5hbWVNZS4zNDcKTmFtZU1lLjM0OApOYW1lTWUuMzQ5Ck5hbWVNZS4zNTAKTmFtZU1lLjM1MQpOYW1lTWUuMzUyCk5hbWVNZS4zNTMKTmFtZU1lLjM1NApOYW1lTWUuMzU1Ck5hbWVNZS4zNTYKTmFtZU1lLjM1NwpOYW1lTWUuMzU4Ck5hbWVNZS4zNTkKTmFtZU1lLjM2MApOYW1lTWUuMzYxCk5hbWVNZS4zNjIKTmFtZU1lLjM2MwpOYW1lTWUuMzY0Ck5hbWVNZS4zNjUKTmFtZU1lLjM2NgpOYW1lTWUuMzY3Ck5hbWVNZS4zNjgKTmFtZU1lLjM2OQpOYW1lTWUuMzcwCk5hbWVNZS4zNzEKTmFtZU1lLjM3MgpOYW1lTWUuMzczCk5hbWVNZS4zNzQKTmFtZU1lLjM3NQpOYW1lTWUuMzc2Ck5hbWVNZS4zNzcKTmFtZU1lLjM3OApOYW1lTWUuMzc5Ck5hbWVNZS4zODAKTmFtZU1lLjM4MQpOYW1lTWUuMzgyCk5hbWVNZS4zODMKTmFtZU1lLjM4NApOYW1lTWUuMzg1Ck5hbWVNZS4zODYKTmFtZU1lLjM4NwpOYW1lTWUuMzg4Ck5hbWVNZS4zODkKTmFtZU1lLjM5MApOYW1lTWUuMzkxCk5hbWVNZS4zOTIKTmFtZU1lLjM5MwpOYW1lTWUuMzk0Ck5hbWVNZS4zOTUKTmFtZU1lLjM5NgpOYW1lTWUuMzk3Ck5hbWVNZS4zOTgKTmFtZU1lLjM5OQpOYW1lTWUuNDAwCk5hbWVNZS40MDEKTmFtZU1lLjQwMgpOYW1lTWUuNDAzCk5hbWVNZS40MDQKTmFtZU1lLjQwNQpOYW1lTWUuNDA2Ck5hbWVNZS40MDcKTmFtZU1lLjQwOApOYW1lTWUuNDA5Ck5hbWVNZS40MTAKTmFtZU1lLjQxMQpOYW1lTWUuNDEyCk5hbWVNZS40MTMKTmFtZU1lLjQxNApOYW1lTWUuNDE1Ck5hbWVNZS40MTYKTmFtZU1lLjQxNwpOYW1lTWUuNDE4Ck5hbWVNZS40MTkKTmFtZU1lLjQyMApOYW1lTWUuNDIxCk5hbWVNZS40MjIKTmFtZU1lLjQyMwpOYW1lTWUuNDI0Ck5hbWVNZS40MjUKTmFtZU1lLjQyNgpOYW1lTWUuNDI3Ck5hbWVNZS40MjgKTmFtZU1lLjQyOQpOYW1lTWUuNDMwCk5hbWVNZS40MzEKTmFtZU1lLjQzMgpOYW1lTWUuNDMzCk5hbWVNZS40MzQKTmFtZU1lLjQzNQpOYW1lTWUuNDM2Ck5hbWVNZS40MzcKTmFtZU1lLjQzOApOYW1lTWUuNDM5Ck5hbWVNZS40NDAKTmFtZU1lLjQ0MQpOYW1lTWUuNDQyCk5hbWVNZS40NDMKTmFtZU1lLjQ0NApOYW1lTWUuNDQ1Ck5hbWVNZS40NDYKTmFtZU1lLjQ0NwpOYW1lTWUuNDQ4Ck5hbWVNZS40NDkKTmFtZU1lLjQ1MApOYW1lTWUuNDUxCk5hbWVNZS40NTIKTmFtZU1lLjQ1MwpOYW1lTWUuNDU0Ck5hbWVNZS40NTUKTmFtZU1lLjQ1NgpOYW1lTWUuNDU3Ck5hbWVNZS40NTgKTmFtZU1lLjQ1OQpOYW1lTWUuNDYwCk5hbWVNZS40NjEKTmFtZU1lLjQ2MgpOYW1lTWUuNDYzCk5hbWVNZS40NjQKTmFtZU1lLjQ2NQpOYW1lTWUuNDY2Ck5hbWVNZS40NjcKTmFtZU1lLjQ2OApOYW1lTWUuNDY5Ck5hbWVNZS40NzAKTmFtZU1lLjQ3MQpOYW1lTWUuNDcyCk5hbWVNZS40NzMKTmFtZU1lLjQ3NApOYW1lTWUuNDc1Ck5hbWVNZS40NzYKTmFtZU1lLjQ3NwpOYW1lTWUuNDc4Ck5hbWVNZS40NzkKTmFtZU1lLjQ4MApOYW1lTWUuNDgxCk5hbWVNZS40ODIKTmFtZU1lLjQ4MwpOYW1lTWUuNDg0Ck5hbWVNZS40ODUKTmFtZU1lLjQ4NgpOYW1lTWUuNDg3Ck5hbWVNZS40ODgKTmFtZU1lLjQ4OQpOYW1lTWUuNDkwCk5hbWVNZS40OTEKTmFtZU1lLjQ5MgpOYW1lTWUuNDkzCk5hbWVNZS40OTQKTmFtZU1lLjQ5NQpOYW1lTWUuNDk2Ck5hbWVNZS40OTcKTmFtZU1lLjQ5OApOYW1lTWUuNDk5Ck5hbWVNZS41MDAKTmFtZU1lLjUwMQpOYW1lTWUuNTAyCk5hbWVNZS41MDMKTmFtZU1lLjUwNApOYW1lTWUuNTA1Ck5hbWVNZS41MDYKTmFtZU1lLjUwNwpOYW1lTWUuNTA4Ck5hbWVNZS41MDkKTmFtZU1lLjUxMApOYW1lTWUuNTExCk5hbWVNZS41MTIKTmFtZU1lLjUxMwpOYW1lTWUuNTE0Ck5hbWVNZS41MTUKTmFtZU1lLjUxNgpOYW1lTWUuNTE3Ck5hbWVNZS41MTgKTmFtZU1lLjUxOQpOYW1lTWUuNTIwCk5hbWVNZS41MjEKTmFtZU1lLjUyMgpOYW1lTWUuNTIzCk5hbWVNZS41MjQKTmFtZU1lLjUyNQpOYW1lTWUuNTI2Ck5hbWVNZS41MjcKTmFtZU1lLjUyOApOYW1lTWUuNTI5Ck5hbWVNZS41MzAKTmFtZU1lLjUzMQpOYW1lTWUuNTMyCk5hbWVNZS41MzMKTmFtZU1lLjUzNApOYW1lTWUuNTM1Ck5hbWVNZS41MzYKTmFtZU1lLjUzNwpOYW1lTWUuNTM4Ck5hbWVNZS41MzkKTmFtZU1lLjU0MApOYW1lTWUuNTQxCk5hbWVNZS41NDIKTmFtZU1lLjU0MwpOYW1lTWUuNTQ0Ck5hbWVNZS41NDUKTmFtZU1lLjU0NgpOYW1lTWUuNTQ3Ck5hbWVNZS41NDgKTmFtZU1lLjU0OQpOYW1lTWUuNTUwCk5hbWVNZS41NTEKTmFtZU1lLjU1MgpOYW1lTWUuNTUzCk5hbWVNZS41NTQKTmFtZU1lLjU1NQpOYW1lTWUuNTU2Ck5hbWVNZS41NTcKTmFtZU1lLjU1OApOYW1lTWUuNTU5Ck5hbWVNZS41NjAKTmFtZU1lLjU2MQpOYW1lTWUuNTYyCk5hbWVNZS41NjMKTmFtZU1lLjU2NApOYW1lTWUuNTY1Ck5hbWVNZS41NjYKTmFtZU1lLjU2NwpOYW1lTWUuNTY4Ck5hbWVNZS41NjkKTmFtZU1lLjU3MApOYW1lTWUuNTcxCk5hbWVNZS41NzIKTmFtZU1lLjU3MwpOYW1lTWUuNTc0Ck5hbWVNZS41NzUKTmFtZU1lLjU3NgpOYW1lTWUuNTc3Ck5hbWVNZS41NzgKTmFtZU1lLjU3OQpOYW1lTWUuNTgwCk5hbWVNZS41ODEKTmFtZU1lLjU4MgpOYW1lTWUuNTgzCk5hbWVNZS41ODQKTmFtZU1lLjU4NQpOYW1lTWUuNTg2Ck5hbWVNZS41ODcKTmFtZU1lLjU4OApOYW1lTWUuNTg5Ck5hbWVNZS41OTAKTmFtZU1lLjU5MQpOYW1lTWUuNTkyCk5hbWVNZS41OTMKTmFtZU1lLjU5NApOYW1lTWUuNTk1Ck5hbWVNZS41OTYKTmFtZU1lLjU5NwpOYW1lTWUuNTk4Ck5hbWVNZS41OTkKTmFtZU1lLjYwMApOYW1lTWUuNjAxCk5hbWVNZS42MDIKTmFtZU1lLjYwMwpOYW1lTWUuNjA0Ck5hbWVNZS42MDUKTmFtZU1lLjYwNgpOYW1lTWUuNjA3Ck5hbWVNZS42MDgKTmFtZU1lLjYwOQpOYW1lTWUuNjEwCk5hbWVNZS42MTEKTmFtZU1lLjYxMgpOYW1lTWUuNjEzCk5hbWVNZS42MTQKTmFtZU1lLjYxNQpOYW1lTWUuNjE2Ck5hbWVNZS42MTcKTmFtZU1lLjYxOApOYW1lTWUuNjE5Ck5hbWVNZS42MjAKTmFtZU1lLjYyMQpOYW1lTWUuNjIyCk5hbWVNZS42MjMKTmFtZU1lLjYyNApOYW1lTWUuNjI1Ck5hbWVNZS42MjYKTmFtZU1lLjYyNwpOYW1lTWUuNjI4Ck5hbWVNZS42MjkKTmFtZU1lLjYzMApOYW1lTWUuNjMxCk5hbWVNZS42MzIKTmFtZU1lLjYzMwpOYW1lTWUuNjM0Ck5hbWVNZS42MzUKTmFtZU1lLjYzNgpOYW1lTWUuNjM3Ck5hbWVNZS42MzgKTmFtZU1lLjYzOQpOYW1lTWUuNjQwCk5hbWVNZS42NDEKTmFtZU1lLjY0MgpOYW1lTWUuNjQzCk5hbWVNZS42NDQKTmFtZU1lLjY0NQpOYW1lTWUuNjQ2Ck5hbWVNZS42NDcKTmFtZU1lLjY0OApOYW1lTWUuNjQ5Ck5hbWVNZS42NTAKTmFtZU1lLjY1MQpOYW1lTWUuNjUyCk5hbWVNZS42NTMKTmFtZU1lLjY1NApOYW1lTWUuNjU1Ck5hbWVNZS42NTYKTmFtZU1lLjY1NwpOYW1lTWUuNjU4Ck5hbWVNZS42NTkKTmFtZU1lLjY2MApOYW1lTWUuNjYxCk5hbWVNZS42NjIKTmFtZU1lLjY2MwpOYW1lTWUuNjY0Ck5hbWVNZS42NjUKTmFtZU1lLjY2NgpOYW1lTWUuNjY3Ck5hbWVNZS42NjgKTmFtZU1lLjY2OQpOYW1lTWUuNjcwCk5hbWVNZS42NzEKTmFtZU1lLjY3MgpOYW1lTWUuNjczCk5hbWVNZS42NzQKTmFtZU1lLjY3NQpOYW1lTWUuNjc2Ck5hbWVNZS42NzcKTmFtZU1lLjY3OApOYW1lTWUuNjc5Ck5hbWVNZS42ODAKTmFtZU1lLjY4MQpOYW1lTWUuNjgyCk5hbWVNZS42ODMKTmFtZU1lLjY4NApOYW1lTWUuNjg1Ck5hbWVNZS42ODYKTmFtZU1lLjY4NwpOYW1lTWUuNjg4Ck5hbWVNZS42ODkKTmFtZU1lLjY5MApOYW1lTWUuNjkxCk5hbWVNZS42OTIKTmFtZU1lLjY5MwpOYW1lTWUuNjk0Ck5hbWVNZS42OTUKTmFtZU1lLjY5NgpOYW1lTWUuNjk3Ck5hbWVNZS42OTgKTmFtZU1lLjY5OQpOYW1lTWUuNzAwCk5hbWVNZS43MDEKTmFtZU1lLjcwMgpOYW1lTWUuNzAzCk5hbWVNZS43MDQKTmFtZU1lLjcwNQpOYW1lTWUuNzA2Ck5hbWVNZS43MDcKTmFtZU1lLjcwOApOYW1lTWUuNzA5Ck5hbWVNZS43MTAKTmFtZU1lLjcxMQpOYW1lTWUuNzEyCk5hbWVNZS43MTMKTmFtZU1lLjcxNApOYW1lTWUuNzE1Ck5hbWVNZS43MTYKTmFtZU1lLjcxNwpOYW1lTWUuNzE4Ck5hbWVNZS43MTkKTmFtZU1lLjcyMApOYW1lTWUuNzIxCk5hbWVNZS43MjIKTmFtZU1lLjcyMwpOYW1lTWUuNzI0Ck5hbWVNZS43MjUKTmFtZU1lLjcyNgpOYW1lTWUuNzI3Ck5hbWVNZS43MjgKTmFtZU1lLjcyOQpOYW1lTWUuNzMwCk5hbWVNZS43MzEKTmFtZU1lLjczMgpOYW1lTWUuNzMzCk5hbWVNZS43MzQKTmFtZU1lLjczNQpOYW1lTWUuNzM2Ck5hbWVNZS43MzcKTmFtZU1lLjczOApOYW1lTWUuNzM5Ck5hbWVNZS43NDAKTmFtZU1lLjc0MQpOYW1lTWUuNzQyCk5hbWVNZS43NDMKTmFtZU1lLjc0NApOYW1lTWUuNzQ1Ck5hbWVNZS43NDYKTmFtZU1lLjc0NwpOYW1lTWUuNzQ4Ck5hbWVNZS43NDkKTmFtZU1lLjc1MApOYW1lTWUuNzUxCk5hbWVNZS43NTIKTmFtZU1lLjc1MwpOYW1lTWUuNzU0Ck5hbWVNZS43NTUKTmFtZU1lLjc1NgpOYW1lTWUuNzU3Ck5hbWVNZS43NTgKTmFtZU1lLjc1OQpOYW1lTWUuNzYwCk5hbWVNZS43NjEKTmFtZU1lLjc2MgpOYW1lTWUuNzYzCk5hbWVNZS43NjQKTmFtZU1lLjc2NQpOYW1lTWUuNzY2Ck5hbWVNZS43NjcKTmFtZU1lLjc2OApOYW1lTWUuNzY5Ck5hbWVNZS43NzAKTmFtZU1lLjc3MQpOYW1lTWUuNzcyCk5hbWVNZS43NzMKTmFtZU1lLjc3NApOYW1lTWUuNzc1Ck5hbWVNZS43NzYKTmFtZU1lLjc3NwpOYW1lTWUuNzc4Ck5hbWVNZS43NzkKTmFtZU1lLjc4MApOYW1lTWUuNzgxCk5hbWVNZS43ODIKTmFtZU1lLjc4MwpOYW1lTWUuNzg0Ck5hbWVNZS43ODUKTmFtZU1lLjc4NgpOYW1lTWUuNzg3Ck5hbWVNZS43ODgKTmFtZU1lLjc4OQpOYW1lTWUuNzkwCk5hbWVNZS43OTEKTmFtZU1lLjc5MgpOYW1lTWUuNzkzCk5hbWVNZS43OTQKTmFtZU1lLjc5NQpOYW1lTWUuNzk2Ck5hbWVNZS43OTcKTmFtZU1lLjc5OApOYW1lTWUuNzk5Ck5hbWVNZS44MDAKTmFtZU1lLjgwMQpOYW1lTWUuODAyCk5hbWVNZS44MDMKTmFtZU1lLjgwNApOYW1lTWUuODA1Ck5hbWVNZS44MDYKTmFtZU1lLjgwNwpOYW1lTWUuODA4Ck5hbWVNZS44MDkKTmFtZU1lLjgxMApOYW1lTWUuODExCk5hbWVNZS44MTIKTmFtZU1lLjgxMwpOYW1lTWUuODE0Ck5hbWVNZS44MTUKTmFtZU1lLjgxNgpOYW1lTWUuODE3Ck5hbWVNZS44MTgKTmFtZU1lLjgxOQpOYW1lTWUuODIwCk5hbWVNZS44MjEKTmFtZU1lLjgyMgpOYW1lTWUuODIzCk5hbWVNZS44MjQKTmFtZU1lLjgyNQpOYW1lTWUuODI2Ck5hbWVNZS44MjcKTmFtZU1lLjgyOApOYW1lTWUuODI5Ck5hbWVNZS44MzAKTmFtZU1lLjgzMQpOYW1lTWUuODMyCk5hbWVNZS44MzMKTmFtZU1lLjgzNApOYW1lTWUuODM1Ck5hbWVNZS44MzYKTmFtZU1lLjgzNwpOYW1lTWUuODM4Ck5hbWVNZS44MzkKTmFtZU1lLjg0MApOYW1lTWUuODQxCk5hbWVNZS44NDIKTmFtZU1lLjg0MwpOYW1lTWUuODQ0Ck5hbWVNZS44NDUKTmFtZU1lLjg0NgpOYW1lTWUuODQ3Ck5hbWVNZS44NDgKTmFtZU1lLjg0OQpOYW1lTWUuODUwCk5hbWVNZS44NTEKTmFtZU1lLjg1MgpOYW1lTWUuODUzCk5hbWVNZS44NTQKTmFtZU1lLjg1NQpOYW1lTWUuODU2Ck5hbWVNZS44NTcKTmFtZU1lLjg1OApOYW1lTWUuODU5Ck5hbWVNZS44NjAKTmFtZU1lLjg2MQpOYW1lTWUuODYyCk5hbWVNZS44NjMKTmFtZU1lLjg2NApOYW1lTWUuODY1Ck5hbWVNZS44NjYKTmFtZU1lLjg2NwpOYW1lTWUuODY4Ck5hbWVNZS44NjkKTmFtZU1lLjg3MApOYW1lTWUuODcxCk5hbWVNZS44NzIKTmFtZU1lLjg3MwpOYW1lTWUuODc0Ck5hbWVNZS44NzUKTmFtZU1lLjg3NgpOYW1lTWUuODc3Ck5hbWVNZS44NzgKTmFtZU1lLjg3OQpOYW1lTWUuODgwCk5hbWVNZS44ODEKTmFtZU1lLjg4MgpOYW1lTWUuODgzCk5hbWVNZS44ODQKTmFtZU1lLjg4NQpOYW1lTWUuODg2Ck5hbWVNZS44ODcKTmFtZU1lLjg4OApOYW1lTWUuODg5Ck5hbWVNZS44OTAKTmFtZU1lLjg5MQpOYW1lTWUuODkyCk5hbWVNZS44OTMKTmFtZU1lLjg5NApOYW1lTWUuODk1Ck5hbWVNZS44OTYKTmFtZU1lLjg5NwpOYW1lTWUuODk4Ck5hbWVNZS44OTkKTmFtZU1lLjkwMApOYW1lTWUuOTAxCk5hbWVNZS45MDIKTmFtZU1lLjkwMwpOYW1lTWUuOTA0Ck5hbWVNZS45MDUKTmFtZU1lLjkwNgpOYW1lTWUuOTA3Ck5hbWVNZS45MDgKTmFtZU1lLjkwOQpOYW1lTWUuOTEwCk5hbWVNZS45MTEKTmFtZU1lLjkxMgpOYW1lTWUuOTEzCk5hbWVNZS45MTQKTmFtZU1lLjkxNQpOYW1lTWUuOTE2Ck5hbWVNZS45MTcKTmFtZU1lLjkxOApOYW1lTWUuOTE5Ck5hbWVNZS45MjAKTmFtZU1lLjkyMQpOYW1lTWUuOTIyCk5hbWVNZS45MjMKTmFtZU1lLjkyNApOYW1lTWUuOTI1Ck5hbWVNZS45MjYKTmFtZU1lLjkyNwpOYW1lTWUuOTI4Ck5hbWVNZS45MjkKTmFtZU1lLjkzMApOYW1lTWUuOTMxCk5hbWVNZS45MzIKTmFtZU1lLjkzMwpOYW1lTWUuOTM0Ck5hbWVNZS45MzUKTmFtZU1lLjkzNgpOYW1lTWUuOTM3Ck5hbWVNZS45MzgKTmFtZU1lLjkzOQpOYW1lTWUuOTQwCk5hbWVNZS45NDEKTmFtZU1lLjk0MgpOYW1lTWUuOTQzCk5hbWVNZS45NDQKTmFtZU1lLjk0NQpOYW1lTWUuOTQ2Ck5hbWVNZS45NDcKTmFtZU1lLjk0OApOYW1lTWUuOTQ5Ck5hbWVNZS45NTAKTmFtZU1lLjk1MQpOYW1lTWUuOTUyCk5hbWVNZS45NTMKTmFtZU1lLjk1NApOYW1lTWUuOTU1Ck5hbWVNZS45NTYKTmFtZU1lLjk1NwpOYW1lTWUuOTU4Ck5hbWVNZS45NTkKTmFtZU1lLjk2MApOYW1lTWUuOTYxCk5hbWVNZS45NjIKTmFtZU1lLjk2MwpOYW1lTWUuOTY0Ck5hbWVNZS45NjUKTmFtZU1lLjk2NgpOYW1lTWUuOTY3Ck5hbWVNZS45NjgKTmFtZU1lLjk2OQpOYW1lTWUuOTcwCk5hbWVNZS45NzEKTmFtZU1lLjk3MgpOYW1lTWUuOTczCk5hbWVNZS45NzQKTmFtZU1lLjk3NQpOYW1lTWUuOTc2Ck5hbWVNZS45NzcKTmFtZU1lLjk3OApOYW1lTWUuOTc5Ck5hbWVNZS45ODAKTmFtZU1lLjk4MQpOYW1lTWUuOTgyCk5hbWVNZS45ODMKTmFtZU1lLjk4NApOYW1lTWUuOTg1Ck5hbWVNZS45ODYKTmFtZU1lLjk4NwpOYW1lTWUuOTg4Ck5hbWVNZS45ODkKTmFtZU1lLjk5MApOYW1lTWUuOTkxCk5hbWVNZS45OTIKTmFtZU1lLjk5MwpOYW1lTWUuOTk0Ck5hbWVNZS45OTUKTmFtZU1lLjk5NgpOYW1lTWUuOTk3Ck5hbWVNZS45OTgKTmFtZU1lLjk5OQtOYW1lTWUuMTAwMAtOYW1lTWUuMTAwMQtOYW1lTWUuMTAwMgtOYW1lTWUuMTAwMwtOYW1lTWUuMTAwNAtOYW1lTWUuMTAwNQtOYW1lTWUuMTAwNgtOYW1lTWUuMTAwNwtOYW1lTWUuMTAwOAtOYW1lTWUuMTAwOQtOYW1lTWUuMTAxMAtOYW1lTWUuMTAxMQtOYW1lTWUuMTAxMgtOYW1lTWUuMTAxMwtOYW1lTWUuMTAxNAtOYW1lTWUuMTAxNQtOYW1lTWUuMTAxNgtOYW1lTWUuMTAxNwtOYW1lTWUuMTAxOAtOYW1lTWUuMTAxOQtOYW1lTWUuMTAyMAtOYW1lTWUuMTAyMQtOYW1lTWUuMTAyMgtOYW1lTWUuMTAyMwtOYW1lTWUuMTAyNAtOYW1lTWUuMTAyNQtOYW1lTWUuMTAyNgtOYW1lTWUuMTAyNwtOYW1lTWUuMTAyOAtOYW1lTWUuMTAyOQtOYW1lTWUuMTAzMAtOYW1lTWUuMTAzMQtOYW1lTWUuMTAzMgtOYW1lTWUuMTAzMwtOYW1lTWUuMTAzNAtOYW1lTWUuMTAzNQtOYW1lTWUuMTAzNgtOYW1lTWUuMTAzNwtOYW1lTWUuMTAzOAtOYW1lTWUuMTAzOQtOYW1lTWUuMTA0MAtOYW1lTWUuMTA0MQtOYW1lTWUuMTA0MgtOYW1lTWUuMTA0MwtOYW1lTWUuMTA0NAtOYW1lTWUuMTA0NQtOYW1lTWUuMTA0NgtOYW1lTWUuMTA0NwtOYW1lTWUuMTA0OAtOYW1lTWUuMTA0OQtOYW1lTWUuMTA1MAtOYW1lTWUuMTA1MQtOYW1lTWUuMTA1MgtOYW1lTWUuMTA1MwtOYW1lTWUuMTA1NAtOYW1lTWUuMTA1NQtOYW1lTWUuMTA1NgtOYW1lTWUuMTA1NwtOYW1lTWUuMTA1OAtOYW1lTWUuMTA1OQtOYW1lTWUuMTA2MAtOYW1lTWUuMTA2MQtOYW1lTWUuMTA2MgtOYW1lTWUuMTA2MwtOYW1lTWUuMTA2NAtOYW1lTWUuMTA2NQtOYW1lTWUuMTA2NgtOYW1lTWUuMTA2NwtOYW1lTWUuMTA2OAtOYW1lTWUuMTA2OQtOYW1lTWUuMTA3MAtOYW1lTWUuMTA3MQtOYW1lTWUuMTA3MgtOYW1lTWUuMTA3MwtOYW1lTWUuMTA3NAtOYW1lTWUuMTA3NQtOYW1lTWUuMTA3NgtOYW1lTWUuMTA3NwtOYW1lTWUuMTA3OAtOYW1lTWUuMTA3OQtOYW1lTWUuMTA4MAtOYW1lTWUuMTA4MQtOYW1lTWUuMTA4MgtOYW1lTWUuMTA4MwtOYW1lTWUuMTA4NAtOYW1lTWUuMTA4NQtOYW1lTWUuMTA4NgtOYW1lTWUuMTA4NwtOYW1lTWUuMTA4OAtOYW1lTWUuMTA4OQtOYW1lTWUuMTA5MAtOYW1lTWUuMTA5MQtOYW1lTWUuMTA5MgtOYW1lTWUuMTA5MwtOYW1lTWUuMTA5NAtOYW1lTWUuMTA5NQtOYW1lTWUuMTA5NgtOYW1lTWUuMTA5NwtOYW1lTWUuMTA5OAtOYW1lTWUuMTA5OQtOYW1lTWUuMTEwMAtOYW1lTWUuMTEwMQtOYW1lTWUuMTEwMgtOYW1lTWUuMTEwMwtOYW1lTWUuMTEwNAtOYW1lTWUuMTEwNQtOYW1lTWUuMTEwNgtOYW1lTWUuMTEwNwtOYW1lTWUuMTEwOAtOYW1lTWUuMTEwOQtOYW1lTWUuMTExMAtOYW1lTWUuMTExMQtOYW1lTWUuMTExMgtOYW1lTWUuMTExMwtOYW1lTWUuMTExNAtOYW1lTWUuMTExNQtOYW1lTWUuMTExNgtOYW1lTWUuMTExNwtOYW1lTWUuMTExOAtOYW1lTWUuMTExOQtOYW1lTWUuMTEyMAtOYW1lTWUuMTEyMQtOYW1lTWUuMTEyMgtOYW1lTWUuMTEyMwtOYW1lTWUuMTEyNAtOYW1lTWUuMTEyNQtOYW1lTWUuMTEyNgtOYW1lTWUuMTEyNwtOYW1lTWUuMTEyOAtOYW1lTWUuMTEyOQtOYW1lTWUuMTEzMAtOYW1lTWUuMTEzMQtOYW1lTWUuMTEzMgtOYW1lTWUuMTEzMwtOYW1lTWUuMTEzNAtOYW1lTWUuMTEzNQtOYW1lTWUuMTEzNgtOYW1lTWUuMTEzNwtOYW1lTWUuMTEzOAtOYW1lTWUuMTEzOQtOYW1lTWUuMTE0MAtOYW1lTWUuMTE0MQtOYW1lTWUuMTE0MgtOYW1lTWUuMTE0MwtOYW1lTWUuMTE0NAtOYW1lTWUuMTE0NQtOYW1lTWUuMTE0NgtOYW1lTWUuMTE0NwtOYW1lTWUuMTE0OAtOYW1lTWUuMTE0OQtOYW1lTWUuMTE1MAtOYW1lTWUuMTE1MQtOYW1lTWUuMTE1MgtOYW1lTWUuMTE1MwtOYW1lTWUuMTE1NAtOYW1lTWUuMTE1NQtOYW1lTWUuMTE1NgtOYW1lTWUuMTE1NwtOYW1lTWUuMTE1OAtOYW1lTWUuMTE1OQtOYW1lTWUuMTE2MAtOYW1lTWUuMTE2MQtOYW1lTWUuMTE2MgtOYW1lTWUuMTE2MwtOYW1lTWUuMTE2NAtOYW1lTWUuMTE2NQtOYW1lTWUuMTE2NgtOYW1lTWUuMTE2NwtOYW1lTWUuMTE2OAtOYW1lTWUuMTE2OQtOYW1lTWUuMTE3MAtOYW1lTWUuMTE3MQtOYW1lTWUuMTE3MgtOYW1lTWUuMTE3MwtOYW1lTWUuMTE3NAtOYW1lTWUuMTE3NQtOYW1lTWUuMTE3NgtOYW1lTWUuMTE3NwtOYW1lTWUuMTE3OAtOYW1lTWUuMTE3OQtOYW1lTWUuMTE4MAtOYW1lTWUuMTE4MQtOYW1lTWUuMTE4MgtOYW1lTWUuMTE4MwtOYW1lTWUuMTE4NAtOYW1lTWUuMTE4NQtOYW1lTWUuMTE4NgtOYW1lTWUuMTE4NwtOYW1lTWUuMTE4OAtOYW1lTWUuMTE4OQtOYW1lTWUuMTE5MAtOYW1lTWUuMTE5MQtOYW1lTWUuMTE5MgtOYW1lTWUuMTE5MwtOYW1lTWUuMTE5NAtOYW1lTWUuMTE5NQtOYW1lTWUuMTE5NgtOYW1lTWUuMTE5NwtOYW1lTWUuMTE5OAtOYW1lTWUuMTE5OQtOYW1lTWUuMTIwMAtOYW1lTWUuMTIwMQtOYW1lTWUuMTIwMgtOYW1lTWUuMTIwMwtOYW1lTWUuMTIwNAtOYW1lTWUuMTIwNQtOYW1lTWUuMTIwNgtOYW1lTWUuMTIwNwtOYW1lTWUuMTIwOAtOYW1lTWUuMTIwOQtOYW1lTWUuMTIxMAtOYW1lTWUuMTIxMQtOYW1lTWUuMTIxMgtOYW1lTWUuMTIxMwtOYW1lTWUuMTIxNAtOYW1lTWUuMTIxNQtOYW1lTWUuMTIxNgtOYW1lTWUuMTIxNwtOYW1lTWUuMTIxOAtOYW1lTWUuMTIxOQtOYW1lTWUuMTIyMAtOYW1lTWUuMTIyMQtOYW1lTWUuMTIyMgtOYW1lTWUuMTIyMwtOYW1lTWUuMTIyNAtOYW1lTWUuMTIyNQtOYW1lTWUuMTIyNgtOYW1lTWUuMTIyNwtOYW1lTWUuMTIyOAtOYW1lTWUuMTIyOQtOYW1lTWUuMTIzMAtOYW1lTWUuMTIzMQtOYW1lTWUuMTIzMgtOYW1lTWUuMTIzMwtOYW1lTWUuMTIzNAtOYW1lTWUuMTIzNQtOYW1lTWUuMTIzNgtOYW1lTWUuMTIzNwtOYW1lTWUuMTIzOAtOYW1lTWUuMTIzOQtOYW1lTWUuMTI0MAtOYW1lTWUuMTI0MQtOYW1lTWUuMTI0MgtOYW1lTWUuMTI0MwtOYW1lTWUuMTI0NAtOYW1lTWUuMTI0NQtOYW1lTWUuMTI0NgtOYW1lTWUuMTI0NwtOYW1lTWUuMTI0OAtOYW1lTWUuMTI0OQtOYW1lTWUuMTI1MAtOYW1lTWUuMTI1MQtOYW1lTWUuMTI1MgtOYW1lTWUuMTI1MwtOYW1lTWUuMTI1NAtOYW1lTWUuMTI1NQtOYW1lTWUuMTI1NgtOYW1lTWUuMTI1NwtOYW1lTWUuMTI1OAtOYW1lTWUuMTI1OQtOYW1lTWUuMTI2MAtOYW1lTWUuMTI2MQtOYW1lTWUuMTI2MgtOYW1lTWUuMTI2MwtOYW1lTWUuMTI2NAtOYW1lTWUuMTI2NQtOYW1lTWUuMTI2NgtOYW1lTWUuMTI2NwtOYW1lTWUuMTI2OAtOYW1lTWUuMTI2OQtOYW1lTWUuMTI3MAtOYW1lTWUuMTI3MQtOYW1lTWUuMTI3MgtOYW1lTWUuMTI3MwtOYW1lTWUuMTI3NAtOYW1lTWUuMTI3NQtOYW1lTWUuMTI3NgtOYW1lTWUuMTI3NwtOYW1lTWUuMTI3OAtOYW1lTWUuMTI3OQtOYW1lTWUuMTI4MAtOYW1lTWUuMTI4MQtOYW1lTWUuMTI4MgtOYW1lTWUuMTI4MwtOYW1lTWUuMTI4NAtOYW1lTWUuMTI4NQtOYW1lTWUuMTI4NgtOYW1lTWUuMTI4NwtOYW1lTWUuMTI4OAtOYW1lTWUuMTI4OQtOYW1lTWUuMTI5MAtOYW1lTWUuMTI5MQtOYW1lTWUuMTI5MgtOYW1lTWUuMTI5MwtOYW1lTWUuMTI5NAtOYW1lTWUuMTI5NQtOYW1lTWUuMTI5NgtOYW1lTWUuMTI5NwtOYW1lTWUuMTI5OAtOYW1lTWUuMTI5OQtOYW1lTWUuMTMwMAtOYW1lTWUuMTMwMQtOYW1lTWUuMTMwMgtOYW1lTWUuMTMwMwtOYW1lTWUuMTMwNAtOYW1lTWUuMTMwNQtOYW1lTWUuMTMwNgtOYW1lTWUuMTMwNwtOYW1lTWUuMTMwOAtOYW1lTWUuMTMwOQtOYW1lTWUuMTMxMAtOYW1lTWUuMTMxMQtOYW1lTWUuMTMxMgtOYW1lTWUuMTMxMwtOYW1lTWUuMTMxNAtOYW1lTWUuMTMxNQtOYW1lTWUuMTMxNgtOYW1lTWUuMTMxNwtOYW1lTWUuMTMxOAtOYW1lTWUuMTMxOQtOYW1lTWUuMTMyMAtOYW1lTWUuMTMyMQtOYW1lTWUuMTMyMgtOYW1lTWUuMTMyMwtOYW1lTWUuMTMyNAtOYW1lTWUuMTMyNQtOYW1lTWUuMTMyNgtOYW1lTWUuMTMyNwtOYW1lTWUuMTMyOAtOYW1lTWUuMTMyOQtOYW1lTWUuMTMzMAtOYW1lTWUuMTMzMQtOYW1lTWUuMTMzMgtOYW1lTWUuMTMzMwtOYW1lTWUuMTMzNAtOYW1lTWUuMTMzNQtOYW1lTWUuMTMzNgtOYW1lTWUuMTMzNwtOYW1lTWUuMTMzOAtOYW1lTWUuMTMzOQtOYW1lTWUuMTM0MAtOYW1lTWUuMTM0MQtOYW1lTWUuMTM0MgtOYW1lTWUuMTM0MwtOYW1lTWUuMTM0NAtOYW1lTWUuMTM0NQtOYW1lTWUuMTM0NgtOYW1lTWUuMTM0NwtOYW1lTWUuMTM0OAtOYW1lTWUuMTM0OQtOYW1lTWUuMTM1MAtOYW1lTWUuMTM1MQtOYW1lTWUuMTM1MgtOYW1lTWUuMTM1MwtOYW1lTWUuMTM1NAtOYW1lTWUuMTM1NQtOYW1lTWUuMTM1NgtOYW1lTWUuMTM1NwtOYW1lTWUuMTM1OAtOYW1lTWUuMTM1OQtOYW1lTWUuMTM2MAtOYW1lTWUuMTM2MQtOYW1lTWUuMTM2MgtOYW1lTWUuMTM2MwtOYW1lTWUuMTM2NAtOYW1lTWUuMTM2NQtOYW1lTWUuMTM2NgtOYW1lTWUuMTM2NwtOYW1lTWUuMTM2OAtOYW1lTWUuMTM2OQtOYW1lTWUuMTM3MAtOYW1lTWUuMTM3MQtOYW1lTWUuMTM3MgtOYW1lTWUuMTM3MwtOYW1lTWUuMTM3NAtOYW1lTWUuMTM3NQtOYW1lTWUuMTM3NgtOYW1lTWUuMTM3NwtOYW1lTWUuMTM3OAtOYW1lTWUuMTM3OQtOYW1lTWUuMTM4MAtOYW1lTWUuMTM4MQtOYW1lTWUuMTM4MgtOYW1lTWUuMTM4MwtOYW1lTWUuMTM4NAtOYW1lTWUuMTM4NQtOYW1lTWUuMTM4NgtOYW1lTWUuMTM4NwtOYW1lTWUuMTM4OAtOYW1lTWUuMTM4OQtOYW1lTWUuMTM5MAtOYW1lTWUuMTM5MQtOYW1lTWUuMTM5MgtOYW1lTWUuMTM5MwtOYW1lTWUuMTM5NAtOYW1lTWUuMTM5NQtOYW1lTWUuMTM5NgtOYW1lTWUuMTM5NwtOYW1lTWUuMTM5OAtOYW1lTWUuMTM5OQtOYW1lTWUuMTQwMAtOYW1lTWUuMTQwMQtOYW1lTWUuMTQwMgtOYW1lTWUuMTQwMwtOYW1lTWUuMTQwNAtOYW1lTWUuMTQwNQtOYW1lTWUuMTQwNgtOYW1lTWUuMTQwNwtOYW1lTWUuMTQwOAtOYW1lTWUuMTQwOQtOYW1lTWUuMTQxMAtOYW1lTWUuMTQxMQtOYW1lTWUuMTQxMgtOYW1lTWUuMTQxMwtOYW1lTWUuMTQxNAtOYW1lTWUuMTQxNQtOYW1lTWUuMTQxNgtOYW1lTWUuMTQxNwtOYW1lTWUuMTQxOAtOYW1lTWUuMTQxOQtOYW1lTWUuMTQyMAtOYW1lTWUuMTQyMQtOYW1lTWUuMTQyMgtOYW1lTWUuMTQyMwtOYW1lTWUuMTQyNAtOYW1lTWUuMTQyNQtOYW1lTWUuMTQyNgtOYW1lTWUuMTQyNwtOYW1lTWUuMTQyOAtOYW1lTWUuMTQyOQtOYW1lTWUuMTQzMAtOYW1lTWUuMTQzMQtOYW1lTWUuMTQzMgtOYW1lTWUuMTQzMwtOYW1lTWUuMTQzNAtOYW1lTWUuMTQzNQtOYW1lTWUuMTQzNgtOYW1lTWUuMTQzNwtOYW1lTWUuMTQzOAtOYW1lTWUuMTQzOQtOYW1lTWUuMTQ0MAtOYW1lTWUuMTQ0MQtOYW1lTWUuMTQ0MgtOYW1lTWUuMTQ0MwtOYW1lTWUuMTQ0NAtOYW1lTWUuMTQ0NQtOYW1lTWUuMTQ0NgtOYW1lTWUuMTQ0NwtOYW1lTWUuMTQ0OAtOYW1lTWUuMTQ0OQtOYW1lTWUuMTQ1MAtOYW1lTWUuMTQ1MQtOYW1lTWUuMTQ1MgtOYW1lTWUuMTQ1MwtOYW1lTWUuMTQ1NAtOYW1lTWUuMTQ1NQtOYW1lTWUuMTQ1NgtOYW1lTWUuMTQ1NwtOYW1lTWUuMTQ1OAtOYW1lTWUuMTQ1OQtOYW1lTWUuMTQ2MAtOYW1lTWUuMTQ2MQtOYW1lTWUuMTQ2MgtOYW1lTWUuMTQ2MwtOYW1lTWUuMTQ2NAtOYW1lTWUuMTQ2NQtOYW1lTWUuMTQ2NgtOYW1lTWUuMTQ2NwtOYW1lTWUuMTQ2OAtOYW1lTWUuMTQ2OQtOYW1lTWUuMTQ3MAtOYW1lTWUuMTQ3MQtOYW1lTWUuMTQ3MgtOYW1lTWUuMTQ3MwtOYW1lTWUuMTQ3NAtOYW1lTWUuMTQ3NQtOYW1lTWUuMTQ3NgtOYW1lTWUuMTQ3NwtOYW1lTWUuMTQ3OAtOYW1lTWUuMTQ3OQtOYW1lTWUuMTQ4MAtOYW1lTWUuMTQ4MQtOYW1lTWUuMTQ4MgtOYW1lTWUuMTQ4MwtOYW1lTWUuMTQ4NAtOYW1lTWUuMTQ4NQtOYW1lTWUuMTQ4NgtOYW1lTWUuMTQ4NwtOYW1lTWUuMTQ4OAtOYW1lTWUuMTQ4OQtOYW1lTWUuMTQ5MAtOYW1lTWUuMTQ5MQtOYW1lTWUuMTQ5MgtOYW1lTWUuMTQ5MwtOYW1lTWUuMTQ5NAtOYW1lTWUuMTQ5NQtOYW1lTWUuMTQ5NgtOYW1lTWUuMTQ5NwtOYW1lTWUuMTQ5OAtOYW1lTWUuMTQ5OQtOYW1lTWUuMTUwMAtOYW1lTWUuMTUwMQtOYW1lTWUuMTUwMgtOYW1lTWUuMTUwMwtOYW1lTWUuMTUwNAtOYW1lTWUuMTUwNQtOYW1lTWUuMTUwNgtOYW1lTWUuMTUwNwtOYW1lTWUuMTUwOAtOYW1lTWUuMTUwOQtOYW1lTWUuMTUxMAtOYW1lTWUuMTUxMQtOYW1lTWUuMTUxMgtOYW1lTWUuMTUxMwtOYW1lTWUuMTUxNAtOYW1lTWUuMTUxNQtOYW1lTWUuMTUxNgtOYW1lTWUuMTUxNwtOYW1lTWUuMTUxOAtOYW1lTWUuMTUxOQtOYW1lTWUuMTUyMAtOYW1lTWUuMTUyMQtOYW1lTWUuMTUyMgtOYW1lTWUuMTUyMwtOYW1lTWUuMTUyNAtOYW1lTWUuMTUyNQtOYW1lTWUuMTUyNgtOYW1lTWUuMTUyNwtOYW1lTWUuMTUyOAtOYW1lTWUuMTUyOQtOYW1lTWUuMTUzMAtOYW1lTWUuMTUzMQtOYW1lTWUuMTUzMgtOYW1lTWUuMTUzMwtOYW1lTWUuMTUzNAtOYW1lTWUuMTUzNQtOYW1lTWUuMTUzNgtOYW1lTWUuMTUzNwtOYW1lTWUuMTUzOAtOYW1lTWUuMTUzOQtOYW1lTWUuMTU0MAtOYW1lTWUuMTU0MQtOYW1lTWUuMTU0MgtOYW1lTWUuMTU0MwtOYW1lTWUuMTU0NAtOYW1lTWUuMTU0NQtOYW1lTWUuMTU0NgtOYW1lTWUuMTU0NwtOYW1lTWUuMTU0OAtOYW1lTWUuMTU0OQtOYW1lTWUuMTU1MAtOYW1lTWUuMTU1MQtOYW1lTWUuMTU1MgtOYW1lTWUuMTU1MwtOYW1lTWUuMTU1NAtOYW1lTWUuMTU1NQtOYW1lTWUuMTU1NgtOYW1lTWUuMTU1NwtOYW1lTWUuMTU1OAtOYW1lTWUuMTU1OQtOYW1lTWUuMTU2MAtOYW1lTWUuMTU2MQtOYW1lTWUuMTU2MgtOYW1lTWUuMTU2MwtOYW1lTWUuMTU2NAtOYW1lTWUuMTU2NQtOYW1lTWUuMTU2NgtOYW1lTWUuMTU2NwtOYW1lTWUuMTU2OAtOYW1lTWUuMTU2OQtOYW1lTWUuMTU3MAtOYW1lTWUuMTU3MQtOYW1lTWUuMTU3MgtOYW1lTWUuMTU3MwtOYW1lTWUuMTU3NAtOYW1lTWUuMTU3NQtOYW1lTWUuMTU3NgtOYW1lTWUuMTU3NwtOYW1lTWUuMTU3OAtOYW1lTWUuMTU3OQtOYW1lTWUuMTU4MAtOYW1lTWUuMTU4MQtOYW1lTWUuMTU4MgtOYW1lTWUuMTU4MwtOYW1lTWUuMTU4NAtOYW1lTWUuMTU4NQtOYW1lTWUuMTU4NgtOYW1lTWUuMTU4NwtOYW1lTWUuMTU4OAtOYW1lTWUuMTU4OQtOYW1lTWUuMTU5MAtOYW1lTWUuMTU5MQtOYW1lTWUuMTU5MgtOYW1lTWUuMTU5MwtOYW1lTWUuMTU5NAtOYW1lTWUuMTU5NQtOYW1lTWUuMTU5NgtOYW1lTWUuMTU5NwtOYW1lTWUuMTU5OAtOYW1lTWUuMTU5OQtOYW1lTWUuMTYwMAtOYW1lTWUuMTYwMQtOYW1lTWUuMTYwMgtOYW1lTWUuMTYwMwtOYW1lTWUuMTYwNAtOYW1lTWUuMTYwNQtOYW1lTWUuMTYwNgtOYW1lTWUuMTYwNwtOYW1lTWUuMTYwOAtOYW1lTWUuMTYwOQtOYW1lTWUuMTYxMAtOYW1lTWUuMTYxMQtOYW1lTWUuMTYxMgtOYW1lTWUuMTYxMwtOYW1lTWUuMTYxNAtOYW1lTWUuMTYxNQtOYW1lTWUuMTYxNgtOYW1lTWUuMTYxNwtOYW1lTWUuMTYxOAtOYW1lTWUuMTYxOQtOYW1lTWUuMTYyMAtOYW1lTWUuMTYyMQtOYW1lTWUuMTYyMgtOYW1lTWUuMTYyMwtOYW1lTWUuMTYyNAtOYW1lTWUuMTYyNQtOYW1lTWUuMTYyNgtOYW1lTWUuMTYyNwtOYW1lTWUuMTYyOAtOYW1lTWUuMTYyOQtOYW1lTWUuMTYzMAtOYW1lTWUuMTYzMQtOYW1lTWUuMTYzMgtOYW1lTWUuMTYzMwtOYW1lTWUuMTYzNAtOYW1lTWUuMTYzNQtOYW1lTWUuMTYzNgtOYW1lTWUuMTYzNwtOYW1lTWUuMTYzOAtOYW1lTWUuMTYzOQtOYW1lTWUuMTY0MAtOYW1lTWUuMTY0MQtOYW1lTWUuMTY0MgtOYW1lTWUuMTY0MwtOYW1lTWUuMTY0NAtOYW1lTWUuMTY0NQtOYW1lTWUuMTY0NgtOYW1lTWUuMTY0NwtOYW1lTWUuMTY0OAtOYW1lTWUuMTY0OQtOYW1lTWUuMTY1MAtOYW1lTWUuMTY1MQtOYW1lTWUuMTY1MgtOYW1lTWUuMTY1MwtOYW1lTWUuMTY1NAtOYW1lTWUuMTY1NQtOYW1lTWUuMTY1NgtOYW1lTWUuMTY1NwtOYW1lTWUuMTY1OAtOYW1lTWUuMTY1OQtOYW1lTWUuMTY2MAtOYW1lTWUuMTY2MQtOYW1lTWUuMTY2MgtOYW1lTWUuMTY2MwtOYW1lTWUuMTY2NAtOYW1lTWUuMTY2NQtOYW1lTWUuMTY2NgtOYW1lTWUuMTY2NwtOYW1lTWUuMTY2OAtOYW1lTWUuMTY2OQtOYW1lTWUuMTY3MAtOYW1lTWUuMTY3MQtOYW1lTWUuMTY3MgtOYW1lTWUuMTY3MwtOYW1lTWUuMTY3NAtOYW1lTWUuMTY3NQtOYW1lTWUuMTY3NgtOYW1lTWUuMTY3NwtOYW1lTWUuMTY3OAtOYW1lTWUuMTY3OQtOYW1lTWUuMTY4MAtOYW1lTWUuMTY4MQtOYW1lTWUuMTY4MgtOYW1lTWUuMTY4MwtOYW1lTWUuMTY4NAtOYW1lTWUuMTY4NQtOYW1lTWUuMTY4NgtOYW1lTWUuMTY4NwtOYW1lTWUuMTY4OAtOYW1lTWUuMTY4OQtOYW1lTWUuMTY5MAtOYW1lTWUuMTY5MQtOYW1lTWUuMTY5MgtOYW1lTWUuMTY5MwtOYW1lTWUuMTY5NAtOYW1lTWUuMTY5NQtOYW1lTWUuMTY5NgtOYW1lTWUuMTY5NwtOYW1lTWUuMTY5OAtOYW1lTWUuMTY5OQtOYW1lTWUuMTcwMAtOYW1lTWUuMTcwMQtOYW1lTWUuMTcwMgtOYW1lTWUuMTcwMwtOYW1lTWUuMTcwNAtOYW1lTWUuMTcwNQtOYW1lTWUuMTcwNgtOYW1lTWUuMTcwNwtOYW1lTWUuMTcwOAtOYW1lTWUuMTcwOQtOYW1lTWUuMTcxMAtOYW1lTWUuMTcxMQtOYW1lTWUuMTcxMgtOYW1lTWUuMTcxMwtOYW1lTWUuMTcxNAtOYW1lTWUuMTcxNQtOYW1lTWUuMTcxNgtOYW1lTWUuMTcxNwtOYW1lTWUuMTcxOAtOYW1lTWUuMTcxOQtOYW1lTWUuMTcyMAtOYW1lTWUuMTcyMQtOYW1lTWUuMTcyMgtOYW1lTWUuMTcyMwtOYW1lTWUuMTcyNAtOYW1lTWUuMTcyNQtOYW1lTWUuMTcyNgtOYW1lTWUuMTcyNwtOYW1lTWUuMTcyOAtOYW1lTWUuMTcyOQtOYW1lTWUuMTczMAtOYW1lTWUuMTczMQtOYW1lTWUuMTczMgtOYW1lTWUuMTczMwtOYW1lTWUuMTczNAtOYW1lTWUuMTczNQtOYW1lTWUuMTczNgtOYW1lTWUuMTczNwtOYW1lTWUuMTczOAtOYW1lTWUuMTczOQtOYW1lTWUuMTc0MAtOYW1lTWUuMTc0MQtOYW1lTWUuMTc0MgtOYW1lTWUuMTc0MwtOYW1lTWUuMTc0NAtOYW1lTWUuMTc0NQtOYW1lTWUuMTc0NgtOYW1lTWUuMTc0NwtOYW1lTWUuMTc0OAtOYW1lTWUuMTc0OQtOYW1lTWUuMTc1MAtOYW1lTWUuMTc1MQtOYW1lTWUuMTc1MgtOYW1lTWUuMTc1MwtOYW1lTWUuMTc1NAtOYW1lTWUuMTc1NQtOYW1lTWUuMTc1NgtOYW1lTWUuMTc1NwtOYW1lTWUuMTc1OAtOYW1lTWUuMTc1OQtOYW1lTWUuMTc2MAtOYW1lTWUuMTc2MQtOYW1lTWUuMTc2MgtOYW1lTWUuMTc2MwtOYW1lTWUuMTc2NAtOYW1lTWUuMTc2NQtOYW1lTWUuMTc2NgtOYW1lTWUuMTc2NwtOYW1lTWUuMTc2OAtOYW1lTWUuMTc2OQtOYW1lTWUuMTc3MAtOYW1lTWUuMTc3MQtOYW1lTWUuMTc3MgtOYW1lTWUuMTc3MwtOYW1lTWUuMTc3NAtOYW1lTWUuMTc3NQtOYW1lTWUuMTc3NgtOYW1lTWUuMTc3NwtOYW1lTWUuMTc3OAtOYW1lTWUuMTc3OQtOYW1lTWUuMTc4MAtOYW1lTWUuMTc4MQtOYW1lTWUuMTc4MgtOYW1lTWUuMTc4MwtOYW1lTWUuMTc4NAtOYW1lTWUuMTc4NQtOYW1lTWUuMTc4NgtOYW1lTWUuMTc4NwtOYW1lTWUuMTc4OAtOYW1lTWUuMTc4OQtOYW1lTWUuMTc5MAtOYW1lTWUuMTc5MQtOYW1lTWUuMTc5MgtOYW1lTWUuMTc5MwtOYW1lTWUuMTc5NAtOYW1lTWUuMTc5NQtOYW1lTWUuMTc5NgtOYW1lTWUuMTc5NwtOYW1lTWUuMTc5OAtOYW1lTWUuMTc5OQtOYW1lTWUuMTgwMAtOYW1lTWUuMTgwMQtOYW1lTWUuMTgwMgtOYW1lTWUuMTgwMwtOYW1lTWUuMTgwNAtOYW1lTWUuMTgwNQtOYW1lTWUuMTgwNgtOYW1lTWUuMTgwNwtOYW1lTWUuMTgwOAtOYW1lTWUuMTgwOQtOYW1lTWUuMTgxMAtOYW1lTWUuMTgxMQtOYW1lTWUuMTgxMgtOYW1lTWUuMTgxMwtOYW1lTWUuMTgxNAtOYW1lTWUuMTgxNQtOYW1lTWUuMTgxNgtOYW1lTWUuMTgxNwtOYW1lTWUuMTgxOAtOYW1lTWUuMTgxOQtOYW1lTWUuMTgyMAtOYW1lTWUuMTgyMQtOYW1lTWUuMTgyMgtOYW1lTWUuMTgyMwtOYW1lTWUuMTgyNAtOYW1lTWUuMTgyNQtOYW1lTWUuMTgyNgtOYW1lTWUuMTgyNwtOYW1lTWUuMTgyOAtOYW1lTWUuMTgyOQtOYW1lTWUuMTgzMAtOYW1lTWUuMTgzMQtOYW1lTWUuMTgzMgtOYW1lTWUuMTgzMwtOYW1lTWUuMTgzNAtOYW1lTWUuMTgzNQtOYW1lTWUuMTgzNgtOYW1lTWUuMTgzNwtOYW1lTWUuMTgzOAtOYW1lTWUuMTgzOQtOYW1lTWUuMTg0MAtOYW1lTWUuMTg0MQtOYW1lTWUuMTg0MgtOYW1lTWUuMTg0MwtOYW1lTWUuMTg0NAtOYW1lTWUuMTg0NQtOYW1lTWUuMTg0NgtOYW1lTWUuMTg0NwtOYW1lTWUuMTg0OAtOYW1lTWUuMTg0OQtOYW1lTWUuMTg1MAtOYW1lTWUuMTg1MQtOYW1lTWUuMTg1MgtOYW1lTWUuMTg1MwtOYW1lTWUuMTg1NAtOYW1lTWUuMTg1NQtOYW1lTWUuMTg1NgtOYW1lTWUuMTg1NwtOYW1lTWUuMTg1OAtOYW1lTWUuMTg1OQtOYW1lTWUuMTg2MAtOYW1lTWUuMTg2MQtOYW1lTWUuMTg2MgtOYW1lTWUuMTg2MwtOYW1lTWUuMTg2NAtOYW1lTWUuMTg2NQtOYW1lTWUuMTg2NgtOYW1lTWUuMTg2NwtOYW1lTWUuMTg2OAtOYW1lTWUuMTg2OQtOYW1lTWUuMTg3MAtOYW1lTWUuMTg3MQtOYW1lTWUuMTg3MgtOYW1lTWUuMTg3MwtOYW1lTWUuMTg3NAtOYW1lTWUuMTg3NQtOYW1lTWUuMTg3NgtOYW1lTWUuMTg3NwtOYW1lTWUuMTg3OAtOYW1lTWUuMTg3OQtOYW1lTWUuMTg4MAtOYW1lTWUuMTg4MQtOYW1lTWUuMTg4MgtOYW1lTWUuMTg4MwtOYW1lTWUuMTg4NAtOYW1lTWUuMTg4NQtOYW1lTWUuMTg4NgtOYW1lTWUuMTg4NwtOYW1lTWUuMTg4OAtOYW1lTWUuMTg4OQtOYW1lTWUuMTg5MAtOYW1lTWUuMTg5MQtOYW1lTWUuMTg5MgtOYW1lTWUuMTg5MwtOYW1lTWUuMTg5NAtOYW1lTWUuMTg5NQtOYW1lTWUuMTg5NgtOYW1lTWUuMTg5NwtOYW1lTWUuMTg5OAtOYW1lTWUuMTg5OQtOYW1lTWUuMTkwMAtOYW1lTWUuMTkwMQtOYW1lTWUuMTkwMgtOYW1lTWUuMTkwMwtOYW1lTWUuMTkwNAtOYW1lTWUuMTkwNQtOYW1lTWUuMTkwNgtOYW1lTWUuMTkwNwtOYW1lTWUuMTkwOAtOYW1lTWUuMTkwOQtOYW1lTWUuMTkxMAtOYW1lTWUuMTkxMQtOYW1lTWUuMTkxMgtOYW1lTWUuMTkxMwtOYW1lTWUuMTkxNAtOYW1lTWUuMTkxNQtOYW1lTWUuMTkxNgtOYW1lTWUuMTkxNwtOYW1lTWUuMTkxOAtOYW1lTWUuMTkxOQtOYW1lTWUuMTkyMAtOYW1lTWUuMTkyMQtOYW1lTWUuMTkyMgtOYW1lTWUuMTkyMwtOYW1lTWUuMTkyNAtOYW1lTWUuMTkyNQtOYW1lTWUuMTkyNgtOYW1lTWUuMTkyNwtOYW1lTWUuMTkyOAtOYW1lTWUuMTkyOQtOYW1lTWUuMTkzMAtOYW1lTWUuMTkzMQtOYW1lTWUuMTkzMgtOYW1lTWUuMTkzMwtOYW1lTWUuMTkzNAtOYW1lTWUuMTkzNQtOYW1lTWUuMTkzNgtOYW1lTWUuMTkzNwtOYW1lTWUuMTkzOAtOYW1lTWUuMTkzOQtOYW1lTWUuMTk0MAtOYW1lTWUuMTk0MQtOYW1lTWUuMTk0MgtOYW1lTWUuMTk0MwtOYW1lTWUuMTk0NAtOYW1lTWUuMTk0NQtOYW1lTWUuMTk0NgtOYW1lTWUuMTk0NwtOYW1lTWUuMTk0OAtOYW1lTWUuMTk0OQtOYW1lTWUuMTk1MAtOYW1lTWUuMTk1MQtOYW1lTWUuMTk1MgtOYW1lTWUuMTk1MwtOYW1lTWUuMTk1NAtOYW1lTWUuMTk1NQtOYW1lTWUuMTk1NgtOYW1lTWUuMTk1NwtOYW1lTWUuMTk1OAtOYW1lTWUuMTk1OQtOYW1lTWUuMTk2MAtOYW1lTWUuMTk2MQtOYW1lTWUuMTk2MgtOYW1lTWUuMTk2MwtOYW1lTWUuMTk2NAtOYW1lTWUuMTk2NQtOYW1lTWUuMTk2NgtOYW1lTWUuMTk2NwtOYW1lTWUuMTk2OAtOYW1lTWUuMTk2OQtOYW1lTWUuMTk3MAtOYW1lTWUuMTk3MQtOYW1lTWUuMTk3MgtOYW1lTWUuMTk3MwtOYW1lTWUuMTk3NAtOYW1lTWUuMTk3NQtOYW1lTWUuMTk3NgtOYW1lTWUuMTk3NwtOYW1lTWUuMTk3OAtOYW1lTWUuMTk3OQtOYW1lTWUuMTk4MAtOYW1lTWUuMTk4MQtOYW1lTWUuMTk4MgtOYW1lTWUuMTk4MwtOYW1lTWUuMTk4NAtOYW1lTWUuMTk4NQtOYW1lTWUuMTk4NgtOYW1lTWUuMTk4NwtOYW1lTWUuMTk4OAtOYW1lTWUuMTk4OQtOYW1lTWUuMTk5MAtOYW1lTWUuMTk5MQtOYW1lTWUuMTk5MgtOYW1lTWUuMTk5MwtOYW1lTWUuMTk5NAtOYW1lTWUuMTk5NQtOYW1lTWUuMTk5NgtOYW1lTWUuMTk5NwtOYW1lTWUuMTk5OAtOYW1lTWUuMTk5OQtOYW1lTWUuMjAwMAtOYW1lTWUuMjAwMQtOYW1lTWUuMjAwMgtOYW1lTWUuMjAwMwtOYW1lTWUuMjAwNAtOYW1lTWUuMjAwNQtOYW1lTWUuMjAwNgtOYW1lTWUuMjAwNwtOYW1lTWUuMjAwOAtOYW1lTWUuMjAwOQtOYW1lTWUuMjAxMAtOYW1lTWUuMjAxMQtOYW1lTWUuMjAxMgtOYW1lTWUuMjAxMwtOYW1lTWUuMjAxNAtOYW1lTWUuMjAxNQtOYW1lTWUuMjAxNgtOYW1lTWUuMjAxNwtOYW1lTWUuMjAxOAtOYW1lTWUuMjAxOQtOYW1lTWUuMjAyMAtOYW1lTWUuMjAyMQtOYW1lTWUuMjAyMgtOYW1lTWUuMjAyMwtOYW1lTWUuMjAyNAtOYW1lTWUuMjAyNQtOYW1lTWUuMjAyNgtOYW1lTWUuMjAyNwtOYW1lTWUuMjAyOAtOYW1lTWUuMjAyOQtOYW1lTWUuMjAzMAtOYW1lTWUuMjAzMQtOYW1lTWUuMjAzMgtOYW1lTWUuMjAzMwtOYW1lTWUuMjAzNAtOYW1lTWUuMjAzNQtOYW1lTWUuMjAzNgtOYW1lTWUuMjAzNwtOYW1lTWUuMjAzOAtOYW1lTWUuMjAzOQtOYW1lTWUuMjA0MAtOYW1lTWUuMjA0MQtOYW1lTWUuMjA0MgtOYW1lTWUuMjA0MwtOYW1lTWUuMjA0NAtOYW1lTWUuMjA0NQtOYW1lTWUuMjA0NgtOYW1lTWUuMjA0NwtOYW1lTWUuMjA0OAtOYW1lTWUuMjA0OQtOYW1lTWUuMjA1MAtOYW1lTWUuMjA1MQtOYW1lTWUuMjA1MgtOYW1lTWUuMjA1MwtOYW1lTWUuMjA1NAtOYW1lTWUuMjA1NQtOYW1lTWUuMjA1NgtOYW1lTWUuMjA1NwtOYW1lTWUuMjA1OAtOYW1lTWUuMjA1OQtOYW1lTWUuMjA2MAtOYW1lTWUuMjA2MQtOYW1lTWUuMjA2MgtOYW1lTWUuMjA2MwtOYW1lTWUuMjA2NAtOYW1lTWUuMjA2NQtOYW1lTWUuMjA2NgtOYW1lTWUuMjA2NwtOYW1lTWUuMjA2OAtOYW1lTWUuMjA2OQtOYW1lTWUuMjA3MAtOYW1lTWUuMjA3MQtOYW1lTWUuMjA3MgtOYW1lTWUuMjA3MwtOYW1lTWUuMjA3NAtOYW1lTWUuMjA3NQtOYW1lTWUuMjA3NgtOYW1lTWUuMjA3NwtOYW1lTWUuMjA3OAtOYW1lTWUuMjA3OQtOYW1lTWUuMjA4MAtOYW1lTWUuMjA4MQtOYW1lTWUuMjA4MgtOYW1lTWUuMjA4MwtOYW1lTWUuMjA4NAtOYW1lTWUuMjA4NQtOYW1lTWUuMjA4NgtOYW1lTWUuMjA4NwtOYW1lTWUuMjA4OAtOYW1lTWUuMjA4OQtOYW1lTWUuMjA5MAtOYW1lTWUuMjA5MQtOYW1lTWUuMjA5MgtOYW1lTWUuMjA5MwtOYW1lTWUuMjA5NAtOYW1lTWUuMjA5NQtOYW1lTWUuMjA5NgtOYW1lTWUuMjA5NwtOYW1lTWUuMjA5OAtOYW1lTWUuMjA5OQtOYW1lTWUuMjEwMAtOYW1lTWUuMjEwMQtOYW1lTWUuMjEwMgtOYW1lTWUuMjEwMwtOYW1lTWUuMjEwNAtOYW1lTWUuMjEwNQtOYW1lTWUuMjEwNgtOYW1lTWUuMjEwNwtOYW1lTWUuMjEwOAtOYW1lTWUuMjEwOQtOYW1lTWUuMjExMAtOYW1lTWUuMjExMQtOYW1lTWUuMjExMgtOYW1lTWUuMjExMwtOYW1lTWUuMjExNAtOYW1lTWUuMjExNQtOYW1lTWUuMjExNgtOYW1lTWUuMjExNwtOYW1lTWUuMjExOAtOYW1lTWUuMjExOQtOYW1lTWUuMjEyMAtOYW1lTWUuMjEyMQtOYW1lTWUuMjEyMgtOYW1lTWUuMjEyMwtOYW1lTWUuMjEyNAtOYW1lTWUuMjEyNQtOYW1lTWUuMjEyNgtOYW1lTWUuMjEyNwtOYW1lTWUuMjEyOAtOYW1lTWUuMjEyOQtOYW1lTWUuMjEzMAtOYW1lTWUuMjEzMQtOYW1lTWUuMjEzMgtOYW1lTWUuMjEzMwtOYW1lTWUuMjEzNAtOYW1lTWUuMjEzNQtOYW1lTWUuMjEzNgtOYW1lTWUuMjEzNwtOYW1lTWUuMjEzOAtOYW1lTWUuMjEzOQtOYW1lTWUuMjE0MAtOYW1lTWUuMjE0MQtOYW1lTWUuMjE0MgtOYW1lTWUuMjE0MwtOYW1lTWUuMjE0NAtOYW1lTWUuMjE0NQtOYW1lTWUuMjE0NgtOYW1lTWUuMjE0NwtOYW1lTWUuMjE0OAtOYW1lTWUuMjE0OQtOYW1lTWUuMjE1MAtOYW1lTWUuMjE1MQtOYW1lTWUuMjE1MgtOYW1lTWUuMjE1MwtOYW1lTWUuMjE1NAtOYW1lTWUuMjE1NQtOYW1lTWUuMjE1NgtOYW1lTWUuMjE1NwtOYW1lTWUuMjE1OAtOYW1lTWUuMjE1OQtOYW1lTWUuMjE2MAtOYW1lTWUuMjE2MQtOYW1lTWUuMjE2MgtOYW1lTWUuMjE2MwtOYW1lTWUuMjE2NAtOYW1lTWUuMjE2NQtOYW1lTWUuMjE2NgtOYW1lTWUuMjE2NwtOYW1lTWUuMjE2OAtOYW1lTWUuMjE2OQtOYW1lTWUuMjE3MAtOYW1lTWUuMjE3MQtOYW1lTWUuMjE3MgtOYW1lTWUuMjE3MwtOYW1lTWUuMjE3NAtOYW1lTWUuMjE3NQtOYW1lTWUuMjE3NgtOYW1lTWUuMjE3NwtOYW1lTWUuMjE3OAtOYW1lTWUuMjE3OQtOYW1lTWUuMjE4MAtOYW1lTWUuMjE4MQtOYW1lTWUuMjE4MgtOYW1lTWUuMjE4MwtOYW1lTWUuMjE4NAtOYW1lTWUuMjE4NQtOYW1lTWUuMjE4NgtOYW1lTWUuMjE4NwtOYW1lTWUuMjE4OAtOYW1lTWUuMjE4OQtOYW1lTWUuMjE5MAtOYW1lTWUuMjE5MQtOYW1lTWUuMjE5MgtOYW1lTWUuMjE5MwtOYW1lTWUuMjE5NAtOYW1lTWUuMjE5NQtOYW1lTWUuMjE5NgtOYW1lTWUuMjE5NwtOYW1lTWUuMjE5OAtOYW1lTWUuMjE5OQtOYW1lTWUuMjIwMAtOYW1lTWUuMjIwMQtOYW1lTWUuMjIwMgtOYW1lTWUuMjIwMwtOYW1lTWUuMjIwNAtOYW1lTWUuMjIwNQtOYW1lTWUuMjIwNgtOYW1lTWUuMjIwNwtOYW1lTWUuMjIwOAtOYW1lTWUuMjIwOQtOYW1lTWUuMjIxMAtOYW1lTWUuMjIxMQtOYW1lTWUuMjIxMgtOYW1lTWUuMjIxMwtOYW1lTWUuMjIxNAtOYW1lTWUuMjIxNQtOYW1lTWUuMjIxNgtOYW1lTWUuMjIxNwtOYW1lTWUuMjIxOAtOYW1lTWUuMjIxOQtOYW1lTWUuMjIyMAtOYW1lTWUuMjIyMQtOYW1lTWUuMjIyMgtOYW1lTWUuMjIyMwtOYW1lTWUuMjIyNAtOYW1lTWUuMjIyNQtOYW1lTWUuMjIyNgtOYW1lTWUuMjIyNwtOYW1lTWUuMjIyOAtOYW1lTWUuMjIyOQtOYW1lTWUuMjIzMAtOYW1lTWUuMjIzMQtOYW1lTWUuMjIzMgtOYW1lTWUuMjIzMwtOYW1lTWUuMjIzNAtOYW1lTWUuMjIzNQtOYW1lTWUuMjIzNgtOYW1lTWUuMjIzNwtOYW1lTWUuMjIzOAtOYW1lTWUuMjIzOQtOYW1lTWUuMjI0MAtOYW1lTWUuMjI0MQtOYW1lTWUuMjI0MgtOYW1lTWUuMjI0MwtOYW1lTWUuMjI0NAtOYW1lTWUuMjI0NQtOYW1lTWUuMjI0NgtOYW1lTWUuMjI0NwtOYW1lTWUuMjI0OAtOYW1lTWUuMjI0OQtOYW1lTWUuMjI1MAtOYW1lTWUuMjI1MQtOYW1lTWUuMjI1MgtOYW1lTWUuMjI1MwtOYW1lTWUuMjI1NAtOYW1lTWUuMjI1NQtOYW1lTWUuMjI1NgtOYW1lTWUuMjI1NwtOYW1lTWUuMjI1OAtOYW1lTWUuMjI1OQtOYW1lTWUuMjI2MAtOYW1lTWUuMjI2MQtOYW1lTWUuMjI2MgtOYW1lTWUuMjI2MwtOYW1lTWUuMjI2NAtOYW1lTWUuMjI2NQtOYW1lTWUuMjI2NgtOYW1lTWUuMjI2NwtOYW1lTWUuMjI2OAtOYW1lTWUuMjI2OQtOYW1lTWUuMjI3MAtOYW1lTWUuMjI3MQtOYW1lTWUuMjI3MgtOYW1lTWUuMjI3MwtOYW1lTWUuMjI3NAtOYW1lTWUuMjI3NQtOYW1lTWUuMjI3NgtOYW1lTWUuMjI3NwtOYW1lTWUuMjI3OAtOYW1lTWUuMjI3OQtOYW1lTWUuMjI4MAtOYW1lTWUuMjI4MQtOYW1lTWUuMjI4MgtOYW1lTWUuMjI4MwtOYW1lTWUuMjI4NAtOYW1lTWUuMjI4NQtOYW1lTWUuMjI4NgtOYW1lTWUuMjI4NwtOYW1lTWUuMjI4OAtOYW1lTWUuMjI4OQtOYW1lTWUuMjI5MAtOYW1lTWUuMjI5MQtOYW1lTWUuMjI5MgtOYW1lTWUuMjI5MwtOYW1lTWUuMjI5NAtOYW1lTWUuMjI5NQtOYW1lTWUuMjI5NgtOYW1lTWUuMjI5NwtOYW1lTWUuMjI5OAtOYW1lTWUuMjI5OQtOYW1lTWUuMjMwMAtOYW1lTWUuMjMwMQtOYW1lTWUuMjMwMgtOYW1lTWUuMjMwMwtOYW1lTWUuMjMwNAtOYW1lTWUuMjMwNQtOYW1lTWUuMjMwNgtOYW1lTWUuMjMwNwtOYW1lTWUuMjMwOAtOYW1lTWUuMjMwOQtOYW1lTWUuMjMxMAtOYW1lTWUuMjMxMQtOYW1lTWUuMjMxMgtOYW1lTWUuMjMxMwtOYW1lTWUuMjMxNAtOYW1lTWUuMjMxNQtOYW1lTWUuMjMxNgtOYW1lTWUuMjMxNwtOYW1lTWUuMjMxOAtOYW1lTWUuMjMxOQtOYW1lTWUuMjMyMAtOYW1lTWUuMjMyMQtOYW1lTWUuMjMyMgtOYW1lTWUuMjMyMwtOYW1lTWUuMjMyNAtOYW1lTWUuMjMyNQtOYW1lTWUuMjMyNgtOYW1lTWUuMjMyNwtOYW1lTWUuMjMyOAtOYW1lTWUuMjMyOQtOYW1lTWUuMjMzMAtOYW1lTWUuMjMzMQtOYW1lTWUuMjMzMgtOYW1lTWUuMjMzMwtOYW1lTWUuMjMzNAtOYW1lTWUuMjMzNQtOYW1lTWUuMjMzNgtOYW1lTWUuMjMzNwtOYW1lTWUuMjMzOAtOYW1lTWUuMjMzOQtOYW1lTWUuMjM0MAtOYW1lTWUuMjM0MQtOYW1lTWUuMjM0MgtOYW1lTWUuMjM0MwtOYW1lTWUuMjM0NAtOYW1lTWUuMjM0NQtOYW1lTWUuMjM0NgtOYW1lTWUuMjM0NwtOYW1lTWUuMjM0OAtOYW1lTWUuMjM0OQtOYW1lTWUuMjM1MAtOYW1lTWUuMjM1MQtOYW1lTWUuMjM1MgtOYW1lTWUuMjM1MwtOYW1lTWUuMjM1NAtOYW1lTWUuMjM1NQtOYW1lTWUuMjM1NgtOYW1lTWUuMjM1NwtOYW1lTWUuMjM1OAtOYW1lTWUuMjM1OQtOYW1lTWUuMjM2MAtOYW1lTWUuMjM2MQtOYW1lTWUuMjM2MgtOYW1lTWUuMjM2MwtOYW1lTWUuMjM2NAtOYW1lTWUuMjM2NQtOYW1lTWUuMjM2NgtOYW1lTWUuMjM2NwtOYW1lTWUuMjM2OAtOYW1lTWUuMjM2OQtOYW1lTWUuMjM3MAtOYW1lTWUuMjM3MQtOYW1lTWUuMjM3MgtOYW1lTWUuMjM3MwtOYW1lTWUuMjM3NAtOYW1lTWUuMjM3NQtOYW1lTWUuMjM3NgtOYW1lTWUuMjM3NwtOYW1lTWUuMjM3OAtOYW1lTWUuMjM3OQtOYW1lTWUuMjM4MAtOYW1lTWUuMjM4MQtOYW1lTWUuMjM4MgtOYW1lTWUuMjM4MwtOYW1lTWUuMjM4NAtOYW1lTWUuMjM4NQtOYW1lTWUuMjM4NgtOYW1lTWUuMjM4NwtOYW1lTWUuMjM4OAtOYW1lTWUuMjM4OQtOYW1lTWUuMjM5MAtOYW1lTWUuMjM5MQtOYW1lTWUuMjM5MgtOYW1lTWUuMjM5MwtOYW1lTWUuMjM5NAtOYW1lTWUuMjM5NQtOYW1lTWUuMjM5NgtOYW1lTWUuMjM5NwtOYW1lTWUuMjM5OAtOYW1lTWUuMjM5OQtOYW1lTWUuMjQwMAtOYW1lTWUuMjQwMQtOYW1lTWUuMjQwMgtOYW1lTWUuMjQwMwtOYW1lTWUuMjQwNAtOYW1lTWUuMjQwNQtOYW1lTWUuMjQwNgtOYW1lTWUuMjQwNwtOYW1lTWUuMjQwOAtOYW1lTWUuMjQwOQtOYW1lTWUuMjQxMAtOYW1lTWUuMjQxMQtOYW1lTWUuMjQxMgtOYW1lTWUuMjQxMwtOYW1lTWUuMjQxNAtOYW1lTWUuMjQxNQtOYW1lTWUuMjQxNgtOYW1lTWUuMjQxNwtOYW1lTWUuMjQxOAtOYW1lTWUuMjQxOQtOYW1lTWUuMjQyMAtOYW1lTWUuMjQyMQtOYW1lTWUuMjQyMgtOYW1lTWUuMjQyMwtOYW1lTWUuMjQyNAtOYW1lTWUuMjQyNQtOYW1lTWUuMjQyNgtOYW1lTWUuMjQyNwtOYW1lTWUuMjQyOAtOYW1lTWUuMjQyOQtOYW1lTWUuMjQzMAtOYW1lTWUuMjQzMQtOYW1lTWUuMjQzMgtOYW1lTWUuMjQzMwtOYW1lTWUuMjQzNAtOYW1lTWUuMjQzNQtOYW1lTWUuMjQzNgtOYW1lTWUuMjQzNwtOYW1lTWUuMjQzOAtOYW1lTWUuMjQzOQtOYW1lTWUuMjQ0MAtOYW1lTWUuMjQ0MQtOYW1lTWUuMjQ0MgtOYW1lTWUuMjQ0MwtOYW1lTWUuMjQ0NAtOYW1lTWUuMjQ0NQtOYW1lTWUuMjQ0NgtOYW1lTWUuMjQ0NwtOYW1lTWUuMjQ0OAtOYW1lTWUuMjQ0OQtOYW1lTWUuMjQ1MAtOYW1lTWUuMjQ1MQtOYW1lTWUuMjQ1MgtOYW1lTWUuMjQ1MwtOYW1lTWUuMjQ1NAtOYW1lTWUuMjQ1NQtOYW1lTWUuMjQ1NgtOYW1lTWUuMjQ1NwtOYW1lTWUuMjQ1OAtOYW1lTWUuMjQ1OQtOYW1lTWUuMjQ2MAtOYW1lTWUuMjQ2MQtOYW1lTWUuMjQ2MgtOYW1lTWUuMjQ2MwtOYW1lTWUuMjQ2NAtOYW1lTWUuMjQ2NQtOYW1lTWUuMjQ2NgtOYW1lTWUuMjQ2NwtOYW1lTWUuMjQ2OAtOYW1lTWUuMjQ2OQtOYW1lTWUuMjQ3MAtOYW1lTWUuMjQ3MQtOYW1lTWUuMjQ3MgtOYW1lTWUuMjQ3MwtOYW1lTWUuMjQ3NAtOYW1lTWUuMjQ3NQtOYW1lTWUuMjQ3NgtOYW1lTWUuMjQ3NwtOYW1lTWUuMjQ3OAtOYW1lTWUuMjQ3OQtOYW1lTWUuMjQ4MAtOYW1lTWUuMjQ4MQtOYW1lTWUuMjQ4MgtOYW1lTWUuMjQ4MwtOYW1lTWUuMjQ4NAtOYW1lTWUuMjQ4NQtOYW1lTWUuMjQ4NgtOYW1lTWUuMjQ4NwtOYW1lTWUuMjQ4OAtOYW1lTWUuMjQ4OQtOYW1lTWUuMjQ5MAtOYW1lTWUuMjQ5MQtOYW1lTWUuMjQ5MgtOYW1lTWUuMjQ5MwtOYW1lTWUuMjQ5NAtOYW1lTWUuMjQ5NQtOYW1lTWUuMjQ5NgtOYW1lTWUuMjQ5NwtOYW1lTWUuMjQ5OAtOYW1lTWUuMjQ5OQtOYW1lTWUuMjUwMAtOYW1lTWUuMjUwMQtOYW1lTWUuMjUwMgtOYW1lTWUuMjUwMwtOYW1lTWUuMjUwNAtOYW1lTWUuMjUwNQtOYW1lTWUuMjUwNgtOYW1lTWUuMjUwNwtOYW1lTWUuMjUwOAtOYW1lTWUuMjUwOQtOYW1lTWUuMjUxMAtOYW1lTWUuMjUxMQtOYW1lTWUuMjUxMgtOYW1lTWUuMjUxMwtOYW1lTWUuMjUxNAtOYW1lTWUuMjUxNQtOYW1lTWUuMjUxNgtOYW1lTWUuMjUxNwtOYW1lTWUuMjUxOAtOYW1lTWUuMjUxOQtOYW1lTWUuMjUyMAtOYW1lTWUuMjUyMQtOYW1lTWUuMjUyMgtOYW1lTWUuMjUyMwtOYW1lTWUuMjUyNAtOYW1lTWUuMjUyNQtOYW1lTWUuMjUyNgtOYW1lTWUuMjUyNwtOYW1lTWUuMjUyOAtOYW1lTWUuMjUyOQtOYW1lTWUuMjUzMAtOYW1lTWUuMjUzMQtOYW1lTWUuMjUzMgtOYW1lTWUuMjUzMwtOYW1lTWUuMjUzNAtOYW1lTWUuMjUzNQtOYW1lTWUuMjUzNgtOYW1lTWUuMjUzNwtOYW1lTWUuMjUzOAtOYW1lTWUuMjUzOQtOYW1lTWUuMjU0MAtOYW1lTWUuMjU0MQtOYW1lTWUuMjU0MgtOYW1lTWUuMjU0MwtOYW1lTWUuMjU0NAtOYW1lTWUuMjU0NQtOYW1lTWUuMjU0NgtOYW1lTWUuMjU0NwtOYW1lTWUuMjU0OAtOYW1lTWUuMjU0OQtOYW1lTWUuMjU1MAtOYW1lTWUuMjU1MQtOYW1lTWUuMjU1MgtOYW1lTWUuMjU1MwtOYW1lTWUuMjU1NAtOYW1lTWUuMjU1NQtOYW1lTWUuMjU1NgtOYW1lTWUuMjU1NwtOYW1lTWUuMjU1OAtOYW1lTWUuMjU1OQtOYW1lTWUuMjU2MAtOYW1lTWUuMjU2MQtOYW1lTWUuMjU2MgtOYW1lTWUuMjU2MwtOYW1lTWUuMjU2NAtOYW1lTWUuMjU2NQtOYW1lTWUuMjU2NgtOYW1lTWUuMjU2NwtOYW1lTWUuMjU2OAtOYW1lTWUuMjU2OQtOYW1lTWUuMjU3MAtOYW1lTWUuMjU3MQtOYW1lTWUuMjU3MgtOYW1lTWUuMjU3MwtOYW1lTWUuMjU3NAtOYW1lTWUuMjU3NQtOYW1lTWUuMjU3NgtOYW1lTWUuMjU3NwtOYW1lTWUuMjU3OAtOYW1lTWUuMjU3OQtOYW1lTWUuMjU4MAtOYW1lTWUuMjU4MQtOYW1lTWUuMjU4MgtOYW1lTWUuMjU4MwtOYW1lTWUuMjU4NAtOYW1lTWUuMjU4NQtOYW1lTWUuMjU4NgtOYW1lTWUuMjU4NwtOYW1lTWUuMjU4OAtOYW1lTWUuMjU4OQtOYW1lTWUuMjU5MAtOYW1lTWUuMjU5MQtOYW1lTWUuMjU5MgtOYW1lTWUuMjU5MwtOYW1lTWUuMjU5NAtOYW1lTWUuMjU5NQtOYW1lTWUuMjU5NgtOYW1lTWUuMjU5NwtOYW1lTWUuMjU5OAtOYW1lTWUuMjU5OQtOYW1lTWUuMjYwMAtOYW1lTWUuMjYwMQtOYW1lTWUuMjYwMgtOYW1lTWUuMjYwMwtOYW1lTWUuMjYwNAtOYW1lTWUuMjYwNQtOYW1lTWUuMjYwNgtOYW1lTWUuMjYwNwtOYW1lTWUuMjYwOAtOYW1lTWUuMjYwOQtOYW1lTWUuMjYxMAtOYW1lTWUuMjYxMQtOYW1lTWUuMjYxMgtOYW1lTWUuMjYxMwtOYW1lTWUuMjYxNAtOYW1lTWUuMjYxNQtOYW1lTWUuMjYxNgtOYW1lTWUuMjYxNwtOYW1lTWUuMjYxOAtOYW1lTWUuMjYxOQtOYW1lTWUuMjYyMAtOYW1lTWUuMjYyMQtOYW1lTWUuMjYyMgtOYW1lTWUuMjYyMwtOYW1lTWUuMjYyNAtOYW1lTWUuMjYyNQtOYW1lTWUuMjYyNgtOYW1lTWUuMjYyNwtOYW1lTWUuMjYyOAtOYW1lTWUuMjYyOQtOYW1lTWUuMjYzMAtOYW1lTWUuMjYzMQtOYW1lTWUuMjYzMgtOYW1lTWUuMjYzMwtOYW1lTWUuMjYzNAtOYW1lTWUuMjYzNQtOYW1lTWUuMjYzNgtOYW1lTWUuMjYzNwtOYW1lTWUuMjYzOAtOYW1lTWUuMjYzOQtOYW1lTWUuMjY0MAtOYW1lTWUuMjY0MQtOYW1lTWUuMjY0MgtOYW1lTWUuMjY0MwtOYW1lTWUuMjY0NAtOYW1lTWUuMjY0NQtOYW1lTWUuMjY0NgtOYW1lTWUuMjY0NwtOYW1lTWUuMjY0OAtOYW1lTWUuMjY0OQtOYW1lTWUuMjY1MAtOYW1lTWUuMjY1MQtOYW1lTWUuMjY1MgtOYW1lTWUuMjY1MwtOYW1lTWUuMjY1NAtOYW1lTWUuMjY1NQtOYW1lTWUuMjY1NgtOYW1lTWUuMjY1NwtOYW1lTWUuMjY1OAtOYW1lTWUuMjY1OQtOYW1lTWUuMjY2MAtOYW1lTWUuMjY2MQtOYW1lTWUuMjY2MgtOYW1lTWUuMjY2MwtOYW1lTWUuMjY2NAtOYW1lTWUuMjY2NQtOYW1lTWUuMjY2NgtOYW1lTWUuMjY2NwtOYW1lTWUuMjY2OAtOYW1lTWUuMjY2OQtOYW1lTWUuMjY3MAtOYW1lTWUuMjY3MQtOYW1lTWUuMjY3MgtOYW1lTWUuMjY3MwtOYW1lTWUuMjY3NAtOYW1lTWUuMjY3NQtOYW1lTWUuMjY3NgtOYW1lTWUuMjY3NwtOYW1lTWUuMjY3OAtOYW1lTWUuMjY3OQtOYW1lTWUuMjY4MAtOYW1lTWUuMjY4MQtOYW1lTWUuMjY4MgtOYW1lTWUuMjY4MwtOYW1lTWUuMjY4NAtOYW1lTWUuMjY4NQtOYW1lTWUuMjY4NgtOYW1lTWUuMjY4NwtOYW1lTWUuMjY4OAtOYW1lTWUuMjY4OQtOYW1lTWUuMjY5MAtOYW1lTWUuMjY5MQtOYW1lTWUuMjY5MgtOYW1lTWUuMjY5MwtOYW1lTWUuMjY5NAtOYW1lTWUuMjY5NQtOYW1lTWUuMjY5NgtOYW1lTWUuMjY5NwtOYW1lTWUuMjY5OAtOYW1lTWUuMjY5OQtOYW1lTWUuMjcwMAtOYW1lTWUuMjcwMQtOYW1lTWUuMjcwMgtOYW1lTWUuMjcwMwtOYW1lTWUuMjcwNAtOYW1lTWUuMjcwNQtOYW1lTWUuMjcwNgtOYW1lTWUuMjcwNwtOYW1lTWUuMjcwOAtOYW1lTWUuMjcwOQtOYW1lTWUuMjcxMAtOYW1lTWUuMjcxMQtOYW1lTWUuMjcxMgtOYW1lTWUuMjcxMwtOYW1lTWUuMjcxNAtOYW1lTWUuMjcxNQtOYW1lTWUuMjcxNgtOYW1lTWUuMjcxNwtOYW1lTWUuMjcxOAtOYW1lTWUuMjcxOQtOYW1lTWUuMjcyMAtOYW1lTWUuMjcyMQtOYW1lTWUuMjcyMgtOYW1lTWUuMjcyMwtOYW1lTWUuMjcyNAtOYW1lTWUuMjcyNQtOYW1lTWUuMjcyNgtOYW1lTWUuMjcyNwtOYW1lTWUuMjcyOAtOYW1lTWUuMjcyOQtOYW1lTWUuMjczMAtOYW1lTWUuMjczMQtOYW1lTWUuMjczMgtOYW1lTWUuMjczMwtOYW1lTWUuMjczNAtOYW1lTWUuMjczNQtOYW1lTWUuMjczNgtOYW1lTWUuMjczNwtOYW1lTWUuMjczOAtOYW1lTWUuMjczOQtOYW1lTWUuMjc0MAtOYW1lTWUuMjc0MQtOYW1lTWUuMjc0MgtOYW1lTWUuMjc0MwtOYW1lTWUuMjc0NAtOYW1lTWUuMjc0NQtOYW1lTWUuMjc0NgtOYW1lTWUuMjc0NwtOYW1lTWUuMjc0OAtOYW1lTWUuMjc0OQtOYW1lTWUuMjc1MAtOYW1lTWUuMjc1MQtOYW1lTWUuMjc1MgtOYW1lTWUuMjc1MwtOYW1lTWUuMjc1NAtOYW1lTWUuMjc1NQtOYW1lTWUuMjc1NgtOYW1lTWUuMjc1NwtOYW1lTWUuMjc1OAtOYW1lTWUuMjc1OQtOYW1lTWUuMjc2MAtOYW1lTWUuMjc2MQtOYW1lTWUuMjc2MgtOYW1lTWUuMjc2MwtOYW1lTWUuMjc2NAtOYW1lTWUuMjc2NQtOYW1lTWUuMjc2NgtOYW1lTWUuMjc2NwtOYW1lTWUuMjc2OAtOYW1lTWUuMjc2OQtOYW1lTWUuMjc3MAtOYW1lTWUuMjc3MQtOYW1lTWUuMjc3MgtOYW1lTWUuMjc3MwtOYW1lTWUuMjc3NAtOYW1lTWUuMjc3NQtOYW1lTWUuMjc3NgtOYW1lTWUuMjc3NwtOYW1lTWUuMjc3OAtOYW1lTWUuMjc3OQtOYW1lTWUuMjc4MAtOYW1lTWUuMjc4MQtOYW1lTWUuMjc4MgtOYW1lTWUuMjc4MwtOYW1lTWUuMjc4NAtOYW1lTWUuMjc4NQtOYW1lTWUuMjc4NgtOYW1lTWUuMjc4NwtOYW1lTWUuMjc4OAtOYW1lTWUuMjc4OQtOYW1lTWUuMjc5MAtOYW1lTWUuMjc5MQtOYW1lTWUuMjc5MgtOYW1lTWUuMjc5MwtOYW1lTWUuMjc5NAtOYW1lTWUuMjc5NQtOYW1lTWUuMjc5NgtOYW1lTWUuMjc5NwtOYW1lTWUuMjc5OAtOYW1lTWUuMjc5OQtOYW1lTWUuMjgwMAtOYW1lTWUuMjgwMQtOYW1lTWUuMjgwMgtOYW1lTWUuMjgwMwtOYW1lTWUuMjgwNAtOYW1lTWUuMjgwNQtOYW1lTWUuMjgwNgtOYW1lTWUuMjgwNwtOYW1lTWUuMjgwOAtOYW1lTWUuMjgwOQtOYW1lTWUuMjgxMAtOYW1lTWUuMjgxMQtOYW1lTWUuMjgxMgtOYW1lTWUuMjgxMwtOYW1lTWUuMjgxNAtOYW1lTWUuMjgxNQtOYW1lTWUuMjgxNgtOYW1lTWUuMjgxNwtOYW1lTWUuMjgxOAtOYW1lTWUuMjgxOQtOYW1lTWUuMjgyMAtOYW1lTWUuMjgyMQtOYW1lTWUuMjgyMgtOYW1lTWUuMjgyMwtOYW1lTWUuMjgyNAtOYW1lTWUuMjgyNQtOYW1lTWUuMjgyNgtOYW1lTWUuMjgyNwtOYW1lTWUuMjgyOAtOYW1lTWUuMjgyOQtOYW1lTWUuMjgzMAtOYW1lTWUuMjgzMQtOYW1lTWUuMjgzMgtOYW1lTWUuMjgzMwtOYW1lTWUuMjgzNAtOYW1lTWUuMjgzNQtOYW1lTWUuMjgzNgtOYW1lTWUuMjgzNwtOYW1lTWUuMjgzOAtOYW1lTWUuMjgzOQtOYW1lTWUuMjg0MAtOYW1lTWUuMjg0MQtOYW1lTWUuMjg0MgtOYW1lTWUuMjg0MwtOYW1lTWUuMjg0NAtOYW1lTWUuMjg0NQtOYW1lTWUuMjg0NgtOYW1lTWUuMjg0NwtOYW1lTWUuMjg0OAtOYW1lTWUuMjg0OQtOYW1lTWUuMjg1MAtOYW1lTWUuMjg1MQtOYW1lTWUuMjg1MgtOYW1lTWUuMjg1MwtOYW1lTWUuMjg1NAtOYW1lTWUuMjg1NQtOYW1lTWUuMjg1NgtOYW1lTWUuMjg1NwtOYW1lTWUuMjg1OAtOYW1lTWUuMjg1OQtOYW1lTWUuMjg2MAtOYW1lTWUuMjg2MQtOYW1lTWUuMjg2MgtOYW1lTWUuMjg2MwtOYW1lTWUuMjg2NAtOYW1lTWUuMjg2NQtOYW1lTWUuMjg2NgtOYW1lTWUuMjg2NwtOYW1lTWUuMjg2OAtOYW1lTWUuMjg2OQtOYW1lTWUuMjg3MAtOYW1lTWUuMjg3MQtOYW1lTWUuMjg3MgtOYW1lTWUuMjg3MwtOYW1lTWUuMjg3NAtOYW1lTWUuMjg3NQtOYW1lTWUuMjg3NgtOYW1lTWUuMjg3NwtOYW1lTWUuMjg3OAtOYW1lTWUuMjg3OQtOYW1lTWUuMjg4MAtOYW1lTWUuMjg4MQtOYW1lTWUuMjg4MgtOYW1lTWUuMjg4MwtOYW1lTWUuMjg4NAtOYW1lTWUuMjg4NQtOYW1lTWUuMjg4NgtOYW1lTWUuMjg4NwtOYW1lTWUuMjg4OAtOYW1lTWUuMjg4OQtOYW1lTWUuMjg5MAtOYW1lTWUuMjg5MQtOYW1lTWUuMjg5MgtOYW1lTWUuMjg5MwtOYW1lTWUuMjg5NAtOYW1lTWUuMjg5NQtOYW1lTWUuMjg5NgtOYW1lTWUuMjg5NwtOYW1lTWUuMjg5OAtOYW1lTWUuMjg5OQtOYW1lTWUuMjkwMAtOYW1lTWUuMjkwMQtOYW1lTWUuMjkwMgtOYW1lTWUuMjkwMwtOYW1lTWUuMjkwNAtOYW1lTWUuMjkwNQtOYW1lTWUuMjkwNgtOYW1lTWUuMjkwNwtOYW1lTWUuMjkwOAtOYW1lTWUuMjkwOQtOYW1lTWUuMjkxMAtOYW1lTWUuMjkxMQtOYW1lTWUuMjkxMgtOYW1lTWUuMjkxMwtOYW1lTWUuMjkxNAtOYW1lTWUuMjkxNQtOYW1lTWUuMjkxNgtOYW1lTWUuMjkxNwtOYW1lTWUuMjkxOAtOYW1lTWUuMjkxOQtOYW1lTWUuMjkyMAtOYW1lTWUuMjkyMQtOYW1lTWUuMjkyMgtOYW1lTWUuMjkyMwtOYW1lTWUuMjkyNAtOYW1lTWUuMjkyNQtOYW1lTWUuMjkyNgtOYW1lTWUuMjkyNwtOYW1lTWUuMjkyOAtOYW1lTWUuMjkyOQtOYW1lTWUuMjkzMAtOYW1lTWUuMjkzMQtOYW1lTWUuMjkzMgtOYW1lTWUuMjkzMwtOYW1lTWUuMjkzNAtOYW1lTWUuMjkzNQtOYW1lTWUuMjkzNgtOYW1lTWUuMjkzNwtOYW1lTWUuMjkzOAtOYW1lTWUuMjkzOQtOYW1lTWUuMjk0MAtOYW1lTWUuMjk0MQtOYW1lTWUuMjk0MgtOYW1lTWUuMjk0MwtOYW1lTWUuMjk0NAtOYW1lTWUuMjk0NQtOYW1lTWUuMjk0NgtOYW1lTWUuMjk0NwtOYW1lTWUuMjk0OAtOYW1lTWUuMjk0OQtOYW1lTWUuMjk1MAtOYW1lTWUuMjk1MQtOYW1lTWUuMjk1MgtOYW1lTWUuMjk1MwtOYW1lTWUuMjk1NAtOYW1lTWUuMjk1NQtOYW1lTWUuMjk1NgtOYW1lTWUuMjk1NwtOYW1lTWUuMjk1OAtOYW1lTWUuMjk1OQtOYW1lTWUuMjk2MAtOYW1lTWUuMjk2MQtOYW1lTWUuMjk2MgtOYW1lTWUuMjk2MwtOYW1lTWUuMjk2NAtOYW1lTWUuMjk2NQtOYW1lTWUuMjk2NgtOYW1lTWUuMjk2NwtOYW1lTWUuMjk2OAtOYW1lTWUuMjk2OQtOYW1lTWUuMjk3MAtOYW1lTWUuMjk3MQtOYW1lTWUuMjk3MgtOYW1lTWUuMjk3MwtOYW1lTWUuMjk3NAtOYW1lTWUuMjk3NQtOYW1lTWUuMjk3NgtOYW1lTWUuMjk3NwtOYW1lTWUuMjk3OAtOYW1lTWUuMjk3OQtOYW1lTWUuMjk4MAtOYW1lTWUuMjk4MQtOYW1lTWUuMjk4MgtOYW1lTWUuMjk4MwtOYW1lTWUuMjk4NAtOYW1lTWUuMjk4NQtOYW1lTWUuMjk4NgtOYW1lTWUuMjk4NwtOYW1lTWUuMjk4OAtOYW1lTWUuMjk4OQtOYW1lTWUuMjk5MAtOYW1lTWUuMjk5MQtOYW1lTWUuMjk5MgtOYW1lTWUuMjk5MwtOYW1lTWUuMjk5NAtOYW1lTWUuMjk5NQtOYW1lTWUuMjk5NgtOYW1lTWUuMjk5NwtOYW1lTWUuMjk5OAtOYW1lTWUuMjk5OQtOYW1lTWUuMzAwMAtOYW1lTWUuMzAwMQtOYW1lTWUuMzAwMgtOYW1lTWUuMzAwMwtOYW1lTWUuMzAwNAtOYW1lTWUuMzAwNQtOYW1lTWUuMzAwNgtOYW1lTWUuMzAwNwtOYW1lTWUuMzAwOAtOYW1lTWUuMzAwOQtOYW1lTWUuMzAxMAtOYW1lTWUuMzAxMQtOYW1lTWUuMzAxMgtOYW1lTWUuMzAxMwtOYW1lTWUuMzAxNAtOYW1lTWUuMzAxNQtOYW1lTWUuMzAxNgtOYW1lTWUuMzAxNwtOYW1lTWUuMzAxOAtOYW1lTWUuMzAxOQtOYW1lTWUuMzAyMAtOYW1lTWUuMzAyMQtOYW1lTWUuMzAyMgtOYW1lTWUuMzAyMwtOYW1lTWUuMzAyNAtOYW1lTWUuMzAyNQtOYW1lTWUuMzAyNgtOYW1lTWUuMzAyNwtOYW1lTWUuMzAyOAtOYW1lTWUuMzAyOQtOYW1lTWUuMzAzMAtOYW1lTWUuMzAzMQtOYW1lTWUuMzAzMgtOYW1lTWUuMzAzMwtOYW1lTWUuMzAzNAtOYW1lTWUuMzAzNQtOYW1lTWUuMzAzNgtOYW1lTWUuMzAzNwtOYW1lTWUuMzAzOAtOYW1lTWUuMzAzOQtOYW1lTWUuMzA0MAtOYW1lTWUuMzA0MQtOYW1lTWUuMzA0MgtOYW1lTWUuMzA0MwtOYW1lTWUuMzA0NAtOYW1lTWUuMzA0NQtOYW1lTWUuMzA0NgtOYW1lTWUuMzA0NwtOYW1lTWUuMzA0OAtOYW1lTWUuMzA0OQtOYW1lTWUuMzA1MAtOYW1lTWUuMzA1MQtOYW1lTWUuMzA1MgtOYW1lTWUuMzA1MwtOYW1lTWUuMzA1NAtOYW1lTWUuMzA1NQtOYW1lTWUuMzA1NgtOYW1lTWUuMzA1NwtOYW1lTWUuMzA1OAtOYW1lTWUuMzA1OQtOYW1lTWUuMzA2MAtOYW1lTWUuMzA2MQtOYW1lTWUuMzA2MgtOYW1lTWUuMzA2MwtOYW1lTWUuMzA2NAtOYW1lTWUuMzA2NQtOYW1lTWUuMzA2NgtOYW1lTWUuMzA2NwtOYW1lTWUuMzA2OAtOYW1lTWUuMzA2OQtOYW1lTWUuMzA3MAtOYW1lTWUuMzA3MQtOYW1lTWUuMzA3MgtOYW1lTWUuMzA3MwtOYW1lTWUuMzA3NAtOYW1lTWUuMzA3NQtOYW1lTWUuMzA3NgtOYW1lTWUuMzA3NwtOYW1lTWUuMzA3OAtOYW1lTWUuMzA3OQtOYW1lTWUuMzA4MAtOYW1lTWUuMzA4MQtOYW1lTWUuMzA4MgtOYW1lTWUuMzA4MwtOYW1lTWUuMzA4NAtOYW1lTWUuMzA4NQtOYW1lTWUuMzA4NgtOYW1lTWUuMzA4NwtOYW1lTWUuMzA4OAtOYW1lTWUuMzA4OQtOYW1lTWUuMzA5MAtOYW1lTWUuMzA5MQtOYW1lTWUuMzA5MgtOYW1lTWUuMzA5MwtOYW1lTWUuMzA5NAtOYW1lTWUuMzA5NQtOYW1lTWUuMzA5NgtOYW1lTWUuMzA5NwtOYW1lTWUuMzA5OAtOYW1lTWUuMzA5OQtOYW1lTWUuMzEwMAtOYW1lTWUuMzEwMQtOYW1lTWUuMzEwMgtOYW1lTWUuMzEwMwtOYW1lTWUuMzEwNAtOYW1lTWUuMzEwNQtOYW1lTWUuMzEwNgtOYW1lTWUuMzEwNwtOYW1lTWUuMzEwOAtOYW1lTWUuMzEwOQtOYW1lTWUuMzExMAtOYW1lTWUuMzExMQtOYW1lTWUuMzExMgtOYW1lTWUuMzExMwtOYW1lTWUuMzExNAtOYW1lTWUuMzExNQtOYW1lTWUuMzExNgtOYW1lTWUuMzExNwtOYW1lTWUuMzExOAtOYW1lTWUuMzExOQtOYW1lTWUuMzEyMAtOYW1lTWUuMzEyMQtOYW1lTWUuMzEyMgtOYW1lTWUuMzEyMwtOYW1lTWUuMzEyNAtOYW1lTWUuMzEyNQtOYW1lTWUuMzEyNgtOYW1lTWUuMzEyNwtOYW1lTWUuMzEyOAtOYW1lTWUuMzEyOQtOYW1lTWUuMzEzMAtOYW1lTWUuMzEzMQtOYW1lTWUuMzEzMgtOYW1lTWUuMzEzMwtOYW1lTWUuMzEzNAtOYW1lTWUuMzEzNQtOYW1lTWUuMzEzNgtOYW1lTWUuMzEzNwtOYW1lTWUuMzEzOAtOYW1lTWUuMzEzOQtOYW1lTWUuMzE0MAtOYW1lTWUuMzE0MQtOYW1lTWUuMzE0MgtOYW1lTWUuMzE0MwtOYW1lTWUuMzE0NAtOYW1lTWUuMzE0NQtOYW1lTWUuMzE0NgtOYW1lTWUuMzE0NwtOYW1lTWUuMzE0OAtOYW1lTWUuMzE0OQtOYW1lTWUuMzE1MAtOYW1lTWUuMzE1MQtOYW1lTWUuMzE1MgtOYW1lTWUuMzE1MwtOYW1lTWUuMzE1NAtOYW1lTWUuMzE1NQtOYW1lTWUuMzE1NgtOYW1lTWUuMzE1NwtOYW1lTWUuMzE1OAtOYW1lTWUuMzE1OQtOYW1lTWUuMzE2MAtOYW1lTWUuMzE2MQtOYW1lTWUuMzE2MgtOYW1lTWUuMzE2MwtOYW1lTWUuMzE2NAtOYW1lTWUuMzE2NQtOYW1lTWUuMzE2NgtOYW1lTWUuMzE2NwtOYW1lTWUuMzE2OAtOYW1lTWUuMzE2OQtOYW1lTWUuMzE3MAtOYW1lTWUuMzE3MQtOYW1lTWUuMzE3MgtOYW1lTWUuMzE3MwtOYW1lTWUuMzE3NAtOYW1lTWUuMzE3NQtOYW1lTWUuMzE3NgtOYW1lTWUuMzE3NwtOYW1lTWUuMzE3OAtOYW1lTWUuMzE3OQtOYW1lTWUuMzE4MAtOYW1lTWUuMzE4MQtOYW1lTWUuMzE4MgtOYW1lTWUuMzE4MwtOYW1lTWUuMzE4NAtOYW1lTWUuMzE4NQtOYW1lTWUuMzE4NgtOYW1lTWUuMzE4NwtOYW1lTWUuMzE4OAtOYW1lTWUuMzE4OQtOYW1lTWUuMzE5MAtOYW1lTWUuMzE5MQtOYW1lTWUuMzE5MgtOYW1lTWUuMzE5MwtOYW1lTWUuMzE5NAtOYW1lTWUuMzE5NQtOYW1lTWUuMzE5NgtOYW1lTWUuMzE5NwtOYW1lTWUuMzE5OAtOYW1lTWUuMzE5OQtOYW1lTWUuMzIwMAtOYW1lTWUuMzIwMQtOYW1lTWUuMzIwMgtOYW1lTWUuMzIwMwtOYW1lTWUuMzIwNAtOYW1lTWUuMzIwNQtOYW1lTWUuMzIwNgtOYW1lTWUuMzIwNwtOYW1lTWUuMzIwOAtOYW1lTWUuMzIwOQtOYW1lTWUuMzIxMAtOYW1lTWUuMzIxMQtOYW1lTWUuMzIxMgtOYW1lTWUuMzIxMwtOYW1lTWUuMzIxNAtOYW1lTWUuMzIxNQtOYW1lTWUuMzIxNgtOYW1lTWUuMzIxNwtOYW1lTWUuMzIxOAtOYW1lTWUuMzIxOQtOYW1lTWUuMzIyMAtOYW1lTWUuMzIyMQtOYW1lTWUuMzIyMgtOYW1lTWUuMzIyMwtOYW1lTWUuMzIyNAtOYW1lTWUuMzIyNQtOYW1lTWUuMzIyNgtOYW1lTWUuMzIyNwtOYW1lTWUuMzIyOAtOYW1lTWUuMzIyOQtOYW1lTWUuMzIzMAtOYW1lTWUuMzIzMQtOYW1lTWUuMzIzMgtOYW1lTWUuMzIzMwtOYW1lTWUuMzIzNAtOYW1lTWUuMzIzNQtOYW1lTWUuMzIzNgtOYW1lTWUuMzIzNwtOYW1lTWUuMzIzOAtOYW1lTWUuMzIzOQtOYW1lTWUuMzI0MAtOYW1lTWUuMzI0MQtOYW1lTWUuMzI0MgtOYW1lTWUuMzI0MwtOYW1lTWUuMzI0NAtOYW1lTWUuMzI0NQtOYW1lTWUuMzI0NgtOYW1lTWUuMzI0NwtOYW1lTWUuMzI0OAtOYW1lTWUuMzI0OQtOYW1lTWUuMzI1MAtOYW1lTWUuMzI1MQtOYW1lTWUuMzI1MgtOYW1lTWUuMzI1MwtOYW1lTWUuMzI1NAtOYW1lTWUuMzI1NQtOYW1lTWUuMzI1NgtOYW1lTWUuMzI1NwtOYW1lTWUuMzI1OAtOYW1lTWUuMzI1OQtOYW1lTWUuMzI2MAtOYW1lTWUuMzI2MQtOYW1lTWUuMzI2MgtOYW1lTWUuMzI2MwtOYW1lTWUuMzI2NAtOYW1lTWUuMzI2NQtOYW1lTWUuMzI2NgtOYW1lTWUuMzI2NwtOYW1lTWUuMzI2OAtOYW1lTWUuMzI2OQtOYW1lTWUuMzI3MAtOYW1lTWUuMzI3MQtOYW1lTWUuMzI3MgtOYW1lTWUuMzI3MwtOYW1lTWUuMzI3NAtOYW1lTWUuMzI3NQtOYW1lTWUuMzI3NgtOYW1lTWUuMzI3NwtOYW1lTWUuMzI3OAtOYW1lTWUuMzI3OQtOYW1lTWUuMzI4MAtOYW1lTWUuMzI4MQtOYW1lTWUuMzI4MgtOYW1lTWUuMzI4MwtOYW1lTWUuMzI4NAtOYW1lTWUuMzI4NQtOYW1lTWUuMzI4NgtOYW1lTWUuMzI4NwtOYW1lTWUuMzI4OAtOYW1lTWUuMzI4OQtOYW1lTWUuMzI5MAtOYW1lTWUuMzI5MQtOYW1lTWUuMzI5MgtOYW1lTWUuMzI5MwtOYW1lTWUuMzI5NAtOYW1lTWUuMzI5NQtOYW1lTWUuMzI5NgtOYW1lTWUuMzI5NwtOYW1lTWUuMzI5OAtOYW1lTWUuMzI5OQtOYW1lTWUuMzMwMAtOYW1lTWUuMzMwMQtOYW1lTWUuMzMwMgtOYW1lTWUuMzMwMwtOYW1lTWUuMzMwNAtOYW1lTWUuMzMwNQtOYW1lTWUuMzMwNgtOYW1lTWUuMzMwNwtOYW1lTWUuMzMwOAtOYW1lTWUuMzMwOQtOYW1lTWUuMzMxMAtOYW1lTWUuMzMxMQtOYW1lTWUuMzMxMgtOYW1lTWUuMzMxMwtOYW1lTWUuMzMxNAtOYW1lTWUuMzMxNQtOYW1lTWUuMzMxNgtOYW1lTWUuMzMxNwtOYW1lTWUuMzMxOAtOYW1lTWUuMzMxOQtOYW1lTWUuMzMyMAtOYW1lTWUuMzMyMQtOYW1lTWUuMzMyMgtOYW1lTWUuMzMyMwtOYW1lTWUuMzMyNAtOYW1lTWUuMzMyNQtOYW1lTWUuMzMyNgtOYW1lTWUuMzMyNwtOYW1lTWUuMzMyOAtOYW1lTWUuMzMyOQtOYW1lTWUuMzMzMAtOYW1lTWUuMzMzMQtOYW1lTWUuMzMzMgtOYW1lTWUuMzMzMwtOYW1lTWUuMzMzNAtOYW1lTWUuMzMzNQtOYW1lTWUuMzMzNgtOYW1lTWUuMzMzNwtOYW1lTWUuMzMzOAtOYW1lTWUuMzMzOQtOYW1lTWUuMzM0MAtOYW1lTWUuMzM0MQtOYW1lTWUuMzM0MgtOYW1lTWUuMzM0MwtOYW1lTWUuMzM0NAtOYW1lTWUuMzM0NQtOYW1lTWUuMzM0NgtOYW1lTWUuMzM0NwtOYW1lTWUuMzM0OAtOYW1lTWUuMzM0OQtOYW1lTWUuMzM1MAtOYW1lTWUuMzM1MQtOYW1lTWUuMzM1MgtOYW1lTWUuMzM1MwtOYW1lTWUuMzM1NAtOYW1lTWUuMzM1NQtOYW1lTWUuMzM1NgtOYW1lTWUuMzM1NwtOYW1lTWUuMzM1OAtOYW1lTWUuMzM1OQtOYW1lTWUuMzM2MAtOYW1lTWUuMzM2MQtOYW1lTWUuMzM2MgtOYW1lTWUuMzM2MwtOYW1lTWUuMzM2NAtOYW1lTWUuMzM2NQtOYW1lTWUuMzM2NgtOYW1lTWUuMzM2NwtOYW1lTWUuMzM2OAtOYW1lTWUuMzM2OQtOYW1lTWUuMzM3MAtOYW1lTWUuMzM3MQtOYW1lTWUuMzM3MgtOYW1lTWUuMzM3MwtOYW1lTWUuMzM3NAtOYW1lTWUuMzM3NQtOYW1lTWUuMzM3NgtOYW1lTWUuMzM3NwtOYW1lTWUuMzM3OAtOYW1lTWUuMzM3OQtOYW1lTWUuMzM4MAtOYW1lTWUuMzM4MQtOYW1lTWUuMzM4MgtOYW1lTWUuMzM4MwtOYW1lTWUuMzM4NAtOYW1lTWUuMzM4NQtOYW1lTWUuMzM4NgtOYW1lTWUuMzM4NwtOYW1lTWUuMzM4OAtOYW1lTWUuMzM4OQtOYW1lTWUuMzM5MAtOYW1lTWUuMzM5MQtOYW1lTWUuMzM5MgtOYW1lTWUuMzM5MwtOYW1lTWUuMzM5NAtOYW1lTWUuMzM5NQtOYW1lTWUuMzM5NgtOYW1lTWUuMzM5NwtOYW1lTWUuMzM5OAtOYW1lTWUuMzM5OQtOYW1lTWUuMzQwMAtOYW1lTWUuMzQwMQtOYW1lTWUuMzQwMgtOYW1lTWUuMzQwMwtOYW1lTWUuMzQwNAtOYW1lTWUuMzQwNQtOYW1lTWUuMzQwNgtOYW1lTWUuMzQwNwtOYW1lTWUuMzQwOAtOYW1lTWUuMzQwOQtOYW1lTWUuMzQxMAtOYW1lTWUuMzQxMQtOYW1lTWUuMzQxMgtOYW1lTWUuMzQxMwtOYW1lTWUuMzQxNAtOYW1lTWUuMzQxNQtOYW1lTWUuMzQxNgtOYW1lTWUuMzQxNwtOYW1lTWUuMzQxOAtOYW1lTWUuMzQxOQtOYW1lTWUuMzQyMAtOYW1lTWUuMzQyMQtOYW1lTWUuMzQyMgtOYW1lTWUuMzQyMwtOYW1lTWUuMzQyNAtOYW1lTWUuMzQyNQtOYW1lTWUuMzQyNgtOYW1lTWUuMzQyNwtOYW1lTWUuMzQyOAtOYW1lTWUuMzQyOQtOYW1lTWUuMzQzMAtOYW1lTWUuMzQzMQtOYW1lTWUuMzQzMgtOYW1lTWUuMzQzMwtOYW1lTWUuMzQzNAtOYW1lTWUuMzQzNQtOYW1lTWUuMzQzNgtOYW1lTWUuMzQzNwtOYW1lTWUuMzQzOAtOYW1lTWUuMzQzOQtOYW1lTWUuMzQ0MAtOYW1lTWUuMzQ0MQtOYW1lTWUuMzQ0MgtOYW1lTWUuMzQ0MwtOYW1lTWUuMzQ0NAtOYW1lTWUuMzQ0NQtOYW1lTWUuMzQ0NgtOYW1lTWUuMzQ0NwtOYW1lTWUuMzQ0OAtOYW1lTWUuMzQ0OQtOYW1lTWUuMzQ1MAtOYW1lTWUuMzQ1MQtOYW1lTWUuMzQ1MgtOYW1lTWUuMzQ1MwtOYW1lTWUuMzQ1NAtOYW1lTWUuMzQ1NQtOYW1lTWUuMzQ1NgtOYW1lTWUuMzQ1NwtOYW1lTWUuMzQ1OAtOYW1lTWUuMzQ1OQtOYW1lTWUuMzQ2MAtOYW1lTWUuMzQ2MQtOYW1lTWUuMzQ2MgtOYW1lTWUuMzQ2MwtOYW1lTWUuMzQ2NAtOYW1lTWUuMzQ2NQtOYW1lTWUuMzQ2NgtOYW1lTWUuMzQ2NwtOYW1lTWUuMzQ2OAtOYW1lTWUuMzQ2OQtOYW1lTWUuMzQ3MAtOYW1lTWUuMzQ3MQtOYW1lTWUuMzQ3MgtOYW1lTWUuMzQ3MwtOYW1lTWUuMzQ3NAtOYW1lTWUuMzQ3NQtOYW1lTWUuMzQ3NgtOYW1lTWUuMzQ3NwtOYW1lTWUuMzQ3OAtOYW1lTWUuMzQ3OQtOYW1lTWUuMzQ4MAtOYW1lTWUuMzQ4MQtOYW1lTWUuMzQ4MgtOYW1lTWUuMzQ4MwtOYW1lTWUuMzQ4NAtOYW1lTWUuMzQ4NQtOYW1lTWUuMzQ4NgtOYW1lTWUuMzQ4NwtOYW1lTWUuMzQ4OAtOYW1lTWUuMzQ4OQtOYW1lTWUuMzQ5MAtOYW1lTWUuMzQ5MQtOYW1lTWUuMzQ5MgtOYW1lTWUuMzQ5MwtOYW1lTWUuMzQ5NAtOYW1lTWUuMzQ5NQtOYW1lTWUuMzQ5NgtOYW1lTWUuMzQ5NwtOYW1lTWUuMzQ5OAtOYW1lTWUuMzQ5OQtOYW1lTWUuMzUwMAtOYW1lTWUuMzUwMQtOYW1lTWUuMzUwMgtOYW1lTWUuMzUwMwtOYW1lTWUuMzUwNAtOYW1lTWUuMzUwNQtOYW1lTWUuMzUwNgtOYW1lTWUuMzUwNwtOYW1lTWUuMzUwOAtOYW1lTWUuMzUwOQtOYW1lTWUuMzUxMAtOYW1lTWUuMzUxMQtOYW1lTWUuMzUxMgtOYW1lTWUuMzUxMwtOYW1lTWUuMzUxNAtOYW1lTWUuMzUxNQtOYW1lTWUuMzUxNgtOYW1lTWUuMzUxNwtOYW1lTWUuMzUxOAtOYW1lTWUuMzUxOQtOYW1lTWUuMzUyMAtOYW1lTWUuMzUyMQtOYW1lTWUuMzUyMgtOYW1lTWUuMzUyMwtOYW1lTWUuMzUyNAtOYW1lTWUuMzUyNQtOYW1lTWUuMzUyNgtOYW1lTWUuMzUyNwtOYW1lTWUuMzUyOAtOYW1lTWUuMzUyOQtOYW1lTWUuMzUzMAtOYW1lTWUuMzUzMQtOYW1lTWUuMzUzMgtOYW1lTWUuMzUzMwtOYW1lTWUuMzUzNAtOYW1lTWUuMzUzNQtOYW1lTWUuMzUzNgtOYW1lTWUuMzUzNwtOYW1lTWUuMzUzOAtOYW1lTWUuMzUzOQtOYW1lTWUuMzU0MAtOYW1lTWUuMzU0MQtOYW1lTWUuMzU0MgtOYW1lTWUuMzU0MwtOYW1lTWUuMzU0NAtOYW1lTWUuMzU0NQtOYW1lTWUuMzU0NgtOYW1lTWUuMzU0NwtOYW1lTWUuMzU0OAtOYW1lTWUuMzU0OQtOYW1lTWUuMzU1MAtOYW1lTWUuMzU1MQtOYW1lTWUuMzU1MgtOYW1lTWUuMzU1MwtOYW1lTWUuMzU1NAtOYW1lTWUuMzU1NQtOYW1lTWUuMzU1NgtOYW1lTWUuMzU1NwtOYW1lTWUuMzU1OAtOYW1lTWUuMzU1OQtOYW1lTWUuMzU2MAtOYW1lTWUuMzU2MQtOYW1lTWUuMzU2MgtOYW1lTWUuMzU2MwtOYW1lTWUuMzU2NAtOYW1lTWUuMzU2NQtOYW1lTWUuMzU2NgtOYW1lTWUuMzU2NwtOYW1lTWUuMzU2OAtOYW1lTWUuMzU2OQtOYW1lTWUuMzU3MAtOYW1lTWUuMzU3MQtOYW1lTWUuMzU3MgtOYW1lTWUuMzU3MwtOYW1lTWUuMzU3NAtOYW1lTWUuMzU3NQtOYW1lTWUuMzU3NgtOYW1lTWUuMzU3NwtOYW1lTWUuMzU3OAtOYW1lTWUuMzU3OQtOYW1lTWUuMzU4MAtOYW1lTWUuMzU4MQtOYW1lTWUuMzU4MgtOYW1lTWUuMzU4MwtOYW1lTWUuMzU4NAtOYW1lTWUuMzU4NQtOYW1lTWUuMzU4NgtOYW1lTWUuMzU4NwtOYW1lTWUuMzU4OAtOYW1lTWUuMzU4OQtOYW1lTWUuMzU5MAtOYW1lTWUuMzU5MQtOYW1lTWUuMzU5MgtOYW1lTWUuMzU5MwtOYW1lTWUuMzU5NAtOYW1lTWUuMzU5NQtOYW1lTWUuMzU5NgtOYW1lTWUuMzU5NwtOYW1lTWUuMzU5OAtOYW1lTWUuMzU5OQtOYW1lTWUuMzYwMAtOYW1lTWUuMzYwMQtOYW1lTWUuMzYwMgtOYW1lTWUuMzYwMwtOYW1lTWUuMzYwNAtOYW1lTWUuMzYwNQtOYW1lTWUuMzYwNgtOYW1lTWUuMzYwNwtOYW1lTWUuMzYwOAtOYW1lTWUuMzYwOQtOYW1lTWUuMzYxMAtOYW1lTWUuMzYxMQtOYW1lTWUuMzYxMgtOYW1lTWUuMzYxMwtOYW1lTWUuMzYxNAtOYW1lTWUuMzYxNQtOYW1lTWUuMzYxNgtOYW1lTWUuMzYxNwtOYW1lTWUuMzYxOAtOYW1lTWUuMzYxOQtOYW1lTWUuMzYyMAtOYW1lTWUuMzYyMQtOYW1lTWUuMzYyMgtOYW1lTWUuMzYyMwtOYW1lTWUuMzYyNAtOYW1lTWUuMzYyNQtOYW1lTWUuMzYyNgtOYW1lTWUuMzYyNwtOYW1lTWUuMzYyOAtOYW1lTWUuMzYyOQtOYW1lTWUuMzYzMAtOYW1lTWUuMzYzMQtOYW1lTWUuMzYzMgtOYW1lTWUuMzYzMwtOYW1lTWUuMzYzNAtOYW1lTWUuMzYzNQtOYW1lTWUuMzYzNgtOYW1lTWUuMzYzNwtOYW1lTWUuMzYzOAtOYW1lTWUuMzYzOQtOYW1lTWUuMzY0MAtOYW1lTWUuMzY0MQtOYW1lTWUuMzY0MgtOYW1lTWUuMzY0MwtOYW1lTWUuMzY0NAtOYW1lTWUuMzY0NQtOYW1lTWUuMzY0NgtOYW1lTWUuMzY0NwtOYW1lTWUuMzY0OAtOYW1lTWUuMzY0OQtOYW1lTWUuMzY1MAtOYW1lTWUuMzY1MQtOYW1lTWUuMzY1MgtOYW1lTWUuMzY1MwtOYW1lTWUuMzY1NAtOYW1lTWUuMzY1NQtOYW1lTWUuMzY1NgtOYW1lTWUuMzY1NwtOYW1lTWUuMzY1OAtOYW1lTWUuMzY1OQtOYW1lTWUuMzY2MAtOYW1lTWUuMzY2MQtOYW1lTWUuMzY2MgtOYW1lTWUuMzY2MwtOYW1lTWUuMzY2NAtOYW1lTWUuMzY2NQtOYW1lTWUuMzY2NgtOYW1lTWUuMzY2NwtOYW1lTWUuMzY2OAtOYW1lTWUuMzY2OQtOYW1lTWUuMzY3MAtOYW1lTWUuMzY3MQtOYW1lTWUuMzY3MgtOYW1lTWUuMzY3MwtOYW1lTWUuMzY3NAtOYW1lTWUuMzY3NQtOYW1lTWUuMzY3NgtOYW1lTWUuMzY3NwtOYW1lTWUuMzY3OAtOYW1lTWUuMzY3OQtOYW1lTWUuMzY4MAtOYW1lTWUuMzY4MQtOYW1lTWUuMzY4MgtOYW1lTWUuMzY4MwtOYW1lTWUuMzY4NAtOYW1lTWUuMzY4NQtOYW1lTWUuMzY4NgtOYW1lTWUuMzY4NwtOYW1lTWUuMzY4OAtOYW1lTWUuMzY4OQtOYW1lTWUuMzY5MAtOYW1lTWUuMzY5MQtOYW1lTWUuMzY5MgtOYW1lTWUuMzY5MwtOYW1lTWUuMzY5NAtOYW1lTWUuMzY5NQtOYW1lTWUuMzY5NgtOYW1lTWUuMzY5NwtOYW1lTWUuMzY5OAtOYW1lTWUuMzY5OQtOYW1lTWUuMzcwMAtOYW1lTWUuMzcwMQtOYW1lTWUuMzcwMgtOYW1lTWUuMzcwMwtOYW1lTWUuMzcwNAtOYW1lTWUuMzcwNQtOYW1lTWUuMzcwNgtOYW1lTWUuMzcwNwtOYW1lTWUuMzcwOAtOYW1lTWUuMzcwOQtOYW1lTWUuMzcxMAtOYW1lTWUuMzcxMQtOYW1lTWUuMzcxMgtOYW1lTWUuMzcxMwtOYW1lTWUuMzcxNAtOYW1lTWUuMzcxNQtOYW1lTWUuMzcxNgtOYW1lTWUuMzcxNwtOYW1lTWUuMzcxOAtOYW1lTWUuMzcxOQtOYW1lTWUuMzcyMAtOYW1lTWUuMzcyMQtOYW1lTWUuMzcyMgtOYW1lTWUuMzcyMwtOYW1lTWUuMzcyNAtOYW1lTWUuMzcyNQtOYW1lTWUuMzcyNgtOYW1lTWUuMzcyNwtOYW1lTWUuMzcyOAtOYW1lTWUuMzcyOQtOYW1lTWUuMzczMAtOYW1lTWUuMzczMQtOYW1lTWUuMzczMgtOYW1lTWUuMzczMwtOYW1lTWUuMzczNAtOYW1lTWUuMzczNQtOYW1lTWUuMzczNgtOYW1lTWUuMzczNwtOYW1lTWUuMzczOAtOYW1lTWUuMzczOQtOYW1lTWUuMzc0MAtOYW1lTWUuMzc0MQtOYW1lTWUuMzc0MgtOYW1lTWUuMzc0MwtOYW1lTWUuMzc0NAtOYW1lTWUuMzc0NQtOYW1lTWUuMzc0NgtOYW1lTWUuMzc0NwtOYW1lTWUuMzc0OAtOYW1lTWUuMzc0OQtOYW1lTWUuMzc1MAtOYW1lTWUuMzc1MQtOYW1lTWUuMzc1MgtOYW1lTWUuMzc1MwtOYW1lTWUuMzc1NAtOYW1lTWUuMzc1NQtOYW1lTWUuMzc1NgtOYW1lTWUuMzc1NwtOYW1lTWUuMzc1OAtOYW1lTWUuMzc1OQtOYW1lTWUuMzc2MAtOYW1lTWUuMzc2MQtOYW1lTWUuMzc2MgtOYW1lTWUuMzc2MwtOYW1lTWUuMzc2NAtOYW1lTWUuMzc2NQtOYW1lTWUuMzc2NgtOYW1lTWUuMzc2NwtOYW1lTWUuMzc2OAtOYW1lTWUuMzc2OQtOYW1lTWUuMzc3MAtOYW1lTWUuMzc3MQtOYW1lTWUuMzc3MgtOYW1lTWUuMzc3MwtOYW1lTWUuMzc3NAtOYW1lTWUuMzc3NQtOYW1lTWUuMzc3NgtOYW1lTWUuMzc3NwtOYW1lTWUuMzc3OAtOYW1lTWUuMzc3OQtOYW1lTWUuMzc4MAtOYW1lTWUuMzc4MQtOYW1lTWUuMzc4MgtOYW1lTWUuMzc4MwtOYW1lTWUuMzc4NAtOYW1lTWUuMzc4NQtOYW1lTWUuMzc4NgtOYW1lTWUuMzc4NwtOYW1lTWUuMzc4OAtOYW1lTWUuMzc4OQtOYW1lTWUuMzc5MAtOYW1lTWUuMzc5MQtOYW1lTWUuMzc5MgtOYW1lTWUuMzc5MwtOYW1lTWUuMzc5NAtOYW1lTWUuMzc5NQtOYW1lTWUuMzc5NgtOYW1lTWUuMzc5NwtOYW1lTWUuMzc5OAtOYW1lTWUuMzc5OQtOYW1lTWUuMzgwMAtOYW1lTWUuMzgwMQtOYW1lTWUuMzgwMgtOYW1lTWUuMzgwMwtOYW1lTWUuMzgwNAtOYW1lTWUuMzgwNQtOYW1lTWUuMzgwNgtOYW1lTWUuMzgwNwtOYW1lTWUuMzgwOAtOYW1lTWUuMzgwOQtOYW1lTWUuMzgxMAtOYW1lTWUuMzgxMQtOYW1lTWUuMzgxMgtOYW1lTWUuMzgxMwtOYW1lTWUuMzgxNAtOYW1lTWUuMzgxNQtOYW1lTWUuMzgxNgtOYW1lTWUuMzgxNwtOYW1lTWUuMzgxOAtOYW1lTWUuMzgxOQtOYW1lTWUuMzgyMAtOYW1lTWUuMzgyMQtOYW1lTWUuMzgyMgtOYW1lTWUuMzgyMwtOYW1lTWUuMzgyNAtOYW1lTWUuMzgyNQtOYW1lTWUuMzgyNgtOYW1lTWUuMzgyNwtOYW1lTWUuMzgyOAtOYW1lTWUuMzgyOQtOYW1lTWUuMzgzMAtOYW1lTWUuMzgzMQtOYW1lTWUuMzgzMgtOYW1lTWUuMzgzMwtOYW1lTWUuMzgzNAtOYW1lTWUuMzgzNQtOYW1lTWUuMzgzNgtOYW1lTWUuMzgzNwtOYW1lTWUuMzgzOAtOYW1lTWUuMzgzOQtOYW1lTWUuMzg0MAtOYW1lTWUuMzg0MQtOYW1lTWUuMzg0MgtOYW1lTWUuMzg0MwtOYW1lTWUuMzg0NAtOYW1lTWUuMzg0NQtOYW1lTWUuMzg0NgtOYW1lTWUuMzg0NwtOYW1lTWUuMzg0OAtOYW1lTWUuMzg0OQtOYW1lTWUuMzg1MAtOYW1lTWUuMzg1MQtOYW1lTWUuMzg1MgtOYW1lTWUuMzg1MwtOYW1lTWUuMzg1NAtOYW1lTWUuMzg1NQtOYW1lTWUuMzg1NgtOYW1lTWUuMzg1NwtOYW1lTWUuMzg1OAtOYW1lTWUuMzg1OQtOYW1lTWUuMzg2MAtOYW1lTWUuMzg2MQtOYW1lTWUuMzg2MgtOYW1lTWUuMzg2MwtOYW1lTWUuMzg2NAtOYW1lTWUuMzg2NQtOYW1lTWUuMzg2NgtOYW1lTWUuMzg2NwtOYW1lTWUuMzg2OAtOYW1lTWUuMzg2OQtOYW1lTWUuMzg3MAtOYW1lTWUuMzg3MQtOYW1lTWUuMzg3MgtOYW1lTWUuMzg3MwtOYW1lTWUuMzg3NAtOYW1lTWUuMzg3NQtOYW1lTWUuMzg3NgtOYW1lTWUuMzg3NwtOYW1lTWUuMzg3OAtOYW1lTWUuMzg3OQtOYW1lTWUuMzg4MAtOYW1lTWUuMzg4MQtOYW1lTWUuMzg4MgtOYW1lTWUuMzg4MwtOYW1lTWUuMzg4NAtOYW1lTWUuMzg4NQtOYW1lTWUuMzg4NgtOYW1lTWUuMzg4NwtOYW1lTWUuMzg4OAtOYW1lTWUuMzg4OQtOYW1lTWUuMzg5MAtOYW1lTWUuMzg5MQtOYW1lTWUuMzg5MgtOYW1lTWUuMzg5MwtOYW1lTWUuMzg5NAtOYW1lTWUuMzg5NQtOYW1lTWUuMzg5NgtOYW1lTWUuMzg5NwtOYW1lTWUuMzg5OAtOYW1lTWUuMzg5OQtOYW1lTWUuMzkwMAtOYW1lTWUuMzkwMQtOYW1lTWUuMzkwMgtOYW1lTWUuMzkwMwtOYW1lTWUuMzkwNAtOYW1lTWUuMzkwNQtOYW1lTWUuMzkwNgtOYW1lTWUuMzkwNwtOYW1lTWUuMzkwOAtOYW1lTWUuMzkwOQtOYW1lTWUuMzkxMAtOYW1lTWUuMzkxMQtOYW1lTWUuMzkxMgtOYW1lTWUuMzkxMwtOYW1lTWUuMzkxNAtOYW1lTWUuMzkxNQtOYW1lTWUuMzkxNgtOYW1lTWUuMzkxNwtOYW1lTWUuMzkxOAtOYW1lTWUuMzkxOQtOYW1lTWUuMzkyMAtOYW1lTWUuMzkyMQtOYW1lTWUuMzkyMgtOYW1lTWUuMzkyMwtOYW1lTWUuMzkyNAtOYW1lTWUuMzkyNQtOYW1lTWUuMzkyNgtOYW1lTWUuMzkyNwtOYW1lTWUuMzkyOAtOYW1lTWUuMzkyOQtOYW1lTWUuMzkzMAtOYW1lTWUuMzkzMQtOYW1lTWUuMzkzMgtOYW1lTWUuMzkzMwtOYW1lTWUuMzkzNAtOYW1lTWUuMzkzNQtOYW1lTWUuMzkzNgtOYW1lTWUuMzkzNwtOYW1lTWUuMzkzOAtOYW1lTWUuMzkzOQtOYW1lTWUuMzk0MAtOYW1lTWUuMzk0MQtOYW1lTWUuMzk0MgtOYW1lTWUuMzk0MwtOYW1lTWUuMzk0NAtOYW1lTWUuMzk0NQtOYW1lTWUuMzk0NgtOYW1lTWUuMzk0NwtOYW1lTWUuMzk0OAtOYW1lTWUuMzk0OQtOYW1lTWUuMzk1MAtOYW1lTWUuMzk1MQtOYW1lTWUuMzk1MgtOYW1lTWUuMzk1MwtOYW1lTWUuMzk1NAtOYW1lTWUuMzk1NQtOYW1lTWUuMzk1NgtOYW1lTWUuMzk1NwtOYW1lTWUuMzk1OAtOYW1lTWUuMzk1OQtOYW1lTWUuMzk2MAtOYW1lTWUuMzk2MQtOYW1lTWUuMzk2MgtOYW1lTWUuMzk2MwtOYW1lTWUuMzk2NAtOYW1lTWUuMzk2NQtOYW1lTWUuMzk2NgtOYW1lTWUuMzk2NwtOYW1lTWUuMzk2OAtOYW1lTWUuMzk2OQtOYW1lTWUuMzk3MAtOYW1lTWUuMzk3MQtOYW1lTWUuMzk3MgtOYW1lTWUuMzk3MwtOYW1lTWUuMzk3NAtOYW1lTWUuMzk3NQtOYW1lTWUuMzk3NgtOYW1lTWUuMzk3NwtOYW1lTWUuMzk3OAtOYW1lTWUuMzk3OQtOYW1lTWUuMzk4MAtOYW1lTWUuMzk4MQtOYW1lTWUuMzk4MgtOYW1lTWUuMzk4MwtOYW1lTWUuMzk4NAtOYW1lTWUuMzk4NQtOYW1lTWUuMzk4NgtOYW1lTWUuMzk4NwtOYW1lTWUuMzk4OAtOYW1lTWUuMzk4OQtOYW1lTWUuMzk5MAtOYW1lTWUuMzk5MQtOYW1lTWUuMzk5MgtOYW1lTWUuMzk5MwtOYW1lTWUuMzk5NAtOYW1lTWUuMzk5NQtOYW1lTWUuMzk5NgtOYW1lTWUuMzk5NwtOYW1lTWUuMzk5OAtOYW1lTWUuMzk5OQtOYW1lTWUuNDAwMAtOYW1lTWUuNDAwMQtOYW1lTWUuNDAwMgtOYW1lTWUuNDAwMwtOYW1lTWUuNDAwNAtOYW1lTWUuNDAwNQtOYW1lTWUuNDAwNgtOYW1lTWUuNDAwNwtOYW1lTWUuNDAwOAtOYW1lTWUuNDAwOQtOYW1lTWUuNDAxMAtOYW1lTWUuNDAxMQtOYW1lTWUuNDAxMgtOYW1lTWUuNDAxMwtOYW1lTWUuNDAxNAtOYW1lTWUuNDAxNQtOYW1lTWUuNDAxNgtOYW1lTWUuNDAxNwtOYW1lTWUuNDAxOAtOYW1lTWUuNDAxOQtOYW1lTWUuNDAyMAtOYW1lTWUuNDAyMQtOYW1lTWUuNDAyMgtOYW1lTWUuNDAyMwtOYW1lTWUuNDAyNAtOYW1lTWUuNDAyNQtOYW1lTWUuNDAyNgtOYW1lTWUuNDAyNwtOYW1lTWUuNDAyOAtOYW1lTWUuNDAyOQtOYW1lTWUuNDAzMAtOYW1lTWUuNDAzMQtOYW1lTWUuNDAzMgtOYW1lTWUuNDAzMwtOYW1lTWUuNDAzNAtOYW1lTWUuNDAzNQtOYW1lTWUuNDAzNgtOYW1lTWUuNDAzNwtOYW1lTWUuNDAzOAtOYW1lTWUuNDAzOQtOYW1lTWUuNDA0MAtOYW1lTWUuNDA0MQtOYW1lTWUuNDA0MgtOYW1lTWUuNDA0MwtOYW1lTWUuNDA0NAtOYW1lTWUuNDA0NQtOYW1lTWUuNDA0NgtOYW1lTWUuNDA0NwtOYW1lTWUuNDA0OAtOYW1lTWUuNDA0OQtOYW1lTWUuNDA1MAtOYW1lTWUuNDA1MQtOYW1lTWUuNDA1MgtOYW1lTWUuNDA1MwtOYW1lTWUuNDA1NAtOYW1lTWUuNDA1NQtOYW1lTWUuNDA1NgtOYW1lTWUuNDA1NwtOYW1lTWUuNDA1OAtOYW1lTWUuNDA1OQtOYW1lTWUuNDA2MAtOYW1lTWUuNDA2MQtOYW1lTWUuNDA2MgtOYW1lTWUuNDA2MwtOYW1lTWUuNDA2NAtOYW1lTWUuNDA2NQtOYW1lTWUuNDA2NgtOYW1lTWUuNDA2NwtOYW1lTWUuNDA2OAtOYW1lTWUuNDA2OQtOYW1lTWUuNDA3MAtOYW1lTWUuNDA3MQtOYW1lTWUuNDA3MgtOYW1lTWUuNDA3MwtOYW1lTWUuNDA3NAtOYW1lTWUuNDA3NQtOYW1lTWUuNDA3NgtOYW1lTWUuNDA3NwtOYW1lTWUuNDA3OAtOYW1lTWUuNDA3OQtOYW1lTWUuNDA4MAtOYW1lTWUuNDA4MQtOYW1lTWUuNDA4MgtOYW1lTWUuNDA4MwtOYW1lTWUuNDA4NAtOYW1lTWUuNDA4NQtOYW1lTWUuNDA4NgtOYW1lTWUuNDA4NwtOYW1lTWUuNDA4OAtOYW1lTWUuNDA4OQtOYW1lTWUuNDA5MAtOYW1lTWUuNDA5MQtOYW1lTWUuNDA5MgtOYW1lTWUuNDA5MwtOYW1lTWUuNDA5NAtOYW1lTWUuNDA5NQtOYW1lTWUuNDA5NgtOYW1lTWUuNDA5NwtOYW1lTWUuNDA5OAtOYW1lTWUuNDA5OQtOYW1lTWUuNDEwMAtOYW1lTWUuNDEwMQtOYW1lTWUuNDEwMgtOYW1lTWUuNDEwMwtOYW1lTWUuNDEwNAtOYW1lTWUuNDEwNQtOYW1lTWUuNDEwNgtOYW1lTWUuNDEwNwtOYW1lTWUuNDEwOAtOYW1lTWUuNDEwOQtOYW1lTWUuNDExMAtOYW1lTWUuNDExMQtOYW1lTWUuNDExMgtOYW1lTWUuNDExMwtOYW1lTWUuNDExNAtOYW1lTWUuNDExNQtOYW1lTWUuNDExNgtOYW1lTWUuNDExNwtOYW1lTWUuNDExOAtOYW1lTWUuNDExOQtOYW1lTWUuNDEyMAtOYW1lTWUuNDEyMQtOYW1lTWUuNDEyMgtOYW1lTWUuNDEyMwtOYW1lTWUuNDEyNAtOYW1lTWUuNDEyNQtOYW1lTWUuNDEyNgtOYW1lTWUuNDEyNwtOYW1lTWUuNDEyOAtOYW1lTWUuNDEyOQtOYW1lTWUuNDEzMAtOYW1lTWUuNDEzMQtOYW1lTWUuNDEzMgtOYW1lTWUuNDEzMwtOYW1lTWUuNDEzNAtOYW1lTWUuNDEzNQtOYW1lTWUuNDEzNgtOYW1lTWUuNDEzNwtOYW1lTWUuNDEzOAtOYW1lTWUuNDEzOQtOYW1lTWUuNDE0MAtOYW1lTWUuNDE0MQtOYW1lTWUuNDE0MgtOYW1lTWUuNDE0MwtOYW1lTWUuNDE0NAtOYW1lTWUuNDE0NQtOYW1lTWUuNDE0NgtOYW1lTWUuNDE0NwtOYW1lTWUuNDE0OAtOYW1lTWUuNDE0OQtOYW1lTWUuNDE1MAtOYW1lTWUuNDE1MQtOYW1lTWUuNDE1MgtOYW1lTWUuNDE1MwtOYW1lTWUuNDE1NAtOYW1lTWUuNDE1NQtOYW1lTWUuNDE1NgtOYW1lTWUuNDE1NwtOYW1lTWUuNDE1OAtOYW1lTWUuNDE1OQtOYW1lTWUuNDE2MAtOYW1lTWUuNDE2MQtOYW1lTWUuNDE2MgtOYW1lTWUuNDE2MwtOYW1lTWUuNDE2NAtOYW1lTWUuNDE2NQtOYW1lTWUuNDE2NgtOYW1lTWUuNDE2NwtOYW1lTWUuNDE2OAtOYW1lTWUuNDE2OQtOYW1lTWUuNDE3MAtOYW1lTWUuNDE3MQtOYW1lTWUuNDE3MgtOYW1lTWUuNDE3MwtOYW1lTWUuNDE3NAtOYW1lTWUuNDE3NQtOYW1lTWUuNDE3NgtOYW1lTWUuNDE3NwtOYW1lTWUuNDE3OAtOYW1lTWUuNDE3OQtOYW1lTWUuNDE4MAtOYW1lTWUuNDE4MQtOYW1lTWUuNDE4MgtOYW1lTWUuNDE4MwtOYW1lTWUuNDE4NAtOYW1lTWUuNDE4NQtOYW1lTWUuNDE4NgtOYW1lTWUuNDE4NwtOYW1lTWUuNDE4OAtOYW1lTWUuNDE4OQtOYW1lTWUuNDE5MAtOYW1lTWUuNDE5MQtOYW1lTWUuNDE5MgtOYW1lTWUuNDE5MwtOYW1lTWUuNDE5NAtOYW1lTWUuNDE5NQtOYW1lTWUuNDE5NgtOYW1lTWUuNDE5NwtOYW1lTWUuNDE5OAtOYW1lTWUuNDE5OQtOYW1lTWUuNDIwMAtOYW1lTWUuNDIwMQtOYW1lTWUuNDIwMgtOYW1lTWUuNDIwMwtOYW1lTWUuNDIwNAtOYW1lTWUuNDIwNQtOYW1lTWUuNDIwNgtOYW1lTWUuNDIwNwtOYW1lTWUuNDIwOAtOYW1lTWUuNDIwOQtOYW1lTWUuNDIxMAtOYW1lTWUuNDIxMQtOYW1lTWUuNDIxMgtOYW1lTWUuNDIxMwtOYW1lTWUuNDIxNAtOYW1lTWUuNDIxNQtOYW1lTWUuNDIxNgtOYW1lTWUuNDIxNwtOYW1lTWUuNDIxOAtOYW1lTWUuNDIxOQtOYW1lTWUuNDIyMAtOYW1lTWUuNDIyMQtOYW1lTWUuNDIyMgtOYW1lTWUuNDIyMwtOYW1lTWUuNDIyNAtOYW1lTWUuNDIyNQtOYW1lTWUuNDIyNgtOYW1lTWUuNDIyNwtOYW1lTWUuNDIyOAtOYW1lTWUuNDIyOQtOYW1lTWUuNDIzMAtOYW1lTWUuNDIzMQtOYW1lTWUuNDIzMgtOYW1lTWUuNDIzMwtOYW1lTWUuNDIzNAtOYW1lTWUuNDIzNQtOYW1lTWUuNDIzNgtOYW1lTWUuNDIzNwtOYW1lTWUuNDIzOAtOYW1lTWUuNDIzOQtOYW1lTWUuNDI0MAtOYW1lTWUuNDI0MQtOYW1lTWUuNDI0MgtOYW1lTWUuNDI0MwtOYW1lTWUuNDI0NAtOYW1lTWUuNDI0NQtOYW1lTWUuNDI0NgtOYW1lTWUuNDI0NwtOYW1lTWUuNDI0OAtOYW1lTWUuNDI0OQtOYW1lTWUuNDI1MAtOYW1lTWUuNDI1MQtOYW1lTWUuNDI1MgtOYW1lTWUuNDI1MwtOYW1lTWUuNDI1NAtOYW1lTWUuNDI1NQtOYW1lTWUuNDI1NgtOYW1lTWUuNDI1NwtOYW1lTWUuNDI1OAtOYW1lTWUuNDI1OQtOYW1lTWUuNDI2MAtOYW1lTWUuNDI2MQtOYW1lTWUuNDI2MgtOYW1lTWUuNDI2MwtOYW1lTWUuNDI2NAtOYW1lTWUuNDI2NQtOYW1lTWUuNDI2NgtOYW1lTWUuNDI2NwtOYW1lTWUuNDI2OAtOYW1lTWUuNDI2OQtOYW1lTWUuNDI3MAtOYW1lTWUuNDI3MQtOYW1lTWUuNDI3MgtOYW1lTWUuNDI3MwtOYW1lTWUuNDI3NAtOYW1lTWUuNDI3NQtOYW1lTWUuNDI3NgtOYW1lTWUuNDI3NwtOYW1lTWUuNDI3OAtOYW1lTWUuNDI3OQtOYW1lTWUuNDI4MAtOYW1lTWUuNDI4MQtOYW1lTWUuNDI4MgtOYW1lTWUuNDI4MwtOYW1lTWUuNDI4NAtOYW1lTWUuNDI4NQtOYW1lTWUuNDI4NgtOYW1lTWUuNDI4NwtOYW1lTWUuNDI4OAtOYW1lTWUuNDI4OQtOYW1lTWUuNDI5MAtOYW1lTWUuNDI5MQtOYW1lTWUuNDI5MgtOYW1lTWUuNDI5MwtOYW1lTWUuNDI5NAtOYW1lTWUuNDI5NQtOYW1lTWUuNDI5NgtOYW1lTWUuNDI5NwtOYW1lTWUuNDI5OAtOYW1lTWUuNDI5OQtOYW1lTWUuNDMwMAtOYW1lTWUuNDMwMQtOYW1lTWUuNDMwMgtOYW1lTWUuNDMwMwtOYW1lTWUuNDMwNAtOYW1lTWUuNDMwNQtOYW1lTWUuNDMwNgtOYW1lTWUuNDMwNwtOYW1lTWUuNDMwOAtOYW1lTWUuNDMwOQtOYW1lTWUuNDMxMAtOYW1lTWUuNDMxMQtOYW1lTWUuNDMxMgtOYW1lTWUuNDMxMwtOYW1lTWUuNDMxNAtOYW1lTWUuNDMxNQtOYW1lTWUuNDMxNgtOYW1lTWUuNDMxNwtOYW1lTWUuNDMxOAtOYW1lTWUuNDMxOQtOYW1lTWUuNDMyMAtOYW1lTWUuNDMyMQtOYW1lTWUuNDMyMgtOYW1lTWUuNDMyMwtOYW1lTWUuNDMyNAtOYW1lTWUuNDMyNQtOYW1lTWUuNDMyNgtOYW1lTWUuNDMyNwtOYW1lTWUuNDMyOAtOYW1lTWUuNDMyOQtOYW1lTWUuNDMzMAtOYW1lTWUuNDMzMQtOYW1lTWUuNDMzMgtOYW1lTWUuNDMzMwtOYW1lTWUuNDMzNAtOYW1lTWUuNDMzNQtOYW1lTWUuNDMzNgtOYW1lTWUuNDMzNwtOYW1lTWUuNDMzOAtOYW1lTWUuNDMzOQtOYW1lTWUuNDM0MAtOYW1lTWUuNDM0MQtOYW1lTWUuNDM0MgtOYW1lTWUuNDM0MwtOYW1lTWUuNDM0NAtOYW1lTWUuNDM0NQtOYW1lTWUuNDM0NgtOYW1lTWUuNDM0NwtOYW1lTWUuNDM0OAtOYW1lTWUuNDM0OQtOYW1lTWUuNDM1MAtOYW1lTWUuNDM1MQtOYW1lTWUuNDM1MgtOYW1lTWUuNDM1MwtOYW1lTWUuNDM1NAtOYW1lTWUuNDM1NQtOYW1lTWUuNDM1NgtOYW1lTWUuNDM1NwtOYW1lTWUuNDM1OAtOYW1lTWUuNDM1OQtOYW1lTWUuNDM2MAtOYW1lTWUuNDM2MQtOYW1lTWUuNDM2MgtOYW1lTWUuNDM2MwtOYW1lTWUuNDM2NAtOYW1lTWUuNDM2NQtOYW1lTWUuNDM2NgtOYW1lTWUuNDM2NwtOYW1lTWUuNDM2OAtOYW1lTWUuNDM2OQtOYW1lTWUuNDM3MAtOYW1lTWUuNDM3MQtOYW1lTWUuNDM3MgtOYW1lTWUuNDM3MwtOYW1lTWUuNDM3NAtOYW1lTWUuNDM3NQtOYW1lTWUuNDM3NgtOYW1lTWUuNDM3NwtOYW1lTWUuNDM3OAtOYW1lTWUuNDM3OQtOYW1lTWUuNDM4MAtOYW1lTWUuNDM4MQtOYW1lTWUuNDM4MgtOYW1lTWUuNDM4MwtOYW1lTWUuNDM4NAtOYW1lTWUuNDM4NQtOYW1lTWUuNDM4NgtOYW1lTWUuNDM4NwtOYW1lTWUuNDM4OAtOYW1lTWUuNDM4OQtOYW1lTWUuNDM5MAtOYW1lTWUuNDM5MQtOYW1lTWUuNDM5MgtOYW1lTWUuNDM5MwtOYW1lTWUuNDM5NAtOYW1lTWUuNDM5NQtOYW1lTWUuNDM5NgtOYW1lTWUuNDM5NwtOYW1lTWUuNDM5OAtOYW1lTWUuNDM5OQtOYW1lTWUuNDQwMAtOYW1lTWUuNDQwMQtOYW1lTWUuNDQwMgtOYW1lTWUuNDQwMwtOYW1lTWUuNDQwNAtOYW1lTWUuNDQwNQtOYW1lTWUuNDQwNgtOYW1lTWUuNDQwNwtOYW1lTWUuNDQwOAtOYW1lTWUuNDQwOQtOYW1lTWUuNDQxMAtOYW1lTWUuNDQxMQtOYW1lTWUuNDQxMgtOYW1lTWUuNDQxMwtOYW1lTWUuNDQxNAtOYW1lTWUuNDQxNQtOYW1lTWUuNDQxNgtOYW1lTWUuNDQxNwtOYW1lTWUuNDQxOAtOYW1lTWUuNDQxOQtOYW1lTWUuNDQyMAtOYW1lTWUuNDQyMQtOYW1lTWUuNDQyMgtOYW1lTWUuNDQyMwtOYW1lTWUuNDQyNAtOYW1lTWUuNDQyNQtOYW1lTWUuNDQyNgtOYW1lTWUuNDQyNwtOYW1lTWUuNDQyOAtOYW1lTWUuNDQyOQtOYW1lTWUuNDQzMAtOYW1lTWUuNDQzMQtOYW1lTWUuNDQzMgtOYW1lTWUuNDQzMwtOYW1lTWUuNDQzNAtOYW1lTWUuNDQzNQtOYW1lTWUuNDQzNgtOYW1lTWUuNDQzNwtOYW1lTWUuNDQzOAtOYW1lTWUuNDQzOQtOYW1lTWUuNDQ0MAtOYW1lTWUuNDQ0MQtOYW1lTWUuNDQ0MgtOYW1lTWUuNDQ0MwtOYW1lTWUuNDQ0NAtOYW1lTWUuNDQ0NQtOYW1lTWUuNDQ0NgtOYW1lTWUuNDQ0NwtOYW1lTWUuNDQ0OAtOYW1lTWUuNDQ0OQtOYW1lTWUuNDQ1MAtOYW1lTWUuNDQ1MQtOYW1lTWUuNDQ1MgtOYW1lTWUuNDQ1MwtOYW1lTWUuNDQ1NAtOYW1lTWUuNDQ1NQtOYW1lTWUuNDQ1NgtOYW1lTWUuNDQ1NwtOYW1lTWUuNDQ1OAtOYW1lTWUuNDQ1OQtOYW1lTWUuNDQ2MAtOYW1lTWUuNDQ2MQtOYW1lTWUuNDQ2MgtOYW1lTWUuNDQ2MwtOYW1lTWUuNDQ2NAtOYW1lTWUuNDQ2NQtOYW1lTWUuNDQ2NgtOYW1lTWUuNDQ2NwtOYW1lTWUuNDQ2OAtOYW1lTWUuNDQ2OQtOYW1lTWUuNDQ3MAtOYW1lTWUuNDQ3MQtOYW1lTWUuNDQ3MgtOYW1lTWUuNDQ3MwtOYW1lTWUuNDQ3NAtOYW1lTWUuNDQ3NQtOYW1lTWUuNDQ3NgtOYW1lTWUuNDQ3NwtOYW1lTWUuNDQ3OAtOYW1lTWUuNDQ3OQtOYW1lTWUuNDQ4MAtOYW1lTWUuNDQ4MQtOYW1lTWUuNDQ4MgtOYW1lTWUuNDQ4MwtOYW1lTWUuNDQ4NAtOYW1lTWUuNDQ4NQtOYW1lTWUuNDQ4NgtOYW1lTWUuNDQ4NwtOYW1lTWUuNDQ4OAtOYW1lTWUuNDQ4OQtOYW1lTWUuNDQ5MAtOYW1lTWUuNDQ5MQtOYW1lTWUuNDQ5MgtOYW1lTWUuNDQ5MwtOYW1lTWUuNDQ5NAtOYW1lTWUuNDQ5NQtOYW1lTWUuNDQ5NgtOYW1lTWUuNDQ5NwtOYW1lTWUuNDQ5OAtOYW1lTWUuNDQ5OQtOYW1lTWUuNDUwMAtOYW1lTWUuNDUwMQtOYW1lTWUuNDUwMgtOYW1lTWUuNDUwMwtOYW1lTWUuNDUwNAtOYW1lTWUuNDUwNQtOYW1lTWUuNDUwNgtOYW1lTWUuNDUwNwtOYW1lTWUuNDUwOAtOYW1lTWUuNDUwOQtOYW1lTWUuNDUxMAtOYW1lTWUuNDUxMQtOYW1lTWUuNDUxMgtOYW1lTWUuNDUxMwtOYW1lTWUuNDUxNAtOYW1lTWUuNDUxNQtOYW1lTWUuNDUxNgtOYW1lTWUuNDUxNwtOYW1lTWUuNDUxOAtOYW1lTWUuNDUxOQtOYW1lTWUuNDUyMAtOYW1lTWUuNDUyMQtOYW1lTWUuNDUyMgtOYW1lTWUuNDUyMwtOYW1lTWUuNDUyNAtOYW1lTWUuNDUyNQtOYW1lTWUuNDUyNgtOYW1lTWUuNDUyNwtOYW1lTWUuNDUyOAtOYW1lTWUuNDUyOQtOYW1lTWUuNDUzMAtOYW1lTWUuNDUzMQtOYW1lTWUuNDUzMgtOYW1lTWUuNDUzMwtOYW1lTWUuNDUzNAtOYW1lTWUuNDUzNQtOYW1lTWUuNDUzNgtOYW1lTWUuNDUzNwtOYW1lTWUuNDUzOAtOYW1lTWUuNDUzOQtOYW1lTWUuNDU0MAtOYW1lTWUuNDU0MQtOYW1lTWUuNDU0MgtOYW1lTWUuNDU0MwtOYW1lTWUuNDU0NAtOYW1lTWUuNDU0NQtOYW1lTWUuNDU0NgtOYW1lTWUuNDU0NwtOYW1lTWUuNDU0OAtOYW1lTWUuNDU0OQtOYW1lTWUuNDU1MAtOYW1lTWUuNDU1MQtOYW1lTWUuNDU1MgtOYW1lTWUuNDU1MwtOYW1lTWUuNDU1NAtOYW1lTWUuNDU1NQtOYW1lTWUuNDU1NgtOYW1lTWUuNDU1NwtOYW1lTWUuNDU1OAtOYW1lTWUuNDU1OQtOYW1lTWUuNDU2MAtOYW1lTWUuNDU2MQtOYW1lTWUuNDU2MgtOYW1lTWUuNDU2MwtOYW1lTWUuNDU2NAtOYW1lTWUuNDU2NQtOYW1lTWUuNDU2NgtOYW1lTWUuNDU2NwtOYW1lTWUuNDU2OAtOYW1lTWUuNDU2OQtOYW1lTWUuNDU3MAtOYW1lTWUuNDU3MQtOYW1lTWUuNDU3MgtOYW1lTWUuNDU3MwtOYW1lTWUuNDU3NAtOYW1lTWUuNDU3NQtOYW1lTWUuNDU3NgtOYW1lTWUuNDU3NwtOYW1lTWUuNDU3OAtOYW1lTWUuNDU3OQtOYW1lTWUuNDU4MAtOYW1lTWUuNDU4MQtOYW1lTWUuNDU4MgtOYW1lTWUuNDU4MwtOYW1lTWUuNDU4NAtOYW1lTWUuNDU4NQtOYW1lTWUuNDU4NgtOYW1lTWUuNDU4NwtOYW1lTWUuNDU4OAtOYW1lTWUuNDU4OQtOYW1lTWUuNDU5MAtOYW1lTWUuNDU5MQtOYW1lTWUuNDU5MgtOYW1lTWUuNDU5MwtOYW1lTWUuNDU5NAtOYW1lTWUuNDU5NQtOYW1lTWUuNDU5NgtOYW1lTWUuNDU5NwtOYW1lTWUuNDU5OAtOYW1lTWUuNDU5OQtOYW1lTWUuNDYwMAtOYW1lTWUuNDYwMQtOYW1lTWUuNDYwMgtOYW1lTWUuNDYwMwtOYW1lTWUuNDYwNAtOYW1lTWUuNDYwNQtOYW1lTWUuNDYwNgtOYW1lTWUuNDYwNwtOYW1lTWUuNDYwOAtOYW1lTWUuNDYwOQtOYW1lTWUuNDYxMAtOYW1lTWUuNDYxMQtOYW1lTWUuNDYxMgtOYW1lTWUuNDYxMwtOYW1lTWUuNDYxNAtOYW1lTWUuNDYxNQtOYW1lTWUuNDYxNgtOYW1lTWUuNDYxNwtOYW1lTWUuNDYxOAtOYW1lTWUuNDYxOQtOYW1lTWUuNDYyMAtOYW1lTWUuNDYyMQtOYW1lTWUuNDYyMgtOYW1lTWUuNDYyMwtOYW1lTWUuNDYyNAtOYW1lTWUuNDYyNQtOYW1lTWUuNDYyNgtOYW1lTWUuNDYyNwtOYW1lTWUuNDYyOAtOYW1lTWUuNDYyOQtOYW1lTWUuNDYzMAtOYW1lTWUuNDYzMQtOYW1lTWUuNDYzMgtOYW1lTWUuNDYzMwtOYW1lTWUuNDYzNAtOYW1lTWUuNDYzNQtOYW1lTWUuNDYzNgtOYW1lTWUuNDYzNwtOYW1lTWUuNDYzOAtOYW1lTWUuNDYzOQtOYW1lTWUuNDY0MAtOYW1lTWUuNDY0MQtOYW1lTWUuNDY0MgtOYW1lTWUuNDY0MwtOYW1lTWUuNDY0NAtOYW1lTWUuNDY0NQtOYW1lTWUuNDY0NgtOYW1lTWUuNDY0NwtOYW1lTWUuNDY0OAtOYW1lTWUuNDY0OQtOYW1lTWUuNDY1MAtOYW1lTWUuNDY1MQtOYW1lTWUuNDY1MgtOYW1lTWUuNDY1MwtOYW1lTWUuNDY1NAtOYW1lTWUuNDY1NQtOYW1lTWUuNDY1NgtOYW1lTWUuNDY1NwtOYW1lTWUuNDY1OAtOYW1lTWUuNDY1OQtOYW1lTWUuNDY2MAtOYW1lTWUuNDY2MQtOYW1lTWUuNDY2MgtOYW1lTWUuNDY2MwtOYW1lTWUuNDY2NAtOYW1lTWUuNDY2NQtOYW1lTWUuNDY2NgtOYW1lTWUuNDY2NwtOYW1lTWUuNDY2OAtOYW1lTWUuNDY2OQtOYW1lTWUuNDY3MAtOYW1lTWUuNDY3MQtOYW1lTWUuNDY3MgtOYW1lTWUuNDY3MwtOYW1lTWUuNDY3NAtOYW1lTWUuNDY3NQtOYW1lTWUuNDY3NgtOYW1lTWUuNDY3NwtOYW1lTWUuNDY3OAtOYW1lTWUuNDY3OQtOYW1lTWUuNDY4MAtOYW1lTWUuNDY4MQtOYW1lTWUuNDY4MgtOYW1lTWUuNDY4MwtOYW1lTWUuNDY4NAtOYW1lTWUuNDY4NQtOYW1lTWUuNDY4NgtOYW1lTWUuNDY4NwtOYW1lTWUuNDY4OAtOYW1lTWUuNDY4OQtOYW1lTWUuNDY5MAtOYW1lTWUuNDY5MQtOYW1lTWUuNDY5MgtOYW1lTWUuNDY5MwtOYW1lTWUuNDY5NAtOYW1lTWUuNDY5NQtOYW1lTWUuNDY5NgtOYW1lTWUuNDY5NwtOYW1lTWUuNDY5OAtOYW1lTWUuNDY5OQtOYW1lTWUuNDcwMAtOYW1lTWUuNDcwMQtOYW1lTWUuNDcwMgtOYW1lTWUuNDcwMwtOYW1lTWUuNDcwNAtOYW1lTWUuNDcwNQtOYW1lTWUuNDcwNgtOYW1lTWUuNDcwNwtOYW1lTWUuNDcwOAtOYW1lTWUuNDcwOQtOYW1lTWUuNDcxMAtOYW1lTWUuNDcxMQtOYW1lTWUuNDcxMgtOYW1lTWUuNDcxMwtOYW1lTWUuNDcxNAtOYW1lTWUuNDcxNQtOYW1lTWUuNDcxNgtOYW1lTWUuNDcxNwtOYW1lTWUuNDcxOAtOYW1lTWUuNDcxOQtOYW1lTWUuNDcyMAtOYW1lTWUuNDcyMQtOYW1lTWUuNDcyMgtOYW1lTWUuNDcyMwtOYW1lTWUuNDcyNAtOYW1lTWUuNDcyNQtOYW1lTWUuNDcyNgtOYW1lTWUuNDcyNwtOYW1lTWUuNDcyOAtOYW1lTWUuNDcyOQtOYW1lTWUuNDczMAtOYW1lTWUuNDczMQtOYW1lTWUuNDczMgtOYW1lTWUuNDczMwtOYW1lTWUuNDczNAtOYW1lTWUuNDczNQtOYW1lTWUuNDczNgtOYW1lTWUuNDczNwtOYW1lTWUuNDczOAtOYW1lTWUuNDczOQtOYW1lTWUuNDc0MAtOYW1lTWUuNDc0MQtOYW1lTWUuNDc0MgtOYW1lTWUuNDc0MwtOYW1lTWUuNDc0NAtOYW1lTWUuNDc0NQtOYW1lTWUuNDc0NgtOYW1lTWUuNDc0NwtOYW1lTWUuNDc0OAtOYW1lTWUuNDc0OQtOYW1lTWUuNDc1MAtOYW1lTWUuNDc1MQtOYW1lTWUuNDc1MgtOYW1lTWUuNDc1MwtOYW1lTWUuNDc1NAtOYW1lTWUuNDc1NQtOYW1lTWUuNDc1NgtOYW1lTWUuNDc1NwtOYW1lTWUuNDc1OAtOYW1lTWUuNDc1OQtOYW1lTWUuNDc2MAtOYW1lTWUuNDc2MQtOYW1lTWUuNDc2MgtOYW1lTWUuNDc2MwtOYW1lTWUuNDc2NAtOYW1lTWUuNDc2NQtOYW1lTWUuNDc2NgtOYW1lTWUuNDc2NwtOYW1lTWUuNDc2OAtOYW1lTWUuNDc2OQtOYW1lTWUuNDc3MAtOYW1lTWUuNDc3MQtOYW1lTWUuNDc3MgtOYW1lTWUuNDc3MwtOYW1lTWUuNDc3NAtOYW1lTWUuNDc3NQtOYW1lTWUuNDc3NgtOYW1lTWUuNDc3NwtOYW1lTWUuNDc3OAtOYW1lTWUuNDc3OQtOYW1lTWUuNDc4MAtOYW1lTWUuNDc4MQtOYW1lTWUuNDc4MgtOYW1lTWUuNDc4MwtOYW1lTWUuNDc4NAtOYW1lTWUuNDc4NQtOYW1lTWUuNDc4NgtOYW1lTWUuNDc4NwtOYW1lTWUuNDc4OAtOYW1lTWUuNDc4OQtOYW1lTWUuNDc5MAtOYW1lTWUuNDc5MQtOYW1lTWUuNDc5MgtOYW1lTWUuNDc5MwtOYW1lTWUuNDc5NAtOYW1lTWUuNDc5NQtOYW1lTWUuNDc5NgtOYW1lTWUuNDc5NwtOYW1lTWUuNDc5OAtOYW1lTWUuNDc5OQtOYW1lTWUuNDgwMAtOYW1lTWUuNDgwMQtOYW1lTWUuNDgwMgtOYW1lTWUuNDgwMwtOYW1lTWUuNDgwNAtOYW1lTWUuNDgwNQtOYW1lTWUuNDgwNgtOYW1lTWUuNDgwNwtOYW1lTWUuNDgwOAtOYW1lTWUuNDgwOQtOYW1lTWUuNDgxMAtOYW1lTWUuNDgxMQtOYW1lTWUuNDgxMgtOYW1lTWUuNDgxMwtOYW1lTWUuNDgxNAtOYW1lTWUuNDgxNQtOYW1lTWUuNDgxNgtOYW1lTWUuNDgxNwtOYW1lTWUuNDgxOAtOYW1lTWUuNDgxOQtOYW1lTWUuNDgyMAtOYW1lTWUuNDgyMQtOYW1lTWUuNDgyMgtOYW1lTWUuNDgyMwtOYW1lTWUuNDgyNAtOYW1lTWUuNDgyNQtOYW1lTWUuNDgyNgtOYW1lTWUuNDgyNwtOYW1lTWUuNDgyOAtOYW1lTWUuNDgyOQtOYW1lTWUuNDgzMAtOYW1lTWUuNDgzMQtOYW1lTWUuNDgzMgtOYW1lTWUuNDgzMwtOYW1lTWUuNDgzNAtOYW1lTWUuNDgzNQtOYW1lTWUuNDgzNgtOYW1lTWUuNDgzNwtOYW1lTWUuNDgzOAtOYW1lTWUuNDgzOQtOYW1lTWUuNDg0MAtOYW1lTWUuNDg0MQtOYW1lTWUuNDg0MgtOYW1lTWUuNDg0MwtOYW1lTWUuNDg0NAtOYW1lTWUuNDg0NQtOYW1lTWUuNDg0NgtOYW1lTWUuNDg0NwtOYW1lTWUuNDg0OAtOYW1lTWUuNDg0OQtOYW1lTWUuNDg1MAtOYW1lTWUuNDg1MQtOYW1lTWUuNDg1MgtOYW1lTWUuNDg1MwtOYW1lTWUuNDg1NAtOYW1lTWUuNDg1NQtOYW1lTWUuNDg1NgtOYW1lTWUuNDg1NwtOYW1lTWUuNDg1OAtOYW1lTWUuNDg1OQtOYW1lTWUuNDg2MAtOYW1lTWUuNDg2MQtOYW1lTWUuNDg2MgtOYW1lTWUuNDg2MwtOYW1lTWUuNDg2NAtOYW1lTWUuNDg2NQtOYW1lTWUuNDg2NgtOYW1lTWUuNDg2NwtOYW1lTWUuNDg2OAtOYW1lTWUuNDg2OQtOYW1lTWUuNDg3MAtOYW1lTWUuNDg3MQtOYW1lTWUuNDg3MgtOYW1lTWUuNDg3MwtOYW1lTWUuNDg3NAtOYW1lTWUuNDg3NQtOYW1lTWUuNDg3NgtOYW1lTWUuNDg3NwtOYW1lTWUuNDg3OAtOYW1lTWUuNDg3OQtOYW1lTWUuNDg4MAtOYW1lTWUuNDg4MQtOYW1lTWUuNDg4MgtOYW1lTWUuNDg4MwtOYW1lTWUuNDg4NAtOYW1lTWUuNDg4NQtOYW1lTWUuNDg4NgtOYW1lTWUuNDg4NwtOYW1lTWUuNDg4OAtOYW1lTWUuNDg4OQtOYW1lTWUuNDg5MAtOYW1lTWUuNDg5MQtOYW1lTWUuNDg5MgtOYW1lTWUuNDg5MwtOYW1lTWUuNDg5NAtOYW1lTWUuNDg5NQtOYW1lTWUuNDg5NgtOYW1lTWUuNDg5NwtOYW1lTWUuNDg5OAtOYW1lTWUuNDg5OQtOYW1lTWUuNDkwMAtOYW1lTWUuNDkwMQtOYW1lTWUuNDkwMgtOYW1lTWUuNDkwMwtOYW1lTWUuNDkwNAtOYW1lTWUuNDkwNQtOYW1lTWUuNDkwNgtOYW1lTWUuNDkwNwtOYW1lTWUuNDkwOAtOYW1lTWUuNDkwOQtOYW1lTWUuNDkxMAtOYW1lTWUuNDkxMQtOYW1lTWUuNDkxMgtOYW1lTWUuNDkxMwtOYW1lTWUuNDkxNAtOYW1lTWUuNDkxNQtOYW1lTWUuNDkxNgtOYW1lTWUuNDkxNwtOYW1lTWUuNDkxOAtOYW1lTWUuNDkxOQtOYW1lTWUuNDkyMAtOYW1lTWUuNDkyMQtOYW1lTWUuNDkyMgtOYW1lTWUuNDkyMwtOYW1lTWUuNDkyNAtOYW1lTWUuNDkyNQtOYW1lTWUuNDkyNgtOYW1lTWUuNDkyNwtOYW1lTWUuNDkyOAtOYW1lTWUuNDkyOQtOYW1lTWUuNDkzMAtOYW1lTWUuNDkzMQtOYW1lTWUuNDkzMgtOYW1lTWUuNDkzMwtOYW1lTWUuNDkzNAtOYW1lTWUuNDkzNQtOYW1lTWUuNDkzNgtOYW1lTWUuNDkzNwtOYW1lTWUuNDkzOAtOYW1lTWUuNDkzOQtOYW1lTWUuNDk0MAtOYW1lTWUuNDk0MQtOYW1lTWUuNDk0MgtOYW1lTWUuNDk0MwtOYW1lTWUuNDk0NAtOYW1lTWUuNDk0NQtOYW1lTWUuNDk0NgtOYW1lTWUuNDk0NwtOYW1lTWUuNDk0OAtOYW1lTWUuNDk0OQtOYW1lTWUuNDk1MAtOYW1lTWUuNDk1MQtOYW1lTWUuNDk1MgtOYW1lTWUuNDk1MwtOYW1lTWUuNDk1NAtOYW1lTWUuNDk1NQtOYW1lTWUuNDk1NgtOYW1lTWUuNDk1NwtOYW1lTWUuNDk1OAtOYW1lTWUuNDk1OQtOYW1lTWUuNDk2MAtOYW1lTWUuNDk2MQtOYW1lTWUuNDk2MgtOYW1lTWUuNDk2MwtOYW1lTWUuNDk2NAtOYW1lTWUuNDk2NQtOYW1lTWUuNDk2NgtOYW1lTWUuNDk2NwtOYW1lTWUuNDk2OAtOYW1lTWUuNDk2OQtOYW1lTWUuNDk3MAtOYW1lTWUuNDk3MQtOYW1lTWUuNDk3MgtOYW1lTWUuNDk3MwtOYW1lTWUuNDk3NAtOYW1lTWUuNDk3NQtOYW1lTWUuNDk3NgtOYW1lTWUuNDk3NwtOYW1lTWUuNDk3OAtOYW1lTWUuNDk3OQtOYW1lTWUuNDk4MAtOYW1lTWUuNDk4MQtOYW1lTWUuNDk4MgtOYW1lTWUuNDk4MwtOYW1lTWUuNDk4NAtOYW1lTWUuNDk4NQtOYW1lTWUuNDk4NgtOYW1lTWUuNDk4NwtOYW1lTWUuNDk4OAtOYW1lTWUuNDk4OQtOYW1lTWUuNDk5MAtOYW1lTWUuNDk5MQtOYW1lTWUuNDk5MgtOYW1lTWUuNDk5MwtOYW1lTWUuNDk5NAtOYW1lTWUuNDk5NQtOYW1lTWUuNDk5NgtOYW1lTWUuNDk5NwtOYW1lTWUuNDk5OAtOYW1lTWUuNDk5OQtOYW1lTWUuNTAwMAtOYW1lTWUuNTAwMQtOYW1lTWUuNTAwMgtOYW1lTWUuNTAwMwtOYW1lTWUuNTAwNAtOYW1lTWUuNTAwNQtOYW1lTWUuNTAwNgtOYW1lTWUuNTAwNwtOYW1lTWUuNTAwOAtOYW1lTWUuNTAwOQtOYW1lTWUuNTAxMAtOYW1lTWUuNTAxMQtOYW1lTWUuNTAxMgtOYW1lTWUuNTAxMwtOYW1lTWUuNTAxNAtOYW1lTWUuNTAxNQtOYW1lTWUuNTAxNgtOYW1lTWUuNTAxNwtOYW1lTWUuNTAxOAtOYW1lTWUuNTAxOQtOYW1lTWUuNTAyMAtOYW1lTWUuNTAyMQtOYW1lTWUuNTAyMgtOYW1lTWUuNTAyMwtOYW1lTWUuNTAyNAtOYW1lTWUuNTAyNQtOYW1lTWUuNTAyNgtOYW1lTWUuNTAyNwtOYW1lTWUuNTAyOAtOYW1lTWUuNTAyOQtOYW1lTWUuNTAzMAtOYW1lTWUuNTAzMQtOYW1lTWUuNTAzMgtOYW1lTWUuNTAzMwtOYW1lTWUuNTAzNAtOYW1lTWUuNTAzNQtOYW1lTWUuNTAzNgtOYW1lTWUuNTAzNwtOYW1lTWUuNTAzOAtOYW1lTWUuNTAzOQtOYW1lTWUuNTA0MAtOYW1lTWUuNTA0MQtOYW1lTWUuNTA0MgtOYW1lTWUuNTA0MwtOYW1lTWUuNTA0NAtOYW1lTWUuNTA0NQtOYW1lTWUuNTA0NgtOYW1lTWUuNTA0NwtOYW1lTWUuNTA0OAtOYW1lTWUuNTA0OQtOYW1lTWUuNTA1MAtOYW1lTWUuNTA1MQtOYW1lTWUuNTA1MgtOYW1lTWUuNTA1MwtOYW1lTWUuNTA1NAtOYW1lTWUuNTA1NQtOYW1lTWUuNTA1NgtOYW1lTWUuNTA1NwtOYW1lTWUuNTA1OAtOYW1lTWUuNTA1OQtOYW1lTWUuNTA2MAtOYW1lTWUuNTA2MQtOYW1lTWUuNTA2MgtOYW1lTWUuNTA2MwtOYW1lTWUuNTA2NAtOYW1lTWUuNTA2NQtOYW1lTWUuNTA2NgtOYW1lTWUuNTA2NwtOYW1lTWUuNTA2OAtOYW1lTWUuNTA2OQtOYW1lTWUuNTA3MAtOYW1lTWUuNTA3MQtOYW1lTWUuNTA3MgtOYW1lTWUuNTA3MwtOYW1lTWUuNTA3NAtOYW1lTWUuNTA3NQtOYW1lTWUuNTA3NgtOYW1lTWUuNTA3NwtOYW1lTWUuNTA3OAtOYW1lTWUuNTA3OQtOYW1lTWUuNTA4MAtOYW1lTWUuNTA4MQtOYW1lTWUuNTA4MgtOYW1lTWUuNTA4MwtOYW1lTWUuNTA4NAtOYW1lTWUuNTA4NQtOYW1lTWUuNTA4NgtOYW1lTWUuNTA4NwtOYW1lTWUuNTA4OAtOYW1lTWUuNTA4OQtOYW1lTWUuNTA5MAtOYW1lTWUuNTA5MQtOYW1lTWUuNTA5MgtOYW1lTWUuNTA5MwtOYW1lTWUuNTA5NAtOYW1lTWUuNTA5NQtOYW1lTWUuNTA5NgtOYW1lTWUuNTA5NwtOYW1lTWUuNTA5OAtOYW1lTWUuNTA5OQtOYW1lTWUuNTEwMAtOYW1lTWUuNTEwMQtOYW1lTWUuNTEwMgtOYW1lTWUuNTEwMwtOYW1lTWUuNTEwNAtOYW1lTWUuNTEwNQtOYW1lTWUuNTEwNgtOYW1lTWUuNTEwNwtOYW1lTWUuNTEwOAtOYW1lTWUuNTEwOQtOYW1lTWUuNTExMAtOYW1lTWUuNTExMQtOYW1lTWUuNTExMgtOYW1lTWUuNTExMwtOYW1lTWUuNTExNAtOYW1lTWUuNTExNQtOYW1lTWUuNTExNgtOYW1lTWUuNTExNwtOYW1lTWUuNTExOAtOYW1lTWUuNTExOQtOYW1lTWUuNTEyMAtOYW1lTWUuNTEyMQtOYW1lTWUuNTEyMgtOYW1lTWUuNTEyMwtOYW1lTWUuNTEyNAtOYW1lTWUuNTEyNQtOYW1lTWUuNTEyNgtOYW1lTWUuNTEyNwtOYW1lTWUuNTEyOAtOYW1lTWUuNTEyOQtOYW1lTWUuNTEzMAtOYW1lTWUuNTEzMQtOYW1lTWUuNTEzMgtOYW1lTWUuNTEzMwtOYW1lTWUuNTEzNAtOYW1lTWUuNTEzNQtOYW1lTWUuNTEzNgtOYW1lTWUuNTEzNwtOYW1lTWUuNTEzOAtOYW1lTWUuNTEzOQtOYW1lTWUuNTE0MAtOYW1lTWUuNTE0MQtOYW1lTWUuNTE0MgtOYW1lTWUuNTE0MwtOYW1lTWUuNTE0NAtOYW1lTWUuNTE0NQtOYW1lTWUuNTE0NgtOYW1lTWUuNTE0NwtOYW1lTWUuNTE0OAtOYW1lTWUuNTE0OQtOYW1lTWUuNTE1MAtOYW1lTWUuNTE1MQtOYW1lTWUuNTE1MgtOYW1lTWUuNTE1MwtOYW1lTWUuNTE1NAtOYW1lTWUuNTE1NQtOYW1lTWUuNTE1NgtOYW1lTWUuNTE1NwtOYW1lTWUuNTE1OAtOYW1lTWUuNTE1OQtOYW1lTWUuNTE2MAtOYW1lTWUuNTE2MQtOYW1lTWUuNTE2MgtOYW1lTWUuNTE2MwtOYW1lTWUuNTE2NAtOYW1lTWUuNTE2NQtOYW1lTWUuNTE2NgtOYW1lTWUuNTE2NwtOYW1lTWUuNTE2OAtOYW1lTWUuNTE2OQtOYW1lTWUuNTE3MAtOYW1lTWUuNTE3MQtOYW1lTWUuNTE3MgtOYW1lTWUuNTE3MwtOYW1lTWUuNTE3NAtOYW1lTWUuNTE3NQtOYW1lTWUuNTE3NgtOYW1lTWUuNTE3NwtOYW1lTWUuNTE3OAtOYW1lTWUuNTE3OQtOYW1lTWUuNTE4MAtOYW1lTWUuNTE4MQtOYW1lTWUuNTE4MgtOYW1lTWUuNTE4MwtOYW1lTWUuNTE4NAtOYW1lTWUuNTE4NQtOYW1lTWUuNTE4NgtOYW1lTWUuNTE4NwtOYW1lTWUuNTE4OAtOYW1lTWUuNTE4OQtOYW1lTWUuNTE5MAtOYW1lTWUuNTE5MQtOYW1lTWUuNTE5MgtOYW1lTWUuNTE5MwtOYW1lTWUuNTE5NAtOYW1lTWUuNTE5NQtOYW1lTWUuNTE5NgtOYW1lTWUuNTE5NwtOYW1lTWUuNTE5OAtOYW1lTWUuNTE5OQtOYW1lTWUuNTIwMAtOYW1lTWUuNTIwMQtOYW1lTWUuNTIwMgtOYW1lTWUuNTIwMwtOYW1lTWUuNTIwNAtOYW1lTWUuNTIwNQtOYW1lTWUuNTIwNgtOYW1lTWUuNTIwNwtOYW1lTWUuNTIwOAtOYW1lTWUuNTIwOQtOYW1lTWUuNTIxMAtOYW1lTWUuNTIxMQtOYW1lTWUuNTIxMgtOYW1lTWUuNTIxMwtOYW1lTWUuNTIxNAtOYW1lTWUuNTIxNQtOYW1lTWUuNTIxNgtOYW1lTWUuNTIxNwtOYW1lTWUuNTIxOAtOYW1lTWUuNTIxOQtOYW1lTWUuNTIyMAtOYW1lTWUuNTIyMQtOYW1lTWUuNTIyMgtOYW1lTWUuNTIyMwtOYW1lTWUuNTIyNAtOYW1lTWUuNTIyNQtOYW1lTWUuNTIyNgtOYW1lTWUuNTIyNwtOYW1lTWUuNTIyOAtOYW1lTWUuNTIyOQtOYW1lTWUuNTIzMAtOYW1lTWUuNTIzMQtOYW1lTWUuNTIzMgtOYW1lTWUuNTIzMwtOYW1lTWUuNTIzNAtOYW1lTWUuNTIzNQtOYW1lTWUuNTIzNgtOYW1lTWUuNTIzNwtOYW1lTWUuNTIzOAtOYW1lTWUuNTIzOQtOYW1lTWUuNTI0MAtOYW1lTWUuNTI0MQtOYW1lTWUuNTI0MgtOYW1lTWUuNTI0MwtOYW1lTWUuNTI0NAtOYW1lTWUuNTI0NQtOYW1lTWUuNTI0NgtOYW1lTWUuNTI0NwtOYW1lTWUuNTI0OAtOYW1lTWUuNTI0OQtOYW1lTWUuNTI1MAtOYW1lTWUuNTI1MQtOYW1lTWUuNTI1MgtOYW1lTWUuNTI1MwtOYW1lTWUuNTI1NAtOYW1lTWUuNTI1NQtOYW1lTWUuNTI1NgtOYW1lTWUuNTI1NwtOYW1lTWUuNTI1OAtOYW1lTWUuNTI1OQtOYW1lTWUuNTI2MAtOYW1lTWUuNTI2MQtOYW1lTWUuNTI2MgtOYW1lTWUuNTI2MwtOYW1lTWUuNTI2NAtOYW1lTWUuNTI2NQtOYW1lTWUuNTI2NgtOYW1lTWUuNTI2NwtOYW1lTWUuNTI2OAtOYW1lTWUuNTI2OQtOYW1lTWUuNTI3MAtOYW1lTWUuNTI3MQtOYW1lTWUuNTI3MgtOYW1lTWUuNTI3MwtOYW1lTWUuNTI3NAtOYW1lTWUuNTI3NQtOYW1lTWUuNTI3NgtOYW1lTWUuNTI3NwtOYW1lTWUuNTI3OAtOYW1lTWUuNTI3OQtOYW1lTWUuNTI4MAtOYW1lTWUuNTI4MQtOYW1lTWUuNTI4MgtOYW1lTWUuNTI4MwtOYW1lTWUuNTI4NAtOYW1lTWUuNTI4NQtOYW1lTWUuNTI4NgtOYW1lTWUuNTI4NwtOYW1lTWUuNTI4OAtOYW1lTWUuNTI4OQtOYW1lTWUuNTI5MAtOYW1lTWUuNTI5MQtOYW1lTWUuNTI5MgtOYW1lTWUuNTI5MwtOYW1lTWUuNTI5NAtOYW1lTWUuNTI5NQtOYW1lTWUuNTI5NgtOYW1lTWUuNTI5NwtOYW1lTWUuNTI5OAtOYW1lTWUuNTI5OQtOYW1lTWUuNTMwMAtOYW1lTWUuNTMwMQtOYW1lTWUuNTMwMgtOYW1lTWUuNTMwMwtOYW1lTWUuNTMwNAtOYW1lTWUuNTMwNQtOYW1lTWUuNTMwNgtOYW1lTWUuNTMwNwtOYW1lTWUuNTMwOAtOYW1lTWUuNTMwOQtOYW1lTWUuNTMxMAtOYW1lTWUuNTMxMQtOYW1lTWUuNTMxMgtOYW1lTWUuNTMxMwtOYW1lTWUuNTMxNAtOYW1lTWUuNTMxNQtOYW1lTWUuNTMxNgtOYW1lTWUuNTMxNwtOYW1lTWUuNTMxOAtOYW1lTWUuNTMxOQtOYW1lTWUuNTMyMAtOYW1lTWUuNTMyMQtOYW1lTWUuNTMyMgtOYW1lTWUuNTMyMwtOYW1lTWUuNTMyNAtOYW1lTWUuNTMyNQtOYW1lTWUuNTMyNgtOYW1lTWUuNTMyNwtOYW1lTWUuNTMyOAtOYW1lTWUuNTMyOQtOYW1lTWUuNTMzMAtOYW1lTWUuNTMzMQtOYW1lTWUuNTMzMgtOYW1lTWUuNTMzMwtOYW1lTWUuNTMzNAtOYW1lTWUuNTMzNQtOYW1lTWUuNTMzNgtOYW1lTWUuNTMzNwtOYW1lTWUuNTMzOAtOYW1lTWUuNTMzOQtOYW1lTWUuNTM0MAtOYW1lTWUuNTM0MQtOYW1lTWUuNTM0MgtOYW1lTWUuNTM0MwtOYW1lTWUuNTM0NAtOYW1lTWUuNTM0NQtOYW1lTWUuNTM0NgtOYW1lTWUuNTM0NwtOYW1lTWUuNTM0OAtOYW1lTWUuNTM0OQtOYW1lTWUuNTM1MAtOYW1lTWUuNTM1MQtOYW1lTWUuNTM1MgtOYW1lTWUuNTM1MwtOYW1lTWUuNTM1NAtOYW1lTWUuNTM1NQtOYW1lTWUuNTM1NgtOYW1lTWUuNTM1NwtOYW1lTWUuNTM1OAtOYW1lTWUuNTM1OQtOYW1lTWUuNTM2MAtOYW1lTWUuNTM2MQtOYW1lTWUuNTM2MgtOYW1lTWUuNTM2MwtOYW1lTWUuNTM2NAtOYW1lTWUuNTM2NQtOYW1lTWUuNTM2NgtOYW1lTWUuNTM2NwtOYW1lTWUuNTM2OAtOYW1lTWUuNTM2OQtOYW1lTWUuNTM3MAtOYW1lTWUuNTM3MQtOYW1lTWUuNTM3MgtOYW1lTWUuNTM3MwtOYW1lTWUuNTM3NAtOYW1lTWUuNTM3NQtOYW1lTWUuNTM3NgtOYW1lTWUuNTM3NwtOYW1lTWUuNTM3OAtOYW1lTWUuNTM3OQtOYW1lTWUuNTM4MAtOYW1lTWUuNTM4MQtOYW1lTWUuNTM4MgtOYW1lTWUuNTM4MwtOYW1lTWUuNTM4NAtOYW1lTWUuNTM4NQtOYW1lTWUuNTM4NgtOYW1lTWUuNTM4NwtOYW1lTWUuNTM4OAtOYW1lTWUuNTM4OQtOYW1lTWUuNTM5MAtOYW1lTWUuNTM5MQtOYW1lTWUuNTM5MgtOYW1lTWUuNTM5MwtOYW1lTWUuNTM5NAtOYW1lTWUuNTM5NQtOYW1lTWUuNTM5NgtOYW1lTWUuNTM5NwtOYW1lTWUuNTM5OAtOYW1lTWUuNTM5OQtOYW1lTWUuNTQwMAtOYW1lTWUuNTQwMQtOYW1lTWUuNTQwMgtOYW1lTWUuNTQwMwtOYW1lTWUuNTQwNAtOYW1lTWUuNTQwNQtOYW1lTWUuNTQwNgtOYW1lTWUuNTQwNwtOYW1lTWUuNTQwOAtOYW1lTWUuNTQwOQtOYW1lTWUuNTQxMAtOYW1lTWUuNTQxMQtOYW1lTWUuNTQxMgtOYW1lTWUuNTQxMwtOYW1lTWUuNTQxNAtOYW1lTWUuNTQxNQtOYW1lTWUuNTQxNgtOYW1lTWUuNTQxNwtOYW1lTWUuNTQxOAtOYW1lTWUuNTQxOQtOYW1lTWUuNTQyMAtOYW1lTWUuNTQyMQtOYW1lTWUuNTQyMgtOYW1lTWUuNTQyMwtOYW1lTWUuNTQyNAtOYW1lTWUuNTQyNQtOYW1lTWUuNTQyNgtOYW1lTWUuNTQyNwtOYW1lTWUuNTQyOAtOYW1lTWUuNTQyOQtOYW1lTWUuNTQzMAtOYW1lTWUuNTQzMQtOYW1lTWUuNTQzMgtOYW1lTWUuNTQzMwtOYW1lTWUuNTQzNAtOYW1lTWUuNTQzNQtOYW1lTWUuNTQzNgtOYW1lTWUuNTQzNwtOYW1lTWUuNTQzOAtOYW1lTWUuNTQzOQtOYW1lTWUuNTQ0MAtOYW1lTWUuNTQ0MQtOYW1lTWUuNTQ0MgtOYW1lTWUuNTQ0MwtOYW1lTWUuNTQ0NAtOYW1lTWUuNTQ0NQtOYW1lTWUuNTQ0NgtOYW1lTWUuNTQ0NwtOYW1lTWUuNTQ0OAtOYW1lTWUuNTQ0OQtOYW1lTWUuNTQ1MAtOYW1lTWUuNTQ1MQtOYW1lTWUuNTQ1MgtOYW1lTWUuNTQ1MwtOYW1lTWUuNTQ1NAtOYW1lTWUuNTQ1NQtOYW1lTWUuNTQ1NgtOYW1lTWUuNTQ1NwtOYW1lTWUuNTQ1OAtOYW1lTWUuNTQ1OQtOYW1lTWUuNTQ2MAtOYW1lTWUuNTQ2MQtOYW1lTWUuNTQ2MgtOYW1lTWUuNTQ2MwtOYW1lTWUuNTQ2NAtOYW1lTWUuNTQ2NQtOYW1lTWUuNTQ2NgtOYW1lTWUuNTQ2NwtOYW1lTWUuNTQ2OAtOYW1lTWUuNTQ2OQtOYW1lTWUuNTQ3MAtOYW1lTWUuNTQ3MQtOYW1lTWUuNTQ3MgtOYW1lTWUuNTQ3MwtOYW1lTWUuNTQ3NAtOYW1lTWUuNTQ3NQtOYW1lTWUuNTQ3NgtOYW1lTWUuNTQ3NwtOYW1lTWUuNTQ3OAtOYW1lTWUuNTQ3OQtOYW1lTWUuNTQ4MAtOYW1lTWUuNTQ4MQtOYW1lTWUuNTQ4MgtOYW1lTWUuNTQ4MwtOYW1lTWUuNTQ4NAtOYW1lTWUuNTQ4NQtOYW1lTWUuNTQ4NgtOYW1lTWUuNTQ4NwtOYW1lTWUuNTQ4OAtOYW1lTWUuNTQ4OQtOYW1lTWUuNTQ5MAtOYW1lTWUuNTQ5MQtOYW1lTWUuNTQ5MgtOYW1lTWUuNTQ5MwtOYW1lTWUuNTQ5NAtOYW1lTWUuNTQ5NQtOYW1lTWUuNTQ5NgtOYW1lTWUuNTQ5NwtOYW1lTWUuNTQ5OAtOYW1lTWUuNTQ5OQtOYW1lTWUuNTUwMAtOYW1lTWUuNTUwMQtOYW1lTWUuNTUwMgtOYW1lTWUuNTUwMwtOYW1lTWUuNTUwNAtOYW1lTWUuNTUwNQtOYW1lTWUuNTUwNgtOYW1lTWUuNTUwNwtOYW1lTWUuNTUwOAtOYW1lTWUuNTUwOQtOYW1lTWUuNTUxMAtOYW1lTWUuNTUxMQtOYW1lTWUuNTUxMgtOYW1lTWUuNTUxMwtOYW1lTWUuNTUxNAtOYW1lTWUuNTUxNQtOYW1lTWUuNTUxNgtOYW1lTWUuNTUxNwtOYW1lTWUuNTUxOAtOYW1lTWUuNTUxOQtOYW1lTWUuNTUyMAtOYW1lTWUuNTUyMQtOYW1lTWUuNTUyMgtOYW1lTWUuNTUyMwtOYW1lTWUuNTUyNAtOYW1lTWUuNTUyNQtOYW1lTWUuNTUyNgtOYW1lTWUuNTUyNwtOYW1lTWUuNTUyOAtOYW1lTWUuNTUyOQtOYW1lTWUuNTUzMAtOYW1lTWUuNTUzMQtOYW1lTWUuNTUzMgtOYW1lTWUuNTUzMwtOYW1lTWUuNTUzNAtOYW1lTWUuNTUzNQtOYW1lTWUuNTUzNgtOYW1lTWUuNTUzNwtOYW1lTWUuNTUzOAtOYW1lTWUuNTUzOQtOYW1lTWUuNTU0MAtOYW1lTWUuNTU0MQtOYW1lTWUuNTU0MgtOYW1lTWUuNTU0MwtOYW1lTWUuNTU0NAtOYW1lTWUuNTU0NQtOYW1lTWUuNTU0NgtOYW1lTWUuNTU0NwtOYW1lTWUuNTU0OAtOYW1lTWUuNTU0OQtOYW1lTWUuNTU1MAtOYW1lTWUuNTU1MQtOYW1lTWUuNTU1MgtOYW1lTWUuNTU1MwtOYW1lTWUuNTU1NAtOYW1lTWUuNTU1NQtOYW1lTWUuNTU1NgtOYW1lTWUuNTU1NwtOYW1lTWUuNTU1OAtOYW1lTWUuNTU1OQtOYW1lTWUuNTU2MAtOYW1lTWUuNTU2MQtOYW1lTWUuNTU2MgtOYW1lTWUuNTU2MwtOYW1lTWUuNTU2NAtOYW1lTWUuNTU2NQtOYW1lTWUuNTU2NgtOYW1lTWUuNTU2NwtOYW1lTWUuNTU2OAtOYW1lTWUuNTU2OQtOYW1lTWUuNTU3MAtOYW1lTWUuNTU3MQtOYW1lTWUuNTU3MgtOYW1lTWUuNTU3MwtOYW1lTWUuNTU3NAtOYW1lTWUuNTU3NQtOYW1lTWUuNTU3NgtOYW1lTWUuNTU3NwtOYW1lTWUuNTU3OAtOYW1lTWUuNTU3OQtOYW1lTWUuNTU4MAtOYW1lTWUuNTU4MQtOYW1lTWUuNTU4MgtOYW1lTWUuNTU4MwtOYW1lTWUuNTU4NAtOYW1lTWUuNTU4NQtOYW1lTWUuNTU4NgtOYW1lTWUuNTU4NwtOYW1lTWUuNTU4OAtOYW1lTWUuNTU4OQtOYW1lTWUuNTU5MAtOYW1lTWUuNTU5MQtOYW1lTWUuNTU5MgtOYW1lTWUuNTU5MwtOYW1lTWUuNTU5NAtOYW1lTWUuNTU5NQtOYW1lTWUuNTU5NgtOYW1lTWUuNTU5NwtOYW1lTWUuNTU5OAtOYW1lTWUuNTU5OQtOYW1lTWUuNTYwMAtOYW1lTWUuNTYwMQtOYW1lTWUuNTYwMgtOYW1lTWUuNTYwMwtOYW1lTWUuNTYwNAtOYW1lTWUuNTYwNQtOYW1lTWUuNTYwNgtOYW1lTWUuNTYwNwtOYW1lTWUuNTYwOAtOYW1lTWUuNTYwOQtOYW1lTWUuNTYxMAtOYW1lTWUuNTYxMQtOYW1lTWUuNTYxMgtOYW1lTWUuNTYxMwtOYW1lTWUuNTYxNAtOYW1lTWUuNTYxNQtOYW1lTWUuNTYxNgtOYW1lTWUuNTYxNwtOYW1lTWUuNTYxOAtOYW1lTWUuNTYxOQtOYW1lTWUuNTYyMAtOYW1lTWUuNTYyMQtOYW1lTWUuNTYyMgtOYW1lTWUuNTYyMwtOYW1lTWUuNTYyNAtOYW1lTWUuNTYyNQtOYW1lTWUuNTYyNgtOYW1lTWUuNTYyNwtOYW1lTWUuNTYyOAtOYW1lTWUuNTYyOQtOYW1lTWUuNTYzMAtOYW1lTWUuNTYzMQtOYW1lTWUuNTYzMgtOYW1lTWUuNTYzMwtOYW1lTWUuNTYzNAtOYW1lTWUuNTYzNQtOYW1lTWUuNTYzNgtOYW1lTWUuNTYzNwtOYW1lTWUuNTYzOAtOYW1lTWUuNTYzOQtOYW1lTWUuNTY0MAtOYW1lTWUuNTY0MQtOYW1lTWUuNTY0MgtOYW1lTWUuNTY0MwtOYW1lTWUuNTY0NAtOYW1lTWUuNTY0NQtOYW1lTWUuNTY0NgtOYW1lTWUuNTY0NwtOYW1lTWUuNTY0OAtOYW1lTWUuNTY0OQtOYW1lTWUuNTY1MAtOYW1lTWUuNTY1MQtOYW1lTWUuNTY1MgtOYW1lTWUuNTY1MwtOYW1lTWUuNTY1NAtOYW1lTWUuNTY1NQtOYW1lTWUuNTY1NgtOYW1lTWUuNTY1NwtOYW1lTWUuNTY1OAtOYW1lTWUuNTY1OQtOYW1lTWUuNTY2MAtOYW1lTWUuNTY2MQtOYW1lTWUuNTY2MgtOYW1lTWUuNTY2MwtOYW1lTWUuNTY2NAtOYW1lTWUuNTY2NQtOYW1lTWUuNTY2NgtOYW1lTWUuNTY2NwtOYW1lTWUuNTY2OAtOYW1lTWUuNTY2OQtOYW1lTWUuNTY3MAtOYW1lTWUuNTY3MQtOYW1lTWUuNTY3MgtOYW1lTWUuNTY3MwtOYW1lTWUuNTY3NAtOYW1lTWUuNTY3NQtOYW1lTWUuNTY3NgtOYW1lTWUuNTY3NwtOYW1lTWUuNTY3OAtOYW1lTWUuNTY3OQtOYW1lTWUuNTY4MAtOYW1lTWUuNTY4MQtOYW1lTWUuNTY4MgtOYW1lTWUuNTY4MwtOYW1lTWUuNTY4NAtOYW1lTWUuNTY4NQtOYW1lTWUuNTY4NgtOYW1lTWUuNTY4NwtOYW1lTWUuNTY4OAtOYW1lTWUuNTY4OQtOYW1lTWUuNTY5MAtOYW1lTWUuNTY5MQtOYW1lTWUuNTY5MgtOYW1lTWUuNTY5MwtOYW1lTWUuNTY5NAtOYW1lTWUuNTY5NQtOYW1lTWUuNTY5NgtOYW1lTWUuNTY5NwtOYW1lTWUuNTY5OAtOYW1lTWUuNTY5OQtOYW1lTWUuNTcwMAtOYW1lTWUuNTcwMQtOYW1lTWUuNTcwMgtOYW1lTWUuNTcwMwtOYW1lTWUuNTcwNAtOYW1lTWUuNTcwNQtOYW1lTWUuNTcwNgtOYW1lTWUuNTcwNwtOYW1lTWUuNTcwOAtOYW1lTWUuNTcwOQtOYW1lTWUuNTcxMAtOYW1lTWUuNTcxMQtOYW1lTWUuNTcxMgtOYW1lTWUuNTcxMwtOYW1lTWUuNTcxNAtOYW1lTWUuNTcxNQtOYW1lTWUuNTcxNgtOYW1lTWUuNTcxNwtOYW1lTWUuNTcxOAtOYW1lTWUuNTcxOQtOYW1lTWUuNTcyMAtOYW1lTWUuNTcyMQtOYW1lTWUuNTcyMgtOYW1lTWUuNTcyMwtOYW1lTWUuNTcyNAtOYW1lTWUuNTcyNQtOYW1lTWUuNTcyNgtOYW1lTWUuNTcyNwtOYW1lTWUuNTcyOAtOYW1lTWUuNTcyOQtOYW1lTWUuNTczMAtOYW1lTWUuNTczMQtOYW1lTWUuNTczMgtOYW1lTWUuNTczMwtOYW1lTWUuNTczNAtOYW1lTWUuNTczNQtOYW1lTWUuNTczNgtOYW1lTWUuNTczNwtOYW1lTWUuNTczOAtOYW1lTWUuNTczOQtOYW1lTWUuNTc0MAtOYW1lTWUuNTc0MQtOYW1lTWUuNTc0MgtOYW1lTWUuNTc0MwtOYW1lTWUuNTc0NAtOYW1lTWUuNTc0NQtOYW1lTWUuNTc0NgtOYW1lTWUuNTc0NwtOYW1lTWUuNTc0OAtOYW1lTWUuNTc0OQtOYW1lTWUuNTc1MAtOYW1lTWUuNTc1MQtOYW1lTWUuNTc1MgtOYW1lTWUuNTc1MwtOYW1lTWUuNTc1NAtOYW1lTWUuNTc1NQtOYW1lTWUuNTc1NgtOYW1lTWUuNTc1NwtOYW1lTWUuNTc1OAtOYW1lTWUuNTc1OQtOYW1lTWUuNTc2MAtOYW1lTWUuNTc2MQtOYW1lTWUuNTc2MgtOYW1lTWUuNTc2MwtOYW1lTWUuNTc2NAtOYW1lTWUuNTc2NQtOYW1lTWUuNTc2NgtOYW1lTWUuNTc2NwtOYW1lTWUuNTc2OAtOYW1lTWUuNTc2OQtOYW1lTWUuNTc3MAtOYW1lTWUuNTc3MQtOYW1lTWUuNTc3MgtOYW1lTWUuNTc3MwtOYW1lTWUuNTc3NAtOYW1lTWUuNTc3NQtOYW1lTWUuNTc3NgtOYW1lTWUuNTc3NwtOYW1lTWUuNTc3OAtOYW1lTWUuNTc3OQtOYW1lTWUuNTc4MAtOYW1lTWUuNTc4MQtOYW1lTWUuNTc4MgtOYW1lTWUuNTc4MwtOYW1lTWUuNTc4NAtOYW1lTWUuNTc4NQtOYW1lTWUuNTc4NgtOYW1lTWUuNTc4NwtOYW1lTWUuNTc4OAtOYW1lTWUuNTc4OQtOYW1lTWUuNTc5MAtOYW1lTWUuNTc5MQtOYW1lTWUuNTc5MgtOYW1lTWUuNTc5MwtOYW1lTWUuNTc5NAtOYW1lTWUuNTc5NQtOYW1lTWUuNTc5NgtOYW1lTWUuNTc5NwtOYW1lTWUuNTc5OAtOYW1lTWUuNTc5OQtOYW1lTWUuNTgwMAtOYW1lTWUuNTgwMQtOYW1lTWUuNTgwMgtOYW1lTWUuNTgwMwtOYW1lTWUuNTgwNAtOYW1lTWUuNTgwNQtOYW1lTWUuNTgwNgtOYW1lTWUuNTgwNwtOYW1lTWUuNTgwOAtOYW1lTWUuNTgwOQtOYW1lTWUuNTgxMAtOYW1lTWUuNTgxMQtOYW1lTWUuNTgxMgtOYW1lTWUuNTgxMwtOYW1lTWUuNTgxNAtOYW1lTWUuNTgxNQtOYW1lTWUuNTgxNgtOYW1lTWUuNTgxNwtOYW1lTWUuNTgxOAtOYW1lTWUuNTgxOQtOYW1lTWUuNTgyMAtOYW1lTWUuNTgyMQtOYW1lTWUuNTgyMgtOYW1lTWUuNTgyMwtOYW1lTWUuNTgyNAtOYW1lTWUuNTgyNQtOYW1lTWUuNTgyNgtOYW1lTWUuNTgyNwtOYW1lTWUuNTgyOAtOYW1lTWUuNTgyOQtOYW1lTWUuNTgzMAtOYW1lTWUuNTgzMQtOYW1lTWUuNTgzMgtOYW1lTWUuNTgzMwtOYW1lTWUuNTgzNAtOYW1lTWUuNTgzNQtOYW1lTWUuNTgzNgtOYW1lTWUuNTgzNwtOYW1lTWUuNTgzOAtOYW1lTWUuNTgzOQtOYW1lTWUuNTg0MAtOYW1lTWUuNTg0MQtOYW1lTWUuNTg0MgtOYW1lTWUuNTg0MwtOYW1lTWUuNTg0NAtOYW1lTWUuNTg0NQtOYW1lTWUuNTg0NgtOYW1lTWUuNTg0NwtOYW1lTWUuNTg0OAtOYW1lTWUuNTg0OQtOYW1lTWUuNTg1MAtOYW1lTWUuNTg1MQtOYW1lTWUuNTg1MgtOYW1lTWUuNTg1MwtOYW1lTWUuNTg1NAtOYW1lTWUuNTg1NQtOYW1lTWUuNTg1NgtOYW1lTWUuNTg1NwtOYW1lTWUuNTg1OAtOYW1lTWUuNTg1OQtOYW1lTWUuNTg2MAtOYW1lTWUuNTg2MQtOYW1lTWUuNTg2MgtOYW1lTWUuNTg2MwtOYW1lTWUuNTg2NAtOYW1lTWUuNTg2NQtOYW1lTWUuNTg2NgtOYW1lTWUuNTg2NwtOYW1lTWUuNTg2OAtOYW1lTWUuNTg2OQtOYW1lTWUuNTg3MAtOYW1lTWUuNTg3MQtOYW1lTWUuNTg3MgtOYW1lTWUuNTg3MwtOYW1lTWUuNTg3NAtOYW1lTWUuNTg3NQtOYW1lTWUuNTg3NgtOYW1lTWUuNTg3NwtOYW1lTWUuNTg3OAtOYW1lTWUuNTg3OQtOYW1lTWUuNTg4MAtOYW1lTWUuNTg4MQtOYW1lTWUuNTg4MgtOYW1lTWUuNTg4MwtOYW1lTWUuNTg4NAtOYW1lTWUuNTg4NQtOYW1lTWUuNTg4NgtOYW1lTWUuNTg4NwtOYW1lTWUuNTg4OAtOYW1lTWUuNTg4OQtOYW1lTWUuNTg5MAtOYW1lTWUuNTg5MQtOYW1lTWUuNTg5MgtOYW1lTWUuNTg5MwtOYW1lTWUuNTg5NAtOYW1lTWUuNTg5NQtOYW1lTWUuNTg5NgtOYW1lTWUuNTg5NwtOYW1lTWUuNTg5OAtOYW1lTWUuNTg5OQtOYW1lTWUuNTkwMAtOYW1lTWUuNTkwMQtOYW1lTWUuNTkwMgtOYW1lTWUuNTkwMwtOYW1lTWUuNTkwNAtOYW1lTWUuNTkwNQtOYW1lTWUuNTkwNgtOYW1lTWUuNTkwNwtOYW1lTWUuNTkwOAtOYW1lTWUuNTkwOQtOYW1lTWUuNTkxMAtOYW1lTWUuNTkxMQtOYW1lTWUuNTkxMgtOYW1lTWUuNTkxMwtOYW1lTWUuNTkxNAtOYW1lTWUuNTkxNQtOYW1lTWUuNTkxNgtOYW1lTWUuNTkxNwtOYW1lTWUuNTkxOAtOYW1lTWUuNTkxOQtOYW1lTWUuNTkyMAtOYW1lTWUuNTkyMQtOYW1lTWUuNTkyMgtOYW1lTWUuNTkyMwtOYW1lTWUuNTkyNAtOYW1lTWUuNTkyNQtOYW1lTWUuNTkyNgtOYW1lTWUuNTkyNwtOYW1lTWUuNTkyOAtOYW1lTWUuNTkyOQtOYW1lTWUuNTkzMAtOYW1lTWUuNTkzMQtOYW1lTWUuNTkzMgtOYW1lTWUuNTkzMwtOYW1lTWUuNTkzNAtOYW1lTWUuNTkzNQtOYW1lTWUuNTkzNgtOYW1lTWUuNTkzNwtOYW1lTWUuNTkzOAtOYW1lTWUuNTkzOQtOYW1lTWUuNTk0MAtOYW1lTWUuNTk0MQtOYW1lTWUuNTk0MgtOYW1lTWUuNTk0MwtOYW1lTWUuNTk0NAtOYW1lTWUuNTk0NQtOYW1lTWUuNTk0NgtOYW1lTWUuNTk0NwtOYW1lTWUuNTk0OAtOYW1lTWUuNTk0OQtOYW1lTWUuNTk1MAtOYW1lTWUuNTk1MQtOYW1lTWUuNTk1MgtOYW1lTWUuNTk1MwtOYW1lTWUuNTk1NAtOYW1lTWUuNTk1NQtOYW1lTWUuNTk1NgtOYW1lTWUuNTk1NwtOYW1lTWUuNTk1OAtOYW1lTWUuNTk1OQtOYW1lTWUuNTk2MAtOYW1lTWUuNTk2MQtOYW1lTWUuNTk2MgtOYW1lTWUuNTk2MwtOYW1lTWUuNTk2NAtOYW1lTWUuNTk2NQtOYW1lTWUuNTk2NgtOYW1lTWUuNTk2NwtOYW1lTWUuNTk2OAtOYW1lTWUuNTk2OQtOYW1lTWUuNTk3MAtOYW1lTWUuNTk3MQtOYW1lTWUuNTk3MgtOYW1lTWUuNTk3MwtOYW1lTWUuNTk3NAtOYW1lTWUuNTk3NQtOYW1lTWUuNTk3NgtOYW1lTWUuNTk3NwtOYW1lTWUuNTk3OAtOYW1lTWUuNTk3OQtOYW1lTWUuNTk4MAtOYW1lTWUuNTk4MQtOYW1lTWUuNTk4MgtOYW1lTWUuNTk4MwtOYW1lTWUuNTk4NAtOYW1lTWUuNTk4NQtOYW1lTWUuNTk4NgtOYW1lTWUuNTk4NwtOYW1lTWUuNTk4OAtOYW1lTWUuNTk4OQtOYW1lTWUuNTk5MAtOYW1lTWUuNTk5MQtOYW1lTWUuNTk5MgtOYW1lTWUuNTk5MwtOYW1lTWUuNTk5NAtOYW1lTWUuNTk5NQtOYW1lTWUuNTk5NgtOYW1lTWUuNTk5NwtOYW1lTWUuNTk5OAtOYW1lTWUuNTk5OQtOYW1lTWUuNjAwMAtOYW1lTWUuNjAwMQtOYW1lTWUuNjAwMgtOYW1lTWUuNjAwMwtOYW1lTWUuNjAwNAtOYW1lTWUuNjAwNQtOYW1lTWUuNjAwNgtOYW1lTWUuNjAwNwtOYW1lTWUuNjAwOAtOYW1lTWUuNjAwOQtOYW1lTWUuNjAxMAtOYW1lTWUuNjAxMQtOYW1lTWUuNjAxMgtOYW1lTWUuNjAxMwtOYW1lTWUuNjAxNAtOYW1lTWUuNjAxNQtOYW1lTWUuNjAxNgtOYW1lTWUuNjAxNwtOYW1lTWUuNjAxOAtOYW1lTWUuNjAxOQtOYW1lTWUuNjAyMAtOYW1lTWUuNjAyMQtOYW1lTWUuNjAyMgtOYW1lTWUuNjAyMwtOYW1lTWUuNjAyNAtOYW1lTWUuNjAyNQtOYW1lTWUuNjAyNgtOYW1lTWUuNjAyNwtOYW1lTWUuNjAyOAtOYW1lTWUuNjAyOQtOYW1lTWUuNjAzMAtOYW1lTWUuNjAzMQtOYW1lTWUuNjAzMgtOYW1lTWUuNjAzMwtOYW1lTWUuNjAzNAtOYW1lTWUuNjAzNQtOYW1lTWUuNjAzNgtOYW1lTWUuNjAzNwtOYW1lTWUuNjAzOAtOYW1lTWUuNjAzOQtOYW1lTWUuNjA0MAtOYW1lTWUuNjA0MQtOYW1lTWUuNjA0MgtOYW1lTWUuNjA0MwtOYW1lTWUuNjA0NAtOYW1lTWUuNjA0NQtOYW1lTWUuNjA0NgtOYW1lTWUuNjA0NwtOYW1lTWUuNjA0OAtOYW1lTWUuNjA0OQtOYW1lTWUuNjA1MAtOYW1lTWUuNjA1MQtOYW1lTWUuNjA1MgtOYW1lTWUuNjA1MwtOYW1lTWUuNjA1NAtOYW1lTWUuNjA1NQtOYW1lTWUuNjA1NgtOYW1lTWUuNjA1NwtOYW1lTWUuNjA1OAtOYW1lTWUuNjA1OQtOYW1lTWUuNjA2MAtOYW1lTWUuNjA2MQtOYW1lTWUuNjA2MgtOYW1lTWUuNjA2MwtOYW1lTWUuNjA2NAtOYW1lTWUuNjA2NQtOYW1lTWUuNjA2NgtOYW1lTWUuNjA2NwtOYW1lTWUuNjA2OAtOYW1lTWUuNjA2OQtOYW1lTWUuNjA3MAtOYW1lTWUuNjA3MQtOYW1lTWUuNjA3MgtOYW1lTWUuNjA3MwtOYW1lTWUuNjA3NAtOYW1lTWUuNjA3NQtOYW1lTWUuNjA3NgtOYW1lTWUuNjA3NwtOYW1lTWUuNjA3OAtOYW1lTWUuNjA3OQtOYW1lTWUuNjA4MAtOYW1lTWUuNjA4MQtOYW1lTWUuNjA4MgtOYW1lTWUuNjA4MwtOYW1lTWUuNjA4NAtOYW1lTWUuNjA4NQtOYW1lTWUuNjA4NgtOYW1lTWUuNjA4NwtOYW1lTWUuNjA4OAtOYW1lTWUuNjA4OQtOYW1lTWUuNjA5MAtOYW1lTWUuNjA5MQtOYW1lTWUuNjA5MgtOYW1lTWUuNjA5MwtOYW1lTWUuNjA5NAtOYW1lTWUuNjA5NQtOYW1lTWUuNjA5NgtOYW1lTWUuNjA5NwtOYW1lTWUuNjA5OAtOYW1lTWUuNjA5OQtOYW1lTWUuNjEwMAtOYW1lTWUuNjEwMQtOYW1lTWUuNjEwMgtOYW1lTWUuNjEwMwtOYW1lTWUuNjEwNAtOYW1lTWUuNjEwNQtOYW1lTWUuNjEwNgtOYW1lTWUuNjEwNwtOYW1lTWUuNjEwOAtOYW1lTWUuNjEwOQtOYW1lTWUuNjExMAtOYW1lTWUuNjExMQtOYW1lTWUuNjExMgtOYW1lTWUuNjExMwtOYW1lTWUuNjExNAtOYW1lTWUuNjExNQtOYW1lTWUuNjExNgtOYW1lTWUuNjExNwtOYW1lTWUuNjExOAtOYW1lTWUuNjExOQtOYW1lTWUuNjEyMAtOYW1lTWUuNjEyMQtOYW1lTWUuNjEyMgtOYW1lTWUuNjEyMwtOYW1lTWUuNjEyNAtOYW1lTWUuNjEyNQtOYW1lTWUuNjEyNgtOYW1lTWUuNjEyNwtOYW1lTWUuNjEyOAtOYW1lTWUuNjEyOQtOYW1lTWUuNjEzMAtOYW1lTWUuNjEzMQtOYW1lTWUuNjEzMgtOYW1lTWUuNjEzMwtOYW1lTWUuNjEzNAtOYW1lTWUuNjEzNQtOYW1lTWUuNjEzNgtOYW1lTWUuNjEzNwtOYW1lTWUuNjEzOAtOYW1lTWUuNjEzOQtOYW1lTWUuNjE0MAtOYW1lTWUuNjE0MQtOYW1lTWUuNjE0MgtOYW1lTWUuNjE0MwtOYW1lTWUuNjE0NAtOYW1lTWUuNjE0NQtOYW1lTWUuNjE0NgtOYW1lTWUuNjE0NwtOYW1lTWUuNjE0OAtOYW1lTWUuNjE0OQtOYW1lTWUuNjE1MAtOYW1lTWUuNjE1MQtOYW1lTWUuNjE1MgtOYW1lTWUuNjE1MwtOYW1lTWUuNjE1NAtOYW1lTWUuNjE1NQtOYW1lTWUuNjE1NgtOYW1lTWUuNjE1NwtOYW1lTWUuNjE1OAtOYW1lTWUuNjE1OQtOYW1lTWUuNjE2MAtOYW1lTWUuNjE2MQtOYW1lTWUuNjE2MgtOYW1lTWUuNjE2MwtOYW1lTWUuNjE2NAtOYW1lTWUuNjE2NQtOYW1lTWUuNjE2NgtOYW1lTWUuNjE2NwtOYW1lTWUuNjE2OAtOYW1lTWUuNjE2OQtOYW1lTWUuNjE3MAtOYW1lTWUuNjE3MQtOYW1lTWUuNjE3MgtOYW1lTWUuNjE3MwtOYW1lTWUuNjE3NAtOYW1lTWUuNjE3NQtOYW1lTWUuNjE3NgtOYW1lTWUuNjE3NwtOYW1lTWUuNjE3OAtOYW1lTWUuNjE3OQtOYW1lTWUuNjE4MAtOYW1lTWUuNjE4MQtOYW1lTWUuNjE4MgtOYW1lTWUuNjE4MwtOYW1lTWUuNjE4NAtOYW1lTWUuNjE4NQtOYW1lTWUuNjE4NgtOYW1lTWUuNjE4NwtOYW1lTWUuNjE4OAtOYW1lTWUuNjE4OQtOYW1lTWUuNjE5MAtOYW1lTWUuNjE5MQtOYW1lTWUuNjE5MgtOYW1lTWUuNjE5MwtOYW1lTWUuNjE5NAtOYW1lTWUuNjE5NQtOYW1lTWUuNjE5NgtOYW1lTWUuNjE5NwtOYW1lTWUuNjE5OAtOYW1lTWUuNjE5OQtOYW1lTWUuNjIwMAtOYW1lTWUuNjIwMQtOYW1lTWUuNjIwMgtOYW1lTWUuNjIwMwtOYW1lTWUuNjIwNAtOYW1lTWUuNjIwNQtOYW1lTWUuNjIwNgtOYW1lTWUuNjIwNwtOYW1lTWUuNjIwOAtOYW1lTWUuNjIwOQtOYW1lTWUuNjIxMAtOYW1lTWUuNjIxMQtOYW1lTWUuNjIxMgtOYW1lTWUuNjIxMwtOYW1lTWUuNjIxNAtOYW1lTWUuNjIxNQtOYW1lTWUuNjIxNgtOYW1lTWUuNjIxNwtOYW1lTWUuNjIxOAtOYW1lTWUuNjIxOQtOYW1lTWUuNjIyMAtOYW1lTWUuNjIyMQtOYW1lTWUuNjIyMgtOYW1lTWUuNjIyMwtOYW1lTWUuNjIyNAtOYW1lTWUuNjIyNQtOYW1lTWUuNjIyNgtOYW1lTWUuNjIyNwtOYW1lTWUuNjIyOAtOYW1lTWUuNjIyOQtOYW1lTWUuNjIzMAtOYW1lTWUuNjIzMQtOYW1lTWUuNjIzMgtOYW1lTWUuNjIzMwtOYW1lTWUuNjIzNAtOYW1lTWUuNjIzNQtOYW1lTWUuNjIzNgtOYW1lTWUuNjIzNwtOYW1lTWUuNjIzOAtOYW1lTWUuNjIzOQtOYW1lTWUuNjI0MAtOYW1lTWUuNjI0MQtOYW1lTWUuNjI0MgtOYW1lTWUuNjI0MwtOYW1lTWUuNjI0NAtOYW1lTWUuNjI0NQtOYW1lTWUuNjI0NgtOYW1lTWUuNjI0NwtOYW1lTWUuNjI0OAtOYW1lTWUuNjI0OQtOYW1lTWUuNjI1MAtOYW1lTWUuNjI1MQtOYW1lTWUuNjI1MgtOYW1lTWUuNjI1MwtOYW1lTWUuNjI1NAtOYW1lTWUuNjI1NQtOYW1lTWUuNjI1NgtOYW1lTWUuNjI1NwtOYW1lTWUuNjI1OAtOYW1lTWUuNjI1OQtOYW1lTWUuNjI2MAtOYW1lTWUuNjI2MQtOYW1lTWUuNjI2MgtOYW1lTWUuNjI2MwtOYW1lTWUuNjI2NAtOYW1lTWUuNjI2NQtOYW1lTWUuNjI2NgtOYW1lTWUuNjI2NwtOYW1lTWUuNjI2OAtOYW1lTWUuNjI2OQtOYW1lTWUuNjI3MAtOYW1lTWUuNjI3MQtOYW1lTWUuNjI3MgtOYW1lTWUuNjI3MwtOYW1lTWUuNjI3NAtOYW1lTWUuNjI3NQtOYW1lTWUuNjI3NgtOYW1lTWUuNjI3NwtOYW1lTWUuNjI3OAtOYW1lTWUuNjI3OQtOYW1lTWUuNjI4MAtOYW1lTWUuNjI4MQtOYW1lTWUuNjI4MgtOYW1lTWUuNjI4MwtOYW1lTWUuNjI4NAtOYW1lTWUuNjI4NQtOYW1lTWUuNjI4NgtOYW1lTWUuNjI4NwtOYW1lTWUuNjI4OAtOYW1lTWUuNjI4OQtOYW1lTWUuNjI5MAtOYW1lTWUuNjI5MQtOYW1lTWUuNjI5MgtOYW1lTWUuNjI5MwtOYW1lTWUuNjI5NAtOYW1lTWUuNjI5NQtOYW1lTWUuNjI5NgtOYW1lTWUuNjI5NwtOYW1lTWUuNjI5OAtOYW1lTWUuNjI5OQtOYW1lTWUuNjMwMAtOYW1lTWUuNjMwMQtOYW1lTWUuNjMwMgtOYW1lTWUuNjMwMwtOYW1lTWUuNjMwNAtOYW1lTWUuNjMwNQtOYW1lTWUuNjMwNgtOYW1lTWUuNjMwNwtOYW1lTWUuNjMwOAtOYW1lTWUuNjMwOQtOYW1lTWUuNjMxMAtOYW1lTWUuNjMxMQtOYW1lTWUuNjMxMgtOYW1lTWUuNjMxMwtOYW1lTWUuNjMxNAtOYW1lTWUuNjMxNQtOYW1lTWUuNjMxNgtOYW1lTWUuNjMxNwtOYW1lTWUuNjMxOAtOYW1lTWUuNjMxOQtOYW1lTWUuNjMyMAtOYW1lTWUuNjMyMQtOYW1lTWUuNjMyMgtOYW1lTWUuNjMyMwtOYW1lTWUuNjMyNAtOYW1lTWUuNjMyNQtOYW1lTWUuNjMyNgtOYW1lTWUuNjMyNwtOYW1lTWUuNjMyOAtOYW1lTWUuNjMyOQtOYW1lTWUuNjMzMAtOYW1lTWUuNjMzMQtOYW1lTWUuNjMzMgtOYW1lTWUuNjMzMwtOYW1lTWUuNjMzNAtOYW1lTWUuNjMzNQtOYW1lTWUuNjMzNgtOYW1lTWUuNjMzNwtOYW1lTWUuNjMzOAtOYW1lTWUuNjMzOQtOYW1lTWUuNjM0MAtOYW1lTWUuNjM0MQtOYW1lTWUuNjM0MgtOYW1lTWUuNjM0MwtOYW1lTWUuNjM0NAtOYW1lTWUuNjM0NQtOYW1lTWUuNjM0NgtOYW1lTWUuNjM0NwtOYW1lTWUuNjM0OAtOYW1lTWUuNjM0OQtOYW1lTWUuNjM1MAtOYW1lTWUuNjM1MQtOYW1lTWUuNjM1MgtOYW1lTWUuNjM1MwtOYW1lTWUuNjM1NAtOYW1lTWUuNjM1NQtOYW1lTWUuNjM1NgtOYW1lTWUuNjM1NwtOYW1lTWUuNjM1OAtOYW1lTWUuNjM1OQtOYW1lTWUuNjM2MAtOYW1lTWUuNjM2MQtOYW1lTWUuNjM2MgtOYW1lTWUuNjM2MwtOYW1lTWUuNjM2NAtOYW1lTWUuNjM2NQtOYW1lTWUuNjM2NgtOYW1lTWUuNjM2NwtOYW1lTWUuNjM2OAtOYW1lTWUuNjM2OQtOYW1lTWUuNjM3MAtOYW1lTWUuNjM3MQtOYW1lTWUuNjM3MgtOYW1lTWUuNjM3MwtOYW1lTWUuNjM3NAtOYW1lTWUuNjM3NQtOYW1lTWUuNjM3NgtOYW1lTWUuNjM3NwtOYW1lTWUuNjM3OAtOYW1lTWUuNjM3OQtOYW1lTWUuNjM4MAtOYW1lTWUuNjM4MQtOYW1lTWUuNjM4MgtOYW1lTWUuNjM4MwtOYW1lTWUuNjM4NAtOYW1lTWUuNjM4NQtOYW1lTWUuNjM4NgtOYW1lTWUuNjM4NwtOYW1lTWUuNjM4OAtOYW1lTWUuNjM4OQtOYW1lTWUuNjM5MAtOYW1lTWUuNjM5MQtOYW1lTWUuNjM5MgtOYW1lTWUuNjM5MwtOYW1lTWUuNjM5NAtOYW1lTWUuNjM5NQtOYW1lTWUuNjM5NgtOYW1lTWUuNjM5NwtOYW1lTWUuNjM5OAtOYW1lTWUuNjM5OQtOYW1lTWUuNjQwMAtOYW1lTWUuNjQwMQtOYW1lTWUuNjQwMgtOYW1lTWUuNjQwMwtOYW1lTWUuNjQwNAtOYW1lTWUuNjQwNQtOYW1lTWUuNjQwNgtOYW1lTWUuNjQwNwtOYW1lTWUuNjQwOAtOYW1lTWUuNjQwOQtOYW1lTWUuNjQxMAtOYW1lTWUuNjQxMQtOYW1lTWUuNjQxMgtOYW1lTWUuNjQxMwtOYW1lTWUuNjQxNAtOYW1lTWUuNjQxNQtOYW1lTWUuNjQxNgtOYW1lTWUuNjQxNwtOYW1lTWUuNjQxOAtOYW1lTWUuNjQxOQtOYW1lTWUuNjQyMAtOYW1lTWUuNjQyMQtOYW1lTWUuNjQyMgtOYW1lTWUuNjQyMwtOYW1lTWUuNjQyNAtOYW1lTWUuNjQyNQtOYW1lTWUuNjQyNgtOYW1lTWUuNjQyNwtOYW1lTWUuNjQyOAtOYW1lTWUuNjQyOQtOYW1lTWUuNjQzMAtOYW1lTWUuNjQzMQtOYW1lTWUuNjQzMgtOYW1lTWUuNjQzMwtOYW1lTWUuNjQzNAtOYW1lTWUuNjQzNQtOYW1lTWUuNjQzNgtOYW1lTWUuNjQzNwtOYW1lTWUuNjQzOAtOYW1lTWUuNjQzOQtOYW1lTWUuNjQ0MAtOYW1lTWUuNjQ0MQtOYW1lTWUuNjQ0MgtOYW1lTWUuNjQ0MwtOYW1lTWUuNjQ0NAtOYW1lTWUuNjQ0NQtOYW1lTWUuNjQ0NgtOYW1lTWUuNjQ0NwtOYW1lTWUuNjQ0OAtOYW1lTWUuNjQ0OQtOYW1lTWUuNjQ1MAtOYW1lTWUuNjQ1MQtOYW1lTWUuNjQ1MgtOYW1lTWUuNjQ1MwtOYW1lTWUuNjQ1NAtOYW1lTWUuNjQ1NQtOYW1lTWUuNjQ1NgtOYW1lTWUuNjQ1NwtOYW1lTWUuNjQ1OAtOYW1lTWUuNjQ1OQtOYW1lTWUuNjQ2MAtOYW1lTWUuNjQ2MQtOYW1lTWUuNjQ2MgtOYW1lTWUuNjQ2MwtOYW1lTWUuNjQ2NAtOYW1lTWUuNjQ2NQtOYW1lTWUuNjQ2NgtOYW1lTWUuNjQ2NwtOYW1lTWUuNjQ2OAtOYW1lTWUuNjQ2OQtOYW1lTWUuNjQ3MAtOYW1lTWUuNjQ3MQtOYW1lTWUuNjQ3MgtOYW1lTWUuNjQ3MwtOYW1lTWUuNjQ3NAtOYW1lTWUuNjQ3NQtOYW1lTWUuNjQ3NgtOYW1lTWUuNjQ3NwtOYW1lTWUuNjQ3OAtOYW1lTWUuNjQ3OQtOYW1lTWUuNjQ4MAtOYW1lTWUuNjQ4MQtOYW1lTWUuNjQ4MgtOYW1lTWUuNjQ4MwtOYW1lTWUuNjQ4NAtOYW1lTWUuNjQ4NQtOYW1lTWUuNjQ4NgtOYW1lTWUuNjQ4NwtOYW1lTWUuNjQ4OAtOYW1lTWUuNjQ4OQtOYW1lTWUuNjQ5MAtOYW1lTWUuNjQ5MQtOYW1lTWUuNjQ5MgtOYW1lTWUuNjQ5MwtOYW1lTWUuNjQ5NAtOYW1lTWUuNjQ5NQtOYW1lTWUuNjQ5NgtOYW1lTWUuNjQ5NwtOYW1lTWUuNjQ5OAtOYW1lTWUuNjQ5OQtOYW1lTWUuNjUwMAtOYW1lTWUuNjUwMQtOYW1lTWUuNjUwMgtOYW1lTWUuNjUwMwtOYW1lTWUuNjUwNAtOYW1lTWUuNjUwNQtOYW1lTWUuNjUwNgtOYW1lTWUuNjUwNwtOYW1lTWUuNjUwOAtOYW1lTWUuNjUwOQtOYW1lTWUuNjUxMAtOYW1lTWUuNjUxMQtOYW1lTWUuNjUxMgtOYW1lTWUuNjUxMwtOYW1lTWUuNjUxNAtOYW1lTWUuNjUxNQtOYW1lTWUuNjUxNgtOYW1lTWUuNjUxNwtOYW1lTWUuNjUxOAtOYW1lTWUuNjUxOQtOYW1lTWUuNjUyMAtOYW1lTWUuNjUyMQtOYW1lTWUuNjUyMgtOYW1lTWUuNjUyMwtOYW1lTWUuNjUyNAtOYW1lTWUuNjUyNQtOYW1lTWUuNjUyNgtOYW1lTWUuNjUyNwtOYW1lTWUuNjUyOAtOYW1lTWUuNjUyOQtOYW1lTWUuNjUzMAtOYW1lTWUuNjUzMQtOYW1lTWUuNjUzMgtOYW1lTWUuNjUzMwtOYW1lTWUuNjUzNAtOYW1lTWUuNjUzNQtOYW1lTWUuNjUzNgtOYW1lTWUuNjUzNwtOYW1lTWUuNjUzOAtOYW1lTWUuNjUzOQtOYW1lTWUuNjU0MAtOYW1lTWUuNjU0MQtOYW1lTWUuNjU0MgtOYW1lTWUuNjU0MwtOYW1lTWUuNjU0NAtOYW1lTWUuNjU0NQtOYW1lTWUuNjU0NgtOYW1lTWUuNjU0NwtOYW1lTWUuNjU0OAtOYW1lTWUuNjU0OQtOYW1lTWUuNjU1MAtOYW1lTWUuNjU1MQtOYW1lTWUuNjU1MgtOYW1lTWUuNjU1MwtOYW1lTWUuNjU1NAtOYW1lTWUuNjU1NQtOYW1lTWUuNjU1NgtOYW1lTWUuNjU1NwtOYW1lTWUuNjU1OAtOYW1lTWUuNjU1OQtOYW1lTWUuNjU2MAtOYW1lTWUuNjU2MQtOYW1lTWUuNjU2MgtOYW1lTWUuNjU2MwtOYW1lTWUuNjU2NAtOYW1lTWUuNjU2NQtOYW1lTWUuNjU2NgtOYW1lTWUuNjU2NwtOYW1lTWUuNjU2OAtOYW1lTWUuNjU2OQtOYW1lTWUuNjU3MAtOYW1lTWUuNjU3MQtOYW1lTWUuNjU3MgtOYW1lTWUuNjU3MwtOYW1lTWUuNjU3NAtOYW1lTWUuNjU3NQtOYW1lTWUuNjU3NgtOYW1lTWUuNjU3NwtOYW1lTWUuNjU3OAtOYW1lTWUuNjU3OQtOYW1lTWUuNjU4MAtOYW1lTWUuNjU4MQtOYW1lTWUuNjU4MgtOYW1lTWUuNjU4MwtOYW1lTWUuNjU4NAtOYW1lTWUuNjU4NQtOYW1lTWUuNjU4NgtOYW1lTWUuNjU4NwtOYW1lTWUuNjU4OAtOYW1lTWUuNjU4OQtOYW1lTWUuNjU5MAtOYW1lTWUuNjU5MQtOYW1lTWUuNjU5MgtOYW1lTWUuNjU5MwtOYW1lTWUuNjU5NAtOYW1lTWUuNjU5NQtOYW1lTWUuNjU5NgtOYW1lTWUuNjU5NwtOYW1lTWUuNjU5OAtOYW1lTWUuNjU5OQtOYW1lTWUuNjYwMAtOYW1lTWUuNjYwMQtOYW1lTWUuNjYwMgtOYW1lTWUuNjYwMwtOYW1lTWUuNjYwNAtOYW1lTWUuNjYwNQtOYW1lTWUuNjYwNgtOYW1lTWUuNjYwNwtOYW1lTWUuNjYwOAtOYW1lTWUuNjYwOQtOYW1lTWUuNjYxMAtOYW1lTWUuNjYxMQtOYW1lTWUuNjYxMgtOYW1lTWUuNjYxMwtOYW1lTWUuNjYxNAtOYW1lTWUuNjYxNQtOYW1lTWUuNjYxNgtOYW1lTWUuNjYxNwtOYW1lTWUuNjYxOAtOYW1lTWUuNjYxOQtOYW1lTWUuNjYyMAtOYW1lTWUuNjYyMQtOYW1lTWUuNjYyMgtOYW1lTWUuNjYyMwtOYW1lTWUuNjYyNAtOYW1lTWUuNjYyNQtOYW1lTWUuNjYyNgtOYW1lTWUuNjYyNwtOYW1lTWUuNjYyOAtOYW1lTWUuNjYyOQtOYW1lTWUuNjYzMAtOYW1lTWUuNjYzMQtOYW1lTWUuNjYzMgtOYW1lTWUuNjYzMwtOYW1lTWUuNjYzNAtOYW1lTWUuNjYzNQtOYW1lTWUuNjYzNgtOYW1lTWUuNjYzNwtOYW1lTWUuNjYzOAtOYW1lTWUuNjYzOQtOYW1lTWUuNjY0MAtOYW1lTWUuNjY0MQtOYW1lTWUuNjY0MgtOYW1lTWUuNjY0MwtOYW1lTWUuNjY0NAtOYW1lTWUuNjY0NQtOYW1lTWUuNjY0NgtOYW1lTWUuNjY0NwtOYW1lTWUuNjY0OAtOYW1lTWUuNjY0OQtOYW1lTWUuNjY1MAtOYW1lTWUuNjY1MQtOYW1lTWUuNjY1MgtOYW1lTWUuNjY1MwtOYW1lTWUuNjY1NAtOYW1lTWUuNjY1NQtOYW1lTWUuNjY1NgtOYW1lTWUuNjY1NwtOYW1lTWUuNjY1OAtOYW1lTWUuNjY1OQtOYW1lTWUuNjY2MAtOYW1lTWUuNjY2MQtOYW1lTWUuNjY2MgtOYW1lTWUuNjY2MwtOYW1lTWUuNjY2NAtOYW1lTWUuNjY2NQtOYW1lTWUuNjY2NgtOYW1lTWUuNjY2NwtOYW1lTWUuNjY2OAtOYW1lTWUuNjY2OQtOYW1lTWUuNjY3MAtOYW1lTWUuNjY3MQtOYW1lTWUuNjY3MgtOYW1lTWUuNjY3MwtOYW1lTWUuNjY3NAtOYW1lTWUuNjY3NQtOYW1lTWUuNjY3NgtOYW1lTWUuNjY3NwtOYW1lTWUuNjY3OAtOYW1lTWUuNjY3OQtOYW1lTWUuNjY4MAtOYW1lTWUuNjY4MQtOYW1lTWUuNjY4MgtOYW1lTWUuNjY4MwtOYW1lTWUuNjY4NAtOYW1lTWUuNjY4NQtOYW1lTWUuNjY4NgtOYW1lTWUuNjY4NwtOYW1lTWUuNjY4OAtOYW1lTWUuNjY4OQtOYW1lTWUuNjY5MAtOYW1lTWUuNjY5MQtOYW1lTWUuNjY5MgtOYW1lTWUuNjY5MwtOYW1lTWUuNjY5NAtOYW1lTWUuNjY5NQtOYW1lTWUuNjY5NgtOYW1lTWUuNjY5NwtOYW1lTWUuNjY5OAtOYW1lTWUuNjY5OQtOYW1lTWUuNjcwMAtOYW1lTWUuNjcwMQtOYW1lTWUuNjcwMgtOYW1lTWUuNjcwMwtOYW1lTWUuNjcwNAtOYW1lTWUuNjcwNQtOYW1lTWUuNjcwNgtOYW1lTWUuNjcwNwtOYW1lTWUuNjcwOAtOYW1lTWUuNjcwOQtOYW1lTWUuNjcxMAtOYW1lTWUuNjcxMQtOYW1lTWUuNjcxMgtOYW1lTWUuNjcxMwtOYW1lTWUuNjcxNAtOYW1lTWUuNjcxNQtOYW1lTWUuNjcxNgtOYW1lTWUuNjcxNwtOYW1lTWUuNjcxOAtOYW1lTWUuNjcxOQtOYW1lTWUuNjcyMAtOYW1lTWUuNjcyMQtOYW1lTWUuNjcyMgtOYW1lTWUuNjcyMwtOYW1lTWUuNjcyNAtOYW1lTWUuNjcyNQtOYW1lTWUuNjcyNgtOYW1lTWUuNjcyNwtOYW1lTWUuNjcyOAtOYW1lTWUuNjcyOQtOYW1lTWUuNjczMAtOYW1lTWUuNjczMQtOYW1lTWUuNjczMgtOYW1lTWUuNjczMwtOYW1lTWUuNjczNAtOYW1lTWUuNjczNQtOYW1lTWUuNjczNgtOYW1lTWUuNjczNwtOYW1lTWUuNjczOAtOYW1lTWUuNjczOQtOYW1lTWUuNjc0MAtOYW1lTWUuNjc0MQtOYW1lTWUuNjc0MgtOYW1lTWUuNjc0MwtOYW1lTWUuNjc0NAtOYW1lTWUuNjc0NQtOYW1lTWUuNjc0NgtOYW1lTWUuNjc0NwtOYW1lTWUuNjc0OAtOYW1lTWUuNjc0OQtOYW1lTWUuNjc1MAtOYW1lTWUuNjc1MQtOYW1lTWUuNjc1MgtOYW1lTWUuNjc1MwtOYW1lTWUuNjc1NAtOYW1lTWUuNjc1NQtOYW1lTWUuNjc1NgtOYW1lTWUuNjc1NwtOYW1lTWUuNjc1OAtOYW1lTWUuNjc1OQtOYW1lTWUuNjc2MAtOYW1lTWUuNjc2MQtOYW1lTWUuNjc2MgtOYW1lTWUuNjc2MwtOYW1lTWUuNjc2NAtOYW1lTWUuNjc2NQtOYW1lTWUuNjc2NgtOYW1lTWUuNjc2NwtOYW1lTWUuNjc2OAtOYW1lTWUuNjc2OQtOYW1lTWUuNjc3MAtOYW1lTWUuNjc3MQtOYW1lTWUuNjc3MgtOYW1lTWUuNjc3MwtOYW1lTWUuNjc3NAtOYW1lTWUuNjc3NQtOYW1lTWUuNjc3NgtOYW1lTWUuNjc3NwtOYW1lTWUuNjc3OAtOYW1lTWUuNjc3OQtOYW1lTWUuNjc4MAtOYW1lTWUuNjc4MQtOYW1lTWUuNjc4MgtOYW1lTWUuNjc4MwtOYW1lTWUuNjc4NAtOYW1lTWUuNjc4NQtOYW1lTWUuNjc4NgtOYW1lTWUuNjc4NwtOYW1lTWUuNjc4OAtOYW1lTWUuNjc4OQtOYW1lTWUuNjc5MAtOYW1lTWUuNjc5MQtOYW1lTWUuNjc5MgtOYW1lTWUuNjc5MwtOYW1lTWUuNjc5NAtOYW1lTWUuNjc5NQtOYW1lTWUuNjc5NgtOYW1lTWUuNjc5NwtOYW1lTWUuNjc5OAtOYW1lTWUuNjc5OQtOYW1lTWUuNjgwMAtOYW1lTWUuNjgwMQtOYW1lTWUuNjgwMgtOYW1lTWUuNjgwMwtOYW1lTWUuNjgwNAtOYW1lTWUuNjgwNQtOYW1lTWUuNjgwNgtOYW1lTWUuNjgwNwtOYW1lTWUuNjgwOAtOYW1lTWUuNjgwOQtOYW1lTWUuNjgxMAtOYW1lTWUuNjgxMQtOYW1lTWUuNjgxMgtOYW1lTWUuNjgxMwtOYW1lTWUuNjgxNAtOYW1lTWUuNjgxNQtOYW1lTWUuNjgxNgtOYW1lTWUuNjgxNwtOYW1lTWUuNjgxOAtOYW1lTWUuNjgxOQtOYW1lTWUuNjgyMAtOYW1lTWUuNjgyMQtOYW1lTWUuNjgyMgtOYW1lTWUuNjgyMwtOYW1lTWUuNjgyNAtOYW1lTWUuNjgyNQtOYW1lTWUuNjgyNgtOYW1lTWUuNjgyNwtOYW1lTWUuNjgyOAtOYW1lTWUuNjgyOQtOYW1lTWUuNjgzMAtOYW1lTWUuNjgzMQtOYW1lTWUuNjgzMgtOYW1lTWUuNjgzMwtOYW1lTWUuNjgzNAtOYW1lTWUuNjgzNQtOYW1lTWUuNjgzNgtOYW1lTWUuNjgzNwtOYW1lTWUuNjgzOAtOYW1lTWUuNjgzOQtOYW1lTWUuNjg0MAtOYW1lTWUuNjg0MQtOYW1lTWUuNjg0MgtOYW1lTWUuNjg0MwtOYW1lTWUuNjg0NAtOYW1lTWUuNjg0NQtOYW1lTWUuNjg0NgtOYW1lTWUuNjg0NwtOYW1lTWUuNjg0OAtOYW1lTWUuNjg0OQtOYW1lTWUuNjg1MAtOYW1lTWUuNjg1MQtOYW1lTWUuNjg1MgtOYW1lTWUuNjg1MwtOYW1lTWUuNjg1NAtOYW1lTWUuNjg1NQtOYW1lTWUuNjg1NgtOYW1lTWUuNjg1NwtOYW1lTWUuNjg1OAtOYW1lTWUuNjg1OQtOYW1lTWUuNjg2MAtOYW1lTWUuNjg2MQtOYW1lTWUuNjg2MgtOYW1lTWUuNjg2MwtOYW1lTWUuNjg2NAtOYW1lTWUuNjg2NQtOYW1lTWUuNjg2NgtOYW1lTWUuNjg2NwtOYW1lTWUuNjg2OAtOYW1lTWUuNjg2OQtOYW1lTWUuNjg3MAtOYW1lTWUuNjg3MQtOYW1lTWUuNjg3MgtOYW1lTWUuNjg3MwtOYW1lTWUuNjg3NAtOYW1lTWUuNjg3NQtOYW1lTWUuNjg3NgtOYW1lTWUuNjg3NwtOYW1lTWUuNjg3OAtOYW1lTWUuNjg3OQtOYW1lTWUuNjg4MAtOYW1lTWUuNjg4MQtOYW1lTWUuNjg4MgtOYW1lTWUuNjg4MwtOYW1lTWUuNjg4NAtOYW1lTWUuNjg4NQtOYW1lTWUuNjg4NgtOYW1lTWUuNjg4NwtOYW1lTWUuNjg4OAtOYW1lTWUuNjg4OQtOYW1lTWUuNjg5MAtOYW1lTWUuNjg5MQtOYW1lTWUuNjg5MgtOYW1lTWUuNjg5MwtOYW1lTWUuNjg5NAtOYW1lTWUuNjg5NQtOYW1lTWUuNjg5NgtOYW1lTWUuNjg5NwtOYW1lTWUuNjg5OAtOYW1lTWUuNjg5OQtOYW1lTWUuNjkwMAtOYW1lTWUuNjkwMQtOYW1lTWUuNjkwMgtOYW1lTWUuNjkwMwtOYW1lTWUuNjkwNAtOYW1lTWUuNjkwNQtOYW1lTWUuNjkwNgtOYW1lTWUuNjkwNwtOYW1lTWUuNjkwOAtOYW1lTWUuNjkwOQtOYW1lTWUuNjkxMAtOYW1lTWUuNjkxMQtOYW1lTWUuNjkxMgtOYW1lTWUuNjkxMwtOYW1lTWUuNjkxNAtOYW1lTWUuNjkxNQtOYW1lTWUuNjkxNgtOYW1lTWUuNjkxNwtOYW1lTWUuNjkxOAtOYW1lTWUuNjkxOQtOYW1lTWUuNjkyMAtOYW1lTWUuNjkyMQtOYW1lTWUuNjkyMgtOYW1lTWUuNjkyMwtOYW1lTWUuNjkyNAtOYW1lTWUuNjkyNQtOYW1lTWUuNjkyNgtOYW1lTWUuNjkyNwtOYW1lTWUuNjkyOAtOYW1lTWUuNjkyOQtOYW1lTWUuNjkzMAtOYW1lTWUuNjkzMQtOYW1lTWUuNjkzMgtOYW1lTWUuNjkzMwtOYW1lTWUuNjkzNAtOYW1lTWUuNjkzNQtOYW1lTWUuNjkzNgtOYW1lTWUuNjkzNwtOYW1lTWUuNjkzOAtOYW1lTWUuNjkzOQtOYW1lTWUuNjk0MAtOYW1lTWUuNjk0MQtOYW1lTWUuNjk0MgtOYW1lTWUuNjk0MwtOYW1lTWUuNjk0NAtOYW1lTWUuNjk0NQtOYW1lTWUuNjk0NgtOYW1lTWUuNjk0NwtOYW1lTWUuNjk0OAtOYW1lTWUuNjk0OQtOYW1lTWUuNjk1MAtOYW1lTWUuNjk1MQtOYW1lTWUuNjk1MgtOYW1lTWUuNjk1MwtOYW1lTWUuNjk1NAtOYW1lTWUuNjk1NQtOYW1lTWUuNjk1NgtOYW1lTWUuNjk1NwtOYW1lTWUuNjk1OAtOYW1lTWUuNjk1OQtOYW1lTWUuNjk2MAtOYW1lTWUuNjk2MQtOYW1lTWUuNjk2MgtOYW1lTWUuNjk2MwtOYW1lTWUuNjk2NAtOYW1lTWUuNjk2NQtOYW1lTWUuNjk2NgtOYW1lTWUuNjk2NwtOYW1lTWUuNjk2OAtOYW1lTWUuNjk2OQtOYW1lTWUuNjk3MAtOYW1lTWUuNjk3MQtOYW1lTWUuNjk3MgtOYW1lTWUuNjk3MwtOYW1lTWUuNjk3NAtOYW1lTWUuNjk3NQtOYW1lTWUuNjk3NgtOYW1lTWUuNjk3NwtOYW1lTWUuNjk3OAtOYW1lTWUuNjk3OQtOYW1lTWUuNjk4MAtOYW1lTWUuNjk4MQtOYW1lTWUuNjk4MgtOYW1lTWUuNjk4MwtOYW1lTWUuNjk4NAtOYW1lTWUuNjk4NQtOYW1lTWUuNjk4NgtOYW1lTWUuNjk4NwtOYW1lTWUuNjk4OAtOYW1lTWUuNjk4OQtOYW1lTWUuNjk5MAtOYW1lTWUuNjk5MQtOYW1lTWUuNjk5MgtOYW1lTWUuNjk5MwtOYW1lTWUuNjk5NAtOYW1lTWUuNjk5NQtOYW1lTWUuNjk5NgtOYW1lTWUuNjk5NwtOYW1lTWUuNjk5OAtOYW1lTWUuNjk5OQtOYW1lTWUuNzAwMAtOYW1lTWUuNzAwMQtOYW1lTWUuNzAwMgtOYW1lTWUuNzAwMwtOYW1lTWUuNzAwNAtOYW1lTWUuNzAwNQtOYW1lTWUuNzAwNgtOYW1lTWUuNzAwNwtOYW1lTWUuNzAwOAtOYW1lTWUuNzAwOQtOYW1lTWUuNzAxMAtOYW1lTWUuNzAxMQtOYW1lTWUuNzAxMgtOYW1lTWUuNzAxMwtOYW1lTWUuNzAxNAtOYW1lTWUuNzAxNQtOYW1lTWUuNzAxNgtOYW1lTWUuNzAxNwtOYW1lTWUuNzAxOAtOYW1lTWUuNzAxOQtOYW1lTWUuNzAyMAtOYW1lTWUuNzAyMQtOYW1lTWUuNzAyMgtOYW1lTWUuNzAyMwtOYW1lTWUuNzAyNAtOYW1lTWUuNzAyNQtOYW1lTWUuNzAyNgtOYW1lTWUuNzAyNwtOYW1lTWUuNzAyOAtOYW1lTWUuNzAyOQtOYW1lTWUuNzAzMAtOYW1lTWUuNzAzMQtOYW1lTWUuNzAzMgtOYW1lTWUuNzAzMwtOYW1lTWUuNzAzNAtOYW1lTWUuNzAzNQtOYW1lTWUuNzAzNgtOYW1lTWUuNzAzNwtOYW1lTWUuNzAzOAtOYW1lTWUuNzAzOQtOYW1lTWUuNzA0MAtOYW1lTWUuNzA0MQAAAAABAAMACQAKABUAB///AA8AAQAAAAwAAAKkAqwAAgBuAAEBGAABARkBHAACAR0BKwABASwBUgACAVMBmAABAZkBmgACAZsBoAABAaEBtwACAbgB8gABAfMB9AADAfUB9wABAfgB+QADAfoB/AABAf0B/gADAf8CAQABAgICBAADAgUCBwABAggCCQADAgoCDQABAg4CDwADAhACEgABAhMCFAADAhUCFwABAhgCGgADAhsCHAABAh0CHgADAh8CJAABAiUCJgADAicCKgABAisCLAADAi0CLQABAi4CLgADAi8CLwABAjACMAADAjECnQABAp4CngADAp8CnwABAqACoAADAqEDSgABA0sDTAADA00FFgABBRcFHAACBR0FSAABBUkFSgADBUsFZAABBWUFbAADBW0FdAABBXUFegADBXsFhwABBYgFiAADBYkFwwABBcQFxAADBcUIBAABCAUIKAACCCkJbgABCW8JbwADCXANrAABDa0NrQADDa4NxAABDcUNyAADDckNzwABDdAN0AADDdEOIAABDiEO+QADDvoPAgABDwMPBAACDwUQJgABECcQVgADEFcQVwABEFgQWAADEFkQWQABEFoQWwADEFwQXAABEF0QYAADEGEQYQABEGIQYgADEGMQjgABEI8QjwADEJASCAABEgkSZwADEmgVVAABFVUVYQACFWIVYwABFWQVZQACFWYX/gABF/8YAgACGAMYAwABGAQYPwADGEAYQAABGEEYXgADGF8YaQABGGoYvAADGL0ZKQACGSoZKgABGSsZLAADGS0ZfgABGX8ZoAACGaEZrAABGa0ZtAADGbUZugABGbsZvAACGb0Z+gABGfsaGgADGhsaGwABGhwaHQACGh4bLAABGy0bLQADGy4bRwABG0gbSAACG0kbhAABAAQAAAACAAAAAQAAAAEAAAABAAAACgEoA4AAB2FyYWIALGFybW4AkmN5cmwAnmdlb3IAumdyZWsAxGhlYnIA1GxhdG4A5gAcAARGQVIgADZNTFkgADZTTkQgADZVUkQgAE4AAP//AAoAAQAGAAkACwANAA8AEAARABIAEwAA//8ACQADAAcACQALAAwADwAQABEAEwAA//8ACQAAAAYACQALAA4ADwAQABEAEwAEAAAAAP//AAEACgAQAAJCT1MgABBTUkIgABAAAP//AAMAAgAEAAoABAAAAAD//wAAAAQAAAAA//8AAwACAAQACgAKAAFJV1IgAAoAAP//AAEABQAWAANJUFBIACJST00gABZUUksgACwAAP//AAMAAgAEAAoAAP//AAIABAAKAAD//wADAAIACAAKABRjYWx0AHpjYWx0AK5jYWx0AOZjYWx0APBjY21wARhjY21wASJjY21wATZjY21wAURjY21wAUpkbGlnAVJmcmFjAVxsaWdhAWRyY2x0AZByY2x0AbhyY2x0AfBybGlnAiRzczA0AjBzczA1AjpzczA4AkRzd3NoAk4AAAAYABkAGgAbABwAHQAeAB8AIAAhACIAIwAkACYAJwAoACkAKgArACwALQAuAC8AQABLAAAAGgAZABoAGwAcAB0AHgAfACAAIQAiACMAJAAlACYAJwAoACkAKgArACwALQAuAC8AMABAAEsAAAADAAUABgAHAAAAEgAZABoAGwAcAB0AIQAiACMAJAAmACcAKAApACwALQAuAC8ASwAAAAMAAAABAAIAAAAIAAgACQAKAAsADAANAA4ADwAAAAUAEAARABIAEwAUAAAAAQAQAAAAAgAAAAIAAAADAEoATABNAAAAAgADAAQAAAAUA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QIRAhECEQIRAhECEQIRAhECEQIRAhECEQIRAhECEQIRAhECEQIRAhECEQIRAhECEQIRAhECEQIRAhECEQIRAhECEQIRAhECEQIRAhECEQIRAhECEQIRAhECEQIRAhECEQIRAhECEQIRAhECEQIRAhECEQIRAhECEQIRAhECEQIRAhECEQIRAhECEQIRAhECEQIRAhECEQIRAhECEQIRAhECEQIRAhECEQIRAhECEQIRAhECEQIRAhECEQIRAhECEQIRAhECEQIRAhECEQIRAhECEQIRAhECEQIRAhECEQIRAhECEQIRAhECEQIRAhECEQIRAhECEQIRAhECEQIRAhECEQIRAhECEQIRAhECEQIRAhECEQIRAhECEQIRAhECEQIRAhECEQIRAhECEQIRAhECEQIRAhECEQIRAhECEQIRAhECEQIRAhECEQIRAhECEQIRAhECEQIRAhECEQIRAhECEQIRAhECEQIRAhECEQIRAhECEQIRAhECEQIRAhECEQIRAhECEQIRAhECEQIRAhECEQIRAhECEQIRAhECEQIRAhECEQIRAhECEQIRAhECEQIRAhECEQIRAhECEQIRAhECEQIRAhECEQIRAhECEQIRAhECEQIRAhECEQIRAhECEQIRAhECEQIRAhECEQIRAhECEQIRAhECEQIRAhECEQIRAhECEQIRAhECEQIRAhECEQIRAhECEQIRAhECEQIRAhECEQIRAhECEQIRAhECEQIRAhECEQIRAhECEQIRAhECEQIRAhECEQIRAhECEQIRAhECEQIRAhECEQIRAhECEQIRAhECEQIRAhECEQIRAhECEQIRAhECEQIRAhECEQIRAhECEQIRAhECEQIRAhECEQIRAhECEQIRAhECEQIRAhECEQIRAhECEQIRAhECEQIRAhECEQIRAhECEQIRAhECEQIRAhECEQIRAhECEQIRAhECEQIRAhECEQIRAhECEQIRAhECEQIRAhECEQIRAhECEQIRAhECEQIRAhECEQIRAhECEQIRAhECEQIRAhECEQIRAhECEQIRAhECEQIRAhECEQIRAhECEQIRAhECEQIRAhECEQIRAhECEQIRAhECEQIRAhECEQIRAhECEQIRAhECEQIRAhECEQIRAhECEQIRAhECEQIRAhECEQIRAhECEQIRAhECEQIRAhECEQIRAhECEQIRAhECEQIRAhECEQIRAhECEQIRAhECEQIRAhECEQIRAhECEQIRAhECEQIRAhECEQIRAhECEQIRAhECEQIRAhECEQIRAhECEQIRAhECEWYRZhFmEWYRZhFmEWYRZhFmEWYRbhFuEW4RbhFuEW4RbhFuEW4RbhHUEdQR1BHUEdQR1BHUEdQR1BHUEm4SbhJuEm4SbhJuEm4SbhJuEm4S1hMSE24TqBPgFBYUQhSOFLoUzhT4FTYVUhWcFdQWGBZSFlIWohcCFyQXVhdWF6AXoBfSF/4X/hf+GDQYNBg0GDQYNBg0GDQYNBg0GDQYNBg0GDQYNBg0GDQYNBg0GDQYNBg0GDQYRhhGGEYYRhhGGEYYRhhGGEYYRhhGGFIYUhhSGFIYUhhSGFIYUhhSGF4YXhheGF4YXhheGF4YXhheGF4YXhhwGHAYcBhwGHAYcBhwGHAYghiCGIIYghiCGIIYghiCGIIYghiUGJQYlBiUGJQYlBiUGJQYlBiUGJQYlBiUGJQYlBiUGJQYlBiUGJQYlBiUGKYYphimGKYYphimGKYYphimGKYYphimGKYYphimGKYYphimGKYYphimGKYYphimGKYYphimGKYYphimGKYYphimGKYYphimGKYYphimGKYYphimGKYYphimGKYYphimGKYYphimGKYYphimGKYYphimGKYYphimGKYYphimGKYYphimGKYYphimGKYYphimGKYYphimGKYYphimGKYYphimGKYYphimGKYYphimGKYYphimGKYYphimGKYYphimGKYYphimGKYYphimGKYYphimGKYYphimGKYYphimGKYYphimGKYYphimGKYYphimGKYYphimGKYYphimGKYYphimGKYYphimGKYYphimGKYYphimGKYYphimGKYYphimGKYYphjUGNQY1BjUGNQY1BjUGNQY1BjUGNQY1BjUGNQY1BjUGNQY1BjUGNQY1BjUGNQY1BjUGNQY1BjUGNQY1BjUGNQY1BjUGNQY1BjUGNQY1BjUGNQY1BjUGNQY1BjUGNQY1BjUGNQY1BjUGNQY1BjUGNQY1BjUGNQY1BjUGNQY1BjUGNQY1BjUGNQY1BjUGNQY1BjUGNQY1BjUGNQY1BjUGNQY1BjUGNQY1BjUGNQY1BjUGNQY1BjUGNQY1BjUGNQY1BjUGNQY1BjUGNQY1BjUGNQY1BjUGNQY1BjUGNQY1BjUGNQY1BjUGNQY1BjUGNQY1BjUGNQY1BjUGNQY1BjUGNQY1BjUGNQY1BjUGNQY1BjUGNQY1BjUGNQY1BjUGNQY1BjUGNQY1BjUGNQY1BjUGNQY1BjUGNQY1BjUGNQY1BjUGNQY1BjUGNQY1BjUGNQY1BjUGNQY1BjUGNQY1BjUGNQY1BjUGNQY1BjUGNQY1BjUGNQY1BjUGNQY1BjUGNQY1BjUGNQY1BjUGNQY1BjUGNQY1BjUGNQY1BjUGNQY1BjUGNQY1BjUGNQY1BjUGNQY1BjUGNQY1BjUGNQY1BjUGNQY1BjUGNQY1BjUGNQY1BjUGNQY1BjUGNQY1BjUGNQY1BjUGNQY1BjUGNQY1BjUGNQY1BjUGNQY1BjUGNQY1BjUGNQY1BjUGNQY1BjUGNQY1BjUGNQY1BjUGNQY1BjUGNQY1BjUGNQY1BjUGNQY1BjUGNQY1BjUGNQY1BjUGNQY1BjUGNQY1BjUGNQY1BjUGNQY1BjUGNQY1BjUGNQY1BjUGNQY1BjUGNQY1BjUGNQY1BjUGNQY1BjUGNQY1BjUGNQY1BjUGNQY1BjUGNQY1BjUGNQY1BjUGNQY1BjUGNQY1BjUGNQY1BjUGNQY1BjUGNQY1BjUGNQY1BjUGNQY1BjUGNQY1BjUGNQY1BjUGNQY1BjUGNQY1BjUGNQY1BjUGNQY1BjUGNQY1BjUGNQY1BjUGNQY1BjUGNQY1BjUGNQY1BjUGNQY1BjUGNQY1BjUGNQY1BjUGNQY1BjUGNQY1BjUGNQY1BjUGNQY1BjUGNQY1BjUGNQY1BjUGNQY1BjUGNQY1BjUGNQY1BjUGNQY1BjUGNQY1BjUGNQY1BjUGNQY1BjUGNQY1BjUGNQY1BjUGNQY1BjUGNQY1BjUGNQY1BjUGNQY1BjUGNQY1BjUGNQY1BjUGNQY1BjUGNQY1BjUGNQY1BjUGNQY1BjUGNQY1BjUGNQY1BjUGNQY1BjUGNQY1BjUGNQY1BjUGNQY1BjUGNQY1BjUGNQY1BjUGNQY1BjUGNQY1BjUGNQY1BjUGNQY1BjUGNQY1BjUGNQY1BjUGNQY1BjUGNQY1BjUGNQY1BjUGNQY1BjUGNQY1BjUGNQY1BjUGNQY1BjUGNQY1BjUGNQY1BjUGNQY1BjUGNQY1BjUGNQY1BjUGNQY1BjUGNQY1BjUGNQY1BjUGNQY1BjUGNQY1BjUGNQY1BjUGNQY1BjUGNQY1BjUGNQY1BjUGNQY1BjUGNQY1BjUGNQY1BjUGNQY1BjUGNQY1BjUGNQY1BjUGNQY1BjUGNQY1BjUGNQY1BjUGNQY1BjUGNQY1BjUGNQY1BjUGNQY1BjUGNQY1BjUGNQY1BjUGNQY1BjUGNQY1BjUGNQY1BjUGNQY1BjUGNQY1BjUGNQY1BjUGNQY1BjUGNQY1BjUGNQY1BjUGNQY1BjUGNQY1BjUGNQY1BjUGNQY1BjUGNQY1BjUGNQY1BjUGNQY1BjUGNQY1BjUGNQY1BjUGNQY1BjUGNQY1BjUGNQY1BjUGNQY1BjUGNQY1BjUGNQY1BjUGNQY1BjUGNQY1BjUGNQY1BjUGNQY1BjUGNQY1BjUGNQY1BjUGNQY1BjUGNQY1BjUGNQY1BjUGNQY1BjUGNQY1BjUGNQY1BjUGNQY1BjUGNQY1BjUGNQY1BjUGNQY1BjUGNQY1BjUGNQY1BjUGNQY1BjUGNQY1BjUGPgY+Bj4GQ4ZDhkqGSoZKhkqGSoZKhkqGSoZKhkqGSoZKhkqGSoZKhkqGSoZKhkqGSoZKhkqGSoZKhkqGSoZKhkqGSoZKhkqGSoZKhkqGSoZKhkqGSoZKhkqGSoZKhkqGSoZKhkqGSoZKhkqGSoZKhkqGSoZKhkqGSoZKhkqGSoZKhkqGSoZKhkqGSoZKhkqGSoZKhkqGSoZKhkqGSoZKhkqGSoZKhkqGSoZKhkqGSoZKhkqGSoZKhkqGSoZKhkqGSoZKhkqGSoZKhkqGSoZKhkqGSoZKhkqGSoZKhkqGSoZKhkqGSoZKhkqGSoZKhkqGSoZKhkqGSoZKhkqGSoZKhkqGSoZKhkqGSoZKhkqGSoZKhkqGSoZKhkqGSoZKhkqGSoZKhkqGSoZKhkqGSoZKhkqGSoZKhkqGSoZKhkqGSoZKhkqGSoZKhkqGSoZKhkqGSoZKhkqGSoZKhkqGSoZKhkqGSoZKhkqGSoZKhkqGSoZKhkqGSoZKhkqGSoZKhkqGSoZKhkqGSoZKhkqGSoZKhkqGSoZKhkqGSoZKhkqGSoZKhkqGSoZKhkqGSoZKhkqGSoZKhkqGSoZKhkqGSoZKhkqGSoZKhkqGSoZKhkqGSoZKhkqGSoZKhkqGSoZKhkqGSoZKhkqGSoZKhkqGSoZKhkqGSoZKhkqGSoZKhkqGSoZKhkqGSoZKhkqGSoZKhkqGSoZKhkqGSoZKhkqGSoZKhkqGSoZKhkqGSoZKhkqGSoZKhkqGSoZKhkqGSoZKhkqGSoZKhkqGSoZKhkqGSoZKhkqGSoZKhkqGSoZKhkqGSoZKhkqGSoZKhkqGSoZKhkqGSoZKhkqGSoZKhkqGSoZKhkqGSoZKhkqGSoZKhkqGSoZKhkqGSoZKhkqGSoZKhkqGSoZKhkqGSoZKhkqGSoZKhkqGSoZKhkqGSoZKhkqGSoZKhkqGSoZKhkqGSoZKhkqGSoZKhkqGSoZKhkqGSoZKhkqGSoZKhkqGSoZKhkqGSoZKhkqGSoZKhkqGSoZKhkqGSoZKhkqGSoZKhkqGSoZKhkqGSoZKhkqGSoZKhkqGSoZKhkqGSoZKhkqGSoZKhkqGSoZKhkqGSoZKhkqGSoZKhkqGSoZKhkqGSoZKhkqGSoZKhkqGSoZKhkqGSoZKhkqGSoZKhkqGSoZKhkqGSoZKhkqGSoZKhkqGSoZKhkqGSoZKhkqGSoZKhkqGSoZKhkqGSoZKhkqGSoZKhkqGSoZKhkqGSoZKhkqGSoZKhkqGSoZKhkqGSoZKhkqGSoZKhkqGSoZKhkqGSoZKhkqGSoZKhkqGSoZKhkqGSoZKhkqGSoZKhkqGSoZKhkqGSoZKhkqGSoZKhkqGSoZKhkqGSoZKhkqGSoZKhkqGSoZKhkqGSoZKhkqGSoZKhkqGSoZKhkqGSoZKhkqGSoZKhkqGSoZKhkqGSoZKhkqGSoZKhkqGSoZKhkqGSoZKhkqGSoZKhkqGSoZKhkqGSoZKhkqGSoZKhkqGSoZKhkqGSoZKhkqGSoZKhkqGSoZKhkqGSoZKhkqGSoZKhkqGSoZKhkqGSoZKhkqGSoZKhkqGSoZKhkqGSoZKhkqGSoZKhkqGSoZKhkqGSoZKhkqGSoZKhkqGSoZKhkqGSoZKhkqGSoZKhkqGSoZKhkqGSoZKhkqGSoZKhkqGSoZKhkqGSoZKhkqGSoZKhkqGSoZKhkqGSoZKhkqGSoZKhkqGSoZKhkqGSoZKhkqGSoZKhkqGSoZKhkqGSoZKhkqGSoZKhkqGSoZKhkqGSoZKhkqGSoZKhkqGSoZKhkqGSoZKhkqGSoZKhkqGSoZKhkqGSoZKhkqGSoZKhkqGSoZKhkqGSoZKhkqGSoZKhkqGSoZKhkqGSoZKhkqGSoZKhkqGSoZKhkqGSoZKhkqGSoZKhkqGSoZKhkqGSoZKhkqGSoZKhkqGSoZKhkqGSoZKhkqGSoZKhkqGSoZKhkqGSoZKhkqGSoZKhkqGSoZKhkqGSoZKhkqGSoZKhkqGSoZKhkqGSoZKhkqGSoZKhkqGSoZKhkqGSoZKhkqGSoZKhkqGSoZKhkqGSoZKhkqGSoZKhkqGSoZKhkqGSoZKhkqGSoZKhkqGSoZKhkqGSoZKhkqGSoZKhkqGSoZKhkqGSoZKhkqGSoZKhkqGSoZKhkqGSoZKhkqGSoZKhkqGSoZKhkqGSoZKhkqGSoZKhkqGSoZKhkqGSoZKhkqGSoZKhkqGSoZKhkqGSoZKhkqGSoZKhkqGSoZKhkqGSoZKhkqGSoZKhkqGSoZKhkqGSoZKhkqGSoZKhkqGSoZKhkqGSoZKhkqGSoZKhkqGSoZKhkqGSoZKhkqGSoZKhkqGSoZKhkqGSoZKhkqGSoZKhkqGSoZKhkqGSoZKhkqGSoZKhkqGSoZKhkqGSoZKhkqGSoZKhkqGSoZKhkqGSoZKhkqGSoZKhkqGSoZKhkqGSoZKhkqGSoZKhkqGSoZKhkqGSoZKhkqGSoZKhkqGSoZKhkqGSoZKhkqGSoZKhkqGSoZKhkqGSoZKhkqGSoZKhkqGSoZKhkqGSoZKhkqGSoZKhkqGSoZKhkqGSoZKhkqGSoZKhkqGSoZKhkqGSoZKhkqGSoZKhkqGSoZKhkqGSoZKhkqGSoZKhkqGSoZKhkqGSoZKhkqGSoZKhkqGSoZKhkqGSoZKhkqGSoZKhkqGSoZKhkqGSoZKhkqGSoZKhkqGSoZKhkqGSoZKhkqGSoZKhkqGSoZKhkqGSoZKhkqGSoZKhkqGSoZKhkqGSoZKhkqGSoZKhkqGSoZKhkqGSoZKhkqGSoZKhkqGSoZKhkqGSoZKhkqGSoZKhkqGSoZKhkqGSoZKhkqGSoZKhkqAAIARAAAAmQFVQADAAcALrEBAC88sgcEEe0ysQYF3DyyAwIR7TIAsQMALzyyBQQR7TKyBwYS/DyyAQIR7TIzESERJSERIUQCIP4kAZj+aAVV+qtEBM0AAAABACf++AE7AOQAAwBFQB05AwE5AAECQAOyBAAgDAZNACgLBk0AgAJAERlIArj/6rMMBk0CuP/qtgsGTQIvBQFdLysrKxrNKysAEPYazTEwAV1dJQMjEwE7oHR05P4UAewAAAAAAQBv/+oBTgDLAAsAHEARAAawWwATCa8fAy8DAgMvDQFdL3HhAD8rMTAXIiY1NDYzMhYVFAbeLkFBLi9BQRZCLi5DQy4uQgAAAgBe/+cD7AWyACAANABGQCQhAIkIFxAQNiuJQBcSMJlZDxISJgUcJppZHAcICAoFCppZBRkAPysRADMYLz8rERIAORgvOSsBGC8a7RI5LxI57TMxMAEUAg4BIyInNRYzMj4CNSMGIyIuAjU0PgIzMh4CBzQuAiMiDgIVFB4CMzI+AgPsTpbYio5sd4dhmWo4BFzkXJpwPkV7qWRsp3I8sStMaT47ZksrKUxrQTllSysDI8X+zdVvMp1DUJngkblBd6RjarB/Rlen9ApTiGE1L1V1RUx4UywrSWMAAAEAvAAAA5MFmgAJAGdALAIFkVkPAgELAwICCAcSCAGRWQgDBAQAAAsCBgYNBk0GBgwGTQYGCwZNBn4HuP/7sw0GTQe4//azDAZNB7j/9rYLBk0HLwsBXS8rKyvpKysrMhI5LzMvAD8rABg/EjkvX15dKzEwASERIRUhESMRIQOT/dECBf37qALXBQL+EJf9hQWaAAABALwAAAZwBZoAGwC6QBV6GgF1EwEmEzYTAnIWARYYCw0BTA24/+i0Cw0BTAW4/+hANwsNAUwWGgEFCQ0GEhESEgMEAAgNBk0ACAwGTQAICwZNAH4aCA0GTRp/AQEBGA0GTQEBBgwGTQG4//q1CwZNAR0TuP/4QBcNBk0TDRAGDQZNEAYMBk0QBgsGTRB+Ebj/8rMNBk0RuP/2swwGTREvKyvhKysrOTIrEjkrKy8rXTMr6SsrKzkAPz8SFzkrKytdMTABXV1dISMRNDcjBgcBIwEmJyMWFREjETMBFhczNjcBMwZwpw4EGBP+F1L+GBUWBAii3gG3Mw8GKxoBwNIDwnKlYSr7sgRGMGNWw/xABZr8GHM5djoD5AAAAAEAef/oA90FsgA1ANJAFUs1AUouAUYlAUQaAUYVATQYDABNKrj/6LMMAE0ouP/wswwATRm4/+hAVgwATREYDABNCSwTIgQYMRoAAQAbAQwDGxhAGB2RWRgEAAEBCwMBMTEGkVkxExsbLCIIDQZNIggMBk0iCAsGTSJ9ExMBLAgNBk0sCAwGTSwICwZNLH0JuP/wQA8LBk0gCQEJCTcBCAsGTQEvKxI5L10r4SsrKxI5L+ErKysSOS8APysAGBDEX15dPysAGhgQzV9eXREzMhESFzkxMCsrKysrXV1dXV03NR4DMzI2NTQuAicuAzU0PgIzMhcVJiMiDgIVFB4CFx4DFRQOAiMiLgJ5Il9pai2amTNae0ZLgmA3VoyzXNRhf8c3bVY2KVBzSk2KaD1TjbhlImRoXTrGHjAhEnNsOlZHQSQmTl53UGKRXi4zvVgXNFI7N1BCPiUmVGZ8UGqTXCkLFR8AAQAaAAAHYAWaABsBQUAgexsBeRoBdhQBdg0BcwwBdQkBewIBGyAMAE0aIAwATRS4/+hACQsATRMYCwBNDbj/4LMMAE0MuP/gQAoMAE0KCAsMAEwJuP/oQA4LAE0IEAsATQIQCwBNAbj/8EAJDABNABAMAE0buP/QswwBTRu4/+CzDQFNG7j/6EATCwFNDDAMAU0MIA0BTQwYCwFNBbj/yEAiCw0BTBc4Cw0BTA84Cw0BTBdACwwATA9ACwwATAUQDQZNF7j/8LMNBk0PuP/wQB0NBk0AAQUPExcGCgsDChQTBgECFwkKDxcgCwBND7j/4LMLAE0XuP/gQBQMAE0PIAwATQ8GFwMLAAAdCy8dAV0vETMvEhc5KysrKxEzMxEzMxEzMwAvPxIXOSsrKysrKysrMTABKysrKysrKysrKysrKysrKysrXV1dXV1dXQkBIwEmJyMGBwEjATMBFhczNjcBMwEWFzM2NwEHYP5rxf7ZEwQEBhT+18P+XLkBMRMFBQUaAT2hATAQCAQEFwElBZr6ZgQYQ09KRvvmBZr7tEVLNVsETPusOU00VgRQAAAAAgBa/+gDgQQYABQAHwCqQFIGEAEACQEQBAYYCwwATAsVllkLEA0GTQsLHBIBFQMcBRyVWQUWD0AJDEgPDw0SDZVZEhAgDzAPAg8LHwAGDQZNAAYMBk0ABgsGTQCEAQINBk0BuP/0swwGTQG4/+5AFwsGTQEBIQ8ZgwgMDAZNCAQLBk0vCAEIL10rK+kzEjkvKysr6SsrKzMzL10APysRADMYLys/KxEAMxg/ERI5LysrMTAAK19eXV0hIzUjBiMiJjUQLQEQIyIHNTYzIBEPAQ4BFRQWMzI2NQOBowRr0JmsAVEBM9O5lJbFAWij93Jzall6n6C4ooYBHy8rAQV+qGD+gpQiEFFnS1+rgwAAAAACAKb/6ARSBewAEAAdAJxAKwAKARAGAxUBFQ8VlVkPFgcbCRuVWQkQBAAMBg0GTQwGDAZNDAYLBk0Mgxi4//izDQZNGLj/8rMMBk0YuP/jQBoLBk0YGB8GAhIGDQZNEgYMBk0SBgsGTRKEA7j/+EARDQZNAwIMBk0DAQsGTQMvHwFdLysrK+krKysyMhI5LysrK+krKysAPz8rEQAzGD8rEQAzGD8xMAFfXl0lIxUjETMRMzYzMhIVEAIjIgMVFBYzMjY1NCYjIgYBTQSjowR56cXe+dnLbKV/laidh4+ulJQF7P1gzP7t5/7//ssCSY9/seTLq8LHAAEAYP/oA2AEGAAVAIVAW1gDAQkPGQ8CCwAVAQwDFRUTAhOVWQIWCwsNCA2VWQgQACAMAU0AAAsMDAZNCwILBk1wCwELIAwBTQsQBg0GTRAGDAZNEAYLBk0QgwUUDQZNBQwMBk0FIwsGTQUvKysr6SsrKy8rXSsrMy8rAD8rEQAzGC8/KxEAMxgvX15dMTBeXQFdJQYjIgA1NAAzMhcVJiMiBhUUFjMyNwNedqHb/vQBIfKGZ3KBncm9n4V2L0cBHeP9ATMyqFDht7TQWQAAAAACAGD/6AQOBewAEAAdAJtAOA8GARAGHBgLDABMAhsFG5VZBRYBFQ4VCxWVWQsQDwARDQAIDQZNAAgMBk0ACAsGTQCEAQUNBk0BuP/4swwGTQG4//BAKgsGTQEBHxgGDQZNGAYMBk0YBgsGTRiDCBANBk0IDgwGTQgaCwZNCC8fAV0vKysr6SsrKxI5LysrK+krKyszMwA/PysRADMYPz8rEQAzMTArAV9eXSEjNSMGIyICNTQAMzIXMxEzAzU0JiMiBhUUFjMyNgQOowRy7sHmAP/V02AEo6OkfparpIuJq67GARPt/gEypgJ6++OXfKzcwrHNxgAAAAIAYP/oA9sEGAASABkAr7UPBwEQBga4/8BALQsOSAYGAQQZAZVZGRkEDwkElVkJFg8WlVkPEH8HAQcWDAZNByAMAU0HBwCDE7j/wLQLDABME7j/0LMMAU0TuP/wsw0GTRO4/+hAKAsGTRMTGxkBCA0GTQEIDAZNAQgLBk0BgwwQDQZNDBAMBk0MHQsGTQwvKysr6SsrKzISOS8rKysr6TIvKytdAD8rABg/KxESADkYLysREgA5GC8rMTBfXl0BIR4BMzI3FQYjIgI1NAAzMhIVJy4BIyIGBwPb/S8DsJqtkIbe2fcBDsnJ26gBhnh0ohIB16u6cppiARf97wEt/vznNY6epoYAAAIAYP4eBA4EGAAYACUAykAQCgQBAw8OARAGJBgLDABMCLj/4LQLDABMBbj/wEA6Cw9IBQUHAgeVWQIcCiMNI5VZDRYXDxUdEx2VWRMQBBUZFgMABg0GTQAGDAZNAAYLBk0AhAkFDQZNCbj/+LMMBk0JuP/wQCsLBk0JCScEIAYNBk0gBgwGTSAGCwZNIIMQEA0GTRAODAZNEBoLBk0QLycBXS8rKyvpKysrMxI5LysrK+krKysXMy8APysRADMYPz8rEQAzGD8rEQAzGC8rMTArKwFfXl0AX10lECEiJzUWMyARNSMGIyICNRASMzIXMzUzAzU0JiMiBhUUFjMyNgQO/eW+jaydAXoEdeu/6Praz2QEo6Ole5irpIiKrVL9zEikYAGScMQBEeYBBQE0po79z5d6rt3Hq83EAAABAKYAAAP2BewAEQCWQCgCEAECEAEQBAEVCRUMBA8ElVkPEAoAAAYNBk0ABgwGTQAGCwZNAIQBuP/4sw0GTQG4//izDAZNAbj/+EAeCwZNAQETDAgGDQZNCAYMBk0IBgsGTQiECQINBk0JuP/+swwGTQm4//62CwZNCS8TAV0vKysr6SsrKzISOS8rKyvpKysrAD8/KxEAMxg/PzEwAV9eXQBdISMRECMiBhURIxEzETM2MyARA/aj7niko6MEdtoBWQJOAUC5kf28Bez9asL+XwAAAAIAkAAAAWYF2QALAA8ATkAjAAZjWwAODw0JYgMNDANi/zAMBg0GTQwGDAZNDAYLBk0MhA24//6zDAZNDbj//rYLBk0NDREQERI5Lysr4SsrKysBEOEAGC8/xisxMBMiJjU0NjMyFhUUBhMjETP6LD4+LC0/PyOkpAUEPC4uPT0uLD76/AQAAAAC/zr+HgFmBdkADAAYAGtANAICARAEDRNjWw0LDwYGCAMIlVkDHBZiEAoAEGL/MAYABg0GTQAGDAZNAAYLBk0AhH8KAQq4//6zDAZNCrj//rYLBk0KChoZERI5LysrXeErKyvGKwEQ4QAYPysRADMYLz/GKzEwAV9eXSUUAiMiJzUWMzIZATMDIiY1NDYzMhYVFAYBSsu9RkJKQuCkUCw+PiwtPz8r/P7vIJktAWYD8AEEPC4uPT0uLD4AAAEApgAAA/gF7AAMAJtAEHoMAXcLAXkCAX0KAX4BAQy4//BACQwATQEQCwBNALj/8EAiDABNCQIKBQEVBRUKDwYACgsLAXAAAQAUCwZNAEALAU0ADLj/6EAcDQZNDAgEBg0GTQQGDAZNBAYLBk0EhAUEDQZNBbj//7YLBk0FLw4BXS8rK+krKysyMisvKytdMzMvMwA/Pz8/ERI5OTEwASsrK11dAF1dXSEjASMRIxEzETMBMwED+Ob+PASkpAQBrtf+JQHs/hQF7Pw/AdX+EgABAKYAAAFKBewAAwA6QBYBFQIAAAYNBk0ABgwGTQAGCwZNAIQBuP/+swwGTQG4//62CwZNAQEFBBESOS8rK+ErKysAPz8xMCEjETMBSqSkBewAAAABAKYAAAZTBBgAHwDdtkkMAUkEAR64/+i3CwBNDyEBAxy4/9BALAwATQIWAQwEBRUWGwQNGA2VWR0YEBMPCgESAAYNBk0ABgwGTQAGCwZNAIQBuP/+swwGTQG4/+xAHAsGTQEOChIKQhQRBg0GTREGDAZNEQYLBk0RhBK4//pAMQwGTRIOCwZNEhsJBg0GTQkGDAZNCQYLBk0JhAoKBA0GTQpADQFNDwoBDAMgIQqEMDArAV9eXSsrEOErKys5GC8rK+ErKysyKwEQ8Csr4SsrKwAYLzMzPz8zKxEAFzNfXl0xMCsBX10rXV0hIxE0JiMiBhURIxEQIyIGFREjETMVMzYzMhYXNjMgEQZTpGl8aZOj6WyMpKQEbdFpmx1y4gFSAkyqmMCG/bgCYAEutZH9uAQAorp1X9T+XwAAAQCmAAAD9gQYABIAlkAoAhEBAhABEAQBFQkVCg8MBA8ElVkPEAAGDQZNAAYMBk0ABgsGTQCEAbj/9rMNBk0BuP/4swwGTQG4//hAHgsGTQEBFAwIBg0GTQgGDAZNCAYLBk0IhAkCDQZNCbj//rMMBk0JuP/+tgsGTQkvFAFdLysrK+krKysyEjkvKysr6SsrKwA/KxEAMxg/Pz8xMAFfXl0AXSEjERAjIgYVESMRMxUzNjMyFhUD9qPue6GjowR03KixAkgBRrmN/bgEAKrC2c0AAAACAGD/6AROBBgACwAXAIlAIxlACwJNABKVWQAWBgyVWQYQCQYNBk0JBgwGTQkGCwZNCYMVuP/wsw0GTRW4//BACQwGTSAVMBUCFbj/3kAqCwZNFRUZDwgNBk0PCgwGTQ8GCwZND4MDEA0GTQMMDAZNAxkLBk0DLxkBXS8rKyvpKysrEjkvK10rK+krKysAPysAGD8rMTABKwUiADUQADMyABUUAAMiBhUUFjMyNjU0JgJR4/7yARnw5QEA/uzdnre5nJ+qqhgBH+0BAgEi/ub69f7ZA6bXvbbSzr7A0AAAAAIApv4pBFIEGAAQAB0AnEArAAoBEAYDGwEVDxWVWQ8WBA8GGwkblVkJEAwGDQZNDAYMBk0MBgsGTQyDGLj/+LMNBk0YuP/yswwGTRi4/+NAGgsGTRgYHwYSAgYNBk0CBgwGTQIGCwZNAoQDuP/4QBENBk0DAgwGTQMBCwZNAy8fAV0vKysr6SsrKzIyEjkvKysr6SsrKwA/KxEAMxg/PysRADMYPzEwAV9eXSUjESMRMxUzNjMyEhUQAiMiAxUUFjMyNjU0JiMiBgFNBKOjBHnpxt352cdwpX+VqJ2Hj66U/ZUF17TM/u3n/v/+ywJJj3+x5MurwscAAQCmAAACuwQSABAAWbkADP/oQCcLDABMBxUIDwAACgIOEHAAAQAAEgoGBg0GTQYGDAZNBgYLBk0GhAe4//NADg0GTQcEDAZNBwULBk0HLysrK+krKysyETkvXQA/zTIyLz8/MTArASYjIgYVESMRMxUzPgEzMhcCuytRaYykpAQikFlAIgNaIcar/fYEANNseQ4AAAEAaP/oAw4EGAAuAKFAGQcmAQMWAQMJDAEJCQEPAAEQBCsQCwwATBK4//BANQsMAEwKOAsMAEwFKA8eBBQtFxkUGZVZFBAAARABIAEDCwMBAy0DlVktFhcXKB6DDw8AKIMFuP/gQBYLBk0gBTAFAgUFMAAQDQZNABwLBk0ALysrETkvXSvhEjkv4RI5LwA/KwAYEMZfXl0/KwAYEMYREhc5KzEwKytfXl1dXV9dXTc1FjMyNTQuAicuAzU0PgIzMhcVJiMiDgIVFB4CFx4DFRQOAiMiaIah1yU/VDFEZ0UjQm6NSoVpcZMtSjUdHThPM0RsTClDcJJPniWwY5ApOSwjExs3RVg7SG9LJi6mShUmNSAoNioiFBo3RVo+THBKJAAAAAABACv/6gJ/BS8AFAB8QDsDGAsMAEwUFBICEpVZAhYKCgcOBgsHBwaVWQcPAAANQAsATQ0GDQYLCA8GDQZNDwYMBk0PBgsGTQ+EBLj/8rMNBk0EuP/wswwGTQS4/+6zCwZNBC8rKyvpKysrMzIzMi8vKzMvAD8rEQAzETMRMxgvPysRADMYLzEwKyUGIyAZASM1MzU3ESEVIREUFjMyNwJ/Ol7+86+vpAEB/v9GUD4tCiABLAJejPo1/tGM/b9nWCIAAAAAAQCQ/+gD4AQAABEAoUA2SQYBSQYBAw0QCwwATA8DAQwGARUDDAUMlVkFFhAPCA8BAAYNBk0ABgwGTQAGCwZNAIR/DwEPuP/6sw0GTQ+4//yzDAZND7j//EAqCwZNDw8TCgYNBk0KBgwGTQoGCwZNCoQHCg0GTQcGDAZNBwILBk0HLxMBXS8rKyvpKysrEjkvKysrXekrKyszAD8/PysRADMYP19eXTEwKwFfXQBdISM1IwYjIBkBMxEQMzI2NREzA+CjBGbW/pOi+Hibo6K6AbQCZP22/ryxjwJOAAEAGAAABa8EAAAbANJAFngbAXcUAXYMAXsKAXQBATgJATcMARu4//izCwZNE7j//rMLBk0KuP/4swsGTQK4//pAGAsGTRQCCwZNDAgLBk0JBgsGTQEICwZNCLj/wLMLAE0UuP/wQAkLAE0TGAsATQy4//hACQsATQkQCwBNG7j/4EALCw0BTAwgCw0BTAa4/9BAIwsNAUwXMAsNAUwPMAsNAUwCBg8XExsABwoLDwoAAB0LLx0BXS8RMy8ALz8SFzkrKysxMAErKysrKysAKwErKysrKysrK11dXV1dXV0JASMDJicjBgcDIwEzExYXMzY3EzMTFhczNjcTBa/+zarTDAQEAxHlpP7KrNQKBAgDD+yV1AoFCAIP0AQA/AAC3So1JDn9IQQA/P4jOSwyAwD8/CU3JzUDBAAAAAABAA7+HgPTBAAAFACbQAoNFAEADQEGAgEUuP/gQCwLDQFMDSALDQFMAiALAE0CEAEQBAAPDA8QMAsNAUwQAQsGBggDCJVZAxwGC7j/9EAOCwZNAQwLBk0BBgsDDBS4//RAFAsGTRQAEAsMAEwAABYNDAsGTQ0MuP/wswwATQwvKzMrETMvKzIrEhc5KysvAD8rEQAzGC8vMzMrPz9fXl0xMCsBKytdXV0JAQIjIic1FjMyPwEBMwEWFzM2NwED0/4qfuNAKzUsez5S/nG2ARQFEAYFDwEiBAD7XP7CDZMSlMID/vzsDz8YNAMWAAEAIQAAA3AEAAAJAKVADgoGAQYBARABGAsNAUwGuP/otAsNAUwGuP/4QAkNBk0BCA0GTQa4//RACQwGTQEMDAZNBrj/9EBACwZNAQwLBk01AEUAAgMAEwAjAAM6BUoFAgwFHAUsBQMXAwUBBAQBlVkEFQAIBwgHlVkIDwMHBwEGAwQEAAALBC8SOS8SFzkvLwA/KxESADkYPysREgA5MTBfXl1dXV0BKysrKysrKyteXV0JASEVITUBITUhA3D9ogJY/LcCXv3bAxYD0fy7jDMDQYz//wBg/+gETgYKEiYAGAAAEQcAlwFCAAAAFrkAAv/kQAkZGQwGPgIaESYAKzUBKzX//wBa/nADgQQYEiYACwAAEAcA6AIAAAD//wBg/nAD2wQYEiYADwAAEAcA6AGhAAAAAQAWAAACEAXsAAsAYkA8CgcGCwYEAQUAAAACBQoHAgYNBk0CBgwGTQIGCwZNAoRwAwEDCA0GTQMCDAZNAwYFAAsLBQIJAAIVQA0BXQA/PxI5OREzETMBLysrXeErKys5OcYQwi8xMIcEwMAQh8DAAQcRIxEHNTcRMxE3AhCtpKmppK0DK3v9UAJCd513Aw39YnoA//8ApgAAA/YGChImABcAABEHAJcBOAAAABa5AAH/7EAJFBYEDyUBFREmACs1ASs1//8AaP/oAw4GChImABsAABEHAJcAvgAAAAizATERJgArNQAA//8AIQAAA3AFhRImACAAABEHAOQBFwAAABNACwEADRMICSUBChEmACs1ASs1AAAAAAIApgAABIQFdgADAAcAGkALBwEDBAADBQUJBAAvzRI5L80AL80/zTEwMxEhESUhESGmA978tgK2/UoFdvqKlAROAAAAAgCjA9sCgAWaAAMABwAjQBQPBB8ELwS/BM8EBQQECQMGAgcDAwA/M80yAS8SOS9dMTABESMRIREjEQE0kQHdkQWa/kEBv/5BAb8AAAEAhwTCAgwGCgADABO3eAMBAwIAgAIvGs0AL80xMAFdCQEjEwIM/vp/3wYK/rgBSAAAAAABAKYAAAFKBAAAAwAxQBYDDwAVAAYNBk0ABgwGTQAGCwZNAIQBuP/+tgwGTQEBBQQREjkvK+ErKysAPz8xMCEjETMBSqSkBAAAAAAAAQBsBMIBMQWFAAsAErcJwAMABsFbAAAvKwEYL+ExMBMiJjU0NjMyFhUUBs8oOzopKTk5BMI5Kig4NykpOgAAAAEAPv5wAVIAAAAOACRAEg8LARAEAAYGAsIMCQTiWQkOEgA/LysBGC/xwi/GMTBfXl0hBhUUMzI3FQYjIiY1NDcBUpZEHhoeNExcnY1SRg1rDVBGeoAAAAABAG4CzQLCBbAAEgArQBYACyQEDwcPUlkHBAMDC8IMDBQEAMIBL+EyEjkv4QA/PysRADMYP8QxMBMjETMVMzYzMhYVESMRNCMiBhXugIAEQ494hoKXSnECzQLPc4eUhP41AcOweVUAAAH/Ov4eAUoEAAAMADpAGQsPBgYIAwiVWQMcBgAGDQZNAAYMBk0AhAq4//62DAZNCgoODRESOS8r4SsrxgA/KxEAMxgvPzEwJRQCIyInNRYzMhkBMwFKy71GQkpC4KQr/P7vIJktAWYD8AAAAAIASQIzAqYFrgAnADkAPEAjCwsbCwIw5gsLGwsCCwsfKOYVJwDmHykjIxAazDUGBjstzBAv7RI5LzPtETkvAD/tP+0ROS9d7V0xMAEyPgI1Iw4DIyIuAjU0PgIzMh4CFRQOAiMiJic1HgMTIg4CFRQWMzI+AjU0LgIBNEJePBsEDSs3QiQ8YUYmKk1sQUByVTIwXYpbMGEmEy4wMFIhOSoYUkUgPS8dGSw8AqozXH5LHC8hEyZHYzw/akwqM2WWZGm0gkoXFn8LEw8IAo4XKz8oTFYWJjMdKkcyHAACAFsCzQEFBusACwAPABxADQ0kAEAGgA4DCQzCAw0vxP3EAD8a3BrNPzEwEyImNTQ2MzIWFRQGEyMRM68lLy8lJjAwGYCABlQrIR8sLB8gLPx5As8AAAD//wBJA18CpgbaEgcIkgAAASwAAP//AEn++QKmAnQTBwiSAAD8xgAOtwEAYABwAAIAABFdNTUAAAAQAGYAWgRbBE4ABwAPABcAHwAnAC8ANwA/AEcATwBXAF8AZwBvAHcAfwEjuQAYBQuyHDAQuAULtDQUFEAAuAULtAREBEgIuAULtAxMDGAguAULtCRkJHAouAULtCx0LHg4uAULtDx8PGhQuAULQBRUbFQcBAwkLDxUVDwsJAwEHAeBWLgFC7JcKgq4BP20Di4OOgK4BP20Bj4GUhK4BP20FlYWWhq4BP20Hl4eajK4BP20Nm42ekK4BP20Rn5Gckq4BP1AFE52Tg4GFh42Rk5ORjYeFgYOByZiuwT9AGYAIgT9sz8mASYAL13tL+0RFzkvLy8vLy8vETMQ7TIRMxDtMhEzEO0yETMQ7TIRMxDtMhEzEO0yETMQ7TIBL+0SFzkvLy8vLy8vETMQ7TIRMxDtMhEzEO0yETMQ7TIRMxDtMhEzEO0yMi8z7TIQ7TEwARQjIjU0MzInFCMiNTQzMhMUIyI1NDMyFxQjIjU0MzIBFCMiNTQzMgcUIyI1NDMyARQjIjU0MzIBFCMiNTQzMgEUIyI1NDMyBxQjIjU0MzIBFCMiNTQzMgcWIyI1NDMyARQjIjU0MzIlFCMiNTQzMhMUIyI1NDMyJxQjIjU0MzID1DA0NDCUMDQ0MPczMTMxJDA0NDD+NzIyMjKtMzExMwJSMzExM/0aMjIyMgKDMDQ0MJQwNDQw/a4wNDIyJAExNDQxAccyMjIy/lwyMjIy9zMxMTOUMjIyMgOWMjIyMDExM/7XMzMx3zIyMgGXMzMxVjExM/17MTEzAb0yLzX9SDExM5UwMDQCIDMzMd8yMjL+BzMzMegxMTP+2TQwNC4xMTMAAAAAAgBe/k4D7AQZACAANAAzQBYhAIkIFxAQNiuJFzCZDxISBSaaHBAKuQF/AAUAL+0/7RE5LzntAS/tEjkvEjntMzEwARQCDgEjIic1FjMyPgI1IwYjIi4CNTQ+AjMyHgIHNC4CIyIOAhUUHgIzMj4CA+xOltiKjmx3h2GZajgEXORcmnA+RXupZGyncjyxK0xpPjtmSyspTGtBOWVLKwGKxf7N1W8ynUNQmeCRuUF3pGNqsH9GV6f0ClOIYTUvVXVFTHhTLCtJY///AF7+TgPsBBkSBgzFAAAAAgBe/+cD7AWyACAANAA1QBshAIkIFxAQNiuJFzCZDxISBSaaHAcICAqaBRkAP+0yLz/tETkvOe0BL+0SOS8SOe0zMTABFAIOASMiJzUWMzI+AjUjBiMiLgI1ND4CMzIeAgc0LgIjIg4CFRQeAjMyPgID7E6W2IqObHeHYZlqOARc5FyacD5Fe6lkbKdyPLErTGk+O2ZLKylMa0E5ZUsrAyPF/s3VbzKdQ1CZ4JG5QXekY2qwf0ZXp/QKU4hhNS9VdUVMeFMsK0ljAAAAAgBe/+gD7AWyABcAIwDBQCl5FAF0FQF2BAEtBD0EAikUORQCCBAKmh4eEHABAQEBA5oWGRiaEAchALj/6kAXDAZNABMIDQZNEwgMBk0TCAsGTSETiQa4//izDQZNBrj/8LMMBk0GuP/oQB4LBk0gBjAGAgYGJQAbCA0GTRsIDAZNGwgLBk0biQ24/9izDQZNDbj/2LMMBk0NuP/YswsGTQ0vKysr6SsrKzMSOS9dKysr6TMrKysvKy8AP+0/7TIvXRE5L+0ROTEwAV1dXV0AXTc1FjMyEhEGJwYjIiY1NAAzMhIREAAhIgEiBhUUFjMyNjU0Jqx4hsPZAgJc5LjsAQPK1O3+zP7ukAEGd5+chXShoBieRAE6ASEBAbn6xdIBDf6x/sD+c/5SBT+zipetnnKjzgACAEn/6wKmA2YAJwA5ADFAGS3MIxA1Gs0GBQUQOzDnCwsoAOYfLSjmFSsAP+0/7RI5L+0REgE5LxDtMy8z7TEwJTI+AjUjDgMjIi4CNTQ+AjMyHgIVFA4CIyImJzUeAxMiDgIVFBYzMj4CNTQuAgE0Ql48GwQNKzdCJDxhRiYqTWxBQHFWMjBdilswYSYTLjAwUiE5KhhSRSA9Lx0ZLDxiM1x+SxwvIRMmR2M8P2pMKjNllmRptIJKFxZ/CxMPCAKOFyw+KExWFiYzHSpHMhwAAgAAAAAEBAQzAAcAFQAnQBIVCBUIAAUAAzkVFQUPBjUBBTMAPzM/MxI5L+0BLy8SOTkvLzEwISMDIQMjATMTAy4DJyMOAwcDBASzcf49arMBrqRemAIHCAcBAwIGBwcDkgEa/uYEM/1zAZoFFx0cCwwdHRgH/msAAwCwAAADoQQzABUAHgAnADxAIRAkDTgWFgYAOB8bJDcGECM6Lxs/GwIbGwYaOgc1JDoGMwA/7T/tEjkvXe05AS/tMi/tEjkv7RE5MTABFA4CIyERITIeAhUUBgcVHgMDNCYrAREzMjYTNCYrAREzMjYDoTtnjlL+kQFnTHxXL2xhPWNEJedxcoNxc4I8j5CDoHuHATVFclEtBDMjQVs3W4YeAwYqRFsBuU46/sNa/mxgVf6bVAAAAAEAWP/tA7sERQAdABtADRY4Bw8AETkMNhs5AjQAP+0/7QEvMy/tMTAlBiMiLgI1ND4CMzIXFSYjIg4CFRQeAjMyNwO7g8V9yIxKVJvYhKlvepZjnm06NmaUXq19LD9NjMZ5gNSYVCyeQD1wnmJdlmo5SAAAAgCwAAAEVAQzAAoAFwAcQA4AOAsSNwYROQc1EjkGMwA/7T/tAS/tL+0xMAEUDgIjIREhIAADNC4CKwERMzI+AgRUXanvkv7jASsBPAE9qzx2rnKDem6we0ICJ33LkE8EM/77/vZnklwq/O0wZJgAAAEAsAAAAycEMwALADxAIgYKNwEIBAgEAAEACTkPBgEvBj8G/wYDBgYBBTkCNQo5ATMAP+0/7RI5L11x7QEvLxI5OS8vEO0yMTApAREhFSERIRUhESEDJ/2JAlv+SQGV/msB0wQzi/7Ai/6uAAEAsAAAAwsEMwAJAClAFAIGNwcEBAAHAAU5AgIHATkINQczAD8/7RI5L+0BLy8SOS8Q7TIxMAEhESEVIREjESEDC/5JAZX+a6QCWwOo/rGK/jEEMwAAAAABAFj/7QQgBEUAIgAvQBggIAceDwA3HhY4ByA5ISECETkMNhs5AjQAP+0/7RI5L+0BL+0v/cQREjkvMTAlBiMiLgI1ND4CMzIXFSYjIg4CFRQeAjMyNjcRITUhBCCz3H/SllJcpOOHwIaOvWCjdUI5a5hgQm0w/v4BpEpdT47IeXvRmFY5pFM/cZtbXplsOhYWAQuLAAAAAAEAsAAABDkEMwALACdAEwgENwUJADcBAzkICAUKBjUBBTMAPzM/MxI5L+0BL+0zL+0yMTAhIxEhESMRMxEhETMEOaX9wKSkAkClAfP+DQQz/ksBtQAAAAABALAAAAFUBDMAAwAQtgA3AQI1ATMAPz8BL+0xMCEjETMBVKSkBDMAAQAR/+0B5QQzABEAFkAKADcPBxA1CjkFNAA/7T8BLy/tMTABFA4CIyInNRYzMj4CNREzAeUzXYNPRiwsSC9GLxikAYFlmGUyE5odGz1jSAKzAAAAAQCwAAAD7AQzABIAM0AYEBERABILBzcIAQAAFBIGCwsIEAk1AQgzAD8zPzMSOREzMxEBMy8zL+0yMhI5LzMxMCEjAS4BJyMRIxEzETM+ATcBMwED7Mz+YAkZBgSkpAQFGQoBkbj+MwHdCyAK/e4EM/4HCB4LAcj9/AAAAAEAsAAAAy4EMwAFABZACgQ3AQACNQQ5ATMAP+0/AS8v7TEwKQERMxEhAy79gqQB2gQz/FgAAAAAAQCwAAAFYgQzACEAIEAPFxAUNxUgBgUANwEWNRUzAD8/AS/tMzMzL+0yMjEwISMRNDY3Iw4BBwEjAS4BJyMeARURIxEzAR4BFzM+ATcBMwVingIGBAoUEf6dWP6YEhUJAwMDmdoBRRUbBgYLHhEBRtcCvithPiQ6Jvz8AwQmOCYgYkn9QwQz/T4qShcdTSQCvwAAAAEAsAAABHoEMwAYABpADAEANxYMCTcKCzUBMwA/PwEv7TIv7TMxMCEjAS4BJyMWFREjETMBHgMXMy4BNREzBHqu/cwfKQgFBpm5AjUSGREJAwMEBJkC9ypBEyNx/R8EM/0EGSMYEAUXTjkCxwAAAAACAFj/7QSVBEUAEwAjABxADgA4FBw4Chc5DzYhOQU0AD/tP+0BL+0v7TAxARQOAiMiLgI1ND4CMzIeAgc0JiMiDgIVFB4CMzI2BJVSkcl3eMaOTkuP0IV6w4hJq7e3V4xiNDFfiFe4wAInhtSTTU+QyHl80JdVVZPGgMjcPG6bXl6abTzaAAAAAgCwAAADkgQzAA4AFwAkQBIAOA8UBzcIBjoUFAgTOgk1CDMAPz/tEjkv7QEv7TIv7TEwARQOAisBESMRITIeAgc0JisBETMyNgOSP3OjY4akAUthmGg2q4aHhnaJlALuTYJeNP5zBDMsVHlSa1r+ZWkAAAACALAAAAPfBDMAGQAkAC5AFxYJABE4Gh8JNwoWCDofHwoeOgs1AQozAD8zP+0SOS/tOQEv7TIv/cYSOTEwISMDLgMrAREjESEyHgIVFA4CBxUWFwM0JisBETMyPgID38C+EyQpLx1hpAFtVophNCZGYjw8Pxx3dqagN1lAIwFHICsZCv5LBDMnSmlDOmNMNQ0DGmUBoVdM/o4eN0wAAAAAAQBo/+0DCARFADcAJkATLjcKHycANxUVLQUpOSQ2EDkFNAA/7T/tEjk5AS/9xC/E7TEwARQOAiMiLgInNR4DMzI+AjU0LgInLgM1ND4CMzIXFSYjIg4CFRQeAhceAwMIOGeUXSBOTEESGkZNTyQ5UzYZFDVdSkdmQh85Zo1ToEpfkzJPOB0OL1ZIT29GIAEbRHBPKwsRFgysFSQaDhYoOCIfMjA2JSNGTFg1QGhJKCalQhUmMx4dLzE2IiZHTFQAAQAZAAADbAQzAAcAHkAOAjcDAwAFAAEFOQY1AzMAPz/tMgEvLxI5L+0xMAEhESMRITUhA2z+qaT+qANTA6j8WAOoiwABAJz/7QQmBDMAFQAbQA0ANxMJNwYUBzUOOQM0AD/tPzMBL+0v7TEwARQGIyImNREzERQeAjMyPgI1ETMEJu3i2eKlIkhvTUprRSClAbPj49vaApH9gFF3TiUkTXZRAoMAAAAAAQAFAAAGZAQzACYAD7UaCho1GTMAPz8BLy8xMAETHgEXMz4BNxMzASMDLgMnDgMHAyMBMxMeAxczPgE3EwOB3x0aBAMFHCDUsf6Mo98HEBAPBAYQERAH2qP+jLDXEBYOCQIDBBod3gQz/V5acRcccWIClfvNAqQVNz4+HB9DQDkU/WcEM/1rMU06KQ4XcVoCogAAAAEAFAAAA6cEMwAPAB1ADQoCNwMDBgUPAAU1AzMAPz8BLzIvMzkv7TkxMAkBESMRATMTHgEXMz4BNwEDp/6Do/6NtPMGDwgCBRALAP8EM/1a/nMBigKp/iUMIRUNIRQB2wAAAAABACkAAAOzBDMACQAmQBIHBwABBAYDAAAHOQg1BQE5BDMAP+05P+05AS8zMy8zEjkvMTAJASEVITUBITUhA7P9cwJ8/IcCi/2tA1IEAvyJizcDcYsAAAAAAQA4AAADLgQzAA0ANEAZCAw3AQoKAAUDAQACCAkDCQMJAQY1DDkBMwA/7T8SOTkvLxI5OQEvL8YzEjkvEO0yMTApAREHNTcRMxElFQURIQMu/YJ4eKQBAf7/AdoBlUSKQwIV/kiPi43+mQD//wBY/+0ElQYoEiYM/AAAEQcAlwFoAB4ACrQCDyQBJAARXTX//wAA/nAEBAQzEiYM7gAAEAcA6AKrAAD//wCw/nADJwQzEiYM8gAAEAcA6AG+AAD//wCgAAABZQWjEiYM9gAAEQYA5DQeAAq0AQ8FAQUAEV01AAD//wCwAAAEegYoEiYM+wAAEQcAlwGeAB4ACrQBDxoBGgARXTX//wBo/+0DCAYoEiYNAAAAEQcAlwDJAB4ACrQBDzoBOgARXTX//wApAAADswWjEiYNBwAAEQcA5AE9AB4ACrQBDxMBEwARXTUAAQBc/u0BTgDPABQAF0AKFAyyFQMPAA+vCS/hxhI5ABD0xDEwFz4BNTQmJy4BNTQ2MzIWFRQOAgdcN0wUGigaMDM4RCA1RifYLV8qGBUMESYiJjlPTjddT0QeAAACALIENwK8Bh8AAwAHAB+8AAUBhQAGAAEBhbUCBgICBwAALzIyLzMBL+0v7TEwAREjESERIxEBUZ8CCp8GH/4YAej+GAHoAAABACv+3wFZAPkAAwAPtAIAAgIAAC8yLwEvLzEwJQMjEwFZroCA+f3mAhoAAAEAev/oAW8A3gALAA2zCQMGAAAvMgEvzTEwFyImNTQ2MzIWFRQG9DNHRzMzSEgYSDIzSUkzMkgAAAAwAkYAAQAAAAAAAAEMAhoAAQAAAAAAAQAIAzkAAQAAAAAAAgAHA1IAAQAAAAAAAwAQA3wAAQAAAAAABAAIA58AAQAAAAAABQAMA8IAAQAAAAAABgAHA98AAQAAAAAABwA5BFsAAQAAAAAACAAVBMEAAQAAAAAACwArBS8AAQAAAAAADQcME3UAAQAAAAAADgAlGs4AAwABBAMAAgAMGvQAAwABBAUAAgAQGwIAAwABBAYAAgAMGxQAAwABBAcAAgAQGyIAAwABBAgAAgAQGzQAAwABBAkAAAIYAAAAAwABBAkAAQAQAycAAwABBAkAAgAOA0IAAwABBAkAAwAgA1oAAwABBAkABAAQA40AAwABBAkABQAYA6gAAwABBAkABgAOA88AAwABBAkABwByA+cAAwABBAkACAAqBJUAAwABBAkACwBWBNcAAwABBAkADQ4YBVsAAwABBAkADgBKGoIAAwABBAoAAgAMG0YAAwABBAsAAgAQG1QAAwABBAwAAgAMG2YAAwABBA4AAgAMG3QAAwABBBAAAgAOG4IAAwABBBMAAgASG5IAAwABBBQAAgAMG6YAAwABBBUAAgAQG7QAAwABBBYAAgAMG8YAAwABBBkAAgAOG9QAAwABBBsAAgAQG+QAAwABBB0AAgAMG/YAAwABBB8AAgAMHAQAAwABBCQAAgAOHBIAAwABBC0AAgAOHCIAAwABCAoAAgAMHDIAAwABCBYAAgAMHEAAAwABDAoAAgAMHE4AAwABDAwAAgAMHFwAqQAgADIAMAAyADIAIABNAGkAYwByAG8AcwBvAGYAdAAgAEMAbwByAHAAbwByAGEAdABpAG8AbgAuACAAQQBsAGwAIABSAGkAZwBoAHQAcwAgAFIAZQBzAGUAcgB2AGUAZAAuACAADQAKAA0ACgBIAGUAYgByAGUAdwAgAE8AcABlAG4AVAB5AHAAZQAgAEwAYQB5AG8AdQB0ACAAbABvAGcAaQBjACAAYwBvAHAAeQByAGkAZwBoAHQAIACpACAAMgAwADAAMwAgACYAIAAyADAAMAA3ACwAIABSAGEAbABwAGgAIABIAGEAbgBjAG8AYwBrACAAJgAgAEoAbwBoAG4AIABIAHUAZABzAG8AbgAuACAAVABoAGkAcwAgAGwAYQB5AG8AdQB0ACAAbABvAGcAaQBjACAAZgBvAHIAIABCAGkAYgBsAGkAYwBhAGwAIABIAGUAYgByAGUAdwAgAGkAcwAgAG8AcABlAG4AIABzAG8AdQByAGMAZQAgAHMAbwBmAHQAdwBhAHIAZQAgAHUAbgBkAGUAcgAgAHQAaABlACAATQBJAFQAIABMAGkAYwBlAG4AcwBlADsAIABzAGUAZQAgAGUAbQBiAGUAZABkAGUAZAAgAGwAaQBjAGUAbgBzAGUAIABkAGUAcwBjAHIAaQBwAHQAaQBvAG4AIABmAG8AcgAgAGQAZQB0AGEAaQBsAHMALgAAqSAyMDIyIE1pY3Jvc29mdCBDb3Jwb3JhdGlvbi4gQWxsIFJpZ2h0cyBSZXNlcnZlZC4gDQoNCkhlYnJldyBPcGVuVHlwZSBMYXlvdXQgbG9naWMgY29weXJpZ2h0IKkgMjAwMyAmIDIwMDcsIFJhbHBoIEhhbmNvY2sgJiBKb2huIEh1ZHNvbi4gVGhpcyBsYXlvdXQgbG9naWMgZm9yIEJpYmxpY2FsIEhlYnJldyBpcyBvcGVuIHNvdXJjZSBzb2Z0d2FyZSB1bmRlciB0aGUgTUlUIExpY2Vuc2U7IHNlZSBlbWJlZGRlZCBsaWNlbnNlIGRlc2NyaXB0aW9uIGZvciBkZXRhaWxzLgAAUwBlAGcAbwBlACAAVQBJAABTZWdvZSBVSQAAUgBlAGcAdQBsAGEAcgAAUmVndWxhcgAAUwBlAGcAbwBlACAAVQBJACAAUgBlAGcAdQBsAGEAcgAAU2Vnb2UgVUkgUmVndWxhcgAAUwBlAGcAbwBlACAAVQBJAABTZWdvZSBVSQAAVgBlAHIAcwBpAG8AbgAgADUALgA2ADUAAFZlcnNpb24gNS42NQAAUwBlAGcAbwBlAFUASQAAU2Vnb2VVSQAAUwBlAGcAbwBlACAAaQBzACAAYQAgAHQAcgBhAGQAZQBtAGEAcgBrACAAbwBmACAAdABoAGUAIABNAGkAYwByAG8AcwBvAGYAdAAgAGcAcgBvAHUAcAAgAG8AZgAgAGMAbwBtAHAAYQBuAGkAZQBzAC4AAFNlZ29lIGlzIGEgdHJhZGVtYXJrIG9mIHRoZSBNaWNyb3NvZnQgZ3JvdXAgb2YgY29tcGFuaWVzLgAATQBpAGMAcgBvAHMAbwBmAHQAIABDAG8AcgBwAG8AcgBhAHQAaQBvAG4AAE1pY3Jvc29mdCBDb3Jwb3JhdGlvbgAAaAB0AHQAcABzADoALwAvAGQAbwBjAHMALgBtAGkAYwByAG8AcwBvAGYAdAAuAGMAbwBtAC8AdAB5AHAAbwBnAHIAYQBwAGgAeQAvAGEAYgBvAHUAdAAAaHR0cHM6Ly9kb2NzLm1pY3Jvc29mdC5jb20vdHlwb2dyYXBoeS9hYm91dAAATQBpAGMAcgBvAHMAbwBmAHQAIABzAHUAcABwAGwAaQBlAGQAIABmAG8AbgB0AC4AIABZAG8AdQAgAG0AYQB5ACAAdQBzAGUAIAB0AGgAaQBzACAAZgBvAG4AdAAgAHQAbwAgAGMAcgBlAGEAdABlACwAIABkAGkAcwBwAGwAYQB5ACwAIABhAG4AZAAgAHAAcgBpAG4AdAAgAGMAbwBuAHQAZQBuAHQAIABhAHMAIABwAGUAcgBtAGkAdAB0AGUAZAAgAGIAeQAgAHQAaABlACAAbABpAGMAZQBuAHMAZQAgAHQAZQByAG0AcwAgAG8AcgAgAHQAZQByAG0AcwAgAG8AZgAgAHUAcwBlACwAIABvAGYAIAB0AGgAZQAgAE0AaQBjAHIAbwBzAG8AZgB0ACAAcAByAG8AZAB1AGMAdAAsACAAcwBlAHIAdgBpAGMAZQAsACAAbwByACAAYwBvAG4AdABlAG4AdAAgAGkAbgAgAHcAaABpAGMAaAAgAHQAaABpAHMAIABmAG8AbgB0ACAAdwBhAHMAIABpAG4AYwBsAHUAZABlAGQALgAgAFkAbwB1ACAAbQBhAHkAIABvAG4AbAB5ACAAKABpACkAIABlAG0AYgBlAGQAIAB0AGgAaQBzACAAZgBvAG4AdAAgAGkAbgAgAGMAbwBuAHQAZQBuAHQAIABhAHMAIABwAGUAcgBtAGkAdAB0AGUAZAAgAGIAeQAgAHQAaABlACAAZQBtAGIAZQBkAGQAaQBuAGcAIAByAGUAcwB0AHIAaQBjAHQAaQBvAG4AcwAgAGkAbgBjAGwAdQBkAGUAZAAgAGkAbgAgAHQAaABpAHMAIABmAG8AbgB0ADsAIABhAG4AZAAgACgAaQBpACkAIAB0AGUAbQBwAG8AcgBhAHIAaQBsAHkAIABkAG8AdwBuAGwAbwBhAGQAIAB0AGgAaQBzACAAZgBvAG4AdAAgAHQAbwAgAGEAIABwAHIAaQBuAHQAZQByACAAbwByACAAbwB0AGgAZQByACAAbwB1AHQAcAB1AHQAIABkAGUAdgBpAGMAZQAgAHQAbwAgAGgAZQBsAHAAIABwAHIAaQBuAHQAIABjAG8AbgB0AGUAbgB0AC4AIABBAG4AeQAgAG8AdABoAGUAcgAgAHUAcwBlACAAaQBzACAAcAByAG8AaABpAGIAaQB0AGUAZAAuAA0ACgANAAoAVABoAGUAIABmAG8AbABsAG8AdwBpAG4AZwAgAGwAaQBjAGUAbgBzAGUALAAgAGIAYQBzAGUAZAAgAG8AbgAgAHQAaABlACAATQBJAFQAIABsAGkAYwBlAG4AcwBlACAAKABoAHQAdABwADoALwAvAGUAbgAuAHcAaQBrAGkAcABlAGQAaQBhAC4AbwByAGcALwB3AGkAawBpAC8ATQBJAFQAXwBMAGkAYwBlAG4AcwBlACkALAAgAGEAcABwAGwAaQBlAHMAIAB0AG8AIAB0AGgAZQAgAE8AcABlAG4AVAB5AHAAZQAgAEwAYQB5AG8AdQB0ACAAbABvAGcAaQBjACAAZgBvAHIAIABCAGkAYgBsAGkAYwBhAGwAIABIAGUAYgByAGUAdwAgIBwATABhAHkAbwB1AHQAIABMAG8AZwBpAGMgHQAgAGEAcwAgAGoAbwBpAG4AdABsAHkAIABkAGUAdgBlAGwAbwBwAGUAZAAgAGIAeQAgAFIAYQBsAHAAaAAgAEgAYQBuAGMAbwBjAGsAIABhAG4AZAAgAEoAbwBoAG4AIABIAHUAZABzAG8AbgAuACAADQAKAA0ACgBQAGUAcgBtAGkAcwBzAGkAbwBuACAAaQBzACAAaABlAHIAZQBiAHkAIABnAHIAYQBuAHQAZQBkACwAIABmAHIAZQBlACAAbwBmACAAYwBoAGEAcgBnAGUALAAgAHQAbwAgAGEAbgB5ACAAcABlAHIAcwBvAG4AIABvAGIAdABhAGkAbgBpAG4AZwAgAGEAIABjAG8AcAB5ACAAbwBmACAAdABoAGUAIABPAHAAZQBuAFQAeQBwAGUAIABMAGEAeQBvAHUAdAAgAGwAbwBnAGkAYwAgAGYAbwByACAAQgBpAGIAbABpAGMAYQBsACAASABlAGIAcgBlAHcAIABhAG4AZAAgAGEAcwBzAG8AYwBpAGEAdABlAGQAIABkAG8AYwB1AG0AZQBuAHQAYQB0AGkAbwBuACAAZgBpAGwAZQBzACAAKAB0AGgAZQAgIBwATABhAHkAbwB1AHQAIABMAG8AZwBpAGMAIABTAG8AZgB0AHcAYQByAGUgHQApACwAIAB0AG8AIABkAGUAYQBsACAAaQBuACAAdABoAGUAIABMAGEAeQBvAHUAdAAgAEwAbwBnAGkAYwAgAFMAbwBmAHQAdwBhAHIAZQAgAHcAaQB0AGgAbwB1AHQAIAByAGUAcwB0AHIAaQBjAHQAaQBvAG4ALAAgAGkAbgBjAGwAdQBkAGkAbgBnACAAdwBpAHQAaABvAHUAdAAgAGwAaQBtAGkAdABhAHQAaQBvAG4AIAB0AGgAZQAgAHIAaQBnAGgAdABzACAAdABvACAAdQBzAGUALAAgAGMAbwBwAHkALAAgAG0AbwBkAGkAZgB5ACwAIABtAGUAcgBnAGUALAAgAHAAdQBiAGwAaQBzAGgALAAgAGQAaQBzAHQAcgBpAGIAdQB0AGUALAAgAHMAdQBiAGwAaQBjAGUAbgBzAGUALAAgAGEAbgBkAC8AbwByACAAcwBlAGwAbAAgAGMAbwBwAGkAZQBzACAAbwBmACAAdABoAGUAIABMAGEAeQBvAHUAdAAgAEwAbwBnAGkAYwAgAFMAbwBmAHQAdwBhAHIAZQAsACAAYQBuAGQAIAB0AG8AIABwAGUAcgBtAGkAdAAgAHAAZQByAHMAbwBuAHMAIAB0AG8AIAB3AGgAbwBtACAAdABoAGUAIABMAGEAeQBvAHUAdAAgAEwAbwBnAGkAYwAgAFMAbwBmAHQAdwBhAHIAZQAgAGkAcwAgAGYAdQByAG4AaQBzAGgAZQBkACAAdABvACAAZABvACAAcwBvACwAIABzAHUAYgBqAGUAYwB0ACAAdABvACAAdABoAGUAIABmAG8AbABsAG8AdwBpAG4AZwAgAGMAbwBuAGQAaQB0AGkAbwBuAHMAOgANAAoADQAKAFQAaABlACAAYQBiAG8AdgBlACAAYwBvAHAAeQByAGkAZwBoAHQAIABuAG8AdABpAGMAZQAgAGEAbgBkACAAdABoAGkAcwAgAHAAZQByAG0AaQBzAHMAaQBvAG4AIABuAG8AdABpAGMAZQAgAHMAaABhAGwAbAAgAGIAZQAgAGkAbgBjAGwAdQBkAGUAZAAgAGkAbgAgAGEAbABsACAAYwBvAHAAaQBlAHMAIABvAHIAIABzAHUAYgBzAHQAYQBuAHQAaQBhAGwAIABwAG8AcgB0AGkAbwBuAHMAIABvAGYAIAB0AGgAZQAgAEwAYQB5AG8AdQB0ACAATABvAGcAaQBjACAAUwBvAGYAdAB3AGEAcgBlAC4ADQAKAA0ACgBUAEgARQAgAFMATwBGAFQAVwBBAFIARQAgAEkAUwAgAFAAUgBPAFYASQBEAEUARAAgACcAQQBTACAASQBTACcALAAgAFcASQBUAEgATwBVAFQAIABXAEEAUgBSAEEATgBUAFkAIABPAEYAIABBAE4AWQAgAEsASQBOAEQALAAgAEUAWABQAFIARQBTAFMAIABPAFIAIABJAE0AUABMAEkARQBEACwAIABJAE4AQwBMAFUARABJAE4ARwAgAEIAVQBUACAATgBPAFQAIABMAEkATQBJAFQARQBEACAAVABPACAAVABIAEUAIABXAEEAUgBSAEEATgBUAEkARQBTACAATwBGACAATQBFAFIAQwBIAEEATgBUAEEAQgBJAEwASQBUAFkALAAgAEYASQBUAE4ARQBTAFMAIABGAE8AUgAgAEEAIABQAEEAUgBUAEkAQwBVAEwAQQBSACAAUABVAFIAUABPAFMARQAgAEEATgBEACAATgBPAE4ASQBOAEYAUgBJAE4ARwBFAE0ARQBOAFQALgAgAEkATgAgAE4ATwAgAEUAVgBFAE4AVAAgAFMASABBAEwATAAgAFQASABFACAAQQBVAFQASABPAFIAUwAgAE8AUgAgAEMATwBQAFkAUgBJAEcASABUACAASABPAEwARABFAFIAUwAgAEIARQAgAEwASQBBAEIATABFACAARgBPAFIAIABBAE4AWQAgAEMATABBAEkATQAsACAARABBAE0AQQBHAEUAUwAgAE8AUgAgAE8AVABIAEUAUgAgAEwASQBBAEIASQBMAEkAVABZACwAIABXAEgARQBUAEgARQBSACAASQBOACAAQQBOACAAQQBDAFQASQBPAE4AIABPAEYAIABDAE8ATgBUAFIAQQBDAFQALAAgAFQATwBSAFQAIABPAFIAIABPAFQASABFAFIAVwBJAFMARQAsACAAQQBSAEkAUwBJAE4ARwAgAEYAUgBPAE0ALAAgAE8AVQBUACAATwBGACAATwBSACAASQBOACAAQwBPAE4ATgBFAEMAVABJAE8ATgAgAFcASQBUAEgAIABUAEgARQAgAFMATwBGAFQAVwBBAFIARQAgAE8AUgAgAFQASABFACAAVQBTAEUAIABPAFIAIABPAFQASABFAFIAIABEAEUAQQBMAEkATgBHAFMAIABJAE4AIABUAEgARQAgAFMATwBGAFQAVwBBAFIARQAuAA0ACgAATWljcm9zb2Z0IHN1cHBsaWVkIGZvbnQuIFlvdSBtYXkgdXNlIHRoaXMgZm9udCB0byBjcmVhdGUsIGRpc3BsYXksIGFuZCBwcmludCBjb250ZW50IGFzIHBlcm1pdHRlZCBieSB0aGUgbGljZW5zZSB0ZXJtcyBvciB0ZXJtcyBvZiB1c2UsIG9mIHRoZSBNaWNyb3NvZnQgcHJvZHVjdCwgc2VydmljZSwgb3IgY29udGVudCBpbiB3aGljaCB0aGlzIGZvbnQgd2FzIGluY2x1ZGVkLiBZb3UgbWF5IG9ubHkgKGkpIGVtYmVkIHRoaXMgZm9udCBpbiBjb250ZW50IGFzIHBlcm1pdHRlZCBieSB0aGUgZW1iZWRkaW5nIHJlc3RyaWN0aW9ucyBpbmNsdWRlZCBpbiB0aGlzIGZvbnQ7IGFuZCAoaWkpIHRlbXBvcmFyaWx5IGRvd25sb2FkIHRoaXMgZm9udCB0byBhIHByaW50ZXIgb3Igb3RoZXIgb3V0cHV0IGRldmljZSB0byBoZWxwIHByaW50IGNvbnRlbnQuIEFueSBvdGhlciB1c2UgaXMgcHJvaGliaXRlZC4NCg0KVGhlIGZvbGxvd2luZyBsaWNlbnNlLCBiYXNlZCBvbiB0aGUgTUlUIGxpY2Vuc2UgKGh0dHA6Ly9lbi53aWtpcGVkaWEub3JnL3dpa2kvTUlUX0xpY2Vuc2UpLCBhcHBsaWVzIHRvIHRoZSBPcGVuVHlwZSBMYXlvdXQgbG9naWMgZm9yIEJpYmxpY2FsIEhlYnJldyDSTGF5b3V0IExvZ2lj0yBhcyBqb2ludGx5IGRldmVsb3BlZCBieSBSYWxwaCBIYW5jb2NrIGFuZCBKb2huIEh1ZHNvbi4gDQoNClBlcm1pc3Npb24gaXMgaGVyZWJ5IGdyYW50ZWQsIGZyZWUgb2YgY2hhcmdlLCB0byBhbnkgcGVyc29uIG9idGFpbmluZyBhIGNvcHkgb2YgdGhlIE9wZW5UeXBlIExheW91dCBsb2dpYyBmb3IgQmlibGljYWwgSGVicmV3IGFuZCBhc3NvY2lhdGVkIGRvY3VtZW50YXRpb24gZmlsZXMgKHRoZSDSTGF5b3V0IExvZ2ljIFNvZnR3YXJl0yksIHRvIGRlYWwgaW4gdGhlIExheW91dCBMb2dpYyBTb2Z0d2FyZSB3aXRob3V0IHJlc3RyaWN0aW9uLCBpbmNsdWRpbmcgd2l0aG91dCBsaW1pdGF0aW9uIHRoZSByaWdodHMgdG8gdXNlLCBjb3B5LCBtb2RpZnksIG1lcmdlLCBwdWJsaXNoLCBkaXN0cmlidXRlLCBzdWJsaWNlbnNlLCBhbmQvb3Igc2VsbCBjb3BpZXMgb2YgdGhlIExheW91dCBMb2dpYyBTb2Z0d2FyZSwgYW5kIHRvIHBlcm1pdCBwZXJzb25zIHRvIHdob20gdGhlIExheW91dCBMb2dpYyBTb2Z0d2FyZSBpcyBmdXJuaXNoZWQgdG8gZG8gc28sIHN1YmplY3QgdG8gdGhlIGZvbGxvd2luZyBjb25kaXRpb25zOg0KDQpUaGUgYWJvdmUgY29weXJpZ2h0IG5vdGljZSBhbmQgdGhpcyBwZXJtaXNzaW9uIG5vdGljZSBzaGFsbCBiZSBpbmNsdWRlZCBpbiBhbGwgY29waWVzIG9yIHN1YnN0YW50aWFsIHBvcnRpb25zIG9mIHRoZSBMYXlvdXQgTG9naWMgU29mdHdhcmUuDQoNClRIRSBTT0ZUV0FSRSBJUyBQUk9WSURFRCAnQVMgSVMnLCBXSVRIT1VUIFdBUlJBTlRZIE9GIEFOWSBLSU5ELCBFWFBSRVNTIE9SIElNUExJRUQsIElOQ0xVRElORyBCVVQgTk9UIExJTUlURUQgVE8gVEhFIFdBUlJBTlRJRVMgT0YgTUVSQ0hBTlRBQklMSVRZLCBGSVRORVNTIEZPUiBBIFBBUlRJQ1VMQVIgUFVSUE9TRSBBTkQgTk9OSU5GUklOR0VNRU5ULiBJTiBOTyBFVkVOVCBTSEFMTCBUSEUgQVVUSE9SUyBPUiBDT1BZUklHSFQgSE9MREVSUyBCRSBMSUFCTEUgRk9SIEFOWSBDTEFJTSwgREFNQUdFUyBPUiBPVEhFUiBMSUFCSUxJVFksIFdIRVRIRVIgSU4gQU4gQUNUSU9OIE9GIENPTlRSQUNULCBUT1JUIE9SIE9USEVSV0lTRSwgQVJJU0lORyBGUk9NLCBPVVQgT0YgT1IgSU4gQ09OTkVDVElPTiBXSVRIIFRIRSBTT0ZUV0FSRSBPUiBUSEUgVVNFIE9SIE9USEVSIERFQUxJTkdTIElOIFRIRSBTT0ZUV0FSRS4NCgAAaAB0AHQAcABzADoALwAvAGQAbwBjAHMALgBtAGkAYwByAG8AcwBvAGYAdAAuAGMAbwBtAC8AdAB5AHAAbwBnAHIAYQBwAGgAeQAAaHR0cHM6Ly9kb2NzLm1pY3Jvc29mdC5jb20vdHlwb2dyYXBoeQAATgBvAHIAbQBhAGwAAABvAGIAeQENAGUAagBuAOkAAABuAG8AcgBtAGEAbAAAAFMAdABhAG4AZABhAHIAZAAAA5oDsQO9A78DvQO5A7oDrAAAAE4AbwByAG0AYQBsAAAATgBvAHIAbQBhAGEAbABpAAAATgBvAHIAbQBhAGwAAABOAG8AcgBtAOEAbAAAAE4AbwByAG0AYQBsAGUAAABTAHQAYQBuAGQAYQBhAHIAZAAAAE4AbwByAG0AYQBsAAAATgBvAHIAbQBhAGwAbgB5AAAATgBvAHIAbQBhAGwAAAQeBDEESwRHBD0ESwQ5AAAATgBvAHIAbQDhAGwAbgBlAAAATgBvAHIAbQBhAGwAAABOAG8AcgBtAGEAbAAAAE4AYQB2AGEAZABuAG8AAABBAHIAcgB1AG4AdABhAAAATgBvAHIAbQBhAGwAAABOAG8AcgBtAGEAbAAAAE4AbwByAG0AYQBsAAAATgBvAHIAbQBhAGwAAAACAAAAAAAA/mIAdwAAAAAAAAAAAAAAAAAAAAAAAAAAFREAAAABAAIAAwAPABEAHAApADAANgA6AEQARQBGAEcASABKAEsATABNAE4ATwBQAFEAUgBTAFUAVgBXAFgAWgBcAF0AeQECAQMA4wEEAQUBBgEHAQgBCQEKAQsBDAENAQ4BDwEQAREBEgETARQBFQEWARcBGAEZARoBGwEcAR0BHgEfASABIQEiASMBJAElASYBJwEoASkBKgErASwBLQEuAS8BMAExATIBMwE0ATUBNgE3ATgBOQE6ATsBPAE9AT4BPwFAAUEBQgFDAUQBRQFGAUcBSAFJAUoBSwFMAU0BTgFPAVABUQFSAVMBVAFVAVYBVwFYAVkBWgFbAVwBXQFeAV8BYAFhAWIBYwFkAWUBZgFnAWgBaQFqAWsBbAFtAW4BbwFwAXEBcgFzAXQBdQF2AXcBeAF5AXoBewF8AX0BfgF/AYABgQGCAYMBhAGFAYYBhwGIAYkBigGLAYwBjQGOAY8BkAGRAZIBkwGUAZUBlgGXAZgBmQGaAZsBnAGdAZ4BnwGgAaEBogGjAaQBpQGmAacBqAGpAaoBqwGsAa0BrgGvAbABsQGyAbMBtAG1AbYBtwG4AbkBugG7AbwBvQG+Ab8BwAHBAcIBwwHEAcUBxgHHAcgByQHKAcsBzAHNAc4BzwHQAdEB0gHTAdQB1QHWAdcB2AHZAdoB2wHcAd0B3gHfAeAB4QHiAeMB5AHlAeYB5wHoAekB6gHrAewB7QHuAe8B8AHxAfIB8wH0AfUB9gH3AfgB+QH6AfsB/AH9Af4B/wIAAgECAgIDAgQCBQIGAgcCCAIJAgoCCwIMAg0CDgIPAhACEQISAhMCFAIVAhYCFwIYAhkCGgIbAhwCHQIeAh8CIAIhAiICIwIkAiUCJgInAigCKQIqAisCLAItAi4CLwIwAjECMgIzAjQCNQI2AjcCOAI5AjoCOwI8Aj0CPgI/AkACQQJCAkMCRAJFAkYCRwJIAkkCSgJLAkwCTQJOAk8CUAJRAlICUwJUAlUCVgJXAlgCWQJaAlsCXAJdAl4CXwJgAmECYgJjAmQCZQJmAmcCaAJpAmoCawJsAm0CbgJvAnACcQJyAnMCdAJ1AnYCdwJ4AnkCegJ7AnwCfQJ+An8CgAKBAoICgwKEAoUChgKHAogCiQKKAosCjAKNAo4CjwKQApECkgKTApQClQKWApcCmAKZApoCmwKcAp0CngKfAqACoQKiAqMCpAKlAqYCpwKoAqkCqgKrAqwCrQKuAq8CsAKxArICswK0ArUCtgK3ArgCuQK6ArsCvAK9Ar4CvwLAAsECwgLDAsQCxQLGAscCyALJAsoCywLMAs0CzgLPAtAC0QLSAtMC1ALVAtYC1wLYAtkC2gLbAtwC3QLeAt8C4ALhAuIC4wLkAuUC5gLnAugC6QLqAusC7ALtAu4C7wLwAvEC8gLzAvQC9QL2AvcC+AL5AvoC+wL8Av0C/gL/AwADAQMCAwMDBAMFAwYDBwMIAwkDCgMLAwwDDQMOAw8DEAMRAxIDEwMUAxUDFgMXAxgDGQMaAxsDHAMdAx4DHwMgAyEDIgMjAyQDJQMmAycDKAMpAyoDKwMsAy0DLgMvAzADMQMyAzMDNAM1AzYDNwM4AzkDOgM7AzwDPQM+Az8DQANBA0IDQwNEA0UDRgNHA0gDSQNKA0sDTANNA04DTwNQA1EDUgNTA1QDVQNWA1cDWANZA1oDWwNcA10DXgNfA2ADYQNiA2MDZANlA2YDZwNoA2kDagNrA2wDbQNuA28DcANxA3IDcwN0A3UDdgN3A3gDeQN6A3sDfAN9A34DfwOAA4EDggODA4QDhQOGA4cDiAOJA4oDiwOMA40DjgOPA5ADkQOSA5MDlAOVA5YDlwOYA5kDmgObA5wDnQOeA58DoAOhA6IDowOkA6UDpgOnA6gDqQOqA6sDrAOtA64DrwOwA7EDsgOzA7QDtQO2A7cDuAO5A7oDuwO8A70DvgO/A8ADwQPCA8MDxAPFA8YDxwPIA8kDygPLA8wDzQPOA88D0APRA9ID0wPUA9UD1gPXA9gD2QPaA9sD3APdA94D3wPgA+ED4gPjA+QD5QPmA+cD6APpA+oD6wPsA+0D7gPvA/AD8QPyA/MD9AP1A/YD9wP4A/kD+gP7A/wD/QP+A/8EAAQBBAIEAwQEBAUEBgQHBAgECQQKBAsEDAQNBA4EDwQQBBEEEgQTBBQEFQQWBBcEGAQZBBoEGwQcBB0EHgQfBCAEIQQiBCMEJAQlBCYEJwQoBCkEKgQrBCwELQQuBC8EMAQxBDIEMwQ0BDUENgQ3BDgEOQQ6BDsEPAQ9BD4EPwRABEEEQgRDBEQERQRGBEcESARJBEoESwRMBE0ETgRPBFAEUQRSBFMEVARVBFYEVwRYBFkEWgRbBFwEXQReBF8EYARhBGIEYwRkBGUEZgRnBGgEaQRqBGsEbARtBG4EbwRwBHEEcgRzBHQEdQR2BHcEeAR5BHoEewR8BH0EfgR/BIAEgQSCBIMEhASFBIYEhwSIBIkEigSLBIwEjQSOBI8EkASRBJIEkwSUBJUElgSXBJgEmQSaBJsEnASdBJ4EnwSgBKEEogSjBKQEpQSmBKcEqASpBKoEqwSsBK0ErgSvBLAEsQSyBLMEtAS1BLYEtwS4BLkEugS7BLwEvQS+BL8EwATBBMIEwwTEBMUExgTHBMgEyQTKBMsEzATNBM4EzwTQBNEE0gTTBNQE1QTWBNcE2ATZBNoE2wTcBN0E3gTfBOAE4QTiBOME5ATlBOYE5wToBOkE6gTrBOwE7QTuBO8E8ATxBPIE8wT0BPUE9gT3BPgE+QT6BPsE/AT9BP4E/wUABQEFAgUDBQQFBQUGBQcFCAUJBQoFCwUMBQ0FDgUPBRAFEQUSBRMFFAUVBRYFFwUYBRkFGgUbBRwFHQUeBR8FIAUhBSIFIwUkBSUFJgUnBSgFKQUqBSsFLAUtBS4FLwUwBTEFMgUzBTQFNQU2BTcFOAU5BToFOwU8BT0FPgU/BUAFQQVCBUMFRAVFBUYFRwVIBUkFSgVLBUwFTQVOBU8FUAVRBVIFUwVUBVUFVgVXBVgFWQVaBVsFXAVdBV4FXwVgBWEFYgVjBWQFZQVmBWcFaAVpBWoFawVsBW0FbgVvBXAFcQVyBXMFdAV1BXYFdwV4BXkFegV7BXwFfQV+BX8FgAWBBYIFgwWEBYUFhgWHBYgFiQWKBYsFjAWNBY4FjwWQBZEFkgWTBZQFlQWWBZcFmAWZBZoFmwWcBZ0FngWfBaAFoQWiBaMFpAWlBaYFpwWoBakFqgWrBawFrQWuBa8FsAWxBbIFswW0BbUFtgW3BbgFuQW6BbsFvAW9Bb4FvwXABcEFwgXDBcQFxQXGBccFyAXJBcoFywXMBc0FzgXPBdAF0QXSBdMF1AXVBdYF1wXYBdkF2gXbBdwF3QXeBd8F4AXhBeIF4wXkBeUF5gXnBegF6QXqBesF7AXtBe4F7wXwBfEF8gXzBfQF9QX2BfcF+AX5BfoF+wX8Bf0F/gX/BgAGAQYCBgMGBAYFBgYGBwYIBgkGCgYLBgwGDQYOBg8GEAYRBhIGEwYUBhUGFgYXBhgGGQYaBhsGHAYdBh4GHwYgBiEGIgYjBiQGJQYmBicGKAYpBioGKwYsBi0GLgYvBjAGMQYyBjMGNAY1BjYGNwY4BjkGOgY7BjwGPQY+Bj8GQAZBBkIGQwZEBkUGRgZHBkgGSQZKBksGTAZNBk4GTwZQBlEGUgZTBlQGVQZWBlcGWAZZBloGWwZcBl0GXgZfBmAGYQZiBmMGZAZlBmYGZwZoBmkGagZrBmwGbQZuBm8GcAZxBnIGcwZ0BnUGdgZ3BngGeQZ6BnsGfAZ9Bn4GfwaABoEGggaDBoQGhQaGBocGiAaJBooGiwaMBo0GjgaPBpAGkQaSBpMGlAaVBpYGlwaYBpkGmgabBpwGnQaeBp8GoAahBqIGowakBqUGpganBqgGqQaqBqsGrAatBq4GrwawBrEGsgazBrQGtQa2BrcGuAa5BroGuwa8Br0Gvga/BsAGwQbCBsMGxAbFBsYGxwbIBskGygbLBswGzQbOBs8G0AbRBtIG0wbUBtUG1gbXBtgG2QbaBtsG3AbdBt4G3wbgBuEG4gbjBuQG5QbmBucG6AbpBuoG6wbsBu0G7gbvBvAG8QbyBvMG9Ab1BvYG9wb4BvkG+gb7BvwG/Qb+Bv8HAAcBBwIHAwcEBwUHBgcHBwgHCQcKBwsHDAcNBw4HDwcQBxEHEgcTBxQHFQcWBxcHGAcZBxoHGwccBx0HHgcfByAHIQciByMHJAclByYHJwcoBykHKgcrBywHLQcuBy8HMAcxBzIHMwc0BzUHNgc3BzgHOQc6BzsHPAc9Bz4HPwdAB0EHQgdDB0QHRQdGB0cHSAdJB0oHSwdMB00HTgdPB1AHUQdSB1MHVAdVB1YHVwdYB1kHWgdbB1wHXQdeB18HYAdhB2IHYwdkB2UHZgdnB2gHaQdqB2sHbAdtB24HbwdwB3EHcgdzB3QHdQd2B3cHeAd5B3oHewd8B30Hfgd/B4AHgQeCB4MHhAeFB4YHhweIB4kHigeLB4wHjQeOB48HkAeRB5IHkweUB5UHlgeXB5gHmQeaB5sHnAedB54HnwegB6EHogejB6QHpQemB6cHqAepB6oHqwesB60HrgevB7AHsQeyB7MHtAe1B7YHtwe4B7kHuge7B7wHvQe+B78HwAfBB8IHwwfEB8UHxgfHB8gHyQfKB8sHzAfNB84HzwfQB9EH0gfTB9QH1QfWB9cH2AfZB9oH2wfcB90H3gffB+AH4QfiB+MH5AflB+YH5wfoB+kH6gfrB+wH7QfuB+8H8AfxB/IH8wf0B/UH9gf3B/gH+Qf6B/sH/Af9B/4H/wgACAEIAggDCAQIBQgGCAcICAgJCAoICwgMCA0IDggPCBAIEQgSCBMIFAgVCBYIFwgYCBkIGggbCBwIHQgeCB8IIAghCCIIIwgkCCUIJggnCCgIKQgqCCsILAgtCC4ILwgwCDEIMggzCDQINQg2CDcIOAg5CDoIOwg8CD0IPgg/CEAIQQhCCEMIRAhFCEYIRwhICEkISghLCEwITQhOCE8IUAhRCFIIUwhUCFUIVghXCFgIWQhaCFsIXAhdCF4IXwhgCGEIYghjCGQIZQhmCGcIaAhpCGoIawhsCG0IbghvCHAIcQhyCHMIdAh1CHYIdwh4CHkIegh7CHwIfQh+CH8IgAiBCIIIgwiECIUIhgiHCIgIiQiKCIsIjAiNCI4IjwiQCJEIkgiTCJQIlQiWCJcImAiZCJoImwicCJ0IngifCKAIoQiiCKMIpAilCKYIpwioCKkIqgirCKwIrQiuCK8IsAixCLIIswi0CLUItgi3CLgIuQi6CLsIvAi9CL4IvwjACMEIwgjDCMQIxQjGCMcIyAjJCMoIywjMCM0IzgjPCNAI0QjSCNMI1AjVCNYI1wjYCNkI2gjbCNwI3QjeCN8I4AjhCOII4wjkCOUI5gjnCOgI6QjqCOsI7AjtCO4I7wjwCPEI8gjzCPQI9Qj2CPcI+Aj5CPoI+wj8CP0I/gj/CQAJAQkCCQMJBAkFCQYJBwkICQkJCgkLCQwJDQkOCQ8JEAkRCRIJEwkUCRUJFgkXCRgJGQkaCRsJHAkdCR4JHwkgCSEJIgkjCSQJJQkmCScJKAkpCSoJKwksCS0JLgkvCTAJMQkyCTMJNAk1CTYJNwk4CTkJOgk7CTwJPQk+CT8JQAlBCUIJQwlECUUJRglHCUgJSQlKCUsJTAlNCU4JTwlQCVEJUglTCVQJVQlWCVcJWAlZCVoJWwlcCV0JXglfCWAJYQliCWMJZAllCWYJZwloCWkJaglrCWwJbQluCW8JcAlxCXIJcwl0CXUJdgl3CXgJeQl6CXsJfAl9CX4JfwmACYEJggmDCYQJhQmGCYcJiAmJCYoJiwmMCY0JjgmPCZAJkQmSCZMJlAmVCZYJlwmYCZkJmgmbCZwJnQmeCZ8JoAmhCaIJowmkCaUJpgmnCagJqQmqCasJrAmtCa4JrwmwCbEJsgmzCbQJtQm2CbcJuAm5CboJuwm8Cb0Jvgm/CcAJwQnCCcMJxAnFCcYJxwnICckJygnLCcwJzQnOCc8J0AnRCdIJ0wnUCdUJ1gnXCdgJ2QnaCdsJ3AndCd4J3wngCeEJ4gnjCeQJ5QnmCecJ6AnpCeoJ6wnsCe0J7gnvCfAJ8QnyCfMJ9An1CfYJ9wn4CfkJ+gn7CfwJ/Qn+Cf8KAAoBCgIKAwoECgUKBgoHCggKCQoKCgsKDAoNCg4KDwoQChEKEgoTChQKFQoWChcKGAoZChoKGwocCh0KHgofCiAKIQoiCiMKJAolCiYKJwooCikKKgorCiwKLQouCi8KMAoxCjIKMwo0CjUKNgo3CjgKOQo6CjsKPAo9Cj4KPwpACkEKQgpDCkQKRQpGCkcKSApJCkoKSwpMCk0KTgpPClAKUQpSClMKVApVClYKVwpYClkKWgpbClwKXQpeCl8KYAphCmIKYwpkCmUKZgpnCmgKaQpqCmsKbAptCm4KbwpwCnEKcgpzCnQKdQp2CncKeAp5CnoKewp8Cn0Kfgp/CoAKgQqCCoMKhAqFCoYKhwqICokKigqLCowKjQqOCo8KkAqRCpIKkwqUCpUKlgqXCpgKmQqaCpsKnAqdCp4KnwqgCqEKogqjCqQKpQqmCqcKqAqpCqoKqwqsCq0KrgqvCrAKsQqyCrMKtAq1CrYKtwq4CrkKugq7CrwKvQq+Cr8KwArBCsIKwwrECsUKxgrHCsgKyQrKCssKzArNCs4KzwrQCtEK0grTCtQK1QrWCtcK2ArZCtoK2wrcCt0K3grfCuAK4QriCuMK5ArlCuYK5wroCukK6grrCuwK7QruCu8K8ArxCvIK8wr0CvUK9gr3CvgK+Qr6CvsK/Ar9Cv4K/wsACwELAgsDCwQLBQsGCwcLCAsJCwoLCwsMCw0LDgsPCxALEQsSCxMLFAsVCxYLFwsYCxkLGgsbCxwLHQseCx8LIAshCyILIwskCyULJgsnCygLKQsqCysLLAstCy4LLwswCzELMgszCzQLNQs2CzcLOAs5CzoLOws8Cz0LPgs/C0ALQQtCC0MLRAtFC0YLRwtIC0kLSgtLC0wLTQtOC08LUAtRC1ILUwtUC1ULVgtXC1gLWQtaC1sLXAtdC14LXwtgC2ELYgtjC2QLZQtmC2cLaAtpC2oLawtsC20LbgtvC3ALcQtyC3MLdAt1C3YLdwt4C3kLegt7C3wLfQt+C38LgAuBC4ILgwuEC4ULhguHC4gLiQuKC4sLjAuNC44LjwuQC5ELkguTC5QLlQuWC5cLmAuZC5oLmwucC50LngufC6ALoQuiC6MLpAulC6YLpwuoC6kLqgurC6wLrQuuC68LsAuxC7ILswu0C7ULtgu3C7gLuQu6C7sLvAu9C74LvwvAC8ELwgvDC8QLxQvGC8cLyAvJC8oLywvMC80LzgvPC9AL0QvSC9ML1AvVC9YL1wvYC9kL2gvbC9wL3QveC98L4AvhC+IL4wvkC+UL5gvnC+gL6QvqC+sL7AvtC+4L7wvwC/EL8gvzC/QL9Qv2C/cL+Av5C/oL+wv8C/0L/gv/DAAMAQwCDAMMBAwFDAYMBwwIDAkMCgwLDAwMDQwODA8MEAwRDBIMEwwUDBUMFgwXDBgMGQwaDBsMHAwdDB4MHwwgDCEMIgwjDCQMJQwmDCcMKAwpDCoMKwwsDC0MLgwvDDAMMQwyDDMMNAw1DDYMNww4DDkMOgw7DDwMPQw+DD8MQAxBDEIMQwxEDEUMRgxHDEgMSQxKDEsMTAxNDE4MTwxQDFEMUgxTDFQMVQxWDFcMWAxZDFoMWwxcDF0MXgxfDGAMYQxiDGMMZAxlDGYMZwxoDGkMagxrDGwMbQxuDG8McAxxDHIMcwx0DHUMdgx3DHgMeQx6DHsMfAx9DH4MfwyADIEMggyDDIQMhQyGDIcMiAyJDIoMiwyMDI0MjgyPDJAMkQySDJMMlAyVDJYMlwyYDJkMmgybDJwMnQyeDJ8MoAyhDKIMowykDKUMpgynDKgMqQyqDKsMrAytDK4MrwywDLEMsgyzDLQMtQy2DLcMuAy5DLoMuwy8DL0Mvgy/DMAMwQzCDMMMxAzFDMYMxwzIDMkMygzLDMwMzQzODM8M0AzRDNIM0wzUDNUM1gzXDNgM2QzaDNsM3AzdDN4M3wzgDOEM4gzjDOQM5QzmDOcM6AzpDOoM6wzsDO0M7gzvDPAM8QzyDPMM9Az1DPYM9wz4DPkM+gz7DPwM/Qz+DP8NAA0BDQINAw0EDQUNBg0HDQgNCQ0KDQsNDA0NDQ4NDw0QDRENEg0TDRQNFQ0WDRcNGA0ZDRoNGw0cDR0NHg0fDSANIQ0iDSMNJA0lDSYNJw0oDSkNKg0rDSwNLQ0uDS8NMA0xDTINMw00DTUNNg03DTgNOQ06DTsNPA09DT4NPw1ADUENQg1DDUQNRQ1GDUcNSA1JDUoNSw1MDU0NTg1PDVANUQ1SDVMNVA1VDVYNVw1YDVkNWg1bDVwNXQ1eDV8NYA1hDWINYw1kDWUNZg1nDWgNaQ1qDWsNbA1tDW4Nbw1wDXENcg1zDXQNdQ12DXcNeA15DXoNew18DX0Nfg1/DYANgQ2CDYMNhA2FDYYNhw2IDYkNig2LDYwNjQ2ODY8NkA2RDZINkw2UDZUNlg2XDZgNmQ2aDZsNnA2dDZ4Nnw2gDaENog2jDaQNpQ2mDacNqA2pDaoNqw2sDa0Nrg2vDbANsQ2yDbMNtA21DbYNtw24DbkNug27DbwNvQ2+Db8NwA3BDcINww3EDcUNxg3HDcgNyQ3KDcsNzA3NDc4Nzw3QDdEN0g3TDdQN1Q3WDdcN2A3ZDdoN2w3cDd0N3g3fDeAN4Q3iDeMN5A3lDeYN5w3oDekN6g3rDewN7Q3uDe8N8A3xDfIN8w30DfUN9g33DfgN+Q36DfsN/A39Df4N/w4ADgEOAg4DDgQOBQ4GDgcOCA4JDgoOCw4MDg0ODg4PDhAOEQ4SDhMOFA4VDhYOFw4YDhkOGg4bDhwOHQ4eDh8OIA4hDiIOIw4kDiUOJg4nDigOKQ4qDisOLA4tDi4OLw4wDjEOMg4zDjQONQ42DjcOOA45DjoOOw48Dj0OPg4/DkAOQQ5CDkMORA5FDkYORw5IDkkOSg5LDkwOTQ5ODk8OUA5RDlIOUw5UDlUOVg5XDlgOWQ5aDlsOXA5dDl4OXw5gDmEOYg5jDmQOZQ5mDmcOaA5pDmoOaw5sDm0Obg5vDnAOcQ5yDnMOdA51DnYOdw54DnkOeg57DnwOfQ5+Dn8OgA6BDoIOgw6EDoUOhg6HDogOiQ6KDosOjA6NDo4Ojw6QDpEOkg6TDpQOlQ6WDpcOmA6ZDpoOmw6cDp0Ong6fDqAOoQ6iDqMOpA6lDqYOpw6oDqkOqg6rDqwOrQ6uDq8OsA6xDrIOsw60DrUOtg63DrgOuQ66DrsOvA69Dr4Ovw7ADsEOwg7DDsQOxQ7GDscOyA7JDsoOyw7MDs0Ozg7PDtAO0Q7SDtMO1A7VDtYO1w7YDtkO2g7bDtwO3Q7eDt8O4A7hDuIO4w7kDuUO5g7nDugO6Q7qDusO7A7tDu4O7w7wDvEO8g7zDvQO9Q72DvcO+A75DvoO+w78Dv0O/g7/DwAPAQ8CDwMPBA8FDwYPBw8IDwkPCg8LDwwPDQ8ODw8PEA8RDxIPEw8UDxUPFg8XDxgPGQ8aDxsPHA8dDx4PHw8gDyEPIg8jDyQPJQ8mDycPKA8pDyoPKw8sDy0PLg8vDzAPMQ8yDzMPNA81DzYPNw84DzkPOg87DzwPPQ8+Dz8PQA9BD0IPQw9ED0UPRg9HD0gPSQ9KD0sPTA9ND04PTw9QD1EPUg9TD1QPVQ9WD1cPWA9ZD1oPWw9cD10PXg9fD2APYQ9iD2MPZA9lD2YPZw9oD2kPag9rD2wPbQ9uD28PcA9xD3IPcw90D3UPdg93D3gPeQ96D3sPfA99D34Pfw+AD4EPgg+DD4QPhQ+GD4cPiA+JD4oPiw+MD40Pjg+PD5APkQ+SD5MPlA+VD5YPlw+YD5kPmg+bD5wPnQ+eD58PoA+hD6IPow+kD6UPpg+nD6gPqQ+qD6sPrA+tD64Prw+wD7EPsg+zD7QPtQ+2D7cPuA+5D7oPuw+8D70Pvg+/D8APwQ/CD8MPxA/FD8YPxw/ID8kPyg/LD8wPzQ/OD88P0A/RD9IP0w/UD9UP1g/XD9gP2Q/aD9sP3A/dD94P3w/gD+EP4g/jD+QP5Q/mD+cP6A/pD+oP6w/sD+0P7g/vD/AP8Q/yD/MP9A/1D/YP9w/4D/kP+g/7D/wP/Q/+D/8QABABEAIQAxAEEAUQBhAHEAgQCRAKEAsQDBANEA4QDxAQEBEQEhATEBQQFRAWEBcQGBAZEBoQGxAcEB0QHhAfECAQIRAiECMQJBAlECYQJxAoECkQKhArECwQLRAuEC8QMBAxEDIQMxA0EDUQNhA3EDgQORA6EDsQPBA9ED4QPxBAEEEQQhBDEEQQRRBGEEcQSBBJEEoQSxBMEE0QThBPEFAQURBSEFMQVBBVEFYQVxBYEFkQWhBbEFwQXRBeEF8QYBBhEGIQYxBkEGUQZhBnEGgQaRBqEGsQbBBtEG4QbxBwEHEQchBzEHQQdRB2EHcQeBB5EHoQexB8EH0QfhB/EIAQgRCCEIMQhBCFEIYQhxCIEIkQihCLEIwQjRCOEI8QkBCREJIQkxCUEJUQlhCXEJgQmRCaEJsQnBCdEJ4QnxCgEKEQohCjEKQQpRCmEKcQqBCpEKoQqxCsEK0QrhCvELAQsRCyELMQtBC1ELYQtxC4ELkQuhC7ELwQvRC+EL8QwBDBEMIQwxDEEMUQxhDHEMgQyRDKEMsQzBDNEM4QzxDQENEQ0hDTENQQ1RDWENcQ2BDZENoQ2xDcEN0Q3hDfEOAQ4RDiEOMQ5BDlEOYQ5xDoEOkQ6hDrEOwQ7RDuEO8Q8BDxEPIQ8xD0EPUQ9hD3EPgQ+RD6EPsQ/BD9EP4Q/xEAEQERAhEDEQQRBREGEQcRCBEJEQoRCxEMEQ0RDhEPERARERESERMRFBEVERYRFxEYERkRGhEbERwRHREeER8RIBEhESIRIxEkESURJhEnESgRKREqESsRLBEtES4RLxEwETERMhEzETQRNRE2ETcROBE5EToROxE8ET0RPhE/EUARQRFCEUMRRBFFEUYRRxFIEUkRShFLEUwRTRFOEU8RUBFREVIRUxFUEVURVhFXEVgRWRFaEVsRXBFdEV4RXxFgEWERYhFjEWQRZRFmEWcRaBFpEWoRaxFsEW0RbhFvEXARcRFyEXMRdBF1EXYRdxF4EXkRehF7EXwRfRF+EX8RgBGBEYIRgxGEEYURhhGHEYgRiRGKEYsRjBGNEY4RjxGQEZERkhGTEZQRlRGWEZcRmBGZEZoRmxGcEZ0RnhGfEaARoRGiEaMRpBGlEaYRpxGoEakRqhGrEawRrRGuEa8RsBGxEbIRsxG0EbURthG3EbgRuRG6EbsRvBG9Eb4RvxHAEcERwhHDEcQRxRHGEccRyBHJEcoRyxHMEc0RzhHPEdAR0RHSEdMR1BHVEdYR1xHYEdkR2hHbEdwR3RHeEd8R4BHhEeIR4xHkEeUR5hHnEegR6RHqEesR7BHtEe4R7xHwEfER8hHzEfQR9RH2EfcR+BH5EfoR+xH8Ef0R/hH/EgASARICEgMSBBIFEgYSBxIIEgkSChILEgwSDRIOEg8SEBIREhISExIUEhUSFhIXEhgSGRIaEhsSHBIdEh4SHxIgEiESIhIjEiQSJRImEicSKBIpEioSKxIsEi0SLhIvEjASMRIyEjMSNBI1EjYSNxI4EjkSOhI7EjwSPRI+Ej8SQBJBEkISQxJEEkUSRhJHEkgSSRJKEksSTBJNEk4STxJQElESUhJTElQSVRJWElcSWBJZEloSWxJcEl0SXhJfEmASYRJiEmMSZBJlEmYSZxJoEmkSahJrEmwSbRJuEm8ScBJxEnIScxJ0EnUSdhJ3EngSeRJ6EnsSfBJ9En4SfxKAEoESghKDEoQShRKGEocSiBKJEooSixKMEo0SjhKPEpASkRKSEpMSlBKVEpYSlxKYEpkSmhKbEpwSnRKeEp8SoBKhEqISoxKkEqUSphKnEqgSqRKqEqsSrBKtEq4SrxKwErESshKzErQStRK2ErcSuBK5EroSuxK8Er0SvhK/EsASwRLCEsMSxBLFEsYSxxLIEskSyhLLEswSzRLOEs8S0BLREtIS0xLUEtUS1hLXEtgS2RLaEtsS3BLdEt4S3xLgEuES4hLjEuQS5RLmEucS6BLpEuoS6xLsEu0S7hLvEvAS8RLyEvMS9BL1EvYS9xL4EvkS+hL7EvwS/RL+Ev8TABMBEwITAxMEEwUTBhMHEwgTCRMKEwsTDBMNEw4TDxMQExETEhMTExQTFRMWExcTGBMZExoTGxMcEx0THhMfEyATIRMiEyMTJBMlEyYTJxMoEykTKhMrEywTLRMuEy8TMBMxEzITMxM0EzUTNhM3EzgTORM6EzsTPBM9Ez4TPxNAE0ETQhNDE0QTRRNGE0cTSBNJE0oTSxNME00TThNPE1ATURNSE1MTVBNVE1YTVxNYE1kTWhNbE1wTXRNeE18TYBNhE2ITYxNkE2UTZhNnE2gTaRNqE2sTbBNtE24TbxNwE3ETchNzE3QTdRN2E3cTeBN5E3oTexN8E30TfhN/E4ATgROCE4MThBOFE4YThxOIE4kTihOLE4wTjROOE48TkBORE5ITkxOUE5UTlhOXE5gTmROaE5sTnBOdE54TnxOgE6ETohOjE6QTpROmE6cTqBOpE6oTqxOsE60TrhOvE7ATsROyE7MTtBO1E7YTtxO4E7kTuhO7E7wTvRO+E78TwBPBE8ITwxPEE8UTxhPHE8gTyRPKE8sTzBPNE84TzxPQE9ET0hPTE9QT1RPWE9cT2BPZE9oT2xPcE90T3hPfE+AT4RPiE+MT5BPlE+YT5xPoE+kT6hPrE+wT7RPuE+8T8BPxE/IT8xP0E/UT9hP3E/gT+RP6E/sT/BP9E/4T/xQAFAEUAhQDFAQUBRQGFAcUCBQJFAoUCxQMFA0UDhQPFBAUERQSFBMUFBQVFBYUFxQYFBkUGhQbFBwUHRQeFB8UIBQhFCIUIxQkFCUUJhQnFCgUKRQqFCsULBQtFC4ULxQwFDEUMhQzFDQUNRQ2FDcUOBQ5FDoUOxQ8FD0UPhQ/FEAUQRRCFEMURBRFFEYURxRIFEkUShRLFEwUTRROFE8UUBRRFFIUUxRUFFUUVhRXFFgUWRRaFFsUXBRdFF4UXxRgFGEUYhRjFGQUZRRmFGcUaBRpFGoUaxRsFG0UbhRvFHAUcRRyFHMUdBR1FHYUdxR4FHkUehR7FHwUfRR+FH8UgBSBFIIUgxSEFIUUhhSHFIgUiRSKFIsUjBSNFI4UjxSQFJEUkhSTFJQUlRSWFJcUmBSZFJoUmxScFJ0UnhSfFKAUoRSiFKMUpBSlFKYUpxSoFKkUqhSrFKwUrRSuFK8UsBSxFLIUsxS0FLUUthS3FLgUuRS6FLsUvBS9FL4UvxTAFMEUwhTDFMQUxRTGFMcUyBTJFMoUyxTMFM0UzhTPFNAU0RTSFNMU1BTVFNYU1xTYFNkU2hTbFNwU3RTeFN8U4BThFOIU4xTkFOUU5hTnFOgU6RTqFOsU7BTtFO4U7xTwFPEU8hTzFPQU9RT2FPcU+BT5FPoU+xT8FP0U/hT/FQAVARUCFQMVBBUFFQYVBxUIFQkVChULFQwVDRUOFQ8VEBURFRIVExUUFRUVFhUXFRgVGRUaFRsVHBUdFR4VHxUgFSEVIhUjFSQVJRUmFScVKBUpFSoVKxUsFS0VLhUvFTAVMRUyFTMVNBU1FTYVNxU4FTkVOhU7FTwVPRU+FT8VQBVBFUIVQxVEFUUVRhVHFUgVSRVKFUsVTBVNFU4VTxVQFVEVUhVTFVQVVRVWFVcVWBVZFVoVWxVcFV0VXhVfFWAVYRViFWMVZBVlFWYVZxVoFWkVahVrFWwVbRVuFW8VcBVxFXIVcxV0FXUVdhV3FXgVeRV6FXsVfBV9FX4VfxWAFYEVghWDFYQVhRWGFYcViBWJFYoVixWMFY0VjhWPFZAVkRWSFZMVlBWVFZYVlxWYFZkVmhWbFZwVnRWeFZ8VoBWhFaIVoxWkFaUVphWnFagVqRWqFasVrBWtFa4VrxWwFbEVshWzFbQVtRW2FbcVuBW5FboVuxW8Fb0VvhW/FcAVwRXCFcMVxBXFFcYVxxXIFckVyhXLFcwVzRXOFc8V0BXRFdIV0xXUFdUV1hXXFdgV2RXaFdsV3BXdFd4V3xXgFeEV4hXjFeQV5RXmFecV6BXpFeoV6xXsFe0V7hXvB2FvZ29uZWsHZW9nb25lawZuYWN1dGUGc2FjdXRlCnpkb3RhY2NlbnQITmFtZU1lLjAITmFtZU1lLjEITmFtZU1lLjIITmFtZU1lLjQITmFtZU1lLjUITmFtZU1lLjYITmFtZU1lLjcITmFtZU1lLjgITmFtZU1lLjkJTmFtZU1lLjEwCU5hbWVNZS4xMQlOYW1lTWUuMTIJTmFtZU1lLjEzCU5hbWVNZS4xNAlOYW1lTWUuMTYJTmFtZU1lLjE4CU5hbWVNZS4xOQlOYW1lTWUuMjAJTmFtZU1lLjIxCU5hbWVNZS4yMglOYW1lTWUuMjMJTmFtZU1lLjI0CU5hbWVNZS4yNQlOYW1lTWUuMjYJTmFtZU1lLjI3CU5hbWVNZS4yOQlOYW1lTWUuMzAJTmFtZU1lLjMxCU5hbWVNZS4zMglOYW1lTWUuMzMJTmFtZU1lLjM0CU5hbWVNZS4zNQlOYW1lTWUuMzYJTmFtZU1lLjM3CU5hbWVNZS4zOAlOYW1lTWUuMzkJTmFtZU1lLjQwCU5hbWVNZS40MglOYW1lTWUuNDMJTmFtZU1lLjQ0CU5hbWVNZS40NQlOYW1lTWUuNDYJTmFtZU1lLjQ3CU5hbWVNZS40OQlOYW1lTWUuNTAJTmFtZU1lLjUxCU5hbWVNZS41MglOYW1lTWUuNTMJTmFtZU1lLjU1CU5hbWVNZS41NglOYW1lTWUuNTcJTmFtZU1lLjU5CU5hbWVNZS42MAlOYW1lTWUuNjEJTmFtZU1lLjYyCU5hbWVNZS42MwlOYW1lTWUuNjQJTmFtZU1lLjY1CU5hbWVNZS42NglOYW1lTWUuNjcJTmFtZU1lLjczCU5hbWVNZS44NAlOYW1lTWUuODkJTmFtZU1lLjkxCU5hbWVNZS45NAlOYW1lTWUuOTUJTmFtZU1lLjk2CU5hbWVNZS45NwlOYW1lTWUuOTgJTmFtZU1lLjk5Ck5hbWVNZS4xMDAKTmFtZU1lLjEwMQpOYW1lTWUuMTAyCk5hbWVNZS4xMDMKTmFtZU1lLjEwNApOYW1lTWUuMTA1Ck5hbWVNZS4xMDYKTmFtZU1lLjEwNwpOYW1lTWUuMTA4Ck5hbWVNZS4xMDkKTmFtZU1lLjExMApOYW1lTWUuMTExCk5hbWVNZS4xMTIKTmFtZU1lLjExMwpOYW1lTWUuMTE0Ck5hbWVNZS4xMTUKTmFtZU1lLjExNgpOYW1lTWUuMTE3Ck5hbWVNZS4xMTgKTmFtZU1lLjExOQpOYW1lTWUuMTIwCk5hbWVNZS4xMjIKTmFtZU1lLjEyMwpOYW1lTWUuMTI0Ck5hbWVNZS4xMjUKTmFtZU1lLjEyNgpOYW1lTWUuMTI3Ck5hbWVNZS4xMjgKTmFtZU1lLjEyOQpOYW1lTWUuMTMwCk5hbWVNZS4xMzEKTmFtZU1lLjEzMgpOYW1lTWUuMTMzCk5hbWVNZS4xMzQKTmFtZU1lLjEzNQpOYW1lTWUuMTM2Ck5hbWVNZS4xMzcKTmFtZU1lLjEzOApOYW1lTWUuMTM5Ck5hbWVNZS4xNDAKTmFtZU1lLjE0MQpOYW1lTWUuMTQyCk5hbWVNZS4xNDMKTmFtZU1lLjE0NApOYW1lTWUuMTQ1Ck5hbWVNZS4xNDYKTmFtZU1lLjE0NwpOYW1lTWUuMTQ4Ck5hbWVNZS4xNDkKTmFtZU1lLjE1MApOYW1lTWUuMTUxCk5hbWVNZS4xNTIKTmFtZU1lLjE1MwpOYW1lTWUuMTU0Ck5hbWVNZS4xNTUKTmFtZU1lLjE1NgpOYW1lTWUuMTU3Ck5hbWVNZS4xNTgKTmFtZU1lLjE1OQpOYW1lTWUuMTYwCk5hbWVNZS4xNjEKTmFtZU1lLjE2MgpOYW1lTWUuMTYzCk5hbWVNZS4xNjQKTmFtZU1lLjE2NQpOYW1lTWUuMTY2Ck5hbWVNZS4xNjcKTmFtZU1lLjE2OApOYW1lTWUuMTY5Ck5hbWVNZS4xNzAKTmFtZU1lLjE3MQpOYW1lTWUuMTcyCk5hbWVNZS4xNzMKTmFtZU1lLjE3NApOYW1lTWUuMTc1Ck5hbWVNZS4xNzYKTmFtZU1lLjE3NwpOYW1lTWUuMTc4Ck5hbWVNZS4xNzkKTmFtZU1lLjE4MApOYW1lTWUuMTgxCk5hbWVNZS4xODIKTmFtZU1lLjE4MwpOYW1lTWUuMTg0Ck5hbWVNZS4xODUKTmFtZU1lLjE4NgpOYW1lTWUuMTg3Ck5hbWVNZS4xODgKTmFtZU1lLjE4OQpOYW1lTWUuMTkwCk5hbWVNZS4xOTEKTmFtZU1lLjE5MgpOYW1lTWUuMTkzCk5hbWVNZS4xOTQKTmFtZU1lLjE5NQpOYW1lTWUuMTk2Ck5hbWVNZS4xOTcKTmFtZU1lLjE5OApOYW1lTWUuMTk5Ck5hbWVNZS4yMDAKTmFtZU1lLjIwMQpOYW1lTWUuMjAyCk5hbWVNZS4yMDMKTmFtZU1lLjIwNApOYW1lTWUuMjA1Ck5hbWVNZS4yMDYKTmFtZU1lLjIwNwpOYW1lTWUuMjA4Ck5hbWVNZS4yMDkKTmFtZU1lLjIxMApOYW1lTWUuMjExCk5hbWVNZS4yMTIKTmFtZU1lLjIxMwpOYW1lTWUuMjE0Ck5hbWVNZS4yMTUKTmFtZU1lLjIxNgpOYW1lTWUuMjE3Ck5hbWVNZS4yMTgKTmFtZU1lLjIxOQpOYW1lTWUuMjIwCk5hbWVNZS4yMjEKTmFtZU1lLjIyMgpOYW1lTWUuMjIzCk5hbWVNZS4yMjQKTmFtZU1lLjIyNQpOYW1lTWUuMjI3Ck5hbWVNZS4yMjgKTmFtZU1lLjIyOQpOYW1lTWUuMjMwCk5hbWVNZS4yMzEKTmFtZU1lLjIzMgpOYW1lTWUuMjMzCk5hbWVNZS4yMzQKTmFtZU1lLjIzNQpOYW1lTWUuMjM2Ck5hbWVNZS4yMzcKTmFtZU1lLjIzOApOYW1lTWUuMjM5Ck5hbWVNZS4yNDAKTmFtZU1lLjI0MQpOYW1lTWUuMjQyCk5hbWVNZS4yNDMKTmFtZU1lLjI0NApOYW1lTWUuMjQ1Ck5hbWVNZS4yNDYKTmFtZU1lLjI0NwpOYW1lTWUuMjQ4Ck5hbWVNZS4yNDkKTmFtZU1lLjI1MApOYW1lTWUuMjUxCk5hbWVNZS4yNTIKTmFtZU1lLjI1MwpOYW1lTWUuMjU0Ck5hbWVNZS4yNTUKTmFtZU1lLjI1NgpOYW1lTWUuMjU3Ck5hbWVNZS4yNTgKTmFtZU1lLjI1OQpOYW1lTWUuMjYwCk5hbWVNZS4yNjEKTmFtZU1lLjI2MwpOYW1lTWUuMjY0Ck5hbWVNZS4yNjUKTmFtZU1lLjI2NgpOYW1lTWUuMjY4Ck5hbWVNZS4yNjkKTmFtZU1lLjI3MApOYW1lTWUuMjcxCk5hbWVNZS4yNzIKTmFtZU1lLjI3MwpOYW1lTWUuMjc0Ck5hbWVNZS4yNzUKTmFtZU1lLjI3NgpOYW1lTWUuMjc4Ck5hbWVNZS4yNzkKTmFtZU1lLjI4MApOYW1lTWUuMjgxCk5hbWVNZS4yODIKTmFtZU1lLjI4MwpOYW1lTWUuMjg0Ck5hbWVNZS4yODUKTmFtZU1lLjI4NgpOYW1lTWUuMjg4Ck5hbWVNZS4yODkKTmFtZU1lLjI5MApOYW1lTWUuMjkxCk5hbWVNZS4yOTIKTmFtZU1lLjI5MwpOYW1lTWUuMjk0Ck5hbWVNZS4yOTUKTmFtZU1lLjI5NgpOYW1lTWUuMjk3Ck5hbWVNZS4yOTgKTmFtZU1lLjMwMApOYW1lTWUuMzAxCk5hbWVNZS4zMDIKTmFtZU1lLjMwMwpOYW1lTWUuMzA0Ck5hbWVNZS4zMDUKTmFtZU1lLjMwNgpOYW1lTWUuMzA3Ck5hbWVNZS4zMDgKTmFtZU1lLjMwOQpOYW1lTWUuMzEwCk5hbWVNZS4zMTEKTmFtZU1lLjMxMgpOYW1lTWUuMzEzCk5hbWVNZS4zMTQKTmFtZU1lLjMxNQpOYW1lTWUuMzE2Ck5hbWVNZS4zMTcKTmFtZU1lLjMxOApOYW1lTWUuMzE5Ck5hbWVNZS4zMjAKTmFtZU1lLjMyMQpOYW1lTWUuMzIyCk5hbWVNZS4zMjMKTmFtZU1lLjMyNApOYW1lTWUuMzI1Ck5hbWVNZS4zMjYKTmFtZU1lLjMyNwpOYW1lTWUuMzI4Ck5hbWVNZS4zMjkKTmFtZU1lLjMzMApOYW1lTWUuMzMxCk5hbWVNZS4zMzIKTmFtZU1lLjMzMwpOYW1lTWUuMzM0Ck5hbWVNZS4zMzUKTmFtZU1lLjMzNgpOYW1lTWUuMzM3Ck5hbWVNZS4zMzgKTmFtZU1lLjMzOQpOYW1lTWUuMzQwCk5hbWVNZS4zNDEKTmFtZU1lLjM0MgpOYW1lTWUuMzQzCk5hbWVNZS4zNDQKTmFtZU1lLjM0NQpOYW1lTWUuMzQ2Ck5hbWVNZS4zNDcKTmFtZU1lLjM0OApOYW1lTWUuMzQ5Ck5hbWVNZS4zNTAKTmFtZU1lLjM1MQpOYW1lTWUuMzUyCk5hbWVNZS4zNTMKTmFtZU1lLjM1NApOYW1lTWUuMzU1Ck5hbWVNZS4zNTYKTmFtZU1lLjM1NwpOYW1lTWUuMzU4Ck5hbWVNZS4zNTkKTmFtZU1lLjM2MApOYW1lTWUuMzYxCk5hbWVNZS4zNjIKTmFtZU1lLjM2MwpOYW1lTWUuMzY0Ck5hbWVNZS4zNjUKTmFtZU1lLjM2NgpOYW1lTWUuMzY3Ck5hbWVNZS4zNjgKTmFtZU1lLjM2OQpOYW1lTWUuMzcwCk5hbWVNZS4zNzEKTmFtZU1lLjM3MgpOYW1lTWUuMzczCk5hbWVNZS4zNzQKTmFtZU1lLjM3NQpOYW1lTWUuMzc2Ck5hbWVNZS4zNzcKTmFtZU1lLjM3OApOYW1lTWUuMzc5Ck5hbWVNZS4zODAKTmFtZU1lLjM4MQpOYW1lTWUuMzgyCk5hbWVNZS4zODMKTmFtZU1lLjM4NApOYW1lTWUuMzg1Ck5hbWVNZS4zODYKTmFtZU1lLjM4NwpOYW1lTWUuMzg4Ck5hbWVNZS4zODkKTmFtZU1lLjM5MApOYW1lTWUuMzkxCk5hbWVNZS4zOTIKTmFtZU1lLjM5MwpOYW1lTWUuMzk0Ck5hbWVNZS4zOTUKTmFtZU1lLjM5NgpOYW1lTWUuMzk3Ck5hbWVNZS4zOTgKTmFtZU1lLjM5OQpOYW1lTWUuNDAwCk5hbWVNZS40MDEKTmFtZU1lLjQwMgpOYW1lTWUuNDAzCk5hbWVNZS40MDQKTmFtZU1lLjQwNQpOYW1lTWUuNDA2Ck5hbWVNZS40MDcKTmFtZU1lLjQwOApOYW1lTWUuNDA5Ck5hbWVNZS40MTAKTmFtZU1lLjQxMQpOYW1lTWUuNDEyCk5hbWVNZS40MTMKTmFtZU1lLjQxNApOYW1lTWUuNDE1Ck5hbWVNZS40MTYKTmFtZU1lLjQxNwpOYW1lTWUuNDE4Ck5hbWVNZS40MTkKTmFtZU1lLjQyMApOYW1lTWUuNDIxCk5hbWVNZS40MjIKTmFtZU1lLjQyMwpOYW1lTWUuNDI0Ck5hbWVNZS40MjUKTmFtZU1lLjQyNgpOYW1lTWUuNDI3Ck5hbWVNZS40MjgKTmFtZU1lLjQyOQpOYW1lTWUuNDMwCk5hbWVNZS40MzEKTmFtZU1lLjQzMgpOYW1lTWUuNDMzCk5hbWVNZS40MzQKTmFtZU1lLjQzNQpOYW1lTWUuNDM2Ck5hbWVNZS40MzcKTmFtZU1lLjQzOApOYW1lTWUuNDM5Ck5hbWVNZS40NDAKTmFtZU1lLjQ0MQpOYW1lTWUuNDQyCk5hbWVNZS40NDMKTmFtZU1lLjQ0NApOYW1lTWUuNDQ1Ck5hbWVNZS40NDYKTmFtZU1lLjQ0NwpOYW1lTWUuNDQ4Ck5hbWVNZS40NDkKTmFtZU1lLjQ1MApOYW1lTWUuNDUxCk5hbWVNZS40NTIKTmFtZU1lLjQ1MwpOYW1lTWUuNDU0Ck5hbWVNZS40NTUKTmFtZU1lLjQ1NgpOYW1lTWUuNDU3Ck5hbWVNZS40NTgKTmFtZU1lLjQ1OQpOYW1lTWUuNDYwCk5hbWVNZS40NjEKTmFtZU1lLjQ2MgpOYW1lTWUuNDYzCk5hbWVNZS40NjQKTmFtZU1lLjQ2NQpOYW1lTWUuNDY2Ck5hbWVNZS40NjcKTmFtZU1lLjQ2OApOYW1lTWUuNDY5Ck5hbWVNZS40NzAKTmFtZU1lLjQ3MQpOYW1lTWUuNDcyCk5hbWVNZS40NzMKTmFtZU1lLjQ3NApOYW1lTWUuNDc1Ck5hbWVNZS40NzYKTmFtZU1lLjQ3NwpOYW1lTWUuNDc4Ck5hbWVNZS40NzkKTmFtZU1lLjQ4MApOYW1lTWUuNDgxCk5hbWVNZS40ODIKTmFtZU1lLjQ4MwpOYW1lTWUuNDg0Ck5hbWVNZS40ODUKTmFtZU1lLjQ4NgpOYW1lTWUuNDg3Ck5hbWVNZS40ODgKTmFtZU1lLjQ4OQpOYW1lTWUuNDkwCk5hbWVNZS40OTEKTmFtZU1lLjQ5MgpOYW1lTWUuNDkzCk5hbWVNZS40OTQKTmFtZU1lLjQ5NQpOYW1lTWUuNDk2Ck5hbWVNZS40OTcKTmFtZU1lLjQ5OApOYW1lTWUuNDk5Ck5hbWVNZS41MDAKTmFtZU1lLjUwMQpOYW1lTWUuNTAyCk5hbWVNZS41MDMKTmFtZU1lLjUwNApOYW1lTWUuNTA1Ck5hbWVNZS41MDYKTmFtZU1lLjUwNwpOYW1lTWUuNTA4Ck5hbWVNZS41MDkKTmFtZU1lLjUxMApOYW1lTWUuNTExCk5hbWVNZS41MTIKTmFtZU1lLjUxMwpOYW1lTWUuNTE0Ck5hbWVNZS41MTUKTmFtZU1lLjUxNgpOYW1lTWUuNTE3Ck5hbWVNZS41MTgKTmFtZU1lLjUxOQpOYW1lTWUuNTIwCk5hbWVNZS41MjEKTmFtZU1lLjUyMgpOYW1lTWUuNTIzCk5hbWVNZS41MjQKTmFtZU1lLjUyNQpOYW1lTWUuNTI2Ck5hbWVNZS41MjcKTmFtZU1lLjUyOApOYW1lTWUuNTI5Ck5hbWVNZS41MzAKTmFtZU1lLjUzMQpOYW1lTWUuNTMyCk5hbWVNZS41MzMKTmFtZU1lLjUzNApOYW1lTWUuNTM1Ck5hbWVNZS41MzYKTmFtZU1lLjUzNwpOYW1lTWUuNTM4Ck5hbWVNZS41MzkKTmFtZU1lLjU0MApOYW1lTWUuNTQxCk5hbWVNZS41NDIKTmFtZU1lLjU0MwpOYW1lTWUuNTQ0Ck5hbWVNZS41NDUKTmFtZU1lLjU0NgpOYW1lTWUuNTQ3Ck5hbWVNZS41NDgKTmFtZU1lLjU0OQpOYW1lTWUuNTUwCk5hbWVNZS41NTEKTmFtZU1lLjU1MgpOYW1lTWUuNTUzCk5hbWVNZS41NTQKTmFtZU1lLjU1NQpOYW1lTWUuNTU2Ck5hbWVNZS41NTcKTmFtZU1lLjU1OApOYW1lTWUuNTU5Ck5hbWVNZS41NjAKTmFtZU1lLjU2MQpOYW1lTWUuNTYyCk5hbWVNZS41NjMKTmFtZU1lLjU2NApOYW1lTWUuNTY1Ck5hbWVNZS41NjYKTmFtZU1lLjU2NwpOYW1lTWUuNTY4Ck5hbWVNZS41NjkKTmFtZU1lLjU3MApOYW1lTWUuNTcxCk5hbWVNZS41NzIKTmFtZU1lLjU3MwpOYW1lTWUuNTc0Ck5hbWVNZS41NzUKTmFtZU1lLjU3NgpOYW1lTWUuNTc3Ck5hbWVNZS41NzgKTmFtZU1lLjU3OQpOYW1lTWUuNTgwCk5hbWVNZS41ODEKTmFtZU1lLjU4MgpOYW1lTWUuNTgzCk5hbWVNZS41ODQKTmFtZU1lLjU4NQpOYW1lTWUuNTg2Ck5hbWVNZS41ODcKTmFtZU1lLjU4OApOYW1lTWUuNTg5Ck5hbWVNZS41OTAKTmFtZU1lLjU5MQpOYW1lTWUuNTkyCk5hbWVNZS41OTMKTmFtZU1lLjU5NApOYW1lTWUuNTk1Ck5hbWVNZS41OTYKTmFtZU1lLjU5NwpOYW1lTWUuNTk4Ck5hbWVNZS41OTkKTmFtZU1lLjYwMApOYW1lTWUuNjAxCk5hbWVNZS42MDIKTmFtZU1lLjYwMwpOYW1lTWUuNjA0Ck5hbWVNZS42MDUKTmFtZU1lLjYwNgpOYW1lTWUuNjA3Ck5hbWVNZS42MDgKTmFtZU1lLjYwOQpOYW1lTWUuNjEwCk5hbWVNZS42MTEKTmFtZU1lLjYxMgpOYW1lTWUuNjEzCk5hbWVNZS42MTQKTmFtZU1lLjYxNQpOYW1lTWUuNjE2Ck5hbWVNZS42MTcKTmFtZU1lLjYxOApOYW1lTWUuNjE5Ck5hbWVNZS42MjAKTmFtZU1lLjYyMQpOYW1lTWUuNjIyCk5hbWVNZS42MjMKTmFtZU1lLjYyNApOYW1lTWUuNjI1Ck5hbWVNZS42MjYKTmFtZU1lLjYyNwpOYW1lTWUuNjI4Ck5hbWVNZS42MjkKTmFtZU1lLjYzMApOYW1lTWUuNjMxCk5hbWVNZS42MzIKTmFtZU1lLjYzMwpOYW1lTWUuNjM0Ck5hbWVNZS42MzUKTmFtZU1lLjYzNgpOYW1lTWUuNjM3Ck5hbWVNZS42MzgKTmFtZU1lLjYzOQpOYW1lTWUuNjQwCk5hbWVNZS42NDEKTmFtZU1lLjY0MgpOYW1lTWUuNjQzCk5hbWVNZS42NDQKTmFtZU1lLjY0NQpOYW1lTWUuNjQ2Ck5hbWVNZS42NDcKTmFtZU1lLjY0OApOYW1lTWUuNjQ5Ck5hbWVNZS42NTAKTmFtZU1lLjY1MQpOYW1lTWUuNjUyCk5hbWVNZS42NTMKTmFtZU1lLjY1NApOYW1lTWUuNjU1Ck5hbWVNZS42NTYKTmFtZU1lLjY1NwpOYW1lTWUuNjU4Ck5hbWVNZS42NTkKTmFtZU1lLjY2MApOYW1lTWUuNjYxCk5hbWVNZS42NjIKTmFtZU1lLjY2MwpOYW1lTWUuNjY0Ck5hbWVNZS42NjUKTmFtZU1lLjY2NgpOYW1lTWUuNjY3Ck5hbWVNZS42NjgKTmFtZU1lLjY2OQpOYW1lTWUuNjcwCk5hbWVNZS42NzEKTmFtZU1lLjY3MgpOYW1lTWUuNjczCk5hbWVNZS42NzQKTmFtZU1lLjY3NQpOYW1lTWUuNjc2Ck5hbWVNZS42NzcKTmFtZU1lLjY3OApOYW1lTWUuNjc5Ck5hbWVNZS42ODAKTmFtZU1lLjY4MQpOYW1lTWUuNjgyCk5hbWVNZS42ODMKTmFtZU1lLjY4NApOYW1lTWUuNjg1Ck5hbWVNZS42ODYKTmFtZU1lLjY4NwpOYW1lTWUuNjg4Ck5hbWVNZS42ODkKTmFtZU1lLjY5MApOYW1lTWUuNjkxCk5hbWVNZS42OTIKTmFtZU1lLjY5MwpOYW1lTWUuNjk0Ck5hbWVNZS42OTUKTmFtZU1lLjY5NgpOYW1lTWUuNjk3Ck5hbWVNZS42OTgKTmFtZU1lLjY5OQpOYW1lTWUuNzAwCk5hbWVNZS43MDEKTmFtZU1lLjcwMgpOYW1lTWUuNzAzCk5hbWVNZS43MDQKTmFtZU1lLjcwNQpOYW1lTWUuNzA2Ck5hbWVNZS43MDcKTmFtZU1lLjcwOApOYW1lTWUuNzA5Ck5hbWVNZS43MTAKTmFtZU1lLjcxMQpOYW1lTWUuNzEyCk5hbWVNZS43MTMKTmFtZU1lLjcxNApOYW1lTWUuNzE1Ck5hbWVNZS43MTYKTmFtZU1lLjcxNwpOYW1lTWUuNzE4Ck5hbWVNZS43MTkKTmFtZU1lLjcyMApOYW1lTWUuNzIxCk5hbWVNZS43MjIKTmFtZU1lLjcyMwpOYW1lTWUuNzI0Ck5hbWVNZS43MjUKTmFtZU1lLjcyNgpOYW1lTWUuNzI3Ck5hbWVNZS43MjgKTmFtZU1lLjcyOQpOYW1lTWUuNzMwCk5hbWVNZS43MzEKTmFtZU1lLjczMgpOYW1lTWUuNzMzCk5hbWVNZS43MzQKTmFtZU1lLjczNQpOYW1lTWUuNzM2Ck5hbWVNZS43MzcKTmFtZU1lLjczOApOYW1lTWUuNzM5Ck5hbWVNZS43NDAKTmFtZU1lLjc0MQpOYW1lTWUuNzQyCk5hbWVNZS43NDMKTmFtZU1lLjc0NApOYW1lTWUuNzQ1Ck5hbWVNZS43NDYKTmFtZU1lLjc0NwpOYW1lTWUuNzQ4Ck5hbWVNZS43NDkKTmFtZU1lLjc1MApOYW1lTWUuNzUxCk5hbWVNZS43NTIKTmFtZU1lLjc1MwpOYW1lTWUuNzU0Ck5hbWVNZS43NTUKTmFtZU1lLjc1NgpOYW1lTWUuNzU3Ck5hbWVNZS43NTgKTmFtZU1lLjc1OQpOYW1lTWUuNzYwCk5hbWVNZS43NjEKTmFtZU1lLjc2MgpOYW1lTWUuNzYzCk5hbWVNZS43NjQKTmFtZU1lLjc2NQpOYW1lTWUuNzY2Ck5hbWVNZS43NjcKTmFtZU1lLjc2OApOYW1lTWUuNzY5Ck5hbWVNZS43NzAKTmFtZU1lLjc3MQpOYW1lTWUuNzcyCk5hbWVNZS43NzMKTmFtZU1lLjc3NApOYW1lTWUuNzc1Ck5hbWVNZS43NzYKTmFtZU1lLjc3NwpOYW1lTWUuNzc4Ck5hbWVNZS43NzkKTmFtZU1lLjc4MApOYW1lTWUuNzgxCk5hbWVNZS43ODIKTmFtZU1lLjc4MwpOYW1lTWUuNzg0Ck5hbWVNZS43ODUKTmFtZU1lLjc4NgpOYW1lTWUuNzg3Ck5hbWVNZS43ODgKTmFtZU1lLjc4OQpOYW1lTWUuNzkwCk5hbWVNZS43OTEKTmFtZU1lLjc5MgpOYW1lTWUuNzkzCk5hbWVNZS43OTQKTmFtZU1lLjc5NQpOYW1lTWUuNzk2Ck5hbWVNZS43OTcKTmFtZU1lLjc5OApOYW1lTWUuNzk5Ck5hbWVNZS44MDAKTmFtZU1lLjgwMQpOYW1lTWUuODAyCk5hbWVNZS44MDMKTmFtZU1lLjgwNApOYW1lTWUuODA1Ck5hbWVNZS44MDYKTmFtZU1lLjgwNwpOYW1lTWUuODA4Ck5hbWVNZS44MDkKTmFtZU1lLjgxMApOYW1lTWUuODExCk5hbWVNZS44MTIKTmFtZU1lLjgxMwpOYW1lTWUuODE0Ck5hbWVNZS44MTUKTmFtZU1lLjgxNgpOYW1lTWUuODE3Ck5hbWVNZS44MTgKTmFtZU1lLjgxOQpOYW1lTWUuODIwCk5hbWVNZS44MjEKTmFtZU1lLjgyMgpOYW1lTWUuODIzCk5hbWVNZS44MjQKTmFtZU1lLjgyNQpOYW1lTWUuODI2Ck5hbWVNZS44MjcKTmFtZU1lLjgyOApOYW1lTWUuODI5Ck5hbWVNZS44MzAKTmFtZU1lLjgzMQpOYW1lTWUuODMyCk5hbWVNZS44MzMKTmFtZU1lLjgzNApOYW1lTWUuODM1Ck5hbWVNZS44MzYKTmFtZU1lLjgzNwpOYW1lTWUuODM4Ck5hbWVNZS44MzkKTmFtZU1lLjg0MApOYW1lTWUuODQxCk5hbWVNZS44NDIKTmFtZU1lLjg0MwpOYW1lTWUuODQ0Ck5hbWVNZS44NDUKTmFtZU1lLjg0NgpOYW1lTWUuODQ3Ck5hbWVNZS44NDgKTmFtZU1lLjg0OQpOYW1lTWUuODUwCk5hbWVNZS44NTEKTmFtZU1lLjg1MgpOYW1lTWUuODUzCk5hbWVNZS44NTQKTmFtZU1lLjg1NQpOYW1lTWUuODU2Ck5hbWVNZS44NTcKTmFtZU1lLjg1OApOYW1lTWUuODU5Ck5hbWVNZS44NjAKTmFtZU1lLjg2MQpOYW1lTWUuODYyCk5hbWVNZS44NjMKTmFtZU1lLjg2NApOYW1lTWUuODY1Ck5hbWVNZS44NjYKTmFtZU1lLjg2NwpOYW1lTWUuODY4Ck5hbWVNZS44NjkKTmFtZU1lLjg3MApOYW1lTWUuODcxCk5hbWVNZS44NzIKTmFtZU1lLjg3MwpOYW1lTWUuODc0Ck5hbWVNZS44NzUKTmFtZU1lLjg3NgpOYW1lTWUuODc3Ck5hbWVNZS44NzgKTmFtZU1lLjg3OQpOYW1lTWUuODgwCk5hbWVNZS44ODEKTmFtZU1lLjg4MgpOYW1lTWUuODgzCk5hbWVNZS44ODQKTmFtZU1lLjg4NQpOYW1lTWUuODg2Ck5hbWVNZS44ODcKTmFtZU1lLjg4OApOYW1lTWUuODg5Ck5hbWVNZS44OTAKTmFtZU1lLjg5MQpOYW1lTWUuODkyCk5hbWVNZS44OTMKTmFtZU1lLjg5NApOYW1lTWUuODk1Ck5hbWVNZS44OTYKTmFtZU1lLjg5NwpOYW1lTWUuODk4Ck5hbWVNZS44OTkKTmFtZU1lLjkwMApOYW1lTWUuOTAxCk5hbWVNZS45MDIKTmFtZU1lLjkwMwpOYW1lTWUuOTA0Ck5hbWVNZS45MDUKTmFtZU1lLjkwNgpOYW1lTWUuOTA3Ck5hbWVNZS45MDgKTmFtZU1lLjkwOQpOYW1lTWUuOTEwCk5hbWVNZS45MTEKTmFtZU1lLjkxMgpOYW1lTWUuOTEzCk5hbWVNZS45MTQKTmFtZU1lLjkxNQpOYW1lTWUuOTE2Ck5hbWVNZS45MTcKTmFtZU1lLjkxOApOYW1lTWUuOTE5Ck5hbWVNZS45MjAKTmFtZU1lLjkyMQpOYW1lTWUuOTIyCk5hbWVNZS45MjMKTmFtZU1lLjkyNApOYW1lTWUuOTI1Ck5hbWVNZS45MjYKTmFtZU1lLjkyNwpOYW1lTWUuOTI4Ck5hbWVNZS45MjkKTmFtZU1lLjkzMApOYW1lTWUuOTMxCk5hbWVNZS45MzIKTmFtZU1lLjkzMwpOYW1lTWUuOTM0Ck5hbWVNZS45MzUKTmFtZU1lLjkzNgpOYW1lTWUuOTM3Ck5hbWVNZS45MzgKTmFtZU1lLjkzOQpOYW1lTWUuOTQwCk5hbWVNZS45NDEKTmFtZU1lLjk0MgpOYW1lTWUuOTQzCk5hbWVNZS45NDQKTmFtZU1lLjk0NQpOYW1lTWUuOTQ2Ck5hbWVNZS45NDcKTmFtZU1lLjk0OApOYW1lTWUuOTQ5Ck5hbWVNZS45NTAKTmFtZU1lLjk1MQpOYW1lTWUuOTUyCk5hbWVNZS45NTMKTmFtZU1lLjk1NApOYW1lTWUuOTU1Ck5hbWVNZS45NTYKTmFtZU1lLjk1NwpOYW1lTWUuOTU4Ck5hbWVNZS45NTkKTmFtZU1lLjk2MApOYW1lTWUuOTYxCk5hbWVNZS45NjIKTmFtZU1lLjk2MwpOYW1lTWUuOTY0Ck5hbWVNZS45NjUKTmFtZU1lLjk2NgpOYW1lTWUuOTY3Ck5hbWVNZS45NjgKTmFtZU1lLjk2OQpOYW1lTWUuOTcwCk5hbWVNZS45NzEKTmFtZU1lLjk3MgpOYW1lTWUuOTczCk5hbWVNZS45NzQKTmFtZU1lLjk3NQpOYW1lTWUuOTc2Ck5hbWVNZS45NzcKTmFtZU1lLjk3OApOYW1lTWUuOTc5Ck5hbWVNZS45ODAKTmFtZU1lLjk4MQpOYW1lTWUuOTgyCk5hbWVNZS45ODMKTmFtZU1lLjk4NApOYW1lTWUuOTg1Ck5hbWVNZS45ODYKTmFtZU1lLjk4NwpOYW1lTWUuOTg4Ck5hbWVNZS45ODkKTmFtZU1lLjk5MApOYW1lTWUuOTkxCk5hbWVNZS45OTIKTmFtZU1lLjk5MwpOYW1lTWUuOTk0Ck5hbWVNZS45OTUKTmFtZU1lLjk5NgpOYW1lTWUuOTk3Ck5hbWVNZS45OTgKTmFtZU1lLjk5OQtOYW1lTWUuMTAwMAtOYW1lTWUuMTAwMQtOYW1lTWUuMTAwMgtOYW1lTWUuMTAwMwtOYW1lTWUuMTAwNAtOYW1lTWUuMTAwNQtOYW1lTWUuMTAwNgtOYW1lTWUuMTAwNwtOYW1lTWUuMTAwOAtOYW1lTWUuMTAwOQtOYW1lTWUuMTAxMAtOYW1lTWUuMTAxMQtOYW1lTWUuMTAxMgtOYW1lTWUuMTAxMwtOYW1lTWUuMTAxNAtOYW1lTWUuMTAxNQtOYW1lTWUuMTAxNgtOYW1lTWUuMTAxNwtOYW1lTWUuMTAxOAtOYW1lTWUuMTAxOQtOYW1lTWUuMTAyMAtOYW1lTWUuMTAyMQtOYW1lTWUuMTAyMgtOYW1lTWUuMTAyMwtOYW1lTWUuMTAyNAtOYW1lTWUuMTAyNQtOYW1lTWUuMTAyNgtOYW1lTWUuMTAyNwtOYW1lTWUuMTAyOAtOYW1lTWUuMTAyOQtOYW1lTWUuMTAzMAtOYW1lTWUuMTAzMQtOYW1lTWUuMTAzMgtOYW1lTWUuMTAzMwtOYW1lTWUuMTAzNAtOYW1lTWUuMTAzNQtOYW1lTWUuMTAzNgtOYW1lTWUuMTAzNwtOYW1lTWUuMTAzOAtOYW1lTWUuMTAzOQtOYW1lTWUuMTA0MAtOYW1lTWUuMTA0MQtOYW1lTWUuMTA0MgtOYW1lTWUuMTA0MwtOYW1lTWUuMTA0NAtOYW1lTWUuMTA0NQtOYW1lTWUuMTA0NgtOYW1lTWUuMTA0NwtOYW1lTWUuMTA0OAtOYW1lTWUuMTA0OQtOYW1lTWUuMTA1MAtOYW1lTWUuMTA1MQtOYW1lTWUuMTA1MgtOYW1lTWUuMTA1MwtOYW1lTWUuMTA1NAtOYW1lTWUuMTA1NQtOYW1lTWUuMTA1NgtOYW1lTWUuMTA1NwtOYW1lTWUuMTA1OAtOYW1lTWUuMTA1OQtOYW1lTWUuMTA2MAtOYW1lTWUuMTA2MQtOYW1lTWUuMTA2MgtOYW1lTWUuMTA2MwtOYW1lTWUuMTA2NAtOYW1lTWUuMTA2NQtOYW1lTWUuMTA2NgtOYW1lTWUuMTA2NwtOYW1lTWUuMTA2OAtOYW1lTWUuMTA2OQtOYW1lTWUuMTA3MAtOYW1lTWUuMTA3MQtOYW1lTWUuMTA3MgtOYW1lTWUuMTA3MwtOYW1lTWUuMTA3NAtOYW1lTWUuMTA3NQtOYW1lTWUuMTA3NgtOYW1lTWUuMTA3NwtOYW1lTWUuMTA3OAtOYW1lTWUuMTA3OQtOYW1lTWUuMTA4MAtOYW1lTWUuMTA4MQtOYW1lTWUuMTA4MgtOYW1lTWUuMTA4MwtOYW1lTWUuMTA4NAtOYW1lTWUuMTA4NQtOYW1lTWUuMTA4NgtOYW1lTWUuMTA4NwtOYW1lTWUuMTA4OAtOYW1lTWUuMTA4OQtOYW1lTWUuMTA5MAtOYW1lTWUuMTA5MQtOYW1lTWUuMTA5MgtOYW1lTWUuMTA5MwtOYW1lTWUuMTA5NAtOYW1lTWUuMTA5NQtOYW1lTWUuMTA5NgtOYW1lTWUuMTA5NwtOYW1lTWUuMTA5OAtOYW1lTWUuMTA5OQtOYW1lTWUuMTEwMAtOYW1lTWUuMTEwMQtOYW1lTWUuMTEwMgtOYW1lTWUuMTEwMwtOYW1lTWUuMTEwNAtOYW1lTWUuMTEwNQtOYW1lTWUuMTEwNgtOYW1lTWUuMTEwNwtOYW1lTWUuMTEwOAtOYW1lTWUuMTEwOQtOYW1lTWUuMTExMAtOYW1lTWUuMTExMQtOYW1lTWUuMTExMgtOYW1lTWUuMTExMwtOYW1lTWUuMTExNAtOYW1lTWUuMTExNQtOYW1lTWUuMTExNgtOYW1lTWUuMTExNwtOYW1lTWUuMTExOAtOYW1lTWUuMTExOQtOYW1lTWUuMTEyMAtOYW1lTWUuMTEyMQtOYW1lTWUuMTEyMgtOYW1lTWUuMTEyMwtOYW1lTWUuMTEyNAtOYW1lTWUuMTEyNQtOYW1lTWUuMTEyNgtOYW1lTWUuMTEyNwtOYW1lTWUuMTEyOAtOYW1lTWUuMTEyOQtOYW1lTWUuMTEzMAtOYW1lTWUuMTEzMQtOYW1lTWUuMTEzMgtOYW1lTWUuMTEzMwtOYW1lTWUuMTEzNAtOYW1lTWUuMTEzNQtOYW1lTWUuMTEzNgtOYW1lTWUuMTEzNwtOYW1lTWUuMTEzOAtOYW1lTWUuMTEzOQtOYW1lTWUuMTE0MAtOYW1lTWUuMTE0MQtOYW1lTWUuMTE0MgtOYW1lTWUuMTE0MwtOYW1lTWUuMTE0NAtOYW1lTWUuMTE0NQtOYW1lTWUuMTE0NgtOYW1lTWUuMTE0NwtOYW1lTWUuMTE0OAtOYW1lTWUuMTE0OQtOYW1lTWUuMTE1MAtOYW1lTWUuMTE1MQtOYW1lTWUuMTE1MgtOYW1lTWUuMTE1MwtOYW1lTWUuMTE1NAtOYW1lTWUuMTE1NQtOYW1lTWUuMTE1NgtOYW1lTWUuMTE1NwtOYW1lTWUuMTE1OAtOYW1lTWUuMTE1OQtOYW1lTWUuMTE2MAtOYW1lTWUuMTE2MQtOYW1lTWUuMTE2MgtOYW1lTWUuMTE2MwtOYW1lTWUuMTE2NAtOYW1lTWUuMTE2NQtOYW1lTWUuMTE2NgtOYW1lTWUuMTE2NwtOYW1lTWUuMTE2OAtOYW1lTWUuMTE2OQtOYW1lTWUuMTE3MAtOYW1lTWUuMTE3MQtOYW1lTWUuMTE3MgtOYW1lTWUuMTE3MwtOYW1lTWUuMTE3NAtOYW1lTWUuMTE3NQtOYW1lTWUuMTE3NgtOYW1lTWUuMTE3NwtOYW1lTWUuMTE3OAtOYW1lTWUuMTE3OQtOYW1lTWUuMTE4MAtOYW1lTWUuMTE4MQtOYW1lTWUuMTE4MgtOYW1lTWUuMTE4MwtOYW1lTWUuMTE4NAtOYW1lTWUuMTE4NQtOYW1lTWUuMTE4NgtOYW1lTWUuMTE4NwtOYW1lTWUuMTE4OAtOYW1lTWUuMTE4OQtOYW1lTWUuMTE5MAtOYW1lTWUuMTE5MQtOYW1lTWUuMTE5MgtOYW1lTWUuMTE5MwtOYW1lTWUuMTE5NAtOYW1lTWUuMTE5NQtOYW1lTWUuMTE5NgtOYW1lTWUuMTE5NwtOYW1lTWUuMTE5OAtOYW1lTWUuMTE5OQtOYW1lTWUuMTIwMAtOYW1lTWUuMTIwMQtOYW1lTWUuMTIwMgtOYW1lTWUuMTIwMwtOYW1lTWUuMTIwNAtOYW1lTWUuMTIwNQtOYW1lTWUuMTIwNgtOYW1lTWUuMTIwNwtOYW1lTWUuMTIwOAtOYW1lTWUuMTIwOQtOYW1lTWUuMTIxMAtOYW1lTWUuMTIxMQtOYW1lTWUuMTIxMgtOYW1lTWUuMTIxMwtOYW1lTWUuMTIxNAtOYW1lTWUuMTIxNQtOYW1lTWUuMTIxNgtOYW1lTWUuMTIxNwtOYW1lTWUuMTIxOAtOYW1lTWUuMTIxOQtOYW1lTWUuMTIyMAtOYW1lTWUuMTIyMQtOYW1lTWUuMTIyMgtOYW1lTWUuMTIyMwtOYW1lTWUuMTIyNAtOYW1lTWUuMTIyNQtOYW1lTWUuMTIyNgtOYW1lTWUuMTIyNwtOYW1lTWUuMTIyOAtOYW1lTWUuMTIyOQtOYW1lTWUuMTIzMAtOYW1lTWUuMTIzMQtOYW1lTWUuMTIzMgtOYW1lTWUuMTIzMwtOYW1lTWUuMTIzNAtOYW1lTWUuMTIzNQtOYW1lTWUuMTIzNgtOYW1lTWUuMTIzNwtOYW1lTWUuMTIzOAtOYW1lTWUuMTIzOQtOYW1lTWUuMTI0MAtOYW1lTWUuMTI0MQtOYW1lTWUuMTI0MgtOYW1lTWUuMTI0MwtOYW1lTWUuMTI0NAtOYW1lTWUuMTI0NQtOYW1lTWUuMTI0NgtOYW1lTWUuMTI0NwtOYW1lTWUuMTI0OAtOYW1lTWUuMTI0OQtOYW1lTWUuMTI1MAtOYW1lTWUuMTI1MQtOYW1lTWUuMTI1MgtOYW1lTWUuMTI1MwtOYW1lTWUuMTI1NAtOYW1lTWUuMTI1NQtOYW1lTWUuMTI1NgtOYW1lTWUuMTI1NwtOYW1lTWUuMTI1OAtOYW1lTWUuMTI1OQtOYW1lTWUuMTI2MAtOYW1lTWUuMTI2MQtOYW1lTWUuMTI2MgtOYW1lTWUuMTI2MwtOYW1lTWUuMTI2NAtOYW1lTWUuMTI2NQtOYW1lTWUuMTI2NgtOYW1lTWUuMTI2NwtOYW1lTWUuMTI2OAtOYW1lTWUuMTI2OQtOYW1lTWUuMTI3MAtOYW1lTWUuMTI3MQtOYW1lTWUuMTI3MgtOYW1lTWUuMTI3MwtOYW1lTWUuMTI3NAtOYW1lTWUuMTI3NQtOYW1lTWUuMTI3NgtOYW1lTWUuMTI3NwtOYW1lTWUuMTI3OAtOYW1lTWUuMTI3OQtOYW1lTWUuMTI4MAtOYW1lTWUuMTI4MQtOYW1lTWUuMTI4MgtOYW1lTWUuMTI4MwtOYW1lTWUuMTI4NAtOYW1lTWUuMTI4NQtOYW1lTWUuMTI4NgtOYW1lTWUuMTI4NwtOYW1lTWUuMTI4OAtOYW1lTWUuMTI4OQtOYW1lTWUuMTI5MAtOYW1lTWUuMTI5MQtOYW1lTWUuMTI5MgtOYW1lTWUuMTI5MwtOYW1lTWUuMTI5NAtOYW1lTWUuMTI5NQtOYW1lTWUuMTI5NgtOYW1lTWUuMTI5NwtOYW1lTWUuMTI5OAtOYW1lTWUuMTI5OQtOYW1lTWUuMTMwMAtOYW1lTWUuMTMwMQtOYW1lTWUuMTMwMgtOYW1lTWUuMTMwMwtOYW1lTWUuMTMwNAtOYW1lTWUuMTMwNQtOYW1lTWUuMTMwNgtOYW1lTWUuMTMwNwtOYW1lTWUuMTMwOAtOYW1lTWUuMTMwOQtOYW1lTWUuMTMxMAtOYW1lTWUuMTMxMQtOYW1lTWUuMTMxMgtOYW1lTWUuMTMxMwtOYW1lTWUuMTMxNAtOYW1lTWUuMTMxNQtOYW1lTWUuMTMxNgtOYW1lTWUuMTMxNwtOYW1lTWUuMTMxOAtOYW1lTWUuMTMxOQtOYW1lTWUuMTMyMAtOYW1lTWUuMTMyMQtOYW1lTWUuMTMyMgtOYW1lTWUuMTMyMwtOYW1lTWUuMTMyNAtOYW1lTWUuMTMyNQtOYW1lTWUuMTMyNgtOYW1lTWUuMTMyNwtOYW1lTWUuMTMyOAtOYW1lTWUuMTMyOQtOYW1lTWUuMTMzMAtOYW1lTWUuMTMzMQtOYW1lTWUuMTMzMgtOYW1lTWUuMTMzMwtOYW1lTWUuMTMzNAtOYW1lTWUuMTMzNQtOYW1lTWUuMTMzNgtOYW1lTWUuMTMzNwtOYW1lTWUuMTMzOAtOYW1lTWUuMTMzOQtOYW1lTWUuMTM0MAtOYW1lTWUuMTM0MQtOYW1lTWUuMTM0MgtOYW1lTWUuMTM0MwtOYW1lTWUuMTM0NAtOYW1lTWUuMTM0NQtOYW1lTWUuMTM0NgtOYW1lTWUuMTM0NwtOYW1lTWUuMTM0OAtOYW1lTWUuMTM0OQtOYW1lTWUuMTM1MAtOYW1lTWUuMTM1MQtOYW1lTWUuMTM1MgtOYW1lTWUuMTM1MwtOYW1lTWUuMTM1NAtOYW1lTWUuMTM1NQtOYW1lTWUuMTM1NgtOYW1lTWUuMTM1NwtOYW1lTWUuMTM1OAtOYW1lTWUuMTM1OQtOYW1lTWUuMTM2MAtOYW1lTWUuMTM2MQtOYW1lTWUuMTM2MgtOYW1lTWUuMTM2MwtOYW1lTWUuMTM2NAtOYW1lTWUuMTM2NQtOYW1lTWUuMTM2NgtOYW1lTWUuMTM2NwtOYW1lTWUuMTM2OAtOYW1lTWUuMTM2OQtOYW1lTWUuMTM3MAtOYW1lTWUuMTM3MQtOYW1lTWUuMTM3MgtOYW1lTWUuMTM3MwtOYW1lTWUuMTM3NAtOYW1lTWUuMTM3NQtOYW1lTWUuMTM3NgtOYW1lTWUuMTM3NwtOYW1lTWUuMTM3OAtOYW1lTWUuMTM3OQtOYW1lTWUuMTM4MAtOYW1lTWUuMTM4MQtOYW1lTWUuMTM4MgtOYW1lTWUuMTM4MwtOYW1lTWUuMTM4NAtOYW1lTWUuMTM4NQtOYW1lTWUuMTM4NgtOYW1lTWUuMTM4NwtOYW1lTWUuMTM4OAtOYW1lTWUuMTM4OQtOYW1lTWUuMTM5MAtOYW1lTWUuMTM5MQtOYW1lTWUuMTM5MgtOYW1lTWUuMTM5MwtOYW1lTWUuMTM5NAtOYW1lTWUuMTM5NQtOYW1lTWUuMTM5NgtOYW1lTWUuMTM5NwtOYW1lTWUuMTM5OAtOYW1lTWUuMTM5OQtOYW1lTWUuMTQwMAtOYW1lTWUuMTQwMQtOYW1lTWUuMTQwMgtOYW1lTWUuMTQwMwtOYW1lTWUuMTQwNAtOYW1lTWUuMTQwNQtOYW1lTWUuMTQwNgtOYW1lTWUuMTQwNwtOYW1lTWUuMTQwOAtOYW1lTWUuMTQwOQtOYW1lTWUuMTQxMAtOYW1lTWUuMTQxMQtOYW1lTWUuMTQxMgtOYW1lTWUuMTQxMwtOYW1lTWUuMTQxNAtOYW1lTWUuMTQxNQtOYW1lTWUuMTQxNgtOYW1lTWUuMTQxNwtOYW1lTWUuMTQxOAtOYW1lTWUuMTQxOQtOYW1lTWUuMTQyMAtOYW1lTWUuMTQyMQtOYW1lTWUuMTQyMgtOYW1lTWUuMTQyMwtOYW1lTWUuMTQyNAtOYW1lTWUuMTQyNQtOYW1lTWUuMTQyNgtOYW1lTWUuMTQyNwtOYW1lTWUuMTQyOAtOYW1lTWUuMTQyOQtOYW1lTWUuMTQzMAtOYW1lTWUuMTQzMQtOYW1lTWUuMTQzMgtOYW1lTWUuMTQzMwtOYW1lTWUuMTQzNAtOYW1lTWUuMTQzNQtOYW1lTWUuMTQzNgtOYW1lTWUuMTQzNwtOYW1lTWUuMTQzOAtOYW1lTWUuMTQzOQtOYW1lTWUuMTQ0MAtOYW1lTWUuMTQ0MQtOYW1lTWUuMTQ0MgtOYW1lTWUuMTQ0MwtOYW1lTWUuMTQ0NAtOYW1lTWUuMTQ0NQtOYW1lTWUuMTQ0NgtOYW1lTWUuMTQ0NwtOYW1lTWUuMTQ0OAtOYW1lTWUuMTQ0OQtOYW1lTWUuMTQ1MAtOYW1lTWUuMTQ1MQtOYW1lTWUuMTQ1MgtOYW1lTWUuMTQ1MwtOYW1lTWUuMTQ1NAtOYW1lTWUuMTQ1NQtOYW1lTWUuMTQ1NgtOYW1lTWUuMTQ1NwtOYW1lTWUuMTQ1OAtOYW1lTWUuMTQ1OQtOYW1lTWUuMTQ2MAtOYW1lTWUuMTQ2MQtOYW1lTWUuMTQ2MgtOYW1lTWUuMTQ2MwtOYW1lTWUuMTQ2NAtOYW1lTWUuMTQ2NQtOYW1lTWUuMTQ2NgtOYW1lTWUuMTQ2NwtOYW1lTWUuMTQ2OAtOYW1lTWUuMTQ2OQtOYW1lTWUuMTQ3MAtOYW1lTWUuMTQ3MQtOYW1lTWUuMTQ3MgtOYW1lTWUuMTQ3MwtOYW1lTWUuMTQ3NAtOYW1lTWUuMTQ3NQtOYW1lTWUuMTQ3NgtOYW1lTWUuMTQ3NwtOYW1lTWUuMTQ3OAtOYW1lTWUuMTQ3OQtOYW1lTWUuMTQ4MAtOYW1lTWUuMTQ4MQtOYW1lTWUuMTQ4MgtOYW1lTWUuMTQ4MwtOYW1lTWUuMTQ4NAtOYW1lTWUuMTQ4NQtOYW1lTWUuMTQ4NgtOYW1lTWUuMTQ4NwtOYW1lTWUuMTQ4OAtOYW1lTWUuMTQ4OQtOYW1lTWUuMTQ5MAtOYW1lTWUuMTQ5MQtOYW1lTWUuMTQ5MgtOYW1lTWUuMTQ5MwtOYW1lTWUuMTQ5NAtOYW1lTWUuMTQ5NQtOYW1lTWUuMTQ5NgtOYW1lTWUuMTQ5NwtOYW1lTWUuMTQ5OAtOYW1lTWUuMTQ5OQtOYW1lTWUuMTUwMAtOYW1lTWUuMTUwMQtOYW1lTWUuMTUwMgtOYW1lTWUuMTUwMwtOYW1lTWUuMTUwNAtOYW1lTWUuMTUwNQtOYW1lTWUuMTUwNgtOYW1lTWUuMTUwNwtOYW1lTWUuMTUwOAtOYW1lTWUuMTUwOQtOYW1lTWUuMTUxMAtOYW1lTWUuMTUxMQtOYW1lTWUuMTUxMgtOYW1lTWUuMTUxMwtOYW1lTWUuMTUxNAtOYW1lTWUuMTUxNQtOYW1lTWUuMTUxNgtOYW1lTWUuMTUxNwtOYW1lTWUuMTUxOAtOYW1lTWUuMTUxOQtOYW1lTWUuMTUyMAtOYW1lTWUuMTUyMQtOYW1lTWUuMTUyMgtOYW1lTWUuMTUyMwtOYW1lTWUuMTUyNAtOYW1lTWUuMTUyNQtOYW1lTWUuMTUyNgtOYW1lTWUuMTUyNwtOYW1lTWUuMTUyOAtOYW1lTWUuMTUyOQtOYW1lTWUuMTUzMAtOYW1lTWUuMTUzMQtOYW1lTWUuMTUzMgtOYW1lTWUuMTUzMwtOYW1lTWUuMTUzNAtOYW1lTWUuMTUzNQtOYW1lTWUuMTUzNgtOYW1lTWUuMTUzNwtOYW1lTWUuMTUzOAtOYW1lTWUuMTUzOQtOYW1lTWUuMTU0MAtOYW1lTWUuMTU0MQtOYW1lTWUuMTU0MgtOYW1lTWUuMTU0MwtOYW1lTWUuMTU0NAtOYW1lTWUuMTU0NQtOYW1lTWUuMTU0NgtOYW1lTWUuMTU0NwtOYW1lTWUuMTU0OAtOYW1lTWUuMTU0OQtOYW1lTWUuMTU1MAtOYW1lTWUuMTU1MQtOYW1lTWUuMTU1MgtOYW1lTWUuMTU1MwtOYW1lTWUuMTU1NAtOYW1lTWUuMTU1NQtOYW1lTWUuMTU1NgtOYW1lTWUuMTU1NwtOYW1lTWUuMTU1OAtOYW1lTWUuMTU1OQtOYW1lTWUuMTU2MAtOYW1lTWUuMTU2MQtOYW1lTWUuMTU2MgtOYW1lTWUuMTU2MwtOYW1lTWUuMTU2NAtOYW1lTWUuMTU2NQtOYW1lTWUuMTU2NgtOYW1lTWUuMTU2NwtOYW1lTWUuMTU2OAtOYW1lTWUuMTU2OQtOYW1lTWUuMTU3MAtOYW1lTWUuMTU3MQtOYW1lTWUuMTU3MgtOYW1lTWUuMTU3MwtOYW1lTWUuMTU3NAtOYW1lTWUuMTU3NQtOYW1lTWUuMTU3NgtOYW1lTWUuMTU3NwtOYW1lTWUuMTU3OAtOYW1lTWUuMTU3OQtOYW1lTWUuMTU4MAtOYW1lTWUuMTU4MQtOYW1lTWUuMTU4MgtOYW1lTWUuMTU4MwtOYW1lTWUuMTU4NAtOYW1lTWUuMTU4NQtOYW1lTWUuMTU4NgtOYW1lTWUuMTU4NwtOYW1lTWUuMTU4OAtOYW1lTWUuMTU4OQtOYW1lTWUuMTU5MAtOYW1lTWUuMTU5MQtOYW1lTWUuMTU5MgtOYW1lTWUuMTU5MwtOYW1lTWUuMTU5NAtOYW1lTWUuMTU5NQtOYW1lTWUuMTU5NgtOYW1lTWUuMTU5NwtOYW1lTWUuMTU5OAtOYW1lTWUuMTU5OQtOYW1lTWUuMTYwMAtOYW1lTWUuMTYwMQtOYW1lTWUuMTYwMgtOYW1lTWUuMTYwMwtOYW1lTWUuMTYwNAtOYW1lTWUuMTYwNQtOYW1lTWUuMTYwNgtOYW1lTWUuMTYwNwtOYW1lTWUuMTYwOAtOYW1lTWUuMTYwOQtOYW1lTWUuMTYxMAtOYW1lTWUuMTYxMQtOYW1lTWUuMTYxMgtOYW1lTWUuMTYxMwtOYW1lTWUuMTYxNAtOYW1lTWUuMTYxNQtOYW1lTWUuMTYxNgtOYW1lTWUuMTYxNwtOYW1lTWUuMTYxOAtOYW1lTWUuMTYxOQtOYW1lTWUuMTYyMAtOYW1lTWUuMTYyMQtOYW1lTWUuMTYyMgtOYW1lTWUuMTYyMwtOYW1lTWUuMTYyNAtOYW1lTWUuMTYyNQtOYW1lTWUuMTYyNgtOYW1lTWUuMTYyNwtOYW1lTWUuMTYyOAtOYW1lTWUuMTYyOQtOYW1lTWUuMTYzMAtOYW1lTWUuMTYzMQtOYW1lTWUuMTYzMgtOYW1lTWUuMTYzMwtOYW1lTWUuMTYzNAtOYW1lTWUuMTYzNQtOYW1lTWUuMTYzNgtOYW1lTWUuMTYzNwtOYW1lTWUuMTYzOAtOYW1lTWUuMTYzOQtOYW1lTWUuMTY0MAtOYW1lTWUuMTY0MQtOYW1lTWUuMTY0MgtOYW1lTWUuMTY0MwtOYW1lTWUuMTY0NAtOYW1lTWUuMTY0NQtOYW1lTWUuMTY0NgtOYW1lTWUuMTY0NwtOYW1lTWUuMTY0OAtOYW1lTWUuMTY0OQtOYW1lTWUuMTY1MAtOYW1lTWUuMTY1MQtOYW1lTWUuMTY1MgtOYW1lTWUuMTY1MwtOYW1lTWUuMTY1NAtOYW1lTWUuMTY1NQtOYW1lTWUuMTY1NgtOYW1lTWUuMTY1NwtOYW1lTWUuMTY1OAtOYW1lTWUuMTY1OQtOYW1lTWUuMTY2MAtOYW1lTWUuMTY2MQtOYW1lTWUuMTY2MgtOYW1lTWUuMTY2MwtOYW1lTWUuMTY2NAtOYW1lTWUuMTY2NQtOYW1lTWUuMTY2NgtOYW1lTWUuMTY2NwtOYW1lTWUuMTY2OAtOYW1lTWUuMTY2OQtOYW1lTWUuMTY3MAtOYW1lTWUuMTY3MQtOYW1lTWUuMTY3MgtOYW1lTWUuMTY3MwtOYW1lTWUuMTY3NAtOYW1lTWUuMTY3NQtOYW1lTWUuMTY3NgtOYW1lTWUuMTY3NwtOYW1lTWUuMTY3OAtOYW1lTWUuMTY3OQtOYW1lTWUuMTY4MAtOYW1lTWUuMTY4MQtOYW1lTWUuMTY4MgtOYW1lTWUuMTY4MwtOYW1lTWUuMTY4NAtOYW1lTWUuMTY4NQtOYW1lTWUuMTY4NgtOYW1lTWUuMTY4NwtOYW1lTWUuMTY4OAtOYW1lTWUuMTY4OQtOYW1lTWUuMTY5MAtOYW1lTWUuMTY5MQtOYW1lTWUuMTY5MgtOYW1lTWUuMTY5MwtOYW1lTWUuMTY5NAtOYW1lTWUuMTY5NQtOYW1lTWUuMTY5NgtOYW1lTWUuMTY5NwtOYW1lTWUuMTY5OAtOYW1lTWUuMTY5OQtOYW1lTWUuMTcwMAtOYW1lTWUuMTcwMQtOYW1lTWUuMTcwMgtOYW1lTWUuMTcwMwtOYW1lTWUuMTcwNAtOYW1lTWUuMTcwNQtOYW1lTWUuMTcwNgtOYW1lTWUuMTcwNwtOYW1lTWUuMTcwOAtOYW1lTWUuMTcwOQtOYW1lTWUuMTcxMAtOYW1lTWUuMTcxMQtOYW1lTWUuMTcxMgtOYW1lTWUuMTcxMwtOYW1lTWUuMTcxNAtOYW1lTWUuMTcxNQtOYW1lTWUuMTcxNgtOYW1lTWUuMTcxNwtOYW1lTWUuMTcxOAtOYW1lTWUuMTcxOQtOYW1lTWUuMTcyMAtOYW1lTWUuMTcyMQtOYW1lTWUuMTcyMgtOYW1lTWUuMTcyMwtOYW1lTWUuMTcyNAtOYW1lTWUuMTcyNQtOYW1lTWUuMTcyNgtOYW1lTWUuMTcyNwtOYW1lTWUuMTcyOAtOYW1lTWUuMTcyOQtOYW1lTWUuMTczMAtOYW1lTWUuMTczMQtOYW1lTWUuMTczMgtOYW1lTWUuMTczMwtOYW1lTWUuMTczNAtOYW1lTWUuMTczNQtOYW1lTWUuMTczNgtOYW1lTWUuMTczNwtOYW1lTWUuMTczOAtOYW1lTWUuMTczOQtOYW1lTWUuMTc0MAtOYW1lTWUuMTc0MQtOYW1lTWUuMTc0MgtOYW1lTWUuMTc0MwtOYW1lTWUuMTc0NAtOYW1lTWUuMTc0NQtOYW1lTWUuMTc0NgtOYW1lTWUuMTc0NwtOYW1lTWUuMTc0OAtOYW1lTWUuMTc0OQtOYW1lTWUuMTc1MAtOYW1lTWUuMTc1MQtOYW1lTWUuMTc1MgtOYW1lTWUuMTc1MwtOYW1lTWUuMTc1NAtOYW1lTWUuMTc1NQtOYW1lTWUuMTc1NgtOYW1lTWUuMTc1NwtOYW1lTWUuMTc1OAtOYW1lTWUuMTc1OQtOYW1lTWUuMTc2MAtOYW1lTWUuMTc2MQtOYW1lTWUuMTc2MgtOYW1lTWUuMTc2MwtOYW1lTWUuMTc2NAtOYW1lTWUuMTc2NQtOYW1lTWUuMTc2NgtOYW1lTWUuMTc2NwtOYW1lTWUuMTc2OAtOYW1lTWUuMTc2OQtOYW1lTWUuMTc3MAtOYW1lTWUuMTc3MQtOYW1lTWUuMTc3MgtOYW1lTWUuMTc3MwtOYW1lTWUuMTc3NAtOYW1lTWUuMTc3NQtOYW1lTWUuMTc3NgtOYW1lTWUuMTc3NwtOYW1lTWUuMTc3OAtOYW1lTWUuMTc3OQtOYW1lTWUuMTc4MAtOYW1lTWUuMTc4MQtOYW1lTWUuMTc4MgtOYW1lTWUuMTc4MwtOYW1lTWUuMTc4NAtOYW1lTWUuMTc4NQtOYW1lTWUuMTc4NgtOYW1lTWUuMTc4NwtOYW1lTWUuMTc4OAtOYW1lTWUuMTc4OQtOYW1lTWUuMTc5MAtOYW1lTWUuMTc5MQtOYW1lTWUuMTc5MgtOYW1lTWUuMTc5MwtOYW1lTWUuMTc5NAtOYW1lTWUuMTc5NQtOYW1lTWUuMTc5NgtOYW1lTWUuMTc5NwtOYW1lTWUuMTc5OAtOYW1lTWUuMTc5OQtOYW1lTWUuMTgwMAtOYW1lTWUuMTgwMQtOYW1lTWUuMTgwMgtOYW1lTWUuMTgwMwtOYW1lTWUuMTgwNAtOYW1lTWUuMTgwNQtOYW1lTWUuMTgwNgtOYW1lTWUuMTgwNwtOYW1lTWUuMTgwOAtOYW1lTWUuMTgwOQtOYW1lTWUuMTgxMAtOYW1lTWUuMTgxMQtOYW1lTWUuMTgxMgtOYW1lTWUuMTgxMwtOYW1lTWUuMTgxNAtOYW1lTWUuMTgxNQtOYW1lTWUuMTgxNgtOYW1lTWUuMTgxNwtOYW1lTWUuMTgxOAtOYW1lTWUuMTgxOQtOYW1lTWUuMTgyMAtOYW1lTWUuMTgyMQtOYW1lTWUuMTgyMgtOYW1lTWUuMTgyMwtOYW1lTWUuMTgyNAtOYW1lTWUuMTgyNQtOYW1lTWUuMTgyNgtOYW1lTWUuMTgyNwtOYW1lTWUuMTgyOAtOYW1lTWUuMTgyOQtOYW1lTWUuMTgzMAtOYW1lTWUuMTgzMQtOYW1lTWUuMTgzMgtOYW1lTWUuMTgzMwtOYW1lTWUuMTgzNAtOYW1lTWUuMTgzNQtOYW1lTWUuMTgzNgtOYW1lTWUuMTgzNwtOYW1lTWUuMTgzOAtOYW1lTWUuMTgzOQtOYW1lTWUuMTg0MAtOYW1lTWUuMTg0MQtOYW1lTWUuMTg0MgtOYW1lTWUuMTg0MwtOYW1lTWUuMTg0NAtOYW1lTWUuMTg0NQtOYW1lTWUuMTg0NgtOYW1lTWUuMTg0NwtOYW1lTWUuMTg0OAtOYW1lTWUuMTg0OQtOYW1lTWUuMTg1MAtOYW1lTWUuMTg1MQtOYW1lTWUuMTg1MgtOYW1lTWUuMTg1MwtOYW1lTWUuMTg1NAtOYW1lTWUuMTg1NQtOYW1lTWUuMTg1NgtOYW1lTWUuMTg1NwtOYW1lTWUuMTg1OAtOYW1lTWUuMTg1OQtOYW1lTWUuMTg2MAtOYW1lTWUuMTg2MQtOYW1lTWUuMTg2MgtOYW1lTWUuMTg2MwtOYW1lTWUuMTg2NAtOYW1lTWUuMTg2NQtOYW1lTWUuMTg2NgtOYW1lTWUuMTg2NwtOYW1lTWUuMTg2OAtOYW1lTWUuMTg2OQtOYW1lTWUuMTg3MAtOYW1lTWUuMTg3MQtOYW1lTWUuMTg3MgtOYW1lTWUuMTg3MwtOYW1lTWUuMTg3NAtOYW1lTWUuMTg3NQtOYW1lTWUuMTg3NgtOYW1lTWUuMTg3NwtOYW1lTWUuMTg3OAtOYW1lTWUuMTg3OQtOYW1lTWUuMTg4MAtOYW1lTWUuMTg4MQtOYW1lTWUuMTg4MgtOYW1lTWUuMTg4MwtOYW1lTWUuMTg4NAtOYW1lTWUuMTg4NQtOYW1lTWUuMTg4NgtOYW1lTWUuMTg4NwtOYW1lTWUuMTg4OAtOYW1lTWUuMTg4OQtOYW1lTWUuMTg5MAtOYW1lTWUuMTg5MQtOYW1lTWUuMTg5MgtOYW1lTWUuMTg5MwtOYW1lTWUuMTg5NAtOYW1lTWUuMTg5NQtOYW1lTWUuMTg5NgtOYW1lTWUuMTg5NwtOYW1lTWUuMTg5OAtOYW1lTWUuMTg5OQtOYW1lTWUuMTkwMAtOYW1lTWUuMTkwMQtOYW1lTWUuMTkwMgtOYW1lTWUuMTkwMwtOYW1lTWUuMTkwNAtOYW1lTWUuMTkwNQtOYW1lTWUuMTkwNgtOYW1lTWUuMTkwNwtOYW1lTWUuMTkwOAtOYW1lTWUuMTkwOQtOYW1lTWUuMTkxMAtOYW1lTWUuMTkxMQtOYW1lTWUuMTkxMgtOYW1lTWUuMTkxMwtOYW1lTWUuMTkxNAtOYW1lTWUuMTkxNQtOYW1lTWUuMTkxNgtOYW1lTWUuMTkxNwtOYW1lTWUuMTkxOAtOYW1lTWUuMTkxOQtOYW1lTWUuMTkyMAtOYW1lTWUuMTkyMQtOYW1lTWUuMTkyMgtOYW1lTWUuMTkyMwtOYW1lTWUuMTkyNAtOYW1lTWUuMTkyNQtOYW1lTWUuMTkyNgtOYW1lTWUuMTkyNwtOYW1lTWUuMTkyOAtOYW1lTWUuMTkyOQtOYW1lTWUuMTkzMAtOYW1lTWUuMTkzMQtOYW1lTWUuMTkzMgtOYW1lTWUuMTkzMwtOYW1lTWUuMTkzNAtOYW1lTWUuMTkzNQtOYW1lTWUuMTkzNgtOYW1lTWUuMTkzNwtOYW1lTWUuMTkzOAtOYW1lTWUuMTkzOQtOYW1lTWUuMTk0MAtOYW1lTWUuMTk0MQtOYW1lTWUuMTk0MgtOYW1lTWUuMTk0MwtOYW1lTWUuMTk0NAtOYW1lTWUuMTk0NQtOYW1lTWUuMTk0NgtOYW1lTWUuMTk0NwtOYW1lTWUuMTk0OAtOYW1lTWUuMTk0OQtOYW1lTWUuMTk1MAtOYW1lTWUuMTk1MQtOYW1lTWUuMTk1MgtOYW1lTWUuMTk1MwtOYW1lTWUuMTk1NAtOYW1lTWUuMTk1NQtOYW1lTWUuMTk1NgtOYW1lTWUuMTk1NwtOYW1lTWUuMTk1OAtOYW1lTWUuMTk1OQtOYW1lTWUuMTk2MAtOYW1lTWUuMTk2MQtOYW1lTWUuMTk2MgtOYW1lTWUuMTk2MwtOYW1lTWUuMTk2NAtOYW1lTWUuMTk2NQtOYW1lTWUuMTk2NgtOYW1lTWUuMTk2NwtOYW1lTWUuMTk2OAtOYW1lTWUuMTk2OQtOYW1lTWUuMTk3MAtOYW1lTWUuMTk3MQtOYW1lTWUuMTk3MgtOYW1lTWUuMTk3MwtOYW1lTWUuMTk3NAtOYW1lTWUuMTk3NQtOYW1lTWUuMTk3NgtOYW1lTWUuMTk3NwtOYW1lTWUuMTk3OAtOYW1lTWUuMTk3OQtOYW1lTWUuMTk4MAtOYW1lTWUuMTk4MQtOYW1lTWUuMTk4MgtOYW1lTWUuMTk4MwtOYW1lTWUuMTk4NAtOYW1lTWUuMTk4NQtOYW1lTWUuMTk4NgtOYW1lTWUuMTk4NwtOYW1lTWUuMTk4OAtOYW1lTWUuMTk4OQtOYW1lTWUuMTk5MAtOYW1lTWUuMTk5MQtOYW1lTWUuMTk5MgtOYW1lTWUuMTk5MwtOYW1lTWUuMTk5NAtOYW1lTWUuMTk5NQtOYW1lTWUuMTk5NgtOYW1lTWUuMTk5NwtOYW1lTWUuMTk5OAtOYW1lTWUuMTk5OQtOYW1lTWUuMjAwMAtOYW1lTWUuMjAwMQtOYW1lTWUuMjAwMgtOYW1lTWUuMjAwMwtOYW1lTWUuMjAwNAtOYW1lTWUuMjAwNQtOYW1lTWUuMjAwNgtOYW1lTWUuMjAwNwtOYW1lTWUuMjAwOAtOYW1lTWUuMjAwOQtOYW1lTWUuMjAxMAtOYW1lTWUuMjAxMQtOYW1lTWUuMjAxMgtOYW1lTWUuMjAxMwtOYW1lTWUuMjAxNAtOYW1lTWUuMjAxNQtOYW1lTWUuMjAxNgtOYW1lTWUuMjAxNwtOYW1lTWUuMjAxOAtOYW1lTWUuMjAxOQtOYW1lTWUuMjAyMAtOYW1lTWUuMjAyMQtOYW1lTWUuMjAyMgtOYW1lTWUuMjAyMwtOYW1lTWUuMjAyNAtOYW1lTWUuMjAyNQtOYW1lTWUuMjAyNgtOYW1lTWUuMjAyNwtOYW1lTWUuMjAyOAtOYW1lTWUuMjAyOQtOYW1lTWUuMjAzMAtOYW1lTWUuMjAzMQtOYW1lTWUuMjAzMgtOYW1lTWUuMjAzMwtOYW1lTWUuMjAzNAtOYW1lTWUuMjAzNQtOYW1lTWUuMjAzNgtOYW1lTWUuMjAzNwtOYW1lTWUuMjAzOAtOYW1lTWUuMjAzOQtOYW1lTWUuMjA0MAtOYW1lTWUuMjA0MQtOYW1lTWUuMjA0MgtOYW1lTWUuMjA0MwtOYW1lTWUuMjA0NAtOYW1lTWUuMjA0NQtOYW1lTWUuMjA0NgtOYW1lTWUuMjA0NwtOYW1lTWUuMjA0OAtOYW1lTWUuMjA0OQtOYW1lTWUuMjA1MAtOYW1lTWUuMjA1MQtOYW1lTWUuMjA1MgtOYW1lTWUuMjA1MwtOYW1lTWUuMjA1NAtOYW1lTWUuMjA1NQtOYW1lTWUuMjA1NgtOYW1lTWUuMjA1NwtOYW1lTWUuMjA1OAtOYW1lTWUuMjA1OQtOYW1lTWUuMjA2MAtOYW1lTWUuMjA2MQtOYW1lTWUuMjA2MgtOYW1lTWUuMjA2MwtOYW1lTWUuMjA2NAtOYW1lTWUuMjA2NQtOYW1lTWUuMjA2NgtOYW1lTWUuMjA2NwtOYW1lTWUuMjA2OAtOYW1lTWUuMjA2OQtOYW1lTWUuMjA3MAtOYW1lTWUuMjA3MQtOYW1lTWUuMjA3MgtOYW1lTWUuMjA3MwtOYW1lTWUuMjA3NAtOYW1lTWUuMjA3NQtOYW1lTWUuMjA3NgtOYW1lTWUuMjA3NwtOYW1lTWUuMjA3OAtOYW1lTWUuMjA3OQtOYW1lTWUuMjA4MAtOYW1lTWUuMjA4MQtOYW1lTWUuMjA4MgtOYW1lTWUuMjA4MwtOYW1lTWUuMjA4NAtOYW1lTWUuMjA4NQtOYW1lTWUuMjA4NgtOYW1lTWUuMjA4NwtOYW1lTWUuMjA4OAtOYW1lTWUuMjA4OQtOYW1lTWUuMjA5MAtOYW1lTWUuMjA5MQtOYW1lTWUuMjA5MgtOYW1lTWUuMjA5MwtOYW1lTWUuMjA5NAtOYW1lTWUuMjA5NQtOYW1lTWUuMjA5NgtOYW1lTWUuMjA5NwtOYW1lTWUuMjA5OAtOYW1lTWUuMjA5OQtOYW1lTWUuMjEwMAtOYW1lTWUuMjEwMQtOYW1lTWUuMjEwMgtOYW1lTWUuMjEwMwtOYW1lTWUuMjEwNAtOYW1lTWUuMjEwNQtOYW1lTWUuMjEwNgtOYW1lTWUuMjEwNwtOYW1lTWUuMjEwOAtOYW1lTWUuMjEwOQtOYW1lTWUuMjExMAtOYW1lTWUuMjExMQtOYW1lTWUuMjExMgtOYW1lTWUuMjExMwtOYW1lTWUuMjExNAtOYW1lTWUuMjExNQtOYW1lTWUuMjExNgtOYW1lTWUuMjExNwtOYW1lTWUuMjExOAtOYW1lTWUuMjExOQtOYW1lTWUuMjEyMAtOYW1lTWUuMjEyMQtOYW1lTWUuMjEyMgtOYW1lTWUuMjEyMwtOYW1lTWUuMjEyNAtOYW1lTWUuMjEyNQtOYW1lTWUuMjEyNgtOYW1lTWUuMjEyNwtOYW1lTWUuMjEyOAtOYW1lTWUuMjEyOQtOYW1lTWUuMjEzMAtOYW1lTWUuMjEzMQtOYW1lTWUuMjEzMgtOYW1lTWUuMjEzMwtOYW1lTWUuMjEzNAtOYW1lTWUuMjEzNQtOYW1lTWUuMjEzNgtOYW1lTWUuMjEzNwtOYW1lTWUuMjEzOAtOYW1lTWUuMjEzOQtOYW1lTWUuMjE0MAtOYW1lTWUuMjE0MQtOYW1lTWUuMjE0MgtOYW1lTWUuMjE0MwtOYW1lTWUuMjE0NAtOYW1lTWUuMjE0NQtOYW1lTWUuMjE0NgtOYW1lTWUuMjE0NwtOYW1lTWUuMjE0OAtOYW1lTWUuMjE0OQtOYW1lTWUuMjE1MAtOYW1lTWUuMjE1MQtOYW1lTWUuMjE1MgtOYW1lTWUuMjE1MwtOYW1lTWUuMjE1NAtOYW1lTWUuMjE1NQtOYW1lTWUuMjE1NgtOYW1lTWUuMjE1NwtOYW1lTWUuMjE1OAtOYW1lTWUuMjE1OQtOYW1lTWUuMjE2MAtOYW1lTWUuMjE2MQtOYW1lTWUuMjE2MgtOYW1lTWUuMjE2MwtOYW1lTWUuMjE2NAtOYW1lTWUuMjE2NQtOYW1lTWUuMjE2NgtOYW1lTWUuMjE2NwtOYW1lTWUuMjE2OAtOYW1lTWUuMjE2OQtOYW1lTWUuMjE3MAtOYW1lTWUuMjE3MQtOYW1lTWUuMjE3MgtOYW1lTWUuMjE3MwtOYW1lTWUuMjE3NAtOYW1lTWUuMjE3NQtOYW1lTWUuMjE3NgtOYW1lTWUuMjE3NwtOYW1lTWUuMjE3OAtOYW1lTWUuMjE3OQtOYW1lTWUuMjE4MAtOYW1lTWUuMjE4MQtOYW1lTWUuMjE4MgtOYW1lTWUuMjE4MwtOYW1lTWUuMjE4NAtOYW1lTWUuMjE4NQtOYW1lTWUuMjE4NgtOYW1lTWUuMjE4NwtOYW1lTWUuMjE4OAtOYW1lTWUuMjE4OQtOYW1lTWUuMjE5MAtOYW1lTWUuMjE5MQtOYW1lTWUuMjE5MgtOYW1lTWUuMjE5MwtOYW1lTWUuMjE5NAtOYW1lTWUuMjE5NQtOYW1lTWUuMjE5NgtOYW1lTWUuMjE5NwtOYW1lTWUuMjE5OAtOYW1lTWUuMjE5OQtOYW1lTWUuMjIwMAtOYW1lTWUuMjIwMQtOYW1lTWUuMjIwMgtOYW1lTWUuMjIwMwtOYW1lTWUuMjIwNAtOYW1lTWUuMjIwNQtOYW1lTWUuMjIwNgtOYW1lTWUuMjIwNwtOYW1lTWUuMjIwOAtOYW1lTWUuMjIwOQtOYW1lTWUuMjIxMAtOYW1lTWUuMjIxMQtOYW1lTWUuMjIxMgtOYW1lTWUuMjIxMwtOYW1lTWUuMjIxNAtOYW1lTWUuMjIxNQtOYW1lTWUuMjIxNgtOYW1lTWUuMjIxNwtOYW1lTWUuMjIxOAtOYW1lTWUuMjIxOQtOYW1lTWUuMjIyMAtOYW1lTWUuMjIyMQtOYW1lTWUuMjIyMgtOYW1lTWUuMjIyMwtOYW1lTWUuMjIyNAtOYW1lTWUuMjIyNQtOYW1lTWUuMjIyNgtOYW1lTWUuMjIyNwtOYW1lTWUuMjIyOAtOYW1lTWUuMjIyOQtOYW1lTWUuMjIzMAtOYW1lTWUuMjIzMQtOYW1lTWUuMjIzMgtOYW1lTWUuMjIzMwtOYW1lTWUuMjIzNAtOYW1lTWUuMjIzNQtOYW1lTWUuMjIzNgtOYW1lTWUuMjIzNwtOYW1lTWUuMjIzOAtOYW1lTWUuMjIzOQtOYW1lTWUuMjI0MAtOYW1lTWUuMjI0MQtOYW1lTWUuMjI0MgtOYW1lTWUuMjI0MwtOYW1lTWUuMjI0NAtOYW1lTWUuMjI0NQtOYW1lTWUuMjI0NgtOYW1lTWUuMjI0NwtOYW1lTWUuMjI0OAtOYW1lTWUuMjI0OQtOYW1lTWUuMjI1MAtOYW1lTWUuMjI1MQtOYW1lTWUuMjI1MgtOYW1lTWUuMjI1MwtOYW1lTWUuMjI1NAtOYW1lTWUuMjI1NQtOYW1lTWUuMjI1NgtOYW1lTWUuMjI1NwtOYW1lTWUuMjI1OAtOYW1lTWUuMjI1OQtOYW1lTWUuMjI2MAtOYW1lTWUuMjI2MQtOYW1lTWUuMjI2MgtOYW1lTWUuMjI2MwtOYW1lTWUuMjI2NAtOYW1lTWUuMjI2NQtOYW1lTWUuMjI2NgtOYW1lTWUuMjI2NwtOYW1lTWUuMjI2OAtOYW1lTWUuMjI2OQtOYW1lTWUuMjI3MAtOYW1lTWUuMjI3MQtOYW1lTWUuMjI3MgtOYW1lTWUuMjI3MwtOYW1lTWUuMjI3NAtOYW1lTWUuMjI3NQtOYW1lTWUuMjI3NgtOYW1lTWUuMjI3NwtOYW1lTWUuMjI3OAtOYW1lTWUuMjI3OQtOYW1lTWUuMjI4MAtOYW1lTWUuMjI4MQtOYW1lTWUuMjI4MgtOYW1lTWUuMjI4MwtOYW1lTWUuMjI4NAtOYW1lTWUuMjI4NQtOYW1lTWUuMjI4NgtOYW1lTWUuMjI4NwtOYW1lTWUuMjI4OAtOYW1lTWUuMjI4OQtOYW1lTWUuMjI5MAtOYW1lTWUuMjI5MQtOYW1lTWUuMjI5MgtOYW1lTWUuMjI5MwtOYW1lTWUuMjI5NAtOYW1lTWUuMjI5NQtOYW1lTWUuMjI5NgtOYW1lTWUuMjI5NwtOYW1lTWUuMjI5OAtOYW1lTWUuMjI5OQtOYW1lTWUuMjMwMAtOYW1lTWUuMjMwMQtOYW1lTWUuMjMwMgtOYW1lTWUuMjMwMwtOYW1lTWUuMjMwNAtOYW1lTWUuMjMwNQtOYW1lTWUuMjMwNgtOYW1lTWUuMjMwNwtOYW1lTWUuMjMwOAtOYW1lTWUuMjMwOQtOYW1lTWUuMjMxMAtOYW1lTWUuMjMxMQtOYW1lTWUuMjMxMgtOYW1lTWUuMjMxMwtOYW1lTWUuMjMxNAtOYW1lTWUuMjMxNQtOYW1lTWUuMjMxNgtOYW1lTWUuMjMxNwtOYW1lTWUuMjMxOAtOYW1lTWUuMjMxOQtOYW1lTWUuMjMyMAtOYW1lTWUuMjMyMQtOYW1lTWUuMjMyMgtOYW1lTWUuMjMyMwtOYW1lTWUuMjMyNAtOYW1lTWUuMjMyNQtOYW1lTWUuMjMyNgtOYW1lTWUuMjMyNwtOYW1lTWUuMjMyOAtOYW1lTWUuMjMyOQtOYW1lTWUuMjMzMAtOYW1lTWUuMjMzMQtOYW1lTWUuMjMzMgtOYW1lTWUuMjMzMwtOYW1lTWUuMjMzNAtOYW1lTWUuMjMzNQtOYW1lTWUuMjMzNgtOYW1lTWUuMjMzNwtOYW1lTWUuMjMzOAtOYW1lTWUuMjMzOQtOYW1lTWUuMjM0MAtOYW1lTWUuMjM0MQtOYW1lTWUuMjM0MgtOYW1lTWUuMjM0MwtOYW1lTWUuMjM0NAtOYW1lTWUuMjM0NQtOYW1lTWUuMjM0NgtOYW1lTWUuMjM0NwtOYW1lTWUuMjM0OAtOYW1lTWUuMjM0OQtOYW1lTWUuMjM1MAtOYW1lTWUuMjM1MQtOYW1lTWUuMjM1MgtOYW1lTWUuMjM1MwtOYW1lTWUuMjM1NAtOYW1lTWUuMjM1NQtOYW1lTWUuMjM1NgtOYW1lTWUuMjM1NwtOYW1lTWUuMjM1OAtOYW1lTWUuMjM1OQtOYW1lTWUuMjM2MAtOYW1lTWUuMjM2MQtOYW1lTWUuMjM2MgtOYW1lTWUuMjM2MwtOYW1lTWUuMjM2NAtOYW1lTWUuMjM2NQtOYW1lTWUuMjM2NgtOYW1lTWUuMjM2NwtOYW1lTWUuMjM2OAtOYW1lTWUuMjM2OQtOYW1lTWUuMjM3MAtOYW1lTWUuMjM3MQtOYW1lTWUuMjM3MgtOYW1lTWUuMjM3MwtOYW1lTWUuMjM3NAtOYW1lTWUuMjM3NQtOYW1lTWUuMjM3NgtOYW1lTWUuMjM3NwtOYW1lTWUuMjM3OAtOYW1lTWUuMjM3OQtOYW1lTWUuMjM4MAtOYW1lTWUuMjM4MQtOYW1lTWUuMjM4MgtOYW1lTWUuMjM4MwtOYW1lTWUuMjM4NAtOYW1lTWUuMjM4NQtOYW1lTWUuMjM4NgtOYW1lTWUuMjM4NwtOYW1lTWUuMjM4OAtOYW1lTWUuMjM4OQtOYW1lTWUuMjM5MAtOYW1lTWUuMjM5MQtOYW1lTWUuMjM5MgtOYW1lTWUuMjM5MwtOYW1lTWUuMjM5NAtOYW1lTWUuMjM5NQtOYW1lTWUuMjM5NgtOYW1lTWUuMjM5NwtOYW1lTWUuMjM5OAtOYW1lTWUuMjM5OQtOYW1lTWUuMjQwMAtOYW1lTWUuMjQwMQtOYW1lTWUuMjQwMgtOYW1lTWUuMjQwMwtOYW1lTWUuMjQwNAtOYW1lTWUuMjQwNQtOYW1lTWUuMjQwNgtOYW1lTWUuMjQwNwtOYW1lTWUuMjQwOAtOYW1lTWUuMjQwOQtOYW1lTWUuMjQxMAtOYW1lTWUuMjQxMQtOYW1lTWUuMjQxMgtOYW1lTWUuMjQxMwtOYW1lTWUuMjQxNAtOYW1lTWUuMjQxNQtOYW1lTWUuMjQxNgtOYW1lTWUuMjQxNwtOYW1lTWUuMjQxOAtOYW1lTWUuMjQxOQtOYW1lTWUuMjQyMAtOYW1lTWUuMjQyMQtOYW1lTWUuMjQyMgtOYW1lTWUuMjQyMwtOYW1lTWUuMjQyNAtOYW1lTWUuMjQyNQtOYW1lTWUuMjQyNgtOYW1lTWUuMjQyNwtOYW1lTWUuMjQyOAtOYW1lTWUuMjQyOQtOYW1lTWUuMjQzMAtOYW1lTWUuMjQzMQtOYW1lTWUuMjQzMgtOYW1lTWUuMjQzMwtOYW1lTWUuMjQzNAtOYW1lTWUuMjQzNQtOYW1lTWUuMjQzNgtOYW1lTWUuMjQzNwtOYW1lTWUuMjQzOAtOYW1lTWUuMjQzOQtOYW1lTWUuMjQ0MAtOYW1lTWUuMjQ0MQtOYW1lTWUuMjQ0MgtOYW1lTWUuMjQ0MwtOYW1lTWUuMjQ0NAtOYW1lTWUuMjQ0NQtOYW1lTWUuMjQ0NgtOYW1lTWUuMjQ0NwtOYW1lTWUuMjQ0OAtOYW1lTWUuMjQ0OQtOYW1lTWUuMjQ1MAtOYW1lTWUuMjQ1MQtOYW1lTWUuMjQ1MgtOYW1lTWUuMjQ1MwtOYW1lTWUuMjQ1NAtOYW1lTWUuMjQ1NQtOYW1lTWUuMjQ1NgtOYW1lTWUuMjQ1NwtOYW1lTWUuMjQ1OAtOYW1lTWUuMjQ1OQtOYW1lTWUuMjQ2MAtOYW1lTWUuMjQ2MQtOYW1lTWUuMjQ2MgtOYW1lTWUuMjQ2MwtOYW1lTWUuMjQ2NAtOYW1lTWUuMjQ2NQtOYW1lTWUuMjQ2NgtOYW1lTWUuMjQ2NwtOYW1lTWUuMjQ2OAtOYW1lTWUuMjQ2OQtOYW1lTWUuMjQ3MAtOYW1lTWUuMjQ3MQtOYW1lTWUuMjQ3MgtOYW1lTWUuMjQ3MwtOYW1lTWUuMjQ3NAtOYW1lTWUuMjQ3NQtOYW1lTWUuMjQ3NgtOYW1lTWUuMjQ3NwtOYW1lTWUuMjQ3OAtOYW1lTWUuMjQ3OQtOYW1lTWUuMjQ4MAtOYW1lTWUuMjQ4MQtOYW1lTWUuMjQ4MgtOYW1lTWUuMjQ4MwtOYW1lTWUuMjQ4NAtOYW1lTWUuMjQ4NQtOYW1lTWUuMjQ4NgtOYW1lTWUuMjQ4NwtOYW1lTWUuMjQ4OAtOYW1lTWUuMjQ4OQtOYW1lTWUuMjQ5MAtOYW1lTWUuMjQ5MQtOYW1lTWUuMjQ5MgtOYW1lTWUuMjQ5MwtOYW1lTWUuMjQ5NAtOYW1lTWUuMjQ5NQtOYW1lTWUuMjQ5NgtOYW1lTWUuMjQ5NwtOYW1lTWUuMjQ5OAtOYW1lTWUuMjQ5OQtOYW1lTWUuMjUwMAtOYW1lTWUuMjUwMQtOYW1lTWUuMjUwMgtOYW1lTWUuMjUwMwtOYW1lTWUuMjUwNAtOYW1lTWUuMjUwNQtOYW1lTWUuMjUwNgtOYW1lTWUuMjUwNwtOYW1lTWUuMjUwOAtOYW1lTWUuMjUwOQtOYW1lTWUuMjUxMAtOYW1lTWUuMjUxMQtOYW1lTWUuMjUxMgtOYW1lTWUuMjUxMwtOYW1lTWUuMjUxNAtOYW1lTWUuMjUxNQtOYW1lTWUuMjUxNgtOYW1lTWUuMjUxNwtOYW1lTWUuMjUxOAtOYW1lTWUuMjUxOQtOYW1lTWUuMjUyMAtOYW1lTWUuMjUyMQtOYW1lTWUuMjUyMgtOYW1lTWUuMjUyMwtOYW1lTWUuMjUyNAtOYW1lTWUuMjUyNQtOYW1lTWUuMjUyNgtOYW1lTWUuMjUyNwtOYW1lTWUuMjUyOAtOYW1lTWUuMjUyOQtOYW1lTWUuMjUzMAtOYW1lTWUuMjUzMQtOYW1lTWUuMjUzMgtOYW1lTWUuMjUzMwtOYW1lTWUuMjUzNAtOYW1lTWUuMjUzNQtOYW1lTWUuMjUzNgtOYW1lTWUuMjUzNwtOYW1lTWUuMjUzOAtOYW1lTWUuMjUzOQtOYW1lTWUuMjU0MAtOYW1lTWUuMjU0MQtOYW1lTWUuMjU0MgtOYW1lTWUuMjU0MwtOYW1lTWUuMjU0NAtOYW1lTWUuMjU0NQtOYW1lTWUuMjU0NgtOYW1lTWUuMjU0NwtOYW1lTWUuMjU0OAtOYW1lTWUuMjU0OQtOYW1lTWUuMjU1MAtOYW1lTWUuMjU1MQtOYW1lTWUuMjU1MgtOYW1lTWUuMjU1MwtOYW1lTWUuMjU1NAtOYW1lTWUuMjU1NQtOYW1lTWUuMjU1NgtOYW1lTWUuMjU1NwtOYW1lTWUuMjU1OAtOYW1lTWUuMjU1OQtOYW1lTWUuMjU2MAtOYW1lTWUuMjU2MQtOYW1lTWUuMjU2MgtOYW1lTWUuMjU2MwtOYW1lTWUuMjU2NAtOYW1lTWUuMjU2NQtOYW1lTWUuMjU2NgtOYW1lTWUuMjU2NwtOYW1lTWUuMjU2OAtOYW1lTWUuMjU2OQtOYW1lTWUuMjU3MAtOYW1lTWUuMjU3MQtOYW1lTWUuMjU3MgtOYW1lTWUuMjU3MwtOYW1lTWUuMjU3NAtOYW1lTWUuMjU3NQtOYW1lTWUuMjU3NgtOYW1lTWUuMjU3NwtOYW1lTWUuMjU3OAtOYW1lTWUuMjU3OQtOYW1lTWUuMjU4MAtOYW1lTWUuMjU4MQtOYW1lTWUuMjU4MgtOYW1lTWUuMjU4MwtOYW1lTWUuMjU4NAtOYW1lTWUuMjU4NQtOYW1lTWUuMjU4NgtOYW1lTWUuMjU4NwtOYW1lTWUuMjU4OAtOYW1lTWUuMjU4OQtOYW1lTWUuMjU5MAtOYW1lTWUuMjU5MQtOYW1lTWUuMjU5MgtOYW1lTWUuMjU5MwtOYW1lTWUuMjU5NAtOYW1lTWUuMjU5NQtOYW1lTWUuMjU5NgtOYW1lTWUuMjU5NwtOYW1lTWUuMjU5OAtOYW1lTWUuMjU5OQtOYW1lTWUuMjYwMAtOYW1lTWUuMjYwMQtOYW1lTWUuMjYwMgtOYW1lTWUuMjYwMwtOYW1lTWUuMjYwNAtOYW1lTWUuMjYwNQtOYW1lTWUuMjYwNgtOYW1lTWUuMjYwNwtOYW1lTWUuMjYwOAtOYW1lTWUuMjYwOQtOYW1lTWUuMjYxMAtOYW1lTWUuMjYxMQtOYW1lTWUuMjYxMgtOYW1lTWUuMjYxMwtOYW1lTWUuMjYxNAtOYW1lTWUuMjYxNQtOYW1lTWUuMjYxNgtOYW1lTWUuMjYxNwtOYW1lTWUuMjYxOAtOYW1lTWUuMjYxOQtOYW1lTWUuMjYyMAtOYW1lTWUuMjYyMQtOYW1lTWUuMjYyMgtOYW1lTWUuMjYyMwtOYW1lTWUuMjYyNAtOYW1lTWUuMjYyNQtOYW1lTWUuMjYyNgtOYW1lTWUuMjYyNwtOYW1lTWUuMjYyOAtOYW1lTWUuMjYyOQtOYW1lTWUuMjYzMAtOYW1lTWUuMjYzMQtOYW1lTWUuMjYzMgtOYW1lTWUuMjYzMwtOYW1lTWUuMjYzNAtOYW1lTWUuMjYzNQtOYW1lTWUuMjYzNgtOYW1lTWUuMjYzNwtOYW1lTWUuMjYzOAtOYW1lTWUuMjYzOQtOYW1lTWUuMjY0MAtOYW1lTWUuMjY0MQtOYW1lTWUuMjY0MgtOYW1lTWUuMjY0MwtOYW1lTWUuMjY0NAtOYW1lTWUuMjY0NQtOYW1lTWUuMjY0NgtOYW1lTWUuMjY0NwtOYW1lTWUuMjY0OAtOYW1lTWUuMjY0OQtOYW1lTWUuMjY1MAtOYW1lTWUuMjY1MQtOYW1lTWUuMjY1MgtOYW1lTWUuMjY1MwtOYW1lTWUuMjY1NAtOYW1lTWUuMjY1NQtOYW1lTWUuMjY1NgtOYW1lTWUuMjY1NwtOYW1lTWUuMjY1OAtOYW1lTWUuMjY1OQtOYW1lTWUuMjY2MAtOYW1lTWUuMjY2MQtOYW1lTWUuMjY2MgtOYW1lTWUuMjY2MwtOYW1lTWUuMjY2NAtOYW1lTWUuMjY2NQtOYW1lTWUuMjY2NgtOYW1lTWUuMjY2NwtOYW1lTWUuMjY2OAtOYW1lTWUuMjY2OQtOYW1lTWUuMjY3MAtOYW1lTWUuMjY3MQtOYW1lTWUuMjY3MgtOYW1lTWUuMjY3MwtOYW1lTWUuMjY3NAtOYW1lTWUuMjY3NQtOYW1lTWUuMjY3NgtOYW1lTWUuMjY3NwtOYW1lTWUuMjY3OAtOYW1lTWUuMjY3OQtOYW1lTWUuMjY4MAtOYW1lTWUuMjY4MQtOYW1lTWUuMjY4MgtOYW1lTWUuMjY4MwtOYW1lTWUuMjY4NAtOYW1lTWUuMjY4NQtOYW1lTWUuMjY4NgtOYW1lTWUuMjY4NwtOYW1lTWUuMjY4OAtOYW1lTWUuMjY4OQtOYW1lTWUuMjY5MAtOYW1lTWUuMjY5MQtOYW1lTWUuMjY5MgtOYW1lTWUuMjY5MwtOYW1lTWUuMjY5NAtOYW1lTWUuMjY5NQtOYW1lTWUuMjY5NgtOYW1lTWUuMjY5NwtOYW1lTWUuMjY5OAtOYW1lTWUuMjY5OQtOYW1lTWUuMjcwMAtOYW1lTWUuMjcwMQtOYW1lTWUuMjcwMgtOYW1lTWUuMjcwMwtOYW1lTWUuMjcwNAtOYW1lTWUuMjcwNQtOYW1lTWUuMjcwNgtOYW1lTWUuMjcwNwtOYW1lTWUuMjcwOAtOYW1lTWUuMjcwOQtOYW1lTWUuMjcxMAtOYW1lTWUuMjcxMQtOYW1lTWUuMjcxMgtOYW1lTWUuMjcxMwtOYW1lTWUuMjcxNAtOYW1lTWUuMjcxNQtOYW1lTWUuMjcxNgtOYW1lTWUuMjcxNwtOYW1lTWUuMjcxOAtOYW1lTWUuMjcxOQtOYW1lTWUuMjcyMAtOYW1lTWUuMjcyMQtOYW1lTWUuMjcyMgtOYW1lTWUuMjcyMwtOYW1lTWUuMjcyNAtOYW1lTWUuMjcyNQtOYW1lTWUuMjcyNgtOYW1lTWUuMjcyNwtOYW1lTWUuMjcyOAtOYW1lTWUuMjcyOQtOYW1lTWUuMjczMAtOYW1lTWUuMjczMQtOYW1lTWUuMjczMgtOYW1lTWUuMjczMwtOYW1lTWUuMjczNAtOYW1lTWUuMjczNQtOYW1lTWUuMjczNgtOYW1lTWUuMjczNwtOYW1lTWUuMjczOAtOYW1lTWUuMjczOQtOYW1lTWUuMjc0MAtOYW1lTWUuMjc0MQtOYW1lTWUuMjc0MgtOYW1lTWUuMjc0MwtOYW1lTWUuMjc0NAtOYW1lTWUuMjc0NQtOYW1lTWUuMjc0NgtOYW1lTWUuMjc0NwtOYW1lTWUuMjc0OAtOYW1lTWUuMjc0OQtOYW1lTWUuMjc1MAtOYW1lTWUuMjc1MQtOYW1lTWUuMjc1MgtOYW1lTWUuMjc1MwtOYW1lTWUuMjc1NAtOYW1lTWUuMjc1NQtOYW1lTWUuMjc1NgtOYW1lTWUuMjc1NwtOYW1lTWUuMjc1OAtOYW1lTWUuMjc1OQtOYW1lTWUuMjc2MAtOYW1lTWUuMjc2MQtOYW1lTWUuMjc2MgtOYW1lTWUuMjc2MwtOYW1lTWUuMjc2NAtOYW1lTWUuMjc2NQtOYW1lTWUuMjc2NgtOYW1lTWUuMjc2NwtOYW1lTWUuMjc2OAtOYW1lTWUuMjc2OQtOYW1lTWUuMjc3MAtOYW1lTWUuMjc3MQtOYW1lTWUuMjc3MgtOYW1lTWUuMjc3MwtOYW1lTWUuMjc3NAtOYW1lTWUuMjc3NQtOYW1lTWUuMjc3NgtOYW1lTWUuMjc3NwtOYW1lTWUuMjc3OAtOYW1lTWUuMjc3OQtOYW1lTWUuMjc4MAtOYW1lTWUuMjc4MQtOYW1lTWUuMjc4MgtOYW1lTWUuMjc4MwtOYW1lTWUuMjc4NAtOYW1lTWUuMjc4NQtOYW1lTWUuMjc4NgtOYW1lTWUuMjc4NwtOYW1lTWUuMjc4OAtOYW1lTWUuMjc4OQtOYW1lTWUuMjc5MAtOYW1lTWUuMjc5MQtOYW1lTWUuMjc5MgtOYW1lTWUuMjc5MwtOYW1lTWUuMjc5NAtOYW1lTWUuMjc5NQtOYW1lTWUuMjc5NgtOYW1lTWUuMjc5NwtOYW1lTWUuMjc5OAtOYW1lTWUuMjc5OQtOYW1lTWUuMjgwMAtOYW1lTWUuMjgwMQtOYW1lTWUuMjgwMgtOYW1lTWUuMjgwMwtOYW1lTWUuMjgwNAtOYW1lTWUuMjgwNQtOYW1lTWUuMjgwNgtOYW1lTWUuMjgwNwtOYW1lTWUuMjgwOAtOYW1lTWUuMjgwOQtOYW1lTWUuMjgxMAtOYW1lTWUuMjgxMQtOYW1lTWUuMjgxMgtOYW1lTWUuMjgxMwtOYW1lTWUuMjgxNAtOYW1lTWUuMjgxNQtOYW1lTWUuMjgxNgtOYW1lTWUuMjgxNwtOYW1lTWUuMjgxOAtOYW1lTWUuMjgxOQtOYW1lTWUuMjgyMAtOYW1lTWUuMjgyMQtOYW1lTWUuMjgyMgtOYW1lTWUuMjgyMwtOYW1lTWUuMjgyNAtOYW1lTWUuMjgyNQtOYW1lTWUuMjgyNgtOYW1lTWUuMjgyNwtOYW1lTWUuMjgyOAtOYW1lTWUuMjgyOQtOYW1lTWUuMjgzMAtOYW1lTWUuMjgzMQtOYW1lTWUuMjgzMgtOYW1lTWUuMjgzMwtOYW1lTWUuMjgzNAtOYW1lTWUuMjgzNQtOYW1lTWUuMjgzNgtOYW1lTWUuMjgzNwtOYW1lTWUuMjgzOAtOYW1lTWUuMjgzOQtOYW1lTWUuMjg0MAtOYW1lTWUuMjg0MQtOYW1lTWUuMjg0MgtOYW1lTWUuMjg0MwtOYW1lTWUuMjg0NAtOYW1lTWUuMjg0NQtOYW1lTWUuMjg0NgtOYW1lTWUuMjg0NwtOYW1lTWUuMjg0OAtOYW1lTWUuMjg0OQtOYW1lTWUuMjg1MAtOYW1lTWUuMjg1MQtOYW1lTWUuMjg1MgtOYW1lTWUuMjg1MwtOYW1lTWUuMjg1NAtOYW1lTWUuMjg1NQtOYW1lTWUuMjg1NgtOYW1lTWUuMjg1NwtOYW1lTWUuMjg1OAtOYW1lTWUuMjg1OQtOYW1lTWUuMjg2MAtOYW1lTWUuMjg2MQtOYW1lTWUuMjg2MgtOYW1lTWUuMjg2MwtOYW1lTWUuMjg2NAtOYW1lTWUuMjg2NQtOYW1lTWUuMjg2NgtOYW1lTWUuMjg2NwtOYW1lTWUuMjg2OAtOYW1lTWUuMjg2OQtOYW1lTWUuMjg3MAtOYW1lTWUuMjg3MQtOYW1lTWUuMjg3MgtOYW1lTWUuMjg3MwtOYW1lTWUuMjg3NAtOYW1lTWUuMjg3NQtOYW1lTWUuMjg3NgtOYW1lTWUuMjg3NwtOYW1lTWUuMjg3OAtOYW1lTWUuMjg3OQtOYW1lTWUuMjg4MAtOYW1lTWUuMjg4MQtOYW1lTWUuMjg4MgtOYW1lTWUuMjg4MwtOYW1lTWUuMjg4NAtOYW1lTWUuMjg4NQtOYW1lTWUuMjg4NgtOYW1lTWUuMjg4NwtOYW1lTWUuMjg4OAtOYW1lTWUuMjg4OQtOYW1lTWUuMjg5MAtOYW1lTWUuMjg5MQtOYW1lTWUuMjg5MgtOYW1lTWUuMjg5MwtOYW1lTWUuMjg5NAtOYW1lTWUuMjg5NQtOYW1lTWUuMjg5NgtOYW1lTWUuMjg5NwtOYW1lTWUuMjg5OAtOYW1lTWUuMjg5OQtOYW1lTWUuMjkwMAtOYW1lTWUuMjkwMQtOYW1lTWUuMjkwMgtOYW1lTWUuMjkwMwtOYW1lTWUuMjkwNAtOYW1lTWUuMjkwNQtOYW1lTWUuMjkwNgtOYW1lTWUuMjkwNwtOYW1lTWUuMjkwOAtOYW1lTWUuMjkwOQtOYW1lTWUuMjkxMAtOYW1lTWUuMjkxMQtOYW1lTWUuMjkxMgtOYW1lTWUuMjkxMwtOYW1lTWUuMjkxNAtOYW1lTWUuMjkxNQtOYW1lTWUuMjkxNgtOYW1lTWUuMjkxNwtOYW1lTWUuMjkxOAtOYW1lTWUuMjkxOQtOYW1lTWUuMjkyMAtOYW1lTWUuMjkyMQtOYW1lTWUuMjkyMgtOYW1lTWUuMjkyMwtOYW1lTWUuMjkyNAtOYW1lTWUuMjkyNQtOYW1lTWUuMjkyNgtOYW1lTWUuMjkyNwtOYW1lTWUuMjkyOAtOYW1lTWUuMjkyOQtOYW1lTWUuMjkzMAtOYW1lTWUuMjkzMQtOYW1lTWUuMjkzMgtOYW1lTWUuMjkzMwtOYW1lTWUuMjkzNAtOYW1lTWUuMjkzNQtOYW1lTWUuMjkzNgtOYW1lTWUuMjkzNwtOYW1lTWUuMjkzOAtOYW1lTWUuMjkzOQtOYW1lTWUuMjk0MAtOYW1lTWUuMjk0MQtOYW1lTWUuMjk0MgtOYW1lTWUuMjk0MwtOYW1lTWUuMjk0NAtOYW1lTWUuMjk0NQtOYW1lTWUuMjk0NgtOYW1lTWUuMjk0NwtOYW1lTWUuMjk0OAtOYW1lTWUuMjk0OQtOYW1lTWUuMjk1MAtOYW1lTWUuMjk1MQtOYW1lTWUuMjk1MgtOYW1lTWUuMjk1MwtOYW1lTWUuMjk1NAtOYW1lTWUuMjk1NQtOYW1lTWUuMjk1NgtOYW1lTWUuMjk1NwtOYW1lTWUuMjk1OAtOYW1lTWUuMjk1OQtOYW1lTWUuMjk2MAtOYW1lTWUuMjk2MQtOYW1lTWUuMjk2MgtOYW1lTWUuMjk2MwtOYW1lTWUuMjk2NAtOYW1lTWUuMjk2NQtOYW1lTWUuMjk2NgtOYW1lTWUuMjk2NwtOYW1lTWUuMjk2OAtOYW1lTWUuMjk2OQtOYW1lTWUuMjk3MAtOYW1lTWUuMjk3MQtOYW1lTWUuMjk3MgtOYW1lTWUuMjk3MwtOYW1lTWUuMjk3NAtOYW1lTWUuMjk3NQtOYW1lTWUuMjk3NgtOYW1lTWUuMjk3NwtOYW1lTWUuMjk3OAtOYW1lTWUuMjk3OQtOYW1lTWUuMjk4MAtOYW1lTWUuMjk4MQtOYW1lTWUuMjk4MgtOYW1lTWUuMjk4MwtOYW1lTWUuMjk4NAtOYW1lTWUuMjk4NQtOYW1lTWUuMjk4NgtOYW1lTWUuMjk4NwtOYW1lTWUuMjk4OAtOYW1lTWUuMjk4OQtOYW1lTWUuMjk5MAtOYW1lTWUuMjk5MQtOYW1lTWUuMjk5MgtOYW1lTWUuMjk5MwtOYW1lTWUuMjk5NAtOYW1lTWUuMjk5NQtOYW1lTWUuMjk5NgtOYW1lTWUuMjk5NwtOYW1lTWUuMjk5OAtOYW1lTWUuMjk5OQtOYW1lTWUuMzAwMAtOYW1lTWUuMzAwMQtOYW1lTWUuMzAwMgtOYW1lTWUuMzAwMwtOYW1lTWUuMzAwNAtOYW1lTWUuMzAwNQtOYW1lTWUuMzAwNgtOYW1lTWUuMzAwNwtOYW1lTWUuMzAwOAtOYW1lTWUuMzAwOQtOYW1lTWUuMzAxMAtOYW1lTWUuMzAxMQtOYW1lTWUuMzAxMgtOYW1lTWUuMzAxMwtOYW1lTWUuMzAxNAtOYW1lTWUuMzAxNQtOYW1lTWUuMzAxNgtOYW1lTWUuMzAxNwtOYW1lTWUuMzAxOAtOYW1lTWUuMzAxOQtOYW1lTWUuMzAyMAtOYW1lTWUuMzAyMQtOYW1lTWUuMzAyMgtOYW1lTWUuMzAyMwtOYW1lTWUuMzAyNAtOYW1lTWUuMzAyNQtOYW1lTWUuMzAyNgtOYW1lTWUuMzAyNwtOYW1lTWUuMzAyOAtOYW1lTWUuMzAyOQtOYW1lTWUuMzAzMAtOYW1lTWUuMzAzMQtOYW1lTWUuMzAzMgtOYW1lTWUuMzAzMwtOYW1lTWUuMzAzNAtOYW1lTWUuMzAzNQtOYW1lTWUuMzAzNgtOYW1lTWUuMzAzNwtOYW1lTWUuMzAzOAtOYW1lTWUuMzAzOQtOYW1lTWUuMzA0MAtOYW1lTWUuMzA0MQtOYW1lTWUuMzA0MgtOYW1lTWUuMzA0MwtOYW1lTWUuMzA0NAtOYW1lTWUuMzA0NQtOYW1lTWUuMzA0NgtOYW1lTWUuMzA0NwtOYW1lTWUuMzA0OAtOYW1lTWUuMzA0OQtOYW1lTWUuMzA1MAtOYW1lTWUuMzA1MQtOYW1lTWUuMzA1MgtOYW1lTWUuMzA1MwtOYW1lTWUuMzA1NAtOYW1lTWUuMzA1NQtOYW1lTWUuMzA1NgtOYW1lTWUuMzA1NwtOYW1lTWUuMzA1OAtOYW1lTWUuMzA1OQtOYW1lTWUuMzA2MAtOYW1lTWUuMzA2MQtOYW1lTWUuMzA2MgtOYW1lTWUuMzA2MwtOYW1lTWUuMzA2NAtOYW1lTWUuMzA2NQtOYW1lTWUuMzA2NgtOYW1lTWUuMzA2NwtOYW1lTWUuMzA2OAtOYW1lTWUuMzA2OQtOYW1lTWUuMzA3MAtOYW1lTWUuMzA3MQtOYW1lTWUuMzA3MgtOYW1lTWUuMzA3MwtOYW1lTWUuMzA3NAtOYW1lTWUuMzA3NQtOYW1lTWUuMzA3NgtOYW1lTWUuMzA3NwtOYW1lTWUuMzA3OAtOYW1lTWUuMzA3OQtOYW1lTWUuMzA4MAtOYW1lTWUuMzA4MQtOYW1lTWUuMzA4MgtOYW1lTWUuMzA4MwtOYW1lTWUuMzA4NAtOYW1lTWUuMzA4NQtOYW1lTWUuMzA4NgtOYW1lTWUuMzA4NwtOYW1lTWUuMzA4OAtOYW1lTWUuMzA4OQtOYW1lTWUuMzA5MAtOYW1lTWUuMzA5MQtOYW1lTWUuMzA5MgtOYW1lTWUuMzA5MwtOYW1lTWUuMzA5NAtOYW1lTWUuMzA5NQtOYW1lTWUuMzA5NgtOYW1lTWUuMzA5NwtOYW1lTWUuMzA5OAtOYW1lTWUuMzA5OQtOYW1lTWUuMzEwMAtOYW1lTWUuMzEwMQtOYW1lTWUuMzEwMgtOYW1lTWUuMzEwMwtOYW1lTWUuMzEwNAtOYW1lTWUuMzEwNQtOYW1lTWUuMzEwNgtOYW1lTWUuMzEwNwtOYW1lTWUuMzEwOAtOYW1lTWUuMzEwOQtOYW1lTWUuMzExMAtOYW1lTWUuMzExMQtOYW1lTWUuMzExMgtOYW1lTWUuMzExMwtOYW1lTWUuMzExNAtOYW1lTWUuMzExNQtOYW1lTWUuMzExNgtOYW1lTWUuMzExNwtOYW1lTWUuMzExOAtOYW1lTWUuMzExOQtOYW1lTWUuMzEyMAtOYW1lTWUuMzEyMQtOYW1lTWUuMzEyMgtOYW1lTWUuMzEyMwtOYW1lTWUuMzEyNAtOYW1lTWUuMzEyNQtOYW1lTWUuMzEyNgtOYW1lTWUuMzEyNwtOYW1lTWUuMzEyOAtOYW1lTWUuMzEyOQtOYW1lTWUuMzEzMAtOYW1lTWUuMzEzMQtOYW1lTWUuMzEzMgtOYW1lTWUuMzEzMwtOYW1lTWUuMzEzNAtOYW1lTWUuMzEzNQtOYW1lTWUuMzEzNgtOYW1lTWUuMzEzNwtOYW1lTWUuMzEzOAtOYW1lTWUuMzEzOQtOYW1lTWUuMzE0MAtOYW1lTWUuMzE0MQtOYW1lTWUuMzE0MgtOYW1lTWUuMzE0MwtOYW1lTWUuMzE0NAtOYW1lTWUuMzE0NQtOYW1lTWUuMzE0NgtOYW1lTWUuMzE0NwtOYW1lTWUuMzE0OAtOYW1lTWUuMzE0OQtOYW1lTWUuMzE1MAtOYW1lTWUuMzE1MQtOYW1lTWUuMzE1MgtOYW1lTWUuMzE1MwtOYW1lTWUuMzE1NAtOYW1lTWUuMzE1NQtOYW1lTWUuMzE1NgtOYW1lTWUuMzE1NwtOYW1lTWUuMzE1OAtOYW1lTWUuMzE1OQtOYW1lTWUuMzE2MAtOYW1lTWUuMzE2MQtOYW1lTWUuMzE2MgtOYW1lTWUuMzE2MwtOYW1lTWUuMzE2NAtOYW1lTWUuMzE2NQtOYW1lTWUuMzE2NgtOYW1lTWUuMzE2NwtOYW1lTWUuMzE2OAtOYW1lTWUuMzE2OQtOYW1lTWUuMzE3MAtOYW1lTWUuMzE3MQtOYW1lTWUuMzE3MgtOYW1lTWUuMzE3MwtOYW1lTWUuMzE3NAtOYW1lTWUuMzE3NQtOYW1lTWUuMzE3NgtOYW1lTWUuMzE3NwtOYW1lTWUuMzE3OAtOYW1lTWUuMzE3OQtOYW1lTWUuMzE4MAtOYW1lTWUuMzE4MQtOYW1lTWUuMzE4MgtOYW1lTWUuMzE4MwtOYW1lTWUuMzE4NAtOYW1lTWUuMzE4NQtOYW1lTWUuMzE4NgtOYW1lTWUuMzE4NwtOYW1lTWUuMzE4OAtOYW1lTWUuMzE4OQtOYW1lTWUuMzE5MAtOYW1lTWUuMzE5MQtOYW1lTWUuMzE5MgtOYW1lTWUuMzE5MwtOYW1lTWUuMzE5NAtOYW1lTWUuMzE5NQtOYW1lTWUuMzE5NgtOYW1lTWUuMzE5NwtOYW1lTWUuMzE5OAtOYW1lTWUuMzE5OQtOYW1lTWUuMzIwMAtOYW1lTWUuMzIwMQtOYW1lTWUuMzIwMgtOYW1lTWUuMzIwMwtOYW1lTWUuMzIwNAtOYW1lTWUuMzIwNQtOYW1lTWUuMzIwNgtOYW1lTWUuMzIwNwtOYW1lTWUuMzIwOAtOYW1lTWUuMzIwOQtOYW1lTWUuMzIxMAtOYW1lTWUuMzIxMQtOYW1lTWUuMzIxMgtOYW1lTWUuMzIxMwtOYW1lTWUuMzIxNAtOYW1lTWUuMzIxNQtOYW1lTWUuMzIxNgtOYW1lTWUuMzIxNwtOYW1lTWUuMzIxOAtOYW1lTWUuMzIxOQtOYW1lTWUuMzIyMAtOYW1lTWUuMzIyMQtOYW1lTWUuMzIyMgtOYW1lTWUuMzIyMwtOYW1lTWUuMzIyNAtOYW1lTWUuMzIyNQtOYW1lTWUuMzIyNgtOYW1lTWUuMzIyNwtOYW1lTWUuMzIyOAtOYW1lTWUuMzIyOQtOYW1lTWUuMzIzMAtOYW1lTWUuMzIzMQtOYW1lTWUuMzIzMgtOYW1lTWUuMzIzMwtOYW1lTWUuMzIzNAtOYW1lTWUuMzIzNQtOYW1lTWUuMzIzNgtOYW1lTWUuMzIzNwtOYW1lTWUuMzIzOAtOYW1lTWUuMzIzOQtOYW1lTWUuMzI0MAtOYW1lTWUuMzI0MQtOYW1lTWUuMzI0MgtOYW1lTWUuMzI0MwtOYW1lTWUuMzI0NAtOYW1lTWUuMzI0NQtOYW1lTWUuMzI0NgtOYW1lTWUuMzI0NwtOYW1lTWUuMzI0OAtOYW1lTWUuMzI0OQtOYW1lTWUuMzI1MAtOYW1lTWUuMzI1MQtOYW1lTWUuMzI1MgtOYW1lTWUuMzI1MwtOYW1lTWUuMzI1NAtOYW1lTWUuMzI1NQtOYW1lTWUuMzI1NgtOYW1lTWUuMzI1NwtOYW1lTWUuMzI1OAtOYW1lTWUuMzI1OQtOYW1lTWUuMzI2MAtOYW1lTWUuMzI2MQtOYW1lTWUuMzI2MgtOYW1lTWUuMzI2MwtOYW1lTWUuMzI2NAtOYW1lTWUuMzI2NQtOYW1lTWUuMzI2NgtOYW1lTWUuMzI2NwtOYW1lTWUuMzI2OAtOYW1lTWUuMzI2OQtOYW1lTWUuMzI3MAtOYW1lTWUuMzI3MQtOYW1lTWUuMzI3MgtOYW1lTWUuMzI3MwtOYW1lTWUuMzI3NAtOYW1lTWUuMzI3NQtOYW1lTWUuMzI3NgtOYW1lTWUuMzI3NwtOYW1lTWUuMzI3OAtOYW1lTWUuMzI3OQtOYW1lTWUuMzI4MAtOYW1lTWUuMzI4MQtOYW1lTWUuMzI4MgtOYW1lTWUuMzI4MwtOYW1lTWUuMzI4NAtOYW1lTWUuMzI4NQtOYW1lTWUuMzI4NgtOYW1lTWUuMzI4NwtOYW1lTWUuMzI4OAtOYW1lTWUuMzI4OQtOYW1lTWUuMzI5MAtOYW1lTWUuMzI5MQtOYW1lTWUuMzI5MgtOYW1lTWUuMzI5MwtOYW1lTWUuMzI5NAtOYW1lTWUuMzI5NQtOYW1lTWUuMzI5NgtOYW1lTWUuMzI5NwtOYW1lTWUuMzI5OAtOYW1lTWUuMzI5OQtOYW1lTWUuMzMwMAtOYW1lTWUuMzMwMQtOYW1lTWUuMzMwMgtOYW1lTWUuMzMwMwtOYW1lTWUuMzMwNAtOYW1lTWUuMzMwNQtOYW1lTWUuMzMwNgtOYW1lTWUuMzMwNwtOYW1lTWUuMzMwOAtOYW1lTWUuMzMwOQtOYW1lTWUuMzMxMAtOYW1lTWUuMzMxMQtOYW1lTWUuMzMxMgtOYW1lTWUuMzMxMwtOYW1lTWUuMzMxNAtOYW1lTWUuMzMxNQtOYW1lTWUuMzMxNgtOYW1lTWUuMzMxNwtOYW1lTWUuMzMxOAtOYW1lTWUuMzMxOQtOYW1lTWUuMzMyMAtOYW1lTWUuMzMyMQtOYW1lTWUuMzMyMgtOYW1lTWUuMzMyMwtOYW1lTWUuMzMyNAtOYW1lTWUuMzMyNQtOYW1lTWUuMzMyNgtOYW1lTWUuMzMyNwtOYW1lTWUuMzMyOAtOYW1lTWUuMzMyOQtOYW1lTWUuMzMzMAtOYW1lTWUuMzMzMQtOYW1lTWUuMzMzMgtOYW1lTWUuMzMzMwtOYW1lTWUuMzMzNAtOYW1lTWUuMzMzNQtOYW1lTWUuMzMzNgtOYW1lTWUuMzMzNwtOYW1lTWUuMzMzOAtOYW1lTWUuMzMzOQtOYW1lTWUuMzM0MAtOYW1lTWUuMzM0MQtOYW1lTWUuMzM0MgtOYW1lTWUuMzM0MwtOYW1lTWUuMzM0NAtOYW1lTWUuMzM0NQtOYW1lTWUuMzM0NgtOYW1lTWUuMzM0NwtOYW1lTWUuMzM0OAtOYW1lTWUuMzM0OQtOYW1lTWUuMzM1MAtOYW1lTWUuMzM1MQtOYW1lTWUuMzM1MgtOYW1lTWUuMzM1MwtOYW1lTWUuMzM1NAtOYW1lTWUuMzM1NQtOYW1lTWUuMzM1NgtOYW1lTWUuMzM1NwtOYW1lTWUuMzM1OAtOYW1lTWUuMzM1OQtOYW1lTWUuMzM2MAtOYW1lTWUuMzM2MQtOYW1lTWUuMzM2MgtOYW1lTWUuMzM2MwtOYW1lTWUuMzM2NAtOYW1lTWUuMzM2NQtOYW1lTWUuMzM2NgtOYW1lTWUuMzM2NwtOYW1lTWUuMzM2OAtOYW1lTWUuMzM2OQtOYW1lTWUuMzM3MAtOYW1lTWUuMzM3MQtOYW1lTWUuMzM3MgtOYW1lTWUuMzM3MwtOYW1lTWUuMzM3NAtOYW1lTWUuMzM3NQtOYW1lTWUuMzM3NgtOYW1lTWUuMzM3NwtOYW1lTWUuMzM3OAtOYW1lTWUuMzM3OQtOYW1lTWUuMzM4MAtOYW1lTWUuMzM4MQtOYW1lTWUuMzM4MgtOYW1lTWUuMzM4MwtOYW1lTWUuMzM4NAtOYW1lTWUuMzM4NQtOYW1lTWUuMzM4NgtOYW1lTWUuMzM4NwtOYW1lTWUuMzM4OAtOYW1lTWUuMzM4OQtOYW1lTWUuMzM5MAtOYW1lTWUuMzM5MQtOYW1lTWUuMzM5MgtOYW1lTWUuMzM5MwtOYW1lTWUuMzM5NAtOYW1lTWUuMzM5NQtOYW1lTWUuMzM5NgtOYW1lTWUuMzM5NwtOYW1lTWUuMzM5OAtOYW1lTWUuMzM5OQtOYW1lTWUuMzQwMAtOYW1lTWUuMzQwMQtOYW1lTWUuMzQwMgtOYW1lTWUuMzQwMwtOYW1lTWUuMzQwNAtOYW1lTWUuMzQwNQtOYW1lTWUuMzQwNgtOYW1lTWUuMzQwNwtOYW1lTWUuMzQwOAtOYW1lTWUuMzQwOQtOYW1lTWUuMzQxMAtOYW1lTWUuMzQxMQtOYW1lTWUuMzQxMgtOYW1lTWUuMzQxMwtOYW1lTWUuMzQxNAtOYW1lTWUuMzQxNQtOYW1lTWUuMzQxNgtOYW1lTWUuMzQxNwtOYW1lTWUuMzQxOAtOYW1lTWUuMzQxOQtOYW1lTWUuMzQyMAtOYW1lTWUuMzQyMQtOYW1lTWUuMzQyMgtOYW1lTWUuMzQyMwtOYW1lTWUuMzQyNAtOYW1lTWUuMzQyNQtOYW1lTWUuMzQyNgtOYW1lTWUuMzQyNwtOYW1lTWUuMzQyOAtOYW1lTWUuMzQyOQtOYW1lTWUuMzQzMAtOYW1lTWUuMzQzMQtOYW1lTWUuMzQzMgtOYW1lTWUuMzQzMwtOYW1lTWUuMzQzNAtOYW1lTWUuMzQzNQtOYW1lTWUuMzQzNgtOYW1lTWUuMzQzNwtOYW1lTWUuMzQzOAtOYW1lTWUuMzQzOQtOYW1lTWUuMzQ0MAtOYW1lTWUuMzQ0MQtOYW1lTWUuMzQ0MgtOYW1lTWUuMzQ0MwtOYW1lTWUuMzQ0NAtOYW1lTWUuMzQ0NQtOYW1lTWUuMzQ0NgtOYW1lTWUuMzQ0NwtOYW1lTWUuMzQ0OAtOYW1lTWUuMzQ0OQtOYW1lTWUuMzQ1MAtOYW1lTWUuMzQ1MQtOYW1lTWUuMzQ1MgtOYW1lTWUuMzQ1MwtOYW1lTWUuMzQ1NAtOYW1lTWUuMzQ1NQtOYW1lTWUuMzQ1NgtOYW1lTWUuMzQ1NwtOYW1lTWUuMzQ1OAtOYW1lTWUuMzQ1OQtOYW1lTWUuMzQ2MAtOYW1lTWUuMzQ2MQtOYW1lTWUuMzQ2MgtOYW1lTWUuMzQ2MwtOYW1lTWUuMzQ2NAtOYW1lTWUuMzQ2NQtOYW1lTWUuMzQ2NgtOYW1lTWUuMzQ2NwtOYW1lTWUuMzQ2OAtOYW1lTWUuMzQ2OQtOYW1lTWUuMzQ3MAtOYW1lTWUuMzQ3MQtOYW1lTWUuMzQ3MgtOYW1lTWUuMzQ3MwtOYW1lTWUuMzQ3NAtOYW1lTWUuMzQ3NQtOYW1lTWUuMzQ3NgtOYW1lTWUuMzQ3NwtOYW1lTWUuMzQ3OAtOYW1lTWUuMzQ3OQtOYW1lTWUuMzQ4MAtOYW1lTWUuMzQ4MQtOYW1lTWUuMzQ4MgtOYW1lTWUuMzQ4MwtOYW1lTWUuMzQ4NAtOYW1lTWUuMzQ4NQtOYW1lTWUuMzQ4NgtOYW1lTWUuMzQ4NwtOYW1lTWUuMzQ4OAtOYW1lTWUuMzQ4OQtOYW1lTWUuMzQ5MAtOYW1lTWUuMzQ5MQtOYW1lTWUuMzQ5MgtOYW1lTWUuMzQ5MwtOYW1lTWUuMzQ5NAtOYW1lTWUuMzQ5NQtOYW1lTWUuMzQ5NgtOYW1lTWUuMzQ5NwtOYW1lTWUuMzQ5OAtOYW1lTWUuMzQ5OQtOYW1lTWUuMzUwMAtOYW1lTWUuMzUwMQtOYW1lTWUuMzUwMgtOYW1lTWUuMzUwMwtOYW1lTWUuMzUwNAtOYW1lTWUuMzUwNQtOYW1lTWUuMzUwNgtOYW1lTWUuMzUwNwtOYW1lTWUuMzUwOAtOYW1lTWUuMzUwOQtOYW1lTWUuMzUxMAtOYW1lTWUuMzUxMQtOYW1lTWUuMzUxMgtOYW1lTWUuMzUxMwtOYW1lTWUuMzUxNAtOYW1lTWUuMzUxNQtOYW1lTWUuMzUxNgtOYW1lTWUuMzUxNwtOYW1lTWUuMzUxOAtOYW1lTWUuMzUxOQtOYW1lTWUuMzUyMAtOYW1lTWUuMzUyMQtOYW1lTWUuMzUyMgtOYW1lTWUuMzUyMwtOYW1lTWUuMzUyNAtOYW1lTWUuMzUyNQtOYW1lTWUuMzUyNgtOYW1lTWUuMzUyNwtOYW1lTWUuMzUyOAtOYW1lTWUuMzUyOQtOYW1lTWUuMzUzMAtOYW1lTWUuMzUzMQtOYW1lTWUuMzUzMgtOYW1lTWUuMzUzMwtOYW1lTWUuMzUzNAtOYW1lTWUuMzUzNQtOYW1lTWUuMzUzNgtOYW1lTWUuMzUzNwtOYW1lTWUuMzUzOAtOYW1lTWUuMzUzOQtOYW1lTWUuMzU0MAtOYW1lTWUuMzU0MQtOYW1lTWUuMzU0MgtOYW1lTWUuMzU0MwtOYW1lTWUuMzU0NAtOYW1lTWUuMzU0NQtOYW1lTWUuMzU0NgtOYW1lTWUuMzU0NwtOYW1lTWUuMzU0OAtOYW1lTWUuMzU0OQtOYW1lTWUuMzU1MAtOYW1lTWUuMzU1MQtOYW1lTWUuMzU1MgtOYW1lTWUuMzU1MwtOYW1lTWUuMzU1NAtOYW1lTWUuMzU1NQtOYW1lTWUuMzU1NgtOYW1lTWUuMzU1NwtOYW1lTWUuMzU1OAtOYW1lTWUuMzU1OQtOYW1lTWUuMzU2MAtOYW1lTWUuMzU2MQtOYW1lTWUuMzU2MgtOYW1lTWUuMzU2MwtOYW1lTWUuMzU2NAtOYW1lTWUuMzU2NQtOYW1lTWUuMzU2NgtOYW1lTWUuMzU2NwtOYW1lTWUuMzU2OAtOYW1lTWUuMzU2OQtOYW1lTWUuMzU3MAtOYW1lTWUuMzU3MQtOYW1lTWUuMzU3MgtOYW1lTWUuMzU3MwtOYW1lTWUuMzU3NAtOYW1lTWUuMzU3NQtOYW1lTWUuMzU3NgtOYW1lTWUuMzU3NwtOYW1lTWUuMzU3OAtOYW1lTWUuMzU3OQtOYW1lTWUuMzU4MAtOYW1lTWUuMzU4MQtOYW1lTWUuMzU4MgtOYW1lTWUuMzU4MwtOYW1lTWUuMzU4NAtOYW1lTWUuMzU4NQtOYW1lTWUuMzU4NgtOYW1lTWUuMzU4NwtOYW1lTWUuMzU4OAtOYW1lTWUuMzU4OQtOYW1lTWUuMzU5MAtOYW1lTWUuMzU5MQtOYW1lTWUuMzU5MgtOYW1lTWUuMzU5MwtOYW1lTWUuMzU5NAtOYW1lTWUuMzU5NQtOYW1lTWUuMzU5NgtOYW1lTWUuMzU5NwtOYW1lTWUuMzU5OAtOYW1lTWUuMzU5OQtOYW1lTWUuMzYwMAtOYW1lTWUuMzYwMQtOYW1lTWUuMzYwMgtOYW1lTWUuMzYwMwtOYW1lTWUuMzYwNAtOYW1lTWUuMzYwNQtOYW1lTWUuMzYwNgtOYW1lTWUuMzYwNwtOYW1lTWUuMzYwOAtOYW1lTWUuMzYwOQtOYW1lTWUuMzYxMAtOYW1lTWUuMzYxMQtOYW1lTWUuMzYxMgtOYW1lTWUuMzYxMwtOYW1lTWUuMzYxNAtOYW1lTWUuMzYxNQtOYW1lTWUuMzYxNgtOYW1lTWUuMzYxNwtOYW1lTWUuMzYxOAtOYW1lTWUuMzYxOQtOYW1lTWUuMzYyMAtOYW1lTWUuMzYyMQtOYW1lTWUuMzYyMgtOYW1lTWUuMzYyMwtOYW1lTWUuMzYyNAtOYW1lTWUuMzYyNQtOYW1lTWUuMzYyNgtOYW1lTWUuMzYyNwtOYW1lTWUuMzYyOAtOYW1lTWUuMzYyOQtOYW1lTWUuMzYzMAtOYW1lTWUuMzYzMQtOYW1lTWUuMzYzMgtOYW1lTWUuMzYzMwtOYW1lTWUuMzYzNAtOYW1lTWUuMzYzNQtOYW1lTWUuMzYzNgtOYW1lTWUuMzYzNwtOYW1lTWUuMzYzOAtOYW1lTWUuMzYzOQtOYW1lTWUuMzY0MAtOYW1lTWUuMzY0MQtOYW1lTWUuMzY0MgtOYW1lTWUuMzY0MwtOYW1lTWUuMzY0NAtOYW1lTWUuMzY0NQtOYW1lTWUuMzY0NgtOYW1lTWUuMzY0NwtOYW1lTWUuMzY0OAtOYW1lTWUuMzY0OQtOYW1lTWUuMzY1MAtOYW1lTWUuMzY1MQtOYW1lTWUuMzY1MgtOYW1lTWUuMzY1MwtOYW1lTWUuMzY1NAtOYW1lTWUuMzY1NQtOYW1lTWUuMzY1NgtOYW1lTWUuMzY1NwtOYW1lTWUuMzY1OAtOYW1lTWUuMzY1OQtOYW1lTWUuMzY2MAtOYW1lTWUuMzY2MQtOYW1lTWUuMzY2MgtOYW1lTWUuMzY2MwtOYW1lTWUuMzY2NAtOYW1lTWUuMzY2NQtOYW1lTWUuMzY2NgtOYW1lTWUuMzY2NwtOYW1lTWUuMzY2OAtOYW1lTWUuMzY2OQtOYW1lTWUuMzY3MAtOYW1lTWUuMzY3MQtOYW1lTWUuMzY3MgtOYW1lTWUuMzY3MwtOYW1lTWUuMzY3NAtOYW1lTWUuMzY3NQtOYW1lTWUuMzY3NgtOYW1lTWUuMzY3NwtOYW1lTWUuMzY3OAtOYW1lTWUuMzY3OQtOYW1lTWUuMzY4MAtOYW1lTWUuMzY4MQtOYW1lTWUuMzY4MgtOYW1lTWUuMzY4MwtOYW1lTWUuMzY4NAtOYW1lTWUuMzY4NQtOYW1lTWUuMzY4NgtOYW1lTWUuMzY4NwtOYW1lTWUuMzY4OAtOYW1lTWUuMzY4OQtOYW1lTWUuMzY5MAtOYW1lTWUuMzY5MQtOYW1lTWUuMzY5MgtOYW1lTWUuMzY5MwtOYW1lTWUuMzY5NAtOYW1lTWUuMzY5NQtOYW1lTWUuMzY5NgtOYW1lTWUuMzY5NwtOYW1lTWUuMzY5OAtOYW1lTWUuMzY5OQtOYW1lTWUuMzcwMAtOYW1lTWUuMzcwMQtOYW1lTWUuMzcwMgtOYW1lTWUuMzcwMwtOYW1lTWUuMzcwNAtOYW1lTWUuMzcwNQtOYW1lTWUuMzcwNgtOYW1lTWUuMzcwNwtOYW1lTWUuMzcwOAtOYW1lTWUuMzcwOQtOYW1lTWUuMzcxMAtOYW1lTWUuMzcxMQtOYW1lTWUuMzcxMgtOYW1lTWUuMzcxMwtOYW1lTWUuMzcxNAtOYW1lTWUuMzcxNQtOYW1lTWUuMzcxNgtOYW1lTWUuMzcxNwtOYW1lTWUuMzcxOAtOYW1lTWUuMzcxOQtOYW1lTWUuMzcyMAtOYW1lTWUuMzcyMQtOYW1lTWUuMzcyMgtOYW1lTWUuMzcyMwtOYW1lTWUuMzcyNAtOYW1lTWUuMzcyNQtOYW1lTWUuMzcyNgtOYW1lTWUuMzcyNwtOYW1lTWUuMzcyOAtOYW1lTWUuMzcyOQtOYW1lTWUuMzczMAtOYW1lTWUuMzczMQtOYW1lTWUuMzczMgtOYW1lTWUuMzczMwtOYW1lTWUuMzczNAtOYW1lTWUuMzczNQtOYW1lTWUuMzczNgtOYW1lTWUuMzczNwtOYW1lTWUuMzczOAtOYW1lTWUuMzczOQtOYW1lTWUuMzc0MAtOYW1lTWUuMzc0MQtOYW1lTWUuMzc0MgtOYW1lTWUuMzc0MwtOYW1lTWUuMzc0NAtOYW1lTWUuMzc0NQtOYW1lTWUuMzc0NgtOYW1lTWUuMzc0NwtOYW1lTWUuMzc0OAtOYW1lTWUuMzc0OQtOYW1lTWUuMzc1MAtOYW1lTWUuMzc1MQtOYW1lTWUuMzc1MgtOYW1lTWUuMzc1MwtOYW1lTWUuMzc1NAtOYW1lTWUuMzc1NQtOYW1lTWUuMzc1NgtOYW1lTWUuMzc1NwtOYW1lTWUuMzc1OAtOYW1lTWUuMzc1OQtOYW1lTWUuMzc2MAtOYW1lTWUuMzc2MQtOYW1lTWUuMzc2MgtOYW1lTWUuMzc2MwtOYW1lTWUuMzc2NAtOYW1lTWUuMzc2NQtOYW1lTWUuMzc2NgtOYW1lTWUuMzc2NwtOYW1lTWUuMzc2OAtOYW1lTWUuMzc2OQtOYW1lTWUuMzc3MAtOYW1lTWUuMzc3MQtOYW1lTWUuMzc3MgtOYW1lTWUuMzc3MwtOYW1lTWUuMzc3NAtOYW1lTWUuMzc3NQtOYW1lTWUuMzc3NgtOYW1lTWUuMzc3NwtOYW1lTWUuMzc3OAtOYW1lTWUuMzc3OQtOYW1lTWUuMzc4MAtOYW1lTWUuMzc4MQtOYW1lTWUuMzc4MgtOYW1lTWUuMzc4MwtOYW1lTWUuMzc4NAtOYW1lTWUuMzc4NQtOYW1lTWUuMzc4NgtOYW1lTWUuMzc4NwtOYW1lTWUuMzc4OAtOYW1lTWUuMzc4OQtOYW1lTWUuMzc5MAtOYW1lTWUuMzc5MQtOYW1lTWUuMzc5MgtOYW1lTWUuMzc5MwtOYW1lTWUuMzc5NAtOYW1lTWUuMzc5NQtOYW1lTWUuMzc5NgtOYW1lTWUuMzc5NwtOYW1lTWUuMzc5OAtOYW1lTWUuMzc5OQtOYW1lTWUuMzgwMAtOYW1lTWUuMzgwMQtOYW1lTWUuMzgwMgtOYW1lTWUuMzgwMwtOYW1lTWUuMzgwNAtOYW1lTWUuMzgwNQtOYW1lTWUuMzgwNgtOYW1lTWUuMzgwNwtOYW1lTWUuMzgwOAtOYW1lTWUuMzgwOQtOYW1lTWUuMzgxMAtOYW1lTWUuMzgxMQtOYW1lTWUuMzgxMgtOYW1lTWUuMzgxMwtOYW1lTWUuMzgxNAtOYW1lTWUuMzgxNQtOYW1lTWUuMzgxNgtOYW1lTWUuMzgxNwtOYW1lTWUuMzgxOAtOYW1lTWUuMzgxOQtOYW1lTWUuMzgyMAtOYW1lTWUuMzgyMQtOYW1lTWUuMzgyMgtOYW1lTWUuMzgyMwtOYW1lTWUuMzgyNAtOYW1lTWUuMzgyNQtOYW1lTWUuMzgyNgtOYW1lTWUuMzgyNwtOYW1lTWUuMzgyOAtOYW1lTWUuMzgyOQtOYW1lTWUuMzgzMAtOYW1lTWUuMzgzMQtOYW1lTWUuMzgzMgtOYW1lTWUuMzgzMwtOYW1lTWUuMzgzNAtOYW1lTWUuMzgzNQtOYW1lTWUuMzgzNgtOYW1lTWUuMzgzNwtOYW1lTWUuMzgzOAtOYW1lTWUuMzgzOQtOYW1lTWUuMzg0MAtOYW1lTWUuMzg0MQtOYW1lTWUuMzg0MgtOYW1lTWUuMzg0MwtOYW1lTWUuMzg0NAtOYW1lTWUuMzg0NQtOYW1lTWUuMzg0NgtOYW1lTWUuMzg0NwtOYW1lTWUuMzg0OAtOYW1lTWUuMzg0OQtOYW1lTWUuMzg1MAtOYW1lTWUuMzg1MQtOYW1lTWUuMzg1MgtOYW1lTWUuMzg1MwtOYW1lTWUuMzg1NAtOYW1lTWUuMzg1NQtOYW1lTWUuMzg1NgtOYW1lTWUuMzg1NwtOYW1lTWUuMzg1OAtOYW1lTWUuMzg1OQtOYW1lTWUuMzg2MAtOYW1lTWUuMzg2MQtOYW1lTWUuMzg2MgtOYW1lTWUuMzg2MwtOYW1lTWUuMzg2NAtOYW1lTWUuMzg2NQtOYW1lTWUuMzg2NgtOYW1lTWUuMzg2NwtOYW1lTWUuMzg2OAtOYW1lTWUuMzg2OQtOYW1lTWUuMzg3MAtOYW1lTWUuMzg3MQtOYW1lTWUuMzg3MgtOYW1lTWUuMzg3MwtOYW1lTWUuMzg3NAtOYW1lTWUuMzg3NQtOYW1lTWUuMzg3NgtOYW1lTWUuMzg3NwtOYW1lTWUuMzg3OAtOYW1lTWUuMzg3OQtOYW1lTWUuMzg4MAtOYW1lTWUuMzg4MQtOYW1lTWUuMzg4MgtOYW1lTWUuMzg4MwtOYW1lTWUuMzg4NAtOYW1lTWUuMzg4NQtOYW1lTWUuMzg4NgtOYW1lTWUuMzg4NwtOYW1lTWUuMzg4OAtOYW1lTWUuMzg4OQtOYW1lTWUuMzg5MAtOYW1lTWUuMzg5MQtOYW1lTWUuMzg5MgtOYW1lTWUuMzg5MwtOYW1lTWUuMzg5NAtOYW1lTWUuMzg5NQtOYW1lTWUuMzg5NgtOYW1lTWUuMzg5NwtOYW1lTWUuMzg5OAtOYW1lTWUuMzg5OQtOYW1lTWUuMzkwMAtOYW1lTWUuMzkwMQtOYW1lTWUuMzkwMgtOYW1lTWUuMzkwMwtOYW1lTWUuMzkwNAtOYW1lTWUuMzkwNQtOYW1lTWUuMzkwNgtOYW1lTWUuMzkwNwtOYW1lTWUuMzkwOAtOYW1lTWUuMzkwOQtOYW1lTWUuMzkxMAtOYW1lTWUuMzkxMQtOYW1lTWUuMzkxMgtOYW1lTWUuMzkxMwtOYW1lTWUuMzkxNAtOYW1lTWUuMzkxNQtOYW1lTWUuMzkxNgtOYW1lTWUuMzkxNwtOYW1lTWUuMzkxOAtOYW1lTWUuMzkxOQtOYW1lTWUuMzkyMAtOYW1lTWUuMzkyMQtOYW1lTWUuMzkyMgtOYW1lTWUuMzkyMwtOYW1lTWUuMzkyNAtOYW1lTWUuMzkyNQtOYW1lTWUuMzkyNgtOYW1lTWUuMzkyNwtOYW1lTWUuMzkyOAtOYW1lTWUuMzkyOQtOYW1lTWUuMzkzMAtOYW1lTWUuMzkzMQtOYW1lTWUuMzkzMgtOYW1lTWUuMzkzMwtOYW1lTWUuMzkzNAtOYW1lTWUuMzkzNQtOYW1lTWUuMzkzNgtOYW1lTWUuMzkzNwtOYW1lTWUuMzkzOAtOYW1lTWUuMzkzOQtOYW1lTWUuMzk0MAtOYW1lTWUuMzk0MQtOYW1lTWUuMzk0MgtOYW1lTWUuMzk0MwtOYW1lTWUuMzk0NAtOYW1lTWUuMzk0NQtOYW1lTWUuMzk0NgtOYW1lTWUuMzk0NwtOYW1lTWUuMzk0OAtOYW1lTWUuMzk0OQtOYW1lTWUuMzk1MAtOYW1lTWUuMzk1MQtOYW1lTWUuMzk1MgtOYW1lTWUuMzk1MwtOYW1lTWUuMzk1NAtOYW1lTWUuMzk1NQtOYW1lTWUuMzk1NgtOYW1lTWUuMzk1NwtOYW1lTWUuMzk1OAtOYW1lTWUuMzk1OQtOYW1lTWUuMzk2MAtOYW1lTWUuMzk2MQtOYW1lTWUuMzk2MgtOYW1lTWUuMzk2MwtOYW1lTWUuMzk2NAtOYW1lTWUuMzk2NQtOYW1lTWUuMzk2NgtOYW1lTWUuMzk2NwtOYW1lTWUuMzk2OAtOYW1lTWUuMzk2OQtOYW1lTWUuMzk3MAtOYW1lTWUuMzk3MQtOYW1lTWUuMzk3MgtOYW1lTWUuMzk3MwtOYW1lTWUuMzk3NAtOYW1lTWUuMzk3NQtOYW1lTWUuMzk3NgtOYW1lTWUuMzk3NwtOYW1lTWUuMzk3OAtOYW1lTWUuMzk3OQtOYW1lTWUuMzk4MAtOYW1lTWUuMzk4MQtOYW1lTWUuMzk4MgtOYW1lTWUuMzk4MwtOYW1lTWUuMzk4NAtOYW1lTWUuMzk4NQtOYW1lTWUuMzk4NgtOYW1lTWUuMzk4NwtOYW1lTWUuMzk4OAtOYW1lTWUuMzk4OQtOYW1lTWUuMzk5MAtOYW1lTWUuMzk5MQtOYW1lTWUuMzk5MgtOYW1lTWUuMzk5MwtOYW1lTWUuMzk5NAtOYW1lTWUuMzk5NQtOYW1lTWUuMzk5NgtOYW1lTWUuMzk5NwtOYW1lTWUuMzk5OAtOYW1lTWUuMzk5OQtOYW1lTWUuNDAwMAtOYW1lTWUuNDAwMQtOYW1lTWUuNDAwMgtOYW1lTWUuNDAwMwtOYW1lTWUuNDAwNAtOYW1lTWUuNDAwNQtOYW1lTWUuNDAwNgtOYW1lTWUuNDAwNwtOYW1lTWUuNDAwOAtOYW1lTWUuNDAwOQtOYW1lTWUuNDAxMAtOYW1lTWUuNDAxMQtOYW1lTWUuNDAxMgtOYW1lTWUuNDAxMwtOYW1lTWUuNDAxNAtOYW1lTWUuNDAxNQtOYW1lTWUuNDAxNgtOYW1lTWUuNDAxNwtOYW1lTWUuNDAxOAtOYW1lTWUuNDAxOQtOYW1lTWUuNDAyMAtOYW1lTWUuNDAyMQtOYW1lTWUuNDAyMgtOYW1lTWUuNDAyMwtOYW1lTWUuNDAyNAtOYW1lTWUuNDAyNQtOYW1lTWUuNDAyNgtOYW1lTWUuNDAyNwtOYW1lTWUuNDAyOAtOYW1lTWUuNDAyOQtOYW1lTWUuNDAzMAtOYW1lTWUuNDAzMQtOYW1lTWUuNDAzMgtOYW1lTWUuNDAzMwtOYW1lTWUuNDAzNAtOYW1lTWUuNDAzNQtOYW1lTWUuNDAzNgtOYW1lTWUuNDAzNwtOYW1lTWUuNDAzOAtOYW1lTWUuNDAzOQtOYW1lTWUuNDA0MAtOYW1lTWUuNDA0MQtOYW1lTWUuNDA0MgtOYW1lTWUuNDA0MwtOYW1lTWUuNDA0NAtOYW1lTWUuNDA0NQtOYW1lTWUuNDA0NgtOYW1lTWUuNDA0NwtOYW1lTWUuNDA0OAtOYW1lTWUuNDA0OQtOYW1lTWUuNDA1MAtOYW1lTWUuNDA1MQtOYW1lTWUuNDA1MgtOYW1lTWUuNDA1MwtOYW1lTWUuNDA1NAtOYW1lTWUuNDA1NQtOYW1lTWUuNDA1NgtOYW1lTWUuNDA1NwtOYW1lTWUuNDA1OAtOYW1lTWUuNDA1OQtOYW1lTWUuNDA2MAtOYW1lTWUuNDA2MQtOYW1lTWUuNDA2MgtOYW1lTWUuNDA2MwtOYW1lTWUuNDA2NAtOYW1lTWUuNDA2NQtOYW1lTWUuNDA2NgtOYW1lTWUuNDA2NwtOYW1lTWUuNDA2OAtOYW1lTWUuNDA2OQtOYW1lTWUuNDA3MAtOYW1lTWUuNDA3MQtOYW1lTWUuNDA3MgtOYW1lTWUuNDA3MwtOYW1lTWUuNDA3NAtOYW1lTWUuNDA3NQtOYW1lTWUuNDA3NgtOYW1lTWUuNDA3NwtOYW1lTWUuNDA3OAtOYW1lTWUuNDA3OQtOYW1lTWUuNDA4MAtOYW1lTWUuNDA4MQtOYW1lTWUuNDA4MgtOYW1lTWUuNDA4MwtOYW1lTWUuNDA4NAtOYW1lTWUuNDA4NQtOYW1lTWUuNDA4NgtOYW1lTWUuNDA4NwtOYW1lTWUuNDA4OAtOYW1lTWUuNDA4OQtOYW1lTWUuNDA5MAtOYW1lTWUuNDA5MQtOYW1lTWUuNDA5MgtOYW1lTWUuNDA5MwtOYW1lTWUuNDA5NAtOYW1lTWUuNDA5NQtOYW1lTWUuNDA5NgtOYW1lTWUuNDA5NwtOYW1lTWUuNDA5OAtOYW1lTWUuNDA5OQtOYW1lTWUuNDEwMAtOYW1lTWUuNDEwMQtOYW1lTWUuNDEwMgtOYW1lTWUuNDEwMwtOYW1lTWUuNDEwNAtOYW1lTWUuNDEwNQtOYW1lTWUuNDEwNgtOYW1lTWUuNDEwNwtOYW1lTWUuNDEwOAtOYW1lTWUuNDEwOQtOYW1lTWUuNDExMAtOYW1lTWUuNDExMQtOYW1lTWUuNDExMgtOYW1lTWUuNDExMwtOYW1lTWUuNDExNAtOYW1lTWUuNDExNQtOYW1lTWUuNDExNgtOYW1lTWUuNDExNwtOYW1lTWUuNDExOAtOYW1lTWUuNDExOQtOYW1lTWUuNDEyMAtOYW1lTWUuNDEyMQtOYW1lTWUuNDEyMgtOYW1lTWUuNDEyMwtOYW1lTWUuNDEyNAtOYW1lTWUuNDEyNQtOYW1lTWUuNDEyNgtOYW1lTWUuNDEyNwtOYW1lTWUuNDEyOAtOYW1lTWUuNDEyOQtOYW1lTWUuNDEzMAtOYW1lTWUuNDEzMQtOYW1lTWUuNDEzMgtOYW1lTWUuNDEzMwtOYW1lTWUuNDEzNAtOYW1lTWUuNDEzNQtOYW1lTWUuNDEzNgtOYW1lTWUuNDEzNwtOYW1lTWUuNDEzOAtOYW1lTWUuNDEzOQtOYW1lTWUuNDE0MAtOYW1lTWUuNDE0MQtOYW1lTWUuNDE0MgtOYW1lTWUuNDE0MwtOYW1lTWUuNDE0NAtOYW1lTWUuNDE0NQtOYW1lTWUuNDE0NgtOYW1lTWUuNDE0NwtOYW1lTWUuNDE0OAtOYW1lTWUuNDE0OQtOYW1lTWUuNDE1MAtOYW1lTWUuNDE1MQtOYW1lTWUuNDE1MgtOYW1lTWUuNDE1MwtOYW1lTWUuNDE1NAtOYW1lTWUuNDE1NQtOYW1lTWUuNDE1NgtOYW1lTWUuNDE1NwtOYW1lTWUuNDE1OAtOYW1lTWUuNDE1OQtOYW1lTWUuNDE2MAtOYW1lTWUuNDE2MQtOYW1lTWUuNDE2MgtOYW1lTWUuNDE2MwtOYW1lTWUuNDE2NAtOYW1lTWUuNDE2NQtOYW1lTWUuNDE2NgtOYW1lTWUuNDE2NwtOYW1lTWUuNDE2OAtOYW1lTWUuNDE2OQtOYW1lTWUuNDE3MAtOYW1lTWUuNDE3MQtOYW1lTWUuNDE3MgtOYW1lTWUuNDE3MwtOYW1lTWUuNDE3NAtOYW1lTWUuNDE3NQtOYW1lTWUuNDE3NgtOYW1lTWUuNDE3NwtOYW1lTWUuNDE3OAtOYW1lTWUuNDE3OQtOYW1lTWUuNDE4MAtOYW1lTWUuNDE4MQtOYW1lTWUuNDE4MgtOYW1lTWUuNDE4MwtOYW1lTWUuNDE4NAtOYW1lTWUuNDE4NQtOYW1lTWUuNDE4NgtOYW1lTWUuNDE4NwtOYW1lTWUuNDE4OAtOYW1lTWUuNDE4OQtOYW1lTWUuNDE5MAtOYW1lTWUuNDE5MQtOYW1lTWUuNDE5MgtOYW1lTWUuNDE5MwtOYW1lTWUuNDE5NAtOYW1lTWUuNDE5NQtOYW1lTWUuNDE5NgtOYW1lTWUuNDE5NwtOYW1lTWUuNDE5OAtOYW1lTWUuNDE5OQtOYW1lTWUuNDIwMAtOYW1lTWUuNDIwMQtOYW1lTWUuNDIwMgtOYW1lTWUuNDIwMwtOYW1lTWUuNDIwNAtOYW1lTWUuNDIwNQtOYW1lTWUuNDIwNgtOYW1lTWUuNDIwNwtOYW1lTWUuNDIwOAtOYW1lTWUuNDIwOQtOYW1lTWUuNDIxMAtOYW1lTWUuNDIxMQtOYW1lTWUuNDIxMgtOYW1lTWUuNDIxMwtOYW1lTWUuNDIxNAtOYW1lTWUuNDIxNQtOYW1lTWUuNDIxNgtOYW1lTWUuNDIxNwtOYW1lTWUuNDIxOAtOYW1lTWUuNDIxOQtOYW1lTWUuNDIyMAtOYW1lTWUuNDIyMQtOYW1lTWUuNDIyMgtOYW1lTWUuNDIyMwtOYW1lTWUuNDIyNAtOYW1lTWUuNDIyNQtOYW1lTWUuNDIyNgtOYW1lTWUuNDIyNwtOYW1lTWUuNDIyOAtOYW1lTWUuNDIyOQtOYW1lTWUuNDIzMAtOYW1lTWUuNDIzMQtOYW1lTWUuNDIzMgtOYW1lTWUuNDIzMwtOYW1lTWUuNDIzNAtOYW1lTWUuNDIzNQtOYW1lTWUuNDIzNgtOYW1lTWUuNDIzNwtOYW1lTWUuNDIzOAtOYW1lTWUuNDIzOQtOYW1lTWUuNDI0MAtOYW1lTWUuNDI0MQtOYW1lTWUuNDI0MgtOYW1lTWUuNDI0MwtOYW1lTWUuNDI0NAtOYW1lTWUuNDI0NQtOYW1lTWUuNDI0NgtOYW1lTWUuNDI0NwtOYW1lTWUuNDI0OAtOYW1lTWUuNDI0OQtOYW1lTWUuNDI1MAtOYW1lTWUuNDI1MQtOYW1lTWUuNDI1MgtOYW1lTWUuNDI1MwtOYW1lTWUuNDI1NAtOYW1lTWUuNDI1NQtOYW1lTWUuNDI1NgtOYW1lTWUuNDI1NwtOYW1lTWUuNDI1OAtOYW1lTWUuNDI1OQtOYW1lTWUuNDI2MAtOYW1lTWUuNDI2MQtOYW1lTWUuNDI2MgtOYW1lTWUuNDI2MwtOYW1lTWUuNDI2NAtOYW1lTWUuNDI2NQtOYW1lTWUuNDI2NgtOYW1lTWUuNDI2NwtOYW1lTWUuNDI2OAtOYW1lTWUuNDI2OQtOYW1lTWUuNDI3MAtOYW1lTWUuNDI3MQtOYW1lTWUuNDI3MgtOYW1lTWUuNDI3MwtOYW1lTWUuNDI3NAtOYW1lTWUuNDI3NQtOYW1lTWUuNDI3NgtOYW1lTWUuNDI3NwtOYW1lTWUuNDI3OAtOYW1lTWUuNDI3OQtOYW1lTWUuNDI4MAtOYW1lTWUuNDI4MQtOYW1lTWUuNDI4MgtOYW1lTWUuNDI4MwtOYW1lTWUuNDI4NAtOYW1lTWUuNDI4NQtOYW1lTWUuNDI4NgtOYW1lTWUuNDI4NwtOYW1lTWUuNDI4OAtOYW1lTWUuNDI4OQtOYW1lTWUuNDI5MAtOYW1lTWUuNDI5MQtOYW1lTWUuNDI5MgtOYW1lTWUuNDI5MwtOYW1lTWUuNDI5NAtOYW1lTWUuNDI5NQtOYW1lTWUuNDI5NgtOYW1lTWUuNDI5NwtOYW1lTWUuNDI5OAtOYW1lTWUuNDI5OQtOYW1lTWUuNDMwMAtOYW1lTWUuNDMwMQtOYW1lTWUuNDMwMgtOYW1lTWUuNDMwMwtOYW1lTWUuNDMwNAtOYW1lTWUuNDMwNQtOYW1lTWUuNDMwNgtOYW1lTWUuNDMwNwtOYW1lTWUuNDMwOAtOYW1lTWUuNDMwOQtOYW1lTWUuNDMxMAtOYW1lTWUuNDMxMQtOYW1lTWUuNDMxMgtOYW1lTWUuNDMxMwtOYW1lTWUuNDMxNAtOYW1lTWUuNDMxNQtOYW1lTWUuNDMxNgtOYW1lTWUuNDMxNwtOYW1lTWUuNDMxOAtOYW1lTWUuNDMxOQtOYW1lTWUuNDMyMAtOYW1lTWUuNDMyMQtOYW1lTWUuNDMyMgtOYW1lTWUuNDMyMwtOYW1lTWUuNDMyNAtOYW1lTWUuNDMyNQtOYW1lTWUuNDMyNgtOYW1lTWUuNDMyNwtOYW1lTWUuNDMyOAtOYW1lTWUuNDMyOQtOYW1lTWUuNDMzMAtOYW1lTWUuNDMzMQtOYW1lTWUuNDMzMgtOYW1lTWUuNDMzMwtOYW1lTWUuNDMzNAtOYW1lTWUuNDMzNQtOYW1lTWUuNDMzNgtOYW1lTWUuNDMzNwtOYW1lTWUuNDMzOAtOYW1lTWUuNDMzOQtOYW1lTWUuNDM0MAtOYW1lTWUuNDM0MQtOYW1lTWUuNDM0MgtOYW1lTWUuNDM0MwtOYW1lTWUuNDM0NAtOYW1lTWUuNDM0NQtOYW1lTWUuNDM0NgtOYW1lTWUuNDM0NwtOYW1lTWUuNDM0OAtOYW1lTWUuNDM0OQtOYW1lTWUuNDM1MAtOYW1lTWUuNDM1MQtOYW1lTWUuNDM1MgtOYW1lTWUuNDM1MwtOYW1lTWUuNDM1NAtOYW1lTWUuNDM1NQtOYW1lTWUuNDM1NgtOYW1lTWUuNDM1NwtOYW1lTWUuNDM1OAtOYW1lTWUuNDM1OQtOYW1lTWUuNDM2MAtOYW1lTWUuNDM2MQtOYW1lTWUuNDM2MgtOYW1lTWUuNDM2MwtOYW1lTWUuNDM2NAtOYW1lTWUuNDM2NQtOYW1lTWUuNDM2NgtOYW1lTWUuNDM2NwtOYW1lTWUuNDM2OAtOYW1lTWUuNDM2OQtOYW1lTWUuNDM3MAtOYW1lTWUuNDM3MQtOYW1lTWUuNDM3MgtOYW1lTWUuNDM3MwtOYW1lTWUuNDM3NAtOYW1lTWUuNDM3NQtOYW1lTWUuNDM3NgtOYW1lTWUuNDM3NwtOYW1lTWUuNDM3OAtOYW1lTWUuNDM3OQtOYW1lTWUuNDM4MAtOYW1lTWUuNDM4MQtOYW1lTWUuNDM4MgtOYW1lTWUuNDM4MwtOYW1lTWUuNDM4NAtOYW1lTWUuNDM4NQtOYW1lTWUuNDM4NgtOYW1lTWUuNDM4NwtOYW1lTWUuNDM4OAtOYW1lTWUuNDM4OQtOYW1lTWUuNDM5MAtOYW1lTWUuNDM5MQtOYW1lTWUuNDM5MgtOYW1lTWUuNDM5MwtOYW1lTWUuNDM5NAtOYW1lTWUuNDM5NQtOYW1lTWUuNDM5NgtOYW1lTWUuNDM5NwtOYW1lTWUuNDM5OAtOYW1lTWUuNDM5OQtOYW1lTWUuNDQwMAtOYW1lTWUuNDQwMQtOYW1lTWUuNDQwMgtOYW1lTWUuNDQwMwtOYW1lTWUuNDQwNAtOYW1lTWUuNDQwNQtOYW1lTWUuNDQwNgtOYW1lTWUuNDQwNwtOYW1lTWUuNDQwOAtOYW1lTWUuNDQwOQtOYW1lTWUuNDQxMAtOYW1lTWUuNDQxMQtOYW1lTWUuNDQxMgtOYW1lTWUuNDQxMwtOYW1lTWUuNDQxNAtOYW1lTWUuNDQxNQtOYW1lTWUuNDQxNgtOYW1lTWUuNDQxNwtOYW1lTWUuNDQxOAtOYW1lTWUuNDQxOQtOYW1lTWUuNDQyMAtOYW1lTWUuNDQyMQtOYW1lTWUuNDQyMgtOYW1lTWUuNDQyMwtOYW1lTWUuNDQyNAtOYW1lTWUuNDQyNQtOYW1lTWUuNDQyNgtOYW1lTWUuNDQyNwtOYW1lTWUuNDQyOAtOYW1lTWUuNDQyOQtOYW1lTWUuNDQzMAtOYW1lTWUuNDQzMQtOYW1lTWUuNDQzMgtOYW1lTWUuNDQzMwtOYW1lTWUuNDQzNAtOYW1lTWUuNDQzNQtOYW1lTWUuNDQzNgtOYW1lTWUuNDQzNwtOYW1lTWUuNDQzOAtOYW1lTWUuNDQzOQtOYW1lTWUuNDQ0MAtOYW1lTWUuNDQ0MQtOYW1lTWUuNDQ0MgtOYW1lTWUuNDQ0MwtOYW1lTWUuNDQ0NAtOYW1lTWUuNDQ0NQtOYW1lTWUuNDQ0NgtOYW1lTWUuNDQ0NwtOYW1lTWUuNDQ0OAtOYW1lTWUuNDQ0OQtOYW1lTWUuNDQ1MAtOYW1lTWUuNDQ1MQtOYW1lTWUuNDQ1MgtOYW1lTWUuNDQ1MwtOYW1lTWUuNDQ1NAtOYW1lTWUuNDQ1NQtOYW1lTWUuNDQ1NgtOYW1lTWUuNDQ1NwtOYW1lTWUuNDQ1OAtOYW1lTWUuNDQ1OQtOYW1lTWUuNDQ2MAtOYW1lTWUuNDQ2MQtOYW1lTWUuNDQ2MgtOYW1lTWUuNDQ2MwtOYW1lTWUuNDQ2NAtOYW1lTWUuNDQ2NQtOYW1lTWUuNDQ2NgtOYW1lTWUuNDQ2NwtOYW1lTWUuNDQ2OAtOYW1lTWUuNDQ2OQtOYW1lTWUuNDQ3MAtOYW1lTWUuNDQ3MQtOYW1lTWUuNDQ3MgtOYW1lTWUuNDQ3MwtOYW1lTWUuNDQ3NAtOYW1lTWUuNDQ3NQtOYW1lTWUuNDQ3NgtOYW1lTWUuNDQ3NwtOYW1lTWUuNDQ3OAtOYW1lTWUuNDQ3OQtOYW1lTWUuNDQ4MAtOYW1lTWUuNDQ4MQtOYW1lTWUuNDQ4MgtOYW1lTWUuNDQ4MwtOYW1lTWUuNDQ4NAtOYW1lTWUuNDQ4NQtOYW1lTWUuNDQ4NgtOYW1lTWUuNDQ4NwtOYW1lTWUuNDQ4OAtOYW1lTWUuNDQ4OQtOYW1lTWUuNDQ5MAtOYW1lTWUuNDQ5MQtOYW1lTWUuNDQ5MgtOYW1lTWUuNDQ5MwtOYW1lTWUuNDQ5NAtOYW1lTWUuNDQ5NQtOYW1lTWUuNDQ5NgtOYW1lTWUuNDQ5NwtOYW1lTWUuNDQ5OAtOYW1lTWUuNDQ5OQtOYW1lTWUuNDUwMAtOYW1lTWUuNDUwMQtOYW1lTWUuNDUwMgtOYW1lTWUuNDUwMwtOYW1lTWUuNDUwNAtOYW1lTWUuNDUwNQtOYW1lTWUuNDUwNgtOYW1lTWUuNDUwNwtOYW1lTWUuNDUwOAtOYW1lTWUuNDUwOQtOYW1lTWUuNDUxMAtOYW1lTWUuNDUxMQtOYW1lTWUuNDUxMgtOYW1lTWUuNDUxMwtOYW1lTWUuNDUxNAtOYW1lTWUuNDUxNQtOYW1lTWUuNDUxNgtOYW1lTWUuNDUxNwtOYW1lTWUuNDUxOAtOYW1lTWUuNDUxOQtOYW1lTWUuNDUyMAtOYW1lTWUuNDUyMQtOYW1lTWUuNDUyMgtOYW1lTWUuNDUyMwtOYW1lTWUuNDUyNAtOYW1lTWUuNDUyNQtOYW1lTWUuNDUyNgtOYW1lTWUuNDUyNwtOYW1lTWUuNDUyOAtOYW1lTWUuNDUyOQtOYW1lTWUuNDUzMAtOYW1lTWUuNDUzMQtOYW1lTWUuNDUzMgtOYW1lTWUuNDUzMwtOYW1lTWUuNDUzNAtOYW1lTWUuNDUzNQtOYW1lTWUuNDUzNgtOYW1lTWUuNDUzNwtOYW1lTWUuNDUzOAtOYW1lTWUuNDUzOQtOYW1lTWUuNDU0MAtOYW1lTWUuNDU0MQtOYW1lTWUuNDU0MgtOYW1lTWUuNDU0MwtOYW1lTWUuNDU0NAtOYW1lTWUuNDU0NQtOYW1lTWUuNDU0NgtOYW1lTWUuNDU0NwtOYW1lTWUuNDU0OAtOYW1lTWUuNDU0OQtOYW1lTWUuNDU1MAtOYW1lTWUuNDU1MQtOYW1lTWUuNDU1MgtOYW1lTWUuNDU1MwtOYW1lTWUuNDU1NAtOYW1lTWUuNDU1NQtOYW1lTWUuNDU1NgtOYW1lTWUuNDU1NwtOYW1lTWUuNDU1OAtOYW1lTWUuNDU1OQtOYW1lTWUuNDU2MAtOYW1lTWUuNDU2MQtOYW1lTWUuNDU2MgtOYW1lTWUuNDU2MwtOYW1lTWUuNDU2NAtOYW1lTWUuNDU2NQtOYW1lTWUuNDU2NgtOYW1lTWUuNDU2NwtOYW1lTWUuNDU2OAtOYW1lTWUuNDU2OQtOYW1lTWUuNDU3MAtOYW1lTWUuNDU3MQtOYW1lTWUuNDU3MgtOYW1lTWUuNDU3MwtOYW1lTWUuNDU3NAtOYW1lTWUuNDU3NQtOYW1lTWUuNDU3NgtOYW1lTWUuNDU3NwtOYW1lTWUuNDU3OAtOYW1lTWUuNDU3OQtOYW1lTWUuNDU4MAtOYW1lTWUuNDU4MQtOYW1lTWUuNDU4MgtOYW1lTWUuNDU4MwtOYW1lTWUuNDU4NAtOYW1lTWUuNDU4NQtOYW1lTWUuNDU4NgtOYW1lTWUuNDU4NwtOYW1lTWUuNDU4OAtOYW1lTWUuNDU4OQtOYW1lTWUuNDU5MAtOYW1lTWUuNDU5MQtOYW1lTWUuNDU5MgtOYW1lTWUuNDU5MwtOYW1lTWUuNDU5NAtOYW1lTWUuNDU5NQtOYW1lTWUuNDU5NgtOYW1lTWUuNDU5NwtOYW1lTWUuNDU5OAtOYW1lTWUuNDU5OQtOYW1lTWUuNDYwMAtOYW1lTWUuNDYwMQtOYW1lTWUuNDYwMgtOYW1lTWUuNDYwMwtOYW1lTWUuNDYwNAtOYW1lTWUuNDYwNQtOYW1lTWUuNDYwNgtOYW1lTWUuNDYwNwtOYW1lTWUuNDYwOAtOYW1lTWUuNDYwOQtOYW1lTWUuNDYxMAtOYW1lTWUuNDYxMQtOYW1lTWUuNDYxMgtOYW1lTWUuNDYxMwtOYW1lTWUuNDYxNAtOYW1lTWUuNDYxNQtOYW1lTWUuNDYxNgtOYW1lTWUuNDYxNwtOYW1lTWUuNDYxOAtOYW1lTWUuNDYxOQtOYW1lTWUuNDYyMAtOYW1lTWUuNDYyMQtOYW1lTWUuNDYyMgtOYW1lTWUuNDYyMwtOYW1lTWUuNDYyNAtOYW1lTWUuNDYyNQtOYW1lTWUuNDYyNgtOYW1lTWUuNDYyNwtOYW1lTWUuNDYyOAtOYW1lTWUuNDYyOQtOYW1lTWUuNDYzMAtOYW1lTWUuNDYzMQtOYW1lTWUuNDYzMgtOYW1lTWUuNDYzMwtOYW1lTWUuNDYzNAtOYW1lTWUuNDYzNQtOYW1lTWUuNDYzNgtOYW1lTWUuNDYzNwtOYW1lTWUuNDYzOAtOYW1lTWUuNDYzOQtOYW1lTWUuNDY0MAtOYW1lTWUuNDY0MQtOYW1lTWUuNDY0MgtOYW1lTWUuNDY0MwtOYW1lTWUuNDY0NAtOYW1lTWUuNDY0NQtOYW1lTWUuNDY0NgtOYW1lTWUuNDY0NwtOYW1lTWUuNDY0OAtOYW1lTWUuNDY0OQtOYW1lTWUuNDY1MAtOYW1lTWUuNDY1MQtOYW1lTWUuNDY1MgtOYW1lTWUuNDY1MwtOYW1lTWUuNDY1NAtOYW1lTWUuNDY1NQtOYW1lTWUuNDY1NgtOYW1lTWUuNDY1NwtOYW1lTWUuNDY1OAtOYW1lTWUuNDY1OQtOYW1lTWUuNDY2MAtOYW1lTWUuNDY2MQtOYW1lTWUuNDY2MgtOYW1lTWUuNDY2MwtOYW1lTWUuNDY2NAtOYW1lTWUuNDY2NQtOYW1lTWUuNDY2NgtOYW1lTWUuNDY2NwtOYW1lTWUuNDY2OAtOYW1lTWUuNDY2OQtOYW1lTWUuNDY3MAtOYW1lTWUuNDY3MQtOYW1lTWUuNDY3MgtOYW1lTWUuNDY3MwtOYW1lTWUuNDY3NAtOYW1lTWUuNDY3NQtOYW1lTWUuNDY3NgtOYW1lTWUuNDY3NwtOYW1lTWUuNDY3OAtOYW1lTWUuNDY3OQtOYW1lTWUuNDY4MAtOYW1lTWUuNDY4MQtOYW1lTWUuNDY4MgtOYW1lTWUuNDY4MwtOYW1lTWUuNDY4NAtOYW1lTWUuNDY4NQtOYW1lTWUuNDY4NgtOYW1lTWUuNDY4NwtOYW1lTWUuNDY4OAtOYW1lTWUuNDY4OQtOYW1lTWUuNDY5MAtOYW1lTWUuNDY5MQtOYW1lTWUuNDY5MgtOYW1lTWUuNDY5MwtOYW1lTWUuNDY5NAtOYW1lTWUuNDY5NQtOYW1lTWUuNDY5NgtOYW1lTWUuNDY5NwtOYW1lTWUuNDY5OAtOYW1lTWUuNDY5OQtOYW1lTWUuNDcwMAtOYW1lTWUuNDcwMQtOYW1lTWUuNDcwMgtOYW1lTWUuNDcwMwtOYW1lTWUuNDcwNAtOYW1lTWUuNDcwNQtOYW1lTWUuNDcwNgtOYW1lTWUuNDcwNwtOYW1lTWUuNDcwOAtOYW1lTWUuNDcwOQtOYW1lTWUuNDcxMAtOYW1lTWUuNDcxMQtOYW1lTWUuNDcxMgtOYW1lTWUuNDcxMwtOYW1lTWUuNDcxNAtOYW1lTWUuNDcxNQtOYW1lTWUuNDcxNgtOYW1lTWUuNDcxNwtOYW1lTWUuNDcxOAtOYW1lTWUuNDcxOQtOYW1lTWUuNDcyMAtOYW1lTWUuNDcyMQtOYW1lTWUuNDcyMgtOYW1lTWUuNDcyMwtOYW1lTWUuNDcyNAtOYW1lTWUuNDcyNQtOYW1lTWUuNDcyNgtOYW1lTWUuNDcyNwtOYW1lTWUuNDcyOAtOYW1lTWUuNDcyOQtOYW1lTWUuNDczMAtOYW1lTWUuNDczMQtOYW1lTWUuNDczMgtOYW1lTWUuNDczMwtOYW1lTWUuNDczNAtOYW1lTWUuNDczNQtOYW1lTWUuNDczNgtOYW1lTWUuNDczNwtOYW1lTWUuNDczOAtOYW1lTWUuNDczOQtOYW1lTWUuNDc0MAtOYW1lTWUuNDc0MQtOYW1lTWUuNDc0MgtOYW1lTWUuNDc0MwtOYW1lTWUuNDc0NAtOYW1lTWUuNDc0NQtOYW1lTWUuNDc0NgtOYW1lTWUuNDc0NwtOYW1lTWUuNDc0OAtOYW1lTWUuNDc0OQtOYW1lTWUuNDc1MAtOYW1lTWUuNDc1MQtOYW1lTWUuNDc1MgtOYW1lTWUuNDc1MwtOYW1lTWUuNDc1NAtOYW1lTWUuNDc1NQtOYW1lTWUuNDc1NgtOYW1lTWUuNDc1NwtOYW1lTWUuNDc1OAtOYW1lTWUuNDc1OQtOYW1lTWUuNDc2MAtOYW1lTWUuNDc2MQtOYW1lTWUuNDc2MgtOYW1lTWUuNDc2MwtOYW1lTWUuNDc2NAtOYW1lTWUuNDc2NQtOYW1lTWUuNDc2NgtOYW1lTWUuNDc2NwtOYW1lTWUuNDc2OAtOYW1lTWUuNDc2OQtOYW1lTWUuNDc3MAtOYW1lTWUuNDc3MQtOYW1lTWUuNDc3MgtOYW1lTWUuNDc3MwtOYW1lTWUuNDc3NAtOYW1lTWUuNDc3NQtOYW1lTWUuNDc3NgtOYW1lTWUuNDc3NwtOYW1lTWUuNDc3OAtOYW1lTWUuNDc3OQtOYW1lTWUuNDc4MAtOYW1lTWUuNDc4MQtOYW1lTWUuNDc4MgtOYW1lTWUuNDc4MwtOYW1lTWUuNDc4NAtOYW1lTWUuNDc4NQtOYW1lTWUuNDc4NgtOYW1lTWUuNDc4NwtOYW1lTWUuNDc4OAtOYW1lTWUuNDc4OQtOYW1lTWUuNDc5MAtOYW1lTWUuNDc5MQtOYW1lTWUuNDc5MgtOYW1lTWUuNDc5MwtOYW1lTWUuNDc5NAtOYW1lTWUuNDc5NQtOYW1lTWUuNDc5NgtOYW1lTWUuNDc5NwtOYW1lTWUuNDc5OAtOYW1lTWUuNDc5OQtOYW1lTWUuNDgwMAtOYW1lTWUuNDgwMQtOYW1lTWUuNDgwMgtOYW1lTWUuNDgwMwtOYW1lTWUuNDgwNAtOYW1lTWUuNDgwNQtOYW1lTWUuNDgwNgtOYW1lTWUuNDgwNwtOYW1lTWUuNDgwOAtOYW1lTWUuNDgwOQtOYW1lTWUuNDgxMAtOYW1lTWUuNDgxMQtOYW1lTWUuNDgxMgtOYW1lTWUuNDgxMwtOYW1lTWUuNDgxNAtOYW1lTWUuNDgxNQtOYW1lTWUuNDgxNgtOYW1lTWUuNDgxNwtOYW1lTWUuNDgxOAtOYW1lTWUuNDgxOQtOYW1lTWUuNDgyMAtOYW1lTWUuNDgyMQtOYW1lTWUuNDgyMgtOYW1lTWUuNDgyMwtOYW1lTWUuNDgyNAtOYW1lTWUuNDgyNQtOYW1lTWUuNDgyNgtOYW1lTWUuNDgyNwtOYW1lTWUuNDgyOAtOYW1lTWUuNDgyOQtOYW1lTWUuNDgzMAtOYW1lTWUuNDgzMQtOYW1lTWUuNDgzMgtOYW1lTWUuNDgzMwtOYW1lTWUuNDgzNAtOYW1lTWUuNDgzNQtOYW1lTWUuNDgzNgtOYW1lTWUuNDgzNwtOYW1lTWUuNDgzOAtOYW1lTWUuNDgzOQtOYW1lTWUuNDg0MAtOYW1lTWUuNDg0MQtOYW1lTWUuNDg0MgtOYW1lTWUuNDg0MwtOYW1lTWUuNDg0NAtOYW1lTWUuNDg0NQtOYW1lTWUuNDg0NgtOYW1lTWUuNDg0NwtOYW1lTWUuNDg0OAtOYW1lTWUuNDg0OQtOYW1lTWUuNDg1MAtOYW1lTWUuNDg1MQtOYW1lTWUuNDg1MgtOYW1lTWUuNDg1MwtOYW1lTWUuNDg1NAtOYW1lTWUuNDg1NQtOYW1lTWUuNDg1NgtOYW1lTWUuNDg1NwtOYW1lTWUuNDg1OAtOYW1lTWUuNDg1OQtOYW1lTWUuNDg2MAtOYW1lTWUuNDg2MQtOYW1lTWUuNDg2MgtOYW1lTWUuNDg2MwtOYW1lTWUuNDg2NAtOYW1lTWUuNDg2NQtOYW1lTWUuNDg2NgtOYW1lTWUuNDg2NwtOYW1lTWUuNDg2OAtOYW1lTWUuNDg2OQtOYW1lTWUuNDg3MAtOYW1lTWUuNDg3MQtOYW1lTWUuNDg3MgtOYW1lTWUuNDg3MwtOYW1lTWUuNDg3NAtOYW1lTWUuNDg3NQtOYW1lTWUuNDg3NgtOYW1lTWUuNDg3NwtOYW1lTWUuNDg3OAtOYW1lTWUuNDg3OQtOYW1lTWUuNDg4MAtOYW1lTWUuNDg4MQtOYW1lTWUuNDg4MgtOYW1lTWUuNDg4MwtOYW1lTWUuNDg4NAtOYW1lTWUuNDg4NQtOYW1lTWUuNDg4NgtOYW1lTWUuNDg4NwtOYW1lTWUuNDg4OAtOYW1lTWUuNDg4OQtOYW1lTWUuNDg5MAtOYW1lTWUuNDg5MQtOYW1lTWUuNDg5MgtOYW1lTWUuNDg5MwtOYW1lTWUuNDg5NAtOYW1lTWUuNDg5NQtOYW1lTWUuNDg5NgtOYW1lTWUuNDg5NwtOYW1lTWUuNDg5OAtOYW1lTWUuNDg5OQtOYW1lTWUuNDkwMAtOYW1lTWUuNDkwMQtOYW1lTWUuNDkwMgtOYW1lTWUuNDkwMwtOYW1lTWUuNDkwNAtOYW1lTWUuNDkwNQtOYW1lTWUuNDkwNgtOYW1lTWUuNDkwNwtOYW1lTWUuNDkwOAtOYW1lTWUuNDkwOQtOYW1lTWUuNDkxMAtOYW1lTWUuNDkxMQtOYW1lTWUuNDkxMgtOYW1lTWUuNDkxMwtOYW1lTWUuNDkxNAtOYW1lTWUuNDkxNQtOYW1lTWUuNDkxNgtOYW1lTWUuNDkxNwtOYW1lTWUuNDkxOAtOYW1lTWUuNDkxOQtOYW1lTWUuNDkyMAtOYW1lTWUuNDkyMQtOYW1lTWUuNDkyMgtOYW1lTWUuNDkyMwtOYW1lTWUuNDkyNAtOYW1lTWUuNDkyNQtOYW1lTWUuNDkyNgtOYW1lTWUuNDkyNwtOYW1lTWUuNDkyOAtOYW1lTWUuNDkyOQtOYW1lTWUuNDkzMAtOYW1lTWUuNDkzMQtOYW1lTWUuNDkzMgtOYW1lTWUuNDkzMwtOYW1lTWUuNDkzNAtOYW1lTWUuNDkzNQtOYW1lTWUuNDkzNgtOYW1lTWUuNDkzNwtOYW1lTWUuNDkzOAtOYW1lTWUuNDkzOQtOYW1lTWUuNDk0MAtOYW1lTWUuNDk0MQtOYW1lTWUuNDk0MgtOYW1lTWUuNDk0MwtOYW1lTWUuNDk0NAtOYW1lTWUuNDk0NQtOYW1lTWUuNDk0NgtOYW1lTWUuNDk0NwtOYW1lTWUuNDk0OAtOYW1lTWUuNDk0OQtOYW1lTWUuNDk1MAtOYW1lTWUuNDk1MQtOYW1lTWUuNDk1MgtOYW1lTWUuNDk1MwtOYW1lTWUuNDk1NAtOYW1lTWUuNDk1NQtOYW1lTWUuNDk1NgtOYW1lTWUuNDk1NwtOYW1lTWUuNDk1OAtOYW1lTWUuNDk1OQtOYW1lTWUuNDk2MAtOYW1lTWUuNDk2MQtOYW1lTWUuNDk2MgtOYW1lTWUuNDk2MwtOYW1lTWUuNDk2NAtOYW1lTWUuNDk2NQtOYW1lTWUuNDk2NgtOYW1lTWUuNDk2NwtOYW1lTWUuNDk2OAtOYW1lTWUuNDk2OQtOYW1lTWUuNDk3MAtOYW1lTWUuNDk3MQtOYW1lTWUuNDk3MgtOYW1lTWUuNDk3MwtOYW1lTWUuNDk3NAtOYW1lTWUuNDk3NQtOYW1lTWUuNDk3NgtOYW1lTWUuNDk3NwtOYW1lTWUuNDk3OAtOYW1lTWUuNDk3OQtOYW1lTWUuNDk4MAtOYW1lTWUuNDk4MQtOYW1lTWUuNDk4MgtOYW1lTWUuNDk4MwtOYW1lTWUuNDk4NAtOYW1lTWUuNDk4NQtOYW1lTWUuNDk4NgtOYW1lTWUuNDk4NwtOYW1lTWUuNDk4OAtOYW1lTWUuNDk4OQtOYW1lTWUuNDk5MAtOYW1lTWUuNDk5MQtOYW1lTWUuNDk5MgtOYW1lTWUuNDk5MwtOYW1lTWUuNDk5NAtOYW1lTWUuNDk5NQtOYW1lTWUuNDk5NgtOYW1lTWUuNDk5NwtOYW1lTWUuNDk5OAtOYW1lTWUuNDk5OQtOYW1lTWUuNTAwMAtOYW1lTWUuNTAwMQtOYW1lTWUuNTAwMgtOYW1lTWUuNTAwMwtOYW1lTWUuNTAwNAtOYW1lTWUuNTAwNQtOYW1lTWUuNTAwNgtOYW1lTWUuNTAwNwtOYW1lTWUuNTAwOAtOYW1lTWUuNTAwOQtOYW1lTWUuNTAxMAtOYW1lTWUuNTAxMQtOYW1lTWUuNTAxMgtOYW1lTWUuNTAxMwtOYW1lTWUuNTAxNAtOYW1lTWUuNTAxNQtOYW1lTWUuNTAxNgtOYW1lTWUuNTAxNwtOYW1lTWUuNTAxOAtOYW1lTWUuNTAxOQtOYW1lTWUuNTAyMAtOYW1lTWUuNTAyMQtOYW1lTWUuNTAyMgtOYW1lTWUuNTAyMwtOYW1lTWUuNTAyNAtOYW1lTWUuNTAyNQtOYW1lTWUuNTAyNgtOYW1lTWUuNTAyNwtOYW1lTWUuNTAyOAtOYW1lTWUuNTAyOQtOYW1lTWUuNTAzMAtOYW1lTWUuNTAzMQtOYW1lTWUuNTAzMgtOYW1lTWUuNTAzMwtOYW1lTWUuNTAzNAtOYW1lTWUuNTAzNQtOYW1lTWUuNTAzNgtOYW1lTWUuNTAzNwtOYW1lTWUuNTAzOAtOYW1lTWUuNTAzOQtOYW1lTWUuNTA0MAtOYW1lTWUuNTA0MQtOYW1lTWUuNTA0MgtOYW1lTWUuNTA0MwtOYW1lTWUuNTA0NAtOYW1lTWUuNTA0NQtOYW1lTWUuNTA0NgtOYW1lTWUuNTA0NwtOYW1lTWUuNTA0OAtOYW1lTWUuNTA0OQtOYW1lTWUuNTA1MAtOYW1lTWUuNTA1MQtOYW1lTWUuNTA1MgtOYW1lTWUuNTA1MwtOYW1lTWUuNTA1NAtOYW1lTWUuNTA1NQtOYW1lTWUuNTA1NgtOYW1lTWUuNTA1NwtOYW1lTWUuNTA1OAtOYW1lTWUuNTA1OQtOYW1lTWUuNTA2MAtOYW1lTWUuNTA2MQtOYW1lTWUuNTA2MgtOYW1lTWUuNTA2MwtOYW1lTWUuNTA2NAtOYW1lTWUuNTA2NQtOYW1lTWUuNTA2NgtOYW1lTWUuNTA2NwtOYW1lTWUuNTA2OAtOYW1lTWUuNTA2OQtOYW1lTWUuNTA3MAtOYW1lTWUuNTA3MQtOYW1lTWUuNTA3MgtOYW1lTWUuNTA3MwtOYW1lTWUuNTA3NAtOYW1lTWUuNTA3NQtOYW1lTWUuNTA3NgtOYW1lTWUuNTA3NwtOYW1lTWUuNTA3OAtOYW1lTWUuNTA3OQtOYW1lTWUuNTA4MAtOYW1lTWUuNTA4MQtOYW1lTWUuNTA4MgtOYW1lTWUuNTA4MwtOYW1lTWUuNTA4NAtOYW1lTWUuNTA4NQtOYW1lTWUuNTA4NgtOYW1lTWUuNTA4NwtOYW1lTWUuNTA4OAtOYW1lTWUuNTA4OQtOYW1lTWUuNTA5MAtOYW1lTWUuNTA5MQtOYW1lTWUuNTA5MgtOYW1lTWUuNTA5MwtOYW1lTWUuNTA5NAtOYW1lTWUuNTA5NQtOYW1lTWUuNTA5NgtOYW1lTWUuNTA5NwtOYW1lTWUuNTA5OAtOYW1lTWUuNTA5OQtOYW1lTWUuNTEwMAtOYW1lTWUuNTEwMQtOYW1lTWUuNTEwMgtOYW1lTWUuNTEwMwtOYW1lTWUuNTEwNAtOYW1lTWUuNTEwNQtOYW1lTWUuNTEwNgtOYW1lTWUuNTEwNwtOYW1lTWUuNTEwOAtOYW1lTWUuNTEwOQtOYW1lTWUuNTExMAtOYW1lTWUuNTExMQtOYW1lTWUuNTExMgtOYW1lTWUuNTExMwtOYW1lTWUuNTExNAtOYW1lTWUuNTExNQtOYW1lTWUuNTExNgtOYW1lTWUuNTExNwtOYW1lTWUuNTExOAtOYW1lTWUuNTExOQtOYW1lTWUuNTEyMAtOYW1lTWUuNTEyMQtOYW1lTWUuNTEyMgtOYW1lTWUuNTEyMwtOYW1lTWUuNTEyNAtOYW1lTWUuNTEyNQtOYW1lTWUuNTEyNgtOYW1lTWUuNTEyNwtOYW1lTWUuNTEyOAtOYW1lTWUuNTEyOQtOYW1lTWUuNTEzMAtOYW1lTWUuNTEzMQtOYW1lTWUuNTEzMgtOYW1lTWUuNTEzMwtOYW1lTWUuNTEzNAtOYW1lTWUuNTEzNQtOYW1lTWUuNTEzNgtOYW1lTWUuNTEzNwtOYW1lTWUuNTEzOAtOYW1lTWUuNTEzOQtOYW1lTWUuNTE0MAtOYW1lTWUuNTE0MQtOYW1lTWUuNTE0MgtOYW1lTWUuNTE0MwtOYW1lTWUuNTE0NAtOYW1lTWUuNTE0NQtOYW1lTWUuNTE0NgtOYW1lTWUuNTE0NwtOYW1lTWUuNTE0OAtOYW1lTWUuNTE0OQtOYW1lTWUuNTE1MAtOYW1lTWUuNTE1MQtOYW1lTWUuNTE1MgtOYW1lTWUuNTE1MwtOYW1lTWUuNTE1NAtOYW1lTWUuNTE1NQtOYW1lTWUuNTE1NgtOYW1lTWUuNTE1NwtOYW1lTWUuNTE1OAtOYW1lTWUuNTE1OQtOYW1lTWUuNTE2MAtOYW1lTWUuNTE2MQtOYW1lTWUuNTE2MgtOYW1lTWUuNTE2MwtOYW1lTWUuNTE2NAtOYW1lTWUuNTE2NQtOYW1lTWUuNTE2NgtOYW1lTWUuNTE2NwtOYW1lTWUuNTE2OAtOYW1lTWUuNTE2OQtOYW1lTWUuNTE3MAtOYW1lTWUuNTE3MQtOYW1lTWUuNTE3MgtOYW1lTWUuNTE3MwtOYW1lTWUuNTE3NAtOYW1lTWUuNTE3NQtOYW1lTWUuNTE3NgtOYW1lTWUuNTE3NwtOYW1lTWUuNTE3OAtOYW1lTWUuNTE3OQtOYW1lTWUuNTE4MAtOYW1lTWUuNTE4MQtOYW1lTWUuNTE4MgtOYW1lTWUuNTE4MwtOYW1lTWUuNTE4NAtOYW1lTWUuNTE4NQtOYW1lTWUuNTE4NgtOYW1lTWUuNTE4NwtOYW1lTWUuNTE4OAtOYW1lTWUuNTE4OQtOYW1lTWUuNTE5MAtOYW1lTWUuNTE5MQtOYW1lTWUuNTE5MgtOYW1lTWUuNTE5MwtOYW1lTWUuNTE5NAtOYW1lTWUuNTE5NQtOYW1lTWUuNTE5NgtOYW1lTWUuNTE5NwtOYW1lTWUuNTE5OAtOYW1lTWUuNTE5OQtOYW1lTWUuNTIwMAtOYW1lTWUuNTIwMQtOYW1lTWUuNTIwMgtOYW1lTWUuNTIwMwtOYW1lTWUuNTIwNAtOYW1lTWUuNTIwNQtOYW1lTWUuNTIwNgtOYW1lTWUuNTIwNwtOYW1lTWUuNTIwOAtOYW1lTWUuNTIwOQtOYW1lTWUuNTIxMAtOYW1lTWUuNTIxMQtOYW1lTWUuNTIxMgtOYW1lTWUuNTIxMwtOYW1lTWUuNTIxNAtOYW1lTWUuNTIxNQtOYW1lTWUuNTIxNgtOYW1lTWUuNTIxNwtOYW1lTWUuNTIxOAtOYW1lTWUuNTIxOQtOYW1lTWUuNTIyMAtOYW1lTWUuNTIyMQtOYW1lTWUuNTIyMgtOYW1lTWUuNTIyMwtOYW1lTWUuNTIyNAtOYW1lTWUuNTIyNQtOYW1lTWUuNTIyNgtOYW1lTWUuNTIyNwtOYW1lTWUuNTIyOAtOYW1lTWUuNTIyOQtOYW1lTWUuNTIzMAtOYW1lTWUuNTIzMQtOYW1lTWUuNTIzMgtOYW1lTWUuNTIzMwtOYW1lTWUuNTIzNAtOYW1lTWUuNTIzNQtOYW1lTWUuNTIzNgtOYW1lTWUuNTIzNwtOYW1lTWUuNTIzOAtOYW1lTWUuNTIzOQtOYW1lTWUuNTI0MAtOYW1lTWUuNTI0MQtOYW1lTWUuNTI0MgtOYW1lTWUuNTI0MwtOYW1lTWUuNTI0NAtOYW1lTWUuNTI0NQtOYW1lTWUuNTI0NgtOYW1lTWUuNTI0NwtOYW1lTWUuNTI0OAtOYW1lTWUuNTI0OQtOYW1lTWUuNTI1MAtOYW1lTWUuNTI1MQtOYW1lTWUuNTI1MgtOYW1lTWUuNTI1MwtOYW1lTWUuNTI1NAtOYW1lTWUuNTI1NQtOYW1lTWUuNTI1NgtOYW1lTWUuNTI1NwtOYW1lTWUuNTI1OAtOYW1lTWUuNTI1OQtOYW1lTWUuNTI2MAtOYW1lTWUuNTI2MQtOYW1lTWUuNTI2MgtOYW1lTWUuNTI2MwtOYW1lTWUuNTI2NAtOYW1lTWUuNTI2NQtOYW1lTWUuNTI2NgtOYW1lTWUuNTI2NwtOYW1lTWUuNTI2OAtOYW1lTWUuNTI2OQtOYW1lTWUuNTI3MAtOYW1lTWUuNTI3MQtOYW1lTWUuNTI3MgtOYW1lTWUuNTI3MwtOYW1lTWUuNTI3NAtOYW1lTWUuNTI3NQtOYW1lTWUuNTI3NgtOYW1lTWUuNTI3NwtOYW1lTWUuNTI3OAtOYW1lTWUuNTI3OQtOYW1lTWUuNTI4MAtOYW1lTWUuNTI4MQtOYW1lTWUuNTI4MgtOYW1lTWUuNTI4MwtOYW1lTWUuNTI4NAtOYW1lTWUuNTI4NQtOYW1lTWUuNTI4NgtOYW1lTWUuNTI4NwtOYW1lTWUuNTI4OAtOYW1lTWUuNTI4OQtOYW1lTWUuNTI5MAtOYW1lTWUuNTI5MQtOYW1lTWUuNTI5MgtOYW1lTWUuNTI5MwtOYW1lTWUuNTI5NAtOYW1lTWUuNTI5NQtOYW1lTWUuNTI5NgtOYW1lTWUuNTI5NwtOYW1lTWUuNTI5OAtOYW1lTWUuNTI5OQtOYW1lTWUuNTMwMAtOYW1lTWUuNTMwMQtOYW1lTWUuNTMwMgtOYW1lTWUuNTMwMwtOYW1lTWUuNTMwNAtOYW1lTWUuNTMwNQtOYW1lTWUuNTMwNgtOYW1lTWUuNTMwNwtOYW1lTWUuNTMwOAtOYW1lTWUuNTMwOQtOYW1lTWUuNTMxMAtOYW1lTWUuNTMxMQtOYW1lTWUuNTMxMgtOYW1lTWUuNTMxMwtOYW1lTWUuNTMxNAtOYW1lTWUuNTMxNQtOYW1lTWUuNTMxNgtOYW1lTWUuNTMxNwtOYW1lTWUuNTMxOAtOYW1lTWUuNTMxOQtOYW1lTWUuNTMyMAtOYW1lTWUuNTMyMQtOYW1lTWUuNTMyMgtOYW1lTWUuNTMyMwtOYW1lTWUuNTMyNAtOYW1lTWUuNTMyNQtOYW1lTWUuNTMyNgtOYW1lTWUuNTMyNwtOYW1lTWUuNTMyOAtOYW1lTWUuNTMyOQtOYW1lTWUuNTMzMAtOYW1lTWUuNTMzMQtOYW1lTWUuNTMzMgtOYW1lTWUuNTMzMwtOYW1lTWUuNTMzNAtOYW1lTWUuNTMzNQtOYW1lTWUuNTMzNgtOYW1lTWUuNTMzNwtOYW1lTWUuNTMzOAtOYW1lTWUuNTMzOQtOYW1lTWUuNTM0MAtOYW1lTWUuNTM0MQtOYW1lTWUuNTM0MgtOYW1lTWUuNTM0MwtOYW1lTWUuNTM0NAtOYW1lTWUuNTM0NQtOYW1lTWUuNTM0NgtOYW1lTWUuNTM0NwtOYW1lTWUuNTM0OAtOYW1lTWUuNTM0OQtOYW1lTWUuNTM1MAtOYW1lTWUuNTM1MQtOYW1lTWUuNTM1MgtOYW1lTWUuNTM1MwtOYW1lTWUuNTM1NAtOYW1lTWUuNTM1NQtOYW1lTWUuNTM1NgtOYW1lTWUuNTM1NwtOYW1lTWUuNTM1OAtOYW1lTWUuNTM1OQtOYW1lTWUuNTM2MAtOYW1lTWUuNTM2MQtOYW1lTWUuNTM2MgtOYW1lTWUuNTM2MwtOYW1lTWUuNTM2NAtOYW1lTWUuNTM2NQtOYW1lTWUuNTM2NgtOYW1lTWUuNTM2NwtOYW1lTWUuNTM2OAtOYW1lTWUuNTM2OQtOYW1lTWUuNTM3MAtOYW1lTWUuNTM3MQtOYW1lTWUuNTM3MgtOYW1lTWUuNTM3MwtOYW1lTWUuNTM3NAtOYW1lTWUuNTM3NQtOYW1lTWUuNTM3NgtOYW1lTWUuNTM3NwtOYW1lTWUuNTM3OAtOYW1lTWUuNTM3OQtOYW1lTWUuNTM4MAtOYW1lTWUuNTM4MQtOYW1lTWUuNTM4MgtOYW1lTWUuNTM4MwtOYW1lTWUuNTM4NAtOYW1lTWUuNTM4NQtOYW1lTWUuNTM4NgtOYW1lTWUuNTM4NwtOYW1lTWUuNTM4OAtOYW1lTWUuNTM4OQAAAQADAAgACgATAAf//wAPAAEAAAAMAAACJgIuAAIAWQABAkYAAQJHAlkAAwJaAuIAAQLjAuMAAwLkBGQAAQRlBLIAAwSzBf8AAQYABgUAAwYGBmgAAQZpBnUAAwZ2Bp0AAQaeBp4AAwafBrAAAQaxBtwAAgbdBt0AAwbeBzsAAgc8B0AAAwdBB1cAAQdYB2IAAwdjB+8AAQfwB/MAAwf0CE4AAQhPCFIAAwhTCS4AAQkvCTYAAwk3CTkAAQk6CToAAwk7CXMAAQl0CXQAAgl1CXUAAQl2CXgAAwl5CXkAAQl6CXoAAwl7CYAAAQmBCYIAAwmDChEAAQoSChYAAwoXChgAAQoZCiIAAwojCiMAAQokCiYAAwonCk0AAQpOClYAAwpXCl4AAQpfCmEAAwpiCmUAAQpmCmcAAgpoCmwAAwptCm4AAQpvCnQAAwp1Ct0AAQreCuYAAwrnC1UAAQtWC2IAAwtjC2MAAQtkC2QAAwtlC2UAAQtmC2cAAwtoC2gAAQtpC2oAAwtrC7sAAQu8C7wAAwu9C8EAAQvCC+EAAwviC+MAAQvkC+QAAwvlDhwAAQ4dDiEAAw4iDmQAAQ5lDm8AAw5wDu0AAQ7uDu4AAw7vElsAARJcEmEAAxJiEywAARMtE0cAAxNIE9sAARPcE+wAAxPtE/EAARPyE/UAAhP2FBkAARQaFBoAAxQbFF8AARRgFG0AAxRuFG4AARRvFG8AAxRwFJkAARSaFJsAAhScFRAAAQAEAAAAAgAAAAEAAAABAAAAAAABAAAACgDgAZwABmFyYWIAJmN5cmwAgGdlb3IAkGdyZWsAomhlYnIAsmxhdG4AvgAiAAVBUkEgADRNTFkgAEhNT1IgAEhTTkQgAEhVUkQgACIAAP//AAYAAAADAAUACAAKAAsAAP//AAcAAAABAAUABwAIAAoACwAA//8ABgAAAAEABQAIAAoACwAEAAAAAP//AAMABgAJAAwABAAAAAD//wAEAAIABgAJAAwABAAAAAD//wADAAYACQAMAAQAAAAA//8AAQAEAAoAAVRSSyAACgAA//8ABAACAAYACQAMAA1jYWx0AFBjY21wAFZjY21wAF5jY21wAGRjY21wAHRkbGlnAIhmcmFjAI5pc29sAJRsaWdhAJpsbnVtAKJyY2x0AKhybGlnAK50bnVtALYAAAABAAsAAAACAAEABQAAAAEADAAAAAYAAQACAAMABAAFAAYAAAAIABAAEQASABMAFAAVABYAFwAAAAEAGAAAAAEADQAAAAEAAAAAAAIACQAKAAAAAQAPAAAAAQALAAAAAgAHAAgAAAABAA4AGQA0AD4ASgBYAGIAbAB0AH4AhgCOAJYAngCqALIAugDCAMoA2AEYASABVgFeAYwBlAGwAAYACQACAZ4BtAAGAAkAAwG6AdAB7AAGAAkABAICAhgCNAJWAAYAAQACAnAChgAGAAEAAgKYAq4ABgABAAECwAAGAAkAAgLUAvYABgAJAAEDFAAGAAkAAQMiAAYACQABAzAABgAJAAEDPgAGAQEAAwNMA2IDfgAGAgAAAQOOAAYAAAABA6AAAQAAAAEDsAABAAAAAQO0AAYAAQAEA7gDzgPqBAYABgABAB0EFAQ2BF4EhgS0BNAE8gUUB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qQCpAKkAqQCpAKkAqQCpAKkAqQCpAKkAqQCpAKkAqQCpAKkAqQCpAKkAqQCpAKkAqQCpAKkAqQCpAKkAqQCpAKkAqQCpAKkAqQCpAKkAqQCpAKkAqQCpAKkAqQCpAKkAqQCpAKkAqQCpAKkAqQCpAKkAqQCpAKkAqQCpAKkAqQCpAKkAqQCpAKkAqQCpAKkAqQCpAKkAqQCpAKkAqQCpAKkAqQCpAKkAqQCpAKkAqQCpAKkAqQCpAKkAqQCpAKkAqQCpAKkAqQCpAKkAqQCpAKkAqQCpAKkAqQCpAKkAqQCpAKkAqQCpAKkAqQCpAKkAqQCpAKkAqQCpAKkAqQCpAKkAqQCpAKkAqQCpAKkAqQCpAKkAqQCpAKkAqQCpAKkAqQCpAKkAqQCpAKkArACyALIAsgCyALIAsgCyALIAsgCyALIAsgCyALIAsgCyALIAsgCyALIAsgCyALIAsgCyALIAsgCyALIAsgCyALIAsgCyALIAsgCyALIAsgCyALIAsgCyALIAsgCyALIAsgCyALIAsgCyALIAsgCyALUAtQC1ALUAtQC1ALUAuoC6gLqAuoC6gLqAuoC6gLqAuoC6gLqAuoC6gLqAuoC6gLqAuoC6gLqAuoC6gLqAuoC6gLqAuoC6gLqAuoC6gLqAuoC6gLqAuoC6gLqAuoC6gLqAuoC6gLqAuoC6gLqAuoC6gLqAuoC6gLqAuoC6gLqAuoC6gLqAuoC6gLqAuoC6gLqAuoC6gLqAuoC6gLqAuoC6gLqAuoC6gLqAuoC6gLqAuoC6gLqAuoC6gLqAuoC6gLqAuoC6gLqAuoC6gLqAuoC6gLqAuoC6gLqAuoC6gLqAuoC6gLqAuoC6gLqAuoC6gLqAuoC6gLqAuoC6gLqAuoC6gLqAuoC6gLqAuoC6gLqAuoC6gLqAuoC6gLqAuoC6gLqAuoC6gLqAuoC6gLqAuoC6gLqAuoC6gLqAuoC6gLqAuoC6gLqAuoC6gLqAuoC6gLqAuoC6gLqAuoC6gLqAuoC6gLqAuoC6gLqAuoC6gLqAuoC6gLqAuoC6gLqAuoC6gLqAuoC6gLqAuoC6gLqAuoC6gLqAuoC6gLqAuoC6gLqAuoC6gLqAuoC6gLqAuoC6gLqAuoC6gLqAuoC6gLqAuoC6gLqAuoC6gLqAuoC6gLqAuoC6gLqAuoC6gLqAuoC6gLqAuoC6gLqAuoC6gLqAuoC6gLqAuoC6gLqAuoC6gLqAuoC6gLqAuoC6gLqAuoC6gLqAuoC6gLqAAAAAgAhAAABKgKaAAMABwAusQEALzyyBwRy7TKxBgXcPLIDAnLtMgCxAwAvPLIFBHLtMrIHBnP8PLIBAnLtMjMRIREnMxEjIQEJ6MfHApr9ZiECWAAAAgAoAAACIwK8AAMABwApQCYAAAACAwACZQQBAwEBA1UEAQMDAV0AAQMBTQQEBAcEBxIREAUNFysTIREhJREhESgB+/4FAav+pQK8/URGAjD90AAAAQBTAAADaAK8AAwALkArCQQBAwACAUoAAAIBAgABfgMBAgJCSwUEAgEBQwFMAAAADAAMEhESEgYKGCshCwEjAxEjETMJATMTAtABzknNmIYBBgEChQIBpP6mAVH+ZQK8/k0Bs/1EAAABAFMAAAR4AsgAIgBWth8ZAgEFAUpLsBNQWEAWAwEBAQVfCAcGAwUFIEsEAgIAACEATBtAGgAFBSBLAwEBAQZfCAcCBgYlSwQCAgAAIQBMWUAQAAAAIgAhIxETIxMjEwkHGysAFhURIxE0JiMiBhURIxE0JiMiBhURIxEzFT4BMzIWFz4BMwPuiqJNP0VSokg+RFKinSBqRUhsHSR1SQLIkYn+UgGpSktPUP5hAalKS09Q/mECvFYvMzUyMjUAAAACACL/+AJsAuYAEAAcAJhACg8BBAIDAQAFAkpLsBJQWEAdBgEDA0RLAAQEAl8AAgJLSwcBBQUAXwEBAABDAEwbS7AeUFhAIwYBAwMAXwEBAABDSwAEBAJfAAICS0sHAQUFAF8BAQAAQwBMG0AhAAQEAl8AAgJLSwYBAwMAXQAAAENLBwEFBQFfAAEBTAFMWVlAFBERAAARHBEbFxUAEAAQJiIRCAoXKwERIzUGIyIuATU0PgEzMhcRAjY1NCYjIgYVFBYzAmyVOm5Me0ZGe0xnOktOTjs8Tk48Aub9Gj5GRH5TU35EQQEF/ZJRRERRUUREUQAAAQBIAAABlgIiAA0AWUuwHlBYQAoNAQEAAwECAQJKG0AKDQEBAwMBAgECSllLsB5QWEARAAEBAF8DAQAAS0sAAgJDAkwbQBUAAwNFSwABAQBfAAAAS0sAAgJDAkxZthETIhEEChgrEjYzFSYjIgYdASMRMxX5Xz4aCUNMnJUB+iiQAktL/gIaRwAAAAACAE0AAAKjAj8ACgATACZAIwADAwBdAAAALksEAQICAV0AAQEvAUwMCxIQCxMMEyYgBQgWKxMhMh4BFRQOASMhJTI2NTQmKwERTQEPYpRRUZRi/vEBClBcXFBsAj9GglhXgkZ8VU5OVv65AAABAE0AAALvAj8ADAAuQCsJBAEDAAIBSgAAAgECAAF+AwECAi5LBQQCAQEvAUwAAAAMAAwSERISBggYKyEDByMnESMRMxsBMxMCWwGaR5mThM7JhQIBOv3z/tACP/6yAU79wQAAAgBNAAACYQI/AA0AFgArQCgLAQAFAUoABQAAAQUAZQAEBAJdAAICLksDAQEBLwFMISIWIREQBggaKyUjFSMRITIWFRQGBxcjECYrARUzMjY1AUxhngEGd4w9OICqODddXTc4mpoCP3FjP10atQGWLrIuKwABAE0AAAPIAkoAHwBVthwXAgEFAUpLsBVQWEAXAwEBAAUBVwgHBgMFBQBdBAICAAAhAEwbQBgIBwIGAwEBAAYBZwAFBQBdBAICAAAhAExZQBAAAAAfAB4jERMiEyITCQcbKwAWFREjETQjIgYVESMRNCMiBhURIxEzFT4BMzIXPgEzA1dxnmYxOZ9kMjqemh1YNW82IGA7Akp1bv6ZAV1sNzj+pgFdbDc4/qYCPzoiI00lKP//ADEBoAGEArwQIgZXAAAQAwZXAM4AAAABADEBoAC2ArwAAwATQBAAAQEAXQAAAEIBTBEQAgoWKxMzAyMxhQtwArz+5AAAAP//ADEBSgGEAj8QIgaVAAAQAwaVAM4AAAABADEBSgC2Aj8AAwATQBAAAQEAXQAAAC4BTBEQAggWKxMzByMxhQtwAj/1AAAAGgE+AAEAAAAAAAAAWACyAAEAAAAAAAEACgEhAAEAAAAAAAIABAE2AAEAAAAAAAMAGgFxAAEAAAAAAAQADwGsAAEAAAAAAAUADQHYAAEAAAAAAAYADgIEAAEAAAAAAAgAEQI3AAEAAAAAAAkAEQJtAAEAAAAAAAsAGQKzAAEAAAAAAAwAGQMBAAEAAAAAAA0AkAQ9AAEAAAAAAA4AGgUEAAMAAQQJAAAAsAAAAAMAAQQJAAEAFAELAAMAAQQJAAIACAEsAAMAAQQJAAMANAE7AAMAAQQJAAQAHgGMAAMAAQQJAAUAGgG8AAMAAQQJAAYAHAHmAAMAAQQJAAgAIgITAAMAAQQJAAkAIgJJAAMAAQQJAAsAMgJ/AAMAAQQJAAwAMgLNAAMAAQQJAA0BIAMbAAMAAQQJAA4ANATOAEMAbwBwAHkAcgBpAGcAaAB0ACAAMgAwADEAMQAgAFQAaABlACAATQBvAG4AdABzAGUAcgByAGEAdAAgAFAAcgBvAGoAZQBjAHQAIABBAHUAdABoAG8AcgBzACAAKABoAHQAdABwAHMAOgAvAC8AZwBpAHQAaAB1AGIALgBjAG8AbQAvAEoAdQBsAGkAZQB0AGEAVQBsAGEALwBNAG8AbgB0AHMAZQByAHIAYQB0ACkAAENvcHlyaWdodCAyMDExIFRoZSBNb250c2VycmF0IFByb2plY3QgQXV0aG9ycyAoaHR0cHM6Ly9naXRodWIuY29tL0p1bGlldGFVbGEvTW9udHNlcnJhdCkAAE0AbwBuAHQAcwBlAHIAcgBhAHQAAE1vbnRzZXJyYXQAAEIAbwBsAGQAAEJvbGQAADcALgAyADAAMAA7AFUATABBACAAOwBNAG8AbgB0AHMAZQByAHIAYQB0AC0AQgBvAGwAZAAANy4yMDA7VUxBIDtNb250c2VycmF0LUJvbGQAAE0AbwBuAHQAcwBlAHIAcgBhAHQAIABCAG8AbABkAABNb250c2VycmF0IEJvbGQAAFYAZQByAHMAaQBvAG4AIAA3AC4AMgAwADAAAFZlcnNpb24gNy4yMDAAAE0AbwBuAHQAcwBlAHIAcgBhAHQAQgBvAGwAZAAATW9udHNlcnJhdEJvbGQAAEoAdQBsAGkAZQB0AGEAIABVAGwAYQBuAG8AdgBzAGsAeQAASnVsaWV0YSBVbGFub3Zza3kAAEoAdQBsAGkAZQB0AGEAIABVAGwAYQBuAG8AdgBzAGsAeQAASnVsaWV0YSBVbGFub3Zza3kAAGgAdAB0AHAAOgAvAC8AdwB3AHcALgB6AGsAeQBzAGsAeQAuAGMAbwBtAC4AYQByAC8AAGh0dHA6Ly93d3cuemt5c2t5LmNvbS5hci8AAGgAdAB0AHAAOgAvAC8AdwB3AHcALgB6AGsAeQBzAGsAeQAuAGMAbwBtAC4AYQByAC8AAGh0dHA6Ly93d3cuemt5c2t5LmNvbS5hci8AAFQAaABpAHMAIABGAG8AbgB0ACAAUwBvAGYAdAB3AGEAcgBlACAAaQBzACAAbABpAGMAZQBuAHMAZQBkACAAdQBuAGQAZQByACAAdABoAGUAIABTAEkATAAgAE8AcABlAG4AIABGAG8AbgB0ACAATABpAGMAZQBuAHMAZQAsACAAVgBlAHIAcwBpAG8AbgAgADEALgAxAC4AIABUAGgAaQBzACAAbABpAGMAZQBuAHMAZQAgAGkAcwAgAGEAdgBhAGkAbABhAGIAbABlACAAdwBpAHQAaAAgAGEAIABGAEEAUQAgAGEAdAA6ACAAaAB0AHQAcAA6AC8ALwBzAGMAcgBpAHAAdABzAC4AcwBpAGwALgBvAHIAZwAvAE8ARgBMAABUaGlzIEZvbnQgU29mdHdhcmUgaXMgbGljZW5zZWQgdW5kZXIgdGhlIFNJTCBPcGVuIEZvbnQgTGljZW5zZSwgVmVyc2lvbiAxLjEuIFRoaXMgbGljZW5zZSBpcyBhdmFpbGFibGUgd2l0aCBhIEZBUSBhdDogaHR0cDovL3NjcmlwdHMuc2lsLm9yZy9PRkwAAGgAdAB0AHAAOgAvAC8AcwBjAHIAaQBwAHQAcwAuAHMAaQBsAC4AbwByAGcALwBPAEYATAAAaHR0cDovL3NjcmlwdHMuc2lsLm9yZy9PRkwAAAAAAAIAAAAAAAD/UQAyAAAAAAAAAAAAAAAAAAAAAAAAAAAHmgAAAAEAAgADAQIBAwEEAQUBBgEHAQgBCQEKAQsBDAENAQ4BDwEQAREBEgETARQBFQEWARcBGAEZARoBGwEcAR0BHgEfASABIQEiASMBJAElASYBJwEoASkBKgErASwBLQEuAS8BMAExATIBMwE0ATUBNgE3ATgBOQE6ATsBPAE9AT4BPwFAAUEBQgFDAUQBRQFGAUcBSAFJAUoBSwFMAU0BTgFPAVABUQFSAVMBVAFVAVYBVwFYAVkBWgFbAVwBXQFeAV8BYAFhAWIBYwFkAWUBZgFnAWgBaQFqAWsBbAFtAW4BbwFwAXEBcgFzAXQBdQF2AXcBeAF5AXoBewF8AX0BfgF/AYABgQGCAYMBhAGFAYYBhwGIAYkBigGLAYwBjQGOAY8BkAGRAZIBkwGUAZUBlgGXAZgBmQGaAZsBnAGdAZ4BnwGgAaEBogGjAaQBpQGmAacBqAGpAaoBqwGsAa0BrgGvAbABsQGyAbMBtAG1AbYBtwG4AbkBugG7AbwBvQG+Ab8BwAHBAcIBwwHEAcUBxgHHAcgByQHKAcsBzAHNAc4BzwHQAdEB0gHTAdQB1QHWAdcB2AHZAdoB2wHcAd0B3gHfAeAB4QHiAeMB5AHlAeYB5wHoAekB6gHrAewB7QHuAe8B8AHxAfIB8wH0AfUB9gH3AfgB+QH6AfsB/AH9Af4B/wIAAgECAgIDAgQCBQIGAgcCCAIJAgoCCwIMAg0CDgIPAhACEQISAhMCFAIVAhYCFwIYAhkCGgIbAhwCHQIeAh8CIAIhAiICIwIkAiUCJgInAigCKQIqAisCLAItAi4CLwIwAjECMgIzAjQCNQI2AjcCOAI5AjoCOwI8Aj0CPgI/AkACQQJCAkMCRAJFAkYCRwJIAkkCSgJLAkwCTQJOAk8CUAJRAlICUwJUAlUCVgJXAlgCWQJaAlsCXAJdAl4CXwJgAmECYgJjAmQCZQJmAmcCaAJpAmoCawJsAm0CbgJvAnACcQJyAnMCdAJ1AnYCdwJ4AnkCegJ7AnwCfQJ+An8CgAKBAoICgwKEAoUChgKHAogCiQKKAosCjAKNAo4CjwKQApECkgKTApQClQKWApcCmAKZApoCmwKcAp0CngKfAqACoQKiAqMCpAKlAqYCpwKoAqkCqgKrAqwCrQKuAq8CsAKxArICswK0ArUCtgK3ArgCuQK6ArsCvAK9Ar4CvwLAAsECwgLDAsQCxQLGAscCyALJAsoCywLMAs0CzgLPAtAC0QLSAtMC1ALVAtYC1wLYAtkC2gLbAtwC3QLeAt8C4ALhAuIC4wLkAuUC5gLnAugC6QLqAusC7ALtAu4C7wLwAvEC8gLzAvQC9QL2AvcC+AL5AvoC+wL8Av0C/gL/AwADAQMCAwMDBAMFAwYDBwMIAwkDCgMLAwwDDQMOAw8DEAMRAxIDEwMUAxUDFgMXAxgDGQMaAxsDHAMdAx4DHwMgAyEDIgMjAyQDJQMmAycDKAMpAyoDKwMsAy0DLgMvAzADMQMyAzMDNAM1AzYDNwM4AzkDOgM7AzwDPQM+Az8DQANBA0IDQwNEA0UDRgNHA0gDSQNKA0sDTANNA04DTwNQA1EDUgNTA1QDVQNWA1cDWANZA1oDWwNcA10DXgNfA2ADYQNiA2MDZANlA2YDZwNoA2kDagNrA2wDbQNuA28DcANxA3IDcwN0A3UDdgN3A3gDeQN6A3sDfAN9A34DfwOAA4EDggODA4QDhQOGA4cDiAOJA4oDiwOMA40DjgOPA5ADkQOSA5MDlAOVA5YDlwOYA5kDmgObA5wDnQOeA58DoAOhA6IDowOkA6UDpgOnA6gDqQOqA6sDrAOtA64DrwOwA7EDsgOzA7QDtQO2A7cDuAO5A7oDuwO8A70DvgO/A8ADwQPCA8MDxAPFA8YDxwPIA8kDygPLA8wDzQPOA88D0APRA9ID0wPUA9UD1gPXA9gD2QPaA9sD3APdA94D3wPgA+ED4gPjA+QD5QPmA+cD6APpA+oD6wPsA+0D7gPvA/AD8QPyA/MD9AP1A/YD9wP4A/kD+gP7A/wD/QP+A/8EAAQBBAIEAwQEBAUEBgQHBAgECQQKBAsEDAQNBA4EDwQQBBEEEgQTBBQEFQQWBBcEGAQZBBoEGwQcBB0EHgQfBCAEIQQiBCMEJAQlBCYEJwQoBCkEKgQrBCwELQQuBC8EMAQxBDIEMwQ0BDUENgQ3BDgEOQQ6BDsEPAQ9BD4EPwRABEEEQgRDBEQERQRGBEcESARJBEoESwRMBE0ETgRPBFAEUQRSBFMEVARVBFYEVwRYBFkEWgRbBFwEXQReBF8EYARhBGIEYwRkBGUEZgRnBGgEaQRqBGsEbARtBG4EbwRwBHEEcgRzBHQEdQR2BHcEeAR5BHoEewR8BH0EfgR/BIAEgQSCBIMEhASFBIYEhwSIBIkEigSLBIwEjQSOBI8EkASRBJIEkwSUBJUElgSXBJgEmQSaBJsEnASdBJ4EnwSgBKEEogSjBKQEpQSmBKcEqASpBKoEqwSsBK0ErgSvBLAEsQSyBLMEtAS1BLYEtwS4BLkEugS7BLwEvQS+BL8EwATBBMIEwwTEBMUExgTHBMgEyQTKBMsEzATNBM4EzwTQBNEE0gTTBNQE1QTWBNcE2ATZBNoE2wTcBN0E3gTfBOAE4QTiBOME5ATlBOYE5wToBOkE6gTrBOwE7QTuBO8E8ATxBPIE8wT0BPUE9gT3BPgE+QT6BPsE/AT9BP4E/wUABQEFAgUDBQQFBQUGBQcFCAUJBQoFCwUMBQ0FDgUPBRAFEQUSBRMFFAUVBRYFFwUYBRkFGgUbBRwFHQUeBR8FIAUhBSIFIwUkBSUFJgUnBSgFKQUqBSsFLAUtBS4FLwUwBTEFMgUzBTQFNQU2BTcFOAU5BToFOwU8BT0FPgU/BUAFQQVCBUMFRAVFBUYFRwVIBUkFSgVLBUwFTQVOBU8FUAVRBVIFUwVUBVUFVgVXBVgFWQVaBVsFXAVdBV4FXwVgBWEFYgVjBWQFZQVmBWcFaAVpBWoFawVsBW0FbgVvBXAFcQVyBXMFdAV1BXYFdwV4BXkFegV7BXwFfQV+BX8FgAWBBYIFgwWEBYUFhgWHBYgFiQWKBYsFjAWNBY4FjwWQBZEFkgWTBZQFlQWWBZcFmAWZBZoFmwWcBZ0FngWfBaAFoQWiBaMFpAWlBaYFpwWoBakFqgWrBawFrQWuBa8FsAWxBbIFswW0BbUFtgW3BbgFuQW6BbsFvAW9Bb4FvwXABcEFwgXDBcQFxQXGBccFyAXJBcoFywXMBc0FzgXPBdAF0QXSBdMF1AXVBdYF1wXYBdkF2gXbBdwF3QXeBd8F4AXhBeIF4wXkBeUF5gXnBegF6QXqBesF7AXtBe4F7wXwBfEF8gXzBfQF9QX2BfcF+AX5BfoF+wX8Bf0F/gX/BgAGAQYCBgMGBAYFBgYGBwYIBgkGCgYLBgwGDQYOBg8GEAYRBhIGEwYUBhUGFgYXBhgGGQYaBhsGHAYdBh4GHwYgBiEGIgYjBiQGJQYmBicGKAYpBioGKwYsBi0GLgYvBjAGMQYyBjMGNAY1BjYGNwY4BjkGOgY7BjwGPQY+Bj8GQAZBBkIGQwZEBkUGRgZHBkgGSQZKBksGTAZNBk4GTwZQBlEGUgZTBlQGVQZWBlcGWAZZBloGWwZcBl0GXgZfBmAGYQZiBmMGZAZlBmYGZwZoBmkGagZrBmwGbQZuBm8GcAZxBnIGcwZ0BnUGdgZ3BngGeQZ6BnsGfAZ9Bn4GfwaABoEGggaDBoQGhQaGBocGiAaJBooGiwaMBo0GjgaPBpAGkQaSBpMGlAaVBpYGlwaYBpkGmgabBpwGnQaeBp8GoAahBqIGowakBqUGpganBqgGqQaqBqsGrAatBq4GrwawBrEGsgazBrQGtQa2BrcGuAa5BroGuwa8Br0Gvga/BsAGwQbCBsMGxAbFBsYGxwbIBskGygbLBswGzQbOBs8G0AbRBtIG0wbUBtUG1gbXBtgG2QbaBtsG3AbdBt4G3wbgBuEG4gbjBuQG5QbmBucG6AbpBuoG6wbsBu0G7gbvBvAG8QbyBvMG9Ab1BvYG9wb4BvkG+gb7BvwG/Qb+Bv8HAAcBBwIHAwcEBwUHBgcHBwgHCQcKBwsHDAcNBw4HDwcQBxEHEgcTBxQHFQcWBxcHGAcZBxoHGwccBx0HHgcfByAHIQciByMHJAclByYHJwcoBykHKgcrBywHLQcuBy8HMAcxBzIHMwc0BzUHNgc3BzgHOQc6BzsHPAc9Bz4HPwdAB0EHQgdDB0QHRQdGB0cHSAdJB0oHSwdMB00HTgdPB1AHUQdSB1MHVAdVB1YHVwdYB1kHWgdbB1wHXQdeB18HYAdhB2IHYwdkB2UHZgdnB2gHaQdqB2sHbAdtB24HbwdwB3EHcgdzB3QHdQd2B3cHeAd5B3oHewd8B30Hfgd/B4AHgQeCB4MHhAeFB4YHhweIB4kHigeLB4wHjQeOB48HkAeRB5IHkweUB5UHlgeXB5gHmQeaB5sHnAedB54HnwegB6EHogejB6QHpQemB6cHqAepB6oHqwesB60HrgevB7AHsQeyB7MHtAe1B7YHtwe4B7kHuge7B7wHvQe+B78HwAfBB8IHwwfEB8UHxgfHB8gHyQfKB8sHzAfNB84HzwfQB9EH0gfTB9QH1QfWB9cH2AfZB9oH2wfcB90H3gffB+AH4QfiB+MH5AflB+YH5wfoB+kH6gfrB+wH7QfuB+8H8AfxB/IH8wf0B/UH9gf3B/gH+Qf6B/sH/Af9B/4H/wgACAEIAggDCAQIBQgGCAcICAgJCAoICwgMCA0IDggPCBAIEQgSCBMIFAgVCBYIFwgYCBkIGggbCBwIHQgeCB8IIAghCCIIIwgkCCUIJggnCCgIKQgqCCsILAgtCC4ILwgwCDEIMggzCDQINQg2CDcIOAg5CDoIOwg8CD0IPgg/CEAIQQhCCEMIRAhFCEYIRwhICEkISghLCEwITQhOCE8IUAhRCFIIUwhUCFUIVghXCFgIWQhaCFsIXAhdCF4IXwhgCGEIYghjCGQIZQhmCGcIaAhpCGoIawhsCG0IbghvCHAIcQhyCHMIdAh1CHYIdwh4CHkIegh7CHwIfQh+CH8IgAiBCIIIgwiECIUIhgiHCIgIiQiKCIsIjAiNCI4IjwiQCJEIkgiTCJQIlQiWCJcITmFtZU1lLjAITmFtZU1lLjEITmFtZU1lLjIITmFtZU1lLjQITmFtZU1lLjUITmFtZU1lLjYITmFtZU1lLjcITmFtZU1lLjgITmFtZU1lLjkJTmFtZU1lLjEwCU5hbWVNZS4xMQlOYW1lTWUuMTIJTmFtZU1lLjEzCU5hbWVNZS4xNAlOYW1lTWUuMTUJTmFtZU1lLjE2CU5hbWVNZS4xNwlOYW1lTWUuMTgJTmFtZU1lLjE5CU5hbWVNZS4yMAlOYW1lTWUuMjEJTmFtZU1lLjIyCU5hbWVNZS4yMwlOYW1lTWUuMjQJTmFtZU1lLjI1CU5hbWVNZS4yNglOYW1lTWUuMjcJTmFtZU1lLjI4CU5hbWVNZS4yOQlOYW1lTWUuMzAJTmFtZU1lLjMxCU5hbWVNZS4zMglOYW1lTWUuMzMJTmFtZU1lLjM0CU5hbWVNZS4zNQlOYW1lTWUuMzYJTmFtZU1lLjM3CU5hbWVNZS4zOAlOYW1lTWUuMzkJTmFtZU1lLjQwCU5hbWVNZS40MQlOYW1lTWUuNDIJTmFtZU1lLjQzCU5hbWVNZS40NAlOYW1lTWUuNDUJTmFtZU1lLjQ2CU5hbWVNZS40NwlOYW1lTWUuNDgJTmFtZU1lLjQ5CU5hbWVNZS41MAlOYW1lTWUuNTEJTmFtZU1lLjUyCU5hbWVNZS41MwlOYW1lTWUuNTQJTmFtZU1lLjU1CU5hbWVNZS41NglOYW1lTWUuNTcJTmFtZU1lLjU4CU5hbWVNZS41OQlOYW1lTWUuNjAJTmFtZU1lLjYxCU5hbWVNZS42MglOYW1lTWUuNjMJTmFtZU1lLjY0CU5hbWVNZS42NQlOYW1lTWUuNjYJTmFtZU1lLjY3CU5hbWVNZS42OAlOYW1lTWUuNjkJTmFtZU1lLjcwCU5hbWVNZS43MQlOYW1lTWUuNzIJTmFtZU1lLjczCU5hbWVNZS43NAlOYW1lTWUuNzUJTmFtZU1lLjc2CU5hbWVNZS43NwlOYW1lTWUuNzgJTmFtZU1lLjc5CU5hbWVNZS44MAlOYW1lTWUuODEJTmFtZU1lLjgyCU5hbWVNZS44MwlOYW1lTWUuODQJTmFtZU1lLjg1CU5hbWVNZS44NglOYW1lTWUuODcJTmFtZU1lLjg4CU5hbWVNZS44OQlOYW1lTWUuOTAJTmFtZU1lLjkxCU5hbWVNZS45MglOYW1lTWUuOTMJTmFtZU1lLjk0CU5hbWVNZS45NQlOYW1lTWUuOTYJTmFtZU1lLjk3CU5hbWVNZS45OAlOYW1lTWUuOTkKTmFtZU1lLjEwMApOYW1lTWUuMTAxCk5hbWVNZS4xMDIKTmFtZU1lLjEwMwpOYW1lTWUuMTA0Ck5hbWVNZS4xMDUKTmFtZU1lLjEwNgpOYW1lTWUuMTA3Ck5hbWVNZS4xMDgKTmFtZU1lLjEwOQpOYW1lTWUuMTEwCk5hbWVNZS4xMTEKTmFtZU1lLjExMgpOYW1lTWUuMTEzCk5hbWVNZS4xMTQKTmFtZU1lLjExNQpOYW1lTWUuMTE2Ck5hbWVNZS4xMTcKTmFtZU1lLjExOApOYW1lTWUuMTE5Ck5hbWVNZS4xMjAKTmFtZU1lLjEyMQpOYW1lTWUuMTIyCk5hbWVNZS4xMjMKTmFtZU1lLjEyNApOYW1lTWUuMTI1Ck5hbWVNZS4xMjYKTmFtZU1lLjEyNwpOYW1lTWUuMTI4Ck5hbWVNZS4xMjkKTmFtZU1lLjEzMApOYW1lTWUuMTMxCk5hbWVNZS4xMzIKTmFtZU1lLjEzMwpOYW1lTWUuMTM0Ck5hbWVNZS4xMzUKTmFtZU1lLjEzNgpOYW1lTWUuMTM3Ck5hbWVNZS4xMzgKTmFtZU1lLjEzOQpOYW1lTWUuMTQwCk5hbWVNZS4xNDEKTmFtZU1lLjE0MgpOYW1lTWUuMTQzCk5hbWVNZS4xNDQKTmFtZU1lLjE0NQpOYW1lTWUuMTQ2Ck5hbWVNZS4xNDcKTmFtZU1lLjE0OApOYW1lTWUuMTQ5Ck5hbWVNZS4xNTAKTmFtZU1lLjE1MQpOYW1lTWUuMTUyCk5hbWVNZS4xNTMKTmFtZU1lLjE1NApOYW1lTWUuMTU1Ck5hbWVNZS4xNTYKTmFtZU1lLjE1NwpOYW1lTWUuMTU4Ck5hbWVNZS4xNTkKTmFtZU1lLjE2MApOYW1lTWUuMTYxCk5hbWVNZS4xNjIKTmFtZU1lLjE2MwpOYW1lTWUuMTY0Ck5hbWVNZS4xNjUKTmFtZU1lLjE2NgpOYW1lTWUuMTY3Ck5hbWVNZS4xNjgKTmFtZU1lLjE2OQpOYW1lTWUuMTcwCk5hbWVNZS4xNzEKTmFtZU1lLjE3MgpOYW1lTWUuMTczCk5hbWVNZS4xNzQKTmFtZU1lLjE3NQpOYW1lTWUuMTc2Ck5hbWVNZS4xNzcKTmFtZU1lLjE3OApOYW1lTWUuMTc5Ck5hbWVNZS4xODAKTmFtZU1lLjE4MQpOYW1lTWUuMTgyCk5hbWVNZS4xODMKTmFtZU1lLjE4NApOYW1lTWUuMTg1Ck5hbWVNZS4xODYKTmFtZU1lLjE4NwpOYW1lTWUuMTg4Ck5hbWVNZS4xODkKTmFtZU1lLjE5MApOYW1lTWUuMTkxCk5hbWVNZS4xOTIKTmFtZU1lLjE5MwpOYW1lTWUuMTk0Ck5hbWVNZS4xOTUKTmFtZU1lLjE5NgpOYW1lTWUuMTk3Ck5hbWVNZS4xOTgKTmFtZU1lLjE5OQpOYW1lTWUuMjAwCk5hbWVNZS4yMDEKTmFtZU1lLjIwMgpOYW1lTWUuMjAzCk5hbWVNZS4yMDQKTmFtZU1lLjIwNQpOYW1lTWUuMjA2Ck5hbWVNZS4yMDcKTmFtZU1lLjIwOApOYW1lTWUuMjA5Ck5hbWVNZS4yMTAKTmFtZU1lLjIxMQpOYW1lTWUuMjEyCk5hbWVNZS4yMTMKTmFtZU1lLjIxNApOYW1lTWUuMjE1Ck5hbWVNZS4yMTYKTmFtZU1lLjIxNwpOYW1lTWUuMjE4Ck5hbWVNZS4yMTkKTmFtZU1lLjIyMApOYW1lTWUuMjIxCk5hbWVNZS4yMjIKTmFtZU1lLjIyMwpOYW1lTWUuMjI0Ck5hbWVNZS4yMjUKTmFtZU1lLjIyNgpOYW1lTWUuMjI3Ck5hbWVNZS4yMjgKTmFtZU1lLjIyOQpOYW1lTWUuMjMwCk5hbWVNZS4yMzEKTmFtZU1lLjIzMgpOYW1lTWUuMjMzCk5hbWVNZS4yMzQKTmFtZU1lLjIzNQpOYW1lTWUuMjM2Ck5hbWVNZS4yMzcKTmFtZU1lLjIzOApOYW1lTWUuMjM5Ck5hbWVNZS4yNDAKTmFtZU1lLjI0MQpOYW1lTWUuMjQyCk5hbWVNZS4yNDMKTmFtZU1lLjI0NApOYW1lTWUuMjQ1Ck5hbWVNZS4yNDYKTmFtZU1lLjI0NwpOYW1lTWUuMjQ4Ck5hbWVNZS4yNDkKTmFtZU1lLjI1MApOYW1lTWUuMjUxCk5hbWVNZS4yNTIKTmFtZU1lLjI1MwpOYW1lTWUuMjU0Ck5hbWVNZS4yNTUKTmFtZU1lLjI1NgpOYW1lTWUuMjU3Ck5hbWVNZS4yNTgKTmFtZU1lLjI1OQpOYW1lTWUuMjYwCk5hbWVNZS4yNjEKTmFtZU1lLjI2MgpOYW1lTWUuMjYzCk5hbWVNZS4yNjQKTmFtZU1lLjI2NQpOYW1lTWUuMjY2Ck5hbWVNZS4yNjcKTmFtZU1lLjI2OApOYW1lTWUuMjY5Ck5hbWVNZS4yNzAKTmFtZU1lLjI3MQpOYW1lTWUuMjcyCk5hbWVNZS4yNzMKTmFtZU1lLjI3NApOYW1lTWUuMjc1Ck5hbWVNZS4yNzYKTmFtZU1lLjI3NwpOYW1lTWUuMjc4Ck5hbWVNZS4yNzkKTmFtZU1lLjI4MApOYW1lTWUuMjgxCk5hbWVNZS4yODIKTmFtZU1lLjI4MwpOYW1lTWUuMjg0Ck5hbWVNZS4yODUKTmFtZU1lLjI4NgpOYW1lTWUuMjg3Ck5hbWVNZS4yODgKTmFtZU1lLjI4OQpOYW1lTWUuMjkwCk5hbWVNZS4yOTEKTmFtZU1lLjI5MgpOYW1lTWUuMjkzCk5hbWVNZS4yOTQKTmFtZU1lLjI5NQpOYW1lTWUuMjk2Ck5hbWVNZS4yOTcKTmFtZU1lLjI5OApOYW1lTWUuMjk5Ck5hbWVNZS4zMDAKTmFtZU1lLjMwMQpOYW1lTWUuMzAyCk5hbWVNZS4zMDMKTmFtZU1lLjMwNApOYW1lTWUuMzA1Ck5hbWVNZS4zMDYKTmFtZU1lLjMwNwpOYW1lTWUuMzA4Ck5hbWVNZS4zMDkKTmFtZU1lLjMxMApOYW1lTWUuMzExCk5hbWVNZS4zMTIKTmFtZU1lLjMxMwpOYW1lTWUuMzE0Ck5hbWVNZS4zMTUKTmFtZU1lLjMxNgpOYW1lTWUuMzE3Ck5hbWVNZS4zMTgKTmFtZU1lLjMxOQpOYW1lTWUuMzIwCk5hbWVNZS4zMjEKTmFtZU1lLjMyMgpOYW1lTWUuMzIzCk5hbWVNZS4zMjQKTmFtZU1lLjMyNQpOYW1lTWUuMzI2Ck5hbWVNZS4zMjcKTmFtZU1lLjMyOApOYW1lTWUuMzI5Ck5hbWVNZS4zMzAKTmFtZU1lLjMzMQpOYW1lTWUuMzMyCk5hbWVNZS4zMzMKTmFtZU1lLjMzNApOYW1lTWUuMzM1Ck5hbWVNZS4zMzYKTmFtZU1lLjMzNwpOYW1lTWUuMzM4Ck5hbWVNZS4zMzkKTmFtZU1lLjM0MApOYW1lTWUuMzQxCk5hbWVNZS4zNDIKTmFtZU1lLjM0MwpOYW1lTWUuMzQ0Ck5hbWVNZS4zNDUKTmFtZU1lLjM0NgpOYW1lTWUuMzQ3Ck5hbWVNZS4zNDgKTmFtZU1lLjM0OQpOYW1lTWUuMzUwCk5hbWVNZS4zNTEKTmFtZU1lLjM1MgpOYW1lTWUuMzUzCk5hbWVNZS4zNTQKTmFtZU1lLjM1NQpOYW1lTWUuMzU2Ck5hbWVNZS4zNTcKTmFtZU1lLjM1OApOYW1lTWUuMzU5Ck5hbWVNZS4zNjAKTmFtZU1lLjM2MQpOYW1lTWUuMzYyCk5hbWVNZS4zNjMKTmFtZU1lLjM2NApOYW1lTWUuMzY1Ck5hbWVNZS4zNjYKTmFtZU1lLjM2NwpOYW1lTWUuMzY4Ck5hbWVNZS4zNjkKTmFtZU1lLjM3MApOYW1lTWUuMzcxCk5hbWVNZS4zNzIKTmFtZU1lLjM3MwpOYW1lTWUuMzc0Ck5hbWVNZS4zNzUKTmFtZU1lLjM3NgpOYW1lTWUuMzc3Ck5hbWVNZS4zNzgKTmFtZU1lLjM3OQpOYW1lTWUuMzgwCk5hbWVNZS4zODEKTmFtZU1lLjM4MgpOYW1lTWUuMzgzCk5hbWVNZS4zODQKTmFtZU1lLjM4NQpOYW1lTWUuMzg2Ck5hbWVNZS4zODcKTmFtZU1lLjM4OApOYW1lTWUuMzg5Ck5hbWVNZS4zOTAKTmFtZU1lLjM5MQpOYW1lTWUuMzkyCk5hbWVNZS4zOTMKTmFtZU1lLjM5NApOYW1lTWUuMzk1Ck5hbWVNZS4zOTYKTmFtZU1lLjM5NwpOYW1lTWUuMzk4Ck5hbWVNZS4zOTkKTmFtZU1lLjQwMApOYW1lTWUuNDAxCk5hbWVNZS40MDIKTmFtZU1lLjQwMwpOYW1lTWUuNDA0Ck5hbWVNZS40MDUKTmFtZU1lLjQwNgpOYW1lTWUuNDA3Ck5hbWVNZS40MDgKTmFtZU1lLjQwOQpOYW1lTWUuNDEwCk5hbWVNZS40MTEKTmFtZU1lLjQxMgpOYW1lTWUuNDEzCk5hbWVNZS40MTQKTmFtZU1lLjQxNQpOYW1lTWUuNDE2Ck5hbWVNZS40MTcKTmFtZU1lLjQxOApOYW1lTWUuNDE5Ck5hbWVNZS40MjAKTmFtZU1lLjQyMQpOYW1lTWUuNDIyCk5hbWVNZS40MjMKTmFtZU1lLjQyNApOYW1lTWUuNDI1Ck5hbWVNZS40MjYKTmFtZU1lLjQyNwpOYW1lTWUuNDI4Ck5hbWVNZS40MjkKTmFtZU1lLjQzMApOYW1lTWUuNDMxCk5hbWVNZS40MzIKTmFtZU1lLjQzMwpOYW1lTWUuNDM0Ck5hbWVNZS40MzUKTmFtZU1lLjQzNgpOYW1lTWUuNDM3Ck5hbWVNZS40MzgKTmFtZU1lLjQzOQpOYW1lTWUuNDQwCk5hbWVNZS40NDEKTmFtZU1lLjQ0MgpOYW1lTWUuNDQzCk5hbWVNZS40NDQKTmFtZU1lLjQ0NQpOYW1lTWUuNDQ2Ck5hbWVNZS40NDcKTmFtZU1lLjQ0OApOYW1lTWUuNDQ5Ck5hbWVNZS40NTAKTmFtZU1lLjQ1MQpOYW1lTWUuNDUyCk5hbWVNZS40NTMKTmFtZU1lLjQ1NApOYW1lTWUuNDU1Ck5hbWVNZS40NTYKTmFtZU1lLjQ1NwpOYW1lTWUuNDU4Ck5hbWVNZS40NTkKTmFtZU1lLjQ2MApOYW1lTWUuNDYxCk5hbWVNZS40NjIKTmFtZU1lLjQ2MwpOYW1lTWUuNDY0Ck5hbWVNZS40NjUKTmFtZU1lLjQ2NgpOYW1lTWUuNDY3Ck5hbWVNZS40NjgKTmFtZU1lLjQ2OQpOYW1lTWUuNDcwCk5hbWVNZS40NzEKTmFtZU1lLjQ3MgpOYW1lTWUuNDczCk5hbWVNZS40NzQKTmFtZU1lLjQ3NQpOYW1lTWUuNDc2Ck5hbWVNZS40NzcKTmFtZU1lLjQ3OApOYW1lTWUuNDc5Ck5hbWVNZS40ODAKTmFtZU1lLjQ4MQpOYW1lTWUuNDgyCk5hbWVNZS40ODMKTmFtZU1lLjQ4NApOYW1lTWUuNDg1Ck5hbWVNZS40ODYKTmFtZU1lLjQ4NwpOYW1lTWUuNDg4Ck5hbWVNZS40ODkKTmFtZU1lLjQ5MApOYW1lTWUuNDkxCk5hbWVNZS40OTIKTmFtZU1lLjQ5MwpOYW1lTWUuNDk0Ck5hbWVNZS40OTUKTmFtZU1lLjQ5NgpOYW1lTWUuNDk3Ck5hbWVNZS40OTgKTmFtZU1lLjQ5OQpOYW1lTWUuNTAwCk5hbWVNZS41MDEKTmFtZU1lLjUwMgpOYW1lTWUuNTAzCk5hbWVNZS41MDQKTmFtZU1lLjUwNQpOYW1lTWUuNTA2Ck5hbWVNZS41MDcKTmFtZU1lLjUwOApOYW1lTWUuNTA5Ck5hbWVNZS41MTAKTmFtZU1lLjUxMQpOYW1lTWUuNTEyCk5hbWVNZS41MTMKTmFtZU1lLjUxNApOYW1lTWUuNTE1Ck5hbWVNZS41MTYKTmFtZU1lLjUxNwpOYW1lTWUuNTE4Ck5hbWVNZS41MTkKTmFtZU1lLjUyMApOYW1lTWUuNTIxCk5hbWVNZS41MjIKTmFtZU1lLjUyMwpOYW1lTWUuNTI0Ck5hbWVNZS41MjUKTmFtZU1lLjUyNgpOYW1lTWUuNTI3Ck5hbWVNZS41MjgKTmFtZU1lLjUyOQpOYW1lTWUuNTMwCk5hbWVNZS41MzEKTmFtZU1lLjUzMgpOYW1lTWUuNTMzCk5hbWVNZS41MzQKTmFtZU1lLjUzNQpOYW1lTWUuNTM2Ck5hbWVNZS41MzcKTmFtZU1lLjUzOApOYW1lTWUuNTM5Ck5hbWVNZS41NDAKTmFtZU1lLjU0MQpOYW1lTWUuNTQyCk5hbWVNZS41NDMKTmFtZU1lLjU0NApOYW1lTWUuNTQ1Ck5hbWVNZS41NDYKTmFtZU1lLjU0NwpOYW1lTWUuNTQ4Ck5hbWVNZS41NDkKTmFtZU1lLjU1MApOYW1lTWUuNTUxCk5hbWVNZS41NTIKTmFtZU1lLjU1MwpOYW1lTWUuNTU0Ck5hbWVNZS41NTUKTmFtZU1lLjU1NgpOYW1lTWUuNTU3Ck5hbWVNZS41NTgKTmFtZU1lLjU1OQpOYW1lTWUuNTYwCk5hbWVNZS41NjEKTmFtZU1lLjU2MgpOYW1lTWUuNTYzCk5hbWVNZS41NjQKTmFtZU1lLjU2NQpOYW1lTWUuNTY2Ck5hbWVNZS41NjcKTmFtZU1lLjU2OApOYW1lTWUuNTY5Ck5hbWVNZS41NzAKTmFtZU1lLjU3MQpOYW1lTWUuNTcyCk5hbWVNZS41NzMKTmFtZU1lLjU3NApOYW1lTWUuNTc1Ck5hbWVNZS41NzYKTmFtZU1lLjU3NwpOYW1lTWUuNTc4Ck5hbWVNZS41NzkKTmFtZU1lLjU4MApOYW1lTWUuNTgxCk5hbWVNZS41ODIKTmFtZU1lLjU4MwpOYW1lTWUuNTg0Ck5hbWVNZS41ODUKTmFtZU1lLjU4NgpOYW1lTWUuNTg3Ck5hbWVNZS41ODgKTmFtZU1lLjU4OQpOYW1lTWUuNTkwCk5hbWVNZS41OTEKTmFtZU1lLjU5MgpOYW1lTWUuNTkzCk5hbWVNZS41OTQKTmFtZU1lLjU5NQpOYW1lTWUuNTk2Ck5hbWVNZS41OTcKTmFtZU1lLjU5OApOYW1lTWUuNTk5Ck5hbWVNZS42MDAKTmFtZU1lLjYwMQpOYW1lTWUuNjAyCk5hbWVNZS42MDMKTmFtZU1lLjYwNApOYW1lTWUuNjA1Ck5hbWVNZS42MDYKTmFtZU1lLjYwNwpOYW1lTWUuNjA4Ck5hbWVNZS42MDkKTmFtZU1lLjYxMApOYW1lTWUuNjExCk5hbWVNZS42MTIKTmFtZU1lLjYxMwpOYW1lTWUuNjE0Ck5hbWVNZS42MTUKTmFtZU1lLjYxNgpOYW1lTWUuNjE3Ck5hbWVNZS42MTgKTmFtZU1lLjYxOQpOYW1lTWUuNjIwCk5hbWVNZS42MjEKTmFtZU1lLjYyMgpOYW1lTWUuNjIzCk5hbWVNZS42MjQKTmFtZU1lLjYyNQpOYW1lTWUuNjI2Ck5hbWVNZS42MjcKTmFtZU1lLjYyOApOYW1lTWUuNjI5Ck5hbWVNZS42MzAKTmFtZU1lLjYzMQpOYW1lTWUuNjMyCk5hbWVNZS42MzMKTmFtZU1lLjYzNApOYW1lTWUuNjM1Ck5hbWVNZS42MzYKTmFtZU1lLjYzNwpOYW1lTWUuNjM4Ck5hbWVNZS42MzkKTmFtZU1lLjY0MApOYW1lTWUuNjQxCk5hbWVNZS42NDIKTmFtZU1lLjY0MwpOYW1lTWUuNjQ0Ck5hbWVNZS42NDUKTmFtZU1lLjY0NgpOYW1lTWUuNjQ3Ck5hbWVNZS42NDgKTmFtZU1lLjY0OQpOYW1lTWUuNjUwCk5hbWVNZS42NTEKTmFtZU1lLjY1MgpOYW1lTWUuNjUzCk5hbWVNZS42NTQKTmFtZU1lLjY1NQpOYW1lTWUuNjU2Ck5hbWVNZS42NTcKTmFtZU1lLjY1OApOYW1lTWUuNjU5Ck5hbWVNZS42NjAKTmFtZU1lLjY2MQpOYW1lTWUuNjYyCk5hbWVNZS42NjMKTmFtZU1lLjY2NApOYW1lTWUuNjY1Ck5hbWVNZS42NjYKTmFtZU1lLjY2NwpOYW1lTWUuNjY4Ck5hbWVNZS42NjkKTmFtZU1lLjY3MApOYW1lTWUuNjcxCk5hbWVNZS42NzIKTmFtZU1lLjY3MwpOYW1lTWUuNjc0Ck5hbWVNZS42NzUKTmFtZU1lLjY3NgpOYW1lTWUuNjc3Ck5hbWVNZS42NzgKTmFtZU1lLjY3OQpOYW1lTWUuNjgwCk5hbWVNZS42ODEKTmFtZU1lLjY4MgpOYW1lTWUuNjgzCk5hbWVNZS42ODQKTmFtZU1lLjY4NQpOYW1lTWUuNjg2Ck5hbWVNZS42ODcKTmFtZU1lLjY4OApOYW1lTWUuNjg5Ck5hbWVNZS42OTAKTmFtZU1lLjY5MQpOYW1lTWUuNjkyCk5hbWVNZS42OTMKTmFtZU1lLjY5NApOYW1lTWUuNjk1Ck5hbWVNZS42OTYKTmFtZU1lLjY5NwpOYW1lTWUuNjk4Ck5hbWVNZS42OTkKTmFtZU1lLjcwMApOYW1lTWUuNzAxCk5hbWVNZS43MDIKTmFtZU1lLjcwMwpOYW1lTWUuNzA0Ck5hbWVNZS43MDUKTmFtZU1lLjcwNgpOYW1lTWUuNzA3Ck5hbWVNZS43MDgKTmFtZU1lLjcwOQpOYW1lTWUuNzEwCk5hbWVNZS43MTEKTmFtZU1lLjcxMgpOYW1lTWUuNzEzCk5hbWVNZS43MTQKTmFtZU1lLjcxNQpOYW1lTWUuNzE2Ck5hbWVNZS43MTcKTmFtZU1lLjcxOApOYW1lTWUuNzE5Ck5hbWVNZS43MjAKTmFtZU1lLjcyMQpOYW1lTWUuNzIyCk5hbWVNZS43MjMKTmFtZU1lLjcyNApOYW1lTWUuNzI1Ck5hbWVNZS43MjYKTmFtZU1lLjcyNwpOYW1lTWUuNzI4Ck5hbWVNZS43MjkKTmFtZU1lLjczMApOYW1lTWUuNzMxCk5hbWVNZS43MzIKTmFtZU1lLjczMwpOYW1lTWUuNzM0Ck5hbWVNZS43MzUKTmFtZU1lLjczNgpOYW1lTWUuNzM3Ck5hbWVNZS43MzgKTmFtZU1lLjczOQpOYW1lTWUuNzQwCk5hbWVNZS43NDEKTmFtZU1lLjc0MgpOYW1lTWUuNzQzCk5hbWVNZS43NDQKTmFtZU1lLjc0NQpOYW1lTWUuNzQ2Ck5hbWVNZS43NDcKTmFtZU1lLjc0OApOYW1lTWUuNzQ5Ck5hbWVNZS43NTAKTmFtZU1lLjc1MQpOYW1lTWUuNzUyCk5hbWVNZS43NTMKTmFtZU1lLjc1NApOYW1lTWUuNzU1Ck5hbWVNZS43NTYKTmFtZU1lLjc1NwpOYW1lTWUuNzU4Ck5hbWVNZS43NTkKTmFtZU1lLjc2MApOYW1lTWUuNzYxCk5hbWVNZS43NjIKTmFtZU1lLjc2MwpOYW1lTWUuNzY0Ck5hbWVNZS43NjUKTmFtZU1lLjc2NgpOYW1lTWUuNzY3Ck5hbWVNZS43NjgKTmFtZU1lLjc2OQpOYW1lTWUuNzcwCk5hbWVNZS43NzEKTmFtZU1lLjc3MgpOYW1lTWUuNzczCk5hbWVNZS43NzQKTmFtZU1lLjc3NQpOYW1lTWUuNzc2Ck5hbWVNZS43NzcKTmFtZU1lLjc3OApOYW1lTWUuNzc5Ck5hbWVNZS43ODAKTmFtZU1lLjc4MQpOYW1lTWUuNzgyCk5hbWVNZS43ODMKTmFtZU1lLjc4NApOYW1lTWUuNzg1Ck5hbWVNZS43ODYKTmFtZU1lLjc4NwpOYW1lTWUuNzg4Ck5hbWVNZS43ODkKTmFtZU1lLjc5MApOYW1lTWUuNzkxCk5hbWVNZS43OTIKTmFtZU1lLjc5MwpOYW1lTWUuNzk0Ck5hbWVNZS43OTUKTmFtZU1lLjc5NgpOYW1lTWUuNzk3Ck5hbWVNZS43OTgKTmFtZU1lLjc5OQpOYW1lTWUuODAwCk5hbWVNZS44MDEKTmFtZU1lLjgwMgpOYW1lTWUuODAzCk5hbWVNZS44MDQKTmFtZU1lLjgwNQpOYW1lTWUuODA2Ck5hbWVNZS44MDcKTmFtZU1lLjgwOApOYW1lTWUuODA5Ck5hbWVNZS44MTAKTmFtZU1lLjgxMQpOYW1lTWUuODEyCk5hbWVNZS44MTMKTmFtZU1lLjgxNApOYW1lTWUuODE1Ck5hbWVNZS44MTYKTmFtZU1lLjgxNwpOYW1lTWUuODE4Ck5hbWVNZS44MTkKTmFtZU1lLjgyMApOYW1lTWUuODIxCk5hbWVNZS44MjIKTmFtZU1lLjgyMwpOYW1lTWUuODI0Ck5hbWVNZS44MjUKTmFtZU1lLjgyNgpOYW1lTWUuODI3Ck5hbWVNZS44MjgKTmFtZU1lLjgyOQpOYW1lTWUuODMwCk5hbWVNZS44MzEKTmFtZU1lLjgzMgpOYW1lTWUuODMzCk5hbWVNZS44MzQKTmFtZU1lLjgzNQpOYW1lTWUuODM2Ck5hbWVNZS44MzcKTmFtZU1lLjgzOApOYW1lTWUuODM5Ck5hbWVNZS44NDAKTmFtZU1lLjg0MQpOYW1lTWUuODQyCk5hbWVNZS44NDMKTmFtZU1lLjg0NApOYW1lTWUuODQ1Ck5hbWVNZS44NDYKTmFtZU1lLjg0NwpOYW1lTWUuODQ4Ck5hbWVNZS44NDkKTmFtZU1lLjg1MApOYW1lTWUuODUxCk5hbWVNZS44NTIKTmFtZU1lLjg1MwpOYW1lTWUuODU0Ck5hbWVNZS44NTUKTmFtZU1lLjg1NgpOYW1lTWUuODU3Ck5hbWVNZS44NTgKTmFtZU1lLjg1OQpOYW1lTWUuODYwCk5hbWVNZS44NjEKTmFtZU1lLjg2MgpOYW1lTWUuODYzCk5hbWVNZS44NjQKTmFtZU1lLjg2NQpOYW1lTWUuODY2Ck5hbWVNZS44NjcKTmFtZU1lLjg2OApOYW1lTWUuODY5Ck5hbWVNZS44NzAKTmFtZU1lLjg3MQpOYW1lTWUuODcyCk5hbWVNZS44NzMKTmFtZU1lLjg3NApOYW1lTWUuODc1Ck5hbWVNZS44NzYKTmFtZU1lLjg3NwpOYW1lTWUuODc4Ck5hbWVNZS44NzkKTmFtZU1lLjg4MApOYW1lTWUuODgxCk5hbWVNZS44ODIKTmFtZU1lLjg4MwpOYW1lTWUuODg0Ck5hbWVNZS44ODUKTmFtZU1lLjg4NgpOYW1lTWUuODg3Ck5hbWVNZS44ODgKTmFtZU1lLjg4OQpOYW1lTWUuODkwCk5hbWVNZS44OTEKTmFtZU1lLjg5MgpOYW1lTWUuODkzCk5hbWVNZS44OTQKTmFtZU1lLjg5NQpOYW1lTWUuODk2Ck5hbWVNZS44OTcKTmFtZU1lLjg5OApOYW1lTWUuODk5Ck5hbWVNZS45MDAKTmFtZU1lLjkwMQpOYW1lTWUuOTAyCk5hbWVNZS45MDMKTmFtZU1lLjkwNApOYW1lTWUuOTA1Ck5hbWVNZS45MDYKTmFtZU1lLjkwNwpOYW1lTWUuOTA4Ck5hbWVNZS45MDkKTmFtZU1lLjkxMApOYW1lTWUuOTExCk5hbWVNZS45MTIKTmFtZU1lLjkxMwpOYW1lTWUuOTE0Ck5hbWVNZS45MTUKTmFtZU1lLjkxNgpOYW1lTWUuOTE3Ck5hbWVNZS45MTgKTmFtZU1lLjkxOQpOYW1lTWUuOTIwCk5hbWVNZS45MjEKTmFtZU1lLjkyMgpOYW1lTWUuOTIzCk5hbWVNZS45MjQKTmFtZU1lLjkyNQpOYW1lTWUuOTI2Ck5hbWVNZS45MjcKTmFtZU1lLjkyOApOYW1lTWUuOTI5Ck5hbWVNZS45MzAKTmFtZU1lLjkzMQpOYW1lTWUuOTMyCk5hbWVNZS45MzMKTmFtZU1lLjkzNApOYW1lTWUuOTM1Ck5hbWVNZS45MzYKTmFtZU1lLjkzNwpOYW1lTWUuOTM4Ck5hbWVNZS45MzkKTmFtZU1lLjk0MApOYW1lTWUuOTQxCk5hbWVNZS45NDIKTmFtZU1lLjk0MwpOYW1lTWUuOTQ0Ck5hbWVNZS45NDUKTmFtZU1lLjk0NgpOYW1lTWUuOTQ3Ck5hbWVNZS45NDgKTmFtZU1lLjk0OQpOYW1lTWUuOTUwCk5hbWVNZS45NTEKTmFtZU1lLjk1MgpOYW1lTWUuOTUzCk5hbWVNZS45NTQKTmFtZU1lLjk1NQpOYW1lTWUuOTU2Ck5hbWVNZS45NTcKTmFtZU1lLjk1OApOYW1lTWUuOTU5Ck5hbWVNZS45NjAKTmFtZU1lLjk2MQpOYW1lTWUuOTYyCk5hbWVNZS45NjMKTmFtZU1lLjk2NApOYW1lTWUuOTY1Ck5hbWVNZS45NjYKTmFtZU1lLjk2NwpOYW1lTWUuOTY4Ck5hbWVNZS45NjkKTmFtZU1lLjk3MApOYW1lTWUuOTcxCk5hbWVNZS45NzIKTmFtZU1lLjk3MwpOYW1lTWUuOTc0Ck5hbWVNZS45NzUKTmFtZU1lLjk3NgpOYW1lTWUuOTc3Ck5hbWVNZS45NzgKTmFtZU1lLjk3OQpOYW1lTWUuOTgwCk5hbWVNZS45ODEKTmFtZU1lLjk4MgpOYW1lTWUuOTgzCk5hbWVNZS45ODQKTmFtZU1lLjk4NQpOYW1lTWUuOTg2Ck5hbWVNZS45ODcKTmFtZU1lLjk4OApOYW1lTWUuOTg5Ck5hbWVNZS45OTAKTmFtZU1lLjk5MQpOYW1lTWUuOTkyCk5hbWVNZS45OTMKTmFtZU1lLjk5NApOYW1lTWUuOTk1Ck5hbWVNZS45OTYKTmFtZU1lLjk5NwpOYW1lTWUuOTk4Ck5hbWVNZS45OTkLTmFtZU1lLjEwMDALTmFtZU1lLjEwMDELTmFtZU1lLjEwMDILTmFtZU1lLjEwMDMLTmFtZU1lLjEwMDQLTmFtZU1lLjEwMDULTmFtZU1lLjEwMDYLTmFtZU1lLjEwMDcLTmFtZU1lLjEwMDgLTmFtZU1lLjEwMDkLTmFtZU1lLjEwMTALTmFtZU1lLjEwMTELTmFtZU1lLjEwMTILTmFtZU1lLjEwMTMLTmFtZU1lLjEwMTQLTmFtZU1lLjEwMTULTmFtZU1lLjEwMTYLTmFtZU1lLjEwMTcLTmFtZU1lLjEwMTgLTmFtZU1lLjEwMTkLTmFtZU1lLjEwMjALTmFtZU1lLjEwMjELTmFtZU1lLjEwMjILTmFtZU1lLjEwMjMLTmFtZU1lLjEwMjQLTmFtZU1lLjEwMjULTmFtZU1lLjEwMjYLTmFtZU1lLjEwMjcLTmFtZU1lLjEwMjgLTmFtZU1lLjEwMjkLTmFtZU1lLjEwMzALTmFtZU1lLjEwMzELTmFtZU1lLjEwMzILTmFtZU1lLjEwMzMLTmFtZU1lLjEwMzQLTmFtZU1lLjEwMzULTmFtZU1lLjEwMzYLTmFtZU1lLjEwMzcLTmFtZU1lLjEwMzgLTmFtZU1lLjEwMzkLTmFtZU1lLjEwNDALTmFtZU1lLjEwNDELTmFtZU1lLjEwNDILTmFtZU1lLjEwNDMLTmFtZU1lLjEwNDQLTmFtZU1lLjEwNDULTmFtZU1lLjEwNDYLTmFtZU1lLjEwNDcLTmFtZU1lLjEwNDgLTmFtZU1lLjEwNDkLTmFtZU1lLjEwNTALTmFtZU1lLjEwNTELTmFtZU1lLjEwNTILTmFtZU1lLjEwNTMLTmFtZU1lLjEwNTQLTmFtZU1lLjEwNTULTmFtZU1lLjEwNTYLTmFtZU1lLjEwNTcLTmFtZU1lLjEwNTgLTmFtZU1lLjEwNTkLTmFtZU1lLjEwNjALTmFtZU1lLjEwNjELTmFtZU1lLjEwNjILTmFtZU1lLjEwNjMLTmFtZU1lLjEwNjQLTmFtZU1lLjEwNjULTmFtZU1lLjEwNjYLTmFtZU1lLjEwNjcLTmFtZU1lLjEwNjgLTmFtZU1lLjEwNjkLTmFtZU1lLjEwNzALTmFtZU1lLjEwNzELTmFtZU1lLjEwNzILTmFtZU1lLjEwNzMLTmFtZU1lLjEwNzQLTmFtZU1lLjEwNzULTmFtZU1lLjEwNzYLTmFtZU1lLjEwNzcLTmFtZU1lLjEwNzgLTmFtZU1lLjEwNzkLTmFtZU1lLjEwODALTmFtZU1lLjEwODELTmFtZU1lLjEwODILTmFtZU1lLjEwODMLTmFtZU1lLjEwODQLTmFtZU1lLjEwODULTmFtZU1lLjEwODYLTmFtZU1lLjEwODcLTmFtZU1lLjEwODgLTmFtZU1lLjEwODkLTmFtZU1lLjEwOTALTmFtZU1lLjEwOTELTmFtZU1lLjEwOTILTmFtZU1lLjEwOTMLTmFtZU1lLjEwOTQLTmFtZU1lLjEwOTULTmFtZU1lLjEwOTYLTmFtZU1lLjEwOTcLTmFtZU1lLjEwOTgLTmFtZU1lLjEwOTkLTmFtZU1lLjExMDALTmFtZU1lLjExMDELTmFtZU1lLjExMDILTmFtZU1lLjExMDMLTmFtZU1lLjExMDQLTmFtZU1lLjExMDULTmFtZU1lLjExMDYLTmFtZU1lLjExMDcLTmFtZU1lLjExMDgLTmFtZU1lLjExMDkLTmFtZU1lLjExMTALTmFtZU1lLjExMTELTmFtZU1lLjExMTILTmFtZU1lLjExMTMLTmFtZU1lLjExMTQLTmFtZU1lLjExMTULTmFtZU1lLjExMTYLTmFtZU1lLjExMTcLTmFtZU1lLjExMTgLTmFtZU1lLjExMTkLTmFtZU1lLjExMjALTmFtZU1lLjExMjELTmFtZU1lLjExMjILTmFtZU1lLjExMjMLTmFtZU1lLjExMjQLTmFtZU1lLjExMjULTmFtZU1lLjExMjYLTmFtZU1lLjExMjcLTmFtZU1lLjExMjgLTmFtZU1lLjExMjkLTmFtZU1lLjExMzALTmFtZU1lLjExMzELTmFtZU1lLjExMzILTmFtZU1lLjExMzMLTmFtZU1lLjExMzQLTmFtZU1lLjExMzULTmFtZU1lLjExMzYLTmFtZU1lLjExMzcLTmFtZU1lLjExMzgLTmFtZU1lLjExMzkLTmFtZU1lLjExNDALTmFtZU1lLjExNDELTmFtZU1lLjExNDILTmFtZU1lLjExNDMLTmFtZU1lLjExNDQLTmFtZU1lLjExNDULTmFtZU1lLjExNDYLTmFtZU1lLjExNDcLTmFtZU1lLjExNDgLTmFtZU1lLjExNDkLTmFtZU1lLjExNTALTmFtZU1lLjExNTELTmFtZU1lLjExNTILTmFtZU1lLjExNTMLTmFtZU1lLjExNTQLTmFtZU1lLjExNTULTmFtZU1lLjExNTYLTmFtZU1lLjExNTcLTmFtZU1lLjExNTgLTmFtZU1lLjExNTkLTmFtZU1lLjExNjALTmFtZU1lLjExNjELTmFtZU1lLjExNjILTmFtZU1lLjExNjMLTmFtZU1lLjExNjQLTmFtZU1lLjExNjULTmFtZU1lLjExNjYLTmFtZU1lLjExNjcLTmFtZU1lLjExNjgLTmFtZU1lLjExNjkLTmFtZU1lLjExNzALTmFtZU1lLjExNzELTmFtZU1lLjExNzILTmFtZU1lLjExNzMLTmFtZU1lLjExNzQLTmFtZU1lLjExNzULTmFtZU1lLjExNzYLTmFtZU1lLjExNzcLTmFtZU1lLjExNzgLTmFtZU1lLjExNzkLTmFtZU1lLjExODALTmFtZU1lLjExODELTmFtZU1lLjExODILTmFtZU1lLjExODMLTmFtZU1lLjExODQLTmFtZU1lLjExODULTmFtZU1lLjExODYLTmFtZU1lLjExODcLTmFtZU1lLjExODgLTmFtZU1lLjExODkLTmFtZU1lLjExOTALTmFtZU1lLjExOTELTmFtZU1lLjExOTILTmFtZU1lLjExOTMLTmFtZU1lLjExOTQLTmFtZU1lLjExOTULTmFtZU1lLjExOTYLTmFtZU1lLjExOTcLTmFtZU1lLjExOTgLTmFtZU1lLjExOTkLTmFtZU1lLjEyMDALTmFtZU1lLjEyMDELTmFtZU1lLjEyMDILTmFtZU1lLjEyMDMLTmFtZU1lLjEyMDQLTmFtZU1lLjEyMDULTmFtZU1lLjEyMDYLTmFtZU1lLjEyMDcLTmFtZU1lLjEyMDgLTmFtZU1lLjEyMDkLTmFtZU1lLjEyMTALTmFtZU1lLjEyMTELTmFtZU1lLjEyMTILTmFtZU1lLjEyMTMLTmFtZU1lLjEyMTQLTmFtZU1lLjEyMTULTmFtZU1lLjEyMTYLTmFtZU1lLjEyMTcLTmFtZU1lLjEyMTgLTmFtZU1lLjEyMTkLTmFtZU1lLjEyMjALTmFtZU1lLjEyMjELTmFtZU1lLjEyMjILTmFtZU1lLjEyMjMLTmFtZU1lLjEyMjQLTmFtZU1lLjEyMjULTmFtZU1lLjEyMjYLTmFtZU1lLjEyMjcLTmFtZU1lLjEyMjgLTmFtZU1lLjEyMjkLTmFtZU1lLjEyMzALTmFtZU1lLjEyMzELTmFtZU1lLjEyMzILTmFtZU1lLjEyMzMLTmFtZU1lLjEyMzQLTmFtZU1lLjEyMzULTmFtZU1lLjEyMzYLTmFtZU1lLjEyMzcLTmFtZU1lLjEyMzgLTmFtZU1lLjEyMzkLTmFtZU1lLjEyNDALTmFtZU1lLjEyNDELTmFtZU1lLjEyNDILTmFtZU1lLjEyNDMLTmFtZU1lLjEyNDQLTmFtZU1lLjEyNDULTmFtZU1lLjEyNDYLTmFtZU1lLjEyNDcLTmFtZU1lLjEyNDgLTmFtZU1lLjEyNDkLTmFtZU1lLjEyNTALTmFtZU1lLjEyNTELTmFtZU1lLjEyNTILTmFtZU1lLjEyNTMLTmFtZU1lLjEyNTQLTmFtZU1lLjEyNTULTmFtZU1lLjEyNTYLTmFtZU1lLjEyNTcLTmFtZU1lLjEyNTgLTmFtZU1lLjEyNTkLTmFtZU1lLjEyNjALTmFtZU1lLjEyNjELTmFtZU1lLjEyNjILTmFtZU1lLjEyNjMLTmFtZU1lLjEyNjQLTmFtZU1lLjEyNjULTmFtZU1lLjEyNjYLTmFtZU1lLjEyNjcLTmFtZU1lLjEyNjgLTmFtZU1lLjEyNjkLTmFtZU1lLjEyNzALTmFtZU1lLjEyNzELTmFtZU1lLjEyNzILTmFtZU1lLjEyNzMLTmFtZU1lLjEyNzQLTmFtZU1lLjEyNzULTmFtZU1lLjEyNzYLTmFtZU1lLjEyNzcLTmFtZU1lLjEyNzgLTmFtZU1lLjEyNzkLTmFtZU1lLjEyODALTmFtZU1lLjEyODELTmFtZU1lLjEyODILTmFtZU1lLjEyODMLTmFtZU1lLjEyODQLTmFtZU1lLjEyODULTmFtZU1lLjEyODYLTmFtZU1lLjEyODcLTmFtZU1lLjEyODgLTmFtZU1lLjEyODkLTmFtZU1lLjEyOTALTmFtZU1lLjEyOTELTmFtZU1lLjEyOTILTmFtZU1lLjEyOTMLTmFtZU1lLjEyOTQLTmFtZU1lLjEyOTULTmFtZU1lLjEyOTYLTmFtZU1lLjEyOTcLTmFtZU1lLjEyOTgLTmFtZU1lLjEyOTkLTmFtZU1lLjEzMDALTmFtZU1lLjEzMDELTmFtZU1lLjEzMDILTmFtZU1lLjEzMDMLTmFtZU1lLjEzMDQLTmFtZU1lLjEzMDULTmFtZU1lLjEzMDYLTmFtZU1lLjEzMDcLTmFtZU1lLjEzMDgLTmFtZU1lLjEzMDkLTmFtZU1lLjEzMTALTmFtZU1lLjEzMTELTmFtZU1lLjEzMTILTmFtZU1lLjEzMTMLTmFtZU1lLjEzMTQLTmFtZU1lLjEzMTULTmFtZU1lLjEzMTYLTmFtZU1lLjEzMTcLTmFtZU1lLjEzMTgLTmFtZU1lLjEzMTkLTmFtZU1lLjEzMjALTmFtZU1lLjEzMjELTmFtZU1lLjEzMjILTmFtZU1lLjEzMjMLTmFtZU1lLjEzMjQLTmFtZU1lLjEzMjULTmFtZU1lLjEzMjYLTmFtZU1lLjEzMjcLTmFtZU1lLjEzMjgLTmFtZU1lLjEzMjkLTmFtZU1lLjEzMzALTmFtZU1lLjEzMzELTmFtZU1lLjEzMzILTmFtZU1lLjEzMzMLTmFtZU1lLjEzMzQLTmFtZU1lLjEzMzULTmFtZU1lLjEzMzYLTmFtZU1lLjEzMzcLTmFtZU1lLjEzMzgLTmFtZU1lLjEzMzkLTmFtZU1lLjEzNDALTmFtZU1lLjEzNDELTmFtZU1lLjEzNDILTmFtZU1lLjEzNDMLTmFtZU1lLjEzNDQLTmFtZU1lLjEzNDULTmFtZU1lLjEzNDYLTmFtZU1lLjEzNDcLTmFtZU1lLjEzNDgLTmFtZU1lLjEzNDkLTmFtZU1lLjEzNTALTmFtZU1lLjEzNTELTmFtZU1lLjEzNTILTmFtZU1lLjEzNTMLTmFtZU1lLjEzNTQLTmFtZU1lLjEzNTULTmFtZU1lLjEzNTYLTmFtZU1lLjEzNTcLTmFtZU1lLjEzNTgLTmFtZU1lLjEzNTkLTmFtZU1lLjEzNjALTmFtZU1lLjEzNjELTmFtZU1lLjEzNjILTmFtZU1lLjEzNjMLTmFtZU1lLjEzNjQLTmFtZU1lLjEzNjULTmFtZU1lLjEzNjYLTmFtZU1lLjEzNjcLTmFtZU1lLjEzNjgLTmFtZU1lLjEzNjkLTmFtZU1lLjEzNzALTmFtZU1lLjEzNzELTmFtZU1lLjEzNzILTmFtZU1lLjEzNzMLTmFtZU1lLjEzNzQLTmFtZU1lLjEzNzULTmFtZU1lLjEzNzYLTmFtZU1lLjEzNzcLTmFtZU1lLjEzNzgLTmFtZU1lLjEzNzkLTmFtZU1lLjEzODALTmFtZU1lLjEzODELTmFtZU1lLjEzODILTmFtZU1lLjEzODMLTmFtZU1lLjEzODQLTmFtZU1lLjEzODULTmFtZU1lLjEzODYLTmFtZU1lLjEzODcLTmFtZU1lLjEzODgLTmFtZU1lLjEzODkLTmFtZU1lLjEzOTALTmFtZU1lLjEzOTELTmFtZU1lLjEzOTILTmFtZU1lLjEzOTMLTmFtZU1lLjEzOTQLTmFtZU1lLjEzOTULTmFtZU1lLjEzOTYLTmFtZU1lLjEzOTcLTmFtZU1lLjEzOTgLTmFtZU1lLjEzOTkLTmFtZU1lLjE0MDALTmFtZU1lLjE0MDELTmFtZU1lLjE0MDILTmFtZU1lLjE0MDMLTmFtZU1lLjE0MDQLTmFtZU1lLjE0MDULTmFtZU1lLjE0MDYLTmFtZU1lLjE0MDcLTmFtZU1lLjE0MDgLTmFtZU1lLjE0MDkLTmFtZU1lLjE0MTALTmFtZU1lLjE0MTELTmFtZU1lLjE0MTILTmFtZU1lLjE0MTMLTmFtZU1lLjE0MTQLTmFtZU1lLjE0MTULTmFtZU1lLjE0MTYLTmFtZU1lLjE0MTcLTmFtZU1lLjE0MTgLTmFtZU1lLjE0MTkLTmFtZU1lLjE0MjALTmFtZU1lLjE0MjELTmFtZU1lLjE0MjILTmFtZU1lLjE0MjMLTmFtZU1lLjE0MjQLTmFtZU1lLjE0MjULTmFtZU1lLjE0MjYLTmFtZU1lLjE0MjcLTmFtZU1lLjE0MjgLTmFtZU1lLjE0MjkLTmFtZU1lLjE0MzALTmFtZU1lLjE0MzELTmFtZU1lLjE0MzILTmFtZU1lLjE0MzMLTmFtZU1lLjE0MzQLTmFtZU1lLjE0MzULTmFtZU1lLjE0MzYLTmFtZU1lLjE0MzcLTmFtZU1lLjE0MzgLTmFtZU1lLjE0MzkLTmFtZU1lLjE0NDALTmFtZU1lLjE0NDELTmFtZU1lLjE0NDILTmFtZU1lLjE0NDMLTmFtZU1lLjE0NDQLTmFtZU1lLjE0NDULTmFtZU1lLjE0NDYLTmFtZU1lLjE0NDcLTmFtZU1lLjE0NDgLTmFtZU1lLjE0NDkLTmFtZU1lLjE0NTALTmFtZU1lLjE0NTELTmFtZU1lLjE0NTILTmFtZU1lLjE0NTMLTmFtZU1lLjE0NTQLTmFtZU1lLjE0NTULTmFtZU1lLjE0NTYLTmFtZU1lLjE0NTcLTmFtZU1lLjE0NTgLTmFtZU1lLjE0NTkLTmFtZU1lLjE0NjALTmFtZU1lLjE0NjELTmFtZU1lLjE0NjILTmFtZU1lLjE0NjMLTmFtZU1lLjE0NjQLTmFtZU1lLjE0NjULTmFtZU1lLjE0NjYLTmFtZU1lLjE0NjcLTmFtZU1lLjE0NjgLTmFtZU1lLjE0NjkLTmFtZU1lLjE0NzALTmFtZU1lLjE0NzELTmFtZU1lLjE0NzILTmFtZU1lLjE0NzMLTmFtZU1lLjE0NzQLTmFtZU1lLjE0NzULTmFtZU1lLjE0NzYLTmFtZU1lLjE0NzcLTmFtZU1lLjE0NzgLTmFtZU1lLjE0NzkLTmFtZU1lLjE0ODALTmFtZU1lLjE0ODELTmFtZU1lLjE0ODILTmFtZU1lLjE0ODMLTmFtZU1lLjE0ODQLTmFtZU1lLjE0ODULTmFtZU1lLjE0ODYLTmFtZU1lLjE0ODcLTmFtZU1lLjE0ODgLTmFtZU1lLjE0ODkLTmFtZU1lLjE0OTALTmFtZU1lLjE0OTELTmFtZU1lLjE0OTILTmFtZU1lLjE0OTMLTmFtZU1lLjE0OTQLTmFtZU1lLjE0OTULTmFtZU1lLjE0OTYLTmFtZU1lLjE0OTcLTmFtZU1lLjE0OTgLTmFtZU1lLjE0OTkLTmFtZU1lLjE1MDALTmFtZU1lLjE1MDELTmFtZU1lLjE1MDILTmFtZU1lLjE1MDMLTmFtZU1lLjE1MDQLTmFtZU1lLjE1MDULTmFtZU1lLjE1MDYLTmFtZU1lLjE1MDcLTmFtZU1lLjE1MDgLTmFtZU1lLjE1MDkLTmFtZU1lLjE1MTALTmFtZU1lLjE1MTELTmFtZU1lLjE1MTILTmFtZU1lLjE1MTMLTmFtZU1lLjE1MTQLTmFtZU1lLjE1MTULTmFtZU1lLjE1MTYLTmFtZU1lLjE1MTcLTmFtZU1lLjE1MTgLTmFtZU1lLjE1MTkLTmFtZU1lLjE1MjALTmFtZU1lLjE1MjELTmFtZU1lLjE1MjILTmFtZU1lLjE1MjMLTmFtZU1lLjE1MjQLTmFtZU1lLjE1MjULTmFtZU1lLjE1MjYLTmFtZU1lLjE1MjcLTmFtZU1lLjE1MjgLTmFtZU1lLjE1MjkLTmFtZU1lLjE1MzALTmFtZU1lLjE1MzELTmFtZU1lLjE1MzILTmFtZU1lLjE1MzMLTmFtZU1lLjE1MzQLTmFtZU1lLjE1MzULTmFtZU1lLjE1MzYLTmFtZU1lLjE1MzcLTmFtZU1lLjE1MzgLTmFtZU1lLjE1MzkLTmFtZU1lLjE1NDALTmFtZU1lLjE1NDELTmFtZU1lLjE1NDILTmFtZU1lLjE1NDMLTmFtZU1lLjE1NDQLTmFtZU1lLjE1NDULTmFtZU1lLjE1NDYLTmFtZU1lLjE1NDcLTmFtZU1lLjE1NDgLTmFtZU1lLjE1NDkLTmFtZU1lLjE1NTALTmFtZU1lLjE1NTELTmFtZU1lLjE1NTILTmFtZU1lLjE1NTMLTmFtZU1lLjE1NTQLTmFtZU1lLjE1NTULTmFtZU1lLjE1NTYLTmFtZU1lLjE1NTcLTmFtZU1lLjE1NTgLTmFtZU1lLjE1NTkLTmFtZU1lLjE1NjALTmFtZU1lLjE1NjELTmFtZU1lLjE1NjILTmFtZU1lLjE1NjMLTmFtZU1lLjE1NjQLTmFtZU1lLjE1NjULTmFtZU1lLjE1NjYLTmFtZU1lLjE1NjcLTmFtZU1lLjE1NjgLTmFtZU1lLjE1NjkLTmFtZU1lLjE1NzALTmFtZU1lLjE1NzELTmFtZU1lLjE1NzILTmFtZU1lLjE1NzMLTmFtZU1lLjE1NzQLTmFtZU1lLjE1NzULTmFtZU1lLjE1NzYLTmFtZU1lLjE1NzcLTmFtZU1lLjE1NzgLTmFtZU1lLjE1NzkLTmFtZU1lLjE1ODALTmFtZU1lLjE1ODELTmFtZU1lLjE1ODILTmFtZU1lLjE1ODMLTmFtZU1lLjE1ODQLTmFtZU1lLjE1ODULTmFtZU1lLjE1ODYLTmFtZU1lLjE1ODcLTmFtZU1lLjE1ODgLTmFtZU1lLjE1ODkLTmFtZU1lLjE1OTALTmFtZU1lLjE1OTELTmFtZU1lLjE1OTILTmFtZU1lLjE1OTMLTmFtZU1lLjE1OTQLTmFtZU1lLjE1OTULTmFtZU1lLjE1OTYLTmFtZU1lLjE1OTcLTmFtZU1lLjE1OTgLTmFtZU1lLjE1OTkLTmFtZU1lLjE2MDALTmFtZU1lLjE2MDELTmFtZU1lLjE2MDILTmFtZU1lLjE2MDMLTmFtZU1lLjE2MDQLTmFtZU1lLjE2MDULTmFtZU1lLjE2MDYLTmFtZU1lLjE2MDcLTmFtZU1lLjE2MDgLTmFtZU1lLjE2MDkLTmFtZU1lLjE2MTALTmFtZU1lLjE2MTELTmFtZU1lLjE2MTILTmFtZU1lLjE2MTMLTmFtZU1lLjE2MTQLTmFtZU1lLjE2MTULTmFtZU1lLjE2MTYLTmFtZU1lLjE2MTcLTmFtZU1lLjE2MTgLTmFtZU1lLjE2MTkLTmFtZU1lLjE2MjALTmFtZU1lLjE2MjELTmFtZU1lLjE2MjILTmFtZU1lLjE2MjMLTmFtZU1lLjE2MjQLTmFtZU1lLjE2MjULTmFtZU1lLjE2MjYLTmFtZU1lLjE2MjcLTmFtZU1lLjE2MjgLTmFtZU1lLjE2MjkLTmFtZU1lLjE2MzALTmFtZU1lLjE2MzELTmFtZU1lLjE2MzILTmFtZU1lLjE2MzMLTmFtZU1lLjE2MzQLTmFtZU1lLjE2MzULTmFtZU1lLjE2MzYLTmFtZU1lLjE2MzcLTmFtZU1lLjE2MzgLTmFtZU1lLjE2MzkLTmFtZU1lLjE2NDALTmFtZU1lLjE2NDELTmFtZU1lLjE2NDILTmFtZU1lLjE2NDMLTmFtZU1lLjE2NDQLTmFtZU1lLjE2NDULTmFtZU1lLjE2NDYLTmFtZU1lLjE2NDcLTmFtZU1lLjE2NDgLTmFtZU1lLjE2NDkLTmFtZU1lLjE2NTALTmFtZU1lLjE2NTELTmFtZU1lLjE2NTILTmFtZU1lLjE2NTMLTmFtZU1lLjE2NTQLTmFtZU1lLjE2NTULTmFtZU1lLjE2NTYLTmFtZU1lLjE2NTcLTmFtZU1lLjE2NTgLTmFtZU1lLjE2NTkLTmFtZU1lLjE2NjALTmFtZU1lLjE2NjELTmFtZU1lLjE2NjILTmFtZU1lLjE2NjMLTmFtZU1lLjE2NjQLTmFtZU1lLjE2NjULTmFtZU1lLjE2NjYLTmFtZU1lLjE2NjcLTmFtZU1lLjE2NjgLTmFtZU1lLjE2NjkLTmFtZU1lLjE2NzALTmFtZU1lLjE2NzELTmFtZU1lLjE2NzILTmFtZU1lLjE2NzMLTmFtZU1lLjE2NzQLTmFtZU1lLjE2NzULTmFtZU1lLjE2NzYLTmFtZU1lLjE2NzcLTmFtZU1lLjE2NzgLTmFtZU1lLjE2NzkLTmFtZU1lLjE2ODALTmFtZU1lLjE2ODELTmFtZU1lLjE2ODILTmFtZU1lLjE2ODMLTmFtZU1lLjE2ODQLTmFtZU1lLjE2ODULTmFtZU1lLjE2ODYLTmFtZU1lLjE2ODcLTmFtZU1lLjE2ODgLTmFtZU1lLjE2ODkLTmFtZU1lLjE2OTALTmFtZU1lLjE2OTELTmFtZU1lLjE2OTILTmFtZU1lLjE2OTMLTmFtZU1lLjE2OTQLTmFtZU1lLjE2OTULTmFtZU1lLjE2OTYLTmFtZU1lLjE2OTcLTmFtZU1lLjE2OTgLTmFtZU1lLjE2OTkLTmFtZU1lLjE3MDALTmFtZU1lLjE3MDELTmFtZU1lLjE3MDILTmFtZU1lLjE3MDMLTmFtZU1lLjE3MDQLTmFtZU1lLjE3MDULTmFtZU1lLjE3MDYLTmFtZU1lLjE3MDcLTmFtZU1lLjE3MDgLTmFtZU1lLjE3MDkLTmFtZU1lLjE3MTALTmFtZU1lLjE3MTELTmFtZU1lLjE3MTILTmFtZU1lLjE3MTMLTmFtZU1lLjE3MTQLTmFtZU1lLjE3MTULTmFtZU1lLjE3MTYLTmFtZU1lLjE3MTcLTmFtZU1lLjE3MTgLTmFtZU1lLjE3MTkLTmFtZU1lLjE3MjALTmFtZU1lLjE3MjELTmFtZU1lLjE3MjILTmFtZU1lLjE3MjMLTmFtZU1lLjE3MjQLTmFtZU1lLjE3MjULTmFtZU1lLjE3MjYLTmFtZU1lLjE3MjcLTmFtZU1lLjE3MjgLTmFtZU1lLjE3MjkLTmFtZU1lLjE3MzALTmFtZU1lLjE3MzELTmFtZU1lLjE3MzILTmFtZU1lLjE3MzMLTmFtZU1lLjE3MzQLTmFtZU1lLjE3MzULTmFtZU1lLjE3MzYLTmFtZU1lLjE3MzcLTmFtZU1lLjE3MzgLTmFtZU1lLjE3MzkLTmFtZU1lLjE3NDALTmFtZU1lLjE3NDELTmFtZU1lLjE3NDILTmFtZU1lLjE3NDMLTmFtZU1lLjE3NDQLTmFtZU1lLjE3NDULTmFtZU1lLjE3NDYLTmFtZU1lLjE3NDcLTmFtZU1lLjE3NDgLTmFtZU1lLjE3NDkLTmFtZU1lLjE3NTALTmFtZU1lLjE3NTELTmFtZU1lLjE3NTILTmFtZU1lLjE3NTMLTmFtZU1lLjE3NTQLTmFtZU1lLjE3NTULTmFtZU1lLjE3NTYLTmFtZU1lLjE3NTcLTmFtZU1lLjE3NTgLTmFtZU1lLjE3NTkLTmFtZU1lLjE3NjALTmFtZU1lLjE3NjELTmFtZU1lLjE3NjILTmFtZU1lLjE3NjMLTmFtZU1lLjE3NjQLTmFtZU1lLjE3NjULTmFtZU1lLjE3NjYLTmFtZU1lLjE3NjcLTmFtZU1lLjE3NjgLTmFtZU1lLjE3NjkLTmFtZU1lLjE3NzALTmFtZU1lLjE3NzELTmFtZU1lLjE3NzILTmFtZU1lLjE3NzMLTmFtZU1lLjE3NzQLTmFtZU1lLjE3NzULTmFtZU1lLjE3NzYLTmFtZU1lLjE3NzcLTmFtZU1lLjE3NzgLTmFtZU1lLjE3NzkLTmFtZU1lLjE3ODALTmFtZU1lLjE3ODELTmFtZU1lLjE3ODILTmFtZU1lLjE3ODMLTmFtZU1lLjE3ODQLTmFtZU1lLjE3ODULTmFtZU1lLjE3ODYLTmFtZU1lLjE3ODcLTmFtZU1lLjE3ODgLTmFtZU1lLjE3ODkLTmFtZU1lLjE3OTALTmFtZU1lLjE3OTELTmFtZU1lLjE3OTILTmFtZU1lLjE3OTMLTmFtZU1lLjE3OTQLTmFtZU1lLjE3OTULTmFtZU1lLjE3OTYLTmFtZU1lLjE3OTcLTmFtZU1lLjE3OTgLTmFtZU1lLjE3OTkLTmFtZU1lLjE4MDALTmFtZU1lLjE4MDELTmFtZU1lLjE4MDILTmFtZU1lLjE4MDMLTmFtZU1lLjE4MDQLTmFtZU1lLjE4MDULTmFtZU1lLjE4MDYLTmFtZU1lLjE4MDcLTmFtZU1lLjE4MDgLTmFtZU1lLjE4MDkLTmFtZU1lLjE4MTALTmFtZU1lLjE4MTELTmFtZU1lLjE4MTILTmFtZU1lLjE4MTMLTmFtZU1lLjE4MTQLTmFtZU1lLjE4MTULTmFtZU1lLjE4MTYLTmFtZU1lLjE4MTcLTmFtZU1lLjE4MTgLTmFtZU1lLjE4MTkLTmFtZU1lLjE4MjALTmFtZU1lLjE4MjELTmFtZU1lLjE4MjILTmFtZU1lLjE4MjMLTmFtZU1lLjE4MjQLTmFtZU1lLjE4MjULTmFtZU1lLjE4MjYLTmFtZU1lLjE4MjcLTmFtZU1lLjE4MjgLTmFtZU1lLjE4MjkLTmFtZU1lLjE4MzALTmFtZU1lLjE4MzELTmFtZU1lLjE4MzILTmFtZU1lLjE4MzMLTmFtZU1lLjE4MzQLTmFtZU1lLjE4MzULTmFtZU1lLjE4MzYLTmFtZU1lLjE4MzcLTmFtZU1lLjE4MzgLTmFtZU1lLjE4MzkLTmFtZU1lLjE4NDALTmFtZU1lLjE4NDELTmFtZU1lLjE4NDILTmFtZU1lLjE4NDMLTmFtZU1lLjE4NDQLTmFtZU1lLjE4NDULTmFtZU1lLjE4NDYLTmFtZU1lLjE4NDcLTmFtZU1lLjE4NDgLTmFtZU1lLjE4NDkLTmFtZU1lLjE4NTALTmFtZU1lLjE4NTELTmFtZU1lLjE4NTILTmFtZU1lLjE4NTMLTmFtZU1lLjE4NTQLTmFtZU1lLjE4NTULTmFtZU1lLjE4NTYLTmFtZU1lLjE4NTcLTmFtZU1lLjE4NTgLTmFtZU1lLjE4NTkLTmFtZU1lLjE4NjALTmFtZU1lLjE4NjELTmFtZU1lLjE4NjILTmFtZU1lLjE4NjMLTmFtZU1lLjE4NjQLTmFtZU1lLjE4NjULTmFtZU1lLjE4NjYLTmFtZU1lLjE4NjcLTmFtZU1lLjE4NjgLTmFtZU1lLjE4NjkLTmFtZU1lLjE4NzALTmFtZU1lLjE4NzELTmFtZU1lLjE4NzILTmFtZU1lLjE4NzMLTmFtZU1lLjE4NzQLTmFtZU1lLjE4NzULTmFtZU1lLjE4NzYLTmFtZU1lLjE4NzcLTmFtZU1lLjE4NzgLTmFtZU1lLjE4NzkLTmFtZU1lLjE4ODALTmFtZU1lLjE4ODELTmFtZU1lLjE4ODILTmFtZU1lLjE4ODMLTmFtZU1lLjE4ODQLTmFtZU1lLjE4ODULTmFtZU1lLjE4ODYLTmFtZU1lLjE4ODcLTmFtZU1lLjE4ODgLTmFtZU1lLjE4ODkLTmFtZU1lLjE4OTALTmFtZU1lLjE4OTELTmFtZU1lLjE4OTILTmFtZU1lLjE4OTMLTmFtZU1lLjE4OTQLTmFtZU1lLjE4OTULTmFtZU1lLjE4OTYLTmFtZU1lLjE4OTcLTmFtZU1lLjE4OTgLTmFtZU1lLjE4OTkLTmFtZU1lLjE5MDALTmFtZU1lLjE5MDELTmFtZU1lLjE5MDILTmFtZU1lLjE5MDMLTmFtZU1lLjE5MDQLTmFtZU1lLjE5MDULTmFtZU1lLjE5MDYLTmFtZU1lLjE5MDcLTmFtZU1lLjE5MDgLTmFtZU1lLjE5MDkLTmFtZU1lLjE5MTALTmFtZU1lLjE5MTELTmFtZU1lLjE5MTILTmFtZU1lLjE5MTMLTmFtZU1lLjE5MTQLTmFtZU1lLjE5MTULTmFtZU1lLjE5MTYLTmFtZU1lLjE5MTcLTmFtZU1lLjE5MTgLTmFtZU1lLjE5MTkLTmFtZU1lLjE5MjALTmFtZU1lLjE5MjELTmFtZU1lLjE5MjILTmFtZU1lLjE5MjMLTmFtZU1lLjE5MjQLTmFtZU1lLjE5MjULTmFtZU1lLjE5MjYLTmFtZU1lLjE5MjcLTmFtZU1lLjE5MjgLTmFtZU1lLjE5MjkLTmFtZU1lLjE5MzALTmFtZU1lLjE5MzELTmFtZU1lLjE5MzILTmFtZU1lLjE5MzMLTmFtZU1lLjE5MzQLTmFtZU1lLjE5MzULTmFtZU1lLjE5MzYLTmFtZU1lLjE5MzcLTmFtZU1lLjE5MzgLTmFtZU1lLjE5MzkLTmFtZU1lLjE5NDALTmFtZU1lLjE5NDELTmFtZU1lLjE5NDIAAAEAAf//AA8AAQAAAAwAAACaAKIAAgAXAAEA+AABAPkA+QACAPoChgABAocChwACAogC4gABAuMC5QACAuYG/AABBv0G/QACBv4HAwABBwQHYgADB2MHZQABB2YHZwADB2gHagABB2sHawADB2wHbQABB24HcAADB3EHcQABB3IHdwADB3gHeAABB3kHegADB3sHfQABB34HkwADB5QHmQABAAQAAAACAAAAAQAAAAEAAAAAAAEAAAAKAKQA2AADREZMVAAUY3lybAAkbGF0bgBGAAQAAAAA//8AAwAAAAEAAwAWAANCR1IgABZNS0QgABZTUkIgABYAAP//AAMAAAABAAMAOgAJQVpFIAA6Q0FUIABGQ1JUIAA6S0FaIAA6TU9MIAA6TkxEIAA6Uk9NIAA6VEFUIAA6VFJLIAA6AAD//wADAAAAAQADAAD//wAEAAAAAQACAAMABGNjbXAAGmZyYWMAImxvY2wAKG9yZG4ALgAAAAIAAAABAAAAAQADAAAAAQACAAAAAQAEAAUADAAaACQALgA4AAYAAAAEADYATABoAH4ABgAAAAIAhgCcAAYAAAACAKgAxAAGAAAAAgDWAOwABgAAAAIA+AEOAAMAAAABAA4AAQASAAAAAQAAAAEAAAADAAAAAQAQAAIAFAAYAAAAAQAAAAEAAAABAAAAAwABABIAAQAOAAAAAAABAAAAAQAAAAMAAQASAAEADgAAAAAAAQAAAAEAAAADAAAAAQAOAAEAEgAAAAEAAAABAAAAAwABABIAAQAOAAAAAAABAAAAAQAAAAMAAQAUAAEAEAABABgAAAABAAAAAQAAAAEAAAADAAEAFAABABAAAQAYAAAAAQAAAAEAAAABAAAAAwABABIAAQAOAAAAAAABAAAAAQAAAAMAAQASAAEADgAAAAAAAQAAAAEAAAADAAEAEgABAA4AAAAAAAEAAAABAAAAAwABABIAAQAOAAAAAAABAAAAAQAAAAEAAAAKAJAAsgADREZMVAAUY3lybAAibGF0bgBCAAQAAAAA//8AAgAAAAEAFgADQkdSIAAWTUtEIAAWU1JCIAAWAAD//wACAAAAAQA6AAlBWkUgADpDQVQgADpDUlQgADpLQVogADpNT0wgADpOTEQgADpST00gADpUQVQgADpUUksgADoAAP//AAIAAAABAAJtYXJrAA5ta21rABgAAAADAAAAAQACAAAAAwADAAQABQAGAA4AFgAeACYALgA2AAQAAAABBTYABAAAAAER2AAEAAAAAUdqAAYBAAABABgABgIAAAEKxgAGAgAAAQCaAAEARAA2AAEAVAAMAAUADAASABgAHgAkAAH+1P9ZAAH+1P9bAAH+1P9ZAAH+1P9QAAH+1P9iAAEABQckByUHJgcpByoAAQAGByQHJQcmBycHKQcqAAYAAAAaAAAAIAAAACYAAAAsAAAAMgAAADgAAf7UAAAAAf7UAAAAAf7UAAAAAf7UAAAAAf7UAAAAAf7UAAAAAQCYAI4AAQDGAAwAEAAiACgALgA0ADoAQABGAEwAUgBYAF4AZABqAHAAdgB8AAH+1ANLAAH+1ANLAAH+1ANWAAH+1ANLAAH/ogMbAAH/ogMbAAH/bQMvAAH+1ANSAAH+1APhAAH+1APhAAH+1APsAAH+1APhAAH/ogOxAAH/ogOxAAH/bQPFAAH+1APoAAIAAQeEB5MAAAACAAcHBAcPAAAHEQciAAwHLwdJAB4HTQdOADkHUAdgADsHfgd/AEwHhAeTAE4AXgAAAXoAAAGAAAABhgAAAYwAAAGSAAABmAAAAZ4AAAGkAAABqgAAAbAAAAG2AAABvAAAAcIAAAHIAAABzgAAAdQAAAHaAAAB4AAAAeYAAAHsAAAB8gAAAfgAAAH+AAACBAAAAgoAAAIQAAACFgAAAhwAAAIiAAACKAAAAi4AAAI0AAACOgAAAkAAAAJGAAACTAAAAlIAAAJYAAACXgAAAmQAAAJqAAACcAAAAnYAAAJ8AAACggAAAogAAAKOAAAClAAAApoAAAKgAAACpgAAAqwAAAKyAAACuAAAAr4AAALEAAACygAAAtAAAALWAAAC3AAAAuIAAALoAAAC7gAAAvQAAAL6AAADAAAAAwYAAAMMAAADEgAAAxgAAAMeAAADJAAAAyoAAAMwAAADNgAAAzwAAANCAAADSAAAA04AAANUAAADWgAAA2AAAANmAAADbAAAA3IAAAN4AAADfgAAA4QAAAOKAAADkAAAA5YAAAOcAAADogAAA6gAAf7UAhoAAf7UAhoAAf7UAhoAAf7UAhoAAf7UAhoAAf7UAhoAAf7UAhoAAf7UAhoAAf7UAhoAAf7UAhoAAf7UAhoAAf7UAhoAAf7UAhoAAf7UAhoAAf7UAhoAAf7UAhoAAf7UAhoAAf7UAhoAAf7UAhoAAf7UAhoAAf7UAhoAAf7UAhoAAf7UAhoAAf7UAhoAAf7UAhoAAf7UAhoAAf7UAhoAAf7UAhoAAf7UAhoAAf7UAhoAAf7UArwAAf7UArwAAf7UArwAAf7UArwAAf7UArwAAf7UArwAAf7UArwAAf7UArwAAf7UArwAAf7UArwAAf7UArwAAf7UArwAAf7UArwAAf7UArwAAf7UArwAAf7UArwAAf7UArwAAf7UArwAAf7UArwAAf7UArwAAf7UArwAAf7UArsAAf7UArwAAf7UArwAAf7UArwAAf7UArwAAf7UArwAAf7UArwAAf7UAhoAAf7UAhoAAf7UAhoAAf7UAhoAAf7UAhoAAf7UAhoAAf7UAhoAAf7UAhoAAf7UAhoAAf7UAhoAAf7UAhoAAf7UAhoAAf7UAhoAAf7UAhoAAf7UAhoAAf7UAhoAAf7UAhoAAf7UAhoAAf8dAhoAAf8PArwAAf7UAhoAAf7UAhoAAf7UAhoAAf7UAhoAAf7UAhoAAf7UAhoAAf7UAhoAAf7UAhoAAf7UArwAAf7UArwAAf7UArwAAf7UArwAAf7UArwAAf7UArwAAf7UArwAAf7UArwAAQEMAP4ABgEcAAwABQA+AEQASgBQAFYAXABiAGgAbgB0AHoAgACGAIwAkgCYAJ4ApACqALAAtgC8AMIAyADOANQA2gDgAOYA7AABAX8AAAABAwgAAAABAX8DvgABAAAAAAABAAAAAAABAAAAAAABAXsAAAABAAAAAAABAXsCvAABAAAAAAABAAAAAAABAAAAAAABBZkAAAABAAAAAAABBZkCGgABA6QBEwABBBwC5gABAAAAAAABAT8AAAABAAAAAAABAUIDWAABAT4BPAABAAAAAAABAO4AAAABATUAAAABAAAAAAABATUDWAABATUBSAABAAAAAAABAAAAAAABAAUFzwXQBq4HlgeXAAIAAgcEB2IAAAd+B5MAXwB1AAIB1gACAdwAAgHiAAIB6AACAe4AAgH0AAIB+gACAgAAAgIGAAICDAACAhIAAgIYAAQCHgACAiQAAgIqAAICMAACAjYAAgI8AAICQgACAkgAAgJOAAICVAACAloAAgJgAAICZgACAmwAAgJyAAICeAACAn4AAgKEAAICigAEApAAAAKWAAACnAAAAqIAAAKoAAECrgAAArQAAAK6AAMCwAADAsYAAwLMAAMC0gACAtgAAgLeAAIC5AACAuoAAgLwAAIC9gACAvwAAgMCAAIDCAACAw4AAgMUAAIDGgACAyAAAgMmAAIDLAACAzIAAgM4AAIDPgACA0QAAgNKAAIDUAACA1YAAgNcAAIDYgACA2gAAgNuAAIDdAADA3oAAwOAAAMDhgACA4wAAgOSAAEDmAACA54AAgOkAAIDqgACA7AAAgO2AAIDvAACA8IAAgPIAAIDzgACA9QAAgPaAAID4AACA+YAAgPsAAID8gACA/gAAgP+AAQEBAADBAoAAgQQAAIEFgAFBBwABQQiAAUEKAAFBC4AAgQ0AAIEOgACBEAAAgRGAAIETAACBFIAAgRYAAIEXgACBGQAAgRqAAIEcAACBHYAAgR8AAIEggACBIgAAgSOAAH+1AIaAAH+1AIaAAH+1AIaAAH+1AIaAAH+1AIaAAH+1AIaAAH+1AIaAAH+1AIaAAH+1AIaAAH+1AIaAAH+1AIaAAH+1AIaAAH+1AK8AAH+1AIaAAH+1AIaAAH+1AIaAAH+1AIaAAH+1AIaAAH+1AIaAAH+1AIaAAH+1AIaAAH+1AIaAAH+1AIaAAH+1AIaAAH+1AIaAAH+1AIaAAH+1AIaAAH+1AIaAAH+1AIaAAH+1AIaAAH+1AIaAAH+1AIaAAH+1AAAAAH+1AAAAAH+1AAAAAH+1AAAAAH+1QAAAAH+1AAAAAH+1AAAAAH+1AGzAAH+LgGzAAH/AQGJAAH+xQEOAAH+1AK8AAH+1AK8AAH+1AK8AAH+1AK8AAH+1AK8AAH+1AK8AAH+1AK8AAH+1AK8AAH+1AK8AAH+1AK8AAH+1AK8AAH+1AK8AAH+1AK8AAH+1AK8AAH+1AK8AAH+1AK8AAH+1AK8AAH+1AK8AAH+1AK8AAH+1AK8AAH+1AK8AAH+1AK7AAH+1AK8AAH+1AK8AAH+1AK8AAH+1AK8AAH+1AK8AAH+1AFkAAH/AQGJAAH+ZwFeAAH+1AK8AAH+1AIaAAH+1QAAAAH+1AIaAAH+1AIaAAH+1AIaAAH+1AIaAAH+1AIaAAH+1AIaAAH+1AIaAAH+1AIaAAH+1AIaAAH+1AIaAAH+1AIaAAH+1AIaAAH+1AIaAAH+1AIaAAH+1AIaAAH+1AIaAAH+1AIaAAH+1ALmAAH+1AGzAAH/HQIaAAH/DwK8AAEAMQAAAAEAJwAAAAEALgAAAAEANAAAAAH+1AIaAAH+1AIaAAH+1AIaAAH+1AIaAAH+1AIaAAH+1AIaAAH+1AIaAAH+1AIaAAH+1AK8AAH+1AK8AAH+1AK8AAH+1AK8AAH+1AK8AAH+1AK8AAH+1AK8AAH+1AK8AAEDHgLeAAEDTAAMAFoAtgC8AMIAyADOANQA2gDgAOYA7ADyAPgA/gEEAQoBEAEWARwBIgEoAS4BNAE6AUABRgFMAVIBWAFeAWQBagFwAXYBfAGCAYgBjgGUAZoBoAGmAawBsgG4Ab4BxAHKAdAB1gHcAeIB6AHuAfQB+gIAAgYCDAISAhgCHgIkAioCMAI2AjwCQgJIAk4CVAJaAmACZgJsAnICeAJ+AoQCigKQApYCnAKiAqgCrgK0AroCwALGAswAAf7UAsIAAf7UA1wAAf7UA1wAAf7UA1wAAf7UAuwAAf7UA2MAAf7UAtkAAf7UA1wAAf7UAtkAAf7UA2MAAf7UA1wAAf7UAtkAAf7UAs8AAf7UAs8AAf7UA0wAAf7UAs8AAf7UAxwAAf7UAxwAAf7UAs8AAf7UA1wAAf7UA1wAAf7UA1wAAf7UArsAAf7UA1wAAf7UA1wAAf7UA1wAAf7UAx8AAf7UAtkAAf7UAs8AAf7UAv4AAf7UA1gAAf7UA/IAAf7UA/IAAf7UA/IAAf7UA4IAAf7UA/kAAf7UA28AAf7UA/IAAf7UA28AAf7UA/kAAf7UA/IAAf7UA28AAf7UA2UAAf7UA2UAAf7UA+IAAf7UA2UAAf7UA2UAAf7UA/IAAf7UA/IAAf7UA/IAAf7UA1EAAf7UA/IAAf7UA/IAAf7UA/IAAf7UA7UAAf7UA28AAf7UA2UAAf7UA1EAAf7UAu4AAf7UArsAAf7UAsIAAf7UArsAAf7UArsAAf7UArEAAf7UAqQAAf7UAqoAAf7UArsAAf7UArsAAf7UAtkAAf7UAsIAAf7UAs8AAf7UAs8AAf7UAs8AAf7UAs8AAf7UArsAAf7UAs8AAQEsArsAAQEsAtkAAQEsAtkAAQEsAtkAAQEsAs8AAQEsAs8AAQEsAs8AAQEsAsIAAQEsAuwAAQEsAtkAAQEsAtkAAQEsArsAAQEsAxwAAQEsAs8AAgAKBwQHDwAABxEHIgAMBy8HSQAeB00HTgA5B1AHYAA7B2YHZwBMB2sHawBOB24HcABPB3IHdwBSB3kHegBYAAIABwcEBw8AAAcRByIADAcvB0kAHgdNB04AOQdQB2AAOwd+B38ATAeEB5MATgBeAAABegAAAYAAAAGGAAABjAAAAZIAAAGYAAABngAAAaQAAAGqAAABsAAAAbYAAAG8AAABwgAAAcgAAAHOAAAB1AAAAdoAAAHgAAAB5gAAAewAAAHyAAAB+AAAAf4AAAIEAAACCgAAAhAAAAIWAAACHAAAAiIAAAIoAAACLgAAAjQAAAI6AAACQAAAAkYAAAJMAAACUgAAAlgAAAJeAAACZAAAAmoAAAJwAAACdgAAAnwAAAKCAAACiAAAAo4AAAKUAAACmgAAAqAAAAKmAAACrAAAArIAAAK4AAACvgAAAsQAAALKAAAC0AAAAtYAAALcAAAC4gAAAugAAALuAAAC9AAAAvoAAAMAAAADBgAAAwwAAAMSAAADGAAAAx4AAAMkAAADKgAAAzAAAAM2AAADPAAAA0IAAANIAAADTgAAA1QAAANaAAADYAAAA2YAAANsAAADcgAAA3gAAAN+AAADhAAAA4oAAAOQAAADlgAAA5wAAAOiAAADqAAB/tQCGgAB/tQCGgAB/tQCGgAB/tQCGgAB/tQCGgAB/tQCGgAB/tQCGgAB/tQCGgAB/tQCGgAB/tQCGgAB/tQCGgAB/tQCGgAB/tQCGgAB/tQCGgAB/tQCGgAB/tQCGgAB/tQCGgAB/tQCGgAB/tQCGgAB/tQCGgAB/tQCGgAB/tQCGgAB/tQCGgAB/tQCGgAB/tQCGgAB/tQCGgAB/tQCGgAB/tQCGgAB/tQCGgAB/tQCGgAB/tQCvAAB/tQCvAAB/tQCvAAB/tQCvAAB/tQCvAAB/tQCvAAB/tQCvAAB/tQCvAAB/tQCvAAB/tQCvAAB/tQCvAAB/tQCvAAB/tQCvAAB/tQCvAAB/tQCvAAB/tQCvAAB/tQCvAAB/tQCvAAB/tQCvAAB/tQCvAAB/tQCvAAB/tQCuwAB/tQCvAAB/tQCvAAB/tQCvAAB/tQCvAAB/tQCvAAB/tQCvAAB/tQCGgAB/tQCGgAB/tQCGgAB/tQCGgAB/tQCGgAB/tQCGgAB/tQCGgAB/tQCGgAB/tQCGgAB/tQCGgAB/tQCGgAB/tQCGgAB/tQCGgAB/tQCGgAB/tQCGgAB/tQCGgAB/tQCGgAB/tQCGgAB/x0CGgAB/w8CvAAB/tQCGgAB/tQCGgAB/tQCGgAB/tQCGgAB/tQCGgAB/tQCGgAB/tQCGgAB/tQCGgAB/tQCvAAB/tQCvAAB/tQCvAAB/tQCvAAB/tQCvAAB/tQCvAAB/tQCvAAB/tQCvAABMPYvrgAGMQYADAD+C+oL8Av2C/wMAgwIDA4MFAwaDCAMJgwsDDIMOAw+DEQMSgxQDFYMXAxiDGgMbgx0DHoMgAyGDIwMkgyYDJ4MpAyqDLAMtgy8DMIMyAzODNQM2gzgDOYM7AzyDPgM/g0EDQoNEA0WDRwNIg0oDS4NNA06DUANRg1MDVINWA1eDWQNag1wDXYNfA2CDYgNjg2UDZoNoA2mDawNsg24Db4NxA3KDdAN1g3cDeIN6A3uDfQN+g4ADgYODA4SDhgOHg4kDioOMA42DjwOQg5IDk4OVA5aDmAOZg5sDnIOeA5+DoQOig6QDpYOnA6iDqgOrg60DroOwA7GDswO0g7YDt4O5A7qDvAO9g78DwIPCA8ODxQPGg8gDyYPLA8yDzgPPg9ED0oPUA9WD1wPYg9oD24PdA96D4APhg+MD5IPmA+eD6QPqg+wD7YPvA/CD8gPzg/UD9oP4A/mD+wP8g/4D/4QBBAKEBAQFhAcECIQKBAuEDQQOhBAEEYQTBBSEFgQXhBkEGoQcBB2EHwQghCIEI4QlBCaEKAQphCsELIQuBC+EMQQyhDQENYQ3BDiEOgQ7hD0EPoRABEGEQwREhEYER4RJBEqETARNhE8EUIRSBFOEVQRWhFgEWYRbBFyEXgRfhGEEYoRkBGWEZwRohGoEa4RtBG6EcARxhHMEdIR2BHeEeQR6hHwEfYR/BICEggSDhIUEhoSIBImEiwSMhI4Ej4SRBJKElASVhJcEmISaBJuEnQSehKAEoYSjBKSEpgSnhKkEqoSsBK2ErwSwhLIEs4S1BLaEuAS5hLsEvIS+BL+EwQTChMQExYTHBMiEygTLhM0EzoTQBNGE0wTUhNYE14TZBNqE3ATdhN8E4ITiBOOE5QTmhOgE6YTrBOyE7gTvhPEE8oT0BPWE9wT4hPoE+4T9BP6FAAUBhQMFBIUGBQeFCQUKhQwFDYUPBRCFEgUThRUFFoUYBRmFGwUchR4FH4UhBSKFJAUlhScFKIUqBSuFLQUuhTAFMYUzBTSFNgU3hTkFOoU8BT2FPwVAhUIFQ4VFBUaFSAVJhUsFTIVOBU+FUQVShVQFVYVXBViFWgVbhV0FXoVgBWGFYwVkhWYFZ4VpBWqFbAVthW8FcIVyBXOFdQV2hXgFeYV7BXyFfgV/hYEFgoWEBYWFhwWIhYoFi4WNBY6FkAWRhZMFlIWWBZeFmQWahZwFnYWfBaCFogWjhaUFpoWoBamFqwWsha4Fr4WxBbKFtAW1hbcFuIW6BbuFvQW+hcAFwYXDBcSFxgXHhckFyoXMBc2FzwXQhdIF04XVBdaF2AXZhdsF3IXeBd+F4QXiheQF5YXnBeiF6gXrhe0F7oXwBfGF8wX0hfYF94X5BfqF/AX9hf8GAIYCBgOGBQYGhggGCYYLBgyGDgYPhhEGEoYUBhWGFwYYhhoGG4YdBh6GIAYhhiMGJIYmBieGKQYqhiwGLYYvBjCGMgYzhjUGNoY4BjmGOwY8hj4GP4ZBBkKGRAZFhkcGSIZKBkuGTQZOhlAGUYZTBlSGVgZXhlkGWoZcBl2GXwZghmIGY4ZlBmaGaAZphmsGbIZuBm+GcQZyhnQGdYZ3BniGegZ7hn0GfoaABoGGgwaEhoYGh4aJBoqGjAaNho8GkIaSBpOGlQaWhpgGmYabBpyGngafhqEGooakBqWGpwaohqoGq4atBq6GsAaxhrMGtIa2BreGuQa6hrwGvYa/BsCGwgbDhsUGxobIBsmGywbMhs4Gz4bRBtKG1AbVhtcG2IbaBtuG3QbehuAG4YbjBuSG5gbnhukG6obsBu2G7wbwhvIG84b1BvaG+Ab5hvsG/Ib+Bv+HAQcChwQHBYcHBwiHCgcLhw0HDocQBxGHEwcUhxYHF4cZBxqHHAcdhx8HIIciByOHJQcmhygHKYcrByyHLgcvhzEHMoc0BzWHNwc4hzoHO4c9Bz6HQAdBh0MHRIdGB0eHSQdKh0wHTYdPB1CHUgdTh1UHVodYB1mHWwdch14HX4dhB2KHZAdlh2cHaIdqB2uHbQduh3AHcYdzB3SHdgd3h3kHeod8B32HfweAh4IHg4eFB4aHiAeJh4sHjIeOB4+HkQeSh5QHlYeXB5iHmgebh50HnoegB6GHowekh6YHp4epB6qHrAeth68HsIeyB7OHtQe2h7gHuYe7B7yHvge/h8EHwofEB8WHxwfIh8oHy4fNB86H0AfRh9MH1IfWB9eH2Qfah9wH3YffB+CH4gfjh+UH5ofoB+mH6wfsh+4H74fxB/KH9Af1h/cH+If6B/uH/Qf+iAAIAYgDCASIBggHiAkICogMCA2IDwgQiBIIE4gVCBaIGAgZiBsIHIgeCB+IIQgiiCQIJYgnCCiIKggriC0I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tQCGgAB/tQCGgAB/tQCGgAB/tQCGgAB/tQCGgAB/tQCGgAB/tQCGgAB/tQCGgAB/tQCGgAB/tQCvAAB/tQCGgAB/tQCGgAB/tQCGgAB/tQCGgAB/tQCGgAB/tQCGgAB/tQCGgAB/tQCGgAB/tQCGgAB/tQCGgAB/tQCGgAB/tQCGgAB/tQCGgAB/tQCGgAB/tQCGgAB/tQCGgAB/tQCGgAB/tQCGgAB/tQCGgAB/tQAAAAB/tQAAAAB/tQAAAAB/tQAAAAB/tUAAAAB/tQAAAAB/tQAAAAB/tQBswAB/i4BswAB/wEBiQAB/sUBDgAB/tQCvAAB/tQCvAAB/tQCvAAB/tQCvAAB/tQCvAAB/tQCvAAB/tQCvAAB/tQCvAAB/tQCvAAB/tQCvAAB/tQCvAAB/tQCvAAB/tQCvAAB/tQCvAAB/tQCvAAB/tQCvAAB/tQCvAAB/tQCvAAB/tQCvAAB/tQCvAAB/tQCvAAB/tQCuwAB/tQCvAAB/tQCvAAB/tQCvAAB/tQCvAAB/tQCvAAB/tQBZAAB/wEBiQAB/mcBXgAB/tQCvAAB/tQCGgAB/tUAAAAB/tQCGgAB/tQCGgAB/tQCGgAB/tQCGgAB/tQCGgAB/tQCGgAB/tQCGgAB/tQCGgAB/tQCGgAB/tQCGgAB/tQCGgAB/tQCGgAB/tQCGgAB/tQCGgAB/tQCGgAB/tQCGgAB/tQCGgAB/tQC5gAB/tQBswAB/x0CGgAB/w8CvAABADEAAAABACcAAAABAC4AAAABADQAAAAB/tQCGgAB/tQCGgAB/tQCGgAB/tQCGgAB/tQCGgAB/tQCGgAB/tQCGgAB/tQCGgAB/tQCvAAB/tQCvAAB/tQCvAAB/tQCvAAB/tQCvAAB/tQCvAAB/tQCvAAB/tQCvAABzAbLHgAGzBYADAQ7MsYyzDLSMtgy3jLkMuoy8DL2MvwzAjMIMw4zFDMaMyAzJjMsMzIzODM+M0QzSjNQM1YzXDNiM2gzbjN0M3ozgDOGM4wzkjOYM54zpDOqM7AztjO8M8IzyDPOM9Qz2jPgM+Yz7DPyM/gz/jQENAo0EDQWNBw0IjQoNC40NDQ6NEA0RjRMNFI0WDReNGQ0ajRwNHY0fDSCNIg0jjSUNJo0oDSmNKw0sjS4NL40xDTKNNA01jTcNOI06DTuNPQ0+jUANQY1DDUSNRg1HjUkNSo1MDU2NTw1QjVINU41VDVaNWA1ZjVsNXI1eDV+NYQ1ijWQNZY1nDWiNag1rjW0Nbo1wDXGNcw10jXYNd415DXqNfA19jX8NgI2CDYONhQ2GjYgNiY2LDYyNjg2PjZENko2UDZWNlw2YjZoNm42dDZ6NoA2hjaMNpI2mDaeNqQ2qjawNrY2vDbCNsg2zjbUNto24DbmNuw28jb4Nv43BDcKNxA3FjccNyI3KDcuNzQ3OjdAN0Y3TDdSN1g3XjdkN2o3cDd2N3w3gjeIN443lDeaN6A3pjesN7I3uDe+N8Q3yjfQN9Y33DfiN+g37jf0N/o4ADgGOAw4EjgYOB44JDgqODA4Njg8OEI4SDhOOFQ4WjhgOGY4bDhyOHg4fjiEOIo4kDiWOJw4ojioOK44tDi6OMA4xjjMONI42DjeOOQ46jjwOPY4/DkCOQg5DjkUORo5IDkmOSw5Mjk4OT45RDlKOVA5VjlcOWI5aDluOXQ5ejmAOYY5jDmSOZg5njmkOao5sDm2Obw5wjnIOc451DnaOeA55jnsOfI5+Dn+OgQ6CjoQOhY6HDoiOig6Ljo0Ojo6QDpGOkw6UjpYOl46ZDpqOnA6djp8OoI6iDqOOpQ6mjqgOqY6rDqyOrg6vjrEOso60DrWOtw64jroOu469Dr6OwA7BjsMOxI7GDseOyQ7KjswOzY7PDtCO0g7TjtUO1o7YDtmO2w7cjt4O347hDuKO5A7ljucO6I7qDuuO7Q7ujvAO8Y7zDvSO9g73jvkO+o78Dv2O/w8AjwIPA48FDwaPCA8JjwsPDI8ODw+PEQ8SjxQPFY8XDxiPGg8bjx0PHo8gDyGPIw8kjyYPJ48pDyqPLA8tjy8PMI8yDzOPNQ82jzgPOY87DzyPPg8/j0EPQo9ED0WPRw9Ij0oPS49ND06PUA9Rj1MPVI9WD1ePWQ9aj1wPXY9fD2CPYg9jj2UPZo9oD2mPaw9sj24Pb49xD3KPdA91j3cPeI96D3uPfQ9+j4APgY+DD4SPhg+Hj4kPio+MD42Pjw+Qj5IPk4+VD5aPmA+Zj5sPnI+eD5+PoQ+ij6QPpY+nD6iPqg+rj60Pro+wD7GPsw+0j7YPt4+5D7qPvA+9j78PwI/CD8OPxQ/Gj8gPyY/LD8yPzg/Pj9EP0o/UD9WP1w/Yj9oP24/dD96P4A/hj+MP5I/mD+eP6Q/qj+wP7Y/vD/CP8g/zj/UP9o/4D/mP+w/8j/4P/5ABEAKQBBAFkAcQCJAKEAuQDRAOkBAQEZATEBSQFhAXkBkQGpAcEB2QHxAgkCIQI5AlECaQKBApkCsQLJAuEC+QMRAykDQQNZA3EDiQOhA7kD0QPpBAEEGQQxBEkEYQR5BJEEqQTBBNkE8QUJBSEFOQVRBWkFgQWZBbEFyQXhBfkGEQYpBkEGWQZxBokGoQa5BtEG6QcBBxkHMQdJB2EHeQeRB6kHwQfZB/EICQghCDkIUQhpCIEImQixCMkI4Qj5CREJKQlBCVkJcQmJCaEJuQnRCekKAQoZCjEKSQphCnkKkQqpCsEK2QrxCwkLIQs5C1ELaQuBC5kLsQvJC+EL+QwRDCkMQQxZDHEMiQyhDLkM0QzpDQENGQ0xDUkNYQ15DZENqQ3BDdkN8Q4JDiEOOQ5RDmkOgQ6ZDrEOyQ7hDvkPEQ8pD0EPWQ9xD4kPoQ+5D9EP6RABEBkQMRBJEGEQeRCREKkQwRDZEPERCREhETkRURFpEYERmRGxEckR4RH5EhESKRJBElkScRKJEqESuRLREukTARMZEzETSRNhE3kTkROpE8ET2RPxFAkUIRQ5FFEUaRSBFJkUsRTJFOEU+RURFSkVQRVZFXEViRWhFbkV0RXpFgEWGRYxFkkWYRZ5FpEWqRbBFtkW8RcJFyEXORdRF2kXgReZF7EXyRfhF/kYERgpGEEYWRhxGIkYoRi5GNEY6RkBGRkZMRlJGWEZeRmRGakZwRnZGfEaCRohGjkaURppGoEamRqxGska4Rr5GxEbKRtBG1kbcRuJG6EbuRvRG+kcARwZHDEcSRxhHHkckRypHMEc2RzxHQkdIR05HVEdaR2BHZkdsR3JHeEd+R4RHikeQR5ZHnEeiR6hHrke0R7pHwEfGR8xH0kfYR95H5EfqR/BH9kf8SAJICEgOSBRIGkggSCZILEgySDhIPkhESEpIUEhWSFxIYkhoSG5IdEh6SIBIhkiMSJJImEieSKRIqkiwSLZIvEjCSMhIzkjUSNpI4EjmSOxI8kj4SP5JBEkKSRBJFkkcSSJJKEkuSTRJOklASUZJTElSSVhJXklkSWpJcEl2SXxJgkmISY5JlEmaSaBJpkmsSbJJuEm+ScRJyknQSdZJ3EniSehJ7kn0SfpKAEoGSgxKEkoYSh5KJEoqSjBKNko8SkJKSEpOSlRKWkpgSmZKbEpySnhKfkqESopKkEqWSpxKokqoSq5KtEq6SsBKxkrMStJK2EreSuRK6krwSvZK/EsCSwhLDksUSxpLIEsmSyxLMks4Sz5LREtKS1BLVktcS2JLaEtuS3RLekuAS4ZLjEuSS5hLnkukS6pLsEu2S7xLwkvIS85L1EvaS+BL5kvsS/JL+Ev+TARMCkwQTBZMHEwiTChMLkw0TDpMQExGTExMUkxYTF5MZExqTHBMdkx8TIJMiEyOTJRMmkygTKZMrEyyTLhMvkzETMpM0EzWTNxM4kzoTO5M9Ez6TQBNBk0MTRJNGE0eTSRNKk0wTTZNPE1CTUhNTk1UTVpNYE1mTWxNck14TX5NhE2KTZBNlk2cTaJNqE2uTbRNuk3ATcZNzE3STdhN3k3kTepN8E32TfxOAk4ITg5OFE4aTiBOJk4sTjJOOE4+TkROSk5QTlZOXE5iTmhObk50TnpOgE6GToxOkk6YTp5OpE6qTrBOtk68TsJOyE7OTtRO2k7gTuZO7E7yTvhO/k8ETwpPEE8WTxxPIk8oTy5PNE86T0BPRk9MT1JPWE9eT2RPak9wT3ZPfE+CT4hPjk+UT5pPoE+mT6xPsk+4T75PxE/KT9BP1k/cT+JP6E/uT/RP+lAAUAZQDFASUBhQHlAkUCpQMFA2UDxQQlBIUE5QVFBaUGBQZlBsUHJQeFB+UIRQilCQUJZQnFCiUKhQrlC0ULpQwFDGUMxQ0lDYUN5Q5FDqUPBQ9lD8UQJRCFEOURRRGlEgUSZRLFEyUThRPlFEUUpRUFFWUVxRYlFoUW5RdFF6UYBRhlGMUZJRmFGeUaRRqlGwUbZRvFHCUchRzlHUUdpR4FHmUexR8lH4Uf5SBFIKUhBSFlIcUiJSKFIuUjRSOlJAUkZSTFJSUlhSXlJkUmpScFJ2UnxSglKIUo5SlFKaUqBSplKsUrJSuFK+UsRSylLQUtZS3FLiUuhS7lL0UvpTAFMGUwxTElMYUx5TJFMqUzBTNlM8U0JTSFNOU1RTWlNgU2ZTbFNyU3hTflOEU4pTkFOWU5xTolOoU65TtFO6U8BTxlPMU9JT2FPeU+RT6lPwU/ZT/FQCVAhUDlQUVBpUIFQmVCxUMlQ4VD5URFRKVFBUVlRcVGJUaFRuVHRUelSAVIZUjFSSVJhUnlSkVKpUsFS2VLxUwlTIVM5U1FTaVOBU5lTsVPJU+FT+VQRVClUQVRZVHFUiVShVLlU0VTpVQFVGVUxVUlVYVV5VZFVqVXBVdlV8VYJViFWOVZRVmlWgVaZVrFWyVbhVvlXEVcpV0FXWVdxV4lXoVe5V9FX6VgBWBlYMVhJWGFYeViRWKlYwVjZWPFZCVkhWTlZUVlpWYFZmVmxWclZ4Vn5WhFaKVpBWllacVqJWqFauVrRWulbAVsZWzFbSVthW3lbkVupW8Fb2VvxXAlcIVw5XFFcaVyBXJlcsVzJXOFc+V0RXSldQV1ZXXFdiV2hXbld0V3pXgFeGV4xXkleYV55XpFeqV7BXtle8V8JXyFfOV9RX2lfgV+ZX7FfyV/hX/lgEWApYEFgWWBxYIlgoWC5YNFg6WEBYRlhMWFJYWFheWGRYalhwWHZYfFiCWIhYjliUWJpYoFimWKxYsli4WL5YxFjKWNBY1ljcWOJY6FjuWPRY+lkAWQZZDFkSWRhZHlkkWSpZMFk2WTxZQllIWU5ZVFlaWWBZZllsWXJZeFl+WYRZilmQWZZZnFmiWahZrlm0WbpZwFnGWcxZ0lnYWd5Z5FnqWfBZ9ln8WgJaCFoOWhRaGlogWiZaLFoyWjhaPlpEWkpaUFpWWlxaYlpoWm5adFp6WoBahlqMWpJamFqeWqRaqlqwWrZavFrCWshazlrUWtpa4FrmWuxa8lr4Wv5bBFsKWxBbFlscWyJbKFsuWzRbOltAW0ZbTFtSW1hbXltkW2pbcFt2W3xbgluIW45blFuaW6BbplusW7JbuFu+W8RbylvQW9Zb3FviW+hb7lv0W/pcAFwGXAxcElwYXB5cJFwqXDBcNlw8XEJcSFxOXFRcWlxgXGZcbFxyXHhcflyEXIpckFyWXJxcolyoXK5ctFy6XMBcxlzMXNJc2FzeXORc6lzwXPZc/F0CXQhdDl0UXRpdIF0mXSxdMl04XT5dRF1KXVBdVl1cXWJdaF1uXXRdel2AXYZdjF2SXZhdnl2kXapdsF22Xbxdwl3IXc5d1F3aXeBd5l3sXfJd+F3+XgReCl4QXhZeHF4iXiheLl40XjpeQF5GXkxeUl5YXl5eZF5qXnBedl58XoJeiF6OXpReml6gXqZerF6yXrhevl7EXspe0F7WXtxe4l7oXu5e9F76XwBfBl8MXxJfGF8eXyRfKl8wXzZfPF9CX0hfTl9UX1pfYF9mX2xfcl94X35fhF+KX5Bfll+cX6JfqF+uX7Rful/AX8ZfzF/SX9hf3l/kX+pf8F/2X/xgAmAIYA5gFGAaYCBgJmAsYDJgOGA+YERgSmBQYFZgXGBiYGhgbmB0YHpggGCGYIxgkmCYYJ5gpGCqYLBgtmC8YMJgyGDOYNRg2mDgYOZg7GDyYPhg/mEEYQphEGEWYRxhImEoYS5hNGE6YUBhRmFMYVJhWGFeYWRhamFwYXZhfGGCYYhhjmGUYZphoGGmYaxhsmG4Yb5hxGHKYdBh1mHcYeJh6GHuYfRh+mIAYgZiDGISYhhiHmIkYipiMGI2YjxiQmJIYk5iVGJaYmBiZmJsYnJieGJ+YoRiimKQYpZinGKiYqhirmK0YrpiwGLGYsxi0mLYYt5i5GLqYvBi9mL8YwJjCGMOYxRjGmMgYyZjLGMyYzhjPmNEY0pjUGNWY1xjYmNoY25jdGN6Y4BjhmOMY5JjmGOeY6RjqmOwY7ZjvGPCY8hjzmPUY9pj4GPmY+xj8mP4Y/5kBGQKZBBkFmQcZCJkKGQuZDRkOmRAZEZkTGRSZFhkXmRkZGpkcGR2ZHxkgmSIZI5klGSaZKBkpmSsZLJkuGS+ZMRkymTQZNZk3GTiZOhk7mT0ZPplAGUGZQxlEmUYZR5lJGUqZTBlNmU8ZUJlSGVOZVRlWmVgZWZlbGVyZXhlfmWEZYplkGWWZZxlomWoZa5ltGW6ZcBlxmXMZdJl2GXeZeRl6mXwZfZl/GYCZghmDmYUZhpmIGYmZixmMmY4Zj5mRGZKZlBmVmZcZmJmaGZuZnRmemaAZoZmjGaSZphmnmakZqpmsGa2ZrxmwmbIZs5m1GbaZuBm5mbsZvJm+Gb+ZwRnCmcQZxZnHGciZyhnLmc0ZzpnQGdGZ0xnUmdYZ15nZGdqZ3Bndmd8Z4JniGeOZ5RnmmegZ6ZnrGeyZ7hnvmfEZ8pn0GfWZ9xn4mfoZ+5n9Gf6aABoBmgMaBJoGGgeaCRoKmgwaDZoPGhCaEhoTmhUaFpoYGhmaGxocmh4aH5ohGiKaJBolmicaKJoqGiuaLRoumjAaMZozGjSaNho3mjkaOpo8Gj2aPxpAmkIaQ5pFGkaaSBpJmksaTJpOGk+aURpSmlQaVZpXGliaWhpbml0aXppgGmGaYxpkmmYaZ5ppGmqabBptmm8acJpyGnOadRp2mngaeZp7Gnyafhp/moEagpqEGoWahxqImooai5qNGo6akBqRmpMalJqWGpeamRqampwanZqfGqCaohqjmqUappqoGqmaqxqsmq4ar5qxGrKatBq1mrcauJq6GruavRq+msAawZrDGsSaxhrHmskayprMGs2azxrQmtIa05rVGtaa2BrZmtsa3JreGt+a4RrimuQa5ZrnGuia6hrrmu0a7prwGvGa8xr0mvYa95r5Gvqa/Br9mv8bAJsCGwObBRsGmwgbCZsLGwybDhsPmxEbEpsUGxWbFxsYmxobG5sdGx6bIBshmyMbJJsmGyebKRsqmywbLZsvGzCbMhszmzUbNps4GzmbOxs8mz4bP5tBG0KbRBtFm0cbSJtKG0ubTRtOm1AbUZtTG1SbVhtXm1kbWptcG12bXxtgm2IbY5tlG2abaBtpm2sbbJtuG2+bcRtym3QbdZt3G3ibeht7m30bfpuAG4GbgxuEm4Ybh5uJG4qbjBuNm48bkJuSG5OblRuWm5gbmZubG5ybnhufm6EbopukG6Wbpxuom6obq5utG66bsBuxm7MbtJu2G7ebuRu6m7wbvZu/G8CbwhvDm8UbxpvIG8mbyxvMm84bz5vRG9Kb1BvVm9cb2JvaG9ub3Rvem+Ab4ZvjG+Sb5hvnm+kb6pvsG+2b7xvwm/Ib85v1G/ab+Bv5m/sb/Jv+G/+cARwCnAQcBZwHHAicChwLnA0cDpwQHBGcExwUnBYcF5wZHBqcHBwdnB8cIJwiHCOcJRwmnCgcKZwrHCycLhwvnDEcMpw0HDWcNxw4nDocO5w9HD6cQBxBnEMcRJxGHEecSRxKnEwcTZxPHFCcUhxTnFUcVpxYHFmcWxxcnF4cX5xhHGKcZBxlnGccaJxqHGucbRxunHAccZxzHHScdhx3nHkcepx8HH2cfxyAnIIcg5yFHIaciByJnIscjJyOHI+ckRySnJQclZyXHJicmhybnJ0cnpygHKGcoxyknKYcp5ypHKqcrBytnK8csJyyHLOctRy2nLgcuZy7HLycvhy/nMEcwpzEHMWcxxzInMocy5zNHM6c0BzRnNMc1JzWHNec2RzanNwc3ZzfHOCc4hzjnOUc5pzoHOmc6xzsnO4c75zxHPKc9Bz1nPcc+Jz6HPuc/Rz+nQAdAZ0DHQSdBh0HnQkdCp0MHQ2dDx0QnRIdE50VHRadGB0ZnRsdHJ0eHR+dIR0inSQdJZ0nHSidKh0rnS0dLp0wHTGdMx00nTYdN505HTqdPB09nT8dQJ1CHUOdRR1GnUgdSZ1LHUydTh1PnVEdUp1UHVWdVx1YnVodW51dHV6dYB1hnWMdZJ1mHWedaR1qnWwdbZ1vHXCdch1znXUddp14HXmdex18nX4df52BHYKdhB2FnYcdiJ2KHYudjR2OnZAdkZ2THZSdlh2XnZkdmp2cHZ2dnx2gnaIdo52lHaadqB2pnasdrJ2uHa+dsR2ynbQdtZ23Hbiduh27nb0dvp3AHcGdwx3EncYdx53JHcqdzB3Nnc8d0J3SHdOd1R3Wndgd2Z3bHdyd3h3fneEd4p3kHeWd5x3oneod653tHe6d8B3xnfMd9J32Hfed+R36nfwd/Z3/HgCeAh4DngUeBp4IHgmeCx4Mng4eD54RHhKeFB4VnhceGJ4aHhueHR4eniAeIZ4jHiSeJh4nnikeKp4sHi2eLx4wnjIeM541HjaeOB45njsePJ4+Hj+eQR5CnkQeRZ5HHkieSh5Lnk0eTp5QHlGeUx5UnlYeV55ZHlqeXB5dnl8eYJ5iHmOeZR5mnmgeaZ5rHmyebh5vnnEecp50HnWedx54nnoee559Hn6egB6BnoMehJ6GHoeeiR6KnowejZ6PHpCekh6TnpUelp6YHpmemx6cnp4en56hHqKepB6lnqceqJ6qHquerR6unrAesZ6zHrSeth63nrkeup68Hr2evx7AnsIew57FHsaeyB7JnssezJ7OHs+e0R7SntQe1Z7XHtie2h7bnt0e3p7gHuGe4x7knuYe557pHuqe7B7tnu8e8J7yHvOe9R72nvge+Z77Hvye/h7/nwEfAp8EHwWfBx8InwofC58NHw6fEB8RnxMfFJ8WHxefGR8anxwfHZ8fHyCfIh8jnyUfJp8oHymfKx8sny4fL58xHzKfNB81nzcfOJ86HzufPR8+n0AfQZ9DH0SfRh9Hn0kfSp9MH02fTx9Qn1IfU59VH1afWB9Zn1sfXJ9eH1+fYR9in2QfZZ9nH2ifah9rn20fbp9wH3Gfcx90n3Yfd595H3qffB99n38fgJ+CH4OfhR+Gn4gfiZ+LH4yfjh+Pn5Efkp+UH5Wflx+Yn5ofm5+dH56foB+hn6MfpJ+mH6efqR+qn6wfrZ+vH7Cfsh+zn7Uftp+4H7mfux+8n74fv5/BH8KfxB/Fn8cfyJ/KH8ufzR/On9Af0Z/TH9Sf1h/Xn9kf2p/cH92f3x/gn+If45/lH+af6B/pn+sf7J/uH++f8R/yn/Qf9Z/3H/if+h/7n/0f/qAAIAGgAyAEoAYgB6AJIAqgDCANoA8gEKASIBOgFSAWoBggGaAbIBygHiAfoCEgIqAkICWgJyAooCogK6AtIC6gMCAxoDMgNKA2IDegOSA6oDwgPaA/IECgQiBDoEUgRqBIIEmgSyBMoE4gT6BRIFKgVCBVoFcgWKBaIFugXSBeoGAgYaBjIGSgZiBnoGkgaqBsIG2gbyBwoHIgc6B1IHageCB5oHsgfKB+IH+ggSCCoIQghaCHIIigiiCLoI0gjqCQIJGgkyCUoJYgl6CZIJqgnCCdoJ8goKCiIKOgpSCmoKggqaCrIKygriCvoLEgsqC0ILWgtyC4oLogu6C9IL6gwCDBoMMgxKDGIMegySDKoMwgzaDPINCg0iDToNUg1qDYINmg2yDcoN4g36DhIOKg5CDloOcg6KDqIOug7SDuoPAg8aDzIPSg9iD3oPkg+qD8IP2g/yEAoQIhA6EFIQahCCEJoQshDKEOIQ+hESESoRQhFaEXIRihGiEboR0hHqEgISGhIyEkoSYhJ6EpISqhLCEtoS8hMKEyITOhNSE2oTghOaE7ITyhPiE/oUEhQqFEIUWhRyFIoUohS6FNIU6hUCFRoVMhVKFWIVehWSFaoVwhXaFfIWChYiFjoWUhZqFoIWmhayFsoW4hb6FxIXKhdCF1oXcheKF6IXuhfSF+oYAhgaGDIYShhiGHoYkhiqGMIY2hjyGQoZIhk6GVIZahmCGZoZshnKGeIZ+hoSGioaQhpaGnIaihqiGroa0hrqGwIbGhsyG0obYht6G5IbqhvCG9ob8hwKHCIcOhxSHGocghyaHLIcyhziHPodEh0qHUIdWh1yHYodoh26HdId6h4CHhoeMh5KHmIeeh6SHqoewh7aHvIfCh8iHzofUh9qH4Ifmh+yH8of4h/6IBIgKiBCIFogciCKIKIguiDSIOohAiEaITIhSiFiIXohkiGqIcIh2iHyIgoiIiI6IlIiaiKCIpoisiLKIuIi+iMSIyojQiNaI3IjiiOiI7oj0iPqJAIkGiQyJEokYiR6JJIkqiTCJNok8iUKJSIlOiVSJWolgiWaJbIlyiXiJfomEiYqJkImWiZyJoomoia6JtIm6icCJxonMidKJ2IneieSJ6onwifaJ/IoCigiKDooUihqKIIomiiyKMoo4ij6KRIpKilCKVopcimKKaIpuinSKeoqAioaKjIqSipiKnoqkiqqKsIq2iryKworIis6K1IraiuCK5orsivKK+Ir+iwSLCosQixaLHIsiiyiLLos0izqLQItGi0yLUotYi16LZItqi3CLdot8i4KLiIuOi5SLmougi6aLrIuyi7iLvovEi8qL0IvWi9yL4ovoi+6L9Iv6jACMBowMjBKMGIwejCSMKowwjDaMPIxCjEiMToxUjFqMYIxmjGyMcox4jH6MhIyKjJCMloycjKKMqIyujLSMuozAjMaMzIzSjNiM3ozkjOqM8Iz2jPyNAo0IjQ6NFI0ajSCNJo0sjTKNOI0+jUSNSo1QjVaNXI1ijWiNbo10jXqNgI2GjYyNko2YjZ6NpI2qjbCNto28jcKNyI3OjdSN2o3gjeaN7I3yjfiN/o4EjgqOEI4WjhyOIo4oji6ONI46jkCORo5MjlKOWI5ejmSOao5wjnaOfI6CjoiOjo6UjpqOoI6mjqyOso64jr6OxI7KjtCO1o7cjuKO6I7ujvSO+o8AjwaPDI8SjxiPHo8kjyqPMI82jzyPQo9Ij06PVI9aj2CPZo9sj3KPeI9+j4SPio+Qj5aPnI+ij6iPro+0j7qPwI/Gj8yP0o/Yj96P5I/qj/CP9o/8kAKQCJAOkBSQGpAgkCaQLJAykDiQPpBEkEqQUJBWkFyQYpBokG6QdJB6kICQhpCMkJKQmJCekKSQqpCwkLaQvJDCkMiQzpDUkNqQ4JDmkOyQ8pD4kP6RBJEKkRCRFpEckSKRKJEukTSROpFAkUaRTJFSkViRXpFkkWqRcJF2kXyRgpGIkY6RlJGakaCRppGskbKRuJG+kcSRypHQkdaR3JHikeiR7pH0kfqSAJIGkgySEpIYkh6SJJIqkjCSNpI8kkKSSJJOklSSWpJgkmaSbJJykniSfpKEkoqSkJKWkpySopKokq6StJK6ksCSxpLMktKS2JLekuSS6pLwkvaS/JMCkwiTDpMUkxqTIJMmkyyTMpM4kz6TRJNKk1CTVpNck2KTaJNuk3STepOAk4aTjJOSk5iTnpOkk6qTsJO2k7yTwpPIk86T1JPak+CT5pPsk/KT+JP+lASUCpQQlBaUHJQilCiULpQ0lDqUQJRGlEyUUpRYlF6UZJRqlHCUdpR8lIKUiJSOlJSUmpSglKaUrJSylLiUvpTElMqU0JTWlNyU4pTolO6U9JT6lQCVBpUMlRKVGJUelSSVKpUwlTaVPJVClUiVTpVUlVqVYJVmlWyVcpV4lX6VhJWKlZCVlpWclaKVqJWulbSVupXAlcaVzJXSldiV3pXkleqV8JX2lfyWApYIlg6WFJYaliCWJpYsljKWOJY+lkSWSpZQllaWXJZilmiWbpZ0lnqWgJaGloyWkpaYlp6WpJaqlrCWtpa8lsKWyJbOltSW2pbgluaW7JbylviW/pcElwqXEJcWlxyXIpcoly6XNJc6l0CXRpdMl1KXWJdel2SXapdwl3aXfJeCl4iXjpeUl5qXoJeml6yXspe4l76XxJfKl9CX1pfcl+KX6Jful/SX+pgAmAaYDJgSmBiYHpgkmCqYMJg2mDyYQphImE6YVJhamGCYZphsmHKYeJh+mISYipiQmJaYnJiimKiYrpi0mLqYwJjGmMyY0pjYmN6Y5JjqmPCY9pj8mQKZCJkOmRSZGpkgmSaZLJkymTiZPplEmUqZUJlWmVyZYplomW6ZdJl6mYCZhpmMmZKZmJmemaSZqpmwmbaZvJnCmciZzpnUmdqZ4JnmmeyZ8pn4mf6aBJoKmhCaFpocmiKaKJoumjSaOppAmkaaTJpSmliaXppkmmqacJp2mnyagpqImo6alJqamqCappqsmrKauJq+msSayprQmtaa3Jrimuia7pr0mvqbAJsGmwybEpsYmx6bJJsqmzCbNps8m0KbSJtOm1SbWptgm2abbJtym3ibfpuEm4qbkJuWm5ybopuom66btJu6m8CbxpvMm9Kb2Jvem+Sb6pvwm/ab/JwCnAicDpwUnBqcIJwmnCycMpw4nD6cRJxKnFCcVpxcnGKcaJxunHScepyAnIacjJySnJicnpyknKqcsJy2nLycwpzInM6c1JzanOCc5pzsnPKc+Jz+nQSdCp0QnRadHJ0inSidLp00nTqdQJ1GnUydUp1YnV6dZJ1qnXCddp18nYKdiJ2OnZSdmp2gnaadrJ2ynbidvp3Encqd0J3Wndyd4p3one6d9J36ngCeBp4MnhKeGJ4eniSeKp4wnjaePJ5CnkieTp5UnlqeYJ5mnmyecp54nn6ehJ6KnpCelp6cnqKeqJ6unrSeup7AnsaezJ7Sntie3p7knuqe8J72nvyfAp8Inw6fFJ8anyCfJp8snzKfOJ8+n0SfSp9Qn1afXJ9in2ifbp90n3qfgJ+Gn4yfkp+Yn56fpJ+qn7Cftp+8n8KfyJ/On9Sf2p/gn+af7J/yn/if/qAEoAqgEKAWoBygIqAooC6gNKA6oECgRqBMoFKgWKBeoGSgaqBwoHagfKCCoIigjqCUoJqgoKCmoKygsqC4oL6gxKDKoNCg1qDcoOKg6KDuoPSg+qEAoQahDKESoRihHqEkoSqhMKE2oTyhQqFIoU6hVKFaoWChZqFsoXKheKF+oYShiqGQoZahnKGioaihrqG0obqhwKHGocyh0qHYod6h5KHqofCh9qH8ogKiCKIOohSiGqIgoiaiLKIyojiiPqJEokqiUKJWolyiYqJoom6idKJ6ooCihqKMopKimKKeoqSiqqKworaivKLCosiizqLUotqi4KLmouyi8qL4ov6jBKMKoxCjFqMcoyKjKKMuozSjOqNAo0ajTKNSo1ijXqNko2qjcKN2o3yjgqOIo46jlKOao6CjpqOso7KjuKO+o8SjyqPQo9aj3KPio+ij7qP0o/qkAKQGpAykEqQYpB6kJKQqpDCkNqQ8pEKkSKROpFSkWqRgpGakbKRypHikfqSEpIqkkKSWpJykoqSopK6ktKS6pMCkxqTMpNKk2KTepOSk6qTwpPak/KUCpQilDqUUpRqlIKUmpSylMqU4pT6lRKVKpVClVqVcpWKlaKVupXSleqWApYaljKWSpZilnqWkpaqlsKW2pbylwqXIpc6l1KXapeCl5qXspfKl+KX+pgSmCqYQphamHKYipiimLqY0pjqmQKZGpkymUqZYpl6mZKZqpnCmdqZ8poKmiKaOppSmmqagpqamrKayprimvqbEpsqm0KbWptym4qbopu6m9Kb6pwCnBqcMpxKnGKcepySnKqcwpzanPKdCp0inTqdUp1qnYKdmp2yncqd4p36nhKeKp5Cnlqecp6KnqKeup7SnuqfAp8anzKfSp9in3qfkp+qn8Kf2p/yoAqgIqA6oFKgaqCCoJqgsqDKoOKg+qESoSqhQqFaoXKhiqGiobqh0qHqogKiGqIyokqiYqJ6opKiqqLCotqi8qMKoyKjOqNSo2qjgqOao7KjyqPio/qkEqQqpEKkWqRypIqkoqS6pNKk6qUCpRqlMqVKpWKleqWSpaqlwqXapfKmCqYipjqmUqZqpoKmmqaypsqm4qb6pxKnKqdCp1qncqeKp6KnuqfSp+qoAqgaqDKoSqhiqHqokqiqqMKo2qjyqQqpIqk6qVKpaqmCqZqpsqnKqeKp+qoSqiqqQqpaqnKqiqqiqrqq0qrqqwKrGqsyq0qrYqt6q5KrqqvCq9qr8qwKrCKsOqxSrGqsgqyarLKsyqzirPqtEq0qrUKtWq1yrYqtoq26rdKt6q4CrhquMq5KrmKueq6Srqquwq7arvKvCq8irzqvUq9qr4Kvmq+yr8qv4q/6sBKwKrBCsFqwcrCKsKKwurDSsOqxArEasTKxSrFisXqxkrGqscKx2rHysgqyIrI6slKyarKCspqysrLKsuKy+rMSsyqzQrNas3KzirOis7qz0rPqtAK0GrQytEq0YrR6tJK0qrTCtNq08rUKtSK1OrVStWq1grWatbK1yrXitfq2ErYqtkK2WrZytoq2ora6ttK26rcCtxq3MrdKt2K3ereSt6q3wrfat/K4CrgiuDq4UrhquIK4mriyuMq44rj6uRK5KrlCuVq5crmKuaK5ur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zYHNgc2BzYHNgc2BzYHNgc2BzYHNgc2BzYHNgc2BzYHNgc2BzYHNgc2BzYHNgc2BzYHNgc2BzYHNgc2BzYHNgc2BzYHNgc2BzYHNgc2BzYHNgc2BzYHNgc2BzYHNgc2BzYHNgc2BzYHNgc2BzYHNgc2BzYHNgc2BzYHNgc2BzYHNgc2BzYHNgc2BzYHNgc2BzYHNgc2BzYHNgc2BzYHNgc2BzYHNgc2BzYHNgc2BzYHNgc2BzYHNgc2BzYHNgc2BzYHNgc2BzYHNgc2BzYHNgc2BzYHNgc2BzYHNgc2BzYHNgc2BzYHNgc2BzYHNgc2BzYHNgc2BzYHNgc2BzYHNgc2BzYHNgc2BzYHNgc2BzYHNgc2BzYHNgc2BzYHNgc2BzYHNgc2BzYHNgc2BzYHNgc2BzYHNgc2BzYHNgc2BzYHNgc2BzYHNgc2BzYHNgc2BzYHNgc2BzYHNgc2BzYHNgc2BzYHNgc2BzYHNgc2BzYHNgc2BzYHNgc2BzYHNgc2BzYHNgc2BzYHNgc2BzYHNgc2BzYHNgc2BzYHNgc2BzYHNgc2BzYHNgc2BzYHNgc2BzYAAAACAEQAAAJkBVUAAwAHAC6xAQAvPLIHBCrtMrEGBdw8sgMCKu0yALEDAC88sgUEKu0ysgcGsPw8sgECKu0yMxEhESUhESFEAiD+JAGY/mgFVfqrRATNAAAAAgEAAAAFAAUAAAMABwBCtAIB/gYHuAI/QBMABQT+AwAKBwT+AQAZCAYF/gIDvAEmAAkBsAEYABgrEPY8/TxOEPQ8Tf08AD88/TwQ/Dz9PDEwIREhESUhESEBAAQA/CADwPxABQD7ACAEwAAAAgBwA7EDZQW6AAUACwBrQDSHBYcL9gX2CwQGBQYLZQVlC3YFdgsGAAUDAQYLCggHBQEABAML9AgIAwAIIBAKLwo/CgMKuAF7QAoDIB8BIAEwAQMBuAKWswylQxgrEPZd7f1d/QA/PBDtERc5ARESOTkREjk5MTABcnETAzUhFQMzAzUhFQOlNQEyLvQ1ATIuA7EBEfj4/u8BEfj4/u8AAAIAlAAABWEFugAQAB8Af0AzKAUoCkcXZQRlDAUqFzkXSBZZFmgWBTkXNhuHG5kFlgsFHxElAQACExIlDxAIGSevBwEHuP/AswkLNAe4AoxAE4AhASAhMCECIRESIAAgEDAQAhC4AouzIDFTGCtOEPRdPE39PE0QXXH2K3FN7QA/PP08Pzz9PDEwAF1xAV0TITIXHgESFRQHBgcGBwYjIQERMzI3PgI1NC4BJyYjlAIdt2CBuGAtN2ZNg2Kk/dMBKN18N0hfPDxsUz61BbocJsL+5861g6BjSyofBML8NQ4SVsWqqrZmEg4AAAAAAQCRAAAGGQW6AAwCGEALCwMmCCYLAwQDAQO4/4BACRw6NAogOjs0Cbj/4LM6OzQJuP/gQKQcLjQKIBwuNAYJCArjCewKBAQJCgoTAhwEEAkfCiMCLAQgCS8KZwJoBGUJagp3AngEpAmqCrUJugr2CfoKFp8EkAmfCsYJyQrXAtgE1gnZCucC6ATlCeoKDXcJeAqDAowEgwmMCpACB1gLZQJqBGcJaAp2AnkEB0QCSwRECUsKVwhXCVgKBxgKLw40AjoENAk7Cj8OBwMCDAQGCQkKFQIaBBcJB7EGAkNUWEAfAgQDCgkFDAcHMgYODDIAAAMQAwIIUAgNNAtQCA00A7j/gEAOCw00CEAOJzQLQA4nNAO4/5xAEA4nNAMLCAMBAAQBAgcKAAgAPzw8PzwREhc5KysrKysrXQEv7RDU7RESFzkbuP87QC0DCgkgBAgJCTIDBBQDAwQCCwoKMgMCFAMDAgsIAwMMBAICDAoKCQkHCB8OAQ64AQ2zBwYFBLoCOAAF/8CzW100Bbj/wEAXU1Q0BTIHQAd/CAEIvX8DAQO9CyALDAK4AjhAEgEAAEBbXTQAQFNUNAAyHwwBDLgBDbMNMXUYKxD0ce0rKxA87hA8GhkQ/XH9cTwaGBD9KyvuEDwQ5HEAPzwQPBA8PzwSFzmHBS4rh33Ehy4YK4d9xCtZMTABS7ATU1i5AAj/4LELIDg4WQFdXV1dXV1xcisrKysAK3FdMxEhCQEhESERASEBEZEBuwEKAQcBvP7t/t3+4/7eBbr8GAPo+kYEgvt+BIL7fgACAJYAAAW8BboAFQAhAPhAgjkPSQ9XB2oLagyqCacOoCO2DtgJCgYIBgoXCBYKNg5GDkYPBwgQCREUDhQPFBA2DjYPRw91DnkQ0woLeAl4GXYdiAmIGYYdBgkWFAkMDw5TDnUOhA6UDqMOBQ4gDQwUDQ0MDwwVDRcWJRMQFAFgFKAUAhQUACAhJQIBAg0ODhUACA64AbxAJwANEA0CDdQbJ6AGsAbABtAGBAaHcCMBICMwIwIjIRUgASAAMAACALgCi7MiMWMYK04Q9F08Tf08EF1x9l3t9F3tAD88PBA8Pzz9PBI5L11xPP08ARESOTmHLitdDn0QxAEROQAREjkxMABdAXFdXTMRITIeARUUBgceARcTIQMuAisBGQEzMj4BNTQmJyYrAZYCb+vVgMLBYH1qs/6e1nJUXmY829VqPE9IJLTnBbpPyoKl1xw4hqv+4gE/q1kh/ZwDTiRYQkpbDAUAAAIAVP/oBGEFugAPABwAkEAtElkGWQpZElYWVhhZHJgHmQn4CQlwHoAeAjoDNAw6FTQZSgNEDEoVRBmZCQkUuAJ0sgULGrgCdEAOCwcODwABAAoXKQ4NJgG4ASlADw8AGo8eAR4QIQgZHVg8GCtOEPRN7U4QcfY8Te39POYAPzw/PD/tP+0xMABdAXFdQ1hADWkGaQppEmYWZhhpHAZdWSkBNQ4BIyIAERASMzIXESEBFBcWMzI2NTQmIyIGBGH++0GxWrf++/7CsoIBGf0SL0R6YYiEZ2SHnFtZAScBCAEOARmUAhD8cKpMbqWkt6GfAAEAhwAAAzcEPgAQAKhAKJcFAQkOAVMFZgV1BQMvElgOaA5wEgQKCQ8MHwwCjwz/DAI/DE8MAgy4AndAKQcHAQAKAwIGCigACRAJMAlwCQQJGn8SnxICXxJ/Eq8S0BIEEhAAJgEDuAEpQAsCAoABoAECARkRP7kBHAAYK04Q9HE8TRDtEP08ThBdcfZdGU3kABg/PD88P+1dcXI5MjEwAV0AXXEAS7AXU0uwNVFaWLEKMjhZAF0pAREhFT4BMzIXByYjIg4BEQGg/ucBBUNrRGBZV0c9O1IvBCaXa0Q19S5Bqv7xAAH/ugElAZYCNQADABi9AAMDbgAAAwcAAANysQUBLxD0AD/tMTABIREhAZb+JAHcASUBEAAB/7oBJQTmAjUAAwAYvQADA24AAAMHAAADcrEFAS8Q9AA/7TEwASERIQTm+tQFLAElARAAAf+6ASUBAAI1AAMAGL0AAwNuAAADBwAAA3KxBQEvEPQAP+0xMAEhESEBAP66AUYBJQEQAAH/ugElCAACNQADABi9AAMDbgAAAwcAAANysQUBLxD0AD/tMTABIREhCAD3ughGASUBEAAB/7sBJRAAAjUAAwAYvQADA24AAAMHAAADcrEFAS8Q9AA/7TEwASERIRAA77sQRQElARAAEABmAFoEWwROAAcADwAXAB8AJwAvADcAPwBHAE8AVwBfAGcAbwB3AH8AyEBjaGxQVFRcWHh8ODxwdCgsYGQkTEgMCERABAAIAAgAHCAkPCwkJCw8A1gcNDAUEBAYHE5KdnJyYmZGQn56NjJuahIWUlYCBjo+Vj5WPiJeWh4aWnpqWlpqegNmIgoOKi4uJiJmAC/ezTkvzdDNERIXOS8vLxDQzRDNETk5Ly8QzdDNEM3QzRDN0M0QzdDNEM05L83QzQEvzTkvzdDNEM4XOS8vLxDNETk5Ly8QzdDNEM3QzRDQzRDN0M0QzdDNEM05L83QzTEwARQjIjU0MzInFCMiNTQzMhMUIyI1NDMyFxQjIjU0MzIBFCMiNTQzMgcUIyI1NDMyARQjIjU0MzIBFCMiNTQzMgEUIyI1NDMyBxQjIjU0MzIBFCMiNTQzMgcUIyI1NDMyARQjIjU0MzIlFCMiNTQzMhMUIyI1NDMyJxQjIjU0MzID1DA0NDCUMDQ0MPczMTMxJDA0NDD+NzIyMjKtMzExMwJSMzExM/0aMjIyMgKDMDQ0MJQwNDQw/a4wNDIyJDA0NDAByDIyMjL+XDIyMjL3MzExM5QyMjIyA5YyMjIwMTEz/tczMzHfMjIyAZczMzFWMTEz/XsxMTMBvTIvNf1IMTEzlTAwNAIgMzMx3zIyMv4HMzMx6DExM/7ZNDA0LjExMwAAAAABAAAAAAAAAAAAAAAAMQAAAQCWAAAIngXTADQAQ0AkJgkBGzQgAScgKQEQEAwgDiABAQEvLRsgIBEHLRYDDwIpDQEIAD/ExD8/7TMzLzPtAS9d3O0yLxDc7RDtMjEwAF0pARE0LgIjIg4CFREhESEVPgMzMh4CFz4DMzIeBBURIRE0LgIjIg4CFQUu/tgqSWE3WXpKIP7YARIeUGiBTTBua2IlI1lyjFU7eW9gRyn+2CtJZDlSdkwkA35lhU4gPGuTWPy8BbrSNlc9IRU1XEc2WD4hFDFSe6tw/FoDfmWFTiA1X4VRAAAAAgCYAAAEkwRyABIAJAA3QBcJISAcMBxAHJAcBBwcJhMmIBIwEgISFLgCdLISChO6AnQAAAOtAD/tP+0BL13tEjkvXe0xMBMhMhYXHgMVFAYHDgMjIQERMzI+Ajc2NTQuAicuASOYAcRIdCdSf1YtW0wbSF93Sv4vASCSSV05IAwWFy1BKhdbRQRyCgsXYo+5bZfcSBoqHxEDif1gESM2JEN/WHVKJgkFBQAAAAEAmAAABZAEcgAZAIJATxYVNhUCOQQBGgQBDAQAGRUNBg8LByZ5BgFqBgE8BkwGAi0GARwGAQYKCht2EwFlEwEzE0MTAiITARMTARMODyYgETARAhEZFQQLDgUQBhO4A620DQwJEAoAP8TExD/EEhc5AS9d7TIyXV1dXV0SOS8zXV1dXV3tMxIXOV1dXTEwAT4DNxMhESERIwEjASMRIREhEx4DFwMYBAcKDgu4AZL++gT/AOP+/wT++gGSugoOCggFAV8bLTA3JQI/+44DNfzLAzX8ywRy/b0kNy8tGQAAAgCYAAAE7QRyACAALwBtQC8XFRUmFBIUFBIQEh8UFAohAScRJwInJwAxLx8mIAAwAAIBABEAAgAXEhQfEA8PIbgCdLcfHy4UFSAKLroCdAABA60AP+0/xMQSOS/tMxEzERI5OQEvXV39xBESOS9d7TIvEjk5hyt9EMQxMDMRITIeAhceARUUDgIHFR4BFxMhJy4BJy4DKwEREzI2Nz4BNTQmJy4BKwEVmAIEYYlhQhwbGxU9b1o3aTO6/qqjM1IaDhsgJxoTkEdWGiwpMysQVEGZBHIPIjcoKF4zLWBXSRcEFWRN/uX4TlkQCAkFAv45AqcDBAc+KCw4BgIC4gAAAAAASANmAAEAAAAAAAABDwIgAAEAAAAAAAEABQM8AAEAAAAAAAIABANMAAEAAAAAAAMAHwORAAEAAAAAAAQACgPHAAEAAAAAAAUADAPsAAEAAAAAAAYACQQNAAEAAAAAAAcAMQR7AAEAAAAAAAgAGATfAAEAAAAAAAkARQWEAAEAAAAAAA0HChPgAAMAAQQDAAIADhrrAAMAAQQDAAQAGhr7AAMAAQQFAAIAChsXAAMAAQQFAAQAFhsjAAMAAQQGAAIABhs7AAMAAQQGAAQAEhtDAAMAAQQHAAIACBtXAAMAAQQHAAQAFBthAAMAAQQIAAIADBt3AAMAAQQIAAQAGBuFAAMAAQQJAAACHgAAAAMAAQQJAAEACgMwAAMAAQQJAAIACANCAAMAAQQJAAMAPgNRAAMAAQQJAAQAFAOxAAMAAQQJAAUAGAPSAAMAAQQJAAYAEgP5AAMAAQQJAAcAYgQXAAMAAQQJAAgAMAStAAMAAQQJAAkAigT4AAMAAQQJAA0OFAXKAAMAAQQKAAIADhufAAMAAQQKAAQAGhuvAAMAAQQLAAIAEhvLAAMAAQQLAAQAHhvfAAMAAQQMAAIACBv/AAMAAQQMAAQAFBwJAAMAAQQOAAIAEBwfAAMAAQQOAAQAHBwxAAMAAQQQAAIAEhxPAAMAAQQQAAQAHhxjAAMAAQQTAAIABhyDAAMAAQQTAAQAEhyLAAMAAQQUAAIADhyfAAMAAQQUAAQAGhyvAAMAAQQVAAIAFBzLAAMAAQQVAAQAIBzhAAMAAQQWAAIADh0DAAMAAQQWAAQAGh0TAAMAAQQZAAIAFB0vAAMAAQQZAAQAIB1FAAMAAQQbAAIACh1nAAMAAQQbAAQAFh1zAAMAAQQdAAIABh2LAAMAAQQdAAQAEh2TAAMAAQQfAAIACh2nAAMAAQQfAAQAFh2zAAMAAQQkAAIADB3LAAMAAQQkAAQAGB3ZAAMAAQQqAAIACB3zAAMAAQQqAAQAFB39AAMAAQQtAAIACh4TAAMAAQQtAAQAFh4fAAMAAQgKAAIADh43AAMAAQgKAAQAGh5HAAMAAQgWAAIADh5jAAMAAQgWAAQAGh5zAAMAAQwKAAIADh6PAAMAAQwKAAQAGh6fAAMAAQwMAAIACB67AAMAAQwMAAQAFB7FAKkAIAAyADAAMQA3ACAAVABoAGUAIABNAG8AbgBvAHQAeQBwAGUAIABDAG8AcgBwAG8AcgBhAHQAaQBvAG4ALgAgAEEAbABsACAAUgBpAGcAaAB0AHMAIABSAGUAcwBlAHIAdgBlAGQALgAgAA0ACgANAAoASABlAGIAcgBlAHcAIABPAHAAZQBuAFQAeQBwAGUAIABMAGEAeQBvAHUAdAAgAGwAbwBnAGkAYwAgAGMAbwBwAHkAcgBpAGcAaAB0ACAAqQAgADIAMAAwADMAIAAmACAAMgAwADAANwAsACAAUgBhAGwAcABoACAASABhAG4AYwBvAGMAawAgACYAIABKAG8AaABuACAASAB1AGQAcwBvAG4ALgAgAFQAaABpAHMAIABsAGEAeQBvAHUAdAAgAGwAbwBnAGkAYwAgAGYAbwByACAAQgBpAGIAbABpAGMAYQBsACAASABlAGIAcgBlAHcAIABpAHMAIABvAHAAZQBuACAAcwBvAHUAcgBjAGUAIABzAG8AZgB0AHcAYQByAGUAIAB1AG4AZABlAHIAIAB0AGgAZQAgAE0ASQBUACAATABpAGMAZQBuAHMAZQA7ACAAcwBlAGUAIABlAG0AYgBlAGQAZABlAGQAIABsAGkAYwBlAG4AcwBlACAAZABlAHMAYwByAGkAcAB0AGkAbwBuACAAZgBvAHIAIABkAGUAdABhAGkAbABzAC4AAKkgMjAxNyBUaGUgTW9ub3R5cGUgQ29ycG9yYXRpb24uIEFsbCBSaWdodHMgUmVzZXJ2ZWQuIA0KDQpIZWJyZXcgT3BlblR5cGUgTGF5b3V0IGxvZ2ljIGNvcHlyaWdodCCpIDIwMDMgJiAyMDA3LCBSYWxwaCBIYW5jb2NrICYgSm9obiBIdWRzb24uIFRoaXMgbGF5b3V0IGxvZ2ljIGZvciBCaWJsaWNhbCBIZWJyZXcgaXMgb3BlbiBzb3VyY2Ugc29mdHdhcmUgdW5kZXIgdGhlIE1JVCBMaWNlbnNlOyBzZWUgZW1iZWRkZWQgbGljZW5zZSBkZXNjcmlwdGlvbiBmb3IgZGV0YWlscy4AAEEAcgBpAGEAbAAAQXJpYWwAAEIAbwBsAGQAAEJvbGQAAE0AbwBuAG8AdAB5AHAAZQA6AEEAcgBpAGEAbAAgAEIAbwBsAGQAIAAoAE0AaQBjAHIAbwBzAG8AZgB0ACkAAE1vbm90eXBlOkFyaWFsIEJvbGQgKE1pY3Jvc29mdCkAAEEAcgBpAGEAbAAgAEIAbwBsAGQAAEFyaWFsIEJvbGQAAFYAZQByAHMAaQBvAG4AIAA3AC4AMAAxAABWZXJzaW9uIDcuMDEAAEEAcgBpAGEAbABCAG8AbABkAABBcmlhbEJvbGQAAEEAcgBpAGEAbAAgAGkAcwAgAGEAIAB0AHIAYQBkAGUAbQBhAHIAawAgAG8AZgAgAFQAaABlACAATQBvAG4AbwB0AHkAcABlACAAQwBvAHIAcABvAHIAYQB0AGkAbwBuAC4AAEFyaWFsIGlzIGEgdHJhZGVtYXJrIG9mIFRoZSBNb25vdHlwZSBDb3Jwb3JhdGlvbi4AAFQAaABlACAATQBvAG4AbwB0AHkAcABlACAAQwBvAHIAcABvAHIAYQB0AGkAbwBuAABUaGUgTW9ub3R5cGUgQ29ycG9yYXRpb24AAE0AbwBuAG8AdAB5AHAAZQAgAFQAeQBwAGUAIABEAHIAYQB3AGkAbgBnACAATwBmAGYAaQBjAGUAIAAtACAAUgBvAGIAaQBuACAATgBpAGMAaABvAGwAYQBzACwAIABQAGEAdAByAGkAYwBpAGEAIABTAGEAdQBuAGQAZQByAHMAIAAxADkAOAAyAABNb25vdHlwZSBUeXBlIERyYXdpbmcgT2ZmaWNlIC0gUm9iaW4gTmljaG9sYXMsIFBhdHJpY2lhIFNhdW5kZXJzIDE5ODIAAE0AaQBjAHIAbwBzAG8AZgB0ACAAcwB1AHAAcABsAGkAZQBkACAAZgBvAG4AdAAuACAAWQBvAHUAIABtAGEAeQAgAHUAcwBlACAAdABoAGkAcwAgAGYAbwBuAHQAIAB0AG8AIABjAHIAZQBhAHQAZQAsACAAZABpAHMAcABsAGEAeQAsACAAYQBuAGQAIABwAHIAaQBuAHQAIABjAG8AbgB0AGUAbgB0ACAAYQBzACAAcABlAHIAbQBpAHQAdABlAGQAIABiAHkAIAB0AGgAZQAgAGwAaQBjAGUAbgBzAGUAIAB0AGUAcgBtAHMAIABvAHIAIAB0AGUAcgBtAHMAIABvAGYAIAB1AHMAZQAsACAAbwBmACAAdABoAGUAIABNAGkAYwByAG8AcwBvAGYAdAAgAHAAcgBvAGQAdQBjAHQALAAgAHMAZQByAHYAaQBjAGUALAAgAG8AcgAgAGMAbwBuAHQAZQBuAHQAIABpAG4AIAB3AGgAaQBjAGgAIAB0AGgAaQBzACAAZgBvAG4AdAAgAHcAYQBzACAAaQBuAGMAbAB1AGQAZQBkAC4AIABZAG8AdQAgAG0AYQB5ACAAbwBuAGwAeQAgACgAaQApACAAZQBtAGIAZQBkACAAdABoAGkAcwAgAGYAbwBuAHQAIABpAG4AIABjAG8AbgB0AGUAbgB0ACAAYQBzACAAcABlAHIAbQBpAHQAdABlAGQAIABiAHkAIAB0AGgAZQAgAGUAbQBiAGUAZABkAGkAbgBnACAAcgBlAHMAdAByAGkAYwB0AGkAbwBuAHMAIABpAG4AYwBsAHUAZABlAGQAIABpAG4AIAB0AGgAaQBzACAAZgBvAG4AdAA7ACAAYQBuAGQAIAAoAGkAaQApACAAdABlAG0AcABvAHIAYQByAGkAbAB5ACAAZABvAHcAbgBsAG8AYQBkACAAdABoAGkAcwAgAGYAbwBuAHQAIAB0AG8AIABhACAAcAByAGkAbgB0AGUAcgAgAG8AcgAgAG8AdABoAGUAcgAgAG8AdQB0AHAAdQB0ACAAZABlAHYAaQBjAGUAIAB0AG8AIABoAGUAbABwACAAcAByAGkAbgB0ACAAYwBvAG4AdABlAG4AdAAuACAAQQBuAHkAIABvAHQAaABlAHIAIAB1AHMAZQAgAGkAcwAgAHAAcgBvAGgAaQBiAGkAdABlAGQALgANAAoADQAKAFQAaABlACAAZgBvAGwAbABvAHcAaQBuAGcAIABsAGkAYwBlAG4AcwBlACwAIABiAGEAcwBlAGQAIABvAG4AIAB0AGgAZQAgAE0ASQBUACAAbABpAGMAZQBuAHMAZQAgACgAaAB0AHQAcAA6AC8ALwBlAG4ALgB3AGkAawBpAHAAZQBkAGkAYQAuAG8AcgBnAC8AdwBpAGsAaQAvAE0ASQBUAF8ATABpAGMAZQBuAHMAZQApACwAIABhAHAAcABsAGkAZQBzACAAdABvACAAdABoAGUAIABPAHAAZQBuAFQAeQBwAGUAIABMAGEAeQBvAHUAdAAgAGwAbwBnAGkAYwAgAGYAbwByACAAQgBpAGIAbABpAGMAYQBsACAASABlAGIAcgBlAHcAICAcAEwAYQB5AG8AdQB0ACAATABvAGcAaQBjIB0AIABhAHMAIABqAG8AaQBuAHQAbAB5ACAAZABlAHYAZQBsAG8AcABlAGQAIABiAHkAIABSAGEAbABwAGgAIABIAGEAbgBjAG8AYwBrACAAYQBuAGQAIABKAG8AaABuACAASAB1AGQAcwBvAG4ALgAgAA0ACgANAAoAUABlAHIAbQBpAHMAcwBpAG8AbgAgAGkAcwAgAGgAZQByAGUAYgB5ACAAZwByAGEAbgB0AGUAZAAsACAAZgByAGUAZQAgAG8AZgAgAGMAaABhAHIAZwBlACwAIAB0AG8AIABhAG4AeQAgAHAAZQByAHMAbwBuACAAbwBiAHQAYQBpAG4AaQBuAGcAIABhACAAYwBvAHAAeQAgAG8AZgAgAHQAaABlACAATwBwAGUAbgBUAHkAcABlACAATABhAHkAbwB1AHQAIABsAG8AZwBpAGMAIABmAG8AcgAgAEIAaQBiAGwAaQBjAGEAbAAgAEgAZQBiAHIAZQB3ACAAYQBuAGQAIABhAHMAcwBvAGMAaQBhAHQAZQBkACAAZABvAGMAdQBtAGUAbgB0AGEAdABpAG8AbgAgAGYAaQBsAGUAcwAgACgAdABoAGUAICAcAEwAYQB5AG8AdQB0ACAATABvAGcAaQBjACAAUwBvAGYAdAB3AGEAcgBlIB0AKQAsACAAdABvACAAZABlAGEAbAAgAGkAbgAgAHQAaABlACAATABhAHkAbwB1AHQAIABMAG8AZwBpAGMAIABTAG8AZgB0AHcAYQByAGUAIAB3AGkAdABoAG8AdQB0ACAAcgBlAHMAdAByAGkAYwB0AGkAbwBuACwAIABpAG4AYwBsAHUAZABpAG4AZwAgAHcAaQB0AGgAbwB1AHQAIABsAGkAbQBpAHQAYQB0AGkAbwBuACAAdABoAGUAIAByAGkAZwBoAHQAcwAgAHQAbwAgAHUAcwBlACwAIABjAG8AcAB5ACwAIABtAG8AZABpAGYAeQAsACAAbQBlAHIAZwBlACwAIABwAHUAYgBsAGkAcwBoACwAIABkAGkAcwB0AHIAaQBiAHUAdABlACwAIABzAHUAYgBsAGkAYwBlAG4AcwBlACwAIABhAG4AZAAvAG8AcgAgAHMAZQBsAGwAIABjAG8AcABpAGUAcwAgAG8AZgAgAHQAaABlACAATABhAHkAbwB1AHQAIABMAG8AZwBpAGMAIABTAG8AZgB0AHcAYQByAGUALAAgAGEAbgBkACAAdABvACAAcABlAHIAbQBpAHQAIABwAGUAcgBzAG8AbgBzACAAdABvACAAdwBoAG8AbQAgAHQAaABlACAATABhAHkAbwB1AHQAIABMAG8AZwBpAGMAIABTAG8AZgB0AHcAYQByAGUAIABpAHMAIABmAHUAcgBuAGkAcwBoAGUAZAAgAHQAbwAgAGQAbwAgAHMAbwAsACAAcwB1AGIAagBlAGMAdAAgAHQAbwAgAHQAaABlACAAZgBvAGwAbABvAHcAaQBuAGcAIABjAG8AbgBkAGkAdABpAG8AbgBzADoADQAKAA0ACgBUAGgAZQAgAGEAYgBvAHYAZQAgAGMAbwBwAHkAcgBpAGcAaAB0ACAAbgBvAHQAaQBjAGUAIABhAG4AZAAgAHQAaABpAHMAIABwAGUAcgBtAGkAcwBzAGkAbwBuACAAbgBvAHQAaQBjAGUAIABzAGgAYQBsAGwAIABiAGUAIABpAG4AYwBsAHUAZABlAGQAIABpAG4AIABhAGwAbAAgAGMAbwBwAGkAZQBzACAAbwByACAAcwB1AGIAcwB0AGEAbgB0AGkAYQBsACAAcABvAHIAdABpAG8AbgBzACAAbwBmACAAdABoAGUAIABMAGEAeQBvAHUAdAAgAEwAbwBnAGkAYwAgAFMAbwBmAHQAdwBhAHIAZQAuAA0ACgANAAoAVABIAEUAIABTAE8ARgBUAFcAQQBSAEUAIABJAFMAIABQAFIATwBWAEkARABFAEQAIAAnAEEAUwAgAEkAUwAnACwAIABXAEkAVABIAE8AVQBUACAAVwBBAFIAUgBBAE4AVABZACAATwBGACAAQQBOAFkAIABLAEkATgBEACwAIABFAFgAUABSAEUAUwBTACAATwBSACAASQBNAFAATABJAEUARAAsACAASQBOAEMATABVAEQASQBOAEcAIABCAFUAVAAgAE4ATwBUACAATABJAE0ASQBUAEUARAAgAFQATwAgAFQASABFACAAVwBBAFIAUgBBAE4AVABJAEUAUwAgAE8ARgAgAE0ARQBSAEMASABBAE4AVABBAEIASQBMAEkAVABZACwAIABGAEkAVABOAEUAUwBTACAARgBPAFIAIABBACAAUABBAFIAVABJAEMAVQBMAEEAUgAgAFAAVQBSAFAATwBTAEUAIABBAE4ARAAgAE4ATwBOAEkATgBGAFIASQBOAEcARQBNAEUATgBUAC4AIABJAE4AIABOAE8AIABFAFYARQBOAFQAIABTAEgAQQBMAEwAIABUAEgARQAgAEEAVQBUAEgATwBSAFMAIABPAFIAIABDAE8AUABZAFIASQBHAEgAVAAgAEgATwBMAEQARQBSAFMAIABCAEUAIABMAEkAQQBCAEwARQAgAEYATwBSACAAQQBOAFkAIABDAEwAQQBJAE0ALAAgAEQAQQBNAEEARwBFAFMAIABPAFIAIABPAFQASABFAFIAIABMAEkAQQBCAEkATABJAFQAWQAsACAAVwBIAEUAVABIAEUAUgAgAEkATgAgAEEATgAgAEEAQwBUAEkATwBOACAATwBGACAAQwBPAE4AVABSAEEAQwBUACwAIABUAE8AUgBUACAATwBSACAATwBUAEgARQBSAFcASQBTAEUALAAgAEEAUgBJAFMASQBOAEcAIABGAFIATwBNACwAIABPAFUAVAAgAE8ARgAgAE8AUgAgAEkATgAgAEMATwBOAE4ARQBDAFQASQBPAE4AIABXAEkAVABIACAAVABIAEUAIABTAE8ARgBUAFcAQQBSAEUAIABPAFIAIABUAEgARQAgAFUAUwBFACAATwBSACAATwBUAEgARQBSACAARABFAEEATABJAE4ARwBTACAASQBOACAAVABIAEUAIABTAE8ARgBUAFcAQQBSAEUALgAATWljcm9zb2Z0IHN1cHBsaWVkIGZvbnQuIFlvdSBtYXkgdXNlIHRoaXMgZm9udCB0byBjcmVhdGUsIGRpc3BsYXksIGFuZCBwcmludCBjb250ZW50IGFzIHBlcm1pdHRlZCBieSB0aGUgbGljZW5zZSB0ZXJtcyBvciB0ZXJtcyBvZiB1c2UsIG9mIHRoZSBNaWNyb3NvZnQgcHJvZHVjdCwgc2VydmljZSwgb3IgY29udGVudCBpbiB3aGljaCB0aGlzIGZvbnQgd2FzIGluY2x1ZGVkLiBZb3UgbWF5IG9ubHkgKGkpIGVtYmVkIHRoaXMgZm9udCBpbiBjb250ZW50IGFzIHBlcm1pdHRlZCBieSB0aGUgZW1iZWRkaW5nIHJlc3RyaWN0aW9ucyBpbmNsdWRlZCBpbiB0aGlzIGZvbnQ7IGFuZCAoaWkpIHRlbXBvcmFyaWx5IGRvd25sb2FkIHRoaXMgZm9udCB0byBhIHByaW50ZXIgb3Igb3RoZXIgb3V0cHV0IGRldmljZSB0byBoZWxwIHByaW50IGNvbnRlbnQuIEFueSBvdGhlciB1c2UgaXMgcHJvaGliaXRlZC4NCg0KVGhlIGZvbGxvd2luZyBsaWNlbnNlLCBiYXNlZCBvbiB0aGUgTUlUIGxpY2Vuc2UgKGh0dHA6Ly9lbi53aWtpcGVkaWEub3JnL3dpa2kvTUlUX0xpY2Vuc2UpLCBhcHBsaWVzIHRvIHRoZSBPcGVuVHlwZSBMYXlvdXQgbG9naWMgZm9yIEJpYmxpY2FsIEhlYnJldyDSTGF5b3V0IExvZ2lj0yBhcyBqb2ludGx5IGRldmVsb3BlZCBieSBSYWxwaCBIYW5jb2NrIGFuZCBKb2huIEh1ZHNvbi4gDQoNClBlcm1pc3Npb24gaXMgaGVyZWJ5IGdyYW50ZWQsIGZyZWUgb2YgY2hhcmdlLCB0byBhbnkgcGVyc29uIG9idGFpbmluZyBhIGNvcHkgb2YgdGhlIE9wZW5UeXBlIExheW91dCBsb2dpYyBmb3IgQmlibGljYWwgSGVicmV3IGFuZCBhc3NvY2lhdGVkIGRvY3VtZW50YXRpb24gZmlsZXMgKHRoZSDSTGF5b3V0IExvZ2ljIFNvZnR3YXJl0yksIHRvIGRlYWwgaW4gdGhlIExheW91dCBMb2dpYyBTb2Z0d2FyZSB3aXRob3V0IHJlc3RyaWN0aW9uLCBpbmNsdWRpbmcgd2l0aG91dCBsaW1pdGF0aW9uIHRoZSByaWdodHMgdG8gdXNlLCBjb3B5LCBtb2RpZnksIG1lcmdlLCBwdWJsaXNoLCBkaXN0cmlidXRlLCBzdWJsaWNlbnNlLCBhbmQvb3Igc2VsbCBjb3BpZXMgb2YgdGhlIExheW91dCBMb2dpYyBTb2Z0d2FyZSwgYW5kIHRvIHBlcm1pdCBwZXJzb25zIHRvIHdob20gdGhlIExheW91dCBMb2dpYyBTb2Z0d2FyZSBpcyBmdXJuaXNoZWQgdG8gZG8gc28sIHN1YmplY3QgdG8gdGhlIGZvbGxvd2luZyBjb25kaXRpb25zOg0KDQpUaGUgYWJvdmUgY29weXJpZ2h0IG5vdGljZSBhbmQgdGhpcyBwZXJtaXNzaW9uIG5vdGljZSBzaGFsbCBiZSBpbmNsdWRlZCBpbiBhbGwgY29waWVzIG9yIHN1YnN0YW50aWFsIHBvcnRpb25zIG9mIHRoZSBMYXlvdXQgTG9naWMgU29mdHdhcmUuDQoNClRIRSBTT0ZUV0FSRSBJUyBQUk9WSURFRCAnQVMgSVMnLCBXSVRIT1VUIFdBUlJBTlRZIE9GIEFOWSBLSU5ELCBFWFBSRVNTIE9SIElNUExJRUQsIElOQ0xVRElORyBCVVQgTk9UIExJTUlURUQgVE8gVEhFIFdBUlJBTlRJRVMgT0YgTUVSQ0hBTlRBQklMSVRZLCBGSVRORVNTIEZPUiBBIFBBUlRJQ1VMQVIgUFVSUE9TRSBBTkQgTk9OSU5GUklOR0VNRU5ULiBJTiBOTyBFVkVOVCBTSEFMTCBUSEUgQVVUSE9SUyBPUiBDT1BZUklHSFQgSE9MREVSUyBCRSBMSUFCTEUgRk9SIEFOWSBDTEFJTSwgREFNQUdFUyBPUiBPVEhFUiBMSUFCSUxJVFksIFdIRVRIRVIgSU4gQU4gQUNUSU9OIE9GIENPTlRSQUNULCBUT1JUIE9SIE9USEVSV0lTRSwgQVJJU0lORyBGUk9NLCBPVVQgT0YgT1IgSU4gQ09OTkVDVElPTiBXSVRIIFRIRSBTT0ZUV0FSRSBPUiBUSEUgVVNFIE9SIE9USEVSIERFQUxJTkdTIElOIFRIRSBTT0ZUV0FSRS4AAE4AZQBnAHIAZQB0AGEAAABBAHIAaQBhAGwAIABOAGUAZwByAGUAdABhAAAAdAB1AQ0AbgDpAAAAQQByAGkAYQBsACAAdAB1AQ0AbgDpAAAAZgBlAGQAAABBAHIAaQBhAGwAIABmAGUAZAAAAEYAZQB0AHQAAABBAHIAaQBhAGwAIABGAGUAdAB0AAADiAO9A8QDvwO9A7EAAABBAHIAaQBhAGwAIAOIA70DxAO/A70DsQAAAE4AZQBnAHIAaQB0AGEAAABBAHIAaQBhAGwAIABOAGUAZwByAGkAdABhAAAATABpAGgAYQB2AG8AaQB0AHUAAABBAHIAaQBhAGwAIABMAGkAaABhAHYAbwBpAHQAdQAAAEcAcgBhAHMAAABBAHIAaQBhAGwAIABHAHIAYQBzAAAARgDpAGwAawD2AHYA6QByAAAAQQByAGkAYQBsACAARgDpAGwAawD2AHYA6QByAAAARwByAGEAcwBzAGUAdAB0AG8AAABBAHIAaQBhAGwAIABHAHIAYQBzAHMAZQB0AHQAbwAAAFYAZQB0AAAAQQByAGkAYQBsACAAVgBlAHQAAABIAGEAbAB2AGYAZQB0AAAAQQByAGkAYQBsACAASABhAGwAdgBmAGUAdAAAAFAAbwBnAHIAdQBiAGkAbwBuAHkAAABBAHIAaQBhAGwAIABQAG8AZwByAHUAYgBpAG8AbgB5AAAATgBlAGcAcgBpAHQAbwAAAEEAcgBpAGEAbAAgAE4AZQBnAHIAaQB0AG8AAAQfBD4EOwRDBDYEOARABD0ESwQ5AAAAQQByAGkAYQBsACAEHwQ+BDsEQwQ2BDgEQAQ9BEsEOQAAAFQAdQENAG4A6QAAAEEAcgBpAGEAbAAgAFQAdQENAG4A6QAAAEYAZQB0AAAAQQByAGkAYQBsACAARgBlAHQAAABLAGEAbAExAG4AAABBAHIAaQBhAGwAIABLAGEAbAExAG4AAABLAHIAZQBwAGsAbwAAAEEAcgBpAGEAbAAgAEsAcgBlAHAAawBvAAABEQDiAyMAbQAAAEEAcgBpAGEAbAAgAREA4gMjAG0AAABMAG8AZABpAGEAAABBAHIAaQBhAGwAIABMAG8AZABpAGEAAABOAGUAZwByAGkAdABhAAAAQQByAGkAYQBsACAATgBlAGcAcgBpAHQAYQAAAE4AZQBnAHIAaQB0AG8AAABBAHIAaQBhAGwAIABOAGUAZwByAGkAdABvAAAATgBlAGcAcgBpAHQAYQAAAEEAcgBpAGEAbAAgAE4AZQBnAHIAaQB0AGEAAABHAHIAYQBzAAAAQQByAGkAYQBsACAARwByAGEAcwAAAAAAAAIAAAAAAAD9ewDXAAAAAAAAAAAAAAAAAAAAAAAAAAARxgAAAAEAAgADAQIBAwEEAQUBBgEHAQgBCQEKAQsBDAENAQ4BDwEQAREBEgETARQBFQEWARcBGAEZARoBGwEcAR0BHgEfASABIQEiASMBJAElASYBJwEoASkBKgErASwBLQEuAS8BMAExATIBMwE0ATUBNgE3ATgBOQE6ATsBPAE9AT4BPwFAAUEBQgFDAUQBRQFGAUcBSAFJAUoBSwFMAU0BTgFPAVABUQFSAVMBVAFVAVYBVwFYAVkBWgFbAVwBXQFeAV8BYAFhAWIBYwFkAWUBZgFnAWgBaQFqAWsBbAFtAW4BbwFwAXEBcgFzAXQBdQF2AXcBeAF5AXoBewF8AX0BfgF/AYABgQGCAYMBhAGFAYYBhwGIAYkBigGLAYwBjQGOAY8BkAGRAZIBkwGUAZUBlgGXAZgBmQGaAZsBnAGdAZ4BnwGgAaEBogGjAaQBpQGmAacBqAGpAaoBqwGsAa0BrgGvAbABsQGyAbMBtAG1AbYBtwG4AbkBugG7AbwBvQG+Ab8BwAHBAcIBwwHEAcUBxgHHAcgByQHKAcsBzAHNAc4BzwHQAdEB0gHTAdQB1QHWAdcB2AHZAdoB2wHcAd0B3gHfAeAB4QHiAeMB5AHlAeYB5wHoAekB6gHrAewB7QHuAe8B8AHxAfIB8wH0AfUB9gH3AfgB+QH6AfsB/AH9Af4B/wIAAgECAgIDAgQCBQIGAgcCCAIJAgoCCwIMAg0CDgIPAhACEQISAhMCFAIVAhYCFwIYAhkCGgIbAhwCHQIeAh8CIAIhAiICIwIkAiUCJgInAigCKQIqAisCLAItAi4CLwIwAjECMgIzAjQCNQI2AjcCOAI5AjoCOwI8Aj0CPgI/AkACQQJCAkMCRAJFAkYCRwJIAkkCSgJLAkwCTQJOAk8CUAJRAlICUwJUAlUCVgJXAlgCWQJaAlsCXAJdAl4CXwJgAmECYgJjAmQCZQJmAmcCaAJpAmoCawJsAm0CbgJvAnACcQJyAnMCdAJ1AnYCdwJ4AnkCegJ7AnwCfQJ+An8CgAKBAoICgwKEAoUChgKHAogCiQKKAosCjAKNAo4CjwKQApECkgKTApQClQKWApcCmAKZApoCmwKcAp0CngKfAqACoQKiAqMCpAKlAqYCpwKoAqkCqgKrAqwCrQKuAq8CsAKxArICswK0ArUCtgK3ArgCuQK6ArsCvAK9Ar4CvwLAAsECwgLDAsQCxQLGAscCyALJAsoCywLMAs0CzgLPAtAC0QLSAtMC1ALVAtYC1wLYAtkC2gLbAtwC3QLeAt8C4ALhAuIC4wLkAuUC5gLnAugC6QLqAusC7ALtAu4C7wLwAvEC8gLzAvQC9QL2AvcC+AL5AvoC+wL8Av0C/gL/AwADAQMCAwMDBAMFAwYDBwMIAwkDCgMLAwwDDQMOAw8DEAMRAxIDEwMUAxUDFgMXAxgDGQMaAxsDHAMdAx4DHwMgAyEDIgMjAyQDJQMmAycDKAMpAyoDKwMsAy0DLgMvAzADMQMyAzMDNAM1AzYDNwM4AzkDOgM7AzwDPQM+Az8DQANBA0IDQwNEA0UDRgNHA0gDSQNKA0sDTANNA04DTwNQA1EDUgNTA1QDVQNWA1cDWANZA1oDWwNcA10DXgNfA2ADYQNiA2MDZANlA2YDZwNoA2kDagNrA2wDbQNuA28DcANxA3IDcwN0A3UDdgN3A3gDeQN6A3sDfAN9A34DfwOAA4EDggODA4QDhQOGA4cDiAOJA4oDiwOMA40DjgOPA5ADkQOSA5MDlAOVA5YDlwOYA5kDmgObA5wDnQOeA58DoAOhA6IDowOkA6UDpgOnA6gDqQOqA6sDrAOtA64DrwOwA7EDsgOzA7QDtQO2A7cDuAO5A7oDuwO8A70DvgO/A8ADwQPCA8MDxAPFA8YDxwPIA8kDygPLA8wDzQPOA88D0APRA9ID0wPUA9UD1gPXA9gD2QPaA9sD3APdA94D3wPgA+ED4gPjA+QD5QPmA+cD6APpA+oD6wPsA+0D7gPvA/AD8QPyA/MD9AP1A/YD9wP4A/kD+gP7A/wD/QP+A/8EAAQBBAIEAwQEBAUEBgQHBAgECQQKBAsEDAQNBA4EDwQQBBEEEgQTBBQEFQQWBBcEGAQZBBoEGwQcBB0EHgQfBCAEIQQiBCMEJAQlBCYEJwQoBCkEKgQrBCwELQQuBC8EMAQxBDIEMwQ0BDUENgQ3BDgEOQQ6BDsEPAQ9BD4EPwRABEEEQgRDBEQERQRGBEcESARJBEoESwRMBE0ETgRPBFAEUQRSBFMEVARVBFYEVwRYBFkEWgRbBFwEXQReBF8EYARhBGIEYwRkBGUEZgRnBGgEaQRqBGsEbARtBG4EbwRwBHEEcgRzBHQEdQR2BHcEeAR5BHoEewR8BH0EfgR/BIAEgQSCBIMEhASFBIYEhwSIBIkEigSLBIwEjQSOBI8EkASRBJIEkwSUBJUElgSXBJgEmQSaBJsEnASdBJ4EnwSgBKEEogSjBKQEpQSmBKcEqASpBKoEqwSsBK0ErgSvBLAEsQSyBLMEtAS1BLYEtwS4BLkEugS7BLwEvQS+BL8EwATBBMIEwwTEBMUExgTHBMgEyQTKBMsEzATNBM4EzwTQBNEE0gTTBNQE1QTWBNcE2ATZBNoE2wTcBN0E3gTfBOAE4QTiBOME5ATlBOYE5wToBOkE6gTrBOwE7QTuBO8E8ATxBPIE8wT0BPUE9gT3BPgE+QT6BPsE/AT9BP4E/wUABQEFAgUDBQQFBQUGBQcFCAUJBQoFCwUMBQ0FDgUPBRAFEQUSBRMFFAUVBRYFFwUYBRkFGgUbBRwFHQUeBR8FIAUhBSIFIwUkBSUFJgUnBSgFKQUqBSsFLAUtBS4FLwUwBTEFMgUzBTQFNQU2BTcFOAU5BToFOwU8BT0FPgU/BUAFQQVCBUMFRAVFBUYFRwVIBUkFSgVLBUwFTQVOBU8FUAVRBVIFUwVUBVUFVgVXBVgFWQVaBVsFXAVdBV4FXwVgBWEFYgVjBWQFZQVmBWcFaAVpBWoFawVsBW0FbgVvBXAFcQVyBXMFdAV1BXYFdwV4BXkFegV7BXwFfQV+BX8FgAWBBYIFgwWEBYUFhgWHBYgFiQWKBYsFjAWNBY4FjwWQBZEFkgWTBZQFlQWWBZcFmAWZBZoFmwWcBZ0FngWfBaAFoQWiBaMFpAWlBaYFpwWoBakFqgWrBawFrQWuBa8FsAWxBbIFswW0BbUFtgW3BbgFuQW6BbsFvAW9Bb4FvwXABcEFwgXDBcQFxQXGBccFyAXJBcoFywXMBc0FzgXPBdAF0QXSBdMF1AXVBdYF1wXYBdkF2gXbBdwF3QXeBd8F4AXhBeIF4wXkBeUF5gXnBegF6QXqBesF7AXtBe4F7wXwBfEF8gXzBfQF9QX2BfcF+AX5BfoF+wX8Bf0F/gX/BgAGAQYCBgMGBAYFBgYGBwYIBgkGCgYLBgwGDQYOBg8GEAYRBhIGEwYUBhUGFgYXBhgGGQYaBhsGHAYdBh4GHwYgBiEGIgYjBiQGJQYmBicGKAYpBioGKwYsBi0GLgYvBjAGMQYyBjMGNAY1BjYGNwY4BjkGOgY7BjwGPQY+Bj8GQAZBBkIGQwZEBkUGRgZHBkgGSQZKBksGTAZNBk4GTwZQBlEGUgZTBlQGVQZWBlcGWAZZBloGWwZcBl0GXgZfBmAGYQZiBmMGZAZlBmYGZwZoBmkGagZrBmwGbQZuBm8GcAZxBnIGcwZ0BnUGdgZ3BngGeQZ6BnsGfAZ9Bn4GfwaABoEGggaDBoQGhQaGBocGiAaJBooGiwaMBo0GjgaPBpAGkQaSBpMGlAaVBpYGlwaYBpkGmgabBpwGnQaeBp8GoAahBqIGowakBqUGpganBqgGqQaqBqsGrAatBq4GrwawBrEGsgazBrQGtQa2BrcGuAa5BroGuwa8Br0Gvga/BsAGwQbCBsMGxAbFBsYGxwbIBskGygbLBswGzQbOBs8G0AbRBtIG0wbUBtUG1gbXBtgG2QbaBtsG3AbdBt4G3wbgBuEG4gbjBuQG5QbmBucG6AbpBuoG6wbsBu0G7gbvBvAG8QbyBvMG9Ab1BvYG9wb4BvkG+gb7BvwG/Qb+Bv8HAAcBBwIHAwcEBwUHBgcHBwgHCQcKBwsHDAcNBw4HDwcQBxEHEgcTBxQHFQcWBxcHGAcZBxoHGwccBx0HHgcfByAHIQciByMHJAclByYHJwcoBykHKgcrBywHLQcuBy8HMAcxBzIHMwc0BzUHNgc3BzgHOQc6BzsHPAc9Bz4HPwdAB0EHQgdDB0QHRQdGB0cHSAdJB0oHSwdMB00HTgdPB1AHUQdSB1MHVAdVB1YHVwdYB1kHWgdbB1wHXQdeB18HYAdhB2IHYwdkB2UHZgdnB2gHaQdqB2sHbAdtB24HbwdwB3EHcgdzB3QHdQd2B3cHeAd5B3oHewd8B30Hfgd/B4AHgQeCB4MHhAeFB4YHhweIB4kHigeLB4wHjQeOB48HkAeRB5IHkweUB5UHlgeXB5gHmQeaB5sHnAedB54HnwegB6EHogejB6QHpQemB6cHqAepB6oHqwesB60HrgevB7AHsQeyB7MHtAe1B7YHtwe4B7kHuge7B7wHvQe+B78HwAfBB8IHwwfEB8UHxgfHB8gHyQfKB8sHzAfNB84HzwfQB9EH0gfTB9QH1QfWB9cH2AfZB9oH2wfcB90H3gffB+AH4QfiB+MH5AflB+YH5wfoB+kH6gfrB+wH7QfuB+8H8AfxB/IH8wf0B/UH9gf3B/gH+Qf6B/sH/Af9B/4H/wgACAEIAggDCAQIBQgGCAcICAgJCAoICwgMCA0IDggPCBAIEQgSCBMIFAgVCBYIFwgYCBkIGggbCBwIHQgeCB8IIAghCCIIIwgkCCUIJggnCCgIKQgqCCsILAgtCC4ILwgwCDEIMggzCDQINQg2CDcIOAg5CDoIOwg8CD0IPgg/CEAIQQhCCEMIRAhFCEYIRwhICEkISghLCEwITQhOCE8IUAhRCFIIUwhUCFUIVghXCFgIWQhaCFsIXAhdCF4IXwhgCGEIYghjCGQIZQhmCGcIaAhpCGoIawhsCG0IbghvCHAIcQhyCHMIdAh1CHYIdwh4CHkIegh7CHwIfQh+CH8IgAiBCIIIgwiECIUIhgiHCIgIiQiKCIsIjAiNCI4IjwiQCJEIkgiTCJQIlQiWCJcImAiZCJoImwicCJ0IngifCKAIoQiiCKMIpAilCKYIpwioCKkIqgirCKwIrQiuCK8IsAixCLIIswi0CLUItgi3CLgIuQi6CLsIvAi9CL4IvwjACMEIwgjDCMQIxQjGCMcIyAjJCMoIywjMCM0IzgjPCNAI0QjSCNMI1AjVCNYI1wjYCNkI2gjbCNwI3QjeCN8I4AjhCOII4wjkCOUI5gjnCOgI6QjqCOsI7AjtCO4I7wjwCPEI8gjzCPQI9Qj2CPcI+Aj5CPoI+wj8CP0I/gj/CQAJAQkCCQMJBAkFCQYJBwkICQkJCgkLCQwJDQkOCQ8JEAkRCRIJEwkUCRUJFgkXCRgJGQkaCRsJHAkdCR4JHwkgCSEJIgkjCSQJJQkmCScJKAkpCSoJKwksCS0JLgkvCTAJMQkyCTMJNAk1CTYJNwk4CTkJOgk7CTwJPQk+CT8JQAlBCUIJQwlECUUJRglHCUgJSQlKCUsJTAlNCU4JTwlQCVEJUglTCVQJVQlWCVcJWAlZCVoJWwlcCV0JXglfCWAJYQliCWMJZAllCWYJZwloCWkJaglrCWwJbQluCW8JcAlxCXIJcwl0CXUJdgl3CXgJeQl6CXsJfAl9CX4JfwmACYEJggmDCYQJhQmGCYcJiAmJCYoJiwmMCY0JjgmPCZAJkQmSCZMJlAmVCZYJlwmYCZkJmgmbCZwJnQmeCZ8JoAmhCaIJowmkCaUJpgmnCagJqQmqCasJrAmtCa4JrwmwCbEJsgmzCbQJtQm2CbcJuAm5CboJuwm8Cb0Jvgm/CcAJwQnCCcMJxAnFCcYJxwnICckJygnLCcwJzQnOCc8J0AnRCdIJ0wnUCdUJ1gnXCdgJ2QnaCdsJ3AndCd4J3wngCeEJ4gnjCeQJ5QnmCecJ6AnpCeoJ6wnsCe0J7gnvCfAJ8QnyCfMJ9An1CfYJ9wn4CfkJ+gn7CfwJ/Qn+Cf8KAAoBCgIKAwoECgUKBgoHCggKCQoKCgsKDAoNCg4KDwoQChEKEgoTChQKFQoWChcKGAoZChoKGwocCh0KHgofCiAKIQoiCiMKJAolCiYKJwooCikKKgorCiwKLQouCi8KMAoxCjIKMwo0CjUKNgo3CjgKOQo6CjsKPAo9Cj4KPwpACkEKQgpDCkQKRQpGCkcKSApJCkoKSwpMCk0KTgpPClAKUQpSClMKVApVClYKVwpYClkKWgpbClwKXQpeCl8KYAphCmIKYwpkCmUKZgpnCmgKaQpqCmsKbAptCm4KbwpwCnEKcgpzCnQKdQp2CncKeAp5CnoKewp8Cn0Kfgp/CoAKgQqCCoMKhAqFCoYKhwqICokKigqLCowKjQqOCo8KkAqRCpIKkwqUCpUKlgqXCpgKmQqaCpsKnAqdCp4KnwqgCqEKogqjCqQKpQqmCqcKqAqpCqoKqwqsCq0KrgqvCrAKsQqyCrMKtAq1CrYKtwq4CrkKugq7CrwKvQq+Cr8KwArBCsIKwwrECsUKxgrHCsgKyQrKCssKzArNCs4KzwrQCtEK0grTCtQK1QrWCtcK2ArZCtoK2wrcCt0K3grfCuAK4QriCuMK5ArlCuYK5wroCukK6grrCuwK7QruCu8K8ArxCvIK8wr0CvUK9gr3CvgK+Qr6CvsK/Ar9Cv4K/wsACwELAgsDCwQLBQsGCwcLCAsJCwoLCwsMCw0LDgsPCxALEQsSCxMLFAsVCxYLFwsYCxkLGgsbCxwLHQseCx8LIAshCyILIwskCyULJgsnCygLKQsqCysLLAstCy4LLwswCzELMgszCzQLNQs2CzcLOAs5CzoLOws8Cz0LPgs/C0ALQQtCC0MLRAtFC0YLRwtIC0kLSgtLC0wLTQtOC08LUAtRC1ILUwtUC1ULVgtXC1gLWQtaC1sLXAtdC14LXwtgC2ELYgtjC2QLZQtmC2cLaAtpC2oLawtsC20LbgtvC3ALcQtyC3MLdAt1C3YLdwt4C3kLegt7C3wLfQt+C38LgAuBC4ILgwuEC4ULhguHC4gLiQuKC4sLjAuNC44LjwuQC5ELkguTC5QLlQuWC5cLmAuZC5oLmwucC50LngufC6ALoQuiC6MLpAulC6YLpwuoC6kLqgurC6wLrQuuC68LsAuxC7ILswu0C7ULtgu3C7gLuQu6C7sLvAu9C74LvwvAC8ELwgvDC8QLxQvGC8cLyAvJC8oLywvMC80LzgvPC9AL0QvSC9ML1AvVC9YL1wvYC9kL2gvbC9wL3QveC98L4AvhC+IL4wvkC+UL5gvnC+gL6QvqC+sL7AvtC+4L7wvwC/EL8gvzC/QL9Qv2C/cL+Av5C/oL+wv8C/0L/gv/DAAMAQwCDAMMBAwFDAYMBwwIDAkMCgwLDAwMDQwODA8MEAwRDBIMEwwUDBUMFgwXDBgMGQwaDBsMHAwdDB4MHwwgDCEMIgwjDCQMJQwmDCcMKAwpDCoMKwwsDC0MLgwvDDAMMQwyDDMMNAw1DDYMNww4DDkMOgw7DDwMPQw+DD8MQAxBDEIMQwxEDEUMRgxHDEgMSQxKDEsMTAxNDE4MTwxQDFEMUgxTDFQMVQxWDFcMWAxZDFoMWwxcDF0MXgxfDGAMYQxiDGMMZAxlDGYMZwxoDGkMagxrDGwMbQxuDG8McAxxDHIMcwx0DHUMdgx3DHgMeQx6DHsMfAx9DH4MfwyADIEMggyDDIQMhQyGDIcMiAyJDIoMiwyMDI0MjgyPDJAMkQySDJMMlAyVDJYMlwyYDJkMmgybDJwMnQyeDJ8MoAyhDKIMowykDKUMpgynDKgMqQyqDKsMrAytDK4MrwywDLEMsgyzDLQMtQy2DLcMuAy5DLoMuwy8DL0Mvgy/DMAMwQzCDMMMxAzFDMYMxwzIDMkMygzLDMwMzQzODM8M0AzRDNIM0wzUDNUM1gzXDNgM2QzaDNsM3AzdDN4M3wzgDOEM4gzjDOQM5QzmDOcM6AzpDOoM6wzsDO0M7gzvDPAM8QzyDPMM9Az1DPYM9wz4DPkM+gz7DPwM/Qz+DP8NAA0BDQINAw0EDQUNBg0HDQgNCQ0KDQsNDA0NDQ4NDw0QDRENEg0TDRQNFQ0WDRcNGA0ZDRoNGw0cDR0NHg0fDSANIQ0iDSMNJA0lDSYNJw0oDSkNKg0rDSwNLQ0uDS8NMA0xDTINMw00DTUNNg03DTgNOQ06DTsNPA09DT4NPw1ADUENQg1DDUQNRQ1GDUcNSA1JDUoNSw1MDU0NTg1PDVANUQ1SDVMNVA1VDVYNVw1YDVkNWg1bDVwNXQ1eDV8NYA1hDWINYw1kDWUNZg1nDWgNaQ1qDWsNbA1tDW4Nbw1wDXENcg1zDXQNdQ12DXcNeA15DXoNew18DX0Nfg1/DYANgQ2CDYMNhA2FDYYNhw2IDYkNig2LDYwNjQ2ODY8NkA2RDZINkw2UDZUNlg2XDZgNmQ2aDZsNnA2dDZ4Nnw2gDaENog2jDaQNpQ2mDacNqA2pDaoNqw2sDa0Nrg2vDbANsQ2yDbMNtA21DbYNtw24DbkNug27DbwNvQ2+Db8NwA3BDcINww3EDcUNxg3HDcgNyQ3KDcsNzA3NDc4Nzw3QDdEN0g3TDdQN1Q3WDdcN2A3ZDdoN2w3cDd0N3g3fDeAN4Q3iDeMN5A3lDeYN5w3oDekN6g3rDewN7Q3uDe8N8A3xDfIN8w30DfUN9g33DfgN+Q36DfsN/A39Df4N/w4ADgEOAg4DDgQOBQ4GDgcOCA4JDgoOCw4MDg0ODg4PDhAOEQ4SDhMOFA4VDhYOFw4YDhkOGg4bDhwOHQ4eDh8OIA4hDiIOIw4kDiUOJg4nDigOKQ4qDisOLA4tDi4OLw4wDjEOMg4zDjQONQ42DjcOOA45DjoOOw48Dj0OPg4/DkAOQQ5CDkMORA5FDkYORw5IDkkOSg5LDkwOTQ5ODk8OUA5RDlIOUw5UDlUOVg5XDlgOWQ5aDlsOXA5dDl4OXw5gDmEOYg5jDmQOZQ5mDmcOaA5pDmoOaw5sDm0Obg5vDnAOcQ5yDnMOdA51DnYOdw54DnkOeg57DnwOfQ5+Dn8OgA6BDoIOgw6EDoUOhg6HDogOiQ6KDosOjA6NDo4Ojw6QDpEOkg6TDpQOlQ6WDpcOmA6ZDpoOmw6cDp0Ong6fDqAOoQ6iDqMOpA6lDqYOpw6oDqkOqg6rDqwOrQ6uDq8OsA6xDrIOsw60DrUOtg63DrgOuQ66DrsOvA69Dr4Ovw7ADsEOwg7DDsQOxQ7GDscOyA7JDsoOyw7MDs0Ozg7PDtAO0Q7SDtMO1A7VDtYO1w7YDtkO2g7bDtwO3Q7eDt8O4A7hDuIO4w7kDuUO5g7nDugO6Q7qDusO7A7tDu4O7w7wDvEO8g7zDvQO9Q72DvcO+A75DvoO+w78Dv0O/g7/DwAPAQ8CDwMPBA8FDwYPBw8IDwkPCg8LDwwPDQ8ODw8PEA8RDxIPEw8UDxUPFg8XDxgPGQ8aDxsPHA8dDx4PHw8gDyEPIg8jDyQPJQ8mDycPKA8pDyoPKw8sDy0PLg8vDzAPMQ8yDzMPNA81DzYPNw84DzkPOg87DzwPPQ8+Dz8PQA9BD0IPQw9ED0UPRg9HD0gPSQ9KD0sPTA9ND04PTw9QD1EPUg9TD1QPVQ9WD1cPWA9ZD1oPWw9cD10PXg9fD2APYQ9iD2MPZA9lD2YPZw9oD2kPag9rD2wPbQ9uD28PcA9xD3IPcw90D3UPdg93D3gPeQ96D3sPfA99D34Pfw+AD4EPgg+DD4QPhQ+GD4cPiA+JD4oPiw+MD40Pjg+PD5APkQ+SD5MPlA+VD5YPlw+YD5kPmg+bD5wPnQ+eD58PoA+hD6IPow+kD6UPpg+nD6gPqQ+qD6sPrA+tD64Prw+wD7EPsg+zD7QPtQ+2D7cPuA+5D7oPuw+8D70Pvg+/D8APwQ/CD8MPxA/FD8YPxw/ID8kPyg/LD8wPzQ/OD88P0A/RD9IP0w/UD9UP1g/XD9gP2Q/aD9sP3A/dD94P3w/gD+EP4g/jD+QP5Q/mD+cP6A/pD+oP6w/sD+0P7g/vD/AP8Q/yD/MP9A/1D/YP9w/4D/kP+g/7D/wP/Q/+D/8QABABEAIQAxAEEAUQBhAHEAgQCRAKEAsQDBANEA4QDxAQEBEQEhATEBQQFRAWEBcQGBAZEBoQGxAcEB0QHhAfECAQIRAiECMQJBAlECYQJxAoECkQKhArECwQLRAuEC8QMBAxEDIQMxA0EDUQNhA3EDgQORA6EDsQPBA9ED4QPxBAEEEQQhBDEEQQRRBGEEcQSBBJEEoQSxBMEE0QThBPEFAQURBSEFMQVBBVEFYQVxBYEFkQWhBbEFwQXRBeEF8QYBBhEGIQYxBkEGUQZhBnEGgQaRBqEGsQbBBtEG4QbxBwEHEQchBzEHQQdRB2EHcQeBB5EHoQexB8EH0QfhB/EIAQgRCCEIMQhBCFEIYQhxCIEIkQihCLEIwQjRCOEI8QkBCREJIQkxCUEJUQlhCXEJgQmRCaEJsQnBCdEJ4QnxCgEKEQohCjEKQQpRCmEKcQqBCpEKoQqxCsEK0QrhCvELAQsRCyELMQtBC1ELYQtxC4ELkQuhC7ELwQvRC+EL8QwBDBEMIQwxDEEMUQxhDHEMgQyRDKEMsQzBDNEM4QzxDQENEQ0hDTENQQ1RDWENcQ2BDZENoQ2xDcEN0Q3hDfEOAQ4RDiEOMQ5BDlEOYQ5xDoEOkQ6hDrEOwQ7RDuEO8Q8BDxEPIQ8xD0EPUQ9hD3EPgQ+RD6EPsQ/BD9EP4Q/xEAEQERAhEDEQQRBREGEQcRCBEJEQoRCxEMEQ0RDhEPERARERESERMRFBEVERYRFxEYERkRGhEbERwRHREeER8RIBEhESIRIxEkESURJhEnESgRKREqESsRLBEtES4RLxEwETERMhEzETQRNRE2ETcROBE5EToROxE8ET0RPhE/EUARQRFCEUMRRBFFEUYRRxFIEUkRShFLEUwRTRFOEU8RUBFREVIRUxFUEVURVhFXEVgRWRFaEVsRXBFdEV4RXxFgEWERYhFjEWQRZRFmEWcRaBFpEWoRaxFsEW0RbhFvEXARcRFyEXMRdBF1EXYRdxF4EXkRehF7EXwRfRF+EX8RgBGBEYIRgxGEEYURhhGHEYgRiRGKEYsRjBGNEY4RjxGQEZERkhGTEZQRlRGWEZcRmBGZEZoRmxGcEZ0RnhGfEaARoRGiEaMRpBGlEaYRpxGoEakRqhGrEawRrRGuEa8RsBGxEbIRsxG0EbURthG3EbgRuRG6EbsRvBG9Eb4RvxHAEcERwhHDEcQRxRHGEccRyBHJEcoRyxHMEc0RzhHPEdAR0RHSEdMR1BHVEdYR1xHYEdkR2hHbEdwR3RHeEd8R4BHhEeIR4xHkEeUR5hHnEegR6RHqEesR7BHtEe4R7xHwEfER8hHzEfQR9RH2EfcR+BH5EfoR+xH8Ef0R/hH/EgASARICEgMSBBIFEgYSBxIIEgkSChILEgwSDRIOEg8SEBIREhISExIUEhUSFhIXEhgSGRIaEhsSHBIdEh4SHxIgEiESIhIjEiQSJRImEicSKBIpEioSKxIsEi0SLhIvEjASMRIyEjMSNBI1EjYSNxI4EjkSOhI7EjwSPRI+Ej8SQBJBEkISQxJEEkUSRhJHEkgSSRJKEksSTBJNEk4STxJQElESUhJTElQSVRJWElcSWBJZEloSWxJcEl0SXhJfEmASYRJiEmMSZBJlEmYSZxJoEmkSahJrEmwSbRJuEm8ScBJxEnIScxJ0EnUSdhJ3EngSeRJ6EnsSfBJ9En4SfxKAEoESghKDEoQShRKGEocSiBKJEooSixKMEo0SjhKPEpASkRKSEpMSlBKVEpYSlxKYEpkSmhKbEpwSnRKeEp8SoBKhEqISoxKkEqUSphKnEqgSqRKqEqsSrBKtEq4SrxKwErESshKzErQStRK2ErcSuBK5EroSuxK8Er0SvhK/EsASwRLCEsMITmFtZU1lLjAITmFtZU1lLjEITmFtZU1lLjIITmFtZU1lLjQITmFtZU1lLjUITmFtZU1lLjYITmFtZU1lLjcITmFtZU1lLjgITmFtZU1lLjkJTmFtZU1lLjEwCU5hbWVNZS4xMQlOYW1lTWUuMTIJTmFtZU1lLjEzCU5hbWVNZS4xNAlOYW1lTWUuMTUJTmFtZU1lLjE2CU5hbWVNZS4xNwlOYW1lTWUuMTgJTmFtZU1lLjE5CU5hbWVNZS4yMAlOYW1lTWUuMjEJTmFtZU1lLjIyCU5hbWVNZS4yMwlOYW1lTWUuMjQJTmFtZU1lLjI1CU5hbWVNZS4yNglOYW1lTWUuMjcJTmFtZU1lLjI4CU5hbWVNZS4yOQlOYW1lTWUuMzAJTmFtZU1lLjMxCU5hbWVNZS4zMglOYW1lTWUuMzMJTmFtZU1lLjM0CU5hbWVNZS4zNQlOYW1lTWUuMzYJTmFtZU1lLjM3CU5hbWVNZS4zOAlOYW1lTWUuMzkJTmFtZU1lLjQwCU5hbWVNZS40MQlOYW1lTWUuNDIJTmFtZU1lLjQzCU5hbWVNZS40NAlOYW1lTWUuNDUJTmFtZU1lLjQ2CU5hbWVNZS40NwlOYW1lTWUuNDgJTmFtZU1lLjQ5CU5hbWVNZS41MAlOYW1lTWUuNTEJTmFtZU1lLjUyCU5hbWVNZS41MwlOYW1lTWUuNTQJTmFtZU1lLjU1CU5hbWVNZS41NglOYW1lTWUuNTcJTmFtZU1lLjU4CU5hbWVNZS41OQlOYW1lTWUuNjAJTmFtZU1lLjYxCU5hbWVNZS42MglOYW1lTWUuNjMJTmFtZU1lLjY0CU5hbWVNZS42NQlOYW1lTWUuNjYJTmFtZU1lLjY3CU5hbWVNZS42OAlOYW1lTWUuNjkJTmFtZU1lLjcwCU5hbWVNZS43MQlOYW1lTWUuNzIJTmFtZU1lLjczCU5hbWVNZS43NAlOYW1lTWUuNzUJTmFtZU1lLjc2CU5hbWVNZS43NwlOYW1lTWUuNzgJTmFtZU1lLjc5CU5hbWVNZS44MAlOYW1lTWUuODEJTmFtZU1lLjgyCU5hbWVNZS44MwlOYW1lTWUuODQJTmFtZU1lLjg1CU5hbWVNZS44NglOYW1lTWUuODcJTmFtZU1lLjg4CU5hbWVNZS44OQlOYW1lTWUuOTAJTmFtZU1lLjkxCU5hbWVNZS45MglOYW1lTWUuOTMJTmFtZU1lLjk0CU5hbWVNZS45NQlOYW1lTWUuOTYJTmFtZU1lLjk3CU5hbWVNZS45OAlOYW1lTWUuOTkKTmFtZU1lLjEwMApOYW1lTWUuMTAxCk5hbWVNZS4xMDIKTmFtZU1lLjEwMwpOYW1lTWUuMTA0Ck5hbWVNZS4xMDUKTmFtZU1lLjEwNgpOYW1lTWUuMTA3Ck5hbWVNZS4xMDgKTmFtZU1lLjEwOQpOYW1lTWUuMTEwCk5hbWVNZS4xMTEKTmFtZU1lLjExMgpOYW1lTWUuMTEzCk5hbWVNZS4xMTQKTmFtZU1lLjExNQpOYW1lTWUuMTE2Ck5hbWVNZS4xMTcKTmFtZU1lLjExOApOYW1lTWUuMTE5Ck5hbWVNZS4xMjAKTmFtZU1lLjEyMQpOYW1lTWUuMTIyCk5hbWVNZS4xMjMKTmFtZU1lLjEyNApOYW1lTWUuMTI1Ck5hbWVNZS4xMjYKTmFtZU1lLjEyNwpOYW1lTWUuMTI4Ck5hbWVNZS4xMjkKTmFtZU1lLjEzMApOYW1lTWUuMTMxCk5hbWVNZS4xMzIKTmFtZU1lLjEzMwpOYW1lTWUuMTM0Ck5hbWVNZS4xMzUKTmFtZU1lLjEzNgpOYW1lTWUuMTM3Ck5hbWVNZS4xMzgKTmFtZU1lLjEzOQpOYW1lTWUuMTQwCk5hbWVNZS4xNDEKTmFtZU1lLjE0MgpOYW1lTWUuMTQzCk5hbWVNZS4xNDQKTmFtZU1lLjE0NQpOYW1lTWUuMTQ2Ck5hbWVNZS4xNDcKTmFtZU1lLjE0OApOYW1lTWUuMTQ5Ck5hbWVNZS4xNTAKTmFtZU1lLjE1MQpOYW1lTWUuMTUyCk5hbWVNZS4xNTMKTmFtZU1lLjE1NApOYW1lTWUuMTU1Ck5hbWVNZS4xNTYKTmFtZU1lLjE1NwpOYW1lTWUuMTU4Ck5hbWVNZS4xNTkKTmFtZU1lLjE2MApOYW1lTWUuMTYxCk5hbWVNZS4xNjIKTmFtZU1lLjE2MwpOYW1lTWUuMTY0Ck5hbWVNZS4xNjUKTmFtZU1lLjE2NgpOYW1lTWUuMTY3Ck5hbWVNZS4xNjgKTmFtZU1lLjE2OQpOYW1lTWUuMTcwCk5hbWVNZS4xNzEKTmFtZU1lLjE3MgpOYW1lTWUuMTczCk5hbWVNZS4xNzQKTmFtZU1lLjE3NQpOYW1lTWUuMTc2Ck5hbWVNZS4xNzcKTmFtZU1lLjE3OApOYW1lTWUuMTc5Ck5hbWVNZS4xODAKTmFtZU1lLjE4MQpOYW1lTWUuMTgyCk5hbWVNZS4xODMKTmFtZU1lLjE4NApOYW1lTWUuMTg1Ck5hbWVNZS4xODYKTmFtZU1lLjE4NwpOYW1lTWUuMTg4Ck5hbWVNZS4xODkKTmFtZU1lLjE5MApOYW1lTWUuMTkxCk5hbWVNZS4xOTIKTmFtZU1lLjE5MwpOYW1lTWUuMTk0Ck5hbWVNZS4xOTUKTmFtZU1lLjE5NgpOYW1lTWUuMTk3Ck5hbWVNZS4xOTgKTmFtZU1lLjE5OQpOYW1lTWUuMjAwCk5hbWVNZS4yMDEKTmFtZU1lLjIwMgpOYW1lTWUuMjAzCk5hbWVNZS4yMDQKTmFtZU1lLjIwNQpOYW1lTWUuMjA2Ck5hbWVNZS4yMDcKTmFtZU1lLjIwOApOYW1lTWUuMjA5Ck5hbWVNZS4yMTAKTmFtZU1lLjIxMQpOYW1lTWUuMjEyCk5hbWVNZS4yMTMKTmFtZU1lLjIxNApOYW1lTWUuMjE1Ck5hbWVNZS4yMTYKTmFtZU1lLjIxNwpOYW1lTWUuMjE4Ck5hbWVNZS4yMTkKTmFtZU1lLjIyMApOYW1lTWUuMjIxCk5hbWVNZS4yMjIKTmFtZU1lLjIyMwpOYW1lTWUuMjI0Ck5hbWVNZS4yMjUKTmFtZU1lLjIyNgpOYW1lTWUuMjI3Ck5hbWVNZS4yMjgKTmFtZU1lLjIyOQpOYW1lTWUuMjMwCk5hbWVNZS4yMzEKTmFtZU1lLjIzMgpOYW1lTWUuMjMzCk5hbWVNZS4yMzQKTmFtZU1lLjIzNQpOYW1lTWUuMjM2Ck5hbWVNZS4yMzcKTmFtZU1lLjIzOApOYW1lTWUuMjM5Ck5hbWVNZS4yNDAKTmFtZU1lLjI0MQpOYW1lTWUuMjQyCk5hbWVNZS4yNDMKTmFtZU1lLjI0NApOYW1lTWUuMjQ1Ck5hbWVNZS4yNDYKTmFtZU1lLjI0NwpOYW1lTWUuMjQ4Ck5hbWVNZS4yNDkKTmFtZU1lLjI1MApOYW1lTWUuMjUxCk5hbWVNZS4yNTIKTmFtZU1lLjI1MwpOYW1lTWUuMjU0Ck5hbWVNZS4yNTUKTmFtZU1lLjI1NgpOYW1lTWUuMjU3Ck5hbWVNZS4yNTgKTmFtZU1lLjI1OQpOYW1lTWUuMjYwCk5hbWVNZS4yNjEKTmFtZU1lLjI2MgpOYW1lTWUuMjYzCk5hbWVNZS4yNjQKTmFtZU1lLjI2NQpOYW1lTWUuMjY2Ck5hbWVNZS4yNjcKTmFtZU1lLjI2OApOYW1lTWUuMjY5Ck5hbWVNZS4yNzAKTmFtZU1lLjI3MQpOYW1lTWUuMjcyCk5hbWVNZS4yNzMKTmFtZU1lLjI3NApOYW1lTWUuMjc1Ck5hbWVNZS4yNzYKTmFtZU1lLjI3NwpOYW1lTWUuMjc4Ck5hbWVNZS4yNzkKTmFtZU1lLjI4MApOYW1lTWUuMjgxCk5hbWVNZS4yODIKTmFtZU1lLjI4MwpOYW1lTWUuMjg0Ck5hbWVNZS4yODUKTmFtZU1lLjI4NgpOYW1lTWUuMjg3Ck5hbWVNZS4yODgKTmFtZU1lLjI4OQpOYW1lTWUuMjkwCk5hbWVNZS4yOTEKTmFtZU1lLjI5MgpOYW1lTWUuMjkzCk5hbWVNZS4yOTQKTmFtZU1lLjI5NQpOYW1lTWUuMjk2Ck5hbWVNZS4yOTcKTmFtZU1lLjI5OApOYW1lTWUuMjk5Ck5hbWVNZS4zMDAKTmFtZU1lLjMwMQpOYW1lTWUuMzAyCk5hbWVNZS4zMDMKTmFtZU1lLjMwNApOYW1lTWUuMzA1Ck5hbWVNZS4zMDYKTmFtZU1lLjMwNwpOYW1lTWUuMzA4Ck5hbWVNZS4zMDkKTmFtZU1lLjMxMApOYW1lTWUuMzExCk5hbWVNZS4zMTIKTmFtZU1lLjMxMwpOYW1lTWUuMzE0Ck5hbWVNZS4zMTUKTmFtZU1lLjMxNgpOYW1lTWUuMzE3Ck5hbWVNZS4zMTgKTmFtZU1lLjMxOQpOYW1lTWUuMzIwCk5hbWVNZS4zMjEKTmFtZU1lLjMyMgpOYW1lTWUuMzIzCk5hbWVNZS4zMjQKTmFtZU1lLjMyNQpOYW1lTWUuMzI2Ck5hbWVNZS4zMjcKTmFtZU1lLjMyOApOYW1lTWUuMzI5Ck5hbWVNZS4zMzAKTmFtZU1lLjMzMQpOYW1lTWUuMzMyCk5hbWVNZS4zMzMKTmFtZU1lLjMzNApOYW1lTWUuMzM1Ck5hbWVNZS4zMzYKTmFtZU1lLjMzNwpOYW1lTWUuMzM4Ck5hbWVNZS4zMzkKTmFtZU1lLjM0MApOYW1lTWUuMzQxCk5hbWVNZS4zNDIKTmFtZU1lLjM0MwpOYW1lTWUuMzQ0Ck5hbWVNZS4zNDUKTmFtZU1lLjM0NgpOYW1lTWUuMzQ3Ck5hbWVNZS4zNDgKTmFtZU1lLjM0OQpOYW1lTWUuMzUwCk5hbWVNZS4zNTEKTmFtZU1lLjM1MgpOYW1lTWUuMzUzCk5hbWVNZS4zNTQKTmFtZU1lLjM1NQpOYW1lTWUuMzU2Ck5hbWVNZS4zNTcKTmFtZU1lLjM1OApOYW1lTWUuMzU5Ck5hbWVNZS4zNjAKTmFtZU1lLjM2MQpOYW1lTWUuMzYyCk5hbWVNZS4zNjMKTmFtZU1lLjM2NApOYW1lTWUuMzY1Ck5hbWVNZS4zNjYKTmFtZU1lLjM2NwpOYW1lTWUuMzY4Ck5hbWVNZS4zNjkKTmFtZU1lLjM3MApOYW1lTWUuMzcxCk5hbWVNZS4zNzIKTmFtZU1lLjM3MwpOYW1lTWUuMzc0Ck5hbWVNZS4zNzUKTmFtZU1lLjM3NgpOYW1lTWUuMzc3Ck5hbWVNZS4zNzgKTmFtZU1lLjM3OQpOYW1lTWUuMzgwCk5hbWVNZS4zODEKTmFtZU1lLjM4MgpOYW1lTWUuMzgzCk5hbWVNZS4zODQKTmFtZU1lLjM4NQpOYW1lTWUuMzg2Ck5hbWVNZS4zODcKTmFtZU1lLjM4OApOYW1lTWUuMzg5Ck5hbWVNZS4zOTAKTmFtZU1lLjM5MQpOYW1lTWUuMzkyCk5hbWVNZS4zOTMKTmFtZU1lLjM5NApOYW1lTWUuMzk1Ck5hbWVNZS4zOTYKTmFtZU1lLjM5NwpOYW1lTWUuMzk4Ck5hbWVNZS4zOTkKTmFtZU1lLjQwMApOYW1lTWUuNDAxCk5hbWVNZS40MDIKTmFtZU1lLjQwMwpOYW1lTWUuNDA0Ck5hbWVNZS40MDUKTmFtZU1lLjQwNgpOYW1lTWUuNDA3Ck5hbWVNZS40MDgKTmFtZU1lLjQwOQpOYW1lTWUuNDEwCk5hbWVNZS40MTEKTmFtZU1lLjQxMgpOYW1lTWUuNDEzCk5hbWVNZS40MTQKTmFtZU1lLjQxNQpOYW1lTWUuNDE2Ck5hbWVNZS40MTcKTmFtZU1lLjQxOApOYW1lTWUuNDE5Ck5hbWVNZS40MjAKTmFtZU1lLjQyMQpOYW1lTWUuNDIyCk5hbWVNZS40MjMKTmFtZU1lLjQyNApOYW1lTWUuNDI1Ck5hbWVNZS40MjYKTmFtZU1lLjQyNwpOYW1lTWUuNDI4Ck5hbWVNZS40MjkKTmFtZU1lLjQzMApOYW1lTWUuNDMxCk5hbWVNZS40MzIKTmFtZU1lLjQzMwpOYW1lTWUuNDM0Ck5hbWVNZS40MzUKTmFtZU1lLjQzNgpOYW1lTWUuNDM3Ck5hbWVNZS40MzgKTmFtZU1lLjQzOQpOYW1lTWUuNDQwCk5hbWVNZS40NDEKTmFtZU1lLjQ0MgpOYW1lTWUuNDQzCk5hbWVNZS40NDQKTmFtZU1lLjQ0NQpOYW1lTWUuNDQ2Ck5hbWVNZS40NDcKTmFtZU1lLjQ0OApOYW1lTWUuNDQ5Ck5hbWVNZS40NTAKTmFtZU1lLjQ1MQpOYW1lTWUuNDUyCk5hbWVNZS40NTMKTmFtZU1lLjQ1NApOYW1lTWUuNDU1Ck5hbWVNZS40NTYKTmFtZU1lLjQ1NwpOYW1lTWUuNDU4Ck5hbWVNZS40NTkKTmFtZU1lLjQ2MApOYW1lTWUuNDYxCk5hbWVNZS40NjIKTmFtZU1lLjQ2MwpOYW1lTWUuNDY0Ck5hbWVNZS40NjUKTmFtZU1lLjQ2NgpOYW1lTWUuNDY3Ck5hbWVNZS40NjgKTmFtZU1lLjQ2OQpOYW1lTWUuNDcwCk5hbWVNZS40NzEKTmFtZU1lLjQ3MgpOYW1lTWUuNDczCk5hbWVNZS40NzQKTmFtZU1lLjQ3NQpOYW1lTWUuNDc2Ck5hbWVNZS40NzcKTmFtZU1lLjQ3OApOYW1lTWUuNDc5Ck5hbWVNZS40ODAKTmFtZU1lLjQ4MQpOYW1lTWUuNDgyCk5hbWVNZS40ODMKTmFtZU1lLjQ4NApOYW1lTWUuNDg1Ck5hbWVNZS40ODYKTmFtZU1lLjQ4NwpOYW1lTWUuNDg4Ck5hbWVNZS40ODkKTmFtZU1lLjQ5MApOYW1lTWUuNDkxCk5hbWVNZS40OTIKTmFtZU1lLjQ5MwpOYW1lTWUuNDk0Ck5hbWVNZS40OTUKTmFtZU1lLjQ5NgpOYW1lTWUuNDk3Ck5hbWVNZS40OTgKTmFtZU1lLjQ5OQpOYW1lTWUuNTAwCk5hbWVNZS41MDEKTmFtZU1lLjUwMgpOYW1lTWUuNTAzCk5hbWVNZS41MDQKTmFtZU1lLjUwNQpOYW1lTWUuNTA2Ck5hbWVNZS41MDcKTmFtZU1lLjUwOApOYW1lTWUuNTA5Ck5hbWVNZS41MTAKTmFtZU1lLjUxMQpOYW1lTWUuNTEyCk5hbWVNZS41MTMKTmFtZU1lLjUxNApOYW1lTWUuNTE1Ck5hbWVNZS41MTYKTmFtZU1lLjUxNwpOYW1lTWUuNTE4Ck5hbWVNZS41MTkKTmFtZU1lLjUyMApOYW1lTWUuNTIxCk5hbWVNZS41MjIKTmFtZU1lLjUyMwpOYW1lTWUuNTI0Ck5hbWVNZS41MjUKTmFtZU1lLjUyNgpOYW1lTWUuNTI3Ck5hbWVNZS41MjgKTmFtZU1lLjUyOQpOYW1lTWUuNTMwCk5hbWVNZS41MzEKTmFtZU1lLjUzMgpOYW1lTWUuNTMzCk5hbWVNZS41MzQKTmFtZU1lLjUzNQpOYW1lTWUuNTM2Ck5hbWVNZS41MzcKTmFtZU1lLjUzOApOYW1lTWUuNTM5Ck5hbWVNZS41NDAKTmFtZU1lLjU0MQpOYW1lTWUuNTQyCk5hbWVNZS41NDMKTmFtZU1lLjU0NApOYW1lTWUuNTQ1Ck5hbWVNZS41NDYKTmFtZU1lLjU0NwpOYW1lTWUuNTQ4Ck5hbWVNZS41NDkKTmFtZU1lLjU1MApOYW1lTWUuNTUxCk5hbWVNZS41NTIKTmFtZU1lLjU1MwpOYW1lTWUuNTU0Ck5hbWVNZS41NTUKTmFtZU1lLjU1NgpOYW1lTWUuNTU3Ck5hbWVNZS41NTgKTmFtZU1lLjU1OQpOYW1lTWUuNTYwCk5hbWVNZS41NjEKTmFtZU1lLjU2MgpOYW1lTWUuNTYzCk5hbWVNZS41NjQKTmFtZU1lLjU2NQpOYW1lTWUuNTY2Ck5hbWVNZS41NjcKTmFtZU1lLjU2OApOYW1lTWUuNTY5Ck5hbWVNZS41NzAKTmFtZU1lLjU3MQpOYW1lTWUuNTcyCk5hbWVNZS41NzMKTmFtZU1lLjU3NApOYW1lTWUuNTc1Ck5hbWVNZS41NzYKTmFtZU1lLjU3NwpOYW1lTWUuNTc4Ck5hbWVNZS41NzkKTmFtZU1lLjU4MApOYW1lTWUuNTgxCk5hbWVNZS41ODIKTmFtZU1lLjU4MwpOYW1lTWUuNTg0Ck5hbWVNZS41ODUKTmFtZU1lLjU4NgpOYW1lTWUuNTg3Ck5hbWVNZS41ODgKTmFtZU1lLjU4OQpOYW1lTWUuNTkwCk5hbWVNZS41OTEKTmFtZU1lLjU5MgpOYW1lTWUuNTkzCk5hbWVNZS41OTQKTmFtZU1lLjU5NQpOYW1lTWUuNTk2Ck5hbWVNZS41OTcKTmFtZU1lLjU5OApOYW1lTWUuNTk5Ck5hbWVNZS42MDAKTmFtZU1lLjYwMQpOYW1lTWUuNjAyCk5hbWVNZS42MDMKTmFtZU1lLjYwNApOYW1lTWUuNjA1Ck5hbWVNZS42MDYKTmFtZU1lLjYwNwpOYW1lTWUuNjA4Ck5hbWVNZS42MDkKTmFtZU1lLjYxMApOYW1lTWUuNjExCk5hbWVNZS42MTIKTmFtZU1lLjYxMwpOYW1lTWUuNjE0Ck5hbWVNZS42MTUKTmFtZU1lLjYxNgpOYW1lTWUuNjE3Ck5hbWVNZS42MTgKTmFtZU1lLjYxOQpOYW1lTWUuNjIwCk5hbWVNZS42MjEKTmFtZU1lLjYyMgpOYW1lTWUuNjIzCk5hbWVNZS42MjQKTmFtZU1lLjYyNQpOYW1lTWUuNjI2Ck5hbWVNZS42MjcKTmFtZU1lLjYyOApOYW1lTWUuNjI5Ck5hbWVNZS42MzAKTmFtZU1lLjYzMQpOYW1lTWUuNjMyCk5hbWVNZS42MzMKTmFtZU1lLjYzNApOYW1lTWUuNjM1Ck5hbWVNZS42MzYKTmFtZU1lLjYzNwpOYW1lTWUuNjM4Ck5hbWVNZS42MzkKTmFtZU1lLjY0MApOYW1lTWUuNjQxCk5hbWVNZS42NDIKTmFtZU1lLjY0MwpOYW1lTWUuNjQ0Ck5hbWVNZS42NDUKTmFtZU1lLjY0NgpOYW1lTWUuNjQ3Ck5hbWVNZS42NDgKTmFtZU1lLjY0OQpOYW1lTWUuNjUwCk5hbWVNZS42NTEKTmFtZU1lLjY1MgpOYW1lTWUuNjUzCk5hbWVNZS42NTQKTmFtZU1lLjY1NQpOYW1lTWUuNjU2Ck5hbWVNZS42NTcKTmFtZU1lLjY1OApOYW1lTWUuNjU5Ck5hbWVNZS42NjAKTmFtZU1lLjY2MQpOYW1lTWUuNjYyCk5hbWVNZS42NjMKTmFtZU1lLjY2NApOYW1lTWUuNjY1Ck5hbWVNZS42NjYKTmFtZU1lLjY2NwpOYW1lTWUuNjY4Ck5hbWVNZS42NjkKTmFtZU1lLjY3MApOYW1lTWUuNjcxCk5hbWVNZS42NzIKTmFtZU1lLjY3MwpOYW1lTWUuNjc0Ck5hbWVNZS42NzUKTmFtZU1lLjY3NgpOYW1lTWUuNjc3Ck5hbWVNZS42NzgKTmFtZU1lLjY3OQpOYW1lTWUuNjgwCk5hbWVNZS42ODEKTmFtZU1lLjY4MgpOYW1lTWUuNjgzCk5hbWVNZS42ODQKTmFtZU1lLjY4NQpOYW1lTWUuNjg2Ck5hbWVNZS42ODcKTmFtZU1lLjY4OApOYW1lTWUuNjg5Ck5hbWVNZS42OTAKTmFtZU1lLjY5MQpOYW1lTWUuNjkyCk5hbWVNZS42OTMKTmFtZU1lLjY5NApOYW1lTWUuNjk1Ck5hbWVNZS42OTYKTmFtZU1lLjY5NwpOYW1lTWUuNjk4Ck5hbWVNZS42OTkKTmFtZU1lLjcwMApOYW1lTWUuNzAxCk5hbWVNZS43MDIKTmFtZU1lLjcwMwpOYW1lTWUuNzA0Ck5hbWVNZS43MDUKTmFtZU1lLjcwNgpOYW1lTWUuNzA3Ck5hbWVNZS43MDgKTmFtZU1lLjcwOQpOYW1lTWUuNzEwCk5hbWVNZS43MTEKTmFtZU1lLjcxMgpOYW1lTWUuNzEzCk5hbWVNZS43MTQKTmFtZU1lLjcxNQpOYW1lTWUuNzE2Ck5hbWVNZS43MTcKTmFtZU1lLjcxOApOYW1lTWUuNzE5Ck5hbWVNZS43MjAKTmFtZU1lLjcyMQpOYW1lTWUuNzIyCk5hbWVNZS43MjMKTmFtZU1lLjcyNApOYW1lTWUuNzI1Ck5hbWVNZS43MjYKTmFtZU1lLjcyNwpOYW1lTWUuNzI4Ck5hbWVNZS43MjkKTmFtZU1lLjczMApOYW1lTWUuNzMxCk5hbWVNZS43MzIKTmFtZU1lLjczMwpOYW1lTWUuNzM0Ck5hbWVNZS43MzUKTmFtZU1lLjczNgpOYW1lTWUuNzM3Ck5hbWVNZS43MzgKTmFtZU1lLjczOQpOYW1lTWUuNzQwCk5hbWVNZS43NDEKTmFtZU1lLjc0MgpOYW1lTWUuNzQzCk5hbWVNZS43NDQKTmFtZU1lLjc0NQpOYW1lTWUuNzQ2Ck5hbWVNZS43NDcKTmFtZU1lLjc0OApOYW1lTWUuNzQ5Ck5hbWVNZS43NTAKTmFtZU1lLjc1MQpOYW1lTWUuNzUyCk5hbWVNZS43NTMKTmFtZU1lLjc1NApOYW1lTWUuNzU1Ck5hbWVNZS43NTYKTmFtZU1lLjc1NwpOYW1lTWUuNzU4Ck5hbWVNZS43NTkKTmFtZU1lLjc2MApOYW1lTWUuNzYxCk5hbWVNZS43NjIKTmFtZU1lLjc2MwpOYW1lTWUuNzY0Ck5hbWVNZS43NjUKTmFtZU1lLjc2NgpOYW1lTWUuNzY3Ck5hbWVNZS43NjgKTmFtZU1lLjc2OQpOYW1lTWUuNzcwCk5hbWVNZS43NzEKTmFtZU1lLjc3MgpOYW1lTWUuNzczCk5hbWVNZS43NzQKTmFtZU1lLjc3NQpOYW1lTWUuNzc2Ck5hbWVNZS43NzcKTmFtZU1lLjc3OApOYW1lTWUuNzc5Ck5hbWVNZS43ODAKTmFtZU1lLjc4MQpOYW1lTWUuNzgyCk5hbWVNZS43ODMKTmFtZU1lLjc4NApOYW1lTWUuNzg1Ck5hbWVNZS43ODYKTmFtZU1lLjc4NwpOYW1lTWUuNzg4Ck5hbWVNZS43ODkKTmFtZU1lLjc5MApOYW1lTWUuNzkxCk5hbWVNZS43OTIKTmFtZU1lLjc5MwpOYW1lTWUuNzk0Ck5hbWVNZS43OTUKTmFtZU1lLjc5NgpOYW1lTWUuNzk3Ck5hbWVNZS43OTgKTmFtZU1lLjc5OQpOYW1lTWUuODAwCk5hbWVNZS44MDEKTmFtZU1lLjgwMgpOYW1lTWUuODAzCk5hbWVNZS44MDQKTmFtZU1lLjgwNQpOYW1lTWUuODA2Ck5hbWVNZS44MDcKTmFtZU1lLjgwOApOYW1lTWUuODA5Ck5hbWVNZS44MTAKTmFtZU1lLjgxMQpOYW1lTWUuODEyCk5hbWVNZS44MTMKTmFtZU1lLjgxNApOYW1lTWUuODE1Ck5hbWVNZS44MTYKTmFtZU1lLjgxNwpOYW1lTWUuODE4Ck5hbWVNZS44MTkKTmFtZU1lLjgyMApOYW1lTWUuODIxCk5hbWVNZS44MjIKTmFtZU1lLjgyMwpOYW1lTWUuODI0Ck5hbWVNZS44MjUKTmFtZU1lLjgyNgpOYW1lTWUuODI3Ck5hbWVNZS44MjgKTmFtZU1lLjgyOQpOYW1lTWUuODMwCk5hbWVNZS44MzEKTmFtZU1lLjgzMgpOYW1lTWUuODMzCk5hbWVNZS44MzQKTmFtZU1lLjgzNQpOYW1lTWUuODM2Ck5hbWVNZS44MzcKTmFtZU1lLjgzOApOYW1lTWUuODM5Ck5hbWVNZS44NDAKTmFtZU1lLjg0MQpOYW1lTWUuODQyCk5hbWVNZS44NDMKTmFtZU1lLjg0NApOYW1lTWUuODQ1Ck5hbWVNZS44NDYKTmFtZU1lLjg0NwpOYW1lTWUuODQ4Ck5hbWVNZS44NDkKTmFtZU1lLjg1MApOYW1lTWUuODUxCk5hbWVNZS44NTIKTmFtZU1lLjg1MwpOYW1lTWUuODU0Ck5hbWVNZS44NTUKTmFtZU1lLjg1NgpOYW1lTWUuODU3Ck5hbWVNZS44NTgKTmFtZU1lLjg1OQpOYW1lTWUuODYwCk5hbWVNZS44NjEKTmFtZU1lLjg2MgpOYW1lTWUuODYzCk5hbWVNZS44NjQKTmFtZU1lLjg2NQpOYW1lTWUuODY2Ck5hbWVNZS44NjcKTmFtZU1lLjg2OApOYW1lTWUuODY5Ck5hbWVNZS44NzAKTmFtZU1lLjg3MQpOYW1lTWUuODcyCk5hbWVNZS44NzMKTmFtZU1lLjg3NApOYW1lTWUuODc1Ck5hbWVNZS44NzYKTmFtZU1lLjg3NwpOYW1lTWUuODc4Ck5hbWVNZS44NzkKTmFtZU1lLjg4MApOYW1lTWUuODgxCk5hbWVNZS44ODIKTmFtZU1lLjg4MwpOYW1lTWUuODg0Ck5hbWVNZS44ODUKTmFtZU1lLjg4NgpOYW1lTWUuODg3Ck5hbWVNZS44ODgKTmFtZU1lLjg4OQpOYW1lTWUuODkwCk5hbWVNZS44OTEKTmFtZU1lLjg5MgpOYW1lTWUuODkzCk5hbWVNZS44OTQKTmFtZU1lLjg5NQpOYW1lTWUuODk2Ck5hbWVNZS44OTcKTmFtZU1lLjg5OApOYW1lTWUuODk5Ck5hbWVNZS45MDAKTmFtZU1lLjkwMQpOYW1lTWUuOTAyCk5hbWVNZS45MDMKTmFtZU1lLjkwNApOYW1lTWUuOTA1Ck5hbWVNZS45MDYKTmFtZU1lLjkwNwpOYW1lTWUuOTA4Ck5hbWVNZS45MDkKTmFtZU1lLjkxMApOYW1lTWUuOTExCk5hbWVNZS45MTIKTmFtZU1lLjkxMwpOYW1lTWUuOTE0Ck5hbWVNZS45MTUKTmFtZU1lLjkxNgpOYW1lTWUuOTE3Ck5hbWVNZS45MTgKTmFtZU1lLjkxOQpOYW1lTWUuOTIwCk5hbWVNZS45MjEKTmFtZU1lLjkyMgpOYW1lTWUuOTIzCk5hbWVNZS45MjQKTmFtZU1lLjkyNQpOYW1lTWUuOTI2Ck5hbWVNZS45MjcKTmFtZU1lLjkyOApOYW1lTWUuOTI5Ck5hbWVNZS45MzAKTmFtZU1lLjkzMQpOYW1lTWUuOTMyCk5hbWVNZS45MzMKTmFtZU1lLjkzNApOYW1lTWUuOTM1Ck5hbWVNZS45MzYKTmFtZU1lLjkzNwpOYW1lTWUuOTM4Ck5hbWVNZS45MzkKTmFtZU1lLjk0MApOYW1lTWUuOTQxCk5hbWVNZS45NDIKTmFtZU1lLjk0MwpOYW1lTWUuOTQ0Ck5hbWVNZS45NDUKTmFtZU1lLjk0NgpOYW1lTWUuOTQ3Ck5hbWVNZS45NDgKTmFtZU1lLjk0OQpOYW1lTWUuOTUwCk5hbWVNZS45NTEKTmFtZU1lLjk1MgpOYW1lTWUuOTUzCk5hbWVNZS45NTQKTmFtZU1lLjk1NQpOYW1lTWUuOTU2Ck5hbWVNZS45NTcKTmFtZU1lLjk1OApOYW1lTWUuOTU5Ck5hbWVNZS45NjAKTmFtZU1lLjk2MQpOYW1lTWUuOTYyCk5hbWVNZS45NjMKTmFtZU1lLjk2NApOYW1lTWUuOTY1Ck5hbWVNZS45NjYKTmFtZU1lLjk2NwpOYW1lTWUuOTY4Ck5hbWVNZS45NjkKTmFtZU1lLjk3MApOYW1lTWUuOTcxCk5hbWVNZS45NzIKTmFtZU1lLjk3MwpOYW1lTWUuOTc0Ck5hbWVNZS45NzUKTmFtZU1lLjk3NgpOYW1lTWUuOTc3Ck5hbWVNZS45NzgKTmFtZU1lLjk3OQpOYW1lTWUuOTgwCk5hbWVNZS45ODEKTmFtZU1lLjk4MgpOYW1lTWUuOTgzCk5hbWVNZS45ODQKTmFtZU1lLjk4NQpOYW1lTWUuOTg2Ck5hbWVNZS45ODcKTmFtZU1lLjk4OApOYW1lTWUuOTg5Ck5hbWVNZS45OTAKTmFtZU1lLjk5MQpOYW1lTWUuOTkyCk5hbWVNZS45OTMKTmFtZU1lLjk5NApOYW1lTWUuOTk1Ck5hbWVNZS45OTYKTmFtZU1lLjk5NwpOYW1lTWUuOTk4Ck5hbWVNZS45OTkLTmFtZU1lLjEwMDALTmFtZU1lLjEwMDELTmFtZU1lLjEwMDILTmFtZU1lLjEwMDMLTmFtZU1lLjEwMDQLTmFtZU1lLjEwMDULTmFtZU1lLjEwMDYLTmFtZU1lLjEwMDcLTmFtZU1lLjEwMDgLTmFtZU1lLjEwMDkLTmFtZU1lLjEwMTALTmFtZU1lLjEwMTELTmFtZU1lLjEwMTILTmFtZU1lLjEwMTMLTmFtZU1lLjEwMTQLTmFtZU1lLjEwMTULTmFtZU1lLjEwMTYLTmFtZU1lLjEwMTcLTmFtZU1lLjEwMTgLTmFtZU1lLjEwMTkLTmFtZU1lLjEwMjALTmFtZU1lLjEwMjELTmFtZU1lLjEwMjILTmFtZU1lLjEwMjMLTmFtZU1lLjEwMjQLTmFtZU1lLjEwMjULTmFtZU1lLjEwMjYLTmFtZU1lLjEwMjcLTmFtZU1lLjEwMjgLTmFtZU1lLjEwMjkLTmFtZU1lLjEwMzALTmFtZU1lLjEwMzELTmFtZU1lLjEwMzILTmFtZU1lLjEwMzMLTmFtZU1lLjEwMzQLTmFtZU1lLjEwMzULTmFtZU1lLjEwMzYLTmFtZU1lLjEwMzcLTmFtZU1lLjEwMzgLTmFtZU1lLjEwMzkLTmFtZU1lLjEwNDALTmFtZU1lLjEwNDELTmFtZU1lLjEwNDILTmFtZU1lLjEwNDMLTmFtZU1lLjEwNDQLTmFtZU1lLjEwNDULTmFtZU1lLjEwNDYLTmFtZU1lLjEwNDcLTmFtZU1lLjEwNDgLTmFtZU1lLjEwNDkLTmFtZU1lLjEwNTALTmFtZU1lLjEwNTELTmFtZU1lLjEwNTILTmFtZU1lLjEwNTMLTmFtZU1lLjEwNTQLTmFtZU1lLjEwNTULTmFtZU1lLjEwNTYLTmFtZU1lLjEwNTcLTmFtZU1lLjEwNTgLTmFtZU1lLjEwNTkLTmFtZU1lLjEwNjALTmFtZU1lLjEwNjELTmFtZU1lLjEwNjILTmFtZU1lLjEwNjMLTmFtZU1lLjEwNjQLTmFtZU1lLjEwNjULTmFtZU1lLjEwNjYLTmFtZU1lLjEwNjcLTmFtZU1lLjEwNjgLTmFtZU1lLjEwNjkLTmFtZU1lLjEwNzALTmFtZU1lLjEwNzELTmFtZU1lLjEwNzILTmFtZU1lLjEwNzMLTmFtZU1lLjEwNzQLTmFtZU1lLjEwNzULTmFtZU1lLjEwNzYLTmFtZU1lLjEwNzcLTmFtZU1lLjEwNzgLTmFtZU1lLjEwNzkLTmFtZU1lLjEwODALTmFtZU1lLjEwODELTmFtZU1lLjEwODILTmFtZU1lLjEwODMLTmFtZU1lLjEwODQLTmFtZU1lLjEwODULTmFtZU1lLjEwODYLTmFtZU1lLjEwODcLTmFtZU1lLjEwODgLTmFtZU1lLjEwODkLTmFtZU1lLjEwOTALTmFtZU1lLjEwOTELTmFtZU1lLjEwOTILTmFtZU1lLjEwOTMLTmFtZU1lLjEwOTQLTmFtZU1lLjEwOTULTmFtZU1lLjEwOTYLTmFtZU1lLjEwOTcLTmFtZU1lLjEwOTgLTmFtZU1lLjEwOTkLTmFtZU1lLjExMDALTmFtZU1lLjExMDELTmFtZU1lLjExMDILTmFtZU1lLjExMDMLTmFtZU1lLjExMDQLTmFtZU1lLjExMDULTmFtZU1lLjExMDYLTmFtZU1lLjExMDcLTmFtZU1lLjExMDgLTmFtZU1lLjExMDkLTmFtZU1lLjExMTALTmFtZU1lLjExMTELTmFtZU1lLjExMTILTmFtZU1lLjExMTMLTmFtZU1lLjExMTQLTmFtZU1lLjExMTULTmFtZU1lLjExMTYLTmFtZU1lLjExMTcLTmFtZU1lLjExMTgLTmFtZU1lLjExMTkLTmFtZU1lLjExMjALTmFtZU1lLjExMjELTmFtZU1lLjExMjILTmFtZU1lLjExMjMLTmFtZU1lLjExMjQLTmFtZU1lLjExMjULTmFtZU1lLjExMjYLTmFtZU1lLjExMjcLTmFtZU1lLjExMjgLTmFtZU1lLjExMjkLTmFtZU1lLjExMzALTmFtZU1lLjExMzELTmFtZU1lLjExMzILTmFtZU1lLjExMzMLTmFtZU1lLjExMzQLTmFtZU1lLjExMzULTmFtZU1lLjExMzYLTmFtZU1lLjExMzcLTmFtZU1lLjExMzgLTmFtZU1lLjExMzkLTmFtZU1lLjExNDALTmFtZU1lLjExNDELTmFtZU1lLjExNDILTmFtZU1lLjExNDMLTmFtZU1lLjExNDQLTmFtZU1lLjExNDULTmFtZU1lLjExNDYLTmFtZU1lLjExNDcLTmFtZU1lLjExNDgLTmFtZU1lLjExNDkLTmFtZU1lLjExNTALTmFtZU1lLjExNTELTmFtZU1lLjExNTILTmFtZU1lLjExNTMLTmFtZU1lLjExNTQLTmFtZU1lLjExNTULTmFtZU1lLjExNTYLTmFtZU1lLjExNTcLTmFtZU1lLjExNTgLTmFtZU1lLjExNTkLTmFtZU1lLjExNjALTmFtZU1lLjExNjELTmFtZU1lLjExNjILTmFtZU1lLjExNjMLTmFtZU1lLjExNjQLTmFtZU1lLjExNjULTmFtZU1lLjExNjYLTmFtZU1lLjExNjcLTmFtZU1lLjExNjgLTmFtZU1lLjExNjkLTmFtZU1lLjExNzALTmFtZU1lLjExNzELTmFtZU1lLjExNzILTmFtZU1lLjExNzMLTmFtZU1lLjExNzQLTmFtZU1lLjExNzULTmFtZU1lLjExNzYLTmFtZU1lLjExNzcLTmFtZU1lLjExNzgLTmFtZU1lLjExNzkLTmFtZU1lLjExODALTmFtZU1lLjExODELTmFtZU1lLjExODILTmFtZU1lLjExODMLTmFtZU1lLjExODQLTmFtZU1lLjExODULTmFtZU1lLjExODYLTmFtZU1lLjExODcLTmFtZU1lLjExODgLTmFtZU1lLjExODkLTmFtZU1lLjExOTALTmFtZU1lLjExOTELTmFtZU1lLjExOTILTmFtZU1lLjExOTMLTmFtZU1lLjExOTQLTmFtZU1lLjExOTULTmFtZU1lLjExOTYLTmFtZU1lLjExOTcLTmFtZU1lLjExOTgLTmFtZU1lLjExOTkLTmFtZU1lLjEyMDALTmFtZU1lLjEyMDELTmFtZU1lLjEyMDILTmFtZU1lLjEyMDMLTmFtZU1lLjEyMDQLTmFtZU1lLjEyMDULTmFtZU1lLjEyMDYLTmFtZU1lLjEyMDcLTmFtZU1lLjEyMDgLTmFtZU1lLjEyMDkLTmFtZU1lLjEyMTALTmFtZU1lLjEyMTELTmFtZU1lLjEyMTILTmFtZU1lLjEyMTMLTmFtZU1lLjEyMTQLTmFtZU1lLjEyMTULTmFtZU1lLjEyMTYLTmFtZU1lLjEyMTcLTmFtZU1lLjEyMTgLTmFtZU1lLjEyMTkLTmFtZU1lLjEyMjALTmFtZU1lLjEyMjELTmFtZU1lLjEyMjILTmFtZU1lLjEyMjMLTmFtZU1lLjEyMjQLTmFtZU1lLjEyMjULTmFtZU1lLjEyMjYLTmFtZU1lLjEyMjcLTmFtZU1lLjEyMjgLTmFtZU1lLjEyMjkLTmFtZU1lLjEyMzALTmFtZU1lLjEyMzELTmFtZU1lLjEyMzILTmFtZU1lLjEyMzMLTmFtZU1lLjEyMzQLTmFtZU1lLjEyMzULTmFtZU1lLjEyMzYLTmFtZU1lLjEyMzcLTmFtZU1lLjEyMzgLTmFtZU1lLjEyMzkLTmFtZU1lLjEyNDALTmFtZU1lLjEyNDELTmFtZU1lLjEyNDILTmFtZU1lLjEyNDMLTmFtZU1lLjEyNDQLTmFtZU1lLjEyNDULTmFtZU1lLjEyNDYLTmFtZU1lLjEyNDcLTmFtZU1lLjEyNDgLTmFtZU1lLjEyNDkLTmFtZU1lLjEyNTALTmFtZU1lLjEyNTELTmFtZU1lLjEyNTILTmFtZU1lLjEyNTMLTmFtZU1lLjEyNTQLTmFtZU1lLjEyNTULTmFtZU1lLjEyNTYLTmFtZU1lLjEyNTcLTmFtZU1lLjEyNTgLTmFtZU1lLjEyNTkLTmFtZU1lLjEyNjALTmFtZU1lLjEyNjELTmFtZU1lLjEyNjILTmFtZU1lLjEyNjMLTmFtZU1lLjEyNjQLTmFtZU1lLjEyNjULTmFtZU1lLjEyNjYLTmFtZU1lLjEyNjcLTmFtZU1lLjEyNjgLTmFtZU1lLjEyNjkLTmFtZU1lLjEyNzALTmFtZU1lLjEyNzELTmFtZU1lLjEyNzILTmFtZU1lLjEyNzMLTmFtZU1lLjEyNzQLTmFtZU1lLjEyNzULTmFtZU1lLjEyNzYLTmFtZU1lLjEyNzcLTmFtZU1lLjEyNzgLTmFtZU1lLjEyNzkLTmFtZU1lLjEyODALTmFtZU1lLjEyODELTmFtZU1lLjEyODILTmFtZU1lLjEyODMLTmFtZU1lLjEyODQLTmFtZU1lLjEyODULTmFtZU1lLjEyODYLTmFtZU1lLjEyODcLTmFtZU1lLjEyODgLTmFtZU1lLjEyODkLTmFtZU1lLjEyOTALTmFtZU1lLjEyOTELTmFtZU1lLjEyOTILTmFtZU1lLjEyOTMLTmFtZU1lLjEyOTQLTmFtZU1lLjEyOTULTmFtZU1lLjEyOTYLTmFtZU1lLjEyOTcLTmFtZU1lLjEyOTgLTmFtZU1lLjEyOTkLTmFtZU1lLjEzMDALTmFtZU1lLjEzMDELTmFtZU1lLjEzMDILTmFtZU1lLjEzMDMLTmFtZU1lLjEzMDQLTmFtZU1lLjEzMDULTmFtZU1lLjEzMDYLTmFtZU1lLjEzMDcLTmFtZU1lLjEzMDgLTmFtZU1lLjEzMDkLTmFtZU1lLjEzMTALTmFtZU1lLjEzMTELTmFtZU1lLjEzMTILTmFtZU1lLjEzMTMLTmFtZU1lLjEzMTQLTmFtZU1lLjEzMTULTmFtZU1lLjEzMTYLTmFtZU1lLjEzMTcLTmFtZU1lLjEzMTgLTmFtZU1lLjEzMTkLTmFtZU1lLjEzMjALTmFtZU1lLjEzMjELTmFtZU1lLjEzMjILTmFtZU1lLjEzMjMLTmFtZU1lLjEzMjQLTmFtZU1lLjEzMjULTmFtZU1lLjEzMjYLTmFtZU1lLjEzMjcLTmFtZU1lLjEzMjgLTmFtZU1lLjEzMjkLTmFtZU1lLjEzMzALTmFtZU1lLjEzMzELTmFtZU1lLjEzMzILTmFtZU1lLjEzMzMLTmFtZU1lLjEzMzQLTmFtZU1lLjEzMzULTmFtZU1lLjEzMzYLTmFtZU1lLjEzMzcLTmFtZU1lLjEzMzgLTmFtZU1lLjEzMzkLTmFtZU1lLjEzNDALTmFtZU1lLjEzNDELTmFtZU1lLjEzNDILTmFtZU1lLjEzNDMLTmFtZU1lLjEzNDQLTmFtZU1lLjEzNDULTmFtZU1lLjEzNDYLTmFtZU1lLjEzNDcLTmFtZU1lLjEzNDgLTmFtZU1lLjEzNDkLTmFtZU1lLjEzNTALTmFtZU1lLjEzNTELTmFtZU1lLjEzNTILTmFtZU1lLjEzNTMLTmFtZU1lLjEzNTQLTmFtZU1lLjEzNTULTmFtZU1lLjEzNTYLTmFtZU1lLjEzNTcLTmFtZU1lLjEzNTgLTmFtZU1lLjEzNTkLTmFtZU1lLjEzNjALTmFtZU1lLjEzNjELTmFtZU1lLjEzNjILTmFtZU1lLjEzNjMLTmFtZU1lLjEzNjQLTmFtZU1lLjEzNjULTmFtZU1lLjEzNjYLTmFtZU1lLjEzNjcLTmFtZU1lLjEzNjgLTmFtZU1lLjEzNjkLTmFtZU1lLjEzNzALTmFtZU1lLjEzNzELTmFtZU1lLjEzNzILTmFtZU1lLjEzNzMLTmFtZU1lLjEzNzQLTmFtZU1lLjEzNzULTmFtZU1lLjEzNzYLTmFtZU1lLjEzNzcLTmFtZU1lLjEzNzgLTmFtZU1lLjEzNzkLTmFtZU1lLjEzODALTmFtZU1lLjEzODELTmFtZU1lLjEzODILTmFtZU1lLjEzODMLTmFtZU1lLjEzODQLTmFtZU1lLjEzODULTmFtZU1lLjEzODYLTmFtZU1lLjEzODcLTmFtZU1lLjEzODgLTmFtZU1lLjEzODkLTmFtZU1lLjEzOTALTmFtZU1lLjEzOTELTmFtZU1lLjEzOTILTmFtZU1lLjEzOTMLTmFtZU1lLjEzOTQLTmFtZU1lLjEzOTULTmFtZU1lLjEzOTYLTmFtZU1lLjEzOTcLTmFtZU1lLjEzOTgLTmFtZU1lLjEzOTkLTmFtZU1lLjE0MDALTmFtZU1lLjE0MDELTmFtZU1lLjE0MDILTmFtZU1lLjE0MDMLTmFtZU1lLjE0MDQLTmFtZU1lLjE0MDULTmFtZU1lLjE0MDYLTmFtZU1lLjE0MDcLTmFtZU1lLjE0MDgLTmFtZU1lLjE0MDkLTmFtZU1lLjE0MTALTmFtZU1lLjE0MTELTmFtZU1lLjE0MTILTmFtZU1lLjE0MTMLTmFtZU1lLjE0MTQLTmFtZU1lLjE0MTULTmFtZU1lLjE0MTYLTmFtZU1lLjE0MTcLTmFtZU1lLjE0MTgLTmFtZU1lLjE0MTkLTmFtZU1lLjE0MjALTmFtZU1lLjE0MjELTmFtZU1lLjE0MjILTmFtZU1lLjE0MjMLTmFtZU1lLjE0MjQLTmFtZU1lLjE0MjULTmFtZU1lLjE0MjYLTmFtZU1lLjE0MjcLTmFtZU1lLjE0MjgLTmFtZU1lLjE0MjkLTmFtZU1lLjE0MzALTmFtZU1lLjE0MzELTmFtZU1lLjE0MzILTmFtZU1lLjE0MzMLTmFtZU1lLjE0MzQLTmFtZU1lLjE0MzULTmFtZU1lLjE0MzYLTmFtZU1lLjE0MzcLTmFtZU1lLjE0MzgLTmFtZU1lLjE0MzkLTmFtZU1lLjE0NDALTmFtZU1lLjE0NDELTmFtZU1lLjE0NDILTmFtZU1lLjE0NDMLTmFtZU1lLjE0NDQLTmFtZU1lLjE0NDULTmFtZU1lLjE0NDYLTmFtZU1lLjE0NDcLTmFtZU1lLjE0NDgLTmFtZU1lLjE0NDkLTmFtZU1lLjE0NTALTmFtZU1lLjE0NTELTmFtZU1lLjE0NTILTmFtZU1lLjE0NTMLTmFtZU1lLjE0NTQLTmFtZU1lLjE0NTULTmFtZU1lLjE0NTYLTmFtZU1lLjE0NTcLTmFtZU1lLjE0NTgLTmFtZU1lLjE0NTkLTmFtZU1lLjE0NjALTmFtZU1lLjE0NjELTmFtZU1lLjE0NjILTmFtZU1lLjE0NjMLTmFtZU1lLjE0NjQLTmFtZU1lLjE0NjULTmFtZU1lLjE0NjYLTmFtZU1lLjE0NjcLTmFtZU1lLjE0NjgLTmFtZU1lLjE0NjkLTmFtZU1lLjE0NzALTmFtZU1lLjE0NzELTmFtZU1lLjE0NzILTmFtZU1lLjE0NzMLTmFtZU1lLjE0NzQLTmFtZU1lLjE0NzULTmFtZU1lLjE0NzYLTmFtZU1lLjE0NzcLTmFtZU1lLjE0NzgLTmFtZU1lLjE0NzkLTmFtZU1lLjE0ODALTmFtZU1lLjE0ODELTmFtZU1lLjE0ODILTmFtZU1lLjE0ODMLTmFtZU1lLjE0ODQLTmFtZU1lLjE0ODULTmFtZU1lLjE0ODYLTmFtZU1lLjE0ODcLTmFtZU1lLjE0ODgLTmFtZU1lLjE0ODkLTmFtZU1lLjE0OTALTmFtZU1lLjE0OTELTmFtZU1lLjE0OTILTmFtZU1lLjE0OTMLTmFtZU1lLjE0OTQLTmFtZU1lLjE0OTULTmFtZU1lLjE0OTYLTmFtZU1lLjE0OTcLTmFtZU1lLjE0OTgLTmFtZU1lLjE0OTkLTmFtZU1lLjE1MDALTmFtZU1lLjE1MDELTmFtZU1lLjE1MDILTmFtZU1lLjE1MDMLTmFtZU1lLjE1MDQLTmFtZU1lLjE1MDULTmFtZU1lLjE1MDYLTmFtZU1lLjE1MDcLTmFtZU1lLjE1MDgLTmFtZU1lLjE1MDkLTmFtZU1lLjE1MTALTmFtZU1lLjE1MTELTmFtZU1lLjE1MTILTmFtZU1lLjE1MTMLTmFtZU1lLjE1MTQLTmFtZU1lLjE1MTULTmFtZU1lLjE1MTYLTmFtZU1lLjE1MTcLTmFtZU1lLjE1MTgLTmFtZU1lLjE1MTkLTmFtZU1lLjE1MjALTmFtZU1lLjE1MjELTmFtZU1lLjE1MjILTmFtZU1lLjE1MjMLTmFtZU1lLjE1MjQLTmFtZU1lLjE1MjULTmFtZU1lLjE1MjYLTmFtZU1lLjE1MjcLTmFtZU1lLjE1MjgLTmFtZU1lLjE1MjkLTmFtZU1lLjE1MzALTmFtZU1lLjE1MzELTmFtZU1lLjE1MzILTmFtZU1lLjE1MzMLTmFtZU1lLjE1MzQLTmFtZU1lLjE1MzULTmFtZU1lLjE1MzYLTmFtZU1lLjE1MzcLTmFtZU1lLjE1MzgLTmFtZU1lLjE1MzkLTmFtZU1lLjE1NDALTmFtZU1lLjE1NDELTmFtZU1lLjE1NDILTmFtZU1lLjE1NDMLTmFtZU1lLjE1NDQLTmFtZU1lLjE1NDULTmFtZU1lLjE1NDYLTmFtZU1lLjE1NDcLTmFtZU1lLjE1NDgLTmFtZU1lLjE1NDkLTmFtZU1lLjE1NTALTmFtZU1lLjE1NTELTmFtZU1lLjE1NTILTmFtZU1lLjE1NTMLTmFtZU1lLjE1NTQLTmFtZU1lLjE1NTULTmFtZU1lLjE1NTYLTmFtZU1lLjE1NTcLTmFtZU1lLjE1NTgLTmFtZU1lLjE1NTkLTmFtZU1lLjE1NjALTmFtZU1lLjE1NjELTmFtZU1lLjE1NjILTmFtZU1lLjE1NjMLTmFtZU1lLjE1NjQLTmFtZU1lLjE1NjULTmFtZU1lLjE1NjYLTmFtZU1lLjE1NjcLTmFtZU1lLjE1NjgLTmFtZU1lLjE1NjkLTmFtZU1lLjE1NzALTmFtZU1lLjE1NzELTmFtZU1lLjE1NzILTmFtZU1lLjE1NzMLTmFtZU1lLjE1NzQLTmFtZU1lLjE1NzULTmFtZU1lLjE1NzYLTmFtZU1lLjE1NzcLTmFtZU1lLjE1NzgLTmFtZU1lLjE1NzkLTmFtZU1lLjE1ODALTmFtZU1lLjE1ODELTmFtZU1lLjE1ODILTmFtZU1lLjE1ODMLTmFtZU1lLjE1ODQLTmFtZU1lLjE1ODULTmFtZU1lLjE1ODYLTmFtZU1lLjE1ODcLTmFtZU1lLjE1ODgLTmFtZU1lLjE1ODkLTmFtZU1lLjE1OTALTmFtZU1lLjE1OTELTmFtZU1lLjE1OTILTmFtZU1lLjE1OTMLTmFtZU1lLjE1OTQLTmFtZU1lLjE1OTULTmFtZU1lLjE1OTYLTmFtZU1lLjE1OTcLTmFtZU1lLjE1OTgLTmFtZU1lLjE1OTkLTmFtZU1lLjE2MDALTmFtZU1lLjE2MDELTmFtZU1lLjE2MDILTmFtZU1lLjE2MDMLTmFtZU1lLjE2MDQLTmFtZU1lLjE2MDULTmFtZU1lLjE2MDYLTmFtZU1lLjE2MDcLTmFtZU1lLjE2MDgLTmFtZU1lLjE2MDkLTmFtZU1lLjE2MTALTmFtZU1lLjE2MTELTmFtZU1lLjE2MTILTmFtZU1lLjE2MTMLTmFtZU1lLjE2MTQLTmFtZU1lLjE2MTULTmFtZU1lLjE2MTYLTmFtZU1lLjE2MTcLTmFtZU1lLjE2MTgLTmFtZU1lLjE2MTkLTmFtZU1lLjE2MjALTmFtZU1lLjE2MjELTmFtZU1lLjE2MjILTmFtZU1lLjE2MjMLTmFtZU1lLjE2MjQLTmFtZU1lLjE2MjULTmFtZU1lLjE2MjYLTmFtZU1lLjE2MjcLTmFtZU1lLjE2MjgLTmFtZU1lLjE2MjkLTmFtZU1lLjE2MzALTmFtZU1lLjE2MzELTmFtZU1lLjE2MzILTmFtZU1lLjE2MzMLTmFtZU1lLjE2MzQLTmFtZU1lLjE2MzULTmFtZU1lLjE2MzYLTmFtZU1lLjE2MzcLTmFtZU1lLjE2MzgLTmFtZU1lLjE2MzkLTmFtZU1lLjE2NDALTmFtZU1lLjE2NDELTmFtZU1lLjE2NDILTmFtZU1lLjE2NDMLTmFtZU1lLjE2NDQLTmFtZU1lLjE2NDULTmFtZU1lLjE2NDYLTmFtZU1lLjE2NDcLTmFtZU1lLjE2NDgLTmFtZU1lLjE2NDkLTmFtZU1lLjE2NTALTmFtZU1lLjE2NTELTmFtZU1lLjE2NTILTmFtZU1lLjE2NTMLTmFtZU1lLjE2NTQLTmFtZU1lLjE2NTULTmFtZU1lLjE2NTYLTmFtZU1lLjE2NTcLTmFtZU1lLjE2NTgLTmFtZU1lLjE2NTkLTmFtZU1lLjE2NjALTmFtZU1lLjE2NjELTmFtZU1lLjE2NjILTmFtZU1lLjE2NjMLTmFtZU1lLjE2NjQLTmFtZU1lLjE2NjULTmFtZU1lLjE2NjYLTmFtZU1lLjE2NjcLTmFtZU1lLjE2NjgLTmFtZU1lLjE2NjkLTmFtZU1lLjE2NzALTmFtZU1lLjE2NzELTmFtZU1lLjE2NzILTmFtZU1lLjE2NzMLTmFtZU1lLjE2NzQLTmFtZU1lLjE2NzULTmFtZU1lLjE2NzYLTmFtZU1lLjE2NzcLTmFtZU1lLjE2NzgLTmFtZU1lLjE2NzkLTmFtZU1lLjE2ODALTmFtZU1lLjE2ODELTmFtZU1lLjE2ODILTmFtZU1lLjE2ODMLTmFtZU1lLjE2ODQLTmFtZU1lLjE2ODULTmFtZU1lLjE2ODYLTmFtZU1lLjE2ODcLTmFtZU1lLjE2ODgLTmFtZU1lLjE2ODkLTmFtZU1lLjE2OTALTmFtZU1lLjE2OTELTmFtZU1lLjE2OTILTmFtZU1lLjE2OTMLTmFtZU1lLjE2OTQLTmFtZU1lLjE2OTULTmFtZU1lLjE2OTYLTmFtZU1lLjE2OTcLTmFtZU1lLjE2OTgLTmFtZU1lLjE2OTkLTmFtZU1lLjE3MDALTmFtZU1lLjE3MDELTmFtZU1lLjE3MDILTmFtZU1lLjE3MDMLTmFtZU1lLjE3MDQLTmFtZU1lLjE3MDULTmFtZU1lLjE3MDYLTmFtZU1lLjE3MDcLTmFtZU1lLjE3MDgLTmFtZU1lLjE3MDkLTmFtZU1lLjE3MTALTmFtZU1lLjE3MTELTmFtZU1lLjE3MTILTmFtZU1lLjE3MTMLTmFtZU1lLjE3MTQLTmFtZU1lLjE3MTULTmFtZU1lLjE3MTYLTmFtZU1lLjE3MTcLTmFtZU1lLjE3MTgLTmFtZU1lLjE3MTkLTmFtZU1lLjE3MjALTmFtZU1lLjE3MjELTmFtZU1lLjE3MjILTmFtZU1lLjE3MjMLTmFtZU1lLjE3MjQLTmFtZU1lLjE3MjULTmFtZU1lLjE3MjYLTmFtZU1lLjE3MjcLTmFtZU1lLjE3MjgLTmFtZU1lLjE3MjkLTmFtZU1lLjE3MzALTmFtZU1lLjE3MzELTmFtZU1lLjE3MzILTmFtZU1lLjE3MzMLTmFtZU1lLjE3MzQLTmFtZU1lLjE3MzULTmFtZU1lLjE3MzYLTmFtZU1lLjE3MzcLTmFtZU1lLjE3MzgLTmFtZU1lLjE3MzkLTmFtZU1lLjE3NDALTmFtZU1lLjE3NDELTmFtZU1lLjE3NDILTmFtZU1lLjE3NDMLTmFtZU1lLjE3NDQLTmFtZU1lLjE3NDULTmFtZU1lLjE3NDYLTmFtZU1lLjE3NDcLTmFtZU1lLjE3NDgLTmFtZU1lLjE3NDkLTmFtZU1lLjE3NTALTmFtZU1lLjE3NTELTmFtZU1lLjE3NTILTmFtZU1lLjE3NTMLTmFtZU1lLjE3NTQLTmFtZU1lLjE3NTULTmFtZU1lLjE3NTYLTmFtZU1lLjE3NTcLTmFtZU1lLjE3NTgLTmFtZU1lLjE3NTkLTmFtZU1lLjE3NjALTmFtZU1lLjE3NjELTmFtZU1lLjE3NjILTmFtZU1lLjE3NjMLTmFtZU1lLjE3NjQLTmFtZU1lLjE3NjULTmFtZU1lLjE3NjYLTmFtZU1lLjE3NjcLTmFtZU1lLjE3NjgLTmFtZU1lLjE3NjkLTmFtZU1lLjE3NzALTmFtZU1lLjE3NzELTmFtZU1lLjE3NzILTmFtZU1lLjE3NzMLTmFtZU1lLjE3NzQLTmFtZU1lLjE3NzULTmFtZU1lLjE3NzYLTmFtZU1lLjE3NzcLTmFtZU1lLjE3NzgLTmFtZU1lLjE3NzkLTmFtZU1lLjE3ODALTmFtZU1lLjE3ODELTmFtZU1lLjE3ODILTmFtZU1lLjE3ODMLTmFtZU1lLjE3ODQLTmFtZU1lLjE3ODULTmFtZU1lLjE3ODYLTmFtZU1lLjE3ODcLTmFtZU1lLjE3ODgLTmFtZU1lLjE3ODkLTmFtZU1lLjE3OTALTmFtZU1lLjE3OTELTmFtZU1lLjE3OTILTmFtZU1lLjE3OTMLTmFtZU1lLjE3OTQLTmFtZU1lLjE3OTULTmFtZU1lLjE3OTYLTmFtZU1lLjE3OTcLTmFtZU1lLjE3OTgLTmFtZU1lLjE3OTkLTmFtZU1lLjE4MDALTmFtZU1lLjE4MDELTmFtZU1lLjE4MDILTmFtZU1lLjE4MDMLTmFtZU1lLjE4MDQLTmFtZU1lLjE4MDULTmFtZU1lLjE4MDYLTmFtZU1lLjE4MDcLTmFtZU1lLjE4MDgLTmFtZU1lLjE4MDkLTmFtZU1lLjE4MTALTmFtZU1lLjE4MTELTmFtZU1lLjE4MTILTmFtZU1lLjE4MTMLTmFtZU1lLjE4MTQLTmFtZU1lLjE4MTULTmFtZU1lLjE4MTYLTmFtZU1lLjE4MTcLTmFtZU1lLjE4MTgLTmFtZU1lLjE4MTkLTmFtZU1lLjE4MjALTmFtZU1lLjE4MjELTmFtZU1lLjE4MjILTmFtZU1lLjE4MjMLTmFtZU1lLjE4MjQLTmFtZU1lLjE4MjULTmFtZU1lLjE4MjYLTmFtZU1lLjE4MjcLTmFtZU1lLjE4MjgLTmFtZU1lLjE4MjkLTmFtZU1lLjE4MzALTmFtZU1lLjE4MzELTmFtZU1lLjE4MzILTmFtZU1lLjE4MzMLTmFtZU1lLjE4MzQLTmFtZU1lLjE4MzULTmFtZU1lLjE4MzYLTmFtZU1lLjE4MzcLTmFtZU1lLjE4MzgLTmFtZU1lLjE4MzkLTmFtZU1lLjE4NDALTmFtZU1lLjE4NDELTmFtZU1lLjE4NDILTmFtZU1lLjE4NDMLTmFtZU1lLjE4NDQLTmFtZU1lLjE4NDULTmFtZU1lLjE4NDYLTmFtZU1lLjE4NDcLTmFtZU1lLjE4NDgLTmFtZU1lLjE4NDkLTmFtZU1lLjE4NTALTmFtZU1lLjE4NTELTmFtZU1lLjE4NTILTmFtZU1lLjE4NTMLTmFtZU1lLjE4NTQLTmFtZU1lLjE4NTULTmFtZU1lLjE4NTYLTmFtZU1lLjE4NTcLTmFtZU1lLjE4NTgLTmFtZU1lLjE4NTkLTmFtZU1lLjE4NjALTmFtZU1lLjE4NjELTmFtZU1lLjE4NjILTmFtZU1lLjE4NjMLTmFtZU1lLjE4NjQLTmFtZU1lLjE4NjULTmFtZU1lLjE4NjYLTmFtZU1lLjE4NjcLTmFtZU1lLjE4NjgLTmFtZU1lLjE4NjkLTmFtZU1lLjE4NzALTmFtZU1lLjE4NzELTmFtZU1lLjE4NzILTmFtZU1lLjE4NzMLTmFtZU1lLjE4NzQLTmFtZU1lLjE4NzULTmFtZU1lLjE4NzYLTmFtZU1lLjE4NzcLTmFtZU1lLjE4NzgLTmFtZU1lLjE4NzkLTmFtZU1lLjE4ODALTmFtZU1lLjE4ODELTmFtZU1lLjE4ODILTmFtZU1lLjE4ODMLTmFtZU1lLjE4ODQLTmFtZU1lLjE4ODULTmFtZU1lLjE4ODYLTmFtZU1lLjE4ODcLTmFtZU1lLjE4ODgLTmFtZU1lLjE4ODkLTmFtZU1lLjE4OTALTmFtZU1lLjE4OTELTmFtZU1lLjE4OTILTmFtZU1lLjE4OTMLTmFtZU1lLjE4OTQLTmFtZU1lLjE4OTULTmFtZU1lLjE4OTYLTmFtZU1lLjE4OTcLTmFtZU1lLjE4OTgLTmFtZU1lLjE4OTkLTmFtZU1lLjE5MDALTmFtZU1lLjE5MDELTmFtZU1lLjE5MDILTmFtZU1lLjE5MDMLTmFtZU1lLjE5MDQLTmFtZU1lLjE5MDULTmFtZU1lLjE5MDYLTmFtZU1lLjE5MDcLTmFtZU1lLjE5MDgLTmFtZU1lLjE5MDkLTmFtZU1lLjE5MTALTmFtZU1lLjE5MTELTmFtZU1lLjE5MTILTmFtZU1lLjE5MTMLTmFtZU1lLjE5MTQLTmFtZU1lLjE5MTULTmFtZU1lLjE5MTYLTmFtZU1lLjE5MTcLTmFtZU1lLjE5MTgLTmFtZU1lLjE5MTkLTmFtZU1lLjE5MjALTmFtZU1lLjE5MjELTmFtZU1lLjE5MjILTmFtZU1lLjE5MjMLTmFtZU1lLjE5MjQLTmFtZU1lLjE5MjULTmFtZU1lLjE5MjYLTmFtZU1lLjE5MjcLTmFtZU1lLjE5MjgLTmFtZU1lLjE5MjkLTmFtZU1lLjE5MzALTmFtZU1lLjE5MzELTmFtZU1lLjE5MzILTmFtZU1lLjE5MzMLTmFtZU1lLjE5MzQLTmFtZU1lLjE5MzULTmFtZU1lLjE5MzYLTmFtZU1lLjE5MzcLTmFtZU1lLjE5MzgLTmFtZU1lLjE5MzkLTmFtZU1lLjE5NDALTmFtZU1lLjE5NDELTmFtZU1lLjE5NDILTmFtZU1lLjE5NDMLTmFtZU1lLjE5NDQLTmFtZU1lLjE5NDULTmFtZU1lLjE5NDYLTmFtZU1lLjE5NDcLTmFtZU1lLjE5NDgLTmFtZU1lLjE5NDkLTmFtZU1lLjE5NTALTmFtZU1lLjE5NTELTmFtZU1lLjE5NTILTmFtZU1lLjE5NTMLTmFtZU1lLjE5NTQLTmFtZU1lLjE5NTULTmFtZU1lLjE5NTYLTmFtZU1lLjE5NTcLTmFtZU1lLjE5NTgLTmFtZU1lLjE5NTkLTmFtZU1lLjE5NjALTmFtZU1lLjE5NjELTmFtZU1lLjE5NjILTmFtZU1lLjE5NjMLTmFtZU1lLjE5NjQLTmFtZU1lLjE5NjULTmFtZU1lLjE5NjYLTmFtZU1lLjE5NjcLTmFtZU1lLjE5NjgLTmFtZU1lLjE5NjkLTmFtZU1lLjE5NzALTmFtZU1lLjE5NzELTmFtZU1lLjE5NzILTmFtZU1lLjE5NzMLTmFtZU1lLjE5NzQLTmFtZU1lLjE5NzULTmFtZU1lLjE5NzYLTmFtZU1lLjE5NzcLTmFtZU1lLjE5NzgLTmFtZU1lLjE5NzkLTmFtZU1lLjE5ODALTmFtZU1lLjE5ODELTmFtZU1lLjE5ODILTmFtZU1lLjE5ODMLTmFtZU1lLjE5ODQLTmFtZU1lLjE5ODULTmFtZU1lLjE5ODYLTmFtZU1lLjE5ODcLTmFtZU1lLjE5ODgLTmFtZU1lLjE5ODkLTmFtZU1lLjE5OTALTmFtZU1lLjE5OTELTmFtZU1lLjE5OTILTmFtZU1lLjE5OTMLTmFtZU1lLjE5OTQLTmFtZU1lLjE5OTULTmFtZU1lLjE5OTYLTmFtZU1lLjE5OTcLTmFtZU1lLjE5OTgLTmFtZU1lLjE5OTkLTmFtZU1lLjIwMDALTmFtZU1lLjIwMDELTmFtZU1lLjIwMDILTmFtZU1lLjIwMDMLTmFtZU1lLjIwMDQLTmFtZU1lLjIwMDULTmFtZU1lLjIwMDYLTmFtZU1lLjIwMDcLTmFtZU1lLjIwMDgLTmFtZU1lLjIwMDkLTmFtZU1lLjIwMTALTmFtZU1lLjIwMTELTmFtZU1lLjIwMTILTmFtZU1lLjIwMTMLTmFtZU1lLjIwMTQLTmFtZU1lLjIwMTULTmFtZU1lLjIwMTYLTmFtZU1lLjIwMTcLTmFtZU1lLjIwMTgLTmFtZU1lLjIwMTkLTmFtZU1lLjIwMjALTmFtZU1lLjIwMjELTmFtZU1lLjIwMjILTmFtZU1lLjIwMjMLTmFtZU1lLjIwMjQLTmFtZU1lLjIwMjULTmFtZU1lLjIwMjYLTmFtZU1lLjIwMjcLTmFtZU1lLjIwMjgLTmFtZU1lLjIwMjkLTmFtZU1lLjIwMzALTmFtZU1lLjIwMzELTmFtZU1lLjIwMzILTmFtZU1lLjIwMzMLTmFtZU1lLjIwMzQLTmFtZU1lLjIwMzULTmFtZU1lLjIwMzYLTmFtZU1lLjIwMzcLTmFtZU1lLjIwMzgLTmFtZU1lLjIwMzkLTmFtZU1lLjIwNDALTmFtZU1lLjIwNDELTmFtZU1lLjIwNDILTmFtZU1lLjIwNDMLTmFtZU1lLjIwNDQLTmFtZU1lLjIwNDULTmFtZU1lLjIwNDYLTmFtZU1lLjIwNDcLTmFtZU1lLjIwNDgLTmFtZU1lLjIwNDkLTmFtZU1lLjIwNTALTmFtZU1lLjIwNTELTmFtZU1lLjIwNTILTmFtZU1lLjIwNTMLTmFtZU1lLjIwNTQLTmFtZU1lLjIwNTULTmFtZU1lLjIwNTYLTmFtZU1lLjIwNTcLTmFtZU1lLjIwNTgLTmFtZU1lLjIwNTkLTmFtZU1lLjIwNjALTmFtZU1lLjIwNjELTmFtZU1lLjIwNjILTmFtZU1lLjIwNjMLTmFtZU1lLjIwNjQLTmFtZU1lLjIwNjULTmFtZU1lLjIwNjYLTmFtZU1lLjIwNjcLTmFtZU1lLjIwNjgLTmFtZU1lLjIwNjkLTmFtZU1lLjIwNzALTmFtZU1lLjIwNzELTmFtZU1lLjIwNzILTmFtZU1lLjIwNzMLTmFtZU1lLjIwNzQLTmFtZU1lLjIwNzULTmFtZU1lLjIwNzYLTmFtZU1lLjIwNzcLTmFtZU1lLjIwNzgLTmFtZU1lLjIwNzkLTmFtZU1lLjIwODALTmFtZU1lLjIwODELTmFtZU1lLjIwODILTmFtZU1lLjIwODMLTmFtZU1lLjIwODQLTmFtZU1lLjIwODULTmFtZU1lLjIwODYLTmFtZU1lLjIwODcLTmFtZU1lLjIwODgLTmFtZU1lLjIwODkLTmFtZU1lLjIwOTALTmFtZU1lLjIwOTELTmFtZU1lLjIwOTILTmFtZU1lLjIwOTMLTmFtZU1lLjIwOTQLTmFtZU1lLjIwOTULTmFtZU1lLjIwOTYLTmFtZU1lLjIwOTcLTmFtZU1lLjIwOTgLTmFtZU1lLjIwOTkLTmFtZU1lLjIxMDALTmFtZU1lLjIxMDELTmFtZU1lLjIxMDILTmFtZU1lLjIxMDMLTmFtZU1lLjIxMDQLTmFtZU1lLjIxMDULTmFtZU1lLjIxMDYLTmFtZU1lLjIxMDcLTmFtZU1lLjIxMDgLTmFtZU1lLjIxMDkLTmFtZU1lLjIxMTALTmFtZU1lLjIxMTELTmFtZU1lLjIxMTILTmFtZU1lLjIxMTMLTmFtZU1lLjIxMTQLTmFtZU1lLjIxMTULTmFtZU1lLjIxMTYLTmFtZU1lLjIxMTcLTmFtZU1lLjIxMTgLTmFtZU1lLjIxMTkLTmFtZU1lLjIxMjALTmFtZU1lLjIxMjELTmFtZU1lLjIxMjILTmFtZU1lLjIxMjMLTmFtZU1lLjIxMjQLTmFtZU1lLjIxMjULTmFtZU1lLjIxMjYLTmFtZU1lLjIxMjcLTmFtZU1lLjIxMjgLTmFtZU1lLjIxMjkLTmFtZU1lLjIxMzALTmFtZU1lLjIxMzELTmFtZU1lLjIxMzILTmFtZU1lLjIxMzMLTmFtZU1lLjIxMzQLTmFtZU1lLjIxMzULTmFtZU1lLjIxMzYLTmFtZU1lLjIxMzcLTmFtZU1lLjIxMzgLTmFtZU1lLjIxMzkLTmFtZU1lLjIxNDALTmFtZU1lLjIxNDELTmFtZU1lLjIxNDILTmFtZU1lLjIxNDMLTmFtZU1lLjIxNDQLTmFtZU1lLjIxNDULTmFtZU1lLjIxNDYLTmFtZU1lLjIxNDcLTmFtZU1lLjIxNDgLTmFtZU1lLjIxNDkLTmFtZU1lLjIxNTALTmFtZU1lLjIxNTELTmFtZU1lLjIxNTILTmFtZU1lLjIxNTMLTmFtZU1lLjIxNTQLTmFtZU1lLjIxNTULTmFtZU1lLjIxNTYLTmFtZU1lLjIxNTcLTmFtZU1lLjIxNTgLTmFtZU1lLjIxNTkLTmFtZU1lLjIxNjALTmFtZU1lLjIxNjELTmFtZU1lLjIxNjILTmFtZU1lLjIxNjMLTmFtZU1lLjIxNjQLTmFtZU1lLjIxNjULTmFtZU1lLjIxNjYLTmFtZU1lLjIxNjcLTmFtZU1lLjIxNjgLTmFtZU1lLjIxNjkLTmFtZU1lLjIxNzALTmFtZU1lLjIxNzELTmFtZU1lLjIxNzILTmFtZU1lLjIxNzMLTmFtZU1lLjIxNzQLTmFtZU1lLjIxNzULTmFtZU1lLjIxNzYLTmFtZU1lLjIxNzcLTmFtZU1lLjIxNzgLTmFtZU1lLjIxNzkLTmFtZU1lLjIxODALTmFtZU1lLjIxODELTmFtZU1lLjIxODILTmFtZU1lLjIxODMLTmFtZU1lLjIxODQLTmFtZU1lLjIxODULTmFtZU1lLjIxODYLTmFtZU1lLjIxODcLTmFtZU1lLjIxODgLTmFtZU1lLjIxODkLTmFtZU1lLjIxOTALTmFtZU1lLjIxOTELTmFtZU1lLjIxOTILTmFtZU1lLjIxOTMLTmFtZU1lLjIxOTQLTmFtZU1lLjIxOTULTmFtZU1lLjIxOTYLTmFtZU1lLjIxOTcLTmFtZU1lLjIxOTgLTmFtZU1lLjIxOTkLTmFtZU1lLjIyMDALTmFtZU1lLjIyMDELTmFtZU1lLjIyMDILTmFtZU1lLjIyMDMLTmFtZU1lLjIyMDQLTmFtZU1lLjIyMDULTmFtZU1lLjIyMDYLTmFtZU1lLjIyMDcLTmFtZU1lLjIyMDgLTmFtZU1lLjIyMDkLTmFtZU1lLjIyMTALTmFtZU1lLjIyMTELTmFtZU1lLjIyMTILTmFtZU1lLjIyMTMLTmFtZU1lLjIyMTQLTmFtZU1lLjIyMTULTmFtZU1lLjIyMTYLTmFtZU1lLjIyMTcLTmFtZU1lLjIyMTgLTmFtZU1lLjIyMTkLTmFtZU1lLjIyMjALTmFtZU1lLjIyMjELTmFtZU1lLjIyMjILTmFtZU1lLjIyMjMLTmFtZU1lLjIyMjQLTmFtZU1lLjIyMjULTmFtZU1lLjIyMjYLTmFtZU1lLjIyMjcLTmFtZU1lLjIyMjgLTmFtZU1lLjIyMjkLTmFtZU1lLjIyMzALTmFtZU1lLjIyMzELTmFtZU1lLjIyMzILTmFtZU1lLjIyMzMLTmFtZU1lLjIyMzQLTmFtZU1lLjIyMzULTmFtZU1lLjIyMzYLTmFtZU1lLjIyMzcLTmFtZU1lLjIyMzgLTmFtZU1lLjIyMzkLTmFtZU1lLjIyNDALTmFtZU1lLjIyNDELTmFtZU1lLjIyNDILTmFtZU1lLjIyNDMLTmFtZU1lLjIyNDQLTmFtZU1lLjIyNDULTmFtZU1lLjIyNDYLTmFtZU1lLjIyNDcLTmFtZU1lLjIyNDgLTmFtZU1lLjIyNDkLTmFtZU1lLjIyNTALTmFtZU1lLjIyNTELTmFtZU1lLjIyNTILTmFtZU1lLjIyNTMLTmFtZU1lLjIyNTQLTmFtZU1lLjIyNTULTmFtZU1lLjIyNTYLTmFtZU1lLjIyNTcLTmFtZU1lLjIyNTgLTmFtZU1lLjIyNTkLTmFtZU1lLjIyNjALTmFtZU1lLjIyNjELTmFtZU1lLjIyNjILTmFtZU1lLjIyNjMLTmFtZU1lLjIyNjQLTmFtZU1lLjIyNjULTmFtZU1lLjIyNjYLTmFtZU1lLjIyNjcLTmFtZU1lLjIyNjgLTmFtZU1lLjIyNjkLTmFtZU1lLjIyNzALTmFtZU1lLjIyNzELTmFtZU1lLjIyNzILTmFtZU1lLjIyNzMLTmFtZU1lLjIyNzQLTmFtZU1lLjIyNzULTmFtZU1lLjIyNzYLTmFtZU1lLjIyNzcLTmFtZU1lLjIyNzgLTmFtZU1lLjIyNzkLTmFtZU1lLjIyODALTmFtZU1lLjIyODELTmFtZU1lLjIyODILTmFtZU1lLjIyODMLTmFtZU1lLjIyODQLTmFtZU1lLjIyODULTmFtZU1lLjIyODYLTmFtZU1lLjIyODcLTmFtZU1lLjIyODgLTmFtZU1lLjIyODkLTmFtZU1lLjIyOTALTmFtZU1lLjIyOTELTmFtZU1lLjIyOTILTmFtZU1lLjIyOTMLTmFtZU1lLjIyOTQLTmFtZU1lLjIyOTULTmFtZU1lLjIyOTYLTmFtZU1lLjIyOTcLTmFtZU1lLjIyOTgLTmFtZU1lLjIyOTkLTmFtZU1lLjIzMDALTmFtZU1lLjIzMDELTmFtZU1lLjIzMDILTmFtZU1lLjIzMDMLTmFtZU1lLjIzMDQLTmFtZU1lLjIzMDULTmFtZU1lLjIzMDYLTmFtZU1lLjIzMDcLTmFtZU1lLjIzMDgLTmFtZU1lLjIzMDkLTmFtZU1lLjIzMTALTmFtZU1lLjIzMTELTmFtZU1lLjIzMTILTmFtZU1lLjIzMTMLTmFtZU1lLjIzMTQLTmFtZU1lLjIzMTULTmFtZU1lLjIzMTYLTmFtZU1lLjIzMTcLTmFtZU1lLjIzMTgLTmFtZU1lLjIzMTkLTmFtZU1lLjIzMjALTmFtZU1lLjIzMjELTmFtZU1lLjIzMjILTmFtZU1lLjIzMjMLTmFtZU1lLjIzMjQLTmFtZU1lLjIzMjULTmFtZU1lLjIzMjYLTmFtZU1lLjIzMjcLTmFtZU1lLjIzMjgLTmFtZU1lLjIzMjkLTmFtZU1lLjIzMzALTmFtZU1lLjIzMzELTmFtZU1lLjIzMzILTmFtZU1lLjIzMzMLTmFtZU1lLjIzMzQLTmFtZU1lLjIzMzULTmFtZU1lLjIzMzYLTmFtZU1lLjIzMzcLTmFtZU1lLjIzMzgLTmFtZU1lLjIzMzkLTmFtZU1lLjIzNDALTmFtZU1lLjIzNDELTmFtZU1lLjIzNDILTmFtZU1lLjIzNDMLTmFtZU1lLjIzNDQLTmFtZU1lLjIzNDULTmFtZU1lLjIzNDYLTmFtZU1lLjIzNDcLTmFtZU1lLjIzNDgLTmFtZU1lLjIzNDkLTmFtZU1lLjIzNTALTmFtZU1lLjIzNTELTmFtZU1lLjIzNTILTmFtZU1lLjIzNTMLTmFtZU1lLjIzNTQLTmFtZU1lLjIzNTULTmFtZU1lLjIzNTYLTmFtZU1lLjIzNTcLTmFtZU1lLjIzNTgLTmFtZU1lLjIzNTkLTmFtZU1lLjIzNjALTmFtZU1lLjIzNjELTmFtZU1lLjIzNjILTmFtZU1lLjIzNjMLTmFtZU1lLjIzNjQLTmFtZU1lLjIzNjULTmFtZU1lLjIzNjYLTmFtZU1lLjIzNjcLTmFtZU1lLjIzNjgLTmFtZU1lLjIzNjkLTmFtZU1lLjIzNzALTmFtZU1lLjIzNzELTmFtZU1lLjIzNzILTmFtZU1lLjIzNzMLTmFtZU1lLjIzNzQLTmFtZU1lLjIzNzULTmFtZU1lLjIzNzYLTmFtZU1lLjIzNzcLTmFtZU1lLjIzNzgLTmFtZU1lLjIzNzkLTmFtZU1lLjIzODALTmFtZU1lLjIzODELTmFtZU1lLjIzODILTmFtZU1lLjIzODMLTmFtZU1lLjIzODQLTmFtZU1lLjIzODULTmFtZU1lLjIzODYLTmFtZU1lLjIzODcLTmFtZU1lLjIzODgLTmFtZU1lLjIzODkLTmFtZU1lLjIzOTALTmFtZU1lLjIzOTELTmFtZU1lLjIzOTILTmFtZU1lLjIzOTMLTmFtZU1lLjIzOTQLTmFtZU1lLjIzOTULTmFtZU1lLjIzOTYLTmFtZU1lLjIzOTcLTmFtZU1lLjIzOTgLTmFtZU1lLjIzOTkLTmFtZU1lLjI0MDALTmFtZU1lLjI0MDELTmFtZU1lLjI0MDILTmFtZU1lLjI0MDMLTmFtZU1lLjI0MDQLTmFtZU1lLjI0MDULTmFtZU1lLjI0MDYLTmFtZU1lLjI0MDcLTmFtZU1lLjI0MDgLTmFtZU1lLjI0MDkLTmFtZU1lLjI0MTALTmFtZU1lLjI0MTELTmFtZU1lLjI0MTILTmFtZU1lLjI0MTMLTmFtZU1lLjI0MTQLTmFtZU1lLjI0MTULTmFtZU1lLjI0MTYLTmFtZU1lLjI0MTcLTmFtZU1lLjI0MTgLTmFtZU1lLjI0MTkLTmFtZU1lLjI0MjALTmFtZU1lLjI0MjELTmFtZU1lLjI0MjILTmFtZU1lLjI0MjMLTmFtZU1lLjI0MjQLTmFtZU1lLjI0MjULTmFtZU1lLjI0MjYLTmFtZU1lLjI0MjcLTmFtZU1lLjI0MjgLTmFtZU1lLjI0MjkLTmFtZU1lLjI0MzALTmFtZU1lLjI0MzELTmFtZU1lLjI0MzILTmFtZU1lLjI0MzMLTmFtZU1lLjI0MzQLTmFtZU1lLjI0MzULTmFtZU1lLjI0MzYLTmFtZU1lLjI0MzcLTmFtZU1lLjI0MzgLTmFtZU1lLjI0MzkLTmFtZU1lLjI0NDALTmFtZU1lLjI0NDELTmFtZU1lLjI0NDILTmFtZU1lLjI0NDMLTmFtZU1lLjI0NDQLTmFtZU1lLjI0NDULTmFtZU1lLjI0NDYLTmFtZU1lLjI0NDcLTmFtZU1lLjI0NDgLTmFtZU1lLjI0NDkLTmFtZU1lLjI0NTALTmFtZU1lLjI0NTELTmFtZU1lLjI0NTILTmFtZU1lLjI0NTMLTmFtZU1lLjI0NTQLTmFtZU1lLjI0NTULTmFtZU1lLjI0NTYLTmFtZU1lLjI0NTcLTmFtZU1lLjI0NTgLTmFtZU1lLjI0NTkLTmFtZU1lLjI0NjALTmFtZU1lLjI0NjELTmFtZU1lLjI0NjILTmFtZU1lLjI0NjMLTmFtZU1lLjI0NjQLTmFtZU1lLjI0NjULTmFtZU1lLjI0NjYLTmFtZU1lLjI0NjcLTmFtZU1lLjI0NjgLTmFtZU1lLjI0NjkLTmFtZU1lLjI0NzALTmFtZU1lLjI0NzELTmFtZU1lLjI0NzILTmFtZU1lLjI0NzMLTmFtZU1lLjI0NzQLTmFtZU1lLjI0NzULTmFtZU1lLjI0NzYLTmFtZU1lLjI0NzcLTmFtZU1lLjI0NzgLTmFtZU1lLjI0NzkLTmFtZU1lLjI0ODALTmFtZU1lLjI0ODELTmFtZU1lLjI0ODILTmFtZU1lLjI0ODMLTmFtZU1lLjI0ODQLTmFtZU1lLjI0ODULTmFtZU1lLjI0ODYLTmFtZU1lLjI0ODcLTmFtZU1lLjI0ODgLTmFtZU1lLjI0ODkLTmFtZU1lLjI0OTALTmFtZU1lLjI0OTELTmFtZU1lLjI0OTILTmFtZU1lLjI0OTMLTmFtZU1lLjI0OTQLTmFtZU1lLjI0OTULTmFtZU1lLjI0OTYLTmFtZU1lLjI0OTcLTmFtZU1lLjI0OTgLTmFtZU1lLjI0OTkLTmFtZU1lLjI1MDALTmFtZU1lLjI1MDELTmFtZU1lLjI1MDILTmFtZU1lLjI1MDMLTmFtZU1lLjI1MDQLTmFtZU1lLjI1MDULTmFtZU1lLjI1MDYLTmFtZU1lLjI1MDcLTmFtZU1lLjI1MDgLTmFtZU1lLjI1MDkLTmFtZU1lLjI1MTALTmFtZU1lLjI1MTELTmFtZU1lLjI1MTILTmFtZU1lLjI1MTMLTmFtZU1lLjI1MTQLTmFtZU1lLjI1MTULTmFtZU1lLjI1MTYLTmFtZU1lLjI1MTcLTmFtZU1lLjI1MTgLTmFtZU1lLjI1MTkLTmFtZU1lLjI1MjALTmFtZU1lLjI1MjELTmFtZU1lLjI1MjILTmFtZU1lLjI1MjMLTmFtZU1lLjI1MjQLTmFtZU1lLjI1MjULTmFtZU1lLjI1MjYLTmFtZU1lLjI1MjcLTmFtZU1lLjI1MjgLTmFtZU1lLjI1MjkLTmFtZU1lLjI1MzALTmFtZU1lLjI1MzELTmFtZU1lLjI1MzILTmFtZU1lLjI1MzMLTmFtZU1lLjI1MzQLTmFtZU1lLjI1MzULTmFtZU1lLjI1MzYLTmFtZU1lLjI1MzcLTmFtZU1lLjI1MzgLTmFtZU1lLjI1MzkLTmFtZU1lLjI1NDALTmFtZU1lLjI1NDELTmFtZU1lLjI1NDILTmFtZU1lLjI1NDMLTmFtZU1lLjI1NDQLTmFtZU1lLjI1NDULTmFtZU1lLjI1NDYLTmFtZU1lLjI1NDcLTmFtZU1lLjI1NDgLTmFtZU1lLjI1NDkLTmFtZU1lLjI1NTALTmFtZU1lLjI1NTELTmFtZU1lLjI1NTILTmFtZU1lLjI1NTMLTmFtZU1lLjI1NTQLTmFtZU1lLjI1NTULTmFtZU1lLjI1NTYLTmFtZU1lLjI1NTcLTmFtZU1lLjI1NTgLTmFtZU1lLjI1NTkLTmFtZU1lLjI1NjALTmFtZU1lLjI1NjELTmFtZU1lLjI1NjILTmFtZU1lLjI1NjMLTmFtZU1lLjI1NjQLTmFtZU1lLjI1NjULTmFtZU1lLjI1NjYLTmFtZU1lLjI1NjcLTmFtZU1lLjI1NjgLTmFtZU1lLjI1NjkLTmFtZU1lLjI1NzALTmFtZU1lLjI1NzELTmFtZU1lLjI1NzILTmFtZU1lLjI1NzMLTmFtZU1lLjI1NzQLTmFtZU1lLjI1NzULTmFtZU1lLjI1NzYLTmFtZU1lLjI1NzcLTmFtZU1lLjI1NzgLTmFtZU1lLjI1NzkLTmFtZU1lLjI1ODALTmFtZU1lLjI1ODELTmFtZU1lLjI1ODILTmFtZU1lLjI1ODMLTmFtZU1lLjI1ODQLTmFtZU1lLjI1ODULTmFtZU1lLjI1ODYLTmFtZU1lLjI1ODcLTmFtZU1lLjI1ODgLTmFtZU1lLjI1ODkLTmFtZU1lLjI1OTALTmFtZU1lLjI1OTELTmFtZU1lLjI1OTILTmFtZU1lLjI1OTMLTmFtZU1lLjI1OTQLTmFtZU1lLjI1OTULTmFtZU1lLjI1OTYLTmFtZU1lLjI1OTcLTmFtZU1lLjI1OTgLTmFtZU1lLjI1OTkLTmFtZU1lLjI2MDALTmFtZU1lLjI2MDELTmFtZU1lLjI2MDILTmFtZU1lLjI2MDMLTmFtZU1lLjI2MDQLTmFtZU1lLjI2MDULTmFtZU1lLjI2MDYLTmFtZU1lLjI2MDcLTmFtZU1lLjI2MDgLTmFtZU1lLjI2MDkLTmFtZU1lLjI2MTALTmFtZU1lLjI2MTELTmFtZU1lLjI2MTILTmFtZU1lLjI2MTMLTmFtZU1lLjI2MTQLTmFtZU1lLjI2MTULTmFtZU1lLjI2MTYLTmFtZU1lLjI2MTcLTmFtZU1lLjI2MTgLTmFtZU1lLjI2MTkLTmFtZU1lLjI2MjALTmFtZU1lLjI2MjELTmFtZU1lLjI2MjILTmFtZU1lLjI2MjMLTmFtZU1lLjI2MjQLTmFtZU1lLjI2MjULTmFtZU1lLjI2MjYLTmFtZU1lLjI2MjcLTmFtZU1lLjI2MjgLTmFtZU1lLjI2MjkLTmFtZU1lLjI2MzALTmFtZU1lLjI2MzELTmFtZU1lLjI2MzILTmFtZU1lLjI2MzMLTmFtZU1lLjI2MzQLTmFtZU1lLjI2MzULTmFtZU1lLjI2MzYLTmFtZU1lLjI2MzcLTmFtZU1lLjI2MzgLTmFtZU1lLjI2MzkLTmFtZU1lLjI2NDALTmFtZU1lLjI2NDELTmFtZU1lLjI2NDILTmFtZU1lLjI2NDMLTmFtZU1lLjI2NDQLTmFtZU1lLjI2NDULTmFtZU1lLjI2NDYLTmFtZU1lLjI2NDcLTmFtZU1lLjI2NDgLTmFtZU1lLjI2NDkLTmFtZU1lLjI2NTALTmFtZU1lLjI2NTELTmFtZU1lLjI2NTILTmFtZU1lLjI2NTMLTmFtZU1lLjI2NTQLTmFtZU1lLjI2NTULTmFtZU1lLjI2NTYLTmFtZU1lLjI2NTcLTmFtZU1lLjI2NTgLTmFtZU1lLjI2NTkLTmFtZU1lLjI2NjALTmFtZU1lLjI2NjELTmFtZU1lLjI2NjILTmFtZU1lLjI2NjMLTmFtZU1lLjI2NjQLTmFtZU1lLjI2NjULTmFtZU1lLjI2NjYLTmFtZU1lLjI2NjcLTmFtZU1lLjI2NjgLTmFtZU1lLjI2NjkLTmFtZU1lLjI2NzALTmFtZU1lLjI2NzELTmFtZU1lLjI2NzILTmFtZU1lLjI2NzMLTmFtZU1lLjI2NzQLTmFtZU1lLjI2NzULTmFtZU1lLjI2NzYLTmFtZU1lLjI2NzcLTmFtZU1lLjI2NzgLTmFtZU1lLjI2NzkLTmFtZU1lLjI2ODALTmFtZU1lLjI2ODELTmFtZU1lLjI2ODILTmFtZU1lLjI2ODMLTmFtZU1lLjI2ODQLTmFtZU1lLjI2ODULTmFtZU1lLjI2ODYLTmFtZU1lLjI2ODcLTmFtZU1lLjI2ODgLTmFtZU1lLjI2ODkLTmFtZU1lLjI2OTALTmFtZU1lLjI2OTELTmFtZU1lLjI2OTILTmFtZU1lLjI2OTMLTmFtZU1lLjI2OTQLTmFtZU1lLjI2OTULTmFtZU1lLjI2OTYLTmFtZU1lLjI2OTcLTmFtZU1lLjI2OTgLTmFtZU1lLjI2OTkLTmFtZU1lLjI3MDALTmFtZU1lLjI3MDELTmFtZU1lLjI3MDILTmFtZU1lLjI3MDMLTmFtZU1lLjI3MDQLTmFtZU1lLjI3MDULTmFtZU1lLjI3MDYLTmFtZU1lLjI3MDcLTmFtZU1lLjI3MDgLTmFtZU1lLjI3MDkLTmFtZU1lLjI3MTALTmFtZU1lLjI3MTELTmFtZU1lLjI3MTILTmFtZU1lLjI3MTMLTmFtZU1lLjI3MTQLTmFtZU1lLjI3MTULTmFtZU1lLjI3MTYLTmFtZU1lLjI3MTcLTmFtZU1lLjI3MTgLTmFtZU1lLjI3MTkLTmFtZU1lLjI3MjALTmFtZU1lLjI3MjELTmFtZU1lLjI3MjILTmFtZU1lLjI3MjMLTmFtZU1lLjI3MjQLTmFtZU1lLjI3MjULTmFtZU1lLjI3MjYLTmFtZU1lLjI3MjcLTmFtZU1lLjI3MjgLTmFtZU1lLjI3MjkLTmFtZU1lLjI3MzALTmFtZU1lLjI3MzELTmFtZU1lLjI3MzILTmFtZU1lLjI3MzMLTmFtZU1lLjI3MzQLTmFtZU1lLjI3MzULTmFtZU1lLjI3MzYLTmFtZU1lLjI3MzcLTmFtZU1lLjI3MzgLTmFtZU1lLjI3MzkLTmFtZU1lLjI3NDALTmFtZU1lLjI3NDELTmFtZU1lLjI3NDILTmFtZU1lLjI3NDMLTmFtZU1lLjI3NDQLTmFtZU1lLjI3NDULTmFtZU1lLjI3NDYLTmFtZU1lLjI3NDcLTmFtZU1lLjI3NDgLTmFtZU1lLjI3NDkLTmFtZU1lLjI3NTALTmFtZU1lLjI3NTELTmFtZU1lLjI3NTILTmFtZU1lLjI3NTMLTmFtZU1lLjI3NTQLTmFtZU1lLjI3NTULTmFtZU1lLjI3NTYLTmFtZU1lLjI3NTcLTmFtZU1lLjI3NTgLTmFtZU1lLjI3NTkLTmFtZU1lLjI3NjALTmFtZU1lLjI3NjELTmFtZU1lLjI3NjILTmFtZU1lLjI3NjMLTmFtZU1lLjI3NjQLTmFtZU1lLjI3NjULTmFtZU1lLjI3NjYLTmFtZU1lLjI3NjcLTmFtZU1lLjI3NjgLTmFtZU1lLjI3NjkLTmFtZU1lLjI3NzALTmFtZU1lLjI3NzELTmFtZU1lLjI3NzILTmFtZU1lLjI3NzMLTmFtZU1lLjI3NzQLTmFtZU1lLjI3NzULTmFtZU1lLjI3NzYLTmFtZU1lLjI3NzcLTmFtZU1lLjI3NzgLTmFtZU1lLjI3NzkLTmFtZU1lLjI3ODALTmFtZU1lLjI3ODELTmFtZU1lLjI3ODILTmFtZU1lLjI3ODMLTmFtZU1lLjI3ODQLTmFtZU1lLjI3ODULTmFtZU1lLjI3ODYLTmFtZU1lLjI3ODcLTmFtZU1lLjI3ODgLTmFtZU1lLjI3ODkLTmFtZU1lLjI3OTALTmFtZU1lLjI3OTELTmFtZU1lLjI3OTILTmFtZU1lLjI3OTMLTmFtZU1lLjI3OTQLTmFtZU1lLjI3OTULTmFtZU1lLjI3OTYLTmFtZU1lLjI3OTcLTmFtZU1lLjI3OTgLTmFtZU1lLjI3OTkLTmFtZU1lLjI4MDALTmFtZU1lLjI4MDELTmFtZU1lLjI4MDILTmFtZU1lLjI4MDMLTmFtZU1lLjI4MDQLTmFtZU1lLjI4MDULTmFtZU1lLjI4MDYLTmFtZU1lLjI4MDcLTmFtZU1lLjI4MDgLTmFtZU1lLjI4MDkLTmFtZU1lLjI4MTALTmFtZU1lLjI4MTELTmFtZU1lLjI4MTILTmFtZU1lLjI4MTMLTmFtZU1lLjI4MTQLTmFtZU1lLjI4MTULTmFtZU1lLjI4MTYLTmFtZU1lLjI4MTcLTmFtZU1lLjI4MTgLTmFtZU1lLjI4MTkLTmFtZU1lLjI4MjALTmFtZU1lLjI4MjELTmFtZU1lLjI4MjILTmFtZU1lLjI4MjMLTmFtZU1lLjI4MjQLTmFtZU1lLjI4MjULTmFtZU1lLjI4MjYLTmFtZU1lLjI4MjcLTmFtZU1lLjI4MjgLTmFtZU1lLjI4MjkLTmFtZU1lLjI4MzALTmFtZU1lLjI4MzELTmFtZU1lLjI4MzILTmFtZU1lLjI4MzMLTmFtZU1lLjI4MzQLTmFtZU1lLjI4MzULTmFtZU1lLjI4MzYLTmFtZU1lLjI4MzcLTmFtZU1lLjI4MzgLTmFtZU1lLjI4MzkLTmFtZU1lLjI4NDALTmFtZU1lLjI4NDELTmFtZU1lLjI4NDILTmFtZU1lLjI4NDMLTmFtZU1lLjI4NDQLTmFtZU1lLjI4NDULTmFtZU1lLjI4NDYLTmFtZU1lLjI4NDcLTmFtZU1lLjI4NDgLTmFtZU1lLjI4NDkLTmFtZU1lLjI4NTALTmFtZU1lLjI4NTELTmFtZU1lLjI4NTILTmFtZU1lLjI4NTMLTmFtZU1lLjI4NTQLTmFtZU1lLjI4NTULTmFtZU1lLjI4NTYLTmFtZU1lLjI4NTcLTmFtZU1lLjI4NTgLTmFtZU1lLjI4NTkLTmFtZU1lLjI4NjALTmFtZU1lLjI4NjELTmFtZU1lLjI4NjILTmFtZU1lLjI4NjMLTmFtZU1lLjI4NjQLTmFtZU1lLjI4NjULTmFtZU1lLjI4NjYLTmFtZU1lLjI4NjcLTmFtZU1lLjI4NjgLTmFtZU1lLjI4NjkLTmFtZU1lLjI4NzALTmFtZU1lLjI4NzELTmFtZU1lLjI4NzILTmFtZU1lLjI4NzMLTmFtZU1lLjI4NzQLTmFtZU1lLjI4NzULTmFtZU1lLjI4NzYLTmFtZU1lLjI4NzcLTmFtZU1lLjI4NzgLTmFtZU1lLjI4NzkLTmFtZU1lLjI4ODALTmFtZU1lLjI4ODELTmFtZU1lLjI4ODILTmFtZU1lLjI4ODMLTmFtZU1lLjI4ODQLTmFtZU1lLjI4ODULTmFtZU1lLjI4ODYLTmFtZU1lLjI4ODcLTmFtZU1lLjI4ODgLTmFtZU1lLjI4ODkLTmFtZU1lLjI4OTALTmFtZU1lLjI4OTELTmFtZU1lLjI4OTILTmFtZU1lLjI4OTMLTmFtZU1lLjI4OTQLTmFtZU1lLjI4OTULTmFtZU1lLjI4OTYLTmFtZU1lLjI4OTcLTmFtZU1lLjI4OTgLTmFtZU1lLjI4OTkLTmFtZU1lLjI5MDALTmFtZU1lLjI5MDELTmFtZU1lLjI5MDILTmFtZU1lLjI5MDMLTmFtZU1lLjI5MDQLTmFtZU1lLjI5MDULTmFtZU1lLjI5MDYLTmFtZU1lLjI5MDcLTmFtZU1lLjI5MDgLTmFtZU1lLjI5MDkLTmFtZU1lLjI5MTALTmFtZU1lLjI5MTELTmFtZU1lLjI5MTILTmFtZU1lLjI5MTMLTmFtZU1lLjI5MTQLTmFtZU1lLjI5MTULTmFtZU1lLjI5MTYLTmFtZU1lLjI5MTcLTmFtZU1lLjI5MTgLTmFtZU1lLjI5MTkLTmFtZU1lLjI5MjALTmFtZU1lLjI5MjELTmFtZU1lLjI5MjILTmFtZU1lLjI5MjMLTmFtZU1lLjI5MjQLTmFtZU1lLjI5MjULTmFtZU1lLjI5MjYLTmFtZU1lLjI5MjcLTmFtZU1lLjI5MjgLTmFtZU1lLjI5MjkLTmFtZU1lLjI5MzALTmFtZU1lLjI5MzELTmFtZU1lLjI5MzILTmFtZU1lLjI5MzMLTmFtZU1lLjI5MzQLTmFtZU1lLjI5MzULTmFtZU1lLjI5MzYLTmFtZU1lLjI5MzcLTmFtZU1lLjI5MzgLTmFtZU1lLjI5MzkLTmFtZU1lLjI5NDALTmFtZU1lLjI5NDELTmFtZU1lLjI5NDILTmFtZU1lLjI5NDMLTmFtZU1lLjI5NDQLTmFtZU1lLjI5NDULTmFtZU1lLjI5NDYLTmFtZU1lLjI5NDcLTmFtZU1lLjI5NDgLTmFtZU1lLjI5NDkLTmFtZU1lLjI5NTALTmFtZU1lLjI5NTELTmFtZU1lLjI5NTILTmFtZU1lLjI5NTMLTmFtZU1lLjI5NTQLTmFtZU1lLjI5NTULTmFtZU1lLjI5NTYLTmFtZU1lLjI5NTcLTmFtZU1lLjI5NTgLTmFtZU1lLjI5NTkLTmFtZU1lLjI5NjALTmFtZU1lLjI5NjELTmFtZU1lLjI5NjILTmFtZU1lLjI5NjMLTmFtZU1lLjI5NjQLTmFtZU1lLjI5NjULTmFtZU1lLjI5NjYLTmFtZU1lLjI5NjcLTmFtZU1lLjI5NjgLTmFtZU1lLjI5NjkLTmFtZU1lLjI5NzALTmFtZU1lLjI5NzELTmFtZU1lLjI5NzILTmFtZU1lLjI5NzMLTmFtZU1lLjI5NzQLTmFtZU1lLjI5NzULTmFtZU1lLjI5NzYLTmFtZU1lLjI5NzcLTmFtZU1lLjI5NzgLTmFtZU1lLjI5NzkLTmFtZU1lLjI5ODALTmFtZU1lLjI5ODELTmFtZU1lLjI5ODILTmFtZU1lLjI5ODMLTmFtZU1lLjI5ODQLTmFtZU1lLjI5ODULTmFtZU1lLjI5ODYLTmFtZU1lLjI5ODcLTmFtZU1lLjI5ODgLTmFtZU1lLjI5ODkLTmFtZU1lLjI5OTALTmFtZU1lLjI5OTELTmFtZU1lLjI5OTILTmFtZU1lLjI5OTMLTmFtZU1lLjI5OTQLTmFtZU1lLjI5OTULTmFtZU1lLjI5OTYLTmFtZU1lLjI5OTcLTmFtZU1lLjI5OTgLTmFtZU1lLjI5OTkLTmFtZU1lLjMwMDALTmFtZU1lLjMwMDELTmFtZU1lLjMwMDILTmFtZU1lLjMwMDMLTmFtZU1lLjMwMDQLTmFtZU1lLjMwMDULTmFtZU1lLjMwMDYLTmFtZU1lLjMwMDcLTmFtZU1lLjMwMDgLTmFtZU1lLjMwMDkLTmFtZU1lLjMwMTALTmFtZU1lLjMwMTELTmFtZU1lLjMwMTILTmFtZU1lLjMwMTMLTmFtZU1lLjMwMTQLTmFtZU1lLjMwMTULTmFtZU1lLjMwMTYLTmFtZU1lLjMwMTcLTmFtZU1lLjMwMTgLTmFtZU1lLjMwMTkLTmFtZU1lLjMwMjALTmFtZU1lLjMwMjELTmFtZU1lLjMwMjILTmFtZU1lLjMwMjMLTmFtZU1lLjMwMjQLTmFtZU1lLjMwMjULTmFtZU1lLjMwMjYLTmFtZU1lLjMwMjcLTmFtZU1lLjMwMjgLTmFtZU1lLjMwMjkLTmFtZU1lLjMwMzALTmFtZU1lLjMwMzELTmFtZU1lLjMwMzILTmFtZU1lLjMwMzMLTmFtZU1lLjMwMzQLTmFtZU1lLjMwMzULTmFtZU1lLjMwMzYLTmFtZU1lLjMwMzcLTmFtZU1lLjMwMzgLTmFtZU1lLjMwMzkLTmFtZU1lLjMwNDALTmFtZU1lLjMwNDELTmFtZU1lLjMwNDILTmFtZU1lLjMwNDMLTmFtZU1lLjMwNDQLTmFtZU1lLjMwNDULTmFtZU1lLjMwNDYLTmFtZU1lLjMwNDcLTmFtZU1lLjMwNDgLTmFtZU1lLjMwNDkLTmFtZU1lLjMwNTALTmFtZU1lLjMwNTELTmFtZU1lLjMwNTILTmFtZU1lLjMwNTMLTmFtZU1lLjMwNTQLTmFtZU1lLjMwNTULTmFtZU1lLjMwNTYLTmFtZU1lLjMwNTcLTmFtZU1lLjMwNTgLTmFtZU1lLjMwNTkLTmFtZU1lLjMwNjALTmFtZU1lLjMwNjELTmFtZU1lLjMwNjILTmFtZU1lLjMwNjMLTmFtZU1lLjMwNjQLTmFtZU1lLjMwNjULTmFtZU1lLjMwNjYLTmFtZU1lLjMwNjcLTmFtZU1lLjMwNjgLTmFtZU1lLjMwNjkLTmFtZU1lLjMwNzALTmFtZU1lLjMwNzELTmFtZU1lLjMwNzILTmFtZU1lLjMwNzMLTmFtZU1lLjMwNzQLTmFtZU1lLjMwNzULTmFtZU1lLjMwNzYLTmFtZU1lLjMwNzcLTmFtZU1lLjMwNzgLTmFtZU1lLjMwNzkLTmFtZU1lLjMwODALTmFtZU1lLjMwODELTmFtZU1lLjMwODILTmFtZU1lLjMwODMLTmFtZU1lLjMwODQLTmFtZU1lLjMwODULTmFtZU1lLjMwODYLTmFtZU1lLjMwODcLTmFtZU1lLjMwODgLTmFtZU1lLjMwODkLTmFtZU1lLjMwOTALTmFtZU1lLjMwOTELTmFtZU1lLjMwOTILTmFtZU1lLjMwOTMLTmFtZU1lLjMwOTQLTmFtZU1lLjMwOTULTmFtZU1lLjMwOTYLTmFtZU1lLjMwOTcLTmFtZU1lLjMwOTgLTmFtZU1lLjMwOTkLTmFtZU1lLjMxMDALTmFtZU1lLjMxMDELTmFtZU1lLjMxMDILTmFtZU1lLjMxMDMLTmFtZU1lLjMxMDQLTmFtZU1lLjMxMDULTmFtZU1lLjMxMDYLTmFtZU1lLjMxMDcLTmFtZU1lLjMxMDgLTmFtZU1lLjMxMDkLTmFtZU1lLjMxMTALTmFtZU1lLjMxMTELTmFtZU1lLjMxMTILTmFtZU1lLjMxMTMLTmFtZU1lLjMxMTQLTmFtZU1lLjMxMTULTmFtZU1lLjMxMTYLTmFtZU1lLjMxMTcLTmFtZU1lLjMxMTgLTmFtZU1lLjMxMTkLTmFtZU1lLjMxMjALTmFtZU1lLjMxMjELTmFtZU1lLjMxMjILTmFtZU1lLjMxMjMLTmFtZU1lLjMxMjQLTmFtZU1lLjMxMjULTmFtZU1lLjMxMjYLTmFtZU1lLjMxMjcLTmFtZU1lLjMxMjgLTmFtZU1lLjMxMjkLTmFtZU1lLjMxMzALTmFtZU1lLjMxMzELTmFtZU1lLjMxMzILTmFtZU1lLjMxMzMLTmFtZU1lLjMxMzQLTmFtZU1lLjMxMzULTmFtZU1lLjMxMzYLTmFtZU1lLjMxMzcLTmFtZU1lLjMxMzgLTmFtZU1lLjMxMzkLTmFtZU1lLjMxNDALTmFtZU1lLjMxNDELTmFtZU1lLjMxNDILTmFtZU1lLjMxNDMLTmFtZU1lLjMxNDQLTmFtZU1lLjMxNDULTmFtZU1lLjMxNDYLTmFtZU1lLjMxNDcLTmFtZU1lLjMxNDgLTmFtZU1lLjMxNDkLTmFtZU1lLjMxNTALTmFtZU1lLjMxNTELTmFtZU1lLjMxNTILTmFtZU1lLjMxNTMLTmFtZU1lLjMxNTQLTmFtZU1lLjMxNTULTmFtZU1lLjMxNTYLTmFtZU1lLjMxNTcLTmFtZU1lLjMxNTgLTmFtZU1lLjMxNTkLTmFtZU1lLjMxNjALTmFtZU1lLjMxNjELTmFtZU1lLjMxNjILTmFtZU1lLjMxNjMLTmFtZU1lLjMxNjQLTmFtZU1lLjMxNjULTmFtZU1lLjMxNjYLTmFtZU1lLjMxNjcLTmFtZU1lLjMxNjgLTmFtZU1lLjMxNjkLTmFtZU1lLjMxNzALTmFtZU1lLjMxNzELTmFtZU1lLjMxNzILTmFtZU1lLjMxNzMLTmFtZU1lLjMxNzQLTmFtZU1lLjMxNzULTmFtZU1lLjMxNzYLTmFtZU1lLjMxNzcLTmFtZU1lLjMxNzgLTmFtZU1lLjMxNzkLTmFtZU1lLjMxODALTmFtZU1lLjMxODELTmFtZU1lLjMxODILTmFtZU1lLjMxODMLTmFtZU1lLjMxODQLTmFtZU1lLjMxODULTmFtZU1lLjMxODYLTmFtZU1lLjMxODcLTmFtZU1lLjMxODgLTmFtZU1lLjMxODkLTmFtZU1lLjMxOTALTmFtZU1lLjMxOTELTmFtZU1lLjMxOTILTmFtZU1lLjMxOTMLTmFtZU1lLjMxOTQLTmFtZU1lLjMxOTULTmFtZU1lLjMxOTYLTmFtZU1lLjMxOTcLTmFtZU1lLjMxOTgLTmFtZU1lLjMxOTkLTmFtZU1lLjMyMDALTmFtZU1lLjMyMDELTmFtZU1lLjMyMDILTmFtZU1lLjMyMDMLTmFtZU1lLjMyMDQLTmFtZU1lLjMyMDULTmFtZU1lLjMyMDYLTmFtZU1lLjMyMDcLTmFtZU1lLjMyMDgLTmFtZU1lLjMyMDkLTmFtZU1lLjMyMTALTmFtZU1lLjMyMTELTmFtZU1lLjMyMTILTmFtZU1lLjMyMTMLTmFtZU1lLjMyMTQLTmFtZU1lLjMyMTULTmFtZU1lLjMyMTYLTmFtZU1lLjMyMTcLTmFtZU1lLjMyMTgLTmFtZU1lLjMyMTkLTmFtZU1lLjMyMjALTmFtZU1lLjMyMjELTmFtZU1lLjMyMjILTmFtZU1lLjMyMjMLTmFtZU1lLjMyMjQLTmFtZU1lLjMyMjULTmFtZU1lLjMyMjYLTmFtZU1lLjMyMjcLTmFtZU1lLjMyMjgLTmFtZU1lLjMyMjkLTmFtZU1lLjMyMzALTmFtZU1lLjMyMzELTmFtZU1lLjMyMzILTmFtZU1lLjMyMzMLTmFtZU1lLjMyMzQLTmFtZU1lLjMyMzULTmFtZU1lLjMyMzYLTmFtZU1lLjMyMzcLTmFtZU1lLjMyMzgLTmFtZU1lLjMyMzkLTmFtZU1lLjMyNDALTmFtZU1lLjMyNDELTmFtZU1lLjMyNDILTmFtZU1lLjMyNDMLTmFtZU1lLjMyNDQLTmFtZU1lLjMyNDULTmFtZU1lLjMyNDYLTmFtZU1lLjMyNDcLTmFtZU1lLjMyNDgLTmFtZU1lLjMyNDkLTmFtZU1lLjMyNTALTmFtZU1lLjMyNTELTmFtZU1lLjMyNTILTmFtZU1lLjMyNTMLTmFtZU1lLjMyNTQLTmFtZU1lLjMyNTULTmFtZU1lLjMyNTYLTmFtZU1lLjMyNTcLTmFtZU1lLjMyNTgLTmFtZU1lLjMyNTkLTmFtZU1lLjMyNjALTmFtZU1lLjMyNjELTmFtZU1lLjMyNjILTmFtZU1lLjMyNjMLTmFtZU1lLjMyNjQLTmFtZU1lLjMyNjULTmFtZU1lLjMyNjYLTmFtZU1lLjMyNjcLTmFtZU1lLjMyNjgLTmFtZU1lLjMyNjkLTmFtZU1lLjMyNzALTmFtZU1lLjMyNzELTmFtZU1lLjMyNzILTmFtZU1lLjMyNzMLTmFtZU1lLjMyNzQLTmFtZU1lLjMyNzULTmFtZU1lLjMyNzYLTmFtZU1lLjMyNzcLTmFtZU1lLjMyNzgLTmFtZU1lLjMyNzkLTmFtZU1lLjMyODALTmFtZU1lLjMyODELTmFtZU1lLjMyODILTmFtZU1lLjMyODMLTmFtZU1lLjMyODQLTmFtZU1lLjMyODULTmFtZU1lLjMyODYLTmFtZU1lLjMyODcLTmFtZU1lLjMyODgLTmFtZU1lLjMyODkLTmFtZU1lLjMyOTALTmFtZU1lLjMyOTELTmFtZU1lLjMyOTILTmFtZU1lLjMyOTMLTmFtZU1lLjMyOTQLTmFtZU1lLjMyOTULTmFtZU1lLjMyOTYLTmFtZU1lLjMyOTcLTmFtZU1lLjMyOTgLTmFtZU1lLjMyOTkLTmFtZU1lLjMzMDALTmFtZU1lLjMzMDELTmFtZU1lLjMzMDILTmFtZU1lLjMzMDMLTmFtZU1lLjMzMDQLTmFtZU1lLjMzMDULTmFtZU1lLjMzMDYLTmFtZU1lLjMzMDcLTmFtZU1lLjMzMDgLTmFtZU1lLjMzMDkLTmFtZU1lLjMzMTALTmFtZU1lLjMzMTELTmFtZU1lLjMzMTILTmFtZU1lLjMzMTMLTmFtZU1lLjMzMTQLTmFtZU1lLjMzMTULTmFtZU1lLjMzMTYLTmFtZU1lLjMzMTcLTmFtZU1lLjMzMTgLTmFtZU1lLjMzMTkLTmFtZU1lLjMzMjALTmFtZU1lLjMzMjELTmFtZU1lLjMzMjILTmFtZU1lLjMzMjMLTmFtZU1lLjMzMjQLTmFtZU1lLjMzMjULTmFtZU1lLjMzMjYLTmFtZU1lLjMzMjcLTmFtZU1lLjMzMjgLTmFtZU1lLjMzMjkLTmFtZU1lLjMzMzALTmFtZU1lLjMzMzELTmFtZU1lLjMzMzILTmFtZU1lLjMzMzMLTmFtZU1lLjMzMzQLTmFtZU1lLjMzMzULTmFtZU1lLjMzMzYLTmFtZU1lLjMzMzcLTmFtZU1lLjMzMzgLTmFtZU1lLjMzMzkLTmFtZU1lLjMzNDALTmFtZU1lLjMzNDELTmFtZU1lLjMzNDILTmFtZU1lLjMzNDMLTmFtZU1lLjMzNDQLTmFtZU1lLjMzNDULTmFtZU1lLjMzNDYLTmFtZU1lLjMzNDcLTmFtZU1lLjMzNDgLTmFtZU1lLjMzNDkLTmFtZU1lLjMzNTALTmFtZU1lLjMzNTELTmFtZU1lLjMzNTILTmFtZU1lLjMzNTMLTmFtZU1lLjMzNTQLTmFtZU1lLjMzNTULTmFtZU1lLjMzNTYLTmFtZU1lLjMzNTcLTmFtZU1lLjMzNTgLTmFtZU1lLjMzNTkLTmFtZU1lLjMzNjALTmFtZU1lLjMzNjELTmFtZU1lLjMzNjILTmFtZU1lLjMzNjMLTmFtZU1lLjMzNjQLTmFtZU1lLjMzNjULTmFtZU1lLjMzNjYLTmFtZU1lLjMzNjcLTmFtZU1lLjMzNjgLTmFtZU1lLjMzNjkLTmFtZU1lLjMzNzALTmFtZU1lLjMzNzELTmFtZU1lLjMzNzILTmFtZU1lLjMzNzMLTmFtZU1lLjMzNzQLTmFtZU1lLjMzNzULTmFtZU1lLjMzNzYLTmFtZU1lLjMzNzcLTmFtZU1lLjMzNzgLTmFtZU1lLjMzNzkLTmFtZU1lLjMzODALTmFtZU1lLjMzODELTmFtZU1lLjMzODILTmFtZU1lLjMzODMLTmFtZU1lLjMzODQLTmFtZU1lLjMzODULTmFtZU1lLjMzODYLTmFtZU1lLjMzODcLTmFtZU1lLjMzODgLTmFtZU1lLjMzODkLTmFtZU1lLjMzOTALTmFtZU1lLjMzOTELTmFtZU1lLjMzOTILTmFtZU1lLjMzOTMLTmFtZU1lLjMzOTQLTmFtZU1lLjMzOTULTmFtZU1lLjMzOTYLTmFtZU1lLjMzOTcLTmFtZU1lLjMzOTgLTmFtZU1lLjMzOTkLTmFtZU1lLjM0MDALTmFtZU1lLjM0MDELTmFtZU1lLjM0MDILTmFtZU1lLjM0MDMLTmFtZU1lLjM0MDQLTmFtZU1lLjM0MDULTmFtZU1lLjM0MDYLTmFtZU1lLjM0MDcLTmFtZU1lLjM0MDgLTmFtZU1lLjM0MDkLTmFtZU1lLjM0MTALTmFtZU1lLjM0MTELTmFtZU1lLjM0MTILTmFtZU1lLjM0MTMLTmFtZU1lLjM0MTQLTmFtZU1lLjM0MTULTmFtZU1lLjM0MTYLTmFtZU1lLjM0MTcLTmFtZU1lLjM0MTgLTmFtZU1lLjM0MTkLTmFtZU1lLjM0MjALTmFtZU1lLjM0MjELTmFtZU1lLjM0MjILTmFtZU1lLjM0MjMLTmFtZU1lLjM0MjQLTmFtZU1lLjM0MjULTmFtZU1lLjM0MjYLTmFtZU1lLjM0MjcLTmFtZU1lLjM0MjgLTmFtZU1lLjM0MjkLTmFtZU1lLjM0MzALTmFtZU1lLjM0MzELTmFtZU1lLjM0MzILTmFtZU1lLjM0MzMLTmFtZU1lLjM0MzQLTmFtZU1lLjM0MzULTmFtZU1lLjM0MzYLTmFtZU1lLjM0MzcLTmFtZU1lLjM0MzgLTmFtZU1lLjM0MzkLTmFtZU1lLjM0NDALTmFtZU1lLjM0NDELTmFtZU1lLjM0NDILTmFtZU1lLjM0NDMLTmFtZU1lLjM0NDQLTmFtZU1lLjM0NDULTmFtZU1lLjM0NDYLTmFtZU1lLjM0NDcLTmFtZU1lLjM0NDgLTmFtZU1lLjM0NDkLTmFtZU1lLjM0NTALTmFtZU1lLjM0NTELTmFtZU1lLjM0NTILTmFtZU1lLjM0NTMLTmFtZU1lLjM0NTQLTmFtZU1lLjM0NTULTmFtZU1lLjM0NTYLTmFtZU1lLjM0NTcLTmFtZU1lLjM0NTgLTmFtZU1lLjM0NTkLTmFtZU1lLjM0NjALTmFtZU1lLjM0NjELTmFtZU1lLjM0NjILTmFtZU1lLjM0NjMLTmFtZU1lLjM0NjQLTmFtZU1lLjM0NjULTmFtZU1lLjM0NjYLTmFtZU1lLjM0NjcLTmFtZU1lLjM0NjgLTmFtZU1lLjM0NjkLTmFtZU1lLjM0NzALTmFtZU1lLjM0NzELTmFtZU1lLjM0NzILTmFtZU1lLjM0NzMLTmFtZU1lLjM0NzQLTmFtZU1lLjM0NzULTmFtZU1lLjM0NzYLTmFtZU1lLjM0NzcLTmFtZU1lLjM0NzgLTmFtZU1lLjM0NzkLTmFtZU1lLjM0ODALTmFtZU1lLjM0ODELTmFtZU1lLjM0ODILTmFtZU1lLjM0ODMLTmFtZU1lLjM0ODQLTmFtZU1lLjM0ODULTmFtZU1lLjM0ODYLTmFtZU1lLjM0ODcLTmFtZU1lLjM0ODgLTmFtZU1lLjM0ODkLTmFtZU1lLjM0OTALTmFtZU1lLjM0OTELTmFtZU1lLjM0OTILTmFtZU1lLjM0OTMLTmFtZU1lLjM0OTQLTmFtZU1lLjM0OTULTmFtZU1lLjM0OTYLTmFtZU1lLjM0OTcLTmFtZU1lLjM0OTgLTmFtZU1lLjM0OTkLTmFtZU1lLjM1MDALTmFtZU1lLjM1MDELTmFtZU1lLjM1MDILTmFtZU1lLjM1MDMLTmFtZU1lLjM1MDQLTmFtZU1lLjM1MDULTmFtZU1lLjM1MDYLTmFtZU1lLjM1MDcLTmFtZU1lLjM1MDgLTmFtZU1lLjM1MDkLTmFtZU1lLjM1MTALTmFtZU1lLjM1MTELTmFtZU1lLjM1MTILTmFtZU1lLjM1MTMLTmFtZU1lLjM1MTQLTmFtZU1lLjM1MTULTmFtZU1lLjM1MTYLTmFtZU1lLjM1MTcLTmFtZU1lLjM1MTgLTmFtZU1lLjM1MTkLTmFtZU1lLjM1MjALTmFtZU1lLjM1MjELTmFtZU1lLjM1MjILTmFtZU1lLjM1MjMLTmFtZU1lLjM1MjQLTmFtZU1lLjM1MjULTmFtZU1lLjM1MjYLTmFtZU1lLjM1MjcLTmFtZU1lLjM1MjgLTmFtZU1lLjM1MjkLTmFtZU1lLjM1MzALTmFtZU1lLjM1MzELTmFtZU1lLjM1MzILTmFtZU1lLjM1MzMLTmFtZU1lLjM1MzQLTmFtZU1lLjM1MzULTmFtZU1lLjM1MzYLTmFtZU1lLjM1MzcLTmFtZU1lLjM1MzgLTmFtZU1lLjM1MzkLTmFtZU1lLjM1NDALTmFtZU1lLjM1NDELTmFtZU1lLjM1NDILTmFtZU1lLjM1NDMLTmFtZU1lLjM1NDQLTmFtZU1lLjM1NDULTmFtZU1lLjM1NDYLTmFtZU1lLjM1NDcLTmFtZU1lLjM1NDgLTmFtZU1lLjM1NDkLTmFtZU1lLjM1NTALTmFtZU1lLjM1NTELTmFtZU1lLjM1NTILTmFtZU1lLjM1NTMLTmFtZU1lLjM1NTQLTmFtZU1lLjM1NTULTmFtZU1lLjM1NTYLTmFtZU1lLjM1NTcLTmFtZU1lLjM1NTgLTmFtZU1lLjM1NTkLTmFtZU1lLjM1NjALTmFtZU1lLjM1NjELTmFtZU1lLjM1NjILTmFtZU1lLjM1NjMLTmFtZU1lLjM1NjQLTmFtZU1lLjM1NjULTmFtZU1lLjM1NjYLTmFtZU1lLjM1NjcLTmFtZU1lLjM1NjgLTmFtZU1lLjM1NjkLTmFtZU1lLjM1NzALTmFtZU1lLjM1NzELTmFtZU1lLjM1NzILTmFtZU1lLjM1NzMLTmFtZU1lLjM1NzQLTmFtZU1lLjM1NzULTmFtZU1lLjM1NzYLTmFtZU1lLjM1NzcLTmFtZU1lLjM1NzgLTmFtZU1lLjM1NzkLTmFtZU1lLjM1ODALTmFtZU1lLjM1ODELTmFtZU1lLjM1ODILTmFtZU1lLjM1ODMLTmFtZU1lLjM1ODQLTmFtZU1lLjM1ODULTmFtZU1lLjM1ODYLTmFtZU1lLjM1ODcLTmFtZU1lLjM1ODgLTmFtZU1lLjM1ODkLTmFtZU1lLjM1OTALTmFtZU1lLjM1OTELTmFtZU1lLjM1OTILTmFtZU1lLjM1OTMLTmFtZU1lLjM1OTQLTmFtZU1lLjM1OTULTmFtZU1lLjM1OTYLTmFtZU1lLjM1OTcLTmFtZU1lLjM1OTgLTmFtZU1lLjM1OTkLTmFtZU1lLjM2MDALTmFtZU1lLjM2MDELTmFtZU1lLjM2MDILTmFtZU1lLjM2MDMLTmFtZU1lLjM2MDQLTmFtZU1lLjM2MDULTmFtZU1lLjM2MDYLTmFtZU1lLjM2MDcLTmFtZU1lLjM2MDgLTmFtZU1lLjM2MDkLTmFtZU1lLjM2MTALTmFtZU1lLjM2MTELTmFtZU1lLjM2MTILTmFtZU1lLjM2MTMLTmFtZU1lLjM2MTQLTmFtZU1lLjM2MTULTmFtZU1lLjM2MTYLTmFtZU1lLjM2MTcLTmFtZU1lLjM2MTgLTmFtZU1lLjM2MTkLTmFtZU1lLjM2MjALTmFtZU1lLjM2MjELTmFtZU1lLjM2MjILTmFtZU1lLjM2MjMLTmFtZU1lLjM2MjQLTmFtZU1lLjM2MjULTmFtZU1lLjM2MjYLTmFtZU1lLjM2MjcLTmFtZU1lLjM2MjgLTmFtZU1lLjM2MjkLTmFtZU1lLjM2MzALTmFtZU1lLjM2MzELTmFtZU1lLjM2MzILTmFtZU1lLjM2MzMLTmFtZU1lLjM2MzQLTmFtZU1lLjM2MzULTmFtZU1lLjM2MzYLTmFtZU1lLjM2MzcLTmFtZU1lLjM2MzgLTmFtZU1lLjM2MzkLTmFtZU1lLjM2NDALTmFtZU1lLjM2NDELTmFtZU1lLjM2NDILTmFtZU1lLjM2NDMLTmFtZU1lLjM2NDQLTmFtZU1lLjM2NDULTmFtZU1lLjM2NDYLTmFtZU1lLjM2NDcLTmFtZU1lLjM2NDgLTmFtZU1lLjM2NDkLTmFtZU1lLjM2NTALTmFtZU1lLjM2NTELTmFtZU1lLjM2NTILTmFtZU1lLjM2NTMLTmFtZU1lLjM2NTQLTmFtZU1lLjM2NTULTmFtZU1lLjM2NTYLTmFtZU1lLjM2NTcLTmFtZU1lLjM2NTgLTmFtZU1lLjM2NTkLTmFtZU1lLjM2NjALTmFtZU1lLjM2NjELTmFtZU1lLjM2NjILTmFtZU1lLjM2NjMLTmFtZU1lLjM2NjQLTmFtZU1lLjM2NjULTmFtZU1lLjM2NjYLTmFtZU1lLjM2NjcLTmFtZU1lLjM2NjgLTmFtZU1lLjM2NjkLTmFtZU1lLjM2NzALTmFtZU1lLjM2NzELTmFtZU1lLjM2NzILTmFtZU1lLjM2NzMLTmFtZU1lLjM2NzQLTmFtZU1lLjM2NzULTmFtZU1lLjM2NzYLTmFtZU1lLjM2NzcLTmFtZU1lLjM2NzgLTmFtZU1lLjM2NzkLTmFtZU1lLjM2ODALTmFtZU1lLjM2ODELTmFtZU1lLjM2ODILTmFtZU1lLjM2ODMLTmFtZU1lLjM2ODQLTmFtZU1lLjM2ODULTmFtZU1lLjM2ODYLTmFtZU1lLjM2ODcLTmFtZU1lLjM2ODgLTmFtZU1lLjM2ODkLTmFtZU1lLjM2OTALTmFtZU1lLjM2OTELTmFtZU1lLjM2OTILTmFtZU1lLjM2OTMLTmFtZU1lLjM2OTQLTmFtZU1lLjM2OTULTmFtZU1lLjM2OTYLTmFtZU1lLjM2OTcLTmFtZU1lLjM2OTgLTmFtZU1lLjM2OTkLTmFtZU1lLjM3MDALTmFtZU1lLjM3MDELTmFtZU1lLjM3MDILTmFtZU1lLjM3MDMLTmFtZU1lLjM3MDQLTmFtZU1lLjM3MDULTmFtZU1lLjM3MDYLTmFtZU1lLjM3MDcLTmFtZU1lLjM3MDgLTmFtZU1lLjM3MDkLTmFtZU1lLjM3MTALTmFtZU1lLjM3MTELTmFtZU1lLjM3MTILTmFtZU1lLjM3MTMLTmFtZU1lLjM3MTQLTmFtZU1lLjM3MTULTmFtZU1lLjM3MTYLTmFtZU1lLjM3MTcLTmFtZU1lLjM3MTgLTmFtZU1lLjM3MTkLTmFtZU1lLjM3MjALTmFtZU1lLjM3MjELTmFtZU1lLjM3MjILTmFtZU1lLjM3MjMLTmFtZU1lLjM3MjQLTmFtZU1lLjM3MjULTmFtZU1lLjM3MjYLTmFtZU1lLjM3MjcLTmFtZU1lLjM3MjgLTmFtZU1lLjM3MjkLTmFtZU1lLjM3MzALTmFtZU1lLjM3MzELTmFtZU1lLjM3MzILTmFtZU1lLjM3MzMLTmFtZU1lLjM3MzQLTmFtZU1lLjM3MzULTmFtZU1lLjM3MzYLTmFtZU1lLjM3MzcLTmFtZU1lLjM3MzgLTmFtZU1lLjM3MzkLTmFtZU1lLjM3NDALTmFtZU1lLjM3NDELTmFtZU1lLjM3NDILTmFtZU1lLjM3NDMLTmFtZU1lLjM3NDQLTmFtZU1lLjM3NDULTmFtZU1lLjM3NDYLTmFtZU1lLjM3NDcLTmFtZU1lLjM3NDgLTmFtZU1lLjM3NDkLTmFtZU1lLjM3NTALTmFtZU1lLjM3NTELTmFtZU1lLjM3NTILTmFtZU1lLjM3NTMLTmFtZU1lLjM3NTQLTmFtZU1lLjM3NTULTmFtZU1lLjM3NTYLTmFtZU1lLjM3NTcLTmFtZU1lLjM3NTgLTmFtZU1lLjM3NTkLTmFtZU1lLjM3NjALTmFtZU1lLjM3NjELTmFtZU1lLjM3NjILTmFtZU1lLjM3NjMLTmFtZU1lLjM3NjQLTmFtZU1lLjM3NjULTmFtZU1lLjM3NjYLTmFtZU1lLjM3NjcLTmFtZU1lLjM3NjgLTmFtZU1lLjM3NjkLTmFtZU1lLjM3NzALTmFtZU1lLjM3NzELTmFtZU1lLjM3NzILTmFtZU1lLjM3NzMLTmFtZU1lLjM3NzQLTmFtZU1lLjM3NzULTmFtZU1lLjM3NzYLTmFtZU1lLjM3NzcLTmFtZU1lLjM3NzgLTmFtZU1lLjM3NzkLTmFtZU1lLjM3ODALTmFtZU1lLjM3ODELTmFtZU1lLjM3ODILTmFtZU1lLjM3ODMLTmFtZU1lLjM3ODQLTmFtZU1lLjM3ODULTmFtZU1lLjM3ODYLTmFtZU1lLjM3ODcLTmFtZU1lLjM3ODgLTmFtZU1lLjM3ODkLTmFtZU1lLjM3OTALTmFtZU1lLjM3OTELTmFtZU1lLjM3OTILTmFtZU1lLjM3OTMLTmFtZU1lLjM3OTQLTmFtZU1lLjM3OTULTmFtZU1lLjM3OTYLTmFtZU1lLjM3OTcLTmFtZU1lLjM3OTgLTmFtZU1lLjM3OTkLTmFtZU1lLjM4MDALTmFtZU1lLjM4MDELTmFtZU1lLjM4MDILTmFtZU1lLjM4MDMLTmFtZU1lLjM4MDQLTmFtZU1lLjM4MDULTmFtZU1lLjM4MDYLTmFtZU1lLjM4MDcLTmFtZU1lLjM4MDgLTmFtZU1lLjM4MDkLTmFtZU1lLjM4MTALTmFtZU1lLjM4MTELTmFtZU1lLjM4MTILTmFtZU1lLjM4MTMLTmFtZU1lLjM4MTQLTmFtZU1lLjM4MTULTmFtZU1lLjM4MTYLTmFtZU1lLjM4MTcLTmFtZU1lLjM4MTgLTmFtZU1lLjM4MTkLTmFtZU1lLjM4MjALTmFtZU1lLjM4MjELTmFtZU1lLjM4MjILTmFtZU1lLjM4MjMLTmFtZU1lLjM4MjQLTmFtZU1lLjM4MjULTmFtZU1lLjM4MjYLTmFtZU1lLjM4MjcLTmFtZU1lLjM4MjgLTmFtZU1lLjM4MjkLTmFtZU1lLjM4MzALTmFtZU1lLjM4MzELTmFtZU1lLjM4MzILTmFtZU1lLjM4MzMLTmFtZU1lLjM4MzQLTmFtZU1lLjM4MzULTmFtZU1lLjM4MzYLTmFtZU1lLjM4MzcLTmFtZU1lLjM4MzgLTmFtZU1lLjM4MzkLTmFtZU1lLjM4NDALTmFtZU1lLjM4NDELTmFtZU1lLjM4NDILTmFtZU1lLjM4NDMLTmFtZU1lLjM4NDQLTmFtZU1lLjM4NDULTmFtZU1lLjM4NDYLTmFtZU1lLjM4NDcLTmFtZU1lLjM4NDgLTmFtZU1lLjM4NDkLTmFtZU1lLjM4NTALTmFtZU1lLjM4NTELTmFtZU1lLjM4NTILTmFtZU1lLjM4NTMLTmFtZU1lLjM4NTQLTmFtZU1lLjM4NTULTmFtZU1lLjM4NTYLTmFtZU1lLjM4NTcLTmFtZU1lLjM4NTgLTmFtZU1lLjM4NTkLTmFtZU1lLjM4NjALTmFtZU1lLjM4NjELTmFtZU1lLjM4NjILTmFtZU1lLjM4NjMLTmFtZU1lLjM4NjQLTmFtZU1lLjM4NjULTmFtZU1lLjM4NjYLTmFtZU1lLjM4NjcLTmFtZU1lLjM4NjgLTmFtZU1lLjM4NjkLTmFtZU1lLjM4NzALTmFtZU1lLjM4NzELTmFtZU1lLjM4NzILTmFtZU1lLjM4NzMLTmFtZU1lLjM4NzQLTmFtZU1lLjM4NzULTmFtZU1lLjM4NzYLTmFtZU1lLjM4NzcLTmFtZU1lLjM4NzgLTmFtZU1lLjM4NzkLTmFtZU1lLjM4ODALTmFtZU1lLjM4ODELTmFtZU1lLjM4ODILTmFtZU1lLjM4ODMLTmFtZU1lLjM4ODQLTmFtZU1lLjM4ODULTmFtZU1lLjM4ODYLTmFtZU1lLjM4ODcLTmFtZU1lLjM4ODgLTmFtZU1lLjM4ODkLTmFtZU1lLjM4OTALTmFtZU1lLjM4OTELTmFtZU1lLjM4OTILTmFtZU1lLjM4OTMLTmFtZU1lLjM4OTQLTmFtZU1lLjM4OTULTmFtZU1lLjM4OTYLTmFtZU1lLjM4OTcLTmFtZU1lLjM4OTgLTmFtZU1lLjM4OTkLTmFtZU1lLjM5MDALTmFtZU1lLjM5MDELTmFtZU1lLjM5MDILTmFtZU1lLjM5MDMLTmFtZU1lLjM5MDQLTmFtZU1lLjM5MDULTmFtZU1lLjM5MDYLTmFtZU1lLjM5MDcLTmFtZU1lLjM5MDgLTmFtZU1lLjM5MDkLTmFtZU1lLjM5MTALTmFtZU1lLjM5MTELTmFtZU1lLjM5MTILTmFtZU1lLjM5MTMLTmFtZU1lLjM5MTQLTmFtZU1lLjM5MTULTmFtZU1lLjM5MTYLTmFtZU1lLjM5MTcLTmFtZU1lLjM5MTgLTmFtZU1lLjM5MTkLTmFtZU1lLjM5MjALTmFtZU1lLjM5MjELTmFtZU1lLjM5MjILTmFtZU1lLjM5MjMLTmFtZU1lLjM5MjQLTmFtZU1lLjM5MjULTmFtZU1lLjM5MjYLTmFtZU1lLjM5MjcLTmFtZU1lLjM5MjgLTmFtZU1lLjM5MjkLTmFtZU1lLjM5MzALTmFtZU1lLjM5MzELTmFtZU1lLjM5MzILTmFtZU1lLjM5MzMLTmFtZU1lLjM5MzQLTmFtZU1lLjM5MzULTmFtZU1lLjM5MzYLTmFtZU1lLjM5MzcLTmFtZU1lLjM5MzgLTmFtZU1lLjM5MzkLTmFtZU1lLjM5NDALTmFtZU1lLjM5NDELTmFtZU1lLjM5NDILTmFtZU1lLjM5NDMLTmFtZU1lLjM5NDQLTmFtZU1lLjM5NDULTmFtZU1lLjM5NDYLTmFtZU1lLjM5NDcLTmFtZU1lLjM5NDgLTmFtZU1lLjM5NDkLTmFtZU1lLjM5NTALTmFtZU1lLjM5NTELTmFtZU1lLjM5NTILTmFtZU1lLjM5NTMLTmFtZU1lLjM5NTQLTmFtZU1lLjM5NTULTmFtZU1lLjM5NTYLTmFtZU1lLjM5NTcLTmFtZU1lLjM5NTgLTmFtZU1lLjM5NTkLTmFtZU1lLjM5NjALTmFtZU1lLjM5NjELTmFtZU1lLjM5NjILTmFtZU1lLjM5NjMLTmFtZU1lLjM5NjQLTmFtZU1lLjM5NjULTmFtZU1lLjM5NjYLTmFtZU1lLjM5NjcLTmFtZU1lLjM5NjgLTmFtZU1lLjM5NjkLTmFtZU1lLjM5NzALTmFtZU1lLjM5NzELTmFtZU1lLjM5NzILTmFtZU1lLjM5NzMLTmFtZU1lLjM5NzQLTmFtZU1lLjM5NzULTmFtZU1lLjM5NzYLTmFtZU1lLjM5NzcLTmFtZU1lLjM5NzgLTmFtZU1lLjM5NzkLTmFtZU1lLjM5ODALTmFtZU1lLjM5ODELTmFtZU1lLjM5ODILTmFtZU1lLjM5ODMLTmFtZU1lLjM5ODQLTmFtZU1lLjM5ODULTmFtZU1lLjM5ODYLTmFtZU1lLjM5ODcLTmFtZU1lLjM5ODgLTmFtZU1lLjM5ODkLTmFtZU1lLjM5OTALTmFtZU1lLjM5OTELTmFtZU1lLjM5OTILTmFtZU1lLjM5OTMLTmFtZU1lLjM5OTQLTmFtZU1lLjM5OTULTmFtZU1lLjM5OTYLTmFtZU1lLjM5OTcLTmFtZU1lLjM5OTgLTmFtZU1lLjM5OTkLTmFtZU1lLjQwMDALTmFtZU1lLjQwMDELTmFtZU1lLjQwMDILTmFtZU1lLjQwMDMLTmFtZU1lLjQwMDQLTmFtZU1lLjQwMDULTmFtZU1lLjQwMDYLTmFtZU1lLjQwMDcLTmFtZU1lLjQwMDgLTmFtZU1lLjQwMDkLTmFtZU1lLjQwMTALTmFtZU1lLjQwMTELTmFtZU1lLjQwMTILTmFtZU1lLjQwMTMLTmFtZU1lLjQwMTQLTmFtZU1lLjQwMTULTmFtZU1lLjQwMTYLTmFtZU1lLjQwMTcLTmFtZU1lLjQwMTgLTmFtZU1lLjQwMTkLTmFtZU1lLjQwMjALTmFtZU1lLjQwMjELTmFtZU1lLjQwMjILTmFtZU1lLjQwMjMLTmFtZU1lLjQwMjQLTmFtZU1lLjQwMjULTmFtZU1lLjQwMjYLTmFtZU1lLjQwMjcLTmFtZU1lLjQwMjgLTmFtZU1lLjQwMjkLTmFtZU1lLjQwMzALTmFtZU1lLjQwMzELTmFtZU1lLjQwMzILTmFtZU1lLjQwMzMLTmFtZU1lLjQwMzQLTmFtZU1lLjQwMzULTmFtZU1lLjQwMzYLTmFtZU1lLjQwMzcLTmFtZU1lLjQwMzgLTmFtZU1lLjQwMzkLTmFtZU1lLjQwNDALTmFtZU1lLjQwNDELTmFtZU1lLjQwNDILTmFtZU1lLjQwNDMLTmFtZU1lLjQwNDQLTmFtZU1lLjQwNDULTmFtZU1lLjQwNDYLTmFtZU1lLjQwNDcLTmFtZU1lLjQwNDgLTmFtZU1lLjQwNDkLTmFtZU1lLjQwNTALTmFtZU1lLjQwNTELTmFtZU1lLjQwNTILTmFtZU1lLjQwNTMLTmFtZU1lLjQwNTQLTmFtZU1lLjQwNTULTmFtZU1lLjQwNTYLTmFtZU1lLjQwNTcLTmFtZU1lLjQwNTgLTmFtZU1lLjQwNTkLTmFtZU1lLjQwNjALTmFtZU1lLjQwNjELTmFtZU1lLjQwNjILTmFtZU1lLjQwNjMLTmFtZU1lLjQwNjQLTmFtZU1lLjQwNjULTmFtZU1lLjQwNjYLTmFtZU1lLjQwNjcLTmFtZU1lLjQwNjgLTmFtZU1lLjQwNjkLTmFtZU1lLjQwNzALTmFtZU1lLjQwNzELTmFtZU1lLjQwNzILTmFtZU1lLjQwNzMLTmFtZU1lLjQwNzQLTmFtZU1lLjQwNzULTmFtZU1lLjQwNzYLTmFtZU1lLjQwNzcLTmFtZU1lLjQwNzgLTmFtZU1lLjQwNzkLTmFtZU1lLjQwODALTmFtZU1lLjQwODELTmFtZU1lLjQwODILTmFtZU1lLjQwODMLTmFtZU1lLjQwODQLTmFtZU1lLjQwODULTmFtZU1lLjQwODYLTmFtZU1lLjQwODcLTmFtZU1lLjQwODgLTmFtZU1lLjQwODkLTmFtZU1lLjQwOTALTmFtZU1lLjQwOTELTmFtZU1lLjQwOTILTmFtZU1lLjQwOTMLTmFtZU1lLjQwOTQLTmFtZU1lLjQwOTULTmFtZU1lLjQwOTYLTmFtZU1lLjQwOTcLTmFtZU1lLjQwOTgLTmFtZU1lLjQwOTkLTmFtZU1lLjQxMDALTmFtZU1lLjQxMDELTmFtZU1lLjQxMDILTmFtZU1lLjQxMDMLTmFtZU1lLjQxMDQLTmFtZU1lLjQxMDULTmFtZU1lLjQxMDYLTmFtZU1lLjQxMDcLTmFtZU1lLjQxMDgLTmFtZU1lLjQxMDkLTmFtZU1lLjQxMTALTmFtZU1lLjQxMTELTmFtZU1lLjQxMTILTmFtZU1lLjQxMTMLTmFtZU1lLjQxMTQLTmFtZU1lLjQxMTULTmFtZU1lLjQxMTYLTmFtZU1lLjQxMTcLTmFtZU1lLjQxMTgLTmFtZU1lLjQxMTkLTmFtZU1lLjQxMjALTmFtZU1lLjQxMjELTmFtZU1lLjQxMjILTmFtZU1lLjQxMjMLTmFtZU1lLjQxMjQLTmFtZU1lLjQxMjULTmFtZU1lLjQxMjYLTmFtZU1lLjQxMjcLTmFtZU1lLjQxMjgLTmFtZU1lLjQxMjkLTmFtZU1lLjQxMzALTmFtZU1lLjQxMzELTmFtZU1lLjQxMzILTmFtZU1lLjQxMzMLTmFtZU1lLjQxMzQLTmFtZU1lLjQxMzULTmFtZU1lLjQxMzYLTmFtZU1lLjQxMzcLTmFtZU1lLjQxMzgLTmFtZU1lLjQxMzkLTmFtZU1lLjQxNDALTmFtZU1lLjQxNDELTmFtZU1lLjQxNDILTmFtZU1lLjQxNDMLTmFtZU1lLjQxNDQLTmFtZU1lLjQxNDULTmFtZU1lLjQxNDYLTmFtZU1lLjQxNDcLTmFtZU1lLjQxNDgLTmFtZU1lLjQxNDkLTmFtZU1lLjQxNTALTmFtZU1lLjQxNTELTmFtZU1lLjQxNTILTmFtZU1lLjQxNTMLTmFtZU1lLjQxNTQLTmFtZU1lLjQxNTULTmFtZU1lLjQxNTYLTmFtZU1lLjQxNTcLTmFtZU1lLjQxNTgLTmFtZU1lLjQxNTkLTmFtZU1lLjQxNjALTmFtZU1lLjQxNjELTmFtZU1lLjQxNjILTmFtZU1lLjQxNjMLTmFtZU1lLjQxNjQLTmFtZU1lLjQxNjULTmFtZU1lLjQxNjYLTmFtZU1lLjQxNjcLTmFtZU1lLjQxNjgLTmFtZU1lLjQxNjkLTmFtZU1lLjQxNzALTmFtZU1lLjQxNzELTmFtZU1lLjQxNzILTmFtZU1lLjQxNzMLTmFtZU1lLjQxNzQLTmFtZU1lLjQxNzULTmFtZU1lLjQxNzYLTmFtZU1lLjQxNzcLTmFtZU1lLjQxNzgLTmFtZU1lLjQxNzkLTmFtZU1lLjQxODALTmFtZU1lLjQxODELTmFtZU1lLjQxODILTmFtZU1lLjQxODMLTmFtZU1lLjQxODQLTmFtZU1lLjQxODULTmFtZU1lLjQxODYLTmFtZU1lLjQxODcLTmFtZU1lLjQxODgLTmFtZU1lLjQxODkLTmFtZU1lLjQxOTALTmFtZU1lLjQxOTELTmFtZU1lLjQxOTILTmFtZU1lLjQxOTMLTmFtZU1lLjQxOTQLTmFtZU1lLjQxOTULTmFtZU1lLjQxOTYLTmFtZU1lLjQxOTcLTmFtZU1lLjQxOTgLTmFtZU1lLjQxOTkLTmFtZU1lLjQyMDALTmFtZU1lLjQyMDELTmFtZU1lLjQyMDILTmFtZU1lLjQyMDMLTmFtZU1lLjQyMDQLTmFtZU1lLjQyMDULTmFtZU1lLjQyMDYLTmFtZU1lLjQyMDcLTmFtZU1lLjQyMDgLTmFtZU1lLjQyMDkLTmFtZU1lLjQyMTALTmFtZU1lLjQyMTELTmFtZU1lLjQyMTILTmFtZU1lLjQyMTMLTmFtZU1lLjQyMTQLTmFtZU1lLjQyMTULTmFtZU1lLjQyMTYLTmFtZU1lLjQyMTcLTmFtZU1lLjQyMTgLTmFtZU1lLjQyMTkLTmFtZU1lLjQyMjALTmFtZU1lLjQyMjELTmFtZU1lLjQyMjILTmFtZU1lLjQyMjMLTmFtZU1lLjQyMjQLTmFtZU1lLjQyMjULTmFtZU1lLjQyMjYLTmFtZU1lLjQyMjcLTmFtZU1lLjQyMjgLTmFtZU1lLjQyMjkLTmFtZU1lLjQyMzALTmFtZU1lLjQyMzELTmFtZU1lLjQyMzILTmFtZU1lLjQyMzMLTmFtZU1lLjQyMzQLTmFtZU1lLjQyMzULTmFtZU1lLjQyMzYLTmFtZU1lLjQyMzcLTmFtZU1lLjQyMzgLTmFtZU1lLjQyMzkLTmFtZU1lLjQyNDALTmFtZU1lLjQyNDELTmFtZU1lLjQyNDILTmFtZU1lLjQyNDMLTmFtZU1lLjQyNDQLTmFtZU1lLjQyNDULTmFtZU1lLjQyNDYLTmFtZU1lLjQyNDcLTmFtZU1lLjQyNDgLTmFtZU1lLjQyNDkLTmFtZU1lLjQyNTALTmFtZU1lLjQyNTELTmFtZU1lLjQyNTILTmFtZU1lLjQyNTMLTmFtZU1lLjQyNTQLTmFtZU1lLjQyNTULTmFtZU1lLjQyNTYLTmFtZU1lLjQyNTcLTmFtZU1lLjQyNTgLTmFtZU1lLjQyNTkLTmFtZU1lLjQyNjALTmFtZU1lLjQyNjELTmFtZU1lLjQyNjILTmFtZU1lLjQyNjMLTmFtZU1lLjQyNjQLTmFtZU1lLjQyNjULTmFtZU1lLjQyNjYLTmFtZU1lLjQyNjcLTmFtZU1lLjQyNjgLTmFtZU1lLjQyNjkLTmFtZU1lLjQyNzALTmFtZU1lLjQyNzELTmFtZU1lLjQyNzILTmFtZU1lLjQyNzMLTmFtZU1lLjQyNzQLTmFtZU1lLjQyNzULTmFtZU1lLjQyNzYLTmFtZU1lLjQyNzcLTmFtZU1lLjQyNzgLTmFtZU1lLjQyNzkLTmFtZU1lLjQyODALTmFtZU1lLjQyODELTmFtZU1lLjQyODILTmFtZU1lLjQyODMLTmFtZU1lLjQyODQLTmFtZU1lLjQyODULTmFtZU1lLjQyODYLTmFtZU1lLjQyODcLTmFtZU1lLjQyODgLTmFtZU1lLjQyODkLTmFtZU1lLjQyOTALTmFtZU1lLjQyOTELTmFtZU1lLjQyOTILTmFtZU1lLjQyOTMLTmFtZU1lLjQyOTQLTmFtZU1lLjQyOTULTmFtZU1lLjQyOTYLTmFtZU1lLjQyOTcLTmFtZU1lLjQyOTgLTmFtZU1lLjQyOTkLTmFtZU1lLjQzMDALTmFtZU1lLjQzMDELTmFtZU1lLjQzMDILTmFtZU1lLjQzMDMLTmFtZU1lLjQzMDQLTmFtZU1lLjQzMDULTmFtZU1lLjQzMDYLTmFtZU1lLjQzMDcLTmFtZU1lLjQzMDgLTmFtZU1lLjQzMDkLTmFtZU1lLjQzMTALTmFtZU1lLjQzMTELTmFtZU1lLjQzMTILTmFtZU1lLjQzMTMLTmFtZU1lLjQzMTQLTmFtZU1lLjQzMTULTmFtZU1lLjQzMTYLTmFtZU1lLjQzMTcLTmFtZU1lLjQzMTgLTmFtZU1lLjQzMTkLTmFtZU1lLjQzMjALTmFtZU1lLjQzMjELTmFtZU1lLjQzMjILTmFtZU1lLjQzMjMLTmFtZU1lLjQzMjQLTmFtZU1lLjQzMjULTmFtZU1lLjQzMjYLTmFtZU1lLjQzMjcLTmFtZU1lLjQzMjgLTmFtZU1lLjQzMjkLTmFtZU1lLjQzMzALTmFtZU1lLjQzMzELTmFtZU1lLjQzMzILTmFtZU1lLjQzMzMLTmFtZU1lLjQzMzQLTmFtZU1lLjQzMzULTmFtZU1lLjQzMzYLTmFtZU1lLjQzMzcLTmFtZU1lLjQzMzgLTmFtZU1lLjQzMzkLTmFtZU1lLjQzNDALTmFtZU1lLjQzNDELTmFtZU1lLjQzNDILTmFtZU1lLjQzNDMLTmFtZU1lLjQzNDQLTmFtZU1lLjQzNDULTmFtZU1lLjQzNDYLTmFtZU1lLjQzNDcLTmFtZU1lLjQzNDgLTmFtZU1lLjQzNDkLTmFtZU1lLjQzNTALTmFtZU1lLjQzNTELTmFtZU1lLjQzNTILTmFtZU1lLjQzNTMLTmFtZU1lLjQzNTQLTmFtZU1lLjQzNTULTmFtZU1lLjQzNTYLTmFtZU1lLjQzNTcLTmFtZU1lLjQzNTgLTmFtZU1lLjQzNTkLTmFtZU1lLjQzNjALTmFtZU1lLjQzNjELTmFtZU1lLjQzNjILTmFtZU1lLjQzNjMLTmFtZU1lLjQzNjQLTmFtZU1lLjQzNjULTmFtZU1lLjQzNjYLTmFtZU1lLjQzNjcLTmFtZU1lLjQzNjgLTmFtZU1lLjQzNjkLTmFtZU1lLjQzNzALTmFtZU1lLjQzNzELTmFtZU1lLjQzNzILTmFtZU1lLjQzNzMLTmFtZU1lLjQzNzQLTmFtZU1lLjQzNzULTmFtZU1lLjQzNzYLTmFtZU1lLjQzNzcLTmFtZU1lLjQzNzgLTmFtZU1lLjQzNzkLTmFtZU1lLjQzODALTmFtZU1lLjQzODELTmFtZU1lLjQzODILTmFtZU1lLjQzODMLTmFtZU1lLjQzODQLTmFtZU1lLjQzODULTmFtZU1lLjQzODYLTmFtZU1lLjQzODcLTmFtZU1lLjQzODgLTmFtZU1lLjQzODkLTmFtZU1lLjQzOTALTmFtZU1lLjQzOTELTmFtZU1lLjQzOTILTmFtZU1lLjQzOTMLTmFtZU1lLjQzOTQLTmFtZU1lLjQzOTULTmFtZU1lLjQzOTYLTmFtZU1lLjQzOTcLTmFtZU1lLjQzOTgLTmFtZU1lLjQzOTkLTmFtZU1lLjQ0MDALTmFtZU1lLjQ0MDELTmFtZU1lLjQ0MDILTmFtZU1lLjQ0MDMLTmFtZU1lLjQ0MDQLTmFtZU1lLjQ0MDULTmFtZU1lLjQ0MDYLTmFtZU1lLjQ0MDcLTmFtZU1lLjQ0MDgLTmFtZU1lLjQ0MDkLTmFtZU1lLjQ0MTALTmFtZU1lLjQ0MTELTmFtZU1lLjQ0MTILTmFtZU1lLjQ0MTMLTmFtZU1lLjQ0MTQLTmFtZU1lLjQ0MTULTmFtZU1lLjQ0MTYLTmFtZU1lLjQ0MTcLTmFtZU1lLjQ0MTgLTmFtZU1lLjQ0MTkLTmFtZU1lLjQ0MjALTmFtZU1lLjQ0MjELTmFtZU1lLjQ0MjILTmFtZU1lLjQ0MjMLTmFtZU1lLjQ0MjQLTmFtZU1lLjQ0MjULTmFtZU1lLjQ0MjYLTmFtZU1lLjQ0MjcLTmFtZU1lLjQ0MjgLTmFtZU1lLjQ0MjkLTmFtZU1lLjQ0MzALTmFtZU1lLjQ0MzELTmFtZU1lLjQ0MzILTmFtZU1lLjQ0MzMLTmFtZU1lLjQ0MzQLTmFtZU1lLjQ0MzULTmFtZU1lLjQ0MzYLTmFtZU1lLjQ0MzcLTmFtZU1lLjQ0MzgLTmFtZU1lLjQ0MzkLTmFtZU1lLjQ0NDALTmFtZU1lLjQ0NDELTmFtZU1lLjQ0NDILTmFtZU1lLjQ0NDMLTmFtZU1lLjQ0NDQLTmFtZU1lLjQ0NDULTmFtZU1lLjQ0NDYLTmFtZU1lLjQ0NDcLTmFtZU1lLjQ0NDgLTmFtZU1lLjQ0NDkLTmFtZU1lLjQ0NTALTmFtZU1lLjQ0NTELTmFtZU1lLjQ0NTILTmFtZU1lLjQ0NTMLTmFtZU1lLjQ0NTQLTmFtZU1lLjQ0NTULTmFtZU1lLjQ0NTYLTmFtZU1lLjQ0NTcLTmFtZU1lLjQ0NTgLTmFtZU1lLjQ0NTkLTmFtZU1lLjQ0NjALTmFtZU1lLjQ0NjELTmFtZU1lLjQ0NjILTmFtZU1lLjQ0NjMLTmFtZU1lLjQ0NjQLTmFtZU1lLjQ0NjULTmFtZU1lLjQ0NjYLTmFtZU1lLjQ0NjcLTmFtZU1lLjQ0NjgLTmFtZU1lLjQ0NjkLTmFtZU1lLjQ0NzALTmFtZU1lLjQ0NzELTmFtZU1lLjQ0NzILTmFtZU1lLjQ0NzMLTmFtZU1lLjQ0NzQLTmFtZU1lLjQ0NzULTmFtZU1lLjQ0NzYLTmFtZU1lLjQ0NzcLTmFtZU1lLjQ0NzgLTmFtZU1lLjQ0NzkLTmFtZU1lLjQ0ODALTmFtZU1lLjQ0ODELTmFtZU1lLjQ0ODILTmFtZU1lLjQ0ODMLTmFtZU1lLjQ0ODQLTmFtZU1lLjQ0ODULTmFtZU1lLjQ0ODYLTmFtZU1lLjQ0ODcLTmFtZU1lLjQ0ODgLTmFtZU1lLjQ0ODkLTmFtZU1lLjQ0OTALTmFtZU1lLjQ0OTELTmFtZU1lLjQ0OTILTmFtZU1lLjQ0OTMLTmFtZU1lLjQ0OTQLTmFtZU1lLjQ0OTULTmFtZU1lLjQ0OTYLTmFtZU1lLjQ0OTcLTmFtZU1lLjQ0OTgLTmFtZU1lLjQ0OTkLTmFtZU1lLjQ1MDALTmFtZU1lLjQ1MDELTmFtZU1lLjQ1MDILTmFtZU1lLjQ1MDMLTmFtZU1lLjQ1MDQLTmFtZU1lLjQ1MDULTmFtZU1lLjQ1MDYLT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BOwE7ATsBOwE7ATsBOwE7ATsBOwE7ATsBOwE7ATsBOwE7ATsBOwE7ATsBOwE7ATsBOwE7ATsBOwE7ATsBOwE7ATsBOwE7ATsBOwE7ATsBOwE7ATsBOwE7ATsBOwE7ATsBOwE7ATsBOwE7ATsBOwE7ATsBOwE7ATsBOwE7ATsBOwE7ATsBOwE7ATsBOwE7ATsBOwE7ATsBOwE7ATsBOwE7ATsBOwE7ATsBOwE7ATsBOwE7ATsBOwE7ATsBOwE7ATsBOwE7ATsBOwE7ATsBOwE7ATsBOwE7ATsBOwE7ATsBOwE7ATsBOwE7ATsBOwE7ATsBOwE7ATsBOwE7ATsBOwE7ATsBOwE7ATsBOwE7ATsBOwE7ATsBOwE7ATsBOwE7ATsBOwE7ATsBOwE7ATsBOwE7ATsBOwE7ATsBOwE7ATsBOwE7ATsBOwE7ATsBOwE7ATsBOwE7ATsBOwE7ATsBOwE7ATsBOwE7ATsBOwE7ATsBOwE7ATsBOwE7ATsBOwE7ATsBOwE7ATsBOwE7ATsBOwE7ATsBOwE7ATsBOwE7ATsBOwE7ATsBOwE7ATsBOwE7ATsBOwE7ATsBOwE7ATsBOwE7ATsBOwE7ATsBOwF/gX+Bf4F/gX+Bf4F/gX+Bf4F/gX+Bf4F/gX+Bf4F/gX+Bf4F/gX+Bf4F/gX+Bf4F/gX+Bf4F/gX+BgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGaAZoBmgGaAZoBmgGaAZoBmgGaAZoBmgGaAZoBmgGaAZoBmgGaAZoBmgGaAZoBmgGaAZoBmgGaAZoBmgGaAZoBmgGaAZoBmgGaAZoBmgGaAZoBmgGaAZoBmgGaAZoBmgGaAZoBmgGaAZoBmgGaAZoBmgGaAZoBmgGaAZoBmgGaAZoBmgGaAZoBmgGaAZoBmgGaAZoBmgGaAZoBmgGaAZoBmgGaAZoBmgGaAZoBmgGaAZoBmgGaAZoBmgGaAZoBmgGaAZoBmgGaAZoBmgGaAZoBmgGaAZoBmgGaAZoBmgGaAZoBmgGaAZoBmgGaAZoBmgGaAZoBmgGaAZoBmgGaAZoBmgGaAZoBmgGaAZoBmgGaAZoBmgGaAZoBmgGaAZoBmgGaAZoBmgGaAZoBmgGaAZoBmgGaAZoBmgGaAZoBmgGaAZoBmgGaAZoBmgGaAZoBmgGaAZoBmgGaAZoBmgGaAZoBmgGaAZoBmgGaAZoBmgGaAZoBmgGaAZoBmgGaAZoBmgGaAZoBmgGaAZoBmgGaAZoBmgGaAZoBmgGaAZoBmgGaAZoBmgGaAZoBmgGaAZoBmgGaAZoBmgGaAZoBmgGaAZoBmgGaAZoBmgGaAZoBmgGaAZoBmgGaAZoBmgGaAZoBmgGaAZoBmgGaAZoBmgGaAZoBmgGaAZoBmgGaAZoBmgGaAZoBmgGaAZoBmgGaAZoBmgGaAZoBmgGaAZoBmgGaAZoBmgGaAZoBmgGaAZoBmgGaAZoBmgGaAZoBmgGaAZoBmgGaAZoBmgGaAZoBmgGaAZoBmgGaAZoBmgGaAZoBmgGaAZoBmgGaAZoBmgGaAZoBmgGaAZoBmgGaAZoBmgGaAZoBmgGaAZoBmgGaAZoBmgGaAZoBmgGaAZoBmgGaAZoBmgGaAZoBmgGaAZoBmgGaAZoBmgGaAZoBmgGaAZoBmgGaAZoBmgGaAZoBmgGaAZoBmgGaAZoBmgGaAZoBmgGaAZoBmgGaAZoBmgGaAZoBmgGaAZoBmgGaAZoBmgGaAZoBmgGaAZoBmgGaAZoBmgGaAZoBmgGaAZoBmgGaAZoBmgGaAZoBmgGaAZoBmgGaAZoBmgGaAZoBmgGaAZoBmgGaAZoBmgGaAZoBmgGaAZoBmgGaAZoBmgGaAZoBmgGaAZoBmgGaAZoBmgGaAZoBmgGaAZoBmgGaAZoBmgGaAZoBmgGaAZoBmgGaAZoBmgGaAZoBmgGaAZoBmgGaAZoBmgGaAZoBmgGaAZoBmgGaAZoBmgGaAZoBmgGaAZoBmgGaAZoBmgGaAZoBmgGaAZoBmgGaAZoBmgGaAZoBmgGaAZoBmgGaAZoBmgGaAZoBmgGaAZoBmgGaAZoBmgGaAZoBmgGaAZoBmgGaAZoBmgGaAZoBmgGaAZoBmgGaAZoBmgGaAZoBmgGaAZoBmgGaAZoBmgGaAZoBmgGaAZoBmgGaAZoBmgGaAZoBmgGaAZoBmgGaAZoBmgGaAZoBmgGaAZoBmgGaAZoBmgGaAZoBmgGaAZoBmgGaAZoBmgGaAZoBmgGaAZoBmgGaAZoBmgGaAZoBmgGaAZoBmgGaAZoBmgGaAZoBmgGaAZoBmgGaAZoBmgGaAZoBmgGaAZoBmgGaAZoBmgGaAZoBmgGaAZoBmgGaAZoBmgGaAZoBmgGaAZoBmgGaAZoBmgGaAZoBmgGaAZoBmgGaAZoBmgGaAZoBmgGaAZoBmgGaAZoBmgGaAZoBmgGaAZoBmgGaAZoBmgGaAZoBmgGaAZoBmgGaAZoBmgGaAZoBmgGaAZoBmgGaAZoBmgGaAZoBmgGaAZoBmgGaAZoBmgGaAZoBmgGaAZoBmgGaAZoBmgGaAZoBmgGaAZoBmgGaAZo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BnoGegZ6BnoGegZ6BnoGegZ6BnoGegZ6BnoGegZ6BnoGegZ6BnoGegZ6BnoGegZ6BnoGegZ6BnoGegZ6BnoGegZ6BnoGegZ6BnoGegZ6BnoGegZ6BnoGegZ6BnoGegZ6BnoGegZ6BnoGegZ6BnoGegZ6BnoGegZ6BnoGegZ6BnoGegZ6BnoGegZ6BnoGegZ6BnoGegZ6BnoGegZ6BnoGegZ6BnoGegZ6BnoGegZ6BnoGegZ6BnoGegZ6BnoGegZ6BnoGegZ6BnoGegZ6BnoGegZ6BnoGegZ6BnoGegZ6BnoGegZ6BnoGegZ6BnoGegZ6BnoGegZ6BnoGegZ6BnoGegZ6BnoGegZ6BnoGegZ6BnoGegZ6BnoGegZ6BnoGegZ6BnoGegZ6BnoGegZ6BnoGegZ6BnoGegZ6BnoGegZ6BnoGegZ6BnoGegZ6BnoGegZ6BnoGegZ6BnoGegZ6BnoGegZ6BnoGegZ6BnoGegZ6BnoGegZ6BnoGegZ6BnoGegZ6BnoGegZ6BnoGegZ6BnoGegZ6BnoGegZ6BnoGegZ6BnoGegZ6BnoGegZ6BnoGegZ6BnoGegZ6BnoGegZ6BnoGegZ6BnoGegZ6BnoGegZ6BnoGegZ6BnoGegZ6BnoGegZ6BnoGegZ6BnoGegZ6BnoGegZ6BnoGegZ6BnoGegZ6BnoGegZ6BnoGegZ6BnoGegZ6BnoGegZ6BnoGegZ6BnoGegZ6BnoGegZ6BnoGegZ6BnoGegZ6BnoGegZ6BnoGegZ6BnoGegZ6BnoGegZ6BnoGegZ6BnoGegZ6BnoGegZ6BnoGegZ6BnoGegZ6BnoGegZ6BnoGegZ6BnoGegZ6BnoGegZ6BnoGegZ6BnoGegZ6BnoGegZ6BnoGegZ6BnoGegZ6BnoGegZ6BnoGegZ6BnoGegZ6BnoGegZ6BnoGegZ6BnoGegZ6BnoGegZ6AAIARAAAAmQFVQADAAcALrEBAC88sgcERO0ysQYF3DyyAwJE7TIAsQMALzyyBQRE7TKyBwZF/DyyAQJE7TIzESERJSERIUQCIP4kAZj+aAVV+qtEBM0AAAAFAAD+cwPbBQ4AAwAHADkATQBOAFS8AA0BnQAXADoBy7RERAgtB74BnQACACABywAIAAEBnUATBAINGxs/IzUGjANREUk/B4wCVAA//d7dxj/93s0SOS/NAS/d7dbtEP3GETkv7dTtMDEBESERAREhEQEUDgIPAQ4BIyIuAjUnJjY7ATI+AjU0JiMiDgIjIi4CNTQ2Nz4DMzIeAgMUDgIjIi4CNTQ+AjMyHgIBA9v8TwNF/SQCeSE7UzEFASslFx8TCAgDHx4NJTMgD0tNIzYoGgUECAYDBQgHJzZCI1V3SiLOChgnHB0nGAoKGCcdHCcYCv3CBQ768gUO+1cERPu8Aug5WD4kBnkNCwIFCQidKB4VJDEcPUsNDw0FDhsXGhwHCBEOCipIYf2ZGiUXCgoXJRocJRgKChgl/TsAAQCN//oGcQUOADwA17EBAkNVWEALDTAwFy8vCi4YGBq4AmS0JDEMDAq4AmS3ACQ2URkMCxi7AS0AQAAu//C0ECMCTDG4//BAIBAjAkwXEBAjAkwNEBAjAkwNFy8wMS4GHyhRH1USVQVVABg/Pz8/Ehc5KysrKxrtMjIyPwEv1O0yETMQ7TIRMxE5PS8zMxEzMDEbtTZRGQwLGLsBLQBAAC7/8LQQIwJMMbj/8EAgECMCTBcQECMCTA0QECMCTA0XLzAxLgYfKFEfVRJVBVUAGD8/Pz8SFzkrKysrGu0yMjI/MDFZJRQOAiMiLgI1ESMBDgMjIi4CJwEjERQOAiMiLgI1ETQ2OwEyHgIXATMBPgM7ATIeAhUGcQsdMCUkMBwMAv6JBBIfMCIiMB8SA/6WAgseLyUkMB0LNi2sLkIwIAwBGAQBIg0fKTglsRsnGQ0kChAKBgYKEAoEHfvkDREKAwULEAsEHPvjChAKBgYKEAoEgTM2DyM5Kvz9AwEqOiQPDhsnGQAAAAACAIYAAAQ6BCYAEgAfACe/ABMCowAAABoCfwAJABgBMLIOZBu4ATGxBWcAP+0/7QEv7dTtMDEBFA4CIyEiJjURNDYzITIeAgU0LgIrAREzMj4CBDpRldWQ/t4eKSkeATqOzY5K/vYhSHRga2tYck0mAiKV0II7JCYDkiYkQIHCiUZ4WTL9YSxXgAAAAAEAhv/6BcMEJgA4AEi0LBUtJxi4AllACSINLwotLSI0CrgCaEARACI1ZC0WCwMdJmQdaBBoBWgAPz8/PxIXOT8BL9TtMhI5PS8SOTkYEO0yETk5MDElFA4CIyIuAjURIwEOASMiLgInASMRFA4CIyIuAjURNDY7ATIeAhcTMxM+AzsBMhYVBcMLGzAlJjAcCgL+0wQ4PyAtHA8D/tcCCxswJiYvGwouJq8tQC4fDNkE3w0fKzonrScsHwoOCQQECQ4KAzH8yhEPBAgMCAM2/M8KDgkEBAkOCgOyKSwQIjko/cQCOSo6Iw8sKQAAAgCG//oD5wQmADMAQABCuQAKAqq0MRArETS4AqiyJjsRuAKAshwrEbgBB7M7Oxc5uAENtSBkF2gFaAA/Pz/tEjkv7TkBL+0y1O0SOTnW7TAxJRQOAiMiLgIvAS4DKwERFA4CIyIuAjURNDYzITIeAhUUDgIHHgMfAR4BATQuAisBETMyPgID5wwgOi0rNCAOA00OHSUvJUoMHjIlJjMdDCkeAVRlj2g6GjVONBkqJSIQVQoI/sERJjw2dm4zPyoVEwcKBQMEChAM4yg5JhL+fwoOCQQECQ4KA70mJCJIb0s2Wkc1EAoeLT0n2RwdAsscMCMU/u4UJTQAAAAAAgBL/+kDzAVtACYAOQCTsQECQ1VYsgsbObsCXgAAAC8CckAKEyFGCzknGwQOKrj/6LQLDwFMKrgBSUAJGEo0GAsPAUw0uAFJtEAOTQVMABg/PxrtKz/tKxIXOT8BL+3U7TI5MDEbQAkhRgs5JxsEDiq4/+i0Cw8BTCq4AUlACRhKNBgLDwFMNLgBSbRADk0FTAAYPz8a7Ss/7SsSFzk/MDFZJRQOAiMiLgI9AQ4BIyIuAjU0PgIzMhYXETQ+AjMyHgIVAy4BIyIOAhUUHgIzMj4CNwPMChgpHiAoGQtFl1xmjVkoM2KSX0t6PAsdMCUlMBwM+jZjNjFHKxUSKUQ0GjEzNiAiCw8KBAQKDwtjSlJPhrNjd76GSD07AeMKEAsGBgsQCv00REgxUmU1OGpTMg8iNygAAAAAAQB+//oCuwPXADMAbrEBAkNVWLEmD7gCYEAMABoPCh8KLwoDDQMKuP/oswsBTQq4AVNACkArSiYPFSBJFUwAGD8/Ejk5PxrtK19eXQEvxO05MDEbuQAK/+izCwFNCrgBU0AKQCtKJg8VIEkVTAAYPz8SOTk/Gu0rMDFZARQOAiMiLgIjIg4CBxEUDgIjIi4CNRE0PgIzMh4CHQE+AzMyHgYCuwQIDQoIFBkeEhUqLTEcDB0wJSUwHQwKGikfICoXCiM+ODgcDR4gGAsFBAIDSyQuGgoHCAcRJDws/dQKDwoFBQoPCgN8Cg8KBQUKDwpvMkEmDwMHCQoMFSoAAgA6ArwCmwYLACQANQAysgkZNbsBsAAAAC0BtEAQER9tGQkDKKwWcTKtDHQDcwA/P+0/7RI5OT8BL+3U7TI5MDEBFAYjIi4CPQEOASMiLgI1ND4CMzIWFxE0PgIzMh4CFQMuASMiDgIVFB4CMzI2NwKbIi8YHxQHLWE8RF05GiFAYD8uTCUJFiYbHSYWCcIeNh8bKBgLCRcnHBs4IwLjDhAECAsHNi0wMVFsPEhzUishIQEVBwoGAwMGCgf+SiQmGio2Gx43KhsiKwAAAQBaAsUB3gUeAC0AJrMiGgAPuAGwQAwaCsEncSIPFR5wFXMAPz8SOTk/7QEv/cQSOTAxARQOAiMiLgIjIg4CBxEUDgIjIi4CNRE0NjMyFh0BPgMzMh4EAd4CBQoHBwoNEQ0NGBoeEQgWJR0cJhYKIy8wIhYnJSISDh0UBwMBBL8aIRQHAwUECBIfFv69BwsIBAQICwcCFQ4ODg47HCYWCQQHCBIgAAAAAgB5A2QC2gV3ABUAKQAfvAAVAgYACwAhAga2KQUbJkcQRwA/P80yAS/t1u0wMQEUDgIjIi4CNQM0PgIzMh4CFQEUDgIjIi4CJwMmPgIzMhYVAsMJFSIaGyMUCRgMGywgICwbCv5sCRQjGhsiFQgBFwEMGywgQTEDjgoQCgYGChAKAb8KEAsFBQsQCv5BChAKBgYKEAoBvwoQCwUVFQAAABAAZgBaBFsETgAHAA8AFwAfACcALwA3AD8ARwBPAFcAXwBnAG8AdwB/ANZAblBobFRsOHh8PHwocHQsdCBgZCRkCEhMDEwAQEQERBAwNBQ0bHx0ZExENDRETGR0fGwHHFhcGBxKcnZOdkJ6fkZ+MmpuNm4aWl4eXhJSVhZWAjo+Bj4KKi4OLnZ+bl5WPi4uPlZebn52ByZmYiImAC/NL80RFzkvLy8vLy8vETMQzTIRMxDNMhEzEM0yETMQzTIRMxDNMhEzEM0yETMQzTIBL80vzRIXOS8vLy8vLy8RMxDNMhEzEM0yETMQzTIRMxDNMhEzEM0yETMQzTIRMxDNMjAxARQjIjU0MzInFCMiNTQzMhMUIyI1NDMyFxQjIjU0MzIBFCMiNTQzMgcUIyI1NDMyARQjIjU0MzIBFCMiNTQzMgEUIyI1NDMyBxQjIjU0MzIBFCMiNTQzMgcWIyI1NDMyARQjIjU0MzIlFCMiNTQzMhMUIyI1NDMyJxQjIjU0MzID1DA0NDCUMDQ0MPczMTMxJDA0NDD+NzIyMjKtMzExMwJSMzExM/0aMjIyMgKDMDQ0MJQwNDQw/a4wNDIyJAExNDQxAccyMjIy/lwyMjIy9zMxMTOUMjIyMgOWMjIyMDExM/7XMzMx3zIyMgGXMzMxVjExM/17MTEzAb0yLzX9SDExM5UwMDQCIDMzMd8yMjL+BzMzMegxMTP+2TQwNC4xMTP//wB4AswEIgXkEgYIwwAAAAEAeALMBCIF5AArAEBACSIAIA4IISEWBrsB2wAAABAB27cWIQcPAwsnGrgC/rITAwu4Av8APzMzPzMSFzkBL+3U7RI5PS8zMzkSOTAxARQGIyImNREDDgEjIiYnAxEUBiMiJjURNDY7ATIeAhcbAT4DOwEyFhUEIiQ4NSbBByczMioFuSY2NiUnIHEeKx4WCZqeCRUbJBl0KCIC7A8REQ8CDP3yEgwPDwIP/fMPEREPArMiIwsWJBj+UgGtGSMXCyMiAAAB/7oHrQJGCDEAAwAIsQACAC8zMDEDIRUhRgKM/XQIMYQAAAAAAB4BbgABAAAAAAAAAQkCFAABAAAAAAABAAcDLgABAAAAAAACAAQDQAABAAAAAAADABcDdQABAAAAAAAEAAwDpwABAAAAAAAFAAwDzgABAAAAAAAGAAsD8wABAAAAAAAHADsEdwABAAAAAAAIABUE3wABAAAAAAAJABAFFwABAAAAAAAKAVAHygABAAAAAAALACsJcwABAAAAAAAMABUJywABAAAAAAANBwwX+wABAAAAAAAOACUfVAADAAEECQAAAhIAAAADAAEECQABAA4DHgADAAEECQACAAgDNgADAAEECQADAC4DRQADAAEECQAEABgDjQADAAEECQAFABgDtAADAAEECQAGABYD2wADAAEECQAHAHYD/wADAAEECQAIACoEswADAAEECQAJACAE9QADAAEECQAKAqAFKAADAAEECQALAFYJGwADAAEECQAMACoJnwADAAEECQANDhgJ4QADAAEECQAOAEofCACpACAAMgAwADIAMQAgAE0AaQBjAHIAbwBzAG8AZgB0ACAAQwBvAHIAcABvAHIAYQB0AGkAbwBuAC4AIABBAGwAbAAgAFIAaQBnAGgAdABzACAAUgBlAHMAZQByAHYAZQBkAC4ADQAKAEgAZQBiAHIAZQB3ACAATwBwAGUAbgBUAHkAcABlACAATABhAHkAbwB1AHQAIABsAG8AZwBpAGMAIABjAG8AcAB5AHIAaQBnAGgAdAAgAKkAIAAyADAAMAAzACAAJgAgADIAMAAwADcALAAgAFIAYQBsAHAAaAAgAEgAYQBuAGMAbwBjAGsAIAAmACAASgBvAGgAbgAgAEgAdQBkAHMAbwBuAC4AIABUAGgAaQBzACAAbABhAHkAbwB1AHQAIABsAG8AZwBpAGMAIABmAG8AcgAgAEIAaQBiAGwAaQBjAGEAbAAgAEgAZQBiAHIAZQB3ACAAaQBzACAAbwBwAGUAbgAgAHMAbwB1AHIAYwBlACAAcwBvAGYAdAB3AGEAcgBlACAAdQBuAGQAZQByACAAdABoAGUAIABNAEkAVAAgAEwAaQBjAGUAbgBzAGUAOwAgAHMAZQBlACAAZQBtAGIAZQBkAGQAZQBkACAAbABpAGMAZQBuAHMAZQAgAGQAZQBzAGMAcgBpAHAAdABpAG8AbgAgAGYAbwByACAAZABlAHQAYQBpAGwAcwAuAACpIDIwMjEgTWljcm9zb2Z0IENvcnBvcmF0aW9uLiBBbGwgUmlnaHRzIFJlc2VydmVkLg0KSGVicmV3IE9wZW5UeXBlIExheW91dCBsb2dpYyBjb3B5cmlnaHQgqSAyMDAzICYgMjAwNywgUmFscGggSGFuY29jayAmIEpvaG4gSHVkc29uLiBUaGlzIGxheW91dCBsb2dpYyBmb3IgQmlibGljYWwgSGVicmV3IGlzIG9wZW4gc291cmNlIHNvZnR3YXJlIHVuZGVyIHRoZSBNSVQgTGljZW5zZTsgc2VlIGVtYmVkZGVkIGxpY2Vuc2UgZGVzY3JpcHRpb24gZm9yIGRldGFpbHMuAABDAGEAbABpAGIAcgBpAABDYWxpYnJpAABCAG8AbABkAABCb2xkAABNAGkAYwByAG8AcwBvAGYAdAA6ACAAQwBhAGwAaQBiAHIAaQAgAEIAbwBsAGQAAE1pY3Jvc29mdDogQ2FsaWJyaSBCb2xkAABDAGEAbABpAGIAcgBpACAAQgBvAGwAZAAAQ2FsaWJyaSBCb2xkAABWAGUAcgBzAGkAbwBuACAANgAuADIANgAAVmVyc2lvbiA2LjI2AABDAGEAbABpAGIAcgBpAEIAbwBsAGQAAENhbGlicmlCb2xkAABDAGEAbABpAGIAcgBpACAAaQBzACAAYQAgAHQAcgBhAGQAZQBtAGEAcgBrACAAbwBmACAAdABoAGUAIABNAGkAYwByAG8AcwBvAGYAdAAgAGcAcgBvAHUAcAAgAG8AZgAgAGMAbwBtAHAAYQBuAGkAZQBzAC4AAENhbGlicmkgaXMgYSB0cmFkZW1hcmsgb2YgdGhlIE1pY3Jvc29mdCBncm91cCBvZiBjb21wYW5pZXMuAABNAGkAYwByAG8AcwBvAGYAdAAgAEMAbwByAHAAbwByAGEAdABpAG8AbgAATWljcm9zb2Z0IENvcnBvcmF0aW9uAABMAHUAYwAoAGEAcwApACAAZABlACAARwByAG8AbwB0AABMdWMoYXMpIGRlIEdyb290AABDAGEAbABpAGIAcgBpACAAaQBzACAAYQAgAG0AbwBkAGUAcgBuACAAcwBhAG4AcwAgAHMAZQByAGkAZgAgAGYAYQBtAGkAbAB5ACAAdwBpAHQAaAAgAHMAdQBiAHQAbABlACAAcgBvAHUAbgBkAGkAbgBnAHMAIABvAG4AIABzAHQAZQBtAHMAIABhAG4AZAAgAGMAbwByAG4AZQByAHMALgAgAEkAdAAgAGYAZQBhAHQAdQByAGUAcwAgAHIAZQBhAGwAIABpAHQAYQBsAGkAYwBzACwAIABzAG0AYQBsAGwAIABjAGEAcABzACwAIABhAG4AZAAgAG0AdQBsAHQAaQBwAGwAZQAgAG4AdQBtAGUAcgBhAGwAIABzAGUAdABzAC4AIABJAHQAcwAgAHAAcgBvAHAAbwByAHQAaQBvAG4AcwAgAGEAbABsAG8AdwAgAGgAaQBnAGgAIABpAG0AcABhAGMAdAAgAGkAbgAgAHQAaQBnAGgAdABsAHkAIABzAGUAdAAgAGwAaQBuAGUAcwAgAG8AZgAgAGIAaQBnACAAYQBuAGQAIABzAG0AYQBsAGwAIAB0AGUAeAB0ACAAYQBsAGkAawBlAC4AIABDAGEAbABpAGIAcgBpACcAcwAgAG0AYQBuAHkAIABjAHUAcgB2AGUAcwAgAGEAbgBkACAAdABoAGUAIABuAGUAdwAgAHIAYQBzAHQAZQByAGkAcwBlAHIAIAB0AGUAYQBtACAAdQBwACAAaQBuACAAYgBpAGcAZwBlAHIAIABzAGkAegBlAHMAIAB0AG8AIAByAGUAdgBlAGEAbAAgAGEAIAB3AGEAcgBtACAAYQBuAGQAIABzAG8AZgB0ACAAYwBoAGEAcgBhAGMAdABlAHIALgAAQ2FsaWJyaSBpcyBhIG1vZGVybiBzYW5zIHNlcmlmIGZhbWlseSB3aXRoIHN1YnRsZSByb3VuZGluZ3Mgb24gc3RlbXMgYW5kIGNvcm5lcnMuIEl0IGZlYXR1cmVzIHJlYWwgaXRhbGljcywgc21hbGwgY2FwcywgYW5kIG11bHRpcGxlIG51bWVyYWwgc2V0cy4gSXRzIHByb3BvcnRpb25zIGFsbG93IGhpZ2ggaW1wYWN0IGluIHRpZ2h0bHkgc2V0IGxpbmVzIG9mIGJpZyBhbmQgc21hbGwgdGV4dCBhbGlrZS4gQ2FsaWJyaSdzIG1hbnkgY3VydmVzIGFuZCB0aGUgbmV3IHJhc3RlcmlzZXIgdGVhbSB1cCBpbiBiaWdnZXIgc2l6ZXMgdG8gcmV2ZWFsIGEgd2FybSBhbmQgc29mdCBjaGFyYWN0ZXIuAABoAHQAdABwAHMAOgAvAC8AZABvAGMAcwAuAG0AaQBjAHIAbwBzAG8AZgB0AC4AYwBvAG0ALwB0AHkAcABvAGcAcgBhAHAAaAB5AC8AYQBiAG8AdQB0AABodHRwczovL2RvY3MubWljcm9zb2Z0LmNvbS90eXBvZ3JhcGh5L2Fib3V0AABoAHQAdABwADoALwAvAGwAdQBjAGEAcwBmAG8AbgB0AHMALgBjAG8AbQAAaHR0cDovL2x1Y2FzZm9udHMuY29tAABNAGkAYwByAG8AcwBvAGYAdAAgAHMAdQBwAHAAbABpAGUAZAAgAGYAbwBuAHQALgAgAFkAbwB1ACAAbQBhAHkAIAB1AHMAZQAgAHQAaABpAHMAIABmAG8AbgB0ACAAdABvACAAYwByAGUAYQB0AGUALAAgAGQAaQBzAHAAbABhAHkALAAgAGEAbgBkACAAcAByAGkAbgB0ACAAYwBvAG4AdABlAG4AdAAgAGEAcwAgAHAAZQByAG0AaQB0AHQAZQBkACAAYgB5ACAAdABoAGUAIABsAGkAYwBlAG4AcwBlACAAdABlAHIAbQBzACAAbwByACAAdABlAHIAbQBzACAAbwBmACAAdQBzAGUALAAgAG8AZgAgAHQAaABlACAATQBpAGMAcgBvAHMAbwBmAHQAIABwAHIAbwBkAHUAYwB0ACwAIABzAGUAcgB2AGkAYwBlACwAIABvAHIAIABjAG8AbgB0AGUAbgB0ACAAaQBuACAAdwBoAGkAYwBoACAAdABoAGkAcwAgAGYAbwBuAHQAIAB3AGEAcwAgAGkAbgBjAGwAdQBkAGUAZAAuACAAWQBvAHUAIABtAGEAeQAgAG8AbgBsAHkAIAAoAGkAKQAgAGUAbQBiAGUAZAAgAHQAaABpAHMAIABmAG8AbgB0ACAAaQBuACAAYwBvAG4AdABlAG4AdAAgAGEAcwAgAHAAZQByAG0AaQB0AHQAZQBkACAAYgB5ACAAdABoAGUAIABlAG0AYgBlAGQAZABpAG4AZwAgAHIAZQBzAHQAcgBpAGMAdABpAG8AbgBzACAAaQBuAGMAbAB1AGQAZQBkACAAaQBuACAAdABoAGkAcwAgAGYAbwBuAHQAOwAgAGEAbgBkACAAKABpAGkAKQAgAHQAZQBtAHAAbwByAGEAcgBpAGwAeQAgAGQAbwB3AG4AbABvAGEAZAAgAHQAaABpAHMAIABmAG8AbgB0ACAAdABvACAAYQAgAHAAcgBpAG4AdABlAHIAIABvAHIAIABvAHQAaABlAHIAIABvAHUAdABwAHUAdAAgAGQAZQB2AGkAYwBlACAAdABvACAAaABlAGwAcAAgAHAAcgBpAG4AdAAgAGMAbwBuAHQAZQBuAHQALgAgAEEAbgB5ACAAbwB0AGgAZQByACAAdQBzAGUAIABpAHMAIABwAHIAbwBoAGkAYgBpAHQAZQBkAC4ADQAKAA0ACgBUAGgAZQAgAGYAbwBsAGwAbwB3AGkAbgBnACAAbABpAGMAZQBuAHMAZQAsACAAYgBhAHMAZQBkACAAbwBuACAAdABoAGUAIABNAEkAVAAgAGwAaQBjAGUAbgBzAGUAIAAoAGgAdAB0AHAAOgAvAC8AZQBuAC4AdwBpAGsAaQBwAGUAZABpAGEALgBvAHIAZwAvAHcAaQBrAGkALwBNAEkAVABfAEwAaQBjAGUAbgBzAGUAKQAsACAAYQBwAHAAbABpAGUAcwAgAHQAbwAgAHQAaABlACAATwBwAGUAbgBUAHkAcABlACAATABhAHkAbwB1AHQAIABsAG8AZwBpAGMAIABmAG8AcgAgAEIAaQBiAGwAaQBjAGEAbAAgAEgAZQBiAHIAZQB3ACAgHABMAGEAeQBvAHUAdAAgAEwAbwBnAGkAYyAdACAAYQBzACAAagBvAGkAbgB0AGwAeQAgAGQAZQB2AGUAbABvAHAAZQBkACAAYgB5ACAAUgBhAGwAcABoACAASABhAG4AYwBvAGMAawAgAGEAbgBkACAASgBvAGgAbgAgAEgAdQBkAHMAbwBuAC4AIAANAAoADQAKAFAAZQByAG0AaQBzAHMAaQBvAG4AIABpAHMAIABoAGUAcgBlAGIAeQAgAGcAcgBhAG4AdABlAGQALAAgAGYAcgBlAGUAIABvAGYAIABjAGgAYQByAGcAZQAsACAAdABvACAAYQBuAHkAIABwAGUAcgBzAG8AbgAgAG8AYgB0AGEAaQBuAGkAbgBnACAAYQAgAGMAbwBwAHkAIABvAGYAIAB0AGgAZQAgAE8AcABlAG4AVAB5AHAAZQAgAEwAYQB5AG8AdQB0ACAAbABvAGcAaQBjACAAZgBvAHIAIABCAGkAYgBsAGkAYwBhAGwAIABIAGUAYgByAGUAdwAgAGEAbgBkACAAYQBzAHMAbwBjAGkAYQB0AGUAZAAgAGQAbwBjAHUAbQBlAG4AdABhAHQAaQBvAG4AIABmAGkAbABlAHMAIAAoAHQAaABlACAgHABMAGEAeQBvAHUAdAAgAEwAbwBnAGkAYwAgAFMAbwBmAHQAdwBhAHIAZSAdACkALAAgAHQAbwAgAGQAZQBhAGwAIABpAG4AIAB0AGgAZQAgAEwAYQB5AG8AdQB0ACAATABvAGcAaQBjACAAUwBvAGYAdAB3AGEAcgBlACAAdwBpAHQAaABvAHUAdAAgAHIAZQBzAHQAcgBpAGMAdABpAG8AbgAsACAAaQBuAGMAbAB1AGQAaQBuAGcAIAB3AGkAdABoAG8AdQB0ACAAbABpAG0AaQB0AGEAdABpAG8AbgAgAHQAaABlACAAcgBpAGcAaAB0AHMAIAB0AG8AIAB1AHMAZQAsACAAYwBvAHAAeQAsACAAbQBvAGQAaQBmAHkALAAgAG0AZQByAGcAZQAsACAAcAB1AGIAbABpAHMAaAAsACAAZABpAHMAdAByAGkAYgB1AHQAZQAsACAAcwB1AGIAbABpAGMAZQBuAHMAZQAsACAAYQBuAGQALwBvAHIAIABzAGUAbABsACAAYwBvAHAAaQBlAHMAIABvAGYAIAB0AGgAZQAgAEwAYQB5AG8AdQB0ACAATABvAGcAaQBjACAAUwBvAGYAdAB3AGEAcgBlACwAIABhAG4AZAAgAHQAbwAgAHAAZQByAG0AaQB0ACAAcABlAHIAcwBvAG4AcwAgAHQAbwAgAHcAaABvAG0AIAB0AGgAZQAgAEwAYQB5AG8AdQB0ACAATABvAGcAaQBjACAAUwBvAGYAdAB3AGEAcgBlACAAaQBzACAAZgB1AHIAbgBpAHMAaABlAGQAIAB0AG8AIABkAG8AIABzAG8ALAAgAHMAdQBiAGoAZQBjAHQAIAB0AG8AIAB0AGgAZQAgAGYAbwBsAGwAbwB3AGkAbgBnACAAYwBvAG4AZABpAHQAaQBvAG4AcwA6AA0ACgANAAoAVABoAGUAIABhAGIAbwB2AGUAIABjAG8AcAB5AHIAaQBnAGgAdAAgAG4AbwB0AGkAYwBlACAAYQBuAGQAIAB0AGgAaQBzACAAcABlAHIAbQBpAHMAcwBpAG8AbgAgAG4AbwB0AGkAYwBlACAAcwBoAGEAbABsACAAYgBlACAAaQBuAGMAbAB1AGQAZQBkACAAaQBuACAAYQBsAGwAIABjAG8AcABpAGUAcwAgAG8AcgAgAHMAdQBiAHMAdABhAG4AdABpAGEAbAAgAHAAbwByAHQAaQBvAG4AcwAgAG8AZgAgAHQAaABlACAATABhAHkAbwB1AHQAIABMAG8AZwBpAGMAIABTAG8AZgB0AHcAYQByAGUALgANAAoADQAKAFQASABFACAAUwBPAEYAVABXAEEAUgBFACAASQBTACAAUABSAE8AVgBJAEQARQBEACAAJwBBAFMAIABJAFMAJwAsACAAVwBJAFQASABPAFUAVAAgAFcAQQBSAFIAQQBOAFQAWQAgAE8ARgAgAEEATgBZACAASwBJAE4ARAAsACAARQBYAFAAUgBFAFMAUwAgAE8AUgAgAEkATQBQAEwASQBFAEQALAAgAEkATgBDAEwAVQBEAEkATgBHACAAQgBVAFQAIABOAE8AVAAgAEwASQBNAEkAVABFAEQAIABUAE8AIABUAEgARQAgAFcAQQBSAFIAQQBOAFQASQBFAFMAIABPAEYAIABNAEUAUgBDAEgAQQBOAFQAQQBCAEkATABJAFQAWQAsACAARgBJAFQATgBFAFMAUwAgAEYATwBSACAAQQAgAFAAQQBSAFQASQBDAFUATABBAFIAIABQAFUAUgBQAE8AUwBFACAAQQBOAEQAIABOAE8ATgBJAE4ARgBSAEkATgBHAEUATQBFAE4AVAAuACAASQBOACAATgBPACAARQBWAEUATgBUACAAUwBIAEEATABMACAAVABIAEUAIABBAFUAVABIAE8AUgBTACAATwBSACAAQwBPAFAAWQBSAEkARwBIAFQAIABIAE8ATABEAEUAUgBTACAAQgBFACAATABJAEEAQgBMAEUAIABGAE8AUgAgAEEATgBZACAAQwBMAEEASQBNACwAIABEAEEATQBBAEcARQBTACAATwBSACAATwBUAEgARQBSACAATABJAEEAQgBJAEwASQBUAFkALAAgAFcASABFAFQASABFAFIAIABJAE4AIABBAE4AIABBAEMAVABJAE8ATgAgAE8ARgAgAEMATwBOAFQAUgBBAEMAVAAsACAAVABPAFIAVAAgAE8AUgAgAE8AVABIAEUAUgBXAEkAUwBFACwAIABBAFIASQBTAEkATgBHACAARgBSAE8ATQAsACAATwBVAFQAIABPAEYAIABPAFIAIABJAE4AIABDAE8ATgBOAEUAQwBUAEkATwBOACAAVwBJAFQASAAgAFQASABFACAAUwBPAEYAVABXAEEAUgBFACAATwBSACAAVABIAEUAIABVAFMARQAgAE8AUgAgAE8AVABIAEUAUgAgAEQARQBBAEwASQBOAEcAUwAgAEkATgAgAFQASABFACAAUwBPAEYAVABXAEEAUgBFAC4ADQAKAABNaWNyb3NvZnQgc3VwcGxpZWQgZm9udC4gWW91IG1heSB1c2UgdGhpcyBmb250IHRvIGNyZWF0ZSwgZGlzcGxheSwgYW5kIHByaW50IGNvbnRlbnQgYXMgcGVybWl0dGVkIGJ5IHRoZSBsaWNlbnNlIHRlcm1zIG9yIHRlcm1zIG9mIHVzZSwgb2YgdGhlIE1pY3Jvc29mdCBwcm9kdWN0LCBzZXJ2aWNlLCBvciBjb250ZW50IGluIHdoaWNoIHRoaXMgZm9udCB3YXMgaW5jbHVkZWQuIFlvdSBtYXkgb25seSAoaSkgZW1iZWQgdGhpcyBmb250IGluIGNvbnRlbnQgYXMgcGVybWl0dGVkIGJ5IHRoZSBlbWJlZGRpbmcgcmVzdHJpY3Rpb25zIGluY2x1ZGVkIGluIHRoaXMgZm9udDsgYW5kIChpaSkgdGVtcG9yYXJpbHkgZG93bmxvYWQgdGhpcyBmb250IHRvIGEgcHJpbnRlciBvciBvdGhlciBvdXRwdXQgZGV2aWNlIHRvIGhlbHAgcHJpbnQgY29udGVudC4gQW55IG90aGVyIHVzZSBpcyBwcm9oaWJpdGVkLg0KDQpUaGUgZm9sbG93aW5nIGxpY2Vuc2UsIGJhc2VkIG9uIHRoZSBNSVQgbGljZW5zZSAoaHR0cDovL2VuLndpa2lwZWRpYS5vcmcvd2lraS9NSVRfTGljZW5zZSksIGFwcGxpZXMgdG8gdGhlIE9wZW5UeXBlIExheW91dCBsb2dpYyBmb3IgQmlibGljYWwgSGVicmV3INJMYXlvdXQgTG9naWPTIGFzIGpvaW50bHkgZGV2ZWxvcGVkIGJ5IFJhbHBoIEhhbmNvY2sgYW5kIEpvaG4gSHVkc29uLiANCg0KUGVybWlzc2lvbiBpcyBoZXJlYnkgZ3JhbnRlZCwgZnJlZSBvZiBjaGFyZ2UsIHRvIGFueSBwZXJzb24gb2J0YWluaW5nIGEgY29weSBvZiB0aGUgT3BlblR5cGUgTGF5b3V0IGxvZ2ljIGZvciBCaWJsaWNhbCBIZWJyZXcgYW5kIGFzc29jaWF0ZWQgZG9jdW1lbnRhdGlvbiBmaWxlcyAodGhlINJMYXlvdXQgTG9naWMgU29mdHdhcmXTKSwgdG8gZGVhbCBpbiB0aGUgTGF5b3V0IExvZ2ljIFNvZnR3YXJlIHdpdGhvdXQgcmVzdHJpY3Rpb24sIGluY2x1ZGluZyB3aXRob3V0IGxpbWl0YXRpb24gdGhlIHJpZ2h0cyB0byB1c2UsIGNvcHksIG1vZGlmeSwgbWVyZ2UsIHB1Ymxpc2gsIGRpc3RyaWJ1dGUsIHN1YmxpY2Vuc2UsIGFuZC9vciBzZWxsIGNvcGllcyBvZiB0aGUgTGF5b3V0IExvZ2ljIFNvZnR3YXJlLCBhbmQgdG8gcGVybWl0IHBlcnNvbnMgdG8gd2hvbSB0aGUgTGF5b3V0IExvZ2ljIFNvZnR3YXJlIGlzIGZ1cm5pc2hlZCB0byBkbyBzbywgc3ViamVjdCB0byB0aGUgZm9sbG93aW5nIGNvbmRpdGlvbnM6DQoNClRoZSBhYm92ZSBjb3B5cmlnaHQgbm90aWNlIGFuZCB0aGlzIHBlcm1pc3Npb24gbm90aWNlIHNoYWxsIGJlIGluY2x1ZGVkIGluIGFsbCBjb3BpZXMgb3Igc3Vic3RhbnRpYWwgcG9ydGlvbnMgb2YgdGhlIExheW91dCBMb2dpYyBTb2Z0d2FyZS4NCg0KVEhFIFNPRlRXQVJFIElTIFBST1ZJREVEICdBUyBJUycsIFdJVEhPVVQgV0FSUkFOVFkgT0YgQU5ZIEtJTkQsIEVYUFJFU1MgT1IgSU1QTElFRCwgSU5DTFVESU5HIEJVVCBOT1QgTElNSVRFRCBUTyBUSEUgV0FSUkFOVElFUyBPRiBNRVJDSEFOVEFCSUxJVFksIEZJVE5FU1MgRk9SIEEgUEFSVElDVUxBUiBQVVJQT1NFIEFORCBOT05JTkZSSU5HRU1FTlQuIElOIE5PIEVWRU5UIFNIQUxMIFRIRSBBVVRIT1JTIE9SIENPUFlSSUdIVCBIT0xERVJTIEJFIExJQUJMRSBGT1IgQU5ZIENMQUlNLCBEQU1BR0VTIE9SIE9USEVSIExJQUJJTElUWSwgV0hFVEhFUiBJTiBBTiBBQ1RJT04gT0YgQ09OVFJBQ1QsIFRPUlQgT1IgT1RIRVJXSVNFLCBBUklTSU5HIEZST00sIE9VVCBPRiBPUiBJTiBDT05ORUNUSU9OIFdJVEggVEhFIFNPRlRXQVJFIE9SIFRIRSBVU0UgT1IgT1RIRVIgREVBTElOR1MgSU4gVEhFIFNPRlRXQVJFLg0KAABoAHQAdABwAHMAOgAvAC8AZABvAGMAcwAuAG0AaQBjAHIAbwBzAG8AZgB0AC4AYwBvAG0ALwB0AHkAcABvAGcAcgBhAHAAaAB5AABodHRwczovL2RvY3MubWljcm9zb2Z0LmNvbS90eXBvZ3JhcGh5AAACAAAAAAAA/gwAhgAAAAAAAAAAAAAAAAAAAAAAAAAAG4UAAAABAAIAAwECAQMBBAEFAQYBBwEIAQkBCgELAQwBDQEOAQ8BEAERARIBEwEUARUBFgEXARgBGQEaARsBHAEdAR4BHwEgASEBIgEjASQBJQEmAScBKAEpASoBKwEsAS0BLgEvATABMQEyATMBNAE1ATYBNwE4ATkBOgE7ATwBPQE+AT8BQAFBAUIBQwFEAUUBRgFHAUgBSQFKAUsBTAFNAU4BTwFQAVEBUgFTAVQBVQFWAVcBWAFZAVoBWwFcAV0BXgFfAWABYQFiAWMBZAFlAWYBZwFoAWkBagFrAWwBbQFuAW8BcAFxAXIBcwF0AXUBdgF3AXgBeQF6AXsBfAF9AX4BfwGAAYEBggGDAYQBhQGGAYcBiAGJAYoBiwGMAY0BjgGPAZABkQGSAZMBlAGVAZYBlwGYAZkBmgGbAZwBnQGeAZ8BoAGhAaIBowGkAaUBpgGnAagBqQGqAasBrAGtAa4BrwGwAbEBsgGzAbQBtQG2AbcBuAG5AboBuwG8Ab0BvgG/AcABwQHCAcMBxAHFAcYBxwHIAckBygHLAcwBzQHOAc8B0AHRAdIB0wHUAdUB1gHXAdgB2QHaAdsB3AHdAd4B3wHgAeEB4gHjAeQB5QHmAecB6AHpAeoB6wHsAe0B7gHvAfAB8QHyAfMB9AH1AfYB9wH4AfkB+gH7AfwB/QH+Af8CAAIBAgICAwIEAgUCBgIHAggCCQIKAgsCDAINAg4CDwIQAhECEgITAhQCFQIWAhcCGAIZAhoCGwIcAh0CHgIfAiACIQIiAiMCJAIlAiYCJwIoAikCKgIrAiwCLQIuAi8CMAIxAjICMwI0AjUCNgI3AjgCOQI6AjsCPAI9Aj4CPwJAAkECQgJDAkQCRQJGAkcCSAJJAkoCSwJMAk0CTgJPAlACUQJSAlMCVAJVAlYCVwJYAlkCWgJbAlwCXQJeAl8CYAJhAmICYwJkAmUCZgJnAmgCaQJqAmsCbAJtAm4CbwJwAnECcgJzAnQCdQJ2AncCeAJ5AnoCewJ8An0CfgJ/AoACgQKCAoMChAKFAoYChwKIAokCigKLAowCjQKOAo8CkAKRApICkwKUApUClgKXApgCmQKaApsCnAKdAp4CnwKgAqECogKjAqQCpQKmAqcCqAKpAqoCqwKsAq0CrgKvArACsQKyArMCtAK1ArYCtwK4ArkCugK7ArwCvQK+Ar8CwALBAsICwwLEAsUCxgLHAsgCyQLKAssCzALNAs4CzwLQAtEC0gLTAtQC1QLWAtcC2ALZAtoC2wLcAt0C3gLfAuAC4QLiAuMC5ALlAuYC5wLoAukC6gLrAuwC7QLuAu8C8ALxAvIC8wL0AvUC9gL3AvgC+QL6AvsC/AL9Av4C/wMAAwEDAgMDAwQDBQMGAwcDCAMJAwoDCwMMAw0DDgMPAxADEQMSAxMDFAMVAxYDFwMYAxkDGgMbAxwDHQMeAx8DIAMhAyIDIwMkAyUDJgMnAygDKQMqAysDLAMtAy4DLwMwAzEDMgMzAzQDNQM2AzcDOAM5AzoDOwM8Az0DPgM/A0ADQQNCA0MDRANFA0YDRwNIA0kDSgNLA0wDTQNOA08DUANRA1IDUwNUA1UDVgNXA1gDWQNaA1sDXANdA14DXwNgA2EDYgNjA2QDZQNmA2cDaANpA2oDawNsA20DbgNvA3ADcQNyA3MDdAN1A3YDdwN4A3kDegN7A3wDfQN+A38DgAOBA4IDgwOEA4UDhgOHA4gDiQOKA4sDjAONA44DjwOQA5EDkgOTA5QDlQOWA5cDmAOZA5oDmwOcA50DngOfA6ADoQOiA6MDpAOlA6YDpwOoA6kDqgOrA6wDrQOuA68DsAOxA7IDswO0A7UDtgO3A7gDuQO6A7sDvAO9A74DvwPAA8EDwgPDA8QDxQPGA8cDyAPJA8oDywPMA80DzgPPA9AD0QPSA9MD1APVA9YD1wPYA9kD2gPbA9wD3QPeA98D4APhA+ID4wPkA+UD5gPnA+gD6QPqA+sD7APtA+4D7wPwA/ED8gPzA/QD9QP2A/cD+AP5A/oD+wP8A/0D/gP/BAAEAQQCBAMEBAQFBAYEBwQIBAkECgQLBAwEDQQOBA8EEAQRBBIEEwQUBBUEFgQXBBgEGQQaBBsEHAQdBB4EHwQgBCEEIgQjBCQEJQQmBCcEKAQpBCoEKwQsBC0ELgQvBDAEMQQyBDMENAQ1BDYENwQ4BDkEOgQ7BDwEPQQ+BD8EQARBBEIEQwREBEUERgRHBEgESQRKBEsETARNBE4ETwRQBFEEUgRTBFQEVQRWBFcEWARZBFoEWwRcBF0EXgRfBGAEYQRiBGMEZARlBGYEZwRoBGkEagRrBGwEbQRuBG8EcARxBHIEcwR0BHUEdgR3BHgEeQR6BHsEfAR9BH4EfwSABIEEggSDBIQEhQSGBIcEiASJBIoEiwSMBI0EjgSPBJAEkQSSBJMElASVBJYElwSYBJkEmgSbBJwEnQSeBJ8EoAShBKIEowSkBKUEpgSnBKgEqQSqBKsErAStBK4ErwSwBLEEsgSzBLQEtQS2BLcEuAS5BLoEuwS8BL0EvgS/BMAEwQTCBMMExATFBMYExwTIBMkEygTLBMwEzQTOBM8E0ATRBNIE0wTUBNUE1gTXBNgE2QTaBNsE3ATdBN4E3wTgBOEE4gTjBOQE5QTmBOcE6ATpBOoE6wTsBO0E7gTvBPAE8QTyBPME9AT1BPYE9wT4BPkE+gT7BPwE/QT+BP8FAAUBBQIFAwUEBQUFBgUHBQgFCQUKBQsFDAUNBQ4FDwUQBREFEgUTBRQFFQUWBRcFGAUZBRoFGwUcBR0FHgUfBSAFIQUiBSMFJAUlBSYFJwUoBSkFKgUrBSwFLQUuBS8FMAUxBTIFMwU0BTUFNgU3BTgFOQU6BTsFPAU9BT4FPwVABUEFQgVDBUQFRQVGBUcFSAVJBUoFSwVMBU0FTgVPBVAFUQVSBVMFVAVVBVYFVwVYBVkFWgVbBVwFXQVeBV8FYAVhBWIFYwVkBWUFZgVnBWgFaQVqBWsFbAVtBW4FbwVwBXEFcgVzBXQFdQV2BXcFeAV5BXoFewV8BX0FfgV/BYAFgQWCBYMFhAWFBYYFhwWIBYkFigWLBYwFjQWOBY8FkAWRBZIFkwWUBZUFlgWXBZgFmQWaBZsFnAWdBZ4FnwWgBaEFogWjBaQFpQWmBacFqAWpBaoFqwWsBa0FrgWvBbAFsQWyBbMFtAW1BbYFtwW4BbkFugW7BbwFvQW+Bb8FwAXBBcIFwwXEBcUFxgXHBcgFyQXKBcsFzAXNBc4FzwXQBdEF0gXTBdQF1QXWBdcF2AXZBdoF2wXcBd0F3gXfBeAF4QXiBeMF5AXlBeYF5wXoBekF6gXrBewF7QXuBe8F8AXxBfIF8wX0BfUF9gX3BfgF+QX6BfsF/AX9Bf4F/wYABgEGAgYDBgQGBQYGBgcGCAYJBgoGCwYMBg0GDgYPBhAGEQYSBhMGFAYVBhYGFwYYBhkGGgYbBhwGHQYeBh8GIAYhBiIGIwYkBiUGJgYnBigGKQYqBisGLAYtBi4GLwYwBjEGMgYzBjQGNQY2BjcGOAY5BjoGOwY8Bj0GPgY/BkAGQQZCBkMGRAZFBkYGRwZIBkkGSgZLBkwGTQZOBk8GUAZRBlIGUwZUBlUGVgZXBlgGWQZaBlsGXAZdBl4GXwZgBmEGYgZjBmQGZQZmBmcGaAZpBmoGawZsBm0GbgZvBnAGcQZyBnMGdAZ1BnYGdwZ4BnkGegZ7BnwGfQZ+Bn8GgAaBBoIGgwaEBoUGhgaHBogGiQaKBosGjAaNBo4GjwaQBpEGkgaTBpQGlQaWBpcGmAaZBpoGmwacBp0GngafBqAGoQaiBqMGpAalBqYGpwaoBqkGqgarBqwGrQauBq8GsAaxBrIGswa0BrUGtga3BrgGuQa6BrsGvAa9Br4GvwbABsEGwgbDBsQGxQbGBscGyAbJBsoGywbMBs0GzgbPBtAG0QbSBtMG1AbVBtYG1wbYBtkG2gbbBtwG3QbeBt8G4AbhBuIG4wbkBuUG5gbnBugG6QbqBusG7AbtBu4G7wbwBvEG8gbzBvQG9Qb2BvcG+Ab5BvoG+wb8Bv0G/gb/BwAHAQcCBwMHBAcFBwYHBwcIBwkHCgcLBwwHDQcOBw8HEAcRBxIHEwcUBxUHFgcXBxgHGQcaBxsHHAcdBx4HHwcgByEHIgcjByQHJQcmBycHKAcpByoHKwcsBy0HLgcvBzAHMQcyBzMHNAc1BzYHNwc4BzkHOgc7BzwHPQc+Bz8HQAdBB0IHQwdEB0UHRgdHB0gHSQdKB0sHTAdNB04HTwdQB1EHUgdTB1QHVQdWB1cHWAdZB1oHWwdcB10HXgdfB2AHYQdiB2MHZAdlB2YHZwdoB2kHagdrB2wHbQduB28HcAdxB3IHcwd0B3UHdgd3B3gHeQd6B3sHfAd9B34HfweAB4EHggeDB4QHhQeGB4cHiAeJB4oHiweMB40HjgePB5AHkQeSB5MHlAeVB5YHlweYB5kHmgebB5wHnQeeB58HoAehB6IHowekB6UHpgenB6gHqQeqB6sHrAetB64HrwewB7EHsgezB7QHtQe2B7cHuAe5B7oHuwe8B70Hvge/B8AHwQfCB8MHxAfFB8YHxwfIB8kHygfLB8wHzQfOB88H0AfRB9IH0wfUB9UH1gfXB9gH2QfaB9sH3AfdB94H3wfgB+EH4gfjB+QH5QfmB+cH6AfpB+oH6wfsB+0H7gfvB/AH8QfyB/MH9Af1B/YH9wf4B/kH+gf7B/wH/Qf+B/8IAAgBCAIIAwgECAUIBggHCAgICQgKCAsIDAgNCA4IDwgQCBEIEggTCBQIFQgWCBcIGAgZCBoIGwgcCB0IHggfCCAIIQgiCCMIJAglCCYIJwgoCCkIKggrCCwILQguCC8IMAgxCDIIMwg0CDUINgg3CDgIOQg6CDsIPAg9CD4IPwhACEEIQghDCEQIRQhGCEcISAhJCEoISwhMCE0ITghPCFAIUQhSCFMIVAhVCFYIVwhYCFkIWghbCFwIXQheCF8IYAhhCGIIYwhkCGUIZghnCGgIaQhqCGsIbAhtCG4IbwhwCHEIcghzCHQIdQh2CHcIeAh5CHoIewh8CH0Ifgh/CIAIgQiCCIMIhAiFCIYIhwiICIkIigiLCIwIjQiOCI8IkAiRCJIIkwiUCJUIlgiXCJgImQiaCJsInAidCJ4InwigCKEIogijCKQIpQimCKcIqAipCKoIqwisCK0IrgivCLAIsQiyCLMItAi1CLYItwi4CLkIugi7CLwIvQi+CL8IwAjBCMIIwwjECMUIxgjHCMgIyQjKCMsIzAjNCM4IzwjQCNEI0gjTCNQI1QjWCNcI2AjZCNoI2wjcCN0I3gjfCOAI4QjiCOMI5AjlCOYI5wjoCOkI6gjrCOwI7QjuCO8I8AjxCPII8wj0CPUI9gj3CPgI+Qj6CPsI/Aj9CP4I/wkACQEJAgkDCQQJBQkGCQcJCAkJCQoJCwkMCQ0JDgkPCRAJEQkSCRMJFAkVCRYJFwkYCRkJGgkbCRwJHQkeCR8JIAkhCSIJIwkkCSUJJgknCSgJKQkqCSsJLAktCS4JLwkwCTEJMgkzCTQJNQk2CTcJOAk5CToJOwk8CT0JPgk/CUAJQQlCCUMJRAlFCUYJRwlICUkJSglLCUwJTQlOCU8JUAlRCVIJUwlUCVUJVglXCVgJWQlaCVsJXAldCV4JXwlgCWEJYgljCWQJZQlmCWcJaAlpCWoJawlsCW0JbglvCXAJcQlyCXMJdAl1CXYJdwl4CXkJegl7CXwJfQl+CX8JgAmBCYIJgwmECYUJhgmHCYgJiQmKCYsJjAmNCY4JjwmQCZEJkgmTCZQJlQmWCZcJmAmZCZoJmwmcCZ0JngmfCaAJoQmiCaMJpAmlCaYJpwmoCakJqgmrCawJrQmuCa8JsAmxCbIJswm0CbUJtgm3CbgJuQm6CbsJvAm9Cb4JvwnACcEJwgnDCcQJxQnGCccJyAnJCcoJywnMCc0JzgnPCdAJ0QnSCdMJ1AnVCdYJ1wnYCdkJ2gnbCdwJ3QneCd8J4AnhCeIJ4wnkCeUJ5gnnCegJ6QnqCesJ7AntCe4J7wnwCfEJ8gnzCfQJ9Qn2CfcJ+An5CfoJ+wn8Cf0J/gn/CgAKAQoCCgMKBAoFCgYKBwoICgkKCgoLCgwKDQoOCg8KEAoRChIKEwoUChUKFgoXChgKGQoaChsKHAodCh4KHwogCiEKIgojCiQKJQomCicKKAopCioKKwosCi0KLgovCjAKMQoyCjMKNAo1CjYKNwo4CjkKOgo7CjwKPQo+Cj8KQApBCkIKQwpECkUKRgpHCkgKSQpKCksKTApNCk4KTwpQClEKUgpTClQKVQpWClcKWApZCloKWwpcCl0KXgpfCmAKYQpiCmMKZAplCmYKZwpoCmkKagprCmwKbQpuCm8KcApxCnIKcwp0CnUKdgp3CngKeQp6CnsKfAp9Cn4KfwqACoEKggqDCoQKhQqGCocKiAqJCooKiwqMCo0KjgqPCpAKkQqSCpMKlAqVCpYKlwqYCpkKmgqbCpwKnQqeCp8KoAqhCqIKowqkCqUKpgqnCqgKqQqqCqsKrAqtCq4KrwqwCrEKsgqzCrQKtQq2CrcKuAq5CroKuwq8Cr0Kvgq/CsAKwQrCCsMKxArFCsYKxwrICskKygrLCswKzQrOCs8K0ArRCtIK0wrUCtUK1grXCtgK2QraCtsK3ArdCt4K3wrgCuEK4grjCuQK5QrmCucK6ArpCuoK6wrsCu0K7grvCvAK8QryCvMK9Ar1CvYK9wr4CvkK+gr7CvwK/Qr+Cv8LAAsBCwILAwsECwULBgsHCwgLCQsKCwsLDAsNCw4LDwsQCxELEgsTCxQLFQsWCxcLGAsZCxoLGwscCx0LHgsfCyALIQsiCyMLJAslCyYLJwsoCykLKgsrCywLLQsuCy8LMAsxCzILMws0CzULNgs3CzgLOQs6CzsLPAs9Cz4LPwtAC0ELQgtDC0QLRQtGC0cLSAtJC0oLSwtMC00LTgtPC1ALUQtSC1MLVAtVC1YLVwtYC1kLWgtbC1wLXQteC18LYAthC2ILYwtkC2ULZgtnC2gLaQtqC2sLbAttC24LbwtwC3ELcgtzC3QLdQt2C3cLeAt5C3oLewt8C30Lfgt/C4ALgQuCC4MLhAuFC4YLhwuIC4kLiguLC4wLjQuOC48LkAuRC5ILkwuUC5ULlguXC5gLmQuaC5sLnAudC54LnwugC6ELogujC6QLpQumC6cLqAupC6oLqwusC60LrguvC7ALsQuyC7MLtAu1C7YLtwu4C7kLugu7C7wLvQu+C78LwAvBC8ILwwvEC8ULxgvHC8gLyQvKC8sLzAvNC84LzwvQC9EL0gvTC9QL1QvWC9cL2AvZC9oL2wvcC90L3gvfC+AL4QviC+ML5AvlC+YL5wvoC+kL6gvrC+wL7QvuC+8L8AvxC/IL8wv0C/UL9gv3C/gL+Qv6C/sL/Av9C/4L/wwADAEMAgwDDAQMBQwGDAcMCAwJDAoMCwwMDA0MDgwPDBAMEQwSDBMMFAwVDBYMFwwYDBkMGgwbDBwMHQweDB8MIAwhDCIMIwwkDCUMJgwnDCgMKQwqDCsMLAwtDC4MLwwwDDEMMgwzDDQMNQw2DDcMOAw5DDoMOww8DD0MPgw/DEAMQQxCDEMMRAxFDEYMRwxIDEkMSgxLDEwMTQxODE8MUAxRDFIMUwxUDFUMVgxXDFgMWQxaDFsMXAxdDF4MXwxgDGEMYgxjDGQMZQxmDGcMaAxpDGoMawxsDG0MbgxvDHAMcQxyDHMMdAx1DHYMdwx4DHkMegx7DHwMfQx+DH8MgAyBDIIMgwyEDIUMhgyHDIgMiQyKDIsMjAyNDI4MjwyQDJEMkgyTDJQMlQyWDJcMmAyZDJoMmwycDJ0MngyfDKAMoQyiDKMMpAylDKYMpwyoDKkMqgyrDKwMrQyuDK8MsAyxDLIMswy0DLUMtgy3DLgMuQy6DLsMvAy9DL4MvwzADMEMwgzDDMQMxQzGDMcMyAzJDMoMywzMDM0MzgzPDNAM0QzSDNMM1AzVDNYM1wzYDNkM2gzbDNwM3QzeDN8M4AzhDOIM4wzkDOUM5gznDOgM6QzqDOsM7AztDO4M7wzwDPEM8gzzDPQM9Qz2DPcM+Az5DPoM+wz8DP0M/gz/DQANAQ0CDQMNBA0FDQYNBw0IDQkNCg0LDQwNDQ0ODQ8NEA0RDRINEw0UDRUNFg0XDRgNGQ0aDRsNHA0dDR4NHw0gDSENIg0jDSQNJQ0mDScNKA0pDSoNKw0sDS0NLg0vDTANMQ0yDTMNNA01DTYNNw04DTkNOg07DTwNPQ0+DT8NQA1BDUINQw1EDUUNRg1HDUgNSQ1KDUsNTA1NDU4NTw1QDVENUg1TDVQNVQ1WDVcNWA1ZDVoNWw1cDV0NXg1fDWANYQ1iDWMNZA1lDWYNZw1oDWkNag1rDWwNbQ1uDW8NcA1xDXINcw10DXUNdg13DXgNeQ16DXsNfA19DX4Nfw2ADYENgg2DDYQNhQ2GDYcNiA2JDYoNiw2MDY0Njg2PDZANkQ2SDZMNlA2VDZYNlw2YDZkNmg2bDZwNnQ2eDZ8NoA2hDaINow2kDaUNpg2nDagNqQ2qDasNrA2tDa4Nrw2wDbENsg2zDbQNtQ22DbcNuA25DboNuw28Db0Nvg2/DcANwQ3CDcMNxA3FDcYNxw3IDckNyg3LDcwNzQ3ODc8N0A3RDdIN0w3UDdUN1g3XDdgN2Q3aDdsN3A3dDd4N3w3gDeEN4g3jDeQN5Q3mDecN6A3pDeoN6w3sDe0N7g3vDfAN8Q3yDfMN9A31DfYN9w34DfkN+g37DfwN/Q3+Df8OAA4BDgIOAw4EDgUOBg4HDggOCQ4KDgsODA4NDg4ODw4QDhEOEg4TDhQOFQ4WDhcOGA4ZDhoOGw4cDh0OHg4fDiAOIQ4iDiMOJA4lDiYOJw4oDikOKg4rDiwOLQ4uDi8OMA4xDjIOMw40DjUONg43DjgOOQ46DjsOPA49Dj4OPw5ADkEOQg5DDkQORQ5GDkcOSA5JDkoOSw5MDk0OTg5PDlAOUQ5SDlMOVA5VDlYOVw5YDlkOWg5bDlwOXQ5eDl8OYA5hDmIOYw5kDmUOZg5nDmgOaQ5qDmsObA5tDm4Obw5wDnEOcg5zDnQOdQ52DncOeA55DnoOew58Dn0Ofg5/DoAOgQ6CDoMOhA6FDoYOhw6IDokOig6LDowOjQ6ODo8OkA6RDpIOkw6UDpUOlg6XDpgOmQ6aDpsOnA6dDp4Onw6gDqEOog6jDqQOpQ6mDqcOqA6pDqoOqw6sDq0Org6vDrAOsQ6yDrMOtA61DrYOtw64DrkOug67DrwOvQ6+Dr8OwA7BDsIOww7EDsUOxg7HDsgOyQ7KDssOzA7NDs4Ozw7QDtEO0g7TDtQO1Q7WDtcO2A7ZDtoO2w7cDt0O3g7fDuAO4Q7iDuMO5A7lDuYO5w7oDukO6g7rDuwO7Q7uDu8O8A7xDvIO8w70DvUO9g73DvgO+Q76DvsO/A79Dv4O/w8ADwEPAg8DDwQPBQ8GDwcPCA8JDwoPCw8MDw0PDg8PDxAPEQ8SDxMPFA8VDxYPFw8YDxkPGg8bDxwPHQ8eDx8PIA8hDyIPIw8kDyUPJg8nDygPKQ8qDysPLA8tDy4PLw8wDzEPMg8zDzQPNQ82DzcPOA85DzoPOw88Dz0PPg8/D0APQQ9CD0MPRA9FD0YPRw9ID0kPSg9LD0wPTQ9OD08PUA9RD1IPUw9UD1UPVg9XD1gPWQ9aD1sPXA9dD14PXw9gD2EPYg9jD2QPZQ9mD2cPaA9pD2oPaw9sD20Pbg9vD3APcQ9yD3MPdA91D3YPdw94D3kPeg97D3wPfQ9+D38PgA+BD4IPgw+ED4UPhg+HD4gPiQ+KD4sPjA+ND44Pjw+QD5EPkg+TD5QPlQ+WD5cPmA+ZD5oPmw+cD50Png+fD6APoQ+iD6MPpA+lD6YPpw+oD6kPqg+rD6wPrQ+uD68PsA+xD7IPsw+0D7UPtg+3D7gPuQ+6D7sPvA+9D74Pvw/AD8EPwg/DD8QPxQ/GD8cPyA/JD8oPyw/MD80Pzg/PD9AP0Q/SD9MP1A/VD9YP1w/YD9kP2g/bD9wP3Q/eD98P4A/hD+IP4w/kD+UP5g/nD+gP6Q/qD+sP7A/tD+4P7w/wD/EP8g/zD/QP9Q/2D/cP+A/5D/oP+w/8D/0P/g//EAAQARACEAMQBBAFEAYQBxAIEAkQChALEAwQDRAOEA8QEBAREBIQExAUEBUQFhAXEBgQGRAaEBsQHBAdEB4QHxAgECEQIhAjECQQJRAmECcQKBApECoQKxAsEC0QLhAvEDAQMRAyEDMQNBA1EDYQNxA4EDkQOhA7EDwQPRA+ED8QQBBBEEIQQxBEEEUQRhBHEEgQSRBKEEsQTBBNEE4QTxBQEFEQUhBTEFQQVRBWEFcQWBBZEFoQWxBcEF0QXhBfEGAQYRBiEGMQZBBlEGYQZxBoEGkQahBrEGwQbRBuEG8QcBBxEHIQcxB0EHUQdhB3EHgQeRB6EHsQfBB9EH4QfxCAEIEQghCDEIQQhRCGEIcQiBCJEIoQixCMEI0QjhCPEJAQkRCSEJMQlBCVEJYQlxCYEJkQmhCbEJwQnRCeEJ8QoBChEKIQoxCkEKUQphCnEKgQqRCqEKsQrBCtEK4QrxCwELEQshCzELQQtRC2ELcQuBC5ELoQuxC8EL0QvhC/EMAQwRDCEMMQxBDFEMYQxxDIEMkQyhDLEMwQzRDOEM8Q0BDRENIQ0xDUENUQ1hDXENgQ2RDaENsQ3BDdEN4Q3xDgEOEQ4hDjEOQQ5RDmEOcQ6BDpEOoQ6xDsEO0Q7hDvEPAQ8RDyEPMQ9BD1EPYQ9xD4EPkQ+hD7EPwQ/RD+EP8RABEBEQIRAxEEEQURBhEHEQgRCREKEQsRDBENEQ4RDxEQEREREhETERQRFREWERcRGBEZERoRGxEcER0RHhEfESARIREiESMRJBElESYRJxEoESkRKhErESwRLREuES8RMBExETIRMxE0ETURNhE3ETgRORE6ETsRPBE9ET4RPxFAEUERQhFDEUQRRRFGEUcRSBFJEUoRSxFMEU0RThFPEVARURFSEVMRVBFVEVYRVxFYEVkRWhFbEVwRXRFeEV8RYBFhEWIRYxFkEWURZhFnEWgRaRFqEWsRbBFtEW4RbxFwEXERchFzEXQRdRF2EXcReBF5EXoRexF8EX0RfhF/EYARgRGCEYMRhBGFEYYRhxGIEYkRihGLEYwRjRGOEY8RkBGREZIRkxGUEZURlhGXEZgRmRGaEZsRnBGdEZ4RnxGgEaERohGjEaQRpRGmEacRqBGpEaoRqxGsEa0RrhGvEbARsRGyEbMRtBG1EbYRtxG4EbkRuhG7EbwRvRG+Eb8RwBHBEcIRwxHEEcURxhHHEcgRyRHKEcsRzBHNEc4RzxHQEdER0hHTEdQR1RHWEdcR2BHZEdoR2xHcEd0R3hHfEeAR4RHiEeMR5BHlEeYR5xHoEekR6hHrEewR7RHuEe8R8BHxEfIR8xH0EfUR9hH3EfgR+RH6EfsR/BH9Ef4R/xIAEgESAhIDEgQSBRIGEgcSCBIJEgoSCxIMEg0SDhIPEhASERISEhMSFBIVEhYSFxIYEhkSGhIbEhwSHRIeEh8SIBIhEiISIxIkEiUSJhInEigSKRIqEisSLBItEi4SLxIwEjESMhIzEjQSNRI2EjcSOBI5EjoSOxI8Ej0SPhI/EkASQRJCEkMSRBJFEkYSRxJIEkkSShJLEkwSTRJOEk8SUBJRElISUxJUElUSVhJXElgSWRJaElsSXBJdEl4SXxJgEmESYhJjEmQSZRJmEmcSaBJpEmoSaxJsEm0SbhJvEnAScRJyEnMSdBJ1EnYSdxJ4EnkSehJ7EnwSfRJ+En8SgBKBEoISgxKEEoUShhKHEogSiRKKEosSjBKNEo4SjxKQEpESkhKTEpQSlRKWEpcSmBKZEpoSmxKcEp0SnhKfEqASoRKiEqMSpBKlEqYSpxKoEqkSqhKrEqwSrRKuEq8SsBKxErISsxK0ErUSthK3ErgSuRK6ErsSvBK9Er4SvxLAEsESwhLDEsQSxRLGEscSyBLJEsoSyxLMEs0SzhLPEtAS0RLSEtMS1BLVEtYS1xLYEtkS2hLbEtwS3RLeEt8S4BLhEuIS4xLkEuUS5hLnEugS6RLqEusS7BLtEu4S7xLwEvES8hLzEvQS9RL2EvcS+BL5EvoS+xL8Ev0S/hL/EwATARMCEwMTBBMFEwYTBxMIEwkTChMLEwwTDRMOEw8TEBMRExITExMUExUTFhMXExgTGRMaExsTHBMdEx4THxMgEyETIhMjEyQTJRMmEycTKBMpEyoTKxMsEy0TLhMvEzATMRMyEzMTNBM1EzYTNxM4EzkTOhM7EzwTPRM+Ez8TQBNBE0ITQxNEE0UTRhNHE0gTSRNKE0sTTBNNE04TTxNQE1ETUhNTE1QTVRNWE1cTWBNZE1oTWxNcE10TXhNfE2ATYRNiE2MTZBNlE2YTZxNoE2kTahNrE2wTbRNuE28TcBNxE3ITcxN0E3UTdhN3E3gTeRN6E3sTfBN9E34TfxOAE4ETghODE4QThROGE4cTiBOJE4oTixOME40TjhOPE5ATkROSE5MTlBOVE5YTlxOYE5kTmhObE5wTnROeE58ToBOhE6IToxOkE6UTphOnE6gTqROqE6sTrBOtE64TrxOwE7ETshOzE7QTtRO2E7cTuBO5E7oTuxO8E70TvhO/E8ATwRPCE8MTxBPFE8YTxxPIE8kTyhPLE8wTzRPOE88T0BPRE9IT0xPUE9UT1hPXE9gT2RPaE9sT3BPdE94T3xPgE+ET4hPjE+QT5RPmE+cT6BPpE+oT6xPsE+0T7hPvE/AT8RPyE/MT9BP1E/YT9xP4E/kT+hP7E/wT/RP+E/8UABQBFAIUAxQEFAUUBhQHFAgUCRQKFAsUDBQNFA4UDxQQFBEUEhQTFBQUFRQWFBcUGBQZFBoUGxQcFB0UHhQfFCAUIRQiFCMUJBQlFCYUJxQoFCkUKhQrFCwULRQuFC8UMBQxFDIUMxQ0FDUUNhQ3FDgUORQ6FDsUPBQ9FD4UPxRAFEEUQhRDFEQURRRGFEcUSBRJFEoUSxRMFE0UThRPFFAUURRSFFMUVBRVFFYUVxRYFFkUWhRbFFwUXRReFF8UYBRhFGIUYxRkFGUUZhRnFGgUaRRqFGsUbBRtFG4UbxRwFHEUchRzFHQUdRR2FHcUeBR5FHoUexR8FH0UfhR/FIAUgRSCFIMUhBSFFIYUhxSIFIkUihSLFIwUjRSOFI8UkBSRFJIUkxSUFJUUlhSXFJgUmRSaFJsUnBSdFJ4UnxSgFKEUohSjFKQUpRSmFKcUqBSpFKoUqxSsFK0UrhSvFLAUsRSyFLMUtBS1FLYUtxS4FLkUuhS7FLwUvRS+FL8UwBTBFMIUwxTEFMUUxhTHFMgUyRTKFMsUzBTNFM4UzxTQFNEU0hTTFNQU1RTWFNcU2BTZFNoU2xTcFN0U3hTfFOAU4RTiFOMU5BTlFOYU5xToFOkU6hTrFOwU7RTuFO8U8BTxFPIU8xT0FPUU9hT3FPgU+RT6FPsU/BT9FP4U/xUAFQEVAhUDFQQVBRUGFQcVCBUJFQoVCxUMFQ0VDhUPFRAVERUSFRMVFBUVFRYVFxUYFRkVGhUbFRwVHRUeFR8VIBUhFSIVIxUkFSUVJhUnFSgVKRUqFSsVLBUtFS4VLxUwFTEVMhUzFTQVNRU2FTcVOBU5FToVOxU8FT0VPhU/FUAVQRVCFUMVRBVFFUYVRxVIFUkVShVLFUwVTRVOFU8VUBVRFVIVUxVUFVUVVhVXFVgVWRVaFVsVXBVdFV4VXxVgFWEVYhVjFWQVZRVmFWcVaBVpFWoVaxVsFW0VbhVvFXAVcRVyFXMVdBV1FXYVdxV4FXkVehV7FXwVfRV+FX8VgBWBFYIVgxWEFYUVhhWHFYgViRWKFYsVjBWNFY4VjxWQFZEVkhWTFZQVlRWWFZcVmBWZFZoVmxWcFZ0VnhWfFaAVoRWiFaMVpBWlFaYVpxWoFakVqhWrFawVrRWuFa8VsBWxFbIVsxW0FbUVthW3FbgVuRW6FbsVvBW9Fb4VvxXAFcEVwhXDFcQVxRXGFccVyBXJFcoVyxXMFc0VzhXPFdAV0RXSFdMV1BXVFdYV1xXYFdkV2hXbFdwV3RXeFd8V4BXhFeIV4xXkFeUV5hXnFegV6RXqFesV7BXtFe4V7xXwFfEV8hXzFfQV9RX2FfcV+BX5FfoV+xX8Ff0V/hX/FgAWARYCFgMWBBYFFgYWBxYIFgkWChYLFgwWDRYOFg8WEBYRFhIWExYUFhUWFhYXFhgWGRYaFhsWHBYdFh4WHxYgFiEWIhYjFiQWJRYmFicWKBYpFioWKxYsFi0WLhYvFjAWMRYyFjMWNBY1FjYWNxY4FjkWOhY7FjwWPRY+Fj8WQBZBFkIWQxZEFkUWRhZHFkgWSRZKFksWTBZNFk4WTxZQFlEWUhZTFlQWVRZWFlcWWBZZFloWWxZcFl0WXhZfFmAWYRZiFmMWZBZlFmYWZxZoFmkWahZrFmwWbRZuFm8WcBZxFnIWcxZ0FnUWdhZ3FngWeRZ6FnsWfBZ9Fn4WfxaAFoEWghaDFoQWhRaGFocWiBaJFooWixaMFo0WjhaPFpAWkRaSFpMWlBaVFpYWlxaYFpkWmhabFpwWnRaeFp8WoBahFqIWoxakFqUWphanFqgWqRaqFqsWrBatFq4WrxawFrEWshazFrQWtRa2FrcWuBa5FroWuxa8Fr0Wvha/FsAWwRbCFsMWxBbFFsYWxxbIFskWyhbLFswWzRbOFs8W0BbRFtIW0xbUFtUW1hbXFtgW2RbaFtsW3BbdFt4W3xbgFuEW4hbjFuQW5RbmFucW6BbpFuoW6xbsFu0W7hbvFvAW8RbyFvMW9Bb1FvYW9xb4FvkW+hb7FvwW/Rb+Fv8XABcBFwIXAxcEFwUXBhcHFwgXCRcKFwsXDBcNFw4XDxcQFxEXEhcTFxQXFRcWFxcXGBcZFxoXGxccFx0XHhcfFyAXIRciFyMXJBclFyYXJxcoFykXKhcrFywXLRcuFy8XMBcxFzIXMxc0FzUXNhc3FzgXORc6FzsXPBc9Fz4XPxdAF0EXQhdDF0QXRRdGF0cXSBdJF0oXSxdMF00XThdPF1AXURdSF1MXVBdVF1YXVxdYF1kXWhdbF1wXXRdeF18XYBdhF2IXYxdkF2UXZhdnF2gXaRdqF2sXbBdtF24XbxdwF3EXchdzF3QXdRd2F3cXeBd5F3oXexd8F30Xfhd/F4AXgReCF4MXhBeFF4YXhxeIF4kXiheLF4wXjReOF48XkBeRF5IXkxeUF5UXlheXF5gXmReaF5sXnBedF54XnxegF6EXohejF6QXpRemF6cXqBepF6oXqxesF60XrhevF7AXsReyF7MXtBe1F7YXtxe4F7kXuhe7F7wXvRe+F78XwBfBF8IXwxfEF8UXxhfHF8gXyRfKF8sXzBfNF84XzxfQF9EX0hfTF9QX1RfWF9cX2BfZF9oX2xfcF90X3hffF+AX4RfiF+MX5BflF+YX5xfoF+kX6hfrF+wX7RfuF+8X8BfxF/IX8xf0F/UX9hf3F/gX+Rf6F/sX/Bf9F/4X/xgAGAEYAhgDGAQYBRgGGAcYCBgJGAoYCxgMGA0YDhgPGBAYERgSGBMYFBgVGBYYFxgYGBkYGhgbGBwYHRgeGB8YIBghGCIYIxgkGCUYJhgnGCgYKRgqGCsYLBgtGC4YLxgwGDEYMhgzGDQYNRg2GDcYOBg5GDoYOxg8GD0YPhg/GEAYQRhCGEMYRBhFGEYYRxhIGEkYShhLGEwYTRhOGE8YUBhRGFIYUxhUGFUYVhhXGFgYWRhaGFsYXBhdGF4YXxhgGGEYYhhjGGQYZRhmGGcYaBhpGGoYaxhsGG0YbhhvGHAYcRhyGHMYdBh1GHYYdxh4GHkYehh7GHwYfRh+GH8YgBiBGIIYgxiEGIUYhhiHGIgYiRiKGIsYjBiNGI4YjxiQGJEYkhiTGJQYlRiWGJcYmBiZGJoYmxicGJ0YnhifGKAYoRiiGKMYpBilGKYYpxioGKkYqhirGKwYrRiuGK8YsBixGLIYsxi0GLUYthi3GLgYuRi6GLsYvBi9GL4YvxjAGMEYwhjDGMQYxRjGGMcYyBjJGMoYyxjMGM0YzhjPGNAY0RjSGNMY1BjVGNYY1xjYGNkY2hjbGNwY3RjeGN8Y4BjhGOIY4xjkGOUY5hjnGOgY6RjqGOsY7BjtGO4Y7xjwGPEY8hjzGPQY9Rj2GPcY+Bj5GPoY+xj8GP0Y/hj/GQAZARkCGQMZBBkFGQYZBxkIGQkZChkLGQwZDRkOGQ8ZEBkRGRIZExkUGRUZFhkXGRgZGRkaGRsZHBkdGR4ZHxkgGSEZIhkjGSQZJRkmGScZKBkpGSoZKxksGS0ZLhkvGTAZMRkyGTMZNBk1GTYZNxk4GTkZOhk7GTwZPRk+GT8ZQBlBGUIZQxlEGUUZRhlHGUgZSRlKGUsZTBlNGU4ZTxlQGVEZUhlTGVQZVRlWGVcZWBlZGVoZWxlcGV0ZXhlfGWAZYRliGWMZZBllGWYZZxloGWkZahlrGWwZbRluGW8ZcBlxGXIZcxl0GXUZdhl3GXgZeRl6GXsZfBl9GX4ZfxmAGYEZghmDGYQZhRmGGYcZiBmJGYoZixmMGY0ZjhmPGZAZkRmSGZMZlBmVGZYZlxmYGZkZmhmbGZwZnRmeGZ8ZoBmhGaIZoxmkGaUZphmnGagZqRmqGasZrBmtGa4ZrxmwGbEZshmzGbQZtRm2GbcZuBm5GboZuxm8Gb0Zvhm/GcAZwRnCGcMZxBnFGcYZxxnIGckZyhnLGcwZzRnOGc8Z0BnRGdIZ0xnUGdUZ1hnXGdgZ2RnaGdsZ3BndGd4Z3xngGeEZ4hnjGeQZ5RnmGecZ6BnpGeoZ6xnsGe0Z7hnvGfAZ8RnyGfMZ9Bn1GfYZ9xn4GfkZ+hn7GfwZ/Rn+Gf8aABoBGgIaAxoEGgUaBhoHGggaCRoKGgsaDBoNGg4aDxoQGhEaEhoTGhQaFRoWGhcaGBoZGhoaGxocGh0aHhofGiAaIRoiGiMaJBolGiYaJxooGikaKhorGiwaLRouGi8aMBoxGjIaMxo0GjUaNho3GjgaORo6GjsaPBo9Gj4aPxpAGkEaQhpDGkQaRRpGGkcaSBpJGkoaSxpMGk0aThpPGlAaURpSGlMaVBpVGlYaVxpYGlkaWhpbGlwaXRpeGl8aYBphGmIaYxpkGmUaZhpnGmgaaRpqGmsabBptGm4abxpwGnEachpzGnQadRp2GncaeBp5Gnoaexp8Gn0afhp/GoAagRqCGoMahBqFGoYahxqIGokaihqLGowajRqOGo8akBqRGpIakxqUGpUalhqXGpgamRqaGpsanBqdGp4anxqgGqEaohqjGqQapRqmGqcaqBqpGqoaqxqsGq0arhqvGrAasRqyGrMatBq1GrYatxq4Grkauhq7GrwavRq+Gr8awBrBGsIawxrEGsUaxhrHGsgayRrKGssazBrNGs4azxrQGtEa0hrTGtQa1RrWGtca2BrZGtoa2xrcGt0a3hrfGuAa4RriGuMa5BrlGuYa5xroGuka6hrrGuwa7RruGu8a8BrxGvIa8xr0GvUa9hr3Gvga+Rr6Gvsa/Br9Gv4a/xsAGwEbAhsDGwQbBRsGGwcbCBsJGwobCxsMGw0bDhsPGxAbERsSGxMbFBsVGxYbFxsYGxkbGhsbGxwbHRseGx8bIBshGyIbIxskGyUbJhsnGygbKRsqGysbLBstGy4bLxswGzEbMhszGzQbNRs2GzcbOBs5GzobOxs8Gz0bPhs/G0AbQRtCG0MbRBtFG0YbRxtIG0kbShtLG0wbTRtOG08bUBtRG1IbUxtUG1UbVhtXG1gbWRtaG1sbXBtdG14bXxtgG2EbYhtjG2QbZRtmG2cbaBtpG2obaxtsG20bbhtvG3AbcRtyG3MbdBt1G3Ybdxt4G3kbeht7G3wbfRt+G38bgBuBG4IbgxuEG4UbhhuHG4gbiRuKG4sbjBuNG44bjxuQG5EbkhuTG5QblRuWG5cbmBuZG5obmxucG50bnhufG6AboRuiG6MbpBulG6YbpxuoG6kbqhurG6wbrRuuG68bsBuxG7Ibsxu0G7Ubthu3G7gbuRu6G7sbvBu9G74bvxvAG8EbwhvDG8QbxRvGG8cbyBvJG8obyxvMG80bzhvPG9Ab0RvSG9Mb1BvVG9Yb1xvYG9kb2hvbG9wb3RveG98b4BvhG+Ib4xvkG+Ub5hvnG+gb6RvqG+sb7BvtG+4b7xvwG/Eb8hvzG/Qb9Rv2G/cb+Bv5G/ob+xv8G/0b/hv/HAAcARwCHAMcBBwFHAYcBxwIHAkcChwLHAwcDRwOHA8cEBwRHBIcExwUHBUcFhwXHBgcGRwaHBscHBwdHB4cHxwgHCEcIhwjHCQcJRwmHCccKBwpHCocKxwsHC0cLhwvHDAcMRwyHDMcNBw1HDYcNxw4HDkcOhw7HDwcPRw+HD8cQBxBHEIcQxxEHEUcRhxHHEgcSRxKHEscTBxNHE4cTxxQHFEcUhxTHFQcVRxWHFccWBxZHFocWxxcHF0cXhxfHGAcYRxiHGMcZBxlHGYcZxxoHGkcahxrHGwcbRxuHG8ccBxxHHIccxx0HHUcdhx3HHgceRx6HHscfBx9HH4cfxyAHIEcgghOYW1lTWUuMAhOYW1lTWUuMQhOYW1lTWUuMghOYW1lTWUuNAhOYW1lTWUuNQhOYW1lTWUuNghOYW1lTWUuNwhOYW1lTWUuOAhOYW1lTWUuOQlOYW1lTWUuMTAJTmFtZU1lLjExCU5hbWVNZS4xMglOYW1lTWUuMTMJTmFtZU1lLjE0CU5hbWVNZS4xNQlOYW1lTWUuMTYJTmFtZU1lLjE3CU5hbWVNZS4xOAlOYW1lTWUuMTkJTmFtZU1lLjIwCU5hbWVNZS4yMQlOYW1lTWUuMjIJTmFtZU1lLjIzCU5hbWVNZS4yNAlOYW1lTWUuMjUJTmFtZU1lLjI2CU5hbWVNZS4yNwlOYW1lTWUuMjgJTmFtZU1lLjI5CU5hbWVNZS4zMAlOYW1lTWUuMzEJTmFtZU1lLjMyCU5hbWVNZS4zMwlOYW1lTWUuMzQJTmFtZU1lLjM1CU5hbWVNZS4zNglOYW1lTWUuMzcJTmFtZU1lLjM4CU5hbWVNZS4zOQlOYW1lTWUuNDAJTmFtZU1lLjQxCU5hbWVNZS40MglOYW1lTWUuNDMJTmFtZU1lLjQ0CU5hbWVNZS40NQlOYW1lTWUuNDYJTmFtZU1lLjQ3CU5hbWVNZS40OAlOYW1lTWUuNDkJTmFtZU1lLjUwCU5hbWVNZS41MQlOYW1lTWUuNTIJTmFtZU1lLjUzCU5hbWVNZS41NAlOYW1lTWUuNTUJTmFtZU1lLjU2CU5hbWVNZS41NwlOYW1lTWUuNTgJTmFtZU1lLjU5CU5hbWVNZS42MAlOYW1lTWUuNjEJTmFtZU1lLjYyCU5hbWVNZS42MwlOYW1lTWUuNjQJTmFtZU1lLjY1CU5hbWVNZS42NglOYW1lTWUuNjcJTmFtZU1lLjY4CU5hbWVNZS42OQlOYW1lTWUuNzAJTmFtZU1lLjcxCU5hbWVNZS43MglOYW1lTWUuNzMJTmFtZU1lLjc0CU5hbWVNZS43NQlOYW1lTWUuNzYJTmFtZU1lLjc3CU5hbWVNZS43OAlOYW1lTWUuNzkJTmFtZU1lLjgwCU5hbWVNZS44MQlOYW1lTWUuODIJTmFtZU1lLjgzCU5hbWVNZS44NAlOYW1lTWUuODUJTmFtZU1lLjg2CU5hbWVNZS44NwlOYW1lTWUuODgJTmFtZU1lLjg5CU5hbWVNZS45MAlOYW1lTWUuOTEJTmFtZU1lLjkyCU5hbWVNZS45MwlOYW1lTWUuOTQJTmFtZU1lLjk1CU5hbWVNZS45NglOYW1lTWUuOTcJTmFtZU1lLjk4CU5hbWVNZS45OQpOYW1lTWUuMTAwCk5hbWVNZS4xMDEKTmFtZU1lLjEwMgpOYW1lTWUuMTAzCk5hbWVNZS4xMDQKTmFtZU1lLjEwNQpOYW1lTWUuMTA2Ck5hbWVNZS4xMDcKTmFtZU1lLjEwOApOYW1lTWUuMTA5Ck5hbWVNZS4xMTAKTmFtZU1lLjExMQpOYW1lTWUuMTEyCk5hbWVNZS4xMTMKTmFtZU1lLjExNApOYW1lTWUuMTE1Ck5hbWVNZS4xMTYKTmFtZU1lLjExNwpOYW1lTWUuMTE4Ck5hbWVNZS4xMTkKTmFtZU1lLjEyMApOYW1lTWUuMTIxCk5hbWVNZS4xMjIKTmFtZU1lLjEyMwpOYW1lTWUuMTI0Ck5hbWVNZS4xMjUKTmFtZU1lLjEyNgpOYW1lTWUuMTI3Ck5hbWVNZS4xMjgKTmFtZU1lLjEyOQpOYW1lTWUuMTMwCk5hbWVNZS4xMzEKTmFtZU1lLjEzMgpOYW1lTWUuMTMzCk5hbWVNZS4xMzQKTmFtZU1lLjEzNQpOYW1lTWUuMTM2Ck5hbWVNZS4xMzcKTmFtZU1lLjEzOApOYW1lTWUuMTM5Ck5hbWVNZS4xNDAKTmFtZU1lLjE0MQpOYW1lTWUuMTQyCk5hbWVNZS4xNDMKTmFtZU1lLjE0NApOYW1lTWUuMTQ1Ck5hbWVNZS4xNDYKTmFtZU1lLjE0NwpOYW1lTWUuMTQ4Ck5hbWVNZS4xNDkKTmFtZU1lLjE1MApOYW1lTWUuMTUxCk5hbWVNZS4xNTIKTmFtZU1lLjE1MwpOYW1lTWUuMTU0Ck5hbWVNZS4xNTUKTmFtZU1lLjE1NgpOYW1lTWUuMTU3Ck5hbWVNZS4xNTgKTmFtZU1lLjE1OQpOYW1lTWUuMTYwCk5hbWVNZS4xNjEKTmFtZU1lLjE2MgpOYW1lTWUuMTYzCk5hbWVNZS4xNjQKTmFtZU1lLjE2NQpOYW1lTWUuMTY2Ck5hbWVNZS4xNjcKTmFtZU1lLjE2OApOYW1lTWUuMTY5Ck5hbWVNZS4xNzAKTmFtZU1lLjE3MQpOYW1lTWUuMTcyCk5hbWVNZS4xNzMKTmFtZU1lLjE3NApOYW1lTWUuMTc1Ck5hbWVNZS4xNzYKTmFtZU1lLjE3NwpOYW1lTWUuMTc4Ck5hbWVNZS4xNzkKTmFtZU1lLjE4MApOYW1lTWUuMTgxCk5hbWVNZS4xODIKTmFtZU1lLjE4MwpOYW1lTWUuMTg0Ck5hbWVNZS4xODUKTmFtZU1lLjE4NgpOYW1lTWUuMTg3Ck5hbWVNZS4xODgKTmFtZU1lLjE4OQpOYW1lTWUuMTkwCk5hbWVNZS4xOTEKTmFtZU1lLjE5MgpOYW1lTWUuMTkzCk5hbWVNZS4xOTQKTmFtZU1lLjE5NQpOYW1lTWUuMTk2Ck5hbWVNZS4xOTcKTmFtZU1lLjE5OApOYW1lTWUuMTk5Ck5hbWVNZS4yMDAKTmFtZU1lLjIwMQpOYW1lTWUuMjAyCk5hbWVNZS4yMDMKTmFtZU1lLjIwNApOYW1lTWUuMjA1Ck5hbWVNZS4yMDYKTmFtZU1lLjIwNwpOYW1lTWUuMjA4Ck5hbWVNZS4yMDkKTmFtZU1lLjIxMApOYW1lTWUuMjExCk5hbWVNZS4yMTIKTmFtZU1lLjIxMwpOYW1lTWUuMjE0Ck5hbWVNZS4yMTUKTmFtZU1lLjIxNgpOYW1lTWUuMjE3Ck5hbWVNZS4yMTgKTmFtZU1lLjIxOQpOYW1lTWUuMjIwCk5hbWVNZS4yMjEKTmFtZU1lLjIyMgpOYW1lTWUuMjIzCk5hbWVNZS4yMjQKTmFtZU1lLjIyNQpOYW1lTWUuMjI2Ck5hbWVNZS4yMjcKTmFtZU1lLjIyOApOYW1lTWUuMjI5Ck5hbWVNZS4yMzAKTmFtZU1lLjIzMQpOYW1lTWUuMjMyCk5hbWVNZS4yMzMKTmFtZU1lLjIzNApOYW1lTWUuMjM1Ck5hbWVNZS4yMzYKTmFtZU1lLjIzNwpOYW1lTWUuMjM4Ck5hbWVNZS4yMzkKTmFtZU1lLjI0MApOYW1lTWUuMjQxCk5hbWVNZS4yNDIKTmFtZU1lLjI0MwpOYW1lTWUuMjQ0Ck5hbWVNZS4yNDUKTmFtZU1lLjI0NgpOYW1lTWUuMjQ3Ck5hbWVNZS4yNDgKTmFtZU1lLjI0OQpOYW1lTWUuMjUwCk5hbWVNZS4yNTEKTmFtZU1lLjI1MgpOYW1lTWUuMjUzCk5hbWVNZS4yNTQKTmFtZU1lLjI1NQpOYW1lTWUuMjU2Ck5hbWVNZS4yNTcKTmFtZU1lLjI1OApOYW1lTWUuMjU5Ck5hbWVNZS4yNjAKTmFtZU1lLjI2MQpOYW1lTWUuMjYyCk5hbWVNZS4yNjMKTmFtZU1lLjI2NApOYW1lTWUuMjY1Ck5hbWVNZS4yNjYKTmFtZU1lLjI2NwpOYW1lTWUuMjY4Ck5hbWVNZS4yNjkKTmFtZU1lLjI3MApOYW1lTWUuMjcxCk5hbWVNZS4yNzIKTmFtZU1lLjI3MwpOYW1lTWUuMjc0Ck5hbWVNZS4yNzUKTmFtZU1lLjI3NgpOYW1lTWUuMjc3Ck5hbWVNZS4yNzgKTmFtZU1lLjI3OQpOYW1lTWUuMjgwCk5hbWVNZS4yODEKTmFtZU1lLjI4MgpOYW1lTWUuMjgzCk5hbWVNZS4yODQKTmFtZU1lLjI4NQpOYW1lTWUuMjg2Ck5hbWVNZS4yODcKTmFtZU1lLjI4OApOYW1lTWUuMjg5Ck5hbWVNZS4yOTAKTmFtZU1lLjI5MQpOYW1lTWUuMjkyCk5hbWVNZS4yOTMKTmFtZU1lLjI5NApOYW1lTWUuMjk1Ck5hbWVNZS4yOTYKTmFtZU1lLjI5NwpOYW1lTWUuMjk4Ck5hbWVNZS4yOTkKTmFtZU1lLjMwMApOYW1lTWUuMzAxCk5hbWVNZS4zMDIKTmFtZU1lLjMwMwpOYW1lTWUuMzA0Ck5hbWVNZS4zMDUKTmFtZU1lLjMwNgpOYW1lTWUuMzA3Ck5hbWVNZS4zMDgKTmFtZU1lLjMwOQpOYW1lTWUuMzEwCk5hbWVNZS4zMTEKTmFtZU1lLjMxMgpOYW1lTWUuMzEzCk5hbWVNZS4zMTQKTmFtZU1lLjMxNQpOYW1lTWUuMzE2Ck5hbWVNZS4zMTcKTmFtZU1lLjMxOApOYW1lTWUuMzE5Ck5hbWVNZS4zMjAKTmFtZU1lLjMyMQpOYW1lTWUuMzIyCk5hbWVNZS4zMjMKTmFtZU1lLjMyNApOYW1lTWUuMzI1Ck5hbWVNZS4zMjYKTmFtZU1lLjMyNwpOYW1lTWUuMzI4Ck5hbWVNZS4zMjkKTmFtZU1lLjMzMApOYW1lTWUuMzMxCk5hbWVNZS4zMzIKTmFtZU1lLjMzMwpOYW1lTWUuMzM0Ck5hbWVNZS4zMzUKTmFtZU1lLjMzNgpOYW1lTWUuMzM3Ck5hbWVNZS4zMzgKTmFtZU1lLjMzOQpOYW1lTWUuMzQwCk5hbWVNZS4zNDEKTmFtZU1lLjM0MgpOYW1lTWUuMzQzCk5hbWVNZS4zNDQKTmFtZU1lLjM0NQpOYW1lTWUuMzQ2Ck5hbWVNZS4zNDcKTmFtZU1lLjM0OApOYW1lTWUuMzQ5Ck5hbWVNZS4zNTAKTmFtZU1lLjM1MQpOYW1lTWUuMzUyCk5hbWVNZS4zNTMKTmFtZU1lLjM1NApOYW1lTWUuMzU1Ck5hbWVNZS4zNTYKTmFtZU1lLjM1NwpOYW1lTWUuMzU4Ck5hbWVNZS4zNTkKTmFtZU1lLjM2MApOYW1lTWUuMzYxCk5hbWVNZS4zNjIKTmFtZU1lLjM2MwpOYW1lTWUuMzY0Ck5hbWVNZS4zNjUKTmFtZU1lLjM2NgpOYW1lTWUuMzY3Ck5hbWVNZS4zNjgKTmFtZU1lLjM2OQpOYW1lTWUuMzcwCk5hbWVNZS4zNzEKTmFtZU1lLjM3MgpOYW1lTWUuMzczCk5hbWVNZS4zNzQKTmFtZU1lLjM3NQpOYW1lTWUuMzc2Ck5hbWVNZS4zNzcKTmFtZU1lLjM3OApOYW1lTWUuMzc5Ck5hbWVNZS4zODAKTmFtZU1lLjM4MQpOYW1lTWUuMzgyCk5hbWVNZS4zODMKTmFtZU1lLjM4NApOYW1lTWUuMzg1Ck5hbWVNZS4zODYKTmFtZU1lLjM4NwpOYW1lTWUuMzg4Ck5hbWVNZS4zODkKTmFtZU1lLjM5MApOYW1lTWUuMzkxCk5hbWVNZS4zOTIKTmFtZU1lLjM5MwpOYW1lTWUuMzk0Ck5hbWVNZS4zOTUKTmFtZU1lLjM5NgpOYW1lTWUuMzk3Ck5hbWVNZS4zOTgKTmFtZU1lLjM5OQpOYW1lTWUuNDAwCk5hbWVNZS40MDEKTmFtZU1lLjQwMgpOYW1lTWUuNDAzCk5hbWVNZS40MDQKTmFtZU1lLjQwNQpOYW1lTWUuNDA2Ck5hbWVNZS40MDcKTmFtZU1lLjQwOApOYW1lTWUuNDA5Ck5hbWVNZS40MTAKTmFtZU1lLjQxMQpOYW1lTWUuNDEyCk5hbWVNZS40MTMKTmFtZU1lLjQxNApOYW1lTWUuNDE1Ck5hbWVNZS40MTYKTmFtZU1lLjQxNwpOYW1lTWUuNDE4Ck5hbWVNZS40MTkKTmFtZU1lLjQyMApOYW1lTWUuNDIxCk5hbWVNZS40MjIKTmFtZU1lLjQyMwpOYW1lTWUuNDI0Ck5hbWVNZS40MjUKTmFtZU1lLjQyNgpOYW1lTWUuNDI3Ck5hbWVNZS40MjgKTmFtZU1lLjQyOQpOYW1lTWUuNDMwCk5hbWVNZS40MzEKTmFtZU1lLjQzMgpOYW1lTWUuNDMzCk5hbWVNZS40MzQKTmFtZU1lLjQzNQpOYW1lTWUuNDM2Ck5hbWVNZS40MzcKTmFtZU1lLjQzOApOYW1lTWUuNDM5Ck5hbWVNZS40NDAKTmFtZU1lLjQ0MQpOYW1lTWUuNDQyCk5hbWVNZS40NDMKTmFtZU1lLjQ0NApOYW1lTWUuNDQ1Ck5hbWVNZS40NDYKTmFtZU1lLjQ0NwpOYW1lTWUuNDQ4Ck5hbWVNZS40NDkKTmFtZU1lLjQ1MApOYW1lTWUuNDUxCk5hbWVNZS40NTIKTmFtZU1lLjQ1MwpOYW1lTWUuNDU0Ck5hbWVNZS40NTUKTmFtZU1lLjQ1NgpOYW1lTWUuNDU3Ck5hbWVNZS40NTgKTmFtZU1lLjQ1OQpOYW1lTWUuNDYwCk5hbWVNZS40NjEKTmFtZU1lLjQ2MgpOYW1lTWUuNDYzCk5hbWVNZS40NjQKTmFtZU1lLjQ2NQpOYW1lTWUuNDY2Ck5hbWVNZS40NjcKTmFtZU1lLjQ2OApOYW1lTWUuNDY5Ck5hbWVNZS40NzAKTmFtZU1lLjQ3MQpOYW1lTWUuNDcyCk5hbWVNZS40NzMKTmFtZU1lLjQ3NApOYW1lTWUuNDc1Ck5hbWVNZS40NzYKTmFtZU1lLjQ3NwpOYW1lTWUuNDc4Ck5hbWVNZS40NzkKTmFtZU1lLjQ4MApOYW1lTWUuNDgxCk5hbWVNZS40ODIKTmFtZU1lLjQ4MwpOYW1lTWUuNDg0Ck5hbWVNZS40ODUKTmFtZU1lLjQ4NgpOYW1lTWUuNDg3Ck5hbWVNZS40ODgKTmFtZU1lLjQ4OQpOYW1lTWUuNDkwCk5hbWVNZS40OTEKTmFtZU1lLjQ5MgpOYW1lTWUuNDkzCk5hbWVNZS40OTQKTmFtZU1lLjQ5NQpOYW1lTWUuNDk2Ck5hbWVNZS40OTcKTmFtZU1lLjQ5OApOYW1lTWUuNDk5Ck5hbWVNZS41MDAKTmFtZU1lLjUwMQpOYW1lTWUuNTAyCk5hbWVNZS41MDMKTmFtZU1lLjUwNApOYW1lTWUuNTA1Ck5hbWVNZS41MDYKTmFtZU1lLjUwNwpOYW1lTWUuNTA4Ck5hbWVNZS41MDkKTmFtZU1lLjUxMApOYW1lTWUuNTExCk5hbWVNZS41MTIKTmFtZU1lLjUxMwpOYW1lTWUuNTE0Ck5hbWVNZS41MTUKTmFtZU1lLjUxNgpOYW1lTWUuNTE3Ck5hbWVNZS41MTgKTmFtZU1lLjUxOQpOYW1lTWUuNTIwCk5hbWVNZS41MjEKTmFtZU1lLjUyMgpOYW1lTWUuNTIzCk5hbWVNZS41MjQKTmFtZU1lLjUyNQpOYW1lTWUuNTI2Ck5hbWVNZS41MjcKTmFtZU1lLjUyOApOYW1lTWUuNTI5Ck5hbWVNZS41MzAKTmFtZU1lLjUzMQpOYW1lTWUuNTMyCk5hbWVNZS41MzMKTmFtZU1lLjUzNApOYW1lTWUuNTM1Ck5hbWVNZS41MzYKTmFtZU1lLjUzNwpOYW1lTWUuNTM4Ck5hbWVNZS41MzkKTmFtZU1lLjU0MApOYW1lTWUuNTQxCk5hbWVNZS41NDIKTmFtZU1lLjU0MwpOYW1lTWUuNTQ0Ck5hbWVNZS41NDUKTmFtZU1lLjU0NgpOYW1lTWUuNTQ3Ck5hbWVNZS41NDgKTmFtZU1lLjU0OQpOYW1lTWUuNTUwCk5hbWVNZS41NTEKTmFtZU1lLjU1MgpOYW1lTWUuNTUzCk5hbWVNZS41NTQKTmFtZU1lLjU1NQpOYW1lTWUuNTU2Ck5hbWVNZS41NTcKTmFtZU1lLjU1OApOYW1lTWUuNTU5Ck5hbWVNZS41NjAKTmFtZU1lLjU2MQpOYW1lTWUuNTYyCk5hbWVNZS41NjMKTmFtZU1lLjU2NApOYW1lTWUuNTY1Ck5hbWVNZS41NjYKTmFtZU1lLjU2NwpOYW1lTWUuNTY4Ck5hbWVNZS41NjkKTmFtZU1lLjU3MApOYW1lTWUuNTcxCk5hbWVNZS41NzIKTmFtZU1lLjU3MwpOYW1lTWUuNTc0Ck5hbWVNZS41NzUKTmFtZU1lLjU3NgpOYW1lTWUuNTc3Ck5hbWVNZS41NzgKTmFtZU1lLjU3OQpOYW1lTWUuNTgwCk5hbWVNZS41ODEKTmFtZU1lLjU4MgpOYW1lTWUuNTgzCk5hbWVNZS41ODQKTmFtZU1lLjU4NQpOYW1lTWUuNTg2Ck5hbWVNZS41ODcKTmFtZU1lLjU4OApOYW1lTWUuNTg5Ck5hbWVNZS41OTAKTmFtZU1lLjU5MQpOYW1lTWUuNTkyCk5hbWVNZS41OTMKTmFtZU1lLjU5NApOYW1lTWUuNTk1Ck5hbWVNZS41OTYKTmFtZU1lLjU5NwpOYW1lTWUuNTk4Ck5hbWVNZS41OTkKTmFtZU1lLjYwMApOYW1lTWUuNjAxCk5hbWVNZS42MDIKTmFtZU1lLjYwMwpOYW1lTWUuNjA0Ck5hbWVNZS42MDUKTmFtZU1lLjYwNgpOYW1lTWUuNjA3Ck5hbWVNZS42MDgKTmFtZU1lLjYwOQpOYW1lTWUuNjEwCk5hbWVNZS42MTEKTmFtZU1lLjYxMgpOYW1lTWUuNjEzCk5hbWVNZS42MTQKTmFtZU1lLjYxNQpOYW1lTWUuNjE2Ck5hbWVNZS42MTcKTmFtZU1lLjYxOApOYW1lTWUuNjE5Ck5hbWVNZS42MjAKTmFtZU1lLjYyMQpOYW1lTWUuNjIyCk5hbWVNZS42MjMKTmFtZU1lLjYyNApOYW1lTWUuNjI1Ck5hbWVNZS42MjYKTmFtZU1lLjYyNwpOYW1lTWUuNjI4Ck5hbWVNZS42MjkKTmFtZU1lLjYzMApOYW1lTWUuNjMxCk5hbWVNZS42MzIKTmFtZU1lLjYzMwpOYW1lTWUuNjM0Ck5hbWVNZS42MzUKTmFtZU1lLjYzNgpOYW1lTWUuNjM3Ck5hbWVNZS42MzgKTmFtZU1lLjYzOQpOYW1lTWUuNjQwCk5hbWVNZS42NDEKTmFtZU1lLjY0MgpOYW1lTWUuNjQzCk5hbWVNZS42NDQKTmFtZU1lLjY0NQpOYW1lTWUuNjQ2Ck5hbWVNZS42NDcKTmFtZU1lLjY0OApOYW1lTWUuNjQ5Ck5hbWVNZS42NTAKTmFtZU1lLjY1MQpOYW1lTWUuNjUyCk5hbWVNZS42NTMKTmFtZU1lLjY1NApOYW1lTWUuNjU1Ck5hbWVNZS42NTYKTmFtZU1lLjY1NwpOYW1lTWUuNjU4Ck5hbWVNZS42NTkKTmFtZU1lLjY2MApOYW1lTWUuNjYxCk5hbWVNZS42NjIKTmFtZU1lLjY2MwpOYW1lTWUuNjY0Ck5hbWVNZS42NjUKTmFtZU1lLjY2NgpOYW1lTWUuNjY3Ck5hbWVNZS42NjgKTmFtZU1lLjY2OQpOYW1lTWUuNjcwCk5hbWVNZS42NzEKTmFtZU1lLjY3MgpOYW1lTWUuNjczCk5hbWVNZS42NzQKTmFtZU1lLjY3NQpOYW1lTWUuNjc2Ck5hbWVNZS42NzcKTmFtZU1lLjY3OApOYW1lTWUuNjc5Ck5hbWVNZS42ODAKTmFtZU1lLjY4MQpOYW1lTWUuNjgyCk5hbWVNZS42ODMKTmFtZU1lLjY4NApOYW1lTWUuNjg1Ck5hbWVNZS42ODYKTmFtZU1lLjY4NwpOYW1lTWUuNjg4Ck5hbWVNZS42ODkKTmFtZU1lLjY5MApOYW1lTWUuNjkxCk5hbWVNZS42OTIKTmFtZU1lLjY5MwpOYW1lTWUuNjk0Ck5hbWVNZS42OTUKTmFtZU1lLjY5NgpOYW1lTWUuNjk3Ck5hbWVNZS42OTgKTmFtZU1lLjY5OQpOYW1lTWUuNzAwCk5hbWVNZS43MDEKTmFtZU1lLjcwMgpOYW1lTWUuNzAzCk5hbWVNZS43MDQKTmFtZU1lLjcwNQpOYW1lTWUuNzA2Ck5hbWVNZS43MDcKTmFtZU1lLjcwOApOYW1lTWUuNzA5Ck5hbWVNZS43MTAKTmFtZU1lLjcxMQpOYW1lTWUuNzEyCk5hbWVNZS43MTMKTmFtZU1lLjcxNApOYW1lTWUuNzE1Ck5hbWVNZS43MTYKTmFtZU1lLjcxNwpOYW1lTWUuNzE4Ck5hbWVNZS43MTkKTmFtZU1lLjcyMApOYW1lTWUuNzIxCk5hbWVNZS43MjIKTmFtZU1lLjcyMwpOYW1lTWUuNzI0Ck5hbWVNZS43MjUKTmFtZU1lLjcyNgpOYW1lTWUuNzI3Ck5hbWVNZS43MjgKTmFtZU1lLjcyOQpOYW1lTWUuNzMwCk5hbWVNZS43MzEKTmFtZU1lLjczMgpOYW1lTWUuNzMzCk5hbWVNZS43MzQKTmFtZU1lLjczNQpOYW1lTWUuNzM2Ck5hbWVNZS43MzcKTmFtZU1lLjczOApOYW1lTWUuNzM5Ck5hbWVNZS43NDAKTmFtZU1lLjc0MQpOYW1lTWUuNzQyCk5hbWVNZS43NDMKTmFtZU1lLjc0NApOYW1lTWUuNzQ1Ck5hbWVNZS43NDYKTmFtZU1lLjc0NwpOYW1lTWUuNzQ4Ck5hbWVNZS43NDkKTmFtZU1lLjc1MApOYW1lTWUuNzUxCk5hbWVNZS43NTIKTmFtZU1lLjc1MwpOYW1lTWUuNzU0Ck5hbWVNZS43NTUKTmFtZU1lLjc1NgpOYW1lTWUuNzU3Ck5hbWVNZS43NTgKTmFtZU1lLjc1OQpOYW1lTWUuNzYwCk5hbWVNZS43NjEKTmFtZU1lLjc2MgpOYW1lTWUuNzYzCk5hbWVNZS43NjQKTmFtZU1lLjc2NQpOYW1lTWUuNzY2Ck5hbWVNZS43NjcKTmFtZU1lLjc2OApOYW1lTWUuNzY5Ck5hbWVNZS43NzAKTmFtZU1lLjc3MQpOYW1lTWUuNzcyCk5hbWVNZS43NzMKTmFtZU1lLjc3NApOYW1lTWUuNzc1Ck5hbWVNZS43NzYKTmFtZU1lLjc3NwpOYW1lTWUuNzc4Ck5hbWVNZS43NzkKTmFtZU1lLjc4MApOYW1lTWUuNzgxCk5hbWVNZS43ODIKTmFtZU1lLjc4MwpOYW1lTWUuNzg0Ck5hbWVNZS43ODUKTmFtZU1lLjc4NgpOYW1lTWUuNzg3Ck5hbWVNZS43ODgKTmFtZU1lLjc4OQpOYW1lTWUuNzkwCk5hbWVNZS43OTEKTmFtZU1lLjc5MgpOYW1lTWUuNzkzCk5hbWVNZS43OTQKTmFtZU1lLjc5NQpOYW1lTWUuNzk2Ck5hbWVNZS43OTcKTmFtZU1lLjc5OApOYW1lTWUuNzk5Ck5hbWVNZS44MDAKTmFtZU1lLjgwMQpOYW1lTWUuODAyCk5hbWVNZS44MDMKTmFtZU1lLjgwNApOYW1lTWUuODA1Ck5hbWVNZS44MDYKTmFtZU1lLjgwNwpOYW1lTWUuODA4Ck5hbWVNZS44MDkKTmFtZU1lLjgxMApOYW1lTWUuODExCk5hbWVNZS44MTIKTmFtZU1lLjgxMwpOYW1lTWUuODE0Ck5hbWVNZS44MTUKTmFtZU1lLjgxNgpOYW1lTWUuODE3Ck5hbWVNZS44MTgKTmFtZU1lLjgxOQpOYW1lTWUuODIwCk5hbWVNZS44MjEKTmFtZU1lLjgyMgpOYW1lTWUuODIzCk5hbWVNZS44MjQKTmFtZU1lLjgyNQpOYW1lTWUuODI2Ck5hbWVNZS44MjcKTmFtZU1lLjgyOApOYW1lTWUuODI5Ck5hbWVNZS44MzAKTmFtZU1lLjgzMQpOYW1lTWUuODMyCk5hbWVNZS44MzMKTmFtZU1lLjgzNApOYW1lTWUuODM1Ck5hbWVNZS44MzYKTmFtZU1lLjgzNwpOYW1lTWUuODM4Ck5hbWVNZS44MzkKTmFtZU1lLjg0MApOYW1lTWUuODQxCk5hbWVNZS44NDIKTmFtZU1lLjg0MwpOYW1lTWUuODQ0Ck5hbWVNZS44NDUKTmFtZU1lLjg0NgpOYW1lTWUuODQ3Ck5hbWVNZS44NDgKTmFtZU1lLjg0OQpOYW1lTWUuODUwCk5hbWVNZS44NTEKTmFtZU1lLjg1MgpOYW1lTWUuODUzCk5hbWVNZS44NTQKTmFtZU1lLjg1NQpOYW1lTWUuODU2Ck5hbWVNZS44NTcKTmFtZU1lLjg1OApOYW1lTWUuODU5Ck5hbWVNZS44NjAKTmFtZU1lLjg2MQpOYW1lTWUuODYyCk5hbWVNZS44NjMKTmFtZU1lLjg2NApOYW1lTWUuODY1Ck5hbWVNZS44NjYKTmFtZU1lLjg2NwpOYW1lTWUuODY4Ck5hbWVNZS44NjkKTmFtZU1lLjg3MApOYW1lTWUuODcxCk5hbWVNZS44NzIKTmFtZU1lLjg3MwpOYW1lTWUuODc0Ck5hbWVNZS44NzUKTmFtZU1lLjg3NgpOYW1lTWUuODc3Ck5hbWVNZS44NzgKTmFtZU1lLjg3OQpOYW1lTWUuODgwCk5hbWVNZS44ODEKTmFtZU1lLjg4MgpOYW1lTWUuODgzCk5hbWVNZS44ODQKTmFtZU1lLjg4NQpOYW1lTWUuODg2Ck5hbWVNZS44ODcKTmFtZU1lLjg4OApOYW1lTWUuODg5Ck5hbWVNZS44OTAKTmFtZU1lLjg5MQpOYW1lTWUuODkyCk5hbWVNZS44OTMKTmFtZU1lLjg5NApOYW1lTWUuODk1Ck5hbWVNZS44OTYKTmFtZU1lLjg5NwpOYW1lTWUuODk4Ck5hbWVNZS44OTkKTmFtZU1lLjkwMApOYW1lTWUuOTAxCk5hbWVNZS45MDIKTmFtZU1lLjkwMwpOYW1lTWUuOTA0Ck5hbWVNZS45MDUKTmFtZU1lLjkwNgpOYW1lTWUuOTA3Ck5hbWVNZS45MDgKTmFtZU1lLjkwOQpOYW1lTWUuOTEwCk5hbWVNZS45MTEKTmFtZU1lLjkxMgpOYW1lTWUuOTEzCk5hbWVNZS45MTQKTmFtZU1lLjkxNQpOYW1lTWUuOTE2Ck5hbWVNZS45MTcKTmFtZU1lLjkxOApOYW1lTWUuOTE5Ck5hbWVNZS45MjAKTmFtZU1lLjkyMQpOYW1lTWUuOTIyCk5hbWVNZS45MjMKTmFtZU1lLjkyNApOYW1lTWUuOTI1Ck5hbWVNZS45MjYKTmFtZU1lLjkyNwpOYW1lTWUuOTI4Ck5hbWVNZS45MjkKTmFtZU1lLjkzMApOYW1lTWUuOTMxCk5hbWVNZS45MzIKTmFtZU1lLjkzMwpOYW1lTWUuOTM0Ck5hbWVNZS45MzUKTmFtZU1lLjkzNgpOYW1lTWUuOTM3Ck5hbWVNZS45MzgKTmFtZU1lLjkzOQpOYW1lTWUuOTQwCk5hbWVNZS45NDEKTmFtZU1lLjk0MgpOYW1lTWUuOTQzCk5hbWVNZS45NDQKTmFtZU1lLjk0NQpOYW1lTWUuOTQ2Ck5hbWVNZS45NDcKTmFtZU1lLjk0OApOYW1lTWUuOTQ5Ck5hbWVNZS45NTAKTmFtZU1lLjk1MQpOYW1lTWUuOTUyCk5hbWVNZS45NTMKTmFtZU1lLjk1NApOYW1lTWUuOTU1Ck5hbWVNZS45NTYKTmFtZU1lLjk1NwpOYW1lTWUuOTU4Ck5hbWVNZS45NTkKTmFtZU1lLjk2MApOYW1lTWUuOTYxCk5hbWVNZS45NjIKTmFtZU1lLjk2MwpOYW1lTWUuOTY0Ck5hbWVNZS45NjUKTmFtZU1lLjk2NgpOYW1lTWUuOTY3Ck5hbWVNZS45NjgKTmFtZU1lLjk2OQpOYW1lTWUuOTcwCk5hbWVNZS45NzEKTmFtZU1lLjk3MgpOYW1lTWUuOTczCk5hbWVNZS45NzQKTmFtZU1lLjk3NQpOYW1lTWUuOTc2Ck5hbWVNZS45NzcKTmFtZU1lLjk3OApOYW1lTWUuOTc5Ck5hbWVNZS45ODAKTmFtZU1lLjk4MQpOYW1lTWUuOTgyCk5hbWVNZS45ODMKTmFtZU1lLjk4NApOYW1lTWUuOTg1Ck5hbWVNZS45ODYKTmFtZU1lLjk4NwpOYW1lTWUuOTg4Ck5hbWVNZS45ODkKTmFtZU1lLjk5MApOYW1lTWUuOTkxCk5hbWVNZS45OTIKTmFtZU1lLjk5MwpOYW1lTWUuOTk0Ck5hbWVNZS45OTUKTmFtZU1lLjk5NgpOYW1lTWUuOTk3Ck5hbWVNZS45OTgKTmFtZU1lLjk5OQtOYW1lTWUuMTAwMAtOYW1lTWUuMTAwMQtOYW1lTWUuMTAwMgtOYW1lTWUuMTAwMwtOYW1lTWUuMTAwNAtOYW1lTWUuMTAwNQtOYW1lTWUuMTAwNgtOYW1lTWUuMTAwNwtOYW1lTWUuMTAwOAtOYW1lTWUuMTAwOQtOYW1lTWUuMTAxMAtOYW1lTWUuMTAxMQtOYW1lTWUuMTAxMgtOYW1lTWUuMTAxMwtOYW1lTWUuMTAxNAtOYW1lTWUuMTAxNQtOYW1lTWUuMTAxNgtOYW1lTWUuMTAxNwtOYW1lTWUuMTAxOAtOYW1lTWUuMTAxOQtOYW1lTWUuMTAyMAtOYW1lTWUuMTAyMQtOYW1lTWUuMTAyMgtOYW1lTWUuMTAyMwtOYW1lTWUuMTAyNAtOYW1lTWUuMTAyNQtOYW1lTWUuMTAyNgtOYW1lTWUuMTAyNwtOYW1lTWUuMTAyOAtOYW1lTWUuMTAyOQtOYW1lTWUuMTAzMAtOYW1lTWUuMTAzMQtOYW1lTWUuMTAzMgtOYW1lTWUuMTAzMwtOYW1lTWUuMTAzNAtOYW1lTWUuMTAzNQtOYW1lTWUuMTAzNgtOYW1lTWUuMTAzNwtOYW1lTWUuMTAzOAtOYW1lTWUuMTAzOQtOYW1lTWUuMTA0MAtOYW1lTWUuMTA0MQtOYW1lTWUuMTA0MgtOYW1lTWUuMTA0MwtOYW1lTWUuMTA0NAtOYW1lTWUuMTA0NQtOYW1lTWUuMTA0NgtOYW1lTWUuMTA0NwtOYW1lTWUuMTA0OAtOYW1lTWUuMTA0OQtOYW1lTWUuMTA1MAtOYW1lTWUuMTA1MQtOYW1lTWUuMTA1MgtOYW1lTWUuMTA1MwtOYW1lTWUuMTA1NAtOYW1lTWUuMTA1NQtOYW1lTWUuMTA1NgtOYW1lTWUuMTA1NwtOYW1lTWUuMTA1OAtOYW1lTWUuMTA1OQtOYW1lTWUuMTA2MAtOYW1lTWUuMTA2MQtOYW1lTWUuMTA2MgtOYW1lTWUuMTA2MwtOYW1lTWUuMTA2NAtOYW1lTWUuMTA2NQtOYW1lTWUuMTA2NgtOYW1lTWUuMTA2NwtOYW1lTWUuMTA2OAtOYW1lTWUuMTA2OQtOYW1lTWUuMTA3MAtOYW1lTWUuMTA3MQtOYW1lTWUuMTA3MgtOYW1lTWUuMTA3MwtOYW1lTWUuMTA3NAtOYW1lTWUuMTA3NQtOYW1lTWUuMTA3NgtOYW1lTWUuMTA3NwtOYW1lTWUuMTA3OAtOYW1lTWUuMTA3OQtOYW1lTWUuMTA4MAtOYW1lTWUuMTA4MQtOYW1lTWUuMTA4MgtOYW1lTWUuMTA4MwtOYW1lTWUuMTA4NAtOYW1lTWUuMTA4NQtOYW1lTWUuMTA4NgtOYW1lTWUuMTA4NwtOYW1lTWUuMTA4OAtOYW1lTWUuMTA4OQtOYW1lTWUuMTA5MAtOYW1lTWUuMTA5MQtOYW1lTWUuMTA5MgtOYW1lTWUuMTA5MwtOYW1lTWUuMTA5NAtOYW1lTWUuMTA5NQtOYW1lTWUuMTA5NgtOYW1lTWUuMTA5NwtOYW1lTWUuMTA5OAtOYW1lTWUuMTA5OQtOYW1lTWUuMTEwMAtOYW1lTWUuMTEwMQtOYW1lTWUuMTEwMgtOYW1lTWUuMTEwMwtOYW1lTWUuMTEwNAtOYW1lTWUuMTEwNQtOYW1lTWUuMTEwNgtOYW1lTWUuMTEwNwtOYW1lTWUuMTEwOAtOYW1lTWUuMTEwOQtOYW1lTWUuMTExMAtOYW1lTWUuMTExMQtOYW1lTWUuMTExMgtOYW1lTWUuMTExMwtOYW1lTWUuMTExNAtOYW1lTWUuMTExNQtOYW1lTWUuMTExNgtOYW1lTWUuMTExNwtOYW1lTWUuMTExOAtOYW1lTWUuMTExOQtOYW1lTWUuMTEyMAtOYW1lTWUuMTEyMQtOYW1lTWUuMTEyMgtOYW1lTWUuMTEyMwtOYW1lTWUuMTEyNAtOYW1lTWUuMTEyNQtOYW1lTWUuMTEyNgtOYW1lTWUuMTEyNwtOYW1lTWUuMTEyOAtOYW1lTWUuMTEyOQtOYW1lTWUuMTEzMAtOYW1lTWUuMTEzMQtOYW1lTWUuMTEzMgtOYW1lTWUuMTEzMwtOYW1lTWUuMTEzNAtOYW1lTWUuMTEzNQtOYW1lTWUuMTEzNgtOYW1lTWUuMTEzNwtOYW1lTWUuMTEzOAtOYW1lTWUuMTEzOQtOYW1lTWUuMTE0MAtOYW1lTWUuMTE0MQtOYW1lTWUuMTE0MgtOYW1lTWUuMTE0MwtOYW1lTWUuMTE0NAtOYW1lTWUuMTE0NQtOYW1lTWUuMTE0NgtOYW1lTWUuMTE0NwtOYW1lTWUuMTE0OAtOYW1lTWUuMTE0OQtOYW1lTWUuMTE1MAtOYW1lTWUuMTE1MQtOYW1lTWUuMTE1MgtOYW1lTWUuMTE1MwtOYW1lTWUuMTE1NAtOYW1lTWUuMTE1NQtOYW1lTWUuMTE1NgtOYW1lTWUuMTE1NwtOYW1lTWUuMTE1OAtOYW1lTWUuMTE1OQtOYW1lTWUuMTE2MAtOYW1lTWUuMTE2MQtOYW1lTWUuMTE2MgtOYW1lTWUuMTE2MwtOYW1lTWUuMTE2NAtOYW1lTWUuMTE2NQtOYW1lTWUuMTE2NgtOYW1lTWUuMTE2NwtOYW1lTWUuMTE2OAtOYW1lTWUuMTE2OQtOYW1lTWUuMTE3MAtOYW1lTWUuMTE3MQtOYW1lTWUuMTE3MgtOYW1lTWUuMTE3MwtOYW1lTWUuMTE3NAtOYW1lTWUuMTE3NQtOYW1lTWUuMTE3NgtOYW1lTWUuMTE3NwtOYW1lTWUuMTE3OAtOYW1lTWUuMTE3OQtOYW1lTWUuMTE4MAtOYW1lTWUuMTE4MQtOYW1lTWUuMTE4MgtOYW1lTWUuMTE4MwtOYW1lTWUuMTE4NAtOYW1lTWUuMTE4NQtOYW1lTWUuMTE4NgtOYW1lTWUuMTE4NwtOYW1lTWUuMTE4OAtOYW1lTWUuMTE4OQtOYW1lTWUuMTE5MAtOYW1lTWUuMTE5MQtOYW1lTWUuMTE5MgtOYW1lTWUuMTE5MwtOYW1lTWUuMTE5NAtOYW1lTWUuMTE5NQtOYW1lTWUuMTE5NgtOYW1lTWUuMTE5NwtOYW1lTWUuMTE5OAtOYW1lTWUuMTE5OQtOYW1lTWUuMTIwMAtOYW1lTWUuMTIwMQtOYW1lTWUuMTIwMgtOYW1lTWUuMTIwMwtOYW1lTWUuMTIwNAtOYW1lTWUuMTIwNQtOYW1lTWUuMTIwNgtOYW1lTWUuMTIwNwtOYW1lTWUuMTIwOAtOYW1lTWUuMTIwOQtOYW1lTWUuMTIxMAtOYW1lTWUuMTIxMQtOYW1lTWUuMTIxMgtOYW1lTWUuMTIxMwtOYW1lTWUuMTIxNAtOYW1lTWUuMTIxNQtOYW1lTWUuMTIxNgtOYW1lTWUuMTIxNwtOYW1lTWUuMTIxOAtOYW1lTWUuMTIxOQtOYW1lTWUuMTIyMAtOYW1lTWUuMTIyMQtOYW1lTWUuMTIyMgtOYW1lTWUuMTIyMwtOYW1lTWUuMTIyNAtOYW1lTWUuMTIyNQtOYW1lTWUuMTIyNgtOYW1lTWUuMTIyNwtOYW1lTWUuMTIyOAtOYW1lTWUuMTIyOQtOYW1lTWUuMTIzMAtOYW1lTWUuMTIzMQtOYW1lTWUuMTIzMgtOYW1lTWUuMTIzMwtOYW1lTWUuMTIzNAtOYW1lTWUuMTIzNQtOYW1lTWUuMTIzNgtOYW1lTWUuMTIzNwtOYW1lTWUuMTIzOAtOYW1lTWUuMTIzOQtOYW1lTWUuMTI0MAtOYW1lTWUuMTI0MQtOYW1lTWUuMTI0MgtOYW1lTWUuMTI0MwtOYW1lTWUuMTI0NAtOYW1lTWUuMTI0NQtOYW1lTWUuMTI0NgtOYW1lTWUuMTI0NwtOYW1lTWUuMTI0OAtOYW1lTWUuMTI0OQtOYW1lTWUuMTI1MAtOYW1lTWUuMTI1MQtOYW1lTWUuMTI1MgtOYW1lTWUuMTI1MwtOYW1lTWUuMTI1NAtOYW1lTWUuMTI1NQtOYW1lTWUuMTI1NgtOYW1lTWUuMTI1NwtOYW1lTWUuMTI1OAtOYW1lTWUuMTI1OQtOYW1lTWUuMTI2MAtOYW1lTWUuMTI2MQtOYW1lTWUuMTI2MgtOYW1lTWUuMTI2MwtOYW1lTWUuMTI2NAtOYW1lTWUuMTI2NQtOYW1lTWUuMTI2NgtOYW1lTWUuMTI2NwtOYW1lTWUuMTI2OAtOYW1lTWUuMTI2OQtOYW1lTWUuMTI3MAtOYW1lTWUuMTI3MQtOYW1lTWUuMTI3MgtOYW1lTWUuMTI3MwtOYW1lTWUuMTI3NAtOYW1lTWUuMTI3NQtOYW1lTWUuMTI3NgtOYW1lTWUuMTI3NwtOYW1lTWUuMTI3OAtOYW1lTWUuMTI3OQtOYW1lTWUuMTI4MAtOYW1lTWUuMTI4MQtOYW1lTWUuMTI4MgtOYW1lTWUuMTI4MwtOYW1lTWUuMTI4NAtOYW1lTWUuMTI4NQtOYW1lTWUuMTI4NgtOYW1lTWUuMTI4NwtOYW1lTWUuMTI4OAtOYW1lTWUuMTI4OQtOYW1lTWUuMTI5MAtOYW1lTWUuMTI5MQtOYW1lTWUuMTI5MgtOYW1lTWUuMTI5MwtOYW1lTWUuMTI5NAtOYW1lTWUuMTI5NQtOYW1lTWUuMTI5NgtOYW1lTWUuMTI5NwtOYW1lTWUuMTI5OAtOYW1lTWUuMTI5OQtOYW1lTWUuMTMwMAtOYW1lTWUuMTMwMQtOYW1lTWUuMTMwMgtOYW1lTWUuMTMwMwtOYW1lTWUuMTMwNAtOYW1lTWUuMTMwNQtOYW1lTWUuMTMwNgtOYW1lTWUuMTMwNwtOYW1lTWUuMTMwOAtOYW1lTWUuMTMwOQtOYW1lTWUuMTMxMAtOYW1lTWUuMTMxMQtOYW1lTWUuMTMxMgtOYW1lTWUuMTMxMwtOYW1lTWUuMTMxNAtOYW1lTWUuMTMxNQtOYW1lTWUuMTMxNgtOYW1lTWUuMTMxNwtOYW1lTWUuMTMxOAtOYW1lTWUuMTMxOQtOYW1lTWUuMTMyMAtOYW1lTWUuMTMyMQtOYW1lTWUuMTMyMgtOYW1lTWUuMTMyMwtOYW1lTWUuMTMyNAtOYW1lTWUuMTMyNQtOYW1lTWUuMTMyNgtOYW1lTWUuMTMyNwtOYW1lTWUuMTMyOAtOYW1lTWUuMTMyOQtOYW1lTWUuMTMzMAtOYW1lTWUuMTMzMQtOYW1lTWUuMTMzMgtOYW1lTWUuMTMzMwtOYW1lTWUuMTMzNAtOYW1lTWUuMTMzNQtOYW1lTWUuMTMzNgtOYW1lTWUuMTMzNwtOYW1lTWUuMTMzOAtOYW1lTWUuMTMzOQtOYW1lTWUuMTM0MAtOYW1lTWUuMTM0MQtOYW1lTWUuMTM0MgtOYW1lTWUuMTM0MwtOYW1lTWUuMTM0NAtOYW1lTWUuMTM0NQtOYW1lTWUuMTM0NgtOYW1lTWUuMTM0NwtOYW1lTWUuMTM0OAtOYW1lTWUuMTM0OQtOYW1lTWUuMTM1MAtOYW1lTWUuMTM1MQtOYW1lTWUuMTM1MgtOYW1lTWUuMTM1MwtOYW1lTWUuMTM1NAtOYW1lTWUuMTM1NQtOYW1lTWUuMTM1NgtOYW1lTWUuMTM1NwtOYW1lTWUuMTM1OAtOYW1lTWUuMTM1OQtOYW1lTWUuMTM2MAtOYW1lTWUuMTM2MQtOYW1lTWUuMTM2MgtOYW1lTWUuMTM2MwtOYW1lTWUuMTM2NAtOYW1lTWUuMTM2NQtOYW1lTWUuMTM2NgtOYW1lTWUuMTM2NwtOYW1lTWUuMTM2OAtOYW1lTWUuMTM2OQtOYW1lTWUuMTM3MAtOYW1lTWUuMTM3MQtOYW1lTWUuMTM3MgtOYW1lTWUuMTM3MwtOYW1lTWUuMTM3NAtOYW1lTWUuMTM3NQtOYW1lTWUuMTM3NgtOYW1lTWUuMTM3NwtOYW1lTWUuMTM3OAtOYW1lTWUuMTM3OQtOYW1lTWUuMTM4MAtOYW1lTWUuMTM4MQtOYW1lTWUuMTM4MgtOYW1lTWUuMTM4MwtOYW1lTWUuMTM4NAtOYW1lTWUuMTM4NQtOYW1lTWUuMTM4NgtOYW1lTWUuMTM4NwtOYW1lTWUuMTM4OAtOYW1lTWUuMTM4OQtOYW1lTWUuMTM5MAtOYW1lTWUuMTM5MQtOYW1lTWUuMTM5MgtOYW1lTWUuMTM5MwtOYW1lTWUuMTM5NAtOYW1lTWUuMTM5NQtOYW1lTWUuMTM5NgtOYW1lTWUuMTM5NwtOYW1lTWUuMTM5OAtOYW1lTWUuMTM5OQtOYW1lTWUuMTQwMAtOYW1lTWUuMTQwMQtOYW1lTWUuMTQwMgtOYW1lTWUuMTQwMwtOYW1lTWUuMTQwNAtOYW1lTWUuMTQwNQtOYW1lTWUuMTQwNgtOYW1lTWUuMTQwNwtOYW1lTWUuMTQwOAtOYW1lTWUuMTQwOQtOYW1lTWUuMTQxMAtOYW1lTWUuMTQxMQtOYW1lTWUuMTQxMgtOYW1lTWUuMTQxMwtOYW1lTWUuMTQxNAtOYW1lTWUuMTQxNQtOYW1lTWUuMTQxNgtOYW1lTWUuMTQxNwtOYW1lTWUuMTQxOAtOYW1lTWUuMTQxOQtOYW1lTWUuMTQyMAtOYW1lTWUuMTQyMQtOYW1lTWUuMTQyMgtOYW1lTWUuMTQyMwtOYW1lTWUuMTQyNAtOYW1lTWUuMTQyNQtOYW1lTWUuMTQyNgtOYW1lTWUuMTQyNwtOYW1lTWUuMTQyOAtOYW1lTWUuMTQyOQtOYW1lTWUuMTQzMAtOYW1lTWUuMTQzMQtOYW1lTWUuMTQzMgtOYW1lTWUuMTQzMwtOYW1lTWUuMTQzNAtOYW1lTWUuMTQzNQtOYW1lTWUuMTQzNgtOYW1lTWUuMTQzNwtOYW1lTWUuMTQzOAtOYW1lTWUuMTQzOQtOYW1lTWUuMTQ0MAtOYW1lTWUuMTQ0MQtOYW1lTWUuMTQ0MgtOYW1lTWUuMTQ0MwtOYW1lTWUuMTQ0NAtOYW1lTWUuMTQ0NQtOYW1lTWUuMTQ0NgtOYW1lTWUuMTQ0NwtOYW1lTWUuMTQ0OAtOYW1lTWUuMTQ0OQtOYW1lTWUuMTQ1MAtOYW1lTWUuMTQ1MQtOYW1lTWUuMTQ1MgtOYW1lTWUuMTQ1MwtOYW1lTWUuMTQ1NAtOYW1lTWUuMTQ1NQtOYW1lTWUuMTQ1NgtOYW1lTWUuMTQ1NwtOYW1lTWUuMTQ1OAtOYW1lTWUuMTQ1OQtOYW1lTWUuMTQ2MAtOYW1lTWUuMTQ2MQtOYW1lTWUuMTQ2MgtOYW1lTWUuMTQ2MwtOYW1lTWUuMTQ2NAtOYW1lTWUuMTQ2NQtOYW1lTWUuMTQ2NgtOYW1lTWUuMTQ2NwtOYW1lTWUuMTQ2OAtOYW1lTWUuMTQ2OQtOYW1lTWUuMTQ3MAtOYW1lTWUuMTQ3MQtOYW1lTWUuMTQ3MgtOYW1lTWUuMTQ3MwtOYW1lTWUuMTQ3NAtOYW1lTWUuMTQ3NQtOYW1lTWUuMTQ3NgtOYW1lTWUuMTQ3NwtOYW1lTWUuMTQ3OAtOYW1lTWUuMTQ3OQtOYW1lTWUuMTQ4MAtOYW1lTWUuMTQ4MQtOYW1lTWUuMTQ4MgtOYW1lTWUuMTQ4MwtOYW1lTWUuMTQ4NAtOYW1lTWUuMTQ4NQtOYW1lTWUuMTQ4NgtOYW1lTWUuMTQ4NwtOYW1lTWUuMTQ4OAtOYW1lTWUuMTQ4OQtOYW1lTWUuMTQ5MAtOYW1lTWUuMTQ5MQtOYW1lTWUuMTQ5MgtOYW1lTWUuMTQ5MwtOYW1lTWUuMTQ5NAtOYW1lTWUuMTQ5NQtOYW1lTWUuMTQ5NgtOYW1lTWUuMTQ5NwtOYW1lTWUuMTQ5OAtOYW1lTWUuMTQ5OQtOYW1lTWUuMTUwMAtOYW1lTWUuMTUwMQtOYW1lTWUuMTUwMgtOYW1lTWUuMTUwMwtOYW1lTWUuMTUwNAtOYW1lTWUuMTUwNQtOYW1lTWUuMTUwNgtOYW1lTWUuMTUwNwtOYW1lTWUuMTUwOAtOYW1lTWUuMTUwOQtOYW1lTWUuMTUxMAtOYW1lTWUuMTUxMQtOYW1lTWUuMTUxMgtOYW1lTWUuMTUxMwtOYW1lTWUuMTUxNAtOYW1lTWUuMTUxNQtOYW1lTWUuMTUxNgtOYW1lTWUuMTUxNwtOYW1lTWUuMTUxOAtOYW1lTWUuMTUxOQtOYW1lTWUuMTUyMAtOYW1lTWUuMTUyMQtOYW1lTWUuMTUyMgtOYW1lTWUuMTUyMwtOYW1lTWUuMTUyNAtOYW1lTWUuMTUyNQtOYW1lTWUuMTUyNgtOYW1lTWUuMTUyNwtOYW1lTWUuMTUyOAtOYW1lTWUuMTUyOQtOYW1lTWUuMTUzMAtOYW1lTWUuMTUzMQtOYW1lTWUuMTUzMgtOYW1lTWUuMTUzMwtOYW1lTWUuMTUzNAtOYW1lTWUuMTUzNQtOYW1lTWUuMTUzNgtOYW1lTWUuMTUzNwtOYW1lTWUuMTUzOAtOYW1lTWUuMTUzOQtOYW1lTWUuMTU0MAtOYW1lTWUuMTU0MQtOYW1lTWUuMTU0MgtOYW1lTWUuMTU0MwtOYW1lTWUuMTU0NAtOYW1lTWUuMTU0NQtOYW1lTWUuMTU0NgtOYW1lTWUuMTU0NwtOYW1lTWUuMTU0OAtOYW1lTWUuMTU0OQtOYW1lTWUuMTU1MAtOYW1lTWUuMTU1MQtOYW1lTWUuMTU1MgtOYW1lTWUuMTU1MwtOYW1lTWUuMTU1NAtOYW1lTWUuMTU1NQtOYW1lTWUuMTU1NgtOYW1lTWUuMTU1NwtOYW1lTWUuMTU1OAtOYW1lTWUuMTU1OQtOYW1lTWUuMTU2MAtOYW1lTWUuMTU2MQtOYW1lTWUuMTU2MgtOYW1lTWUuMTU2MwtOYW1lTWUuMTU2NAtOYW1lTWUuMTU2NQtOYW1lTWUuMTU2NgtOYW1lTWUuMTU2NwtOYW1lTWUuMTU2OAtOYW1lTWUuMTU2OQtOYW1lTWUuMTU3MAtOYW1lTWUuMTU3MQtOYW1lTWUuMTU3MgtOYW1lTWUuMTU3MwtOYW1lTWUuMTU3NAtOYW1lTWUuMTU3NQtOYW1lTWUuMTU3NgtOYW1lTWUuMTU3NwtOYW1lTWUuMTU3OAtOYW1lTWUuMTU3OQtOYW1lTWUuMTU4MAtOYW1lTWUuMTU4MQtOYW1lTWUuMTU4MgtOYW1lTWUuMTU4MwtOYW1lTWUuMTU4NAtOYW1lTWUuMTU4NQtOYW1lTWUuMTU4NgtOYW1lTWUuMTU4NwtOYW1lTWUuMTU4OAtOYW1lTWUuMTU4OQtOYW1lTWUuMTU5MAtOYW1lTWUuMTU5MQtOYW1lTWUuMTU5MgtOYW1lTWUuMTU5MwtOYW1lTWUuMTU5NAtOYW1lTWUuMTU5NQtOYW1lTWUuMTU5NgtOYW1lTWUuMTU5NwtOYW1lTWUuMTU5OAtOYW1lTWUuMTU5OQtOYW1lTWUuMTYwMAtOYW1lTWUuMTYwMQtOYW1lTWUuMTYwMgtOYW1lTWUuMTYwMwtOYW1lTWUuMTYwNAtOYW1lTWUuMTYwNQtOYW1lTWUuMTYwNgtOYW1lTWUuMTYwNwtOYW1lTWUuMTYwOAtOYW1lTWUuMTYwOQtOYW1lTWUuMTYxMAtOYW1lTWUuMTYxMQtOYW1lTWUuMTYxMgtOYW1lTWUuMTYxMwtOYW1lTWUuMTYxNAtOYW1lTWUuMTYxNQtOYW1lTWUuMTYxNgtOYW1lTWUuMTYxNwtOYW1lTWUuMTYxOAtOYW1lTWUuMTYxOQtOYW1lTWUuMTYyMAtOYW1lTWUuMTYyMQtOYW1lTWUuMTYyMgtOYW1lTWUuMTYyMwtOYW1lTWUuMTYyNAtOYW1lTWUuMTYyNQtOYW1lTWUuMTYyNgtOYW1lTWUuMTYyNwtOYW1lTWUuMTYyOAtOYW1lTWUuMTYyOQtOYW1lTWUuMTYzMAtOYW1lTWUuMTYzMQtOYW1lTWUuMTYzMgtOYW1lTWUuMTYzMwtOYW1lTWUuMTYzNAtOYW1lTWUuMTYzNQtOYW1lTWUuMTYzNgtOYW1lTWUuMTYzNwtOYW1lTWUuMTYzOAtOYW1lTWUuMTYzOQtOYW1lTWUuMTY0MAtOYW1lTWUuMTY0MQtOYW1lTWUuMTY0MgtOYW1lTWUuMTY0MwtOYW1lTWUuMTY0NAtOYW1lTWUuMTY0NQtOYW1lTWUuMTY0NgtOYW1lTWUuMTY0NwtOYW1lTWUuMTY0OAtOYW1lTWUuMTY0OQtOYW1lTWUuMTY1MAtOYW1lTWUuMTY1MQtOYW1lTWUuMTY1MgtOYW1lTWUuMTY1MwtOYW1lTWUuMTY1NAtOYW1lTWUuMTY1NQtOYW1lTWUuMTY1NgtOYW1lTWUuMTY1NwtOYW1lTWUuMTY1OAtOYW1lTWUuMTY1OQtOYW1lTWUuMTY2MAtOYW1lTWUuMTY2MQtOYW1lTWUuMTY2MgtOYW1lTWUuMTY2MwtOYW1lTWUuMTY2NAtOYW1lTWUuMTY2NQtOYW1lTWUuMTY2NgtOYW1lTWUuMTY2NwtOYW1lTWUuMTY2OAtOYW1lTWUuMTY2OQtOYW1lTWUuMTY3MAtOYW1lTWUuMTY3MQtOYW1lTWUuMTY3MgtOYW1lTWUuMTY3MwtOYW1lTWUuMTY3NAtOYW1lTWUuMTY3NQtOYW1lTWUuMTY3NgtOYW1lTWUuMTY3NwtOYW1lTWUuMTY3OAtOYW1lTWUuMTY3OQtOYW1lTWUuMTY4MAtOYW1lTWUuMTY4MQtOYW1lTWUuMTY4MgtOYW1lTWUuMTY4MwtOYW1lTWUuMTY4NAtOYW1lTWUuMTY4NQtOYW1lTWUuMTY4NgtOYW1lTWUuMTY4NwtOYW1lTWUuMTY4OAtOYW1lTWUuMTY4OQtOYW1lTWUuMTY5MAtOYW1lTWUuMTY5MQtOYW1lTWUuMTY5MgtOYW1lTWUuMTY5MwtOYW1lTWUuMTY5NAtOYW1lTWUuMTY5NQtOYW1lTWUuMTY5NgtOYW1lTWUuMTY5NwtOYW1lTWUuMTY5OAtOYW1lTWUuMTY5OQtOYW1lTWUuMTcwMAtOYW1lTWUuMTcwMQtOYW1lTWUuMTcwMgtOYW1lTWUuMTcwMwtOYW1lTWUuMTcwNAtOYW1lTWUuMTcwNQtOYW1lTWUuMTcwNgtOYW1lTWUuMTcwNwtOYW1lTWUuMTcwOAtOYW1lTWUuMTcwOQtOYW1lTWUuMTcxMAtOYW1lTWUuMTcxMQtOYW1lTWUuMTcxMgtOYW1lTWUuMTcxMwtOYW1lTWUuMTcxNAtOYW1lTWUuMTcxNQtOYW1lTWUuMTcxNgtOYW1lTWUuMTcxNwtOYW1lTWUuMTcxOAtOYW1lTWUuMTcxOQtOYW1lTWUuMTcyMAtOYW1lTWUuMTcyMQtOYW1lTWUuMTcyMgtOYW1lTWUuMTcyMwtOYW1lTWUuMTcyNAtOYW1lTWUuMTcyNQtOYW1lTWUuMTcyNgtOYW1lTWUuMTcyNwtOYW1lTWUuMTcyOAtOYW1lTWUuMTcyOQtOYW1lTWUuMTczMAtOYW1lTWUuMTczMQtOYW1lTWUuMTczMgtOYW1lTWUuMTczMwtOYW1lTWUuMTczNAtOYW1lTWUuMTczNQtOYW1lTWUuMTczNgtOYW1lTWUuMTczNwtOYW1lTWUuMTczOAtOYW1lTWUuMTczOQtOYW1lTWUuMTc0MAtOYW1lTWUuMTc0MQtOYW1lTWUuMTc0MgtOYW1lTWUuMTc0MwtOYW1lTWUuMTc0NAtOYW1lTWUuMTc0NQtOYW1lTWUuMTc0NgtOYW1lTWUuMTc0NwtOYW1lTWUuMTc0OAtOYW1lTWUuMTc0OQtOYW1lTWUuMTc1MAtOYW1lTWUuMTc1MQtOYW1lTWUuMTc1MgtOYW1lTWUuMTc1MwtOYW1lTWUuMTc1NAtOYW1lTWUuMTc1NQtOYW1lTWUuMTc1NgtOYW1lTWUuMTc1NwtOYW1lTWUuMTc1OAtOYW1lTWUuMTc1OQtOYW1lTWUuMTc2MAtOYW1lTWUuMTc2MQtOYW1lTWUuMTc2MgtOYW1lTWUuMTc2MwtOYW1lTWUuMTc2NAtOYW1lTWUuMTc2NQtOYW1lTWUuMTc2NgtOYW1lTWUuMTc2NwtOYW1lTWUuMTc2OAtOYW1lTWUuMTc2OQtOYW1lTWUuMTc3MAtOYW1lTWUuMTc3MQtOYW1lTWUuMTc3MgtOYW1lTWUuMTc3MwtOYW1lTWUuMTc3NAtOYW1lTWUuMTc3NQtOYW1lTWUuMTc3NgtOYW1lTWUuMTc3NwtOYW1lTWUuMTc3OAtOYW1lTWUuMTc3OQtOYW1lTWUuMTc4MAtOYW1lTWUuMTc4MQtOYW1lTWUuMTc4MgtOYW1lTWUuMTc4MwtOYW1lTWUuMTc4NAtOYW1lTWUuMTc4NQtOYW1lTWUuMTc4NgtOYW1lTWUuMTc4NwtOYW1lTWUuMTc4OAtOYW1lTWUuMTc4OQtOYW1lTWUuMTc5MAtOYW1lTWUuMTc5MQtOYW1lTWUuMTc5MgtOYW1lTWUuMTc5MwtOYW1lTWUuMTc5NAtOYW1lTWUuMTc5NQtOYW1lTWUuMTc5NgtOYW1lTWUuMTc5NwtOYW1lTWUuMTc5OAtOYW1lTWUuMTc5OQtOYW1lTWUuMTgwMAtOYW1lTWUuMTgwMQtOYW1lTWUuMTgwMgtOYW1lTWUuMTgwMwtOYW1lTWUuMTgwNAtOYW1lTWUuMTgwNQtOYW1lTWUuMTgwNgtOYW1lTWUuMTgwNwtOYW1lTWUuMTgwOAtOYW1lTWUuMTgwOQtOYW1lTWUuMTgxMAtOYW1lTWUuMTgxMQtOYW1lTWUuMTgxMgtOYW1lTWUuMTgxMwtOYW1lTWUuMTgxNAtOYW1lTWUuMTgxNQtOYW1lTWUuMTgxNgtOYW1lTWUuMTgxNwtOYW1lTWUuMTgxOAtOYW1lTWUuMTgxOQtOYW1lTWUuMTgyMAtOYW1lTWUuMTgyMQtOYW1lTWUuMTgyMgtOYW1lTWUuMTgyMwtOYW1lTWUuMTgyNAtOYW1lTWUuMTgyNQtOYW1lTWUuMTgyNgtOYW1lTWUuMTgyNwtOYW1lTWUuMTgyOAtOYW1lTWUuMTgyOQtOYW1lTWUuMTgzMAtOYW1lTWUuMTgzMQtOYW1lTWUuMTgzMgtOYW1lTWUuMTgzMwtOYW1lTWUuMTgzNAtOYW1lTWUuMTgzNQtOYW1lTWUuMTgzNgtOYW1lTWUuMTgzNwtOYW1lTWUuMTgzOAtOYW1lTWUuMTgzOQtOYW1lTWUuMTg0MAtOYW1lTWUuMTg0MQtOYW1lTWUuMTg0MgtOYW1lTWUuMTg0MwtOYW1lTWUuMTg0NAtOYW1lTWUuMTg0NQtOYW1lTWUuMTg0NgtOYW1lTWUuMTg0NwtOYW1lTWUuMTg0OAtOYW1lTWUuMTg0OQtOYW1lTWUuMTg1MAtOYW1lTWUuMTg1MQtOYW1lTWUuMTg1MgtOYW1lTWUuMTg1MwtOYW1lTWUuMTg1NAtOYW1lTWUuMTg1NQtOYW1lTWUuMTg1NgtOYW1lTWUuMTg1NwtOYW1lTWUuMTg1OAtOYW1lTWUuMTg1OQtOYW1lTWUuMTg2MAtOYW1lTWUuMTg2MQtOYW1lTWUuMTg2MgtOYW1lTWUuMTg2MwtOYW1lTWUuMTg2NAtOYW1lTWUuMTg2NQtOYW1lTWUuMTg2NgtOYW1lTWUuMTg2NwtOYW1lTWUuMTg2OAtOYW1lTWUuMTg2OQtOYW1lTWUuMTg3MAtOYW1lTWUuMTg3MQtOYW1lTWUuMTg3MgtOYW1lTWUuMTg3MwtOYW1lTWUuMTg3NAtOYW1lTWUuMTg3NQtOYW1lTWUuMTg3NgtOYW1lTWUuMTg3NwtOYW1lTWUuMTg3OAtOYW1lTWUuMTg3OQtOYW1lTWUuMTg4MAtOYW1lTWUuMTg4MQtOYW1lTWUuMTg4MgtOYW1lTWUuMTg4MwtOYW1lTWUuMTg4NAtOYW1lTWUuMTg4NQtOYW1lTWUuMTg4NgtOYW1lTWUuMTg4NwtOYW1lTWUuMTg4OAtOYW1lTWUuMTg4OQtOYW1lTWUuMTg5MAtOYW1lTWUuMTg5MQtOYW1lTWUuMTg5MgtOYW1lTWUuMTg5MwtOYW1lTWUuMTg5NAtOYW1lTWUuMTg5NQtOYW1lTWUuMTg5NgtOYW1lTWUuMTg5NwtOYW1lTWUuMTg5OAtOYW1lTWUuMTg5OQtOYW1lTWUuMTkwMAtOYW1lTWUuMTkwMQtOYW1lTWUuMTkwMgtOYW1lTWUuMTkwMwtOYW1lTWUuMTkwNAtOYW1lTWUuMTkwNQtOYW1lTWUuMTkwNgtOYW1lTWUuMTkwNwtOYW1lTWUuMTkwOAtOYW1lTWUuMTkwOQtOYW1lTWUuMTkxMAtOYW1lTWUuMTkxMQtOYW1lTWUuMTkxMgtOYW1lTWUuMTkxMwtOYW1lTWUuMTkxNAtOYW1lTWUuMTkxNQtOYW1lTWUuMTkxNgtOYW1lTWUuMTkxNwtOYW1lTWUuMTkxOAtOYW1lTWUuMTkxOQtOYW1lTWUuMTkyMAtOYW1lTWUuMTkyMQtOYW1lTWUuMTkyMgtOYW1lTWUuMTkyMwtOYW1lTWUuMTkyNAtOYW1lTWUuMTkyNQtOYW1lTWUuMTkyNgtOYW1lTWUuMTkyNwtOYW1lTWUuMTkyOAtOYW1lTWUuMTkyOQtOYW1lTWUuMTkzMAtOYW1lTWUuMTkzMQtOYW1lTWUuMTkzMgtOYW1lTWUuMTkzMwtOYW1lTWUuMTkzNAtOYW1lTWUuMTkzNQtOYW1lTWUuMTkzNgtOYW1lTWUuMTkzNwtOYW1lTWUuMTkzOAtOYW1lTWUuMTkzOQtOYW1lTWUuMTk0MAtOYW1lTWUuMTk0MQtOYW1lTWUuMTk0MgtOYW1lTWUuMTk0MwtOYW1lTWUuMTk0NAtOYW1lTWUuMTk0NQtOYW1lTWUuMTk0NgtOYW1lTWUuMTk0NwtOYW1lTWUuMTk0OAtOYW1lTWUuMTk0OQtOYW1lTWUuMTk1MAtOYW1lTWUuMTk1MQtOYW1lTWUuMTk1MgtOYW1lTWUuMTk1MwtOYW1lTWUuMTk1NAtOYW1lTWUuMTk1NQtOYW1lTWUuMTk1NgtOYW1lTWUuMTk1NwtOYW1lTWUuMTk1OAtOYW1lTWUuMTk1OQtOYW1lTWUuMTk2MAtOYW1lTWUuMTk2MQtOYW1lTWUuMTk2MgtOYW1lTWUuMTk2MwtOYW1lTWUuMTk2NAtOYW1lTWUuMTk2NQtOYW1lTWUuMTk2NgtOYW1lTWUuMTk2NwtOYW1lTWUuMTk2OAtOYW1lTWUuMTk2OQtOYW1lTWUuMTk3MAtOYW1lTWUuMTk3MQtOYW1lTWUuMTk3MgtOYW1lTWUuMTk3MwtOYW1lTWUuMTk3NAtOYW1lTWUuMTk3NQtOYW1lTWUuMTk3NgtOYW1lTWUuMTk3NwtOYW1lTWUuMTk3OAtOYW1lTWUuMTk3OQtOYW1lTWUuMTk4MAtOYW1lTWUuMTk4MQtOYW1lTWUuMTk4MgtOYW1lTWUuMTk4MwtOYW1lTWUuMTk4NAtOYW1lTWUuMTk4NQtOYW1lTWUuMTk4NgtOYW1lTWUuMTk4NwtOYW1lTWUuMTk4OAtOYW1lTWUuMTk4OQtOYW1lTWUuMTk5MAtOYW1lTWUuMTk5MQtOYW1lTWUuMTk5MgtOYW1lTWUuMTk5MwtOYW1lTWUuMTk5NAtOYW1lTWUuMTk5NQtOYW1lTWUuMTk5NgtOYW1lTWUuMTk5NwtOYW1lTWUuMTk5OAtOYW1lTWUuMTk5OQtOYW1lTWUuMjAwMAtOYW1lTWUuMjAwMQtOYW1lTWUuMjAwMgtOYW1lTWUuMjAwMwtOYW1lTWUuMjAwNAtOYW1lTWUuMjAwNQtOYW1lTWUuMjAwNgtOYW1lTWUuMjAwNwtOYW1lTWUuMjAwOAtOYW1lTWUuMjAwOQtOYW1lTWUuMjAxMAtOYW1lTWUuMjAxMQtOYW1lTWUuMjAxMgtOYW1lTWUuMjAxMwtOYW1lTWUuMjAxNAtOYW1lTWUuMjAxNQtOYW1lTWUuMjAxNgtOYW1lTWUuMjAxNwtOYW1lTWUuMjAxOAtOYW1lTWUuMjAxOQtOYW1lTWUuMjAyMAtOYW1lTWUuMjAyMQtOYW1lTWUuMjAyMgtOYW1lTWUuMjAyMwtOYW1lTWUuMjAyNAtOYW1lTWUuMjAyNQtOYW1lTWUuMjAyNgtOYW1lTWUuMjAyNwtOYW1lTWUuMjAyOAtOYW1lTWUuMjAyOQtOYW1lTWUuMjAzMAtOYW1lTWUuMjAzMQtOYW1lTWUuMjAzMgtOYW1lTWUuMjAzMwtOYW1lTWUuMjAzNAtOYW1lTWUuMjAzNQtOYW1lTWUuMjAzNgtOYW1lTWUuMjAzNwtOYW1lTWUuMjAzOAtOYW1lTWUuMjAzOQtOYW1lTWUuMjA0MAtOYW1lTWUuMjA0MQtOYW1lTWUuMjA0MgtOYW1lTWUuMjA0MwtOYW1lTWUuMjA0NAtOYW1lTWUuMjA0NQtOYW1lTWUuMjA0NgtOYW1lTWUuMjA0NwtOYW1lTWUuMjA0OAtOYW1lTWUuMjA0OQtOYW1lTWUuMjA1MAtOYW1lTWUuMjA1MQtOYW1lTWUuMjA1MgtOYW1lTWUuMjA1MwtOYW1lTWUuMjA1NAtOYW1lTWUuMjA1NQtOYW1lTWUuMjA1NgtOYW1lTWUuMjA1NwtOYW1lTWUuMjA1OAtOYW1lTWUuMjA1OQtOYW1lTWUuMjA2MAtOYW1lTWUuMjA2MQtOYW1lTWUuMjA2MgtOYW1lTWUuMjA2MwtOYW1lTWUuMjA2NAtOYW1lTWUuMjA2NQtOYW1lTWUuMjA2NgtOYW1lTWUuMjA2NwtOYW1lTWUuMjA2OAtOYW1lTWUuMjA2OQtOYW1lTWUuMjA3MAtOYW1lTWUuMjA3MQtOYW1lTWUuMjA3MgtOYW1lTWUuMjA3MwtOYW1lTWUuMjA3NAtOYW1lTWUuMjA3NQtOYW1lTWUuMjA3NgtOYW1lTWUuMjA3NwtOYW1lTWUuMjA3OAtOYW1lTWUuMjA3OQtOYW1lTWUuMjA4MAtOYW1lTWUuMjA4MQtOYW1lTWUuMjA4MgtOYW1lTWUuMjA4MwtOYW1lTWUuMjA4NAtOYW1lTWUuMjA4NQtOYW1lTWUuMjA4NgtOYW1lTWUuMjA4NwtOYW1lTWUuMjA4OAtOYW1lTWUuMjA4OQtOYW1lTWUuMjA5MAtOYW1lTWUuMjA5MQtOYW1lTWUuMjA5MgtOYW1lTWUuMjA5MwtOYW1lTWUuMjA5NAtOYW1lTWUuMjA5NQtOYW1lTWUuMjA5NgtOYW1lTWUuMjA5NwtOYW1lTWUuMjA5OAtOYW1lTWUuMjA5OQtOYW1lTWUuMjEwMAtOYW1lTWUuMjEwMQtOYW1lTWUuMjEwMgtOYW1lTWUuMjEwMwtOYW1lTWUuMjEwNAtOYW1lTWUuMjEwNQtOYW1lTWUuMjEwNgtOYW1lTWUuMjEwNwtOYW1lTWUuMjEwOAtOYW1lTWUuMjEwOQtOYW1lTWUuMjExMAtOYW1lTWUuMjExMQtOYW1lTWUuMjExMgtOYW1lTWUuMjExMwtOYW1lTWUuMjExNAtOYW1lTWUuMjExNQtOYW1lTWUuMjExNgtOYW1lTWUuMjExNwtOYW1lTWUuMjExOAtOYW1lTWUuMjExOQtOYW1lTWUuMjEyMAtOYW1lTWUuMjEyMQtOYW1lTWUuMjEyMgtOYW1lTWUuMjEyMwtOYW1lTWUuMjEyNAtOYW1lTWUuMjEyNQtOYW1lTWUuMjEyNgtOYW1lTWUuMjEyNwtOYW1lTWUuMjEyOAtOYW1lTWUuMjEyOQtOYW1lTWUuMjEzMAtOYW1lTWUuMjEzMQtOYW1lTWUuMjEzMgtOYW1lTWUuMjEzMwtOYW1lTWUuMjEzNAtOYW1lTWUuMjEzNQtOYW1lTWUuMjEzNgtOYW1lTWUuMjEzNwtOYW1lTWUuMjEzOAtOYW1lTWUuMjEzOQtOYW1lTWUuMjE0MAtOYW1lTWUuMjE0MQtOYW1lTWUuMjE0MgtOYW1lTWUuMjE0MwtOYW1lTWUuMjE0NAtOYW1lTWUuMjE0NQtOYW1lTWUuMjE0NgtOYW1lTWUuMjE0NwtOYW1lTWUuMjE0OAtOYW1lTWUuMjE0OQtOYW1lTWUuMjE1MAtOYW1lTWUuMjE1MQtOYW1lTWUuMjE1MgtOYW1lTWUuMjE1MwtOYW1lTWUuMjE1NAtOYW1lTWUuMjE1NQtOYW1lTWUuMjE1NgtOYW1lTWUuMjE1NwtOYW1lTWUuMjE1OAtOYW1lTWUuMjE1OQtOYW1lTWUuMjE2MAtOYW1lTWUuMjE2MQtOYW1lTWUuMjE2MgtOYW1lTWUuMjE2MwtOYW1lTWUuMjE2NAtOYW1lTWUuMjE2NQtOYW1lTWUuMjE2NgtOYW1lTWUuMjE2NwtOYW1lTWUuMjE2OAtOYW1lTWUuMjE2OQtOYW1lTWUuMjE3MAtOYW1lTWUuMjE3MQtOYW1lTWUuMjE3MgtOYW1lTWUuMjE3MwtOYW1lTWUuMjE3NAtOYW1lTWUuMjE3NQtOYW1lTWUuMjE3NgtOYW1lTWUuMjE3NwtOYW1lTWUuMjE3OAtOYW1lTWUuMjE3OQtOYW1lTWUuMjE4MAtOYW1lTWUuMjE4MQtOYW1lTWUuMjE4MgtOYW1lTWUuMjE4MwtOYW1lTWUuMjE4NAtOYW1lTWUuMjE4NQtOYW1lTWUuMjE4NgtOYW1lTWUuMjE4NwtOYW1lTWUuMjE4OAtOYW1lTWUuMjE4OQtOYW1lTWUuMjE5MAtOYW1lTWUuMjE5MQtOYW1lTWUuMjE5MgtOYW1lTWUuMjE5MwtOYW1lTWUuMjE5NAtOYW1lTWUuMjE5NQtOYW1lTWUuMjE5NgtOYW1lTWUuMjE5NwtOYW1lTWUuMjE5OAtOYW1lTWUuMjE5OQtOYW1lTWUuMjIwMAtOYW1lTWUuMjIwMQtOYW1lTWUuMjIwMgtOYW1lTWUuMjIwMwtOYW1lTWUuMjIwNAtOYW1lTWUuMjIwNQtOYW1lTWUuMjIwNgtOYW1lTWUuMjIwNwtOYW1lTWUuMjIwOAtOYW1lTWUuMjIwOQtOYW1lTWUuMjIxMAtOYW1lTWUuMjIxMQtOYW1lTWUuMjIxMgtOYW1lTWUuMjIxMwtOYW1lTWUuMjIxNAtOYW1lTWUuMjIxNQtOYW1lTWUuMjIxNgtOYW1lTWUuMjIxNwtOYW1lTWUuMjIxOAtOYW1lTWUuMjIxOQtOYW1lTWUuMjIyMAtOYW1lTWUuMjIyMQtOYW1lTWUuMjIyMgtOYW1lTWUuMjIyMwtOYW1lTWUuMjIyNAtOYW1lTWUuMjIyNQtOYW1lTWUuMjIyNgtOYW1lTWUuMjIyNwtOYW1lTWUuMjIyOAtOYW1lTWUuMjIyOQtOYW1lTWUuMjIzMAtOYW1lTWUuMjIzMQtOYW1lTWUuMjIzMgtOYW1lTWUuMjIzMwtOYW1lTWUuMjIzNAtOYW1lTWUuMjIzNQtOYW1lTWUuMjIzNgtOYW1lTWUuMjIzNwtOYW1lTWUuMjIzOAtOYW1lTWUuMjIzOQtOYW1lTWUuMjI0MAtOYW1lTWUuMjI0MQtOYW1lTWUuMjI0MgtOYW1lTWUuMjI0MwtOYW1lTWUuMjI0NAtOYW1lTWUuMjI0NQtOYW1lTWUuMjI0NgtOYW1lTWUuMjI0NwtOYW1lTWUuMjI0OAtOYW1lTWUuMjI0OQtOYW1lTWUuMjI1MAtOYW1lTWUuMjI1MQtOYW1lTWUuMjI1MgtOYW1lTWUuMjI1MwtOYW1lTWUuMjI1NAtOYW1lTWUuMjI1NQtOYW1lTWUuMjI1NgtOYW1lTWUuMjI1NwtOYW1lTWUuMjI1OAtOYW1lTWUuMjI1OQtOYW1lTWUuMjI2MAtOYW1lTWUuMjI2MQtOYW1lTWUuMjI2MgtOYW1lTWUuMjI2MwtOYW1lTWUuMjI2NAtOYW1lTWUuMjI2NQtOYW1lTWUuMjI2NgtOYW1lTWUuMjI2NwtOYW1lTWUuMjI2OAtOYW1lTWUuMjI2OQtOYW1lTWUuMjI3MAtOYW1lTWUuMjI3MQtOYW1lTWUuMjI3MgtOYW1lTWUuMjI3MwtOYW1lTWUuMjI3NAtOYW1lTWUuMjI3NQtOYW1lTWUuMjI3NgtOYW1lTWUuMjI3NwtOYW1lTWUuMjI3OAtOYW1lTWUuMjI3OQtOYW1lTWUuMjI4MAtOYW1lTWUuMjI4MQtOYW1lTWUuMjI4MgtOYW1lTWUuMjI4MwtOYW1lTWUuMjI4NAtOYW1lTWUuMjI4NQtOYW1lTWUuMjI4NgtOYW1lTWUuMjI4NwtOYW1lTWUuMjI4OAtOYW1lTWUuMjI4OQtOYW1lTWUuMjI5MAtOYW1lTWUuMjI5MQtOYW1lTWUuMjI5MgtOYW1lTWUuMjI5MwtOYW1lTWUuMjI5NAtOYW1lTWUuMjI5NQtOYW1lTWUuMjI5NgtOYW1lTWUuMjI5NwtOYW1lTWUuMjI5OAtOYW1lTWUuMjI5OQtOYW1lTWUuMjMwMAtOYW1lTWUuMjMwMQtOYW1lTWUuMjMwMgtOYW1lTWUuMjMwMwtOYW1lTWUuMjMwNAtOYW1lTWUuMjMwNQtOYW1lTWUuMjMwNgtOYW1lTWUuMjMwNwtOYW1lTWUuMjMwOAtOYW1lTWUuMjMwOQtOYW1lTWUuMjMxMAtOYW1lTWUuMjMxMQtOYW1lTWUuMjMxMgtOYW1lTWUuMjMxMwtOYW1lTWUuMjMxNAtOYW1lTWUuMjMxNQtOYW1lTWUuMjMxNgtOYW1lTWUuMjMxNwtOYW1lTWUuMjMxOAtOYW1lTWUuMjMxOQtOYW1lTWUuMjMyMAtOYW1lTWUuMjMyMQtOYW1lTWUuMjMyMgtOYW1lTWUuMjMyMwtOYW1lTWUuMjMyNAtOYW1lTWUuMjMyNQtOYW1lTWUuMjMyNgtOYW1lTWUuMjMyNwtOYW1lTWUuMjMyOAtOYW1lTWUuMjMyOQtOYW1lTWUuMjMzMAtOYW1lTWUuMjMzMQtOYW1lTWUuMjMzMgtOYW1lTWUuMjMzMwtOYW1lTWUuMjMzNAtOYW1lTWUuMjMzNQtOYW1lTWUuMjMzNgtOYW1lTWUuMjMzNwtOYW1lTWUuMjMzOAtOYW1lTWUuMjMzOQtOYW1lTWUuMjM0MAtOYW1lTWUuMjM0MQtOYW1lTWUuMjM0MgtOYW1lTWUuMjM0MwtOYW1lTWUuMjM0NAtOYW1lTWUuMjM0NQtOYW1lTWUuMjM0NgtOYW1lTWUuMjM0NwtOYW1lTWUuMjM0OAtOYW1lTWUuMjM0OQtOYW1lTWUuMjM1MAtOYW1lTWUuMjM1MQtOYW1lTWUuMjM1MgtOYW1lTWUuMjM1MwtOYW1lTWUuMjM1NAtOYW1lTWUuMjM1NQtOYW1lTWUuMjM1NgtOYW1lTWUuMjM1NwtOYW1lTWUuMjM1OAtOYW1lTWUuMjM1OQtOYW1lTWUuMjM2MAtOYW1lTWUuMjM2MQtOYW1lTWUuMjM2MgtOYW1lTWUuMjM2MwtOYW1lTWUuMjM2NAtOYW1lTWUuMjM2NQtOYW1lTWUuMjM2NgtOYW1lTWUuMjM2NwtOYW1lTWUuMjM2OAtOYW1lTWUuMjM2OQtOYW1lTWUuMjM3MAtOYW1lTWUuMjM3MQtOYW1lTWUuMjM3MgtOYW1lTWUuMjM3MwtOYW1lTWUuMjM3NAtOYW1lTWUuMjM3NQtOYW1lTWUuMjM3NgtOYW1lTWUuMjM3NwtOYW1lTWUuMjM3OAtOYW1lTWUuMjM3OQtOYW1lTWUuMjM4MAtOYW1lTWUuMjM4MQtOYW1lTWUuMjM4MgtOYW1lTWUuMjM4MwtOYW1lTWUuMjM4NAtOYW1lTWUuMjM4NQtOYW1lTWUuMjM4NgtOYW1lTWUuMjM4NwtOYW1lTWUuMjM4OAtOYW1lTWUuMjM4OQtOYW1lTWUuMjM5MAtOYW1lTWUuMjM5MQtOYW1lTWUuMjM5MgtOYW1lTWUuMjM5MwtOYW1lTWUuMjM5NAtOYW1lTWUuMjM5NQtOYW1lTWUuMjM5NgtOYW1lTWUuMjM5NwtOYW1lTWUuMjM5OAtOYW1lTWUuMjM5OQtOYW1lTWUuMjQwMAtOYW1lTWUuMjQwMQtOYW1lTWUuMjQwMgtOYW1lTWUuMjQwMwtOYW1lTWUuMjQwNAtOYW1lTWUuMjQwNQtOYW1lTWUuMjQwNgtOYW1lTWUuMjQwNwtOYW1lTWUuMjQwOAtOYW1lTWUuMjQwOQtOYW1lTWUuMjQxMAtOYW1lTWUuMjQxMQtOYW1lTWUuMjQxMgtOYW1lTWUuMjQxMwtOYW1lTWUuMjQxNAtOYW1lTWUuMjQxNQtOYW1lTWUuMjQxNgtOYW1lTWUuMjQxNwtOYW1lTWUuMjQxOAtOYW1lTWUuMjQxOQtOYW1lTWUuMjQyMAtOYW1lTWUuMjQyMQtOYW1lTWUuMjQyMgtOYW1lTWUuMjQyMwtOYW1lTWUuMjQyNAtOYW1lTWUuMjQyNQtOYW1lTWUuMjQyNgtOYW1lTWUuMjQyNwtOYW1lTWUuMjQyOAtOYW1lTWUuMjQyOQtOYW1lTWUuMjQzMAtOYW1lTWUuMjQzMQtOYW1lTWUuMjQzMgtOYW1lTWUuMjQzMwtOYW1lTWUuMjQzNAtOYW1lTWUuMjQzNQtOYW1lTWUuMjQzNgtOYW1lTWUuMjQzNwtOYW1lTWUuMjQzOAtOYW1lTWUuMjQzOQtOYW1lTWUuMjQ0MAtOYW1lTWUuMjQ0MQtOYW1lTWUuMjQ0MgtOYW1lTWUuMjQ0MwtOYW1lTWUuMjQ0NAtOYW1lTWUuMjQ0NQtOYW1lTWUuMjQ0NgtOYW1lTWUuMjQ0NwtOYW1lTWUuMjQ0OAtOYW1lTWUuMjQ0OQtOYW1lTWUuMjQ1MAtOYW1lTWUuMjQ1MQtOYW1lTWUuMjQ1MgtOYW1lTWUuMjQ1MwtOYW1lTWUuMjQ1NAtOYW1lTWUuMjQ1NQtOYW1lTWUuMjQ1NgtOYW1lTWUuMjQ1NwtOYW1lTWUuMjQ1OAtOYW1lTWUuMjQ1OQtOYW1lTWUuMjQ2MAtOYW1lTWUuMjQ2MQtOYW1lTWUuMjQ2MgtOYW1lTWUuMjQ2MwtOYW1lTWUuMjQ2NAtOYW1lTWUuMjQ2NQtOYW1lTWUuMjQ2NgtOYW1lTWUuMjQ2NwtOYW1lTWUuMjQ2OAtOYW1lTWUuMjQ2OQtOYW1lTWUuMjQ3MAtOYW1lTWUuMjQ3MQtOYW1lTWUuMjQ3MgtOYW1lTWUuMjQ3MwtOYW1lTWUuMjQ3NAtOYW1lTWUuMjQ3NQtOYW1lTWUuMjQ3NgtOYW1lTWUuMjQ3NwtOYW1lTWUuMjQ3OAtOYW1lTWUuMjQ3OQtOYW1lTWUuMjQ4MAtOYW1lTWUuMjQ4MQtOYW1lTWUuMjQ4MgtOYW1lTWUuMjQ4MwtOYW1lTWUuMjQ4NAtOYW1lTWUuMjQ4NQtOYW1lTWUuMjQ4NgtOYW1lTWUuMjQ4NwtOYW1lTWUuMjQ4OAtOYW1lTWUuMjQ4OQtOYW1lTWUuMjQ5MAtOYW1lTWUuMjQ5MQtOYW1lTWUuMjQ5MgtOYW1lTWUuMjQ5MwtOYW1lTWUuMjQ5NAtOYW1lTWUuMjQ5NQtOYW1lTWUuMjQ5NgtOYW1lTWUuMjQ5NwtOYW1lTWUuMjQ5OAtOYW1lTWUuMjQ5OQtOYW1lTWUuMjUwMAtOYW1lTWUuMjUwMQtOYW1lTWUuMjUwMgtOYW1lTWUuMjUwMwtOYW1lTWUuMjUwNAtOYW1lTWUuMjUwNQtOYW1lTWUuMjUwNgtOYW1lTWUuMjUwNwtOYW1lTWUuMjUwOAtOYW1lTWUuMjUwOQtOYW1lTWUuMjUxMAtOYW1lTWUuMjUxMQtOYW1lTWUuMjUxMgtOYW1lTWUuMjUxMwtOYW1lTWUuMjUxNAtOYW1lTWUuMjUxNQtOYW1lTWUuMjUxNgtOYW1lTWUuMjUxNwtOYW1lTWUuMjUxOAtOYW1lTWUuMjUxOQtOYW1lTWUuMjUyMAtOYW1lTWUuMjUyMQtOYW1lTWUuMjUyMgtOYW1lTWUuMjUyMwtOYW1lTWUuMjUyNAtOYW1lTWUuMjUyNQtOYW1lTWUuMjUyNgtOYW1lTWUuMjUyNwtOYW1lTWUuMjUyOAtOYW1lTWUuMjUyOQtOYW1lTWUuMjUzMAtOYW1lTWUuMjUzMQtOYW1lTWUuMjUzMgtOYW1lTWUuMjUzMwtOYW1lTWUuMjUzNAtOYW1lTWUuMjUzNQtOYW1lTWUuMjUzNgtOYW1lTWUuMjUzNwtOYW1lTWUuMjUzOAtOYW1lTWUuMjUzOQtOYW1lTWUuMjU0MAtOYW1lTWUuMjU0MQtOYW1lTWUuMjU0MgtOYW1lTWUuMjU0MwtOYW1lTWUuMjU0NAtOYW1lTWUuMjU0NQtOYW1lTWUuMjU0NgtOYW1lTWUuMjU0NwtOYW1lTWUuMjU0OAtOYW1lTWUuMjU0OQtOYW1lTWUuMjU1MAtOYW1lTWUuMjU1MQtOYW1lTWUuMjU1MgtOYW1lTWUuMjU1MwtOYW1lTWUuMjU1NAtOYW1lTWUuMjU1NQtOYW1lTWUuMjU1NgtOYW1lTWUuMjU1NwtOYW1lTWUuMjU1OAtOYW1lTWUuMjU1OQtOYW1lTWUuMjU2MAtOYW1lTWUuMjU2MQtOYW1lTWUuMjU2MgtOYW1lTWUuMjU2MwtOYW1lTWUuMjU2NAtOYW1lTWUuMjU2NQtOYW1lTWUuMjU2NgtOYW1lTWUuMjU2NwtOYW1lTWUuMjU2OAtOYW1lTWUuMjU2OQtOYW1lTWUuMjU3MAtOYW1lTWUuMjU3MQtOYW1lTWUuMjU3MgtOYW1lTWUuMjU3MwtOYW1lTWUuMjU3NAtOYW1lTWUuMjU3NQtOYW1lTWUuMjU3NgtOYW1lTWUuMjU3NwtOYW1lTWUuMjU3OAtOYW1lTWUuMjU3OQtOYW1lTWUuMjU4MAtOYW1lTWUuMjU4MQtOYW1lTWUuMjU4MgtOYW1lTWUuMjU4MwtOYW1lTWUuMjU4NAtOYW1lTWUuMjU4NQtOYW1lTWUuMjU4NgtOYW1lTWUuMjU4NwtOYW1lTWUuMjU4OAtOYW1lTWUuMjU4OQtOYW1lTWUuMjU5MAtOYW1lTWUuMjU5MQtOYW1lTWUuMjU5MgtOYW1lTWUuMjU5MwtOYW1lTWUuMjU5NAtOYW1lTWUuMjU5NQtOYW1lTWUuMjU5NgtOYW1lTWUuMjU5NwtOYW1lTWUuMjU5OAtOYW1lTWUuMjU5OQtOYW1lTWUuMjYwMAtOYW1lTWUuMjYwMQtOYW1lTWUuMjYwMgtOYW1lTWUuMjYwMwtOYW1lTWUuMjYwNAtOYW1lTWUuMjYwNQtOYW1lTWUuMjYwNgtOYW1lTWUuMjYwNwtOYW1lTWUuMjYwOAtOYW1lTWUuMjYwOQtOYW1lTWUuMjYxMAtOYW1lTWUuMjYxMQtOYW1lTWUuMjYxMgtOYW1lTWUuMjYxMwtOYW1lTWUuMjYxNAtOYW1lTWUuMjYxNQtOYW1lTWUuMjYxNgtOYW1lTWUuMjYxNwtOYW1lTWUuMjYxOAtOYW1lTWUuMjYxOQtOYW1lTWUuMjYyMAtOYW1lTWUuMjYyMQtOYW1lTWUuMjYyMgtOYW1lTWUuMjYyMwtOYW1lTWUuMjYyNAtOYW1lTWUuMjYyNQtOYW1lTWUuMjYyNgtOYW1lTWUuMjYyNwtOYW1lTWUuMjYyOAtOYW1lTWUuMjYyOQtOYW1lTWUuMjYzMAtOYW1lTWUuMjYzMQtOYW1lTWUuMjYzMgtOYW1lTWUuMjYzMwtOYW1lTWUuMjYzNAtOYW1lTWUuMjYzNQtOYW1lTWUuMjYzNgtOYW1lTWUuMjYzNwtOYW1lTWUuMjYzOAtOYW1lTWUuMjYzOQtOYW1lTWUuMjY0MAtOYW1lTWUuMjY0MQtOYW1lTWUuMjY0MgtOYW1lTWUuMjY0MwtOYW1lTWUuMjY0NAtOYW1lTWUuMjY0NQtOYW1lTWUuMjY0NgtOYW1lTWUuMjY0NwtOYW1lTWUuMjY0OAtOYW1lTWUuMjY0OQtOYW1lTWUuMjY1MAtOYW1lTWUuMjY1MQtOYW1lTWUuMjY1MgtOYW1lTWUuMjY1MwtOYW1lTWUuMjY1NAtOYW1lTWUuMjY1NQtOYW1lTWUuMjY1NgtOYW1lTWUuMjY1NwtOYW1lTWUuMjY1OAtOYW1lTWUuMjY1OQtOYW1lTWUuMjY2MAtOYW1lTWUuMjY2MQtOYW1lTWUuMjY2MgtOYW1lTWUuMjY2MwtOYW1lTWUuMjY2NAtOYW1lTWUuMjY2NQtOYW1lTWUuMjY2NgtOYW1lTWUuMjY2NwtOYW1lTWUuMjY2OAtOYW1lTWUuMjY2OQtOYW1lTWUuMjY3MAtOYW1lTWUuMjY3MQtOYW1lTWUuMjY3MgtOYW1lTWUuMjY3MwtOYW1lTWUuMjY3NAtOYW1lTWUuMjY3NQtOYW1lTWUuMjY3NgtOYW1lTWUuMjY3NwtOYW1lTWUuMjY3OAtOYW1lTWUuMjY3OQtOYW1lTWUuMjY4MAtOYW1lTWUuMjY4MQtOYW1lTWUuMjY4MgtOYW1lTWUuMjY4MwtOYW1lTWUuMjY4NAtOYW1lTWUuMjY4NQtOYW1lTWUuMjY4NgtOYW1lTWUuMjY4NwtOYW1lTWUuMjY4OAtOYW1lTWUuMjY4OQtOYW1lTWUuMjY5MAtOYW1lTWUuMjY5MQtOYW1lTWUuMjY5MgtOYW1lTWUuMjY5MwtOYW1lTWUuMjY5NAtOYW1lTWUuMjY5NQtOYW1lTWUuMjY5NgtOYW1lTWUuMjY5NwtOYW1lTWUuMjY5OAtOYW1lTWUuMjY5OQtOYW1lTWUuMjcwMAtOYW1lTWUuMjcwMQtOYW1lTWUuMjcwMgtOYW1lTWUuMjcwMwtOYW1lTWUuMjcwNAtOYW1lTWUuMjcwNQtOYW1lTWUuMjcwNgtOYW1lTWUuMjcwNwtOYW1lTWUuMjcwOAtOYW1lTWUuMjcwOQtOYW1lTWUuMjcxMAtOYW1lTWUuMjcxMQtOYW1lTWUuMjcxMgtOYW1lTWUuMjcxMwtOYW1lTWUuMjcxNAtOYW1lTWUuMjcxNQtOYW1lTWUuMjcxNgtOYW1lTWUuMjcxNwtOYW1lTWUuMjcxOAtOYW1lTWUuMjcxOQtOYW1lTWUuMjcyMAtOYW1lTWUuMjcyMQtOYW1lTWUuMjcyMgtOYW1lTWUuMjcyMwtOYW1lTWUuMjcyNAtOYW1lTWUuMjcyNQtOYW1lTWUuMjcyNgtOYW1lTWUuMjcyNwtOYW1lTWUuMjcyOAtOYW1lTWUuMjcyOQtOYW1lTWUuMjczMAtOYW1lTWUuMjczMQtOYW1lTWUuMjczMgtOYW1lTWUuMjczMwtOYW1lTWUuMjczNAtOYW1lTWUuMjczNQtOYW1lTWUuMjczNgtOYW1lTWUuMjczNwtOYW1lTWUuMjczOAtOYW1lTWUuMjczOQtOYW1lTWUuMjc0MAtOYW1lTWUuMjc0MQtOYW1lTWUuMjc0MgtOYW1lTWUuMjc0MwtOYW1lTWUuMjc0NAtOYW1lTWUuMjc0NQtOYW1lTWUuMjc0NgtOYW1lTWUuMjc0NwtOYW1lTWUuMjc0OAtOYW1lTWUuMjc0OQtOYW1lTWUuMjc1MAtOYW1lTWUuMjc1MQtOYW1lTWUuMjc1MgtOYW1lTWUuMjc1MwtOYW1lTWUuMjc1NAtOYW1lTWUuMjc1NQtOYW1lTWUuMjc1NgtOYW1lTWUuMjc1NwtOYW1lTWUuMjc1OAtOYW1lTWUuMjc1OQtOYW1lTWUuMjc2MAtOYW1lTWUuMjc2MQtOYW1lTWUuMjc2MgtOYW1lTWUuMjc2MwtOYW1lTWUuMjc2NAtOYW1lTWUuMjc2NQtOYW1lTWUuMjc2NgtOYW1lTWUuMjc2NwtOYW1lTWUuMjc2OAtOYW1lTWUuMjc2OQtOYW1lTWUuMjc3MAtOYW1lTWUuMjc3MQtOYW1lTWUuMjc3MgtOYW1lTWUuMjc3MwtOYW1lTWUuMjc3NAtOYW1lTWUuMjc3NQtOYW1lTWUuMjc3NgtOYW1lTWUuMjc3NwtOYW1lTWUuMjc3OAtOYW1lTWUuMjc3OQtOYW1lTWUuMjc4MAtOYW1lTWUuMjc4MQtOYW1lTWUuMjc4MgtOYW1lTWUuMjc4MwtOYW1lTWUuMjc4NAtOYW1lTWUuMjc4NQtOYW1lTWUuMjc4NgtOYW1lTWUuMjc4NwtOYW1lTWUuMjc4OAtOYW1lTWUuMjc4OQtOYW1lTWUuMjc5MAtOYW1lTWUuMjc5MQtOYW1lTWUuMjc5MgtOYW1lTWUuMjc5MwtOYW1lTWUuMjc5NAtOYW1lTWUuMjc5NQtOYW1lTWUuMjc5NgtOYW1lTWUuMjc5NwtOYW1lTWUuMjc5OAtOYW1lTWUuMjc5OQtOYW1lTWUuMjgwMAtOYW1lTWUuMjgwMQtOYW1lTWUuMjgwMgtOYW1lTWUuMjgwMwtOYW1lTWUuMjgwNAtOYW1lTWUuMjgwNQtOYW1lTWUuMjgwNgtOYW1lTWUuMjgwNwtOYW1lTWUuMjgwOAtOYW1lTWUuMjgwOQtOYW1lTWUuMjgxMAtOYW1lTWUuMjgxMQtOYW1lTWUuMjgxMgtOYW1lTWUuMjgxMwtOYW1lTWUuMjgxNAtOYW1lTWUuMjgxNQtOYW1lTWUuMjgxNgtOYW1lTWUuMjgxNwtOYW1lTWUuMjgxOAtOYW1lTWUuMjgxOQtOYW1lTWUuMjgyMAtOYW1lTWUuMjgyMQtOYW1lTWUuMjgyMgtOYW1lTWUuMjgyMwtOYW1lTWUuMjgyNAtOYW1lTWUuMjgyNQtOYW1lTWUuMjgyNgtOYW1lTWUuMjgyNwtOYW1lTWUuMjgyOAtOYW1lTWUuMjgyOQtOYW1lTWUuMjgzMAtOYW1lTWUuMjgzMQtOYW1lTWUuMjgzMgtOYW1lTWUuMjgzMwtOYW1lTWUuMjgzNAtOYW1lTWUuMjgzNQtOYW1lTWUuMjgzNgtOYW1lTWUuMjgzNwtOYW1lTWUuMjgzOAtOYW1lTWUuMjgzOQtOYW1lTWUuMjg0MAtOYW1lTWUuMjg0MQtOYW1lTWUuMjg0MgtOYW1lTWUuMjg0MwtOYW1lTWUuMjg0NAtOYW1lTWUuMjg0NQtOYW1lTWUuMjg0NgtOYW1lTWUuMjg0NwtOYW1lTWUuMjg0OAtOYW1lTWUuMjg0OQtOYW1lTWUuMjg1MAtOYW1lTWUuMjg1MQtOYW1lTWUuMjg1MgtOYW1lTWUuMjg1MwtOYW1lTWUuMjg1NAtOYW1lTWUuMjg1NQtOYW1lTWUuMjg1NgtOYW1lTWUuMjg1NwtOYW1lTWUuMjg1OAtOYW1lTWUuMjg1OQtOYW1lTWUuMjg2MAtOYW1lTWUuMjg2MQtOYW1lTWUuMjg2MgtOYW1lTWUuMjg2MwtOYW1lTWUuMjg2NAtOYW1lTWUuMjg2NQtOYW1lTWUuMjg2NgtOYW1lTWUuMjg2NwtOYW1lTWUuMjg2OAtOYW1lTWUuMjg2OQtOYW1lTWUuMjg3MAtOYW1lTWUuMjg3MQtOYW1lTWUuMjg3MgtOYW1lTWUuMjg3MwtOYW1lTWUuMjg3NAtOYW1lTWUuMjg3NQtOYW1lTWUuMjg3NgtOYW1lTWUuMjg3NwtOYW1lTWUuMjg3OAtOYW1lTWUuMjg3OQtOYW1lTWUuMjg4MAtOYW1lTWUuMjg4MQtOYW1lTWUuMjg4MgtOYW1lTWUuMjg4MwtOYW1lTWUuMjg4NAtOYW1lTWUuMjg4NQtOYW1lTWUuMjg4NgtOYW1lTWUuMjg4NwtOYW1lTWUuMjg4OAtOYW1lTWUuMjg4OQtOYW1lTWUuMjg5MAtOYW1lTWUuMjg5MQtOYW1lTWUuMjg5MgtOYW1lTWUuMjg5MwtOYW1lTWUuMjg5NAtOYW1lTWUuMjg5NQtOYW1lTWUuMjg5NgtOYW1lTWUuMjg5NwtOYW1lTWUuMjg5OAtOYW1lTWUuMjg5OQtOYW1lTWUuMjkwMAtOYW1lTWUuMjkwMQtOYW1lTWUuMjkwMgtOYW1lTWUuMjkwMwtOYW1lTWUuMjkwNAtOYW1lTWUuMjkwNQtOYW1lTWUuMjkwNgtOYW1lTWUuMjkwNwtOYW1lTWUuMjkwOAtOYW1lTWUuMjkwOQtOYW1lTWUuMjkxMAtOYW1lTWUuMjkxMQtOYW1lTWUuMjkxMgtOYW1lTWUuMjkxMwtOYW1lTWUuMjkxNAtOYW1lTWUuMjkxNQtOYW1lTWUuMjkxNgtOYW1lTWUuMjkxNwtOYW1lTWUuMjkxOAtOYW1lTWUuMjkxOQtOYW1lTWUuMjkyMAtOYW1lTWUuMjkyMQtOYW1lTWUuMjkyMgtOYW1lTWUuMjkyMwtOYW1lTWUuMjkyNAtOYW1lTWUuMjkyNQtOYW1lTWUuMjkyNgtOYW1lTWUuMjkyNwtOYW1lTWUuMjkyOAtOYW1lTWUuMjkyOQtOYW1lTWUuMjkzMAtOYW1lTWUuMjkzMQtOYW1lTWUuMjkzMgtOYW1lTWUuMjkzMwtOYW1lTWUuMjkzNAtOYW1lTWUuMjkzNQtOYW1lTWUuMjkzNgtOYW1lTWUuMjkzNwtOYW1lTWUuMjkzOAtOYW1lTWUuMjkzOQtOYW1lTWUuMjk0MAtOYW1lTWUuMjk0MQtOYW1lTWUuMjk0MgtOYW1lTWUuMjk0MwtOYW1lTWUuMjk0NAtOYW1lTWUuMjk0NQtOYW1lTWUuMjk0NgtOYW1lTWUuMjk0NwtOYW1lTWUuMjk0OAtOYW1lTWUuMjk0OQtOYW1lTWUuMjk1MAtOYW1lTWUuMjk1MQtOYW1lTWUuMjk1MgtOYW1lTWUuMjk1MwtOYW1lTWUuMjk1NAtOYW1lTWUuMjk1NQtOYW1lTWUuMjk1NgtOYW1lTWUuMjk1NwtOYW1lTWUuMjk1OAtOYW1lTWUuMjk1OQtOYW1lTWUuMjk2MAtOYW1lTWUuMjk2MQtOYW1lTWUuMjk2MgtOYW1lTWUuMjk2MwtOYW1lTWUuMjk2NAtOYW1lTWUuMjk2NQtOYW1lTWUuMjk2NgtOYW1lTWUuMjk2NwtOYW1lTWUuMjk2OAtOYW1lTWUuMjk2OQtOYW1lTWUuMjk3MAtOYW1lTWUuMjk3MQtOYW1lTWUuMjk3MgtOYW1lTWUuMjk3MwtOYW1lTWUuMjk3NAtOYW1lTWUuMjk3NQtOYW1lTWUuMjk3NgtOYW1lTWUuMjk3NwtOYW1lTWUuMjk3OAtOYW1lTWUuMjk3OQtOYW1lTWUuMjk4MAtOYW1lTWUuMjk4MQtOYW1lTWUuMjk4MgtOYW1lTWUuMjk4MwtOYW1lTWUuMjk4NAtOYW1lTWUuMjk4NQtOYW1lTWUuMjk4NgtOYW1lTWUuMjk4NwtOYW1lTWUuMjk4OAtOYW1lTWUuMjk4OQtOYW1lTWUuMjk5MAtOYW1lTWUuMjk5MQtOYW1lTWUuMjk5MgtOYW1lTWUuMjk5MwtOYW1lTWUuMjk5NAtOYW1lTWUuMjk5NQtOYW1lTWUuMjk5NgtOYW1lTWUuMjk5NwtOYW1lTWUuMjk5OAtOYW1lTWUuMjk5OQtOYW1lTWUuMzAwMAtOYW1lTWUuMzAwMQtOYW1lTWUuMzAwMgtOYW1lTWUuMzAwMwtOYW1lTWUuMzAwNAtOYW1lTWUuMzAwNQtOYW1lTWUuMzAwNgtOYW1lTWUuMzAwNwtOYW1lTWUuMzAwOAtOYW1lTWUuMzAwOQtOYW1lTWUuMzAxMAtOYW1lTWUuMzAxMQtOYW1lTWUuMzAxMgtOYW1lTWUuMzAxMwtOYW1lTWUuMzAxNAtOYW1lTWUuMzAxNQtOYW1lTWUuMzAxNgtOYW1lTWUuMzAxNwtOYW1lTWUuMzAxOAtOYW1lTWUuMzAxOQtOYW1lTWUuMzAyMAtOYW1lTWUuMzAyMQtOYW1lTWUuMzAyMgtOYW1lTWUuMzAyMwtOYW1lTWUuMzAyNAtOYW1lTWUuMzAyNQtOYW1lTWUuMzAyNgtOYW1lTWUuMzAyNwtOYW1lTWUuMzAyOAtOYW1lTWUuMzAyOQtOYW1lTWUuMzAzMAtOYW1lTWUuMzAzMQtOYW1lTWUuMzAzMgtOYW1lTWUuMzAzMwtOYW1lTWUuMzAzNAtOYW1lTWUuMzAzNQtOYW1lTWUuMzAzNgtOYW1lTWUuMzAzNwtOYW1lTWUuMzAzOAtOYW1lTWUuMzAzOQtOYW1lTWUuMzA0MAtOYW1lTWUuMzA0MQtOYW1lTWUuMzA0MgtOYW1lTWUuMzA0MwtOYW1lTWUuMzA0NAtOYW1lTWUuMzA0NQtOYW1lTWUuMzA0NgtOYW1lTWUuMzA0NwtOYW1lTWUuMzA0OAtOYW1lTWUuMzA0OQtOYW1lTWUuMzA1MAtOYW1lTWUuMzA1MQtOYW1lTWUuMzA1MgtOYW1lTWUuMzA1MwtOYW1lTWUuMzA1NAtOYW1lTWUuMzA1NQtOYW1lTWUuMzA1NgtOYW1lTWUuMzA1NwtOYW1lTWUuMzA1OAtOYW1lTWUuMzA1OQtOYW1lTWUuMzA2MAtOYW1lTWUuMzA2MQtOYW1lTWUuMzA2MgtOYW1lTWUuMzA2MwtOYW1lTWUuMzA2NAtOYW1lTWUuMzA2NQtOYW1lTWUuMzA2NgtOYW1lTWUuMzA2NwtOYW1lTWUuMzA2OAtOYW1lTWUuMzA2OQtOYW1lTWUuMzA3MAtOYW1lTWUuMzA3MQtOYW1lTWUuMzA3MgtOYW1lTWUuMzA3MwtOYW1lTWUuMzA3NAtOYW1lTWUuMzA3NQtOYW1lTWUuMzA3NgtOYW1lTWUuMzA3NwtOYW1lTWUuMzA3OAtOYW1lTWUuMzA3OQtOYW1lTWUuMzA4MAtOYW1lTWUuMzA4MQtOYW1lTWUuMzA4MgtOYW1lTWUuMzA4MwtOYW1lTWUuMzA4NAtOYW1lTWUuMzA4NQtOYW1lTWUuMzA4NgtOYW1lTWUuMzA4NwtOYW1lTWUuMzA4OAtOYW1lTWUuMzA4OQtOYW1lTWUuMzA5MAtOYW1lTWUuMzA5MQtOYW1lTWUuMzA5MgtOYW1lTWUuMzA5MwtOYW1lTWUuMzA5NAtOYW1lTWUuMzA5NQtOYW1lTWUuMzA5NgtOYW1lTWUuMzA5NwtOYW1lTWUuMzA5OAtOYW1lTWUuMzA5OQtOYW1lTWUuMzEwMAtOYW1lTWUuMzEwMQtOYW1lTWUuMzEwMgtOYW1lTWUuMzEwMwtOYW1lTWUuMzEwNAtOYW1lTWUuMzEwNQtOYW1lTWUuMzEwNgtOYW1lTWUuMzEwNwtOYW1lTWUuMzEwOAtOYW1lTWUuMzEwOQtOYW1lTWUuMzExMAtOYW1lTWUuMzExMQtOYW1lTWUuMzExMgtOYW1lTWUuMzExMwtOYW1lTWUuMzExNAtOYW1lTWUuMzExNQtOYW1lTWUuMzExNgtOYW1lTWUuMzExNwtOYW1lTWUuMzExOAtOYW1lTWUuMzExOQtOYW1lTWUuMzEyMAtOYW1lTWUuMzEyMQtOYW1lTWUuMzEyMgtOYW1lTWUuMzEyMwtOYW1lTWUuMzEyNAtOYW1lTWUuMzEyNQtOYW1lTWUuMzEyNgtOYW1lTWUuMzEyNwtOYW1lTWUuMzEyOAtOYW1lTWUuMzEyOQtOYW1lTWUuMzEzMAtOYW1lTWUuMzEzMQtOYW1lTWUuMzEzMgtOYW1lTWUuMzEzMwtOYW1lTWUuMzEzNAtOYW1lTWUuMzEzNQtOYW1lTWUuMzEzNgtOYW1lTWUuMzEzNwtOYW1lTWUuMzEzOAtOYW1lTWUuMzEzOQtOYW1lTWUuMzE0MAtOYW1lTWUuMzE0MQtOYW1lTWUuMzE0MgtOYW1lTWUuMzE0MwtOYW1lTWUuMzE0NAtOYW1lTWUuMzE0NQtOYW1lTWUuMzE0NgtOYW1lTWUuMzE0NwtOYW1lTWUuMzE0OAtOYW1lTWUuMzE0OQtOYW1lTWUuMzE1MAtOYW1lTWUuMzE1MQtOYW1lTWUuMzE1MgtOYW1lTWUuMzE1MwtOYW1lTWUuMzE1NAtOYW1lTWUuMzE1NQtOYW1lTWUuMzE1NgtOYW1lTWUuMzE1NwtOYW1lTWUuMzE1OAtOYW1lTWUuMzE1OQtOYW1lTWUuMzE2MAtOYW1lTWUuMzE2MQtOYW1lTWUuMzE2MgtOYW1lTWUuMzE2MwtOYW1lTWUuMzE2NAtOYW1lTWUuMzE2NQtOYW1lTWUuMzE2NgtOYW1lTWUuMzE2NwtOYW1lTWUuMzE2OAtOYW1lTWUuMzE2OQtOYW1lTWUuMzE3MAtOYW1lTWUuMzE3MQtOYW1lTWUuMzE3MgtOYW1lTWUuMzE3MwtOYW1lTWUuMzE3NAtOYW1lTWUuMzE3NQtOYW1lTWUuMzE3NgtOYW1lTWUuMzE3NwtOYW1lTWUuMzE3OAtOYW1lTWUuMzE3OQtOYW1lTWUuMzE4MAtOYW1lTWUuMzE4MQtOYW1lTWUuMzE4MgtOYW1lTWUuMzE4MwtOYW1lTWUuMzE4NAtOYW1lTWUuMzE4NQtOYW1lTWUuMzE4NgtOYW1lTWUuMzE4NwtOYW1lTWUuMzE4OAtOYW1lTWUuMzE4OQtOYW1lTWUuMzE5MAtOYW1lTWUuMzE5MQtOYW1lTWUuMzE5MgtOYW1lTWUuMzE5MwtOYW1lTWUuMzE5NAtOYW1lTWUuMzE5NQtOYW1lTWUuMzE5NgtOYW1lTWUuMzE5NwtOYW1lTWUuMzE5OAtOYW1lTWUuMzE5OQtOYW1lTWUuMzIwMAtOYW1lTWUuMzIwMQtOYW1lTWUuMzIwMgtOYW1lTWUuMzIwMwtOYW1lTWUuMzIwNAtOYW1lTWUuMzIwNQtOYW1lTWUuMzIwNgtOYW1lTWUuMzIwNwtOYW1lTWUuMzIwOAtOYW1lTWUuMzIwOQtOYW1lTWUuMzIxMAtOYW1lTWUuMzIxMQtOYW1lTWUuMzIxMgtOYW1lTWUuMzIxMwtOYW1lTWUuMzIxNAtOYW1lTWUuMzIxNQtOYW1lTWUuMzIxNgtOYW1lTWUuMzIxNwtOYW1lTWUuMzIxOAtOYW1lTWUuMzIxOQtOYW1lTWUuMzIyMAtOYW1lTWUuMzIyMQtOYW1lTWUuMzIyMgtOYW1lTWUuMzIyMwtOYW1lTWUuMzIyNAtOYW1lTWUuMzIyNQtOYW1lTWUuMzIyNgtOYW1lTWUuMzIyNwtOYW1lTWUuMzIyOAtOYW1lTWUuMzIyOQtOYW1lTWUuMzIzMAtOYW1lTWUuMzIzMQtOYW1lTWUuMzIzMgtOYW1lTWUuMzIzMwtOYW1lTWUuMzIzNAtOYW1lTWUuMzIzNQtOYW1lTWUuMzIzNgtOYW1lTWUuMzIzNwtOYW1lTWUuMzIzOAtOYW1lTWUuMzIzOQtOYW1lTWUuMzI0MAtOYW1lTWUuMzI0MQtOYW1lTWUuMzI0MgtOYW1lTWUuMzI0MwtOYW1lTWUuMzI0NAtOYW1lTWUuMzI0NQtOYW1lTWUuMzI0NgtOYW1lTWUuMzI0NwtOYW1lTWUuMzI0OAtOYW1lTWUuMzI0OQtOYW1lTWUuMzI1MAtOYW1lTWUuMzI1MQtOYW1lTWUuMzI1MgtOYW1lTWUuMzI1MwtOYW1lTWUuMzI1NAtOYW1lTWUuMzI1NQtOYW1lTWUuMzI1NgtOYW1lTWUuMzI1NwtOYW1lTWUuMzI1OAtOYW1lTWUuMzI1OQtOYW1lTWUuMzI2MAtOYW1lTWUuMzI2MQtOYW1lTWUuMzI2MgtOYW1lTWUuMzI2MwtOYW1lTWUuMzI2NAtOYW1lTWUuMzI2NQtOYW1lTWUuMzI2NgtOYW1lTWUuMzI2NwtOYW1lTWUuMzI2OAtOYW1lTWUuMzI2OQtOYW1lTWUuMzI3MAtOYW1lTWUuMzI3MQtOYW1lTWUuMzI3MgtOYW1lTWUuMzI3MwtOYW1lTWUuMzI3NAtOYW1lTWUuMzI3NQtOYW1lTWUuMzI3NgtOYW1lTWUuMzI3NwtOYW1lTWUuMzI3OAtOYW1lTWUuMzI3OQtOYW1lTWUuMzI4MAtOYW1lTWUuMzI4MQtOYW1lTWUuMzI4MgtOYW1lTWUuMzI4MwtOYW1lTWUuMzI4NAtOYW1lTWUuMzI4NQtOYW1lTWUuMzI4NgtOYW1lTWUuMzI4NwtOYW1lTWUuMzI4OAtOYW1lTWUuMzI4OQtOYW1lTWUuMzI5MAtOYW1lTWUuMzI5MQtOYW1lTWUuMzI5MgtOYW1lTWUuMzI5MwtOYW1lTWUuMzI5NAtOYW1lTWUuMzI5NQtOYW1lTWUuMzI5NgtOYW1lTWUuMzI5NwtOYW1lTWUuMzI5OAtOYW1lTWUuMzI5OQtOYW1lTWUuMzMwMAtOYW1lTWUuMzMwMQtOYW1lTWUuMzMwMgtOYW1lTWUuMzMwMwtOYW1lTWUuMzMwNAtOYW1lTWUuMzMwNQtOYW1lTWUuMzMwNgtOYW1lTWUuMzMwNwtOYW1lTWUuMzMwOAtOYW1lTWUuMzMwOQtOYW1lTWUuMzMxMAtOYW1lTWUuMzMxMQtOYW1lTWUuMzMxMgtOYW1lTWUuMzMxMwtOYW1lTWUuMzMxNAtOYW1lTWUuMzMxNQtOYW1lTWUuMzMxNgtOYW1lTWUuMzMxNwtOYW1lTWUuMzMxOAtOYW1lTWUuMzMxOQtOYW1lTWUuMzMyMAtOYW1lTWUuMzMyMQtOYW1lTWUuMzMyMgtOYW1lTWUuMzMyMwtOYW1lTWUuMzMyNAtOYW1lTWUuMzMyNQtOYW1lTWUuMzMyNgtOYW1lTWUuMzMyNwtOYW1lTWUuMzMyOAtOYW1lTWUuMzMyOQtOYW1lTWUuMzMzMAtOYW1lTWUuMzMzMQtOYW1lTWUuMzMzMgtOYW1lTWUuMzMzMwtOYW1lTWUuMzMzNAtOYW1lTWUuMzMzNQtOYW1lTWUuMzMzNgtOYW1lTWUuMzMzNwtOYW1lTWUuMzMzOAtOYW1lTWUuMzMzOQtOYW1lTWUuMzM0MAtOYW1lTWUuMzM0MQtOYW1lTWUuMzM0MgtOYW1lTWUuMzM0MwtOYW1lTWUuMzM0NAtOYW1lTWUuMzM0NQtOYW1lTWUuMzM0NgtOYW1lTWUuMzM0NwtOYW1lTWUuMzM0OAtOYW1lTWUuMzM0OQtOYW1lTWUuMzM1MAtOYW1lTWUuMzM1MQtOYW1lTWUuMzM1MgtOYW1lTWUuMzM1MwtOYW1lTWUuMzM1NAtOYW1lTWUuMzM1NQtOYW1lTWUuMzM1NgtOYW1lTWUuMzM1NwtOYW1lTWUuMzM1OAtOYW1lTWUuMzM1OQtOYW1lTWUuMzM2MAtOYW1lTWUuMzM2MQtOYW1lTWUuMzM2MgtOYW1lTWUuMzM2MwtOYW1lTWUuMzM2NAtOYW1lTWUuMzM2NQtOYW1lTWUuMzM2NgtOYW1lTWUuMzM2NwtOYW1lTWUuMzM2OAtOYW1lTWUuMzM2OQtOYW1lTWUuMzM3MAtOYW1lTWUuMzM3MQtOYW1lTWUuMzM3MgtOYW1lTWUuMzM3MwtOYW1lTWUuMzM3NAtOYW1lTWUuMzM3NQtOYW1lTWUuMzM3NgtOYW1lTWUuMzM3NwtOYW1lTWUuMzM3OAtOYW1lTWUuMzM3OQtOYW1lTWUuMzM4MAtOYW1lTWUuMzM4MQtOYW1lTWUuMzM4MgtOYW1lTWUuMzM4MwtOYW1lTWUuMzM4NAtOYW1lTWUuMzM4NQtOYW1lTWUuMzM4NgtOYW1lTWUuMzM4NwtOYW1lTWUuMzM4OAtOYW1lTWUuMzM4OQtOYW1lTWUuMzM5MAtOYW1lTWUuMzM5MQtOYW1lTWUuMzM5MgtOYW1lTWUuMzM5MwtOYW1lTWUuMzM5NAtOYW1lTWUuMzM5NQtOYW1lTWUuMzM5NgtOYW1lTWUuMzM5NwtOYW1lTWUuMzM5OAtOYW1lTWUuMzM5OQtOYW1lTWUuMzQwMAtOYW1lTWUuMzQwMQtOYW1lTWUuMzQwMgtOYW1lTWUuMzQwMwtOYW1lTWUuMzQwNAtOYW1lTWUuMzQwNQtOYW1lTWUuMzQwNgtOYW1lTWUuMzQwNwtOYW1lTWUuMzQwOAtOYW1lTWUuMzQwOQtOYW1lTWUuMzQxMAtOYW1lTWUuMzQxMQtOYW1lTWUuMzQxMgtOYW1lTWUuMzQxMwtOYW1lTWUuMzQxNAtOYW1lTWUuMzQxNQtOYW1lTWUuMzQxNgtOYW1lTWUuMzQxNwtOYW1lTWUuMzQxOAtOYW1lTWUuMzQxOQtOYW1lTWUuMzQyMAtOYW1lTWUuMzQyMQtOYW1lTWUuMzQyMgtOYW1lTWUuMzQyMwtOYW1lTWUuMzQyNAtOYW1lTWUuMzQyNQtOYW1lTWUuMzQyNgtOYW1lTWUuMzQyNwtOYW1lTWUuMzQyOAtOYW1lTWUuMzQyOQtOYW1lTWUuMzQzMAtOYW1lTWUuMzQzMQtOYW1lTWUuMzQzMgtOYW1lTWUuMzQzMwtOYW1lTWUuMzQzNAtOYW1lTWUuMzQzNQtOYW1lTWUuMzQzNgtOYW1lTWUuMzQzNwtOYW1lTWUuMzQzOAtOYW1lTWUuMzQzOQtOYW1lTWUuMzQ0MAtOYW1lTWUuMzQ0MQtOYW1lTWUuMzQ0MgtOYW1lTWUuMzQ0MwtOYW1lTWUuMzQ0NAtOYW1lTWUuMzQ0NQtOYW1lTWUuMzQ0NgtOYW1lTWUuMzQ0NwtOYW1lTWUuMzQ0OAtOYW1lTWUuMzQ0OQtOYW1lTWUuMzQ1MAtOYW1lTWUuMzQ1MQtOYW1lTWUuMzQ1MgtOYW1lTWUuMzQ1MwtOYW1lTWUuMzQ1NAtOYW1lTWUuMzQ1NQtOYW1lTWUuMzQ1NgtOYW1lTWUuMzQ1NwtOYW1lTWUuMzQ1OAtOYW1lTWUuMzQ1OQtOYW1lTWUuMzQ2MAtOYW1lTWUuMzQ2MQtOYW1lTWUuMzQ2MgtOYW1lTWUuMzQ2MwtOYW1lTWUuMzQ2NAtOYW1lTWUuMzQ2NQtOYW1lTWUuMzQ2NgtOYW1lTWUuMzQ2NwtOYW1lTWUuMzQ2OAtOYW1lTWUuMzQ2OQtOYW1lTWUuMzQ3MAtOYW1lTWUuMzQ3MQtOYW1lTWUuMzQ3MgtOYW1lTWUuMzQ3MwtOYW1lTWUuMzQ3NAtOYW1lTWUuMzQ3NQtOYW1lTWUuMzQ3NgtOYW1lTWUuMzQ3NwtOYW1lTWUuMzQ3OAtOYW1lTWUuMzQ3OQtOYW1lTWUuMzQ4MAtOYW1lTWUuMzQ4MQtOYW1lTWUuMzQ4MgtOYW1lTWUuMzQ4MwtOYW1lTWUuMzQ4NAtOYW1lTWUuMzQ4NQtOYW1lTWUuMzQ4NgtOYW1lTWUuMzQ4NwtOYW1lTWUuMzQ4OAtOYW1lTWUuMzQ4OQtOYW1lTWUuMzQ5MAtOYW1lTWUuMzQ5MQtOYW1lTWUuMzQ5MgtOYW1lTWUuMzQ5MwtOYW1lTWUuMzQ5NAtOYW1lTWUuMzQ5NQtOYW1lTWUuMzQ5NgtOYW1lTWUuMzQ5NwtOYW1lTWUuMzQ5OAtOYW1lTWUuMzQ5OQtOYW1lTWUuMzUwMAtOYW1lTWUuMzUwMQtOYW1lTWUuMzUwMgtOYW1lTWUuMzUwMwtOYW1lTWUuMzUwNAtOYW1lTWUuMzUwNQtOYW1lTWUuMzUwNgtOYW1lTWUuMzUwNwtOYW1lTWUuMzUwOAtOYW1lTWUuMzUwOQtOYW1lTWUuMzUxMAtOYW1lTWUuMzUxMQtOYW1lTWUuMzUxMgtOYW1lTWUuMzUxMwtOYW1lTWUuMzUxNAtOYW1lTWUuMzUxNQtOYW1lTWUuMzUxNgtOYW1lTWUuMzUxNwtOYW1lTWUuMzUxOAtOYW1lTWUuMzUxOQtOYW1lTWUuMzUyMAtOYW1lTWUuMzUyMQtOYW1lTWUuMzUyMgtOYW1lTWUuMzUyMwtOYW1lTWUuMzUyNAtOYW1lTWUuMzUyNQtOYW1lTWUuMzUyNgtOYW1lTWUuMzUyNwtOYW1lTWUuMzUyOAtOYW1lTWUuMzUyOQtOYW1lTWUuMzUzMAtOYW1lTWUuMzUzMQtOYW1lTWUuMzUzMgtOYW1lTWUuMzUzMwtOYW1lTWUuMzUzNAtOYW1lTWUuMzUzNQtOYW1lTWUuMzUzNgtOYW1lTWUuMzUzNwtOYW1lTWUuMzUzOAtOYW1lTWUuMzUzOQtOYW1lTWUuMzU0MAtOYW1lTWUuMzU0MQtOYW1lTWUuMzU0MgtOYW1lTWUuMzU0MwtOYW1lTWUuMzU0NAtOYW1lTWUuMzU0NQtOYW1lTWUuMzU0NgtOYW1lTWUuMzU0NwtOYW1lTWUuMzU0OAtOYW1lTWUuMzU0OQtOYW1lTWUuMzU1MAtOYW1lTWUuMzU1MQtOYW1lTWUuMzU1MgtOYW1lTWUuMzU1MwtOYW1lTWUuMzU1NAtOYW1lTWUuMzU1NQtOYW1lTWUuMzU1NgtOYW1lTWUuMzU1NwtOYW1lTWUuMzU1OAtOYW1lTWUuMzU1OQtOYW1lTWUuMzU2MAtOYW1lTWUuMzU2MQtOYW1lTWUuMzU2MgtOYW1lTWUuMzU2MwtOYW1lTWUuMzU2NAtOYW1lTWUuMzU2NQtOYW1lTWUuMzU2NgtOYW1lTWUuMzU2NwtOYW1lTWUuMzU2OAtOYW1lTWUuMzU2OQtOYW1lTWUuMzU3MAtOYW1lTWUuMzU3MQtOYW1lTWUuMzU3MgtOYW1lTWUuMzU3MwtOYW1lTWUuMzU3NAtOYW1lTWUuMzU3NQtOYW1lTWUuMzU3NgtOYW1lTWUuMzU3NwtOYW1lTWUuMzU3OAtOYW1lTWUuMzU3OQtOYW1lTWUuMzU4MAtOYW1lTWUuMzU4MQtOYW1lTWUuMzU4MgtOYW1lTWUuMzU4MwtOYW1lTWUuMzU4NAtOYW1lTWUuMzU4NQtOYW1lTWUuMzU4NgtOYW1lTWUuMzU4NwtOYW1lTWUuMzU4OAtOYW1lTWUuMzU4OQtOYW1lTWUuMzU5MAtOYW1lTWUuMzU5MQtOYW1lTWUuMzU5MgtOYW1lTWUuMzU5MwtOYW1lTWUuMzU5NAtOYW1lTWUuMzU5NQtOYW1lTWUuMzU5NgtOYW1lTWUuMzU5NwtOYW1lTWUuMzU5OAtOYW1lTWUuMzU5OQtOYW1lTWUuMzYwMAtOYW1lTWUuMzYwMQtOYW1lTWUuMzYwMgtOYW1lTWUuMzYwMwtOYW1lTWUuMzYwNAtOYW1lTWUuMzYwNQtOYW1lTWUuMzYwNgtOYW1lTWUuMzYwNwtOYW1lTWUuMzYwOAtOYW1lTWUuMzYwOQtOYW1lTWUuMzYxMAtOYW1lTWUuMzYxMQtOYW1lTWUuMzYxMgtOYW1lTWUuMzYxMwtOYW1lTWUuMzYxNAtOYW1lTWUuMzYxNQtOYW1lTWUuMzYxNgtOYW1lTWUuMzYxNwtOYW1lTWUuMzYxOAtOYW1lTWUuMzYxOQtOYW1lTWUuMzYyMAtOYW1lTWUuMzYyMQtOYW1lTWUuMzYyMgtOYW1lTWUuMzYyMwtOYW1lTWUuMzYyNAtOYW1lTWUuMzYyNQtOYW1lTWUuMzYyNgtOYW1lTWUuMzYyNwtOYW1lTWUuMzYyOAtOYW1lTWUuMzYyOQtOYW1lTWUuMzYzMAtOYW1lTWUuMzYzMQtOYW1lTWUuMzYzMgtOYW1lTWUuMzYzMwtOYW1lTWUuMzYzNAtOYW1lTWUuMzYzNQtOYW1lTWUuMzYzNgtOYW1lTWUuMzYzNwtOYW1lTWUuMzYzOAtOYW1lTWUuMzYzOQtOYW1lTWUuMzY0MAtOYW1lTWUuMzY0MQtOYW1lTWUuMzY0MgtOYW1lTWUuMzY0MwtOYW1lTWUuMzY0NAtOYW1lTWUuMzY0NQtOYW1lTWUuMzY0NgtOYW1lTWUuMzY0NwtOYW1lTWUuMzY0OAtOYW1lTWUuMzY0OQtOYW1lTWUuMzY1MAtOYW1lTWUuMzY1MQtOYW1lTWUuMzY1MgtOYW1lTWUuMzY1MwtOYW1lTWUuMzY1NAtOYW1lTWUuMzY1NQtOYW1lTWUuMzY1NgtOYW1lTWUuMzY1NwtOYW1lTWUuMzY1OAtOYW1lTWUuMzY1OQtOYW1lTWUuMzY2MAtOYW1lTWUuMzY2MQtOYW1lTWUuMzY2MgtOYW1lTWUuMzY2MwtOYW1lTWUuMzY2NAtOYW1lTWUuMzY2NQtOYW1lTWUuMzY2NgtOYW1lTWUuMzY2NwtOYW1lTWUuMzY2OAtOYW1lTWUuMzY2OQtOYW1lTWUuMzY3MAtOYW1lTWUuMzY3MQtOYW1lTWUuMzY3MgtOYW1lTWUuMzY3MwtOYW1lTWUuMzY3NAtOYW1lTWUuMzY3NQtOYW1lTWUuMzY3NgtOYW1lTWUuMzY3NwtOYW1lTWUuMzY3OAtOYW1lTWUuMzY3OQtOYW1lTWUuMzY4MAtOYW1lTWUuMzY4MQtOYW1lTWUuMzY4MgtOYW1lTWUuMzY4MwtOYW1lTWUuMzY4NAtOYW1lTWUuMzY4NQtOYW1lTWUuMzY4NgtOYW1lTWUuMzY4NwtOYW1lTWUuMzY4OAtOYW1lTWUuMzY4OQtOYW1lTWUuMzY5MAtOYW1lTWUuMzY5MQtOYW1lTWUuMzY5MgtOYW1lTWUuMzY5MwtOYW1lTWUuMzY5NAtOYW1lTWUuMzY5NQtOYW1lTWUuMzY5NgtOYW1lTWUuMzY5NwtOYW1lTWUuMzY5OAtOYW1lTWUuMzY5OQtOYW1lTWUuMzcwMAtOYW1lTWUuMzcwMQtOYW1lTWUuMzcwMgtOYW1lTWUuMzcwMwtOYW1lTWUuMzcwNAtOYW1lTWUuMzcwNQtOYW1lTWUuMzcwNgtOYW1lTWUuMzcwNwtOYW1lTWUuMzcwOAtOYW1lTWUuMzcwOQtOYW1lTWUuMzcxMAtOYW1lTWUuMzcxMQtOYW1lTWUuMzcxMgtOYW1lTWUuMzcxMwtOYW1lTWUuMzcxNAtOYW1lTWUuMzcxNQtOYW1lTWUuMzcxNgtOYW1lTWUuMzcxNwtOYW1lTWUuMzcxOAtOYW1lTWUuMzcxOQtOYW1lTWUuMzcyMAtOYW1lTWUuMzcyMQtOYW1lTWUuMzcyMgtOYW1lTWUuMzcyMwtOYW1lTWUuMzcyNAtOYW1lTWUuMzcyNQtOYW1lTWUuMzcyNgtOYW1lTWUuMzcyNwtOYW1lTWUuMzcyOAtOYW1lTWUuMzcyOQtOYW1lTWUuMzczMAtOYW1lTWUuMzczMQtOYW1lTWUuMzczMgtOYW1lTWUuMzczMwtOYW1lTWUuMzczNAtOYW1lTWUuMzczNQtOYW1lTWUuMzczNgtOYW1lTWUuMzczNwtOYW1lTWUuMzczOAtOYW1lTWUuMzczOQtOYW1lTWUuMzc0MAtOYW1lTWUuMzc0MQtOYW1lTWUuMzc0MgtOYW1lTWUuMzc0MwtOYW1lTWUuMzc0NAtOYW1lTWUuMzc0NQtOYW1lTWUuMzc0NgtOYW1lTWUuMzc0NwtOYW1lTWUuMzc0OAtOYW1lTWUuMzc0OQtOYW1lTWUuMzc1MAtOYW1lTWUuMzc1MQtOYW1lTWUuMzc1MgtOYW1lTWUuMzc1MwtOYW1lTWUuMzc1NAtOYW1lTWUuMzc1NQtOYW1lTWUuMzc1NgtOYW1lTWUuMzc1NwtOYW1lTWUuMzc1OAtOYW1lTWUuMzc1OQtOYW1lTWUuMzc2MAtOYW1lTWUuMzc2MQtOYW1lTWUuMzc2MgtOYW1lTWUuMzc2MwtOYW1lTWUuMzc2NAtOYW1lTWUuMzc2NQtOYW1lTWUuMzc2NgtOYW1lTWUuMzc2NwtOYW1lTWUuMzc2OAtOYW1lTWUuMzc2OQtOYW1lTWUuMzc3MAtOYW1lTWUuMzc3MQtOYW1lTWUuMzc3MgtOYW1lTWUuMzc3MwtOYW1lTWUuMzc3NAtOYW1lTWUuMzc3NQtOYW1lTWUuMzc3NgtOYW1lTWUuMzc3NwtOYW1lTWUuMzc3OAtOYW1lTWUuMzc3OQtOYW1lTWUuMzc4MAtOYW1lTWUuMzc4MQtOYW1lTWUuMzc4MgtOYW1lTWUuMzc4MwtOYW1lTWUuMzc4NAtOYW1lTWUuMzc4NQtOYW1lTWUuMzc4NgtOYW1lTWUuMzc4NwtOYW1lTWUuMzc4OAtOYW1lTWUuMzc4OQtOYW1lTWUuMzc5MAtOYW1lTWUuMzc5MQtOYW1lTWUuMzc5MgtOYW1lTWUuMzc5MwtOYW1lTWUuMzc5NAtOYW1lTWUuMzc5NQtOYW1lTWUuMzc5NgtOYW1lTWUuMzc5NwtOYW1lTWUuMzc5OAtOYW1lTWUuMzc5OQtOYW1lTWUuMzgwMAtOYW1lTWUuMzgwMQtOYW1lTWUuMzgwMgtOYW1lTWUuMzgwMwtOYW1lTWUuMzgwNAtOYW1lTWUuMzgwNQtOYW1lTWUuMzgwNgtOYW1lTWUuMzgwNwtOYW1lTWUuMzgwOAtOYW1lTWUuMzgwOQtOYW1lTWUuMzgxMAtOYW1lTWUuMzgxMQtOYW1lTWUuMzgxMgtOYW1lTWUuMzgxMwtOYW1lTWUuMzgxNAtOYW1lTWUuMzgxNQtOYW1lTWUuMzgxNgtOYW1lTWUuMzgxNwtOYW1lTWUuMzgxOAtOYW1lTWUuMzgxOQtOYW1lTWUuMzgyMAtOYW1lTWUuMzgyMQtOYW1lTWUuMzgyMgtOYW1lTWUuMzgyMwtOYW1lTWUuMzgyNAtOYW1lTWUuMzgyNQtOYW1lTWUuMzgyNgtOYW1lTWUuMzgyNwtOYW1lTWUuMzgyOAtOYW1lTWUuMzgyOQtOYW1lTWUuMzgzMAtOYW1lTWUuMzgzMQtOYW1lTWUuMzgzMgtOYW1lTWUuMzgzMwtOYW1lTWUuMzgzNAtOYW1lTWUuMzgzNQtOYW1lTWUuMzgzNgtOYW1lTWUuMzgzNwtOYW1lTWUuMzgzOAtOYW1lTWUuMzgzOQtOYW1lTWUuMzg0MAtOYW1lTWUuMzg0MQtOYW1lTWUuMzg0MgtOYW1lTWUuMzg0MwtOYW1lTWUuMzg0NAtOYW1lTWUuMzg0NQtOYW1lTWUuMzg0NgtOYW1lTWUuMzg0NwtOYW1lTWUuMzg0OAtOYW1lTWUuMzg0OQtOYW1lTWUuMzg1MAtOYW1lTWUuMzg1MQtOYW1lTWUuMzg1MgtOYW1lTWUuMzg1MwtOYW1lTWUuMzg1NAtOYW1lTWUuMzg1NQtOYW1lTWUuMzg1NgtOYW1lTWUuMzg1NwtOYW1lTWUuMzg1OAtOYW1lTWUuMzg1OQtOYW1lTWUuMzg2MAtOYW1lTWUuMzg2MQtOYW1lTWUuMzg2MgtOYW1lTWUuMzg2MwtOYW1lTWUuMzg2NAtOYW1lTWUuMzg2NQtOYW1lTWUuMzg2NgtOYW1lTWUuMzg2NwtOYW1lTWUuMzg2OAtOYW1lTWUuMzg2OQtOYW1lTWUuMzg3MAtOYW1lTWUuMzg3MQtOYW1lTWUuMzg3MgtOYW1lTWUuMzg3MwtOYW1lTWUuMzg3NAtOYW1lTWUuMzg3NQtOYW1lTWUuMzg3NgtOYW1lTWUuMzg3NwtOYW1lTWUuMzg3OAtOYW1lTWUuMzg3OQtOYW1lTWUuMzg4MAtOYW1lTWUuMzg4MQtOYW1lTWUuMzg4MgtOYW1lTWUuMzg4MwtOYW1lTWUuMzg4NAtOYW1lTWUuMzg4NQtOYW1lTWUuMzg4NgtOYW1lTWUuMzg4NwtOYW1lTWUuMzg4OAtOYW1lTWUuMzg4OQtOYW1lTWUuMzg5MAtOYW1lTWUuMzg5MQtOYW1lTWUuMzg5MgtOYW1lTWUuMzg5MwtOYW1lTWUuMzg5NAtOYW1lTWUuMzg5NQtOYW1lTWUuMzg5NgtOYW1lTWUuMzg5NwtOYW1lTWUuMzg5OAtOYW1lTWUuMzg5OQtOYW1lTWUuMzkwMAtOYW1lTWUuMzkwMQtOYW1lTWUuMzkwMgtOYW1lTWUuMzkwMwtOYW1lTWUuMzkwNAtOYW1lTWUuMzkwNQtOYW1lTWUuMzkwNgtOYW1lTWUuMzkwNwtOYW1lTWUuMzkwOAtOYW1lTWUuMzkwOQtOYW1lTWUuMzkxMAtOYW1lTWUuMzkxMQtOYW1lTWUuMzkxMgtOYW1lTWUuMzkxMwtOYW1lTWUuMzkxNAtOYW1lTWUuMzkxNQtOYW1lTWUuMzkxNgtOYW1lTWUuMzkxNwtOYW1lTWUuMzkxOAtOYW1lTWUuMzkxOQtOYW1lTWUuMzkyMAtOYW1lTWUuMzkyMQtOYW1lTWUuMzkyMgtOYW1lTWUuMzkyMwtOYW1lTWUuMzkyNAtOYW1lTWUuMzkyNQtOYW1lTWUuMzkyNgtOYW1lTWUuMzkyNwtOYW1lTWUuMzkyOAtOYW1lTWUuMzkyOQtOYW1lTWUuMzkzMAtOYW1lTWUuMzkzMQtOYW1lTWUuMzkzMgtOYW1lTWUuMzkzMwtOYW1lTWUuMzkzNAtOYW1lTWUuMzkzNQtOYW1lTWUuMzkzNgtOYW1lTWUuMzkzNwtOYW1lTWUuMzkzOAtOYW1lTWUuMzkzOQtOYW1lTWUuMzk0MAtOYW1lTWUuMzk0MQtOYW1lTWUuMzk0MgtOYW1lTWUuMzk0MwtOYW1lTWUuMzk0NAtOYW1lTWUuMzk0NQtOYW1lTWUuMzk0NgtOYW1lTWUuMzk0NwtOYW1lTWUuMzk0OAtOYW1lTWUuMzk0OQtOYW1lTWUuMzk1MAtOYW1lTWUuMzk1MQtOYW1lTWUuMzk1MgtOYW1lTWUuMzk1MwtOYW1lTWUuMzk1NAtOYW1lTWUuMzk1NQtOYW1lTWUuMzk1NgtOYW1lTWUuMzk1NwtOYW1lTWUuMzk1OAtOYW1lTWUuMzk1OQtOYW1lTWUuMzk2MAtOYW1lTWUuMzk2MQtOYW1lTWUuMzk2MgtOYW1lTWUuMzk2MwtOYW1lTWUuMzk2NAtOYW1lTWUuMzk2NQtOYW1lTWUuMzk2NgtOYW1lTWUuMzk2NwtOYW1lTWUuMzk2OAtOYW1lTWUuMzk2OQtOYW1lTWUuMzk3MAtOYW1lTWUuMzk3MQtOYW1lTWUuMzk3MgtOYW1lTWUuMzk3MwtOYW1lTWUuMzk3NAtOYW1lTWUuMzk3NQtOYW1lTWUuMzk3NgtOYW1lTWUuMzk3NwtOYW1lTWUuMzk3OAtOYW1lTWUuMzk3OQtOYW1lTWUuMzk4MAtOYW1lTWUuMzk4MQtOYW1lTWUuMzk4MgtOYW1lTWUuMzk4MwtOYW1lTWUuMzk4NAtOYW1lTWUuMzk4NQtOYW1lTWUuMzk4NgtOYW1lTWUuMzk4NwtOYW1lTWUuMzk4OAtOYW1lTWUuMzk4OQtOYW1lTWUuMzk5MAtOYW1lTWUuMzk5MQtOYW1lTWUuMzk5MgtOYW1lTWUuMzk5MwtOYW1lTWUuMzk5NAtOYW1lTWUuMzk5NQtOYW1lTWUuMzk5NgtOYW1lTWUuMzk5NwtOYW1lTWUuMzk5OAtOYW1lTWUuMzk5OQtOYW1lTWUuNDAwMAtOYW1lTWUuNDAwMQtOYW1lTWUuNDAwMgtOYW1lTWUuNDAwMwtOYW1lTWUuNDAwNAtOYW1lTWUuNDAwNQtOYW1lTWUuNDAwNgtOYW1lTWUuNDAwNwtOYW1lTWUuNDAwOAtOYW1lTWUuNDAwOQtOYW1lTWUuNDAxMAtOYW1lTWUuNDAxMQtOYW1lTWUuNDAxMgtOYW1lTWUuNDAxMwtOYW1lTWUuNDAxNAtOYW1lTWUuNDAxNQtOYW1lTWUuNDAxNgtOYW1lTWUuNDAxNwtOYW1lTWUuNDAxOAtOYW1lTWUuNDAxOQtOYW1lTWUuNDAyMAtOYW1lTWUuNDAyMQtOYW1lTWUuNDAyMgtOYW1lTWUuNDAyMwtOYW1lTWUuNDAyNAtOYW1lTWUuNDAyNQtOYW1lTWUuNDAyNgtOYW1lTWUuNDAyNwtOYW1lTWUuNDAyOAtOYW1lTWUuNDAyOQtOYW1lTWUuNDAzMAtOYW1lTWUuNDAzMQtOYW1lTWUuNDAzMgtOYW1lTWUuNDAzMwtOYW1lTWUuNDAzNAtOYW1lTWUuNDAzNQtOYW1lTWUuNDAzNgtOYW1lTWUuNDAzNwtOYW1lTWUuNDAzOAtOYW1lTWUuNDAzOQtOYW1lTWUuNDA0MAtOYW1lTWUuNDA0MQtOYW1lTWUuNDA0MgtOYW1lTWUuNDA0MwtOYW1lTWUuNDA0NAtOYW1lTWUuNDA0NQtOYW1lTWUuNDA0NgtOYW1lTWUuNDA0NwtOYW1lTWUuNDA0OAtOYW1lTWUuNDA0OQtOYW1lTWUuNDA1MAtOYW1lTWUuNDA1MQtOYW1lTWUuNDA1MgtOYW1lTWUuNDA1MwtOYW1lTWUuNDA1NAtOYW1lTWUuNDA1NQtOYW1lTWUuNDA1NgtOYW1lTWUuNDA1NwtOYW1lTWUuNDA1OAtOYW1lTWUuNDA1OQtOYW1lTWUuNDA2MAtOYW1lTWUuNDA2MQtOYW1lTWUuNDA2MgtOYW1lTWUuNDA2MwtOYW1lTWUuNDA2NAtOYW1lTWUuNDA2NQtOYW1lTWUuNDA2NgtOYW1lTWUuNDA2NwtOYW1lTWUuNDA2OAtOYW1lTWUuNDA2OQtOYW1lTWUuNDA3MAtOYW1lTWUuNDA3MQtOYW1lTWUuNDA3MgtOYW1lTWUuNDA3MwtOYW1lTWUuNDA3NAtOYW1lTWUuNDA3NQtOYW1lTWUuNDA3NgtOYW1lTWUuNDA3NwtOYW1lTWUuNDA3OAtOYW1lTWUuNDA3OQtOYW1lTWUuNDA4MAtOYW1lTWUuNDA4MQtOYW1lTWUuNDA4MgtOYW1lTWUuNDA4MwtOYW1lTWUuNDA4NAtOYW1lTWUuNDA4NQtOYW1lTWUuNDA4NgtOYW1lTWUuNDA4NwtOYW1lTWUuNDA4OAtOYW1lTWUuNDA4OQtOYW1lTWUuNDA5MAtOYW1lTWUuNDA5MQtOYW1lTWUuNDA5MgtOYW1lTWUuNDA5MwtOYW1lTWUuNDA5NAtOYW1lTWUuNDA5NQtOYW1lTWUuNDA5NgtOYW1lTWUuNDA5NwtOYW1lTWUuNDA5OAtOYW1lTWUuNDA5OQtOYW1lTWUuNDEwMAtOYW1lTWUuNDEwMQtOYW1lTWUuNDEwMgtOYW1lTWUuNDEwMwtOYW1lTWUuNDEwNAtOYW1lTWUuNDEwNQtOYW1lTWUuNDEwNgtOYW1lTWUuNDEwNwtOYW1lTWUuNDEwOAtOYW1lTWUuNDEwOQtOYW1lTWUuNDExMAtOYW1lTWUuNDExMQtOYW1lTWUuNDExMgtOYW1lTWUuNDExMwtOYW1lTWUuNDExNAtOYW1lTWUuNDExNQtOYW1lTWUuNDExNgtOYW1lTWUuNDExNwtOYW1lTWUuNDExOAtOYW1lTWUuNDExOQtOYW1lTWUuNDEyMAtOYW1lTWUuNDEyMQtOYW1lTWUuNDEyMgtOYW1lTWUuNDEyMwtOYW1lTWUuNDEyNAtOYW1lTWUuNDEyNQtOYW1lTWUuNDEyNgtOYW1lTWUuNDEyNwtOYW1lTWUuNDEyOAtOYW1lTWUuNDEyOQtOYW1lTWUuNDEzMAtOYW1lTWUuNDEzMQtOYW1lTWUuNDEzMgtOYW1lTWUuNDEzMwtOYW1lTWUuNDEzNAtOYW1lTWUuNDEzNQtOYW1lTWUuNDEzNgtOYW1lTWUuNDEzNwtOYW1lTWUuNDEzOAtOYW1lTWUuNDEzOQtOYW1lTWUuNDE0MAtOYW1lTWUuNDE0MQtOYW1lTWUuNDE0MgtOYW1lTWUuNDE0MwtOYW1lTWUuNDE0NAtOYW1lTWUuNDE0NQtOYW1lTWUuNDE0NgtOYW1lTWUuNDE0NwtOYW1lTWUuNDE0OAtOYW1lTWUuNDE0OQtOYW1lTWUuNDE1MAtOYW1lTWUuNDE1MQtOYW1lTWUuNDE1MgtOYW1lTWUuNDE1MwtOYW1lTWUuNDE1NAtOYW1lTWUuNDE1NQtOYW1lTWUuNDE1NgtOYW1lTWUuNDE1NwtOYW1lTWUuNDE1OAtOYW1lTWUuNDE1OQtOYW1lTWUuNDE2MAtOYW1lTWUuNDE2MQtOYW1lTWUuNDE2MgtOYW1lTWUuNDE2MwtOYW1lTWUuNDE2NAtOYW1lTWUuNDE2NQtOYW1lTWUuNDE2NgtOYW1lTWUuNDE2NwtOYW1lTWUuNDE2OAtOYW1lTWUuNDE2OQtOYW1lTWUuNDE3MAtOYW1lTWUuNDE3MQtOYW1lTWUuNDE3MgtOYW1lTWUuNDE3MwtOYW1lTWUuNDE3NAtOYW1lTWUuNDE3NQtOYW1lTWUuNDE3NgtOYW1lTWUuNDE3NwtOYW1lTWUuNDE3OAtOYW1lTWUuNDE3OQtOYW1lTWUuNDE4MAtOYW1lTWUuNDE4MQtOYW1lTWUuNDE4MgtOYW1lTWUuNDE4MwtOYW1lTWUuNDE4NAtOYW1lTWUuNDE4NQtOYW1lTWUuNDE4NgtOYW1lTWUuNDE4NwtOYW1lTWUuNDE4OAtOYW1lTWUuNDE4OQtOYW1lTWUuNDE5MAtOYW1lTWUuNDE5MQtOYW1lTWUuNDE5MgtOYW1lTWUuNDE5MwtOYW1lTWUuNDE5NAtOYW1lTWUuNDE5NQtOYW1lTWUuNDE5NgtOYW1lTWUuNDE5NwtOYW1lTWUuNDE5OAtOYW1lTWUuNDE5OQtOYW1lTWUuNDIwMAtOYW1lTWUuNDIwMQtOYW1lTWUuNDIwMgtOYW1lTWUuNDIwMwtOYW1lTWUuNDIwNAtOYW1lTWUuNDIwNQtOYW1lTWUuNDIwNgtOYW1lTWUuNDIwNwtOYW1lTWUuNDIwOAtOYW1lTWUuNDIwOQtOYW1lTWUuNDIxMAtOYW1lTWUuNDIxMQtOYW1lTWUuNDIxMgtOYW1lTWUuNDIxMwtOYW1lTWUuNDIxNAtOYW1lTWUuNDIxNQtOYW1lTWUuNDIxNgtOYW1lTWUuNDIxNwtOYW1lTWUuNDIxOAtOYW1lTWUuNDIxOQtOYW1lTWUuNDIyMAtOYW1lTWUuNDIyMQtOYW1lTWUuNDIyMgtOYW1lTWUuNDIyMwtOYW1lTWUuNDIyNAtOYW1lTWUuNDIyNQtOYW1lTWUuNDIyNgtOYW1lTWUuNDIyNwtOYW1lTWUuNDIyOAtOYW1lTWUuNDIyOQtOYW1lTWUuNDIzMAtOYW1lTWUuNDIzMQtOYW1lTWUuNDIzMgtOYW1lTWUuNDIzMwtOYW1lTWUuNDIzNAtOYW1lTWUuNDIzNQtOYW1lTWUuNDIzNgtOYW1lTWUuNDIzNwtOYW1lTWUuNDIzOAtOYW1lTWUuNDIzOQtOYW1lTWUuNDI0MAtOYW1lTWUuNDI0MQtOYW1lTWUuNDI0MgtOYW1lTWUuNDI0MwtOYW1lTWUuNDI0NAtOYW1lTWUuNDI0NQtOYW1lTWUuNDI0NgtOYW1lTWUuNDI0NwtOYW1lTWUuNDI0OAtOYW1lTWUuNDI0OQtOYW1lTWUuNDI1MAtOYW1lTWUuNDI1MQtOYW1lTWUuNDI1MgtOYW1lTWUuNDI1MwtOYW1lTWUuNDI1NAtOYW1lTWUuNDI1NQtOYW1lTWUuNDI1NgtOYW1lTWUuNDI1NwtOYW1lTWUuNDI1OAtOYW1lTWUuNDI1OQtOYW1lTWUuNDI2MAtOYW1lTWUuNDI2MQtOYW1lTWUuNDI2MgtOYW1lTWUuNDI2MwtOYW1lTWUuNDI2NAtOYW1lTWUuNDI2NQtOYW1lTWUuNDI2NgtOYW1lTWUuNDI2NwtOYW1lTWUuNDI2OAtOYW1lTWUuNDI2OQtOYW1lTWUuNDI3MAtOYW1lTWUuNDI3MQtOYW1lTWUuNDI3MgtOYW1lTWUuNDI3MwtOYW1lTWUuNDI3NAtOYW1lTWUuNDI3NQtOYW1lTWUuNDI3NgtOYW1lTWUuNDI3NwtOYW1lTWUuNDI3OAtOYW1lTWUuNDI3OQtOYW1lTWUuNDI4MAtOYW1lTWUuNDI4MQtOYW1lTWUuNDI4MgtOYW1lTWUuNDI4MwtOYW1lTWUuNDI4NAtOYW1lTWUuNDI4NQtOYW1lTWUuNDI4NgtOYW1lTWUuNDI4NwtOYW1lTWUuNDI4OAtOYW1lTWUuNDI4OQtOYW1lTWUuNDI5MAtOYW1lTWUuNDI5MQtOYW1lTWUuNDI5MgtOYW1lTWUuNDI5MwtOYW1lTWUuNDI5NAtOYW1lTWUuNDI5NQtOYW1lTWUuNDI5NgtOYW1lTWUuNDI5NwtOYW1lTWUuNDI5OAtOYW1lTWUuNDI5OQtOYW1lTWUuNDMwMAtOYW1lTWUuNDMwMQtOYW1lTWUuNDMwMgtOYW1lTWUuNDMwMwtOYW1lTWUuNDMwNAtOYW1lTWUuNDMwNQtOYW1lTWUuNDMwNgtOYW1lTWUuNDMwNwtOYW1lTWUuNDMwOAtOYW1lTWUuNDMwOQtOYW1lTWUuNDMxMAtOYW1lTWUuNDMxMQtOYW1lTWUuNDMxMgtOYW1lTWUuNDMxMwtOYW1lTWUuNDMxNAtOYW1lTWUuNDMxNQtOYW1lTWUuNDMxNgtOYW1lTWUuNDMxNwtOYW1lTWUuNDMxOAtOYW1lTWUuNDMxOQtOYW1lTWUuNDMyMAtOYW1lTWUuNDMyMQtOYW1lTWUuNDMyMgtOYW1lTWUuNDMyMwtOYW1lTWUuNDMyNAtOYW1lTWUuNDMyNQtOYW1lTWUuNDMyNgtOYW1lTWUuNDMyNwtOYW1lTWUuNDMyOAtOYW1lTWUuNDMyOQtOYW1lTWUuNDMzMAtOYW1lTWUuNDMzMQtOYW1lTWUuNDMzMgtOYW1lTWUuNDMzMwtOYW1lTWUuNDMzNAtOYW1lTWUuNDMzNQtOYW1lTWUuNDMzNgtOYW1lTWUuNDMzNwtOYW1lTWUuNDMzOAtOYW1lTWUuNDMzOQtOYW1lTWUuNDM0MAtOYW1lTWUuNDM0MQtOYW1lTWUuNDM0MgtOYW1lTWUuNDM0MwtOYW1lTWUuNDM0NAtOYW1lTWUuNDM0NQtOYW1lTWUuNDM0NgtOYW1lTWUuNDM0NwtOYW1lTWUuNDM0OAtOYW1lTWUuNDM0OQtOYW1lTWUuNDM1MAtOYW1lTWUuNDM1MQtOYW1lTWUuNDM1MgtOYW1lTWUuNDM1MwtOYW1lTWUuNDM1NAtOYW1lTWUuNDM1NQtOYW1lTWUuNDM1NgtOYW1lTWUuNDM1NwtOYW1lTWUuNDM1OAtOYW1lTWUuNDM1OQtOYW1lTWUuNDM2MAtOYW1lTWUuNDM2MQtOYW1lTWUuNDM2MgtOYW1lTWUuNDM2MwtOYW1lTWUuNDM2NAtOYW1lTWUuNDM2NQtOYW1lTWUuNDM2NgtOYW1lTWUuNDM2NwtOYW1lTWUuNDM2OAtOYW1lTWUuNDM2OQtOYW1lTWUuNDM3MAtOYW1lTWUuNDM3MQtOYW1lTWUuNDM3MgtOYW1lTWUuNDM3MwtOYW1lTWUuNDM3NAtOYW1lTWUuNDM3NQtOYW1lTWUuNDM3NgtOYW1lTWUuNDM3NwtOYW1lTWUuNDM3OAtOYW1lTWUuNDM3OQtOYW1lTWUuNDM4MAtOYW1lTWUuNDM4MQtOYW1lTWUuNDM4MgtOYW1lTWUuNDM4MwtOYW1lTWUuNDM4NAtOYW1lTWUuNDM4NQtOYW1lTWUuNDM4NgtOYW1lTWUuNDM4NwtOYW1lTWUuNDM4OAtOYW1lTWUuNDM4OQtOYW1lTWUuNDM5MAtOYW1lTWUuNDM5MQtOYW1lTWUuNDM5MgtOYW1lTWUuNDM5MwtOYW1lTWUuNDM5NAtOYW1lTWUuNDM5NQtOYW1lTWUuNDM5NgtOYW1lTWUuNDM5NwtOYW1lTWUuNDM5OAtOYW1lTWUuNDM5OQtOYW1lTWUuNDQwMAtOYW1lTWUuNDQwMQtOYW1lTWUuNDQwMgtOYW1lTWUuNDQwMwtOYW1lTWUuNDQwNAtOYW1lTWUuNDQwNQtOYW1lTWUuNDQwNgtOYW1lTWUuNDQwNwtOYW1lTWUuNDQwOAtOYW1lTWUuNDQwOQtOYW1lTWUuNDQxMAtOYW1lTWUuNDQxMQtOYW1lTWUuNDQxMgtOYW1lTWUuNDQxMwtOYW1lTWUuNDQxNAtOYW1lTWUuNDQxNQtOYW1lTWUuNDQxNgtOYW1lTWUuNDQxNwtOYW1lTWUuNDQxOAtOYW1lTWUuNDQxOQtOYW1lTWUuNDQyMAtOYW1lTWUuNDQyMQtOYW1lTWUuNDQyMgtOYW1lTWUuNDQyMwtOYW1lTWUuNDQyNAtOYW1lTWUuNDQyNQtOYW1lTWUuNDQyNgtOYW1lTWUuNDQyNwtOYW1lTWUuNDQyOAtOYW1lTWUuNDQyOQtOYW1lTWUuNDQzMAtOYW1lTWUuNDQzMQtOYW1lTWUuNDQzMgtOYW1lTWUuNDQzMwtOYW1lTWUuNDQzNAtOYW1lTWUuNDQzNQtOYW1lTWUuNDQzNgtOYW1lTWUuNDQzNwtOYW1lTWUuNDQzOAtOYW1lTWUuNDQzOQtOYW1lTWUuNDQ0MAtOYW1lTWUuNDQ0MQtOYW1lTWUuNDQ0MgtOYW1lTWUuNDQ0MwtOYW1lTWUuNDQ0NAtOYW1lTWUuNDQ0NQtOYW1lTWUuNDQ0NgtOYW1lTWUuNDQ0NwtOYW1lTWUuNDQ0OAtOYW1lTWUuNDQ0OQtOYW1lTWUuNDQ1MAtOYW1lTWUuNDQ1MQtOYW1lTWUuNDQ1MgtOYW1lTWUuNDQ1MwtOYW1lTWUuNDQ1NAtOYW1lTWUuNDQ1NQtOYW1lTWUuNDQ1NgtOYW1lTWUuNDQ1NwtOYW1lTWUuNDQ1OAtOYW1lTWUuNDQ1OQtOYW1lTWUuNDQ2MAtOYW1lTWUuNDQ2MQtOYW1lTWUuNDQ2MgtOYW1lTWUuNDQ2MwtOYW1lTWUuNDQ2NAtOYW1lTWUuNDQ2NQtOYW1lTWUuNDQ2NgtOYW1lTWUuNDQ2NwtOYW1lTWUuNDQ2OAtOYW1lTWUuNDQ2OQtOYW1lTWUuNDQ3MAtOYW1lTWUuNDQ3MQtOYW1lTWUuNDQ3MgtOYW1lTWUuNDQ3MwtOYW1lTWUuNDQ3NAtOYW1lTWUuNDQ3NQtOYW1lTWUuNDQ3NgtOYW1lTWUuNDQ3NwtOYW1lTWUuNDQ3OAtOYW1lTWUuNDQ3OQtOYW1lTWUuNDQ4MAtOYW1lTWUuNDQ4MQtOYW1lTWUuNDQ4MgtOYW1lTWUuNDQ4MwtOYW1lTWUuNDQ4NAtOYW1lTWUuNDQ4NQtOYW1lTWUuNDQ4NgtOYW1lTWUuNDQ4NwtOYW1lTWUuNDQ4OAtOYW1lTWUuNDQ4OQtOYW1lTWUuNDQ5MAtOYW1lTWUuNDQ5MQtOYW1lTWUuNDQ5MgtOYW1lTWUuNDQ5MwtOYW1lTWUuNDQ5NAtOYW1lTWUuNDQ5NQtOYW1lTWUuNDQ5NgtOYW1lTWUuNDQ5NwtOYW1lTWUuNDQ5OAtOYW1lTWUuNDQ5OQtOYW1lTWUuNDUwMAtOYW1lTWUuNDUwMQtOYW1lTWUuNDUwMgtOYW1lTWUuNDUwMwtOYW1lTWUuNDUwNAtOYW1lTWUuNDUwNQtOYW1lTWUuNDUwNgtOYW1lTWUuNDUwNwtOYW1lTWUuNDUwOAtOYW1lTWUuNDUwOQtOYW1lTWUuNDUxMAtOYW1lTWUuNDUxMQtOYW1lTWUuNDUxMgtOYW1lTWUuNDUxMwtOYW1lTWUuNDUxNAtOYW1lTWUuNDUxNQtOYW1lTWUuNDUxNgtOYW1lTWUuNDUxNwtOYW1lTWUuNDUxOAtOYW1lTWUuNDUxOQtOYW1lTWUuNDUyMAtOYW1lTWUuNDUyMQtOYW1lTWUuNDUyMgtOYW1lTWUuNDUyMwtOYW1lTWUuNDUyNAtOYW1lTWUuNDUyNQtOYW1lTWUuNDUyNgtOYW1lTWUuNDUyNwtOYW1lTWUuNDUyOAtOYW1lTWUuNDUyOQtOYW1lTWUuNDUzMAtOYW1lTWUuNDUzMQtOYW1lTWUuNDUzMgtOYW1lTWUuNDUzMwtOYW1lTWUuNDUzNAtOYW1lTWUuNDUzNQtOYW1lTWUuNDUzNgtOYW1lTWUuNDUzNwtOYW1lTWUuNDUzOAtOYW1lTWUuNDUzOQtOYW1lTWUuNDU0MAtOYW1lTWUuNDU0MQtOYW1lTWUuNDU0MgtOYW1lTWUuNDU0MwtOYW1lTWUuNDU0NAtOYW1lTWUuNDU0NQtOYW1lTWUuNDU0NgtOYW1lTWUuNDU0NwtOYW1lTWUuNDU0OAtOYW1lTWUuNDU0OQtOYW1lTWUuNDU1MAtOYW1lTWUuNDU1MQtOYW1lTWUuNDU1MgtOYW1lTWUuNDU1MwtOYW1lTWUuNDU1NAtOYW1lTWUuNDU1NQtOYW1lTWUuNDU1NgtOYW1lTWUuNDU1NwtOYW1lTWUuNDU1OAtOYW1lTWUuNDU1OQtOYW1lTWUuNDU2MAtOYW1lTWUuNDU2MQtOYW1lTWUuNDU2MgtOYW1lTWUuNDU2MwtOYW1lTWUuNDU2NAtOYW1lTWUuNDU2NQtOYW1lTWUuNDU2NgtOYW1lTWUuNDU2NwtOYW1lTWUuNDU2OAtOYW1lTWUuNDU2OQtOYW1lTWUuNDU3MAtOYW1lTWUuNDU3MQtOYW1lTWUuNDU3MgtOYW1lTWUuNDU3MwtOYW1lTWUuNDU3NAtOYW1lTWUuNDU3NQtOYW1lTWUuNDU3NgtOYW1lTWUuNDU3NwtOYW1lTWUuNDU3OAtOYW1lTWUuNDU3OQtOYW1lTWUuNDU4MAtOYW1lTWUuNDU4MQtOYW1lTWUuNDU4MgtOYW1lTWUuNDU4MwtOYW1lTWUuNDU4NAtOYW1lTWUuNDU4NQtOYW1lTWUuNDU4NgtOYW1lTWUuNDU4NwtOYW1lTWUuNDU4OAtOYW1lTWUuNDU4OQtOYW1lTWUuNDU5MAtOYW1lTWUuNDU5MQtOYW1lTWUuNDU5MgtOYW1lTWUuNDU5MwtOYW1lTWUuNDU5NAtOYW1lTWUuNDU5NQtOYW1lTWUuNDU5NgtOYW1lTWUuNDU5NwtOYW1lTWUuNDU5OAtOYW1lTWUuNDU5OQtOYW1lTWUuNDYwMAtOYW1lTWUuNDYwMQtOYW1lTWUuNDYwMgtOYW1lTWUuNDYwMwtOYW1lTWUuNDYwNAtOYW1lTWUuNDYwNQtOYW1lTWUuNDYwNgtOYW1lTWUuNDYwNwtOYW1lTWUuNDYwOAtOYW1lTWUuNDYwOQtOYW1lTWUuNDYxMAtOYW1lTWUuNDYxMQtOYW1lTWUuNDYxMgtOYW1lTWUuNDYxMwtOYW1lTWUuNDYxNAtOYW1lTWUuNDYxNQtOYW1lTWUuNDYxNgtOYW1lTWUuNDYxNwtOYW1lTWUuNDYxOAtOYW1lTWUuNDYxOQtOYW1lTWUuNDYyMAtOYW1lTWUuNDYyMQtOYW1lTWUuNDYyMgtOYW1lTWUuNDYyMwtOYW1lTWUuNDYyNAtOYW1lTWUuNDYyNQtOYW1lTWUuNDYyNgtOYW1lTWUuNDYyNwtOYW1lTWUuNDYyOAtOYW1lTWUuNDYyOQtOYW1lTWUuNDYzMAtOYW1lTWUuNDYzMQtOYW1lTWUuNDYzMgtOYW1lTWUuNDYzMwtOYW1lTWUuNDYzNAtOYW1lTWUuNDYzNQtOYW1lTWUuNDYzNgtOYW1lTWUuNDYzNwtOYW1lTWUuNDYzOAtOYW1lTWUuNDYzOQtOYW1lTWUuNDY0MAtOYW1lTWUuNDY0MQtOYW1lTWUuNDY0MgtOYW1lTWUuNDY0MwtOYW1lTWUuNDY0NAtOYW1lTWUuNDY0NQtOYW1lTWUuNDY0NgtOYW1lTWUuNDY0NwtOYW1lTWUuNDY0OAtOYW1lTWUuNDY0OQtOYW1lTWUuNDY1MAtOYW1lTWUuNDY1MQtOYW1lTWUuNDY1MgtOYW1lTWUuNDY1MwtOYW1lTWUuNDY1NAtOYW1lTWUuNDY1NQtOYW1lTWUuNDY1NgtOYW1lTWUuNDY1NwtOYW1lTWUuNDY1OAtOYW1lTWUuNDY1OQtOYW1lTWUuNDY2MAtOYW1lTWUuNDY2MQtOYW1lTWUuNDY2MgtOYW1lTWUuNDY2MwtOYW1lTWUuNDY2NAtOYW1lTWUuNDY2NQtOYW1lTWUuNDY2NgtOYW1lTWUuNDY2NwtOYW1lTWUuNDY2OAtOYW1lTWUuNDY2OQtOYW1lTWUuNDY3MAtOYW1lTWUuNDY3MQtOYW1lTWUuNDY3MgtOYW1lTWUuNDY3MwtOYW1lTWUuNDY3NAtOYW1lTWUuNDY3NQtOYW1lTWUuNDY3NgtOYW1lTWUuNDY3NwtOYW1lTWUuNDY3OAtOYW1lTWUuNDY3OQtOYW1lTWUuNDY4MAtOYW1lTWUuNDY4MQtOYW1lTWUuNDY4MgtOYW1lTWUuNDY4MwtOYW1lTWUuNDY4NAtOYW1lTWUuNDY4NQtOYW1lTWUuNDY4NgtOYW1lTWUuNDY4NwtOYW1lTWUuNDY4OAtOYW1lTWUuNDY4OQtOYW1lTWUuNDY5MAtOYW1lTWUuNDY5MQtOYW1lTWUuNDY5MgtOYW1lTWUuNDY5MwtOYW1lTWUuNDY5NAtOYW1lTWUuNDY5NQtOYW1lTWUuNDY5NgtOYW1lTWUuNDY5NwtOYW1lTWUuNDY5OAtOYW1lTWUuNDY5OQtOYW1lTWUuNDcwMAtOYW1lTWUuNDcwMQtOYW1lTWUuNDcwMgtOYW1lTWUuNDcwMwtOYW1lTWUuNDcwNAtOYW1lTWUuNDcwNQtOYW1lTWUuNDcwNgtOYW1lTWUuNDcwNwtOYW1lTWUuNDcwOAtOYW1lTWUuNDcwOQtOYW1lTWUuNDcxMAtOYW1lTWUuNDcxMQtOYW1lTWUuNDcxMgtOYW1lTWUuNDcxMwtOYW1lTWUuNDcxNAtOYW1lTWUuNDcxNQtOYW1lTWUuNDcxNgtOYW1lTWUuNDcxNwtOYW1lTWUuNDcxOAtOYW1lTWUuNDcxOQtOYW1lTWUuNDcyMAtOYW1lTWUuNDcyMQtOYW1lTWUuNDcyMgtOYW1lTWUuNDcyMwtOYW1lTWUuNDcyNAtOYW1lTWUuNDcyNQtOYW1lTWUuNDcyNgtOYW1lTWUuNDcyNwtOYW1lTWUuNDcyOAtOYW1lTWUuNDcyOQtOYW1lTWUuNDczMAtOYW1lTWUuNDczMQtOYW1lTWUuNDczMgtOYW1lTWUuNDczMwtOYW1lTWUuNDczNAtOYW1lTWUuNDczNQtOYW1lTWUuNDczNgtOYW1lTWUuNDczNwtOYW1lTWUuNDczOAtOYW1lTWUuNDczOQtOYW1lTWUuNDc0MAtOYW1lTWUuNDc0MQtOYW1lTWUuNDc0MgtOYW1lTWUuNDc0MwtOYW1lTWUuNDc0NAtOYW1lTWUuNDc0NQtOYW1lTWUuNDc0NgtOYW1lTWUuNDc0NwtOYW1lTWUuNDc0OAtOYW1lTWUuNDc0OQtOYW1lTWUuNDc1MAtOYW1lTWUuNDc1MQtOYW1lTWUuNDc1MgtOYW1lTWUuNDc1MwtOYW1lTWUuNDc1NAtOYW1lTWUuNDc1NQtOYW1lTWUuNDc1NgtOYW1lTWUuNDc1NwtOYW1lTWUuNDc1OAtOYW1lTWUuNDc1OQtOYW1lTWUuNDc2MAtOYW1lTWUuNDc2MQtOYW1lTWUuNDc2MgtOYW1lTWUuNDc2MwtOYW1lTWUuNDc2NAtOYW1lTWUuNDc2NQtOYW1lTWUuNDc2NgtOYW1lTWUuNDc2NwtOYW1lTWUuNDc2OAtOYW1lTWUuNDc2OQtOYW1lTWUuNDc3MAtOYW1lTWUuNDc3MQtOYW1lTWUuNDc3MgtOYW1lTWUuNDc3MwtOYW1lTWUuNDc3NAtOYW1lTWUuNDc3NQtOYW1lTWUuNDc3NgtOYW1lTWUuNDc3NwtOYW1lTWUuNDc3OAtOYW1lTWUuNDc3OQtOYW1lTWUuNDc4MAtOYW1lTWUuNDc4MQtOYW1lTWUuNDc4MgtOYW1lTWUuNDc4MwtOYW1lTWUuNDc4NAtOYW1lTWUuNDc4NQtOYW1lTWUuNDc4NgtOYW1lTWUuNDc4NwtOYW1lTWUuNDc4OAtOYW1lTWUuNDc4OQtOYW1lTWUuNDc5MAtOYW1lTWUuNDc5MQtOYW1lTWUuNDc5MgtOYW1lTWUuNDc5MwtOYW1lTWUuNDc5NAtOYW1lTWUuNDc5NQtOYW1lTWUuNDc5NgtOYW1lTWUuNDc5NwtOYW1lTWUuNDc5OAtOYW1lTWUuNDc5OQtOYW1lTWUuNDgwMAtOYW1lTWUuNDgwMQtOYW1lTWUuNDgwMgtOYW1lTWUuNDgwMwtOYW1lTWUuNDgwNAtOYW1lTWUuNDgwNQtOYW1lTWUuNDgwNgtOYW1lTWUuNDgwNwtOYW1lTWUuNDgwOAtOYW1lTWUuNDgwOQtOYW1lTWUuNDgxMAtOYW1lTWUuNDgxMQtOYW1lTWUuNDgxMgtOYW1lTWUuNDgxMwtOYW1lTWUuNDgxNAtOYW1lTWUuNDgxNQtOYW1lTWUuNDgxNgtOYW1lTWUuNDgxNwtOYW1lTWUuNDgxOAtOYW1lTWUuNDgxOQtOYW1lTWUuNDgyMAtOYW1lTWUuNDgyMQtOYW1lTWUuNDgyMgtOYW1lTWUuNDgyMwtOYW1lTWUuNDgyNAtOYW1lTWUuNDgyNQtOYW1lTWUuNDgyNgtOYW1lTWUuNDgyNwtOYW1lTWUuNDgyOAtOYW1lTWUuNDgyOQtOYW1lTWUuNDgzMAtOYW1lTWUuNDgzMQtOYW1lTWUuNDgzMgtOYW1lTWUuNDgzMwtOYW1lTWUuNDgzNAtOYW1lTWUuNDgzNQtOYW1lTWUuNDgzNgtOYW1lTWUuNDgzNwtOYW1lTWUuNDgzOAtOYW1lTWUuNDgzOQtOYW1lTWUuNDg0MAtOYW1lTWUuNDg0MQtOYW1lTWUuNDg0MgtOYW1lTWUuNDg0MwtOYW1lTWUuNDg0NAtOYW1lTWUuNDg0NQtOYW1lTWUuNDg0NgtOYW1lTWUuNDg0NwtOYW1lTWUuNDg0OAtOYW1lTWUuNDg0OQtOYW1lTWUuNDg1MAtOYW1lTWUuNDg1MQtOYW1lTWUuNDg1MgtOYW1lTWUuNDg1MwtOYW1lTWUuNDg1NAtOYW1lTWUuNDg1NQtOYW1lTWUuNDg1NgtOYW1lTWUuNDg1NwtOYW1lTWUuNDg1OAtOYW1lTWUuNDg1OQtOYW1lTWUuNDg2MAtOYW1lTWUuNDg2MQtOYW1lTWUuNDg2MgtOYW1lTWUuNDg2MwtOYW1lTWUuNDg2NAtOYW1lTWUuNDg2NQtOYW1lTWUuNDg2NgtOYW1lTWUuNDg2NwtOYW1lTWUuNDg2OAtOYW1lTWUuNDg2OQtOYW1lTWUuNDg3MAtOYW1lTWUuNDg3MQtOYW1lTWUuNDg3MgtOYW1lTWUuNDg3MwtOYW1lTWUuNDg3NAtOYW1lTWUuNDg3NQtOYW1lTWUuNDg3NgtOYW1lTWUuNDg3NwtOYW1lTWUuNDg3OAtOYW1lTWUuNDg3OQtOYW1lTWUuNDg4MAtOYW1lTWUuNDg4MQtOYW1lTWUuNDg4MgtOYW1lTWUuNDg4MwtOYW1lTWUuNDg4NAtOYW1lTWUuNDg4NQtOYW1lTWUuNDg4NgtOYW1lTWUuNDg4NwtOYW1lTWUuNDg4OAtOYW1lTWUuNDg4OQtOYW1lTWUuNDg5MAtOYW1lTWUuNDg5MQtOYW1lTWUuNDg5MgtOYW1lTWUuNDg5MwtOYW1lTWUuNDg5NAtOYW1lTWUuNDg5NQtOYW1lTWUuNDg5NgtOYW1lTWUuNDg5NwtOYW1lTWUuNDg5OAtOYW1lTWUuNDg5OQtOYW1lTWUuNDkwMAtOYW1lTWUuNDkwMQtOYW1lTWUuNDkwMgtOYW1lTWUuNDkwMwtOYW1lTWUuNDkwNAtOYW1lTWUuNDkwNQtOYW1lTWUuNDkwNgtOYW1lTWUuNDkwNwtOYW1lTWUuNDkwOAtOYW1lTWUuNDkwOQtOYW1lTWUuNDkxMAtOYW1lTWUuNDkxMQtOYW1lTWUuNDkxMgtOYW1lTWUuNDkxMwtOYW1lTWUuNDkxNAtOYW1lTWUuNDkxNQtOYW1lTWUuNDkxNgtOYW1lTWUuNDkxNwtOYW1lTWUuNDkxOAtOYW1lTWUuNDkxOQtOYW1lTWUuNDkyMAtOYW1lTWUuNDkyMQtOYW1lTWUuNDkyMgtOYW1lTWUuNDkyMwtOYW1lTWUuNDkyNAtOYW1lTWUuNDkyNQtOYW1lTWUuNDkyNgtOYW1lTWUuNDkyNwtOYW1lTWUuNDkyOAtOYW1lTWUuNDkyOQtOYW1lTWUuNDkzMAtOYW1lTWUuNDkzMQtOYW1lTWUuNDkzMgtOYW1lTWUuNDkzMwtOYW1lTWUuNDkzNAtOYW1lTWUuNDkzNQtOYW1lTWUuNDkzNgtOYW1lTWUuNDkzNwtOYW1lTWUuNDkzOAtOYW1lTWUuNDkzOQtOYW1lTWUuNDk0MAtOYW1lTWUuNDk0MQtOYW1lTWUuNDk0MgtOYW1lTWUuNDk0MwtOYW1lTWUuNDk0NAtOYW1lTWUuNDk0NQtOYW1lTWUuNDk0NgtOYW1lTWUuNDk0NwtOYW1lTWUuNDk0OAtOYW1lTWUuNDk0OQtOYW1lTWUuNDk1MAtOYW1lTWUuNDk1MQtOYW1lTWUuNDk1MgtOYW1lTWUuNDk1MwtOYW1lTWUuNDk1NAtOYW1lTWUuNDk1NQtOYW1lTWUuNDk1NgtOYW1lTWUuNDk1NwtOYW1lTWUuNDk1OAtOYW1lTWUuNDk1OQtOYW1lTWUuNDk2MAtOYW1lTWUuNDk2MQtOYW1lTWUuNDk2MgtOYW1lTWUuNDk2MwtOYW1lTWUuNDk2NAtOYW1lTWUuNDk2NQtOYW1lTWUuNDk2NgtOYW1lTWUuNDk2NwtOYW1lTWUuNDk2OAtOYW1lTWUuNDk2OQtOYW1lTWUuNDk3MAtOYW1lTWUuNDk3MQtOYW1lTWUuNDk3MgtOYW1lTWUuNDk3MwtOYW1lTWUuNDk3NAtOYW1lTWUuNDk3NQtOYW1lTWUuNDk3NgtOYW1lTWUuNDk3NwtOYW1lTWUuNDk3OAtOYW1lTWUuNDk3OQtOYW1lTWUuNDk4MAtOYW1lTWUuNDk4MQtOYW1lTWUuNDk4MgtOYW1lTWUuNDk4MwtOYW1lTWUuNDk4NAtOYW1lTWUuNDk4NQtOYW1lTWUuNDk4NgtOYW1lTWUuNDk4NwtOYW1lTWUuNDk4OAtOYW1lTWUuNDk4OQtOYW1lTWUuNDk5MAtOYW1lTWUuNDk5MQtOYW1lTWUuNDk5MgtOYW1lTWUuNDk5MwtOYW1lTWUuNDk5NAtOYW1lTWUuNDk5NQtOYW1lTWUuNDk5NgtOYW1lTWUuNDk5NwtOYW1lTWUuNDk5OAtOYW1lTWUuNDk5OQtOYW1lTWUuNTAwMAtOYW1lTWUuNTAwMQtOYW1lTWUuNTAwMgtOYW1lTWUuNTAwMwtOYW1lTWUuNTAwNAtOYW1lTWUuNTAwNQtOYW1lTWUuNTAwNgtOYW1lTWUuNTAwNwtOYW1lTWUuNTAwOAtOYW1lTWUuNTAwOQtOYW1lTWUuNTAxMAtOYW1lTWUuNTAxMQtOYW1lTWUuNTAxMgtOYW1lTWUuNTAxMwtOYW1lTWUuNTAxNAtOYW1lTWUuNTAxNQtOYW1lTWUuNTAxNgtOYW1lTWUuNTAxNwtOYW1lTWUuNTAxOAtOYW1lTWUuNTAxOQtOYW1lTWUuNTAyMAtOYW1lTWUuNTAyMQtOYW1lTWUuNTAyMgtOYW1lTWUuNTAyMwtOYW1lTWUuNTAyNAtOYW1lTWUuNTAyNQtOYW1lTWUuNTAyNgtOYW1lTWUuNTAyNwtOYW1lTWUuNTAyOAtOYW1lTWUuNTAyOQtOYW1lTWUuNTAzMAtOYW1lTWUuNTAzMQtOYW1lTWUuNTAzMgtOYW1lTWUuNTAzMwtOYW1lTWUuNTAzNAtOYW1lTWUuNTAzNQtOYW1lTWUuNTAzNgtOYW1lTWUuNTAzNwtOYW1lTWUuNTAzOAtOYW1lTWUuNTAzOQtOYW1lTWUuNTA0MAtOYW1lTWUuNTA0MQtOYW1lTWUuNTA0MgtOYW1lTWUuNTA0MwtOYW1lTWUuNTA0NAtOYW1lTWUuNTA0NQtOYW1lTWUuNTA0NgtOYW1lTWUuNTA0NwtOYW1lTWUuNTA0OAtOYW1lTWUuNTA0OQtOYW1lTWUuNTA1MAtOYW1lTWUuNTA1MQtOYW1lTWUuNTA1MgtOYW1lTWUuNTA1MwtOYW1lTWUuNTA1NAtOYW1lTWUuNTA1NQtOYW1lTWUuNTA1NgtOYW1lTWUuNTA1NwtOYW1lTWUuNTA1OAtOYW1lTWUuNTA1OQtOYW1lTWUuNTA2MAtOYW1lTWUuNTA2MQtOYW1lTWUuNTA2MgtOYW1lTWUuNTA2MwtOYW1lTWUuNTA2NAtOYW1lTWUuNTA2NQtOYW1lTWUuNTA2NgtOYW1lTWUuNTA2NwtOYW1lTWUuNTA2OAtOYW1lTWUuNTA2OQtOYW1lTWUuNTA3MAtOYW1lTWUuNTA3MQtOYW1lTWUuNTA3MgtOYW1lTWUuNTA3MwtOYW1lTWUuNTA3NAtOYW1lTWUuNTA3NQtOYW1lTWUuNTA3NgtOYW1lTWUuNTA3NwtOYW1lTWUuNTA3OAtOYW1lTWUuNTA3OQtOYW1lTWUuNTA4MAtOYW1lTWUuNTA4MQtOYW1lTWUuNTA4MgtOYW1lTWUuNTA4MwtOYW1lTWUuNTA4NAtOYW1lTWUuNTA4NQtOYW1lTWUuNTA4NgtOYW1lTWUuNTA4NwtOYW1lTWUuNTA4OAtOYW1lTWUuNTA4OQtOYW1lTWUuNTA5MAtOYW1lTWUuNTA5MQtOYW1lTWUuNTA5MgtOYW1lTWUuNTA5MwtOYW1lTWUuNTA5NAtOYW1lTWUuNTA5NQtOYW1lTWUuNTA5NgtOYW1lTWUuNTA5NwtOYW1lTWUuNTA5OAtOYW1lTWUuNTA5OQtOYW1lTWUuNTEwMAtOYW1lTWUuNTEwMQtOYW1lTWUuNTEwMgtOYW1lTWUuNTEwMwtOYW1lTWUuNTEwNAtOYW1lTWUuNTEwNQtOYW1lTWUuNTEwNgtOYW1lTWUuNTEwNwtOYW1lTWUuNTEwOAtOYW1lTWUuNTEwOQtOYW1lTWUuNTExMAtOYW1lTWUuNTExMQtOYW1lTWUuNTExMgtOYW1lTWUuNTExMwtOYW1lTWUuNTExNAtOYW1lTWUuNTExNQtOYW1lTWUuNTExNgtOYW1lTWUuNTExNwtOYW1lTWUuNTExOAtOYW1lTWUuNTExOQtOYW1lTWUuNTEyMAtOYW1lTWUuNTEyMQtOYW1lTWUuNTEyMgtOYW1lTWUuNTEyMwtOYW1lTWUuNTEyNAtOYW1lTWUuNTEyNQtOYW1lTWUuNTEyNgtOYW1lTWUuNTEyNwtOYW1lTWUuNTEyOAtOYW1lTWUuNTEyOQtOYW1lTWUuNTEzMAtOYW1lTWUuNTEzMQtOYW1lTWUuNTEzMgtOYW1lTWUuNTEzMwtOYW1lTWUuNTEzNAtOYW1lTWUuNTEzNQtOYW1lTWUuNTEzNgtOYW1lTWUuNTEzNwtOYW1lTWUuNTEzOAtOYW1lTWUuNTEzOQtOYW1lTWUuNTE0MAtOYW1lTWUuNTE0MQtOYW1lTWUuNTE0MgtOYW1lTWUuNTE0MwtOYW1lTWUuNTE0NAtOYW1lTWUuNTE0NQtOYW1lTWUuNTE0NgtOYW1lTWUuNTE0NwtOYW1lTWUuNTE0OAtOYW1lTWUuNTE0OQtOYW1lTWUuNTE1MAtOYW1lTWUuNTE1MQtOYW1lTWUuNTE1MgtOYW1lTWUuNTE1MwtOYW1lTWUuNTE1NAtOYW1lTWUuNTE1NQtOYW1lTWUuNTE1NgtOYW1lTWUuNTE1NwtOYW1lTWUuNTE1OAtOYW1lTWUuNTE1OQtOYW1lTWUuNTE2MAtOYW1lTWUuNTE2MQtOYW1lTWUuNTE2MgtOYW1lTWUuNTE2MwtOYW1lTWUuNTE2NAtOYW1lTWUuNTE2NQtOYW1lTWUuNTE2NgtOYW1lTWUuNTE2NwtOYW1lTWUuNTE2OAtOYW1lTWUuNTE2OQtOYW1lTWUuNTE3MAtOYW1lTWUuNTE3MQtOYW1lTWUuNTE3MgtOYW1lTWUuNTE3MwtOYW1lTWUuNTE3NAtOYW1lTWUuNTE3NQtOYW1lTWUuNTE3NgtOYW1lTWUuNTE3NwtOYW1lTWUuNTE3OAtOYW1lTWUuNTE3OQtOYW1lTWUuNTE4MAtOYW1lTWUuNTE4MQtOYW1lTWUuNTE4MgtOYW1lTWUuNTE4MwtOYW1lTWUuNTE4NAtOYW1lTWUuNTE4NQtOYW1lTWUuNTE4NgtOYW1lTWUuNTE4NwtOYW1lTWUuNTE4OAtOYW1lTWUuNTE4OQtOYW1lTWUuNTE5MAtOYW1lTWUuNTE5MQtOYW1lTWUuNTE5MgtOYW1lTWUuNTE5MwtOYW1lTWUuNTE5NAtOYW1lTWUuNTE5NQtOYW1lTWUuNTE5NgtOYW1lTWUuNTE5NwtOYW1lTWUuNTE5OAtOYW1lTWUuNTE5OQtOYW1lTWUuNTIwMAtOYW1lTWUuNTIwMQtOYW1lTWUuNTIwMgtOYW1lTWUuNTIwMwtOYW1lTWUuNTIwNAtOYW1lTWUuNTIwNQtOYW1lTWUuNTIwNgtOYW1lTWUuNTIwNwtOYW1lTWUuNTIwOAtOYW1lTWUuNTIwOQtOYW1lTWUuNTIxMAtOYW1lTWUuNTIxMQtOYW1lTWUuNTIxMgtOYW1lTWUuNTIxMwtOYW1lTWUuNTIxNAtOYW1lTWUuNTIxNQtOYW1lTWUuNTIxNgtOYW1lTWUuNTIxNwtOYW1lTWUuNTIxOAtOYW1lTWUuNTIxOQtOYW1lTWUuNTIyMAtOYW1lTWUuNTIyMQtOYW1lTWUuNTIyMgtOYW1lTWUuNTIyMwtOYW1lTWUuNTIyNAtOYW1lTWUuNTIyNQtOYW1lTWUuNTIyNgtOYW1lTWUuNTIyNwtOYW1lTWUuNTIyOAtOYW1lTWUuNTIyOQtOYW1lTWUuNTIzMAtOYW1lTWUuNTIzMQtOYW1lTWUuNTIzMgtOYW1lTWUuNTIzMwtOYW1lTWUuNTIzNAtOYW1lTWUuNTIzNQtOYW1lTWUuNTIzNgtOYW1lTWUuNTIzNwtOYW1lTWUuNTIzOAtOYW1lTWUuNTIzOQtOYW1lTWUuNTI0MAtOYW1lTWUuNTI0MQtOYW1lTWUuNTI0MgtOYW1lTWUuNTI0MwtOYW1lTWUuNTI0NAtOYW1lTWUuNTI0NQtOYW1lTWUuNTI0NgtOYW1lTWUuNTI0NwtOYW1lTWUuNTI0OAtOYW1lTWUuNTI0OQtOYW1lTWUuNTI1MAtOYW1lTWUuNTI1MQtOYW1lTWUuNTI1MgtOYW1lTWUuNTI1MwtOYW1lTWUuNTI1NAtOYW1lTWUuNTI1NQtOYW1lTWUuNTI1NgtOYW1lTWUuNTI1NwtOYW1lTWUuNTI1OAtOYW1lTWUuNTI1OQtOYW1lTWUuNTI2MAtOYW1lTWUuNTI2MQtOYW1lTWUuNTI2MgtOYW1lTWUuNTI2MwtOYW1lTWUuNTI2NAtOYW1lTWUuNTI2NQtOYW1lTWUuNTI2NgtOYW1lTWUuNTI2NwtOYW1lTWUuNTI2OAtOYW1lTWUuNTI2OQtOYW1lTWUuNTI3MAtOYW1lTWUuNTI3MQtOYW1lTWUuNTI3MgtOYW1lTWUuNTI3MwtOYW1lTWUuNTI3NAtOYW1lTWUuNTI3NQtOYW1lTWUuNTI3NgtOYW1lTWUuNTI3NwtOYW1lTWUuNTI3OAtOYW1lTWUuNTI3OQtOYW1lTWUuNTI4MAtOYW1lTWUuNTI4MQtOYW1lTWUuNTI4MgtOYW1lTWUuNTI4MwtOYW1lTWUuNTI4NAtOYW1lTWUuNTI4NQtOYW1lTWUuNTI4NgtOYW1lTWUuNTI4NwtOYW1lTWUuNTI4OAtOYW1lTWUuNTI4OQtOYW1lTWUuNTI5MAtOYW1lTWUuNTI5MQtOYW1lTWUuNTI5MgtOYW1lTWUuNTI5MwtOYW1lTWUuNTI5NAtOYW1lTWUuNTI5NQtOYW1lTWUuNTI5NgtOYW1lTWUuNTI5NwtOYW1lTWUuNTI5OAtOYW1lTWUuNTI5OQtOYW1lTWUuNTMwMAtOYW1lTWUuNTMwMQtOYW1lTWUuNTMwMgtOYW1lTWUuNTMwMwtOYW1lTWUuNTMwNAtOYW1lTWUuNTMwNQtOYW1lTWUuNTMwNgtOYW1lTWUuNTMwNwtOYW1lTWUuNTMwOAtOYW1lTWUuNTMwOQtOYW1lTWUuNTMxMAtOYW1lTWUuNTMxMQtOYW1lTWUuNTMxMgtOYW1lTWUuNTMxMwtOYW1lTWUuNTMxNAtOYW1lTWUuNTMxNQtOYW1lTWUuNTMxNgtOYW1lTWUuNTMxNwtOYW1lTWUuNTMxOAtOYW1lTWUuNTMxOQtOYW1lTWUuNTMyMAtOYW1lTWUuNTMyMQtOYW1lTWUuNTMyMgtOYW1lTWUuNTMyMwtOYW1lTWUuNTMyNAtOYW1lTWUuNTMyNQtOYW1lTWUuNTMyNgtOYW1lTWUuNTMyNwtOYW1lTWUuNTMyOAtOYW1lTWUuNTMyOQtOYW1lTWUuNTMzMAtOYW1lTWUuNTMzMQtOYW1lTWUuNTMzMgtOYW1lTWUuNTMzMwtOYW1lTWUuNTMzNAtOYW1lTWUuNTMzNQtOYW1lTWUuNTMzNgtOYW1lTWUuNTMzNwtOYW1lTWUuNTMzOAtOYW1lTWUuNTMzOQtOYW1lTWUuNTM0MAtOYW1lTWUuNTM0MQtOYW1lTWUuNTM0MgtOYW1lTWUuNTM0MwtOYW1lTWUuNTM0NAtOYW1lTWUuNTM0NQtOYW1lTWUuNTM0NgtOYW1lTWUuNTM0NwtOYW1lTWUuNTM0OAtOYW1lTWUuNTM0OQtOYW1lTWUuNTM1MAtOYW1lTWUuNTM1MQtOYW1lTWUuNTM1MgtOYW1lTWUuNTM1MwtOYW1lTWUuNTM1NAtOYW1lTWUuNTM1NQtOYW1lTWUuNTM1NgtOYW1lTWUuNTM1NwtOYW1lTWUuNTM1OAtOYW1lTWUuNTM1OQtOYW1lTWUuNTM2MAtOYW1lTWUuNTM2MQtOYW1lTWUuNTM2MgtOYW1lTWUuNTM2MwtOYW1lTWUuNTM2NAtOYW1lTWUuNTM2NQtOYW1lTWUuNTM2NgtOYW1lTWUuNTM2NwtOYW1lTWUuNTM2OAtOYW1lTWUuNTM2OQtOYW1lTWUuNTM3MAtOYW1lTWUuNTM3MQtOYW1lTWUuNTM3MgtOYW1lTWUuNTM3MwtOYW1lTWUuNTM3NAtOYW1lTWUuNTM3NQtOYW1lTWUuNTM3NgtOYW1lTWUuNTM3NwtOYW1lTWUuNTM3OAtOYW1lTWUuNTM3OQtOYW1lTWUuNTM4MAtOYW1lTWUuNTM4MQtOYW1lTWUuNTM4MgtOYW1lTWUuNTM4MwtOYW1lTWUuNTM4NAtOYW1lTWUuNTM4NQtOYW1lTWUuNTM4NgtOYW1lTWUuNTM4NwtOYW1lTWUuNTM4OAtOYW1lTWUuNTM4OQtOYW1lTWUuNTM5MAtOYW1lTWUuNTM5MQtOYW1lTWUuNTM5MgtOYW1lTWUuNTM5MwtOYW1lTWUuNTM5NAtOYW1lTWUuNTM5NQtOYW1lTWUuNTM5NgtOYW1lTWUuNTM5NwtOYW1lTWUuNTM5OAtOYW1lTWUuNTM5OQtOYW1lTWUuNTQwMAtOYW1lTWUuNTQwMQtOYW1lTWUuNTQwMgtOYW1lTWUuNTQwMwtOYW1lTWUuNTQwNAtOYW1lTWUuNTQwNQtOYW1lTWUuNTQwNgtOYW1lTWUuNTQwNwtOYW1lTWUuNTQwOAtOYW1lTWUuNTQwOQtOYW1lTWUuNTQxMAtOYW1lTWUuNTQxMQtOYW1lTWUuNTQxMgtOYW1lTWUuNTQxMwtOYW1lTWUuNTQxNAtOYW1lTWUuNTQxNQtOYW1lTWUuNTQxNgtOYW1lTWUuNTQxNwtOYW1lTWUuNTQxOAtOYW1lTWUuNTQxOQtOYW1lTWUuNTQyMAtOYW1lTWUuNTQyMQtOYW1lTWUuNTQyMgtOYW1lTWUuNTQyMwtOYW1lTWUuNTQyNAtOYW1lTWUuNTQyNQtOYW1lTWUuNTQyNgtOYW1lTWUuNTQyNwtOYW1lTWUuNTQyOAtOYW1lTWUuNTQyOQtOYW1lTWUuNTQzMAtOYW1lTWUuNTQzMQtOYW1lTWUuNTQzMgtOYW1lTWUuNTQzMwtOYW1lTWUuNTQzNAtOYW1lTWUuNTQzNQtOYW1lTWUuNTQzNgtOYW1lTWUuNTQzNwtOYW1lTWUuNTQzOAtOYW1lTWUuNTQzOQtOYW1lTWUuNTQ0MAtOYW1lTWUuNTQ0MQtOYW1lTWUuNTQ0MgtOYW1lTWUuNTQ0MwtOYW1lTWUuNTQ0NAtOYW1lTWUuNTQ0NQtOYW1lTWUuNTQ0NgtOYW1lTWUuNTQ0NwtOYW1lTWUuNTQ0OAtOYW1lTWUuNTQ0OQtOYW1lTWUuNTQ1MAtOYW1lTWUuNTQ1MQtOYW1lTWUuNTQ1MgtOYW1lTWUuNTQ1MwtOYW1lTWUuNTQ1NAtOYW1lTWUuNTQ1NQtOYW1lTWUuNTQ1NgtOYW1lTWUuNTQ1NwtOYW1lTWUuNTQ1OAtOYW1lTWUuNTQ1OQtOYW1lTWUuNTQ2MAtOYW1lTWUuNTQ2MQtOYW1lTWUuNTQ2MgtOYW1lTWUuNTQ2MwtOYW1lTWUuNTQ2NAtOYW1lTWUuNTQ2NQtOYW1lTWUuNTQ2NgtOYW1lTWUuNTQ2NwtOYW1lTWUuNTQ2OAtOYW1lTWUuNTQ2OQtOYW1lTWUuNTQ3MAtOYW1lTWUuNTQ3MQtOYW1lTWUuNTQ3MgtOYW1lTWUuNTQ3MwtOYW1lTWUuNTQ3NAtOYW1lTWUuNTQ3NQtOYW1lTWUuNTQ3NgtOYW1lTWUuNTQ3NwtOYW1lTWUuNTQ3OAtOYW1lTWUuNTQ3OQtOYW1lTWUuNTQ4MAtOYW1lTWUuNTQ4MQtOYW1lTWUuNTQ4MgtOYW1lTWUuNTQ4MwtOYW1lTWUuNTQ4NAtOYW1lTWUuNTQ4NQtOYW1lTWUuNTQ4NgtOYW1lTWUuNTQ4NwtOYW1lTWUuNTQ4OAtOYW1lTWUuNTQ4OQtOYW1lTWUuNTQ5MAtOYW1lTWUuNTQ5MQtOYW1lTWUuNTQ5MgtOYW1lTWUuNTQ5MwtOYW1lTWUuNTQ5NAtOYW1lTWUuNTQ5NQtOYW1lTWUuNTQ5NgtOYW1lTWUuNTQ5NwtOYW1lTWUuNTQ5OAtOYW1lTWUuNTQ5OQtOYW1lTWUuNTUwMAtOYW1lTWUuNTUwMQtOYW1lTWUuNTUwMgtOYW1lTWUuNTUwMwtOYW1lTWUuNTUwNAtOYW1lTWUuNTUwNQtOYW1lTWUuNTUwNgtOYW1lTWUuNTUwNwtOYW1lTWUuNTUwOAtOYW1lTWUuNTUwOQtOYW1lTWUuNTUxMAtOYW1lTWUuNTUxMQtOYW1lTWUuNTUxMgtOYW1lTWUuNTUxMwtOYW1lTWUuNTUxNAtOYW1lTWUuNTUxNQtOYW1lTWUuNTUxNgtOYW1lTWUuNTUxNwtOYW1lTWUuNTUxOAtOYW1lTWUuNTUxOQtOYW1lTWUuNTUyMAtOYW1lTWUuNTUyMQtOYW1lTWUuNTUyMgtOYW1lTWUuNTUyMwtOYW1lTWUuNTUyNAtOYW1lTWUuNTUyNQtOYW1lTWUuNTUyNgtOYW1lTWUuNTUyNwtOYW1lTWUuNTUyOAtOYW1lTWUuNTUyOQtOYW1lTWUuNTUzMAtOYW1lTWUuNTUzMQtOYW1lTWUuNTUzMgtOYW1lTWUuNTUzMwtOYW1lTWUuNTUzNAtOYW1lTWUuNTUzNQtOYW1lTWUuNTUzNgtOYW1lTWUuNTUzNwtOYW1lTWUuNTUzOAtOYW1lTWUuNTUzOQtOYW1lTWUuNTU0MAtOYW1lTWUuNTU0MQtOYW1lTWUuNTU0MgtOYW1lTWUuNTU0MwtOYW1lTWUuNTU0NAtOYW1lTWUuNTU0NQtOYW1lTWUuNTU0NgtOYW1lTWUuNTU0NwtOYW1lTWUuNTU0OAtOYW1lTWUuNTU0OQtOYW1lTWUuNTU1MAtOYW1lTWUuNTU1MQtOYW1lTWUuNTU1MgtOYW1lTWUuNTU1MwtOYW1lTWUuNTU1NAtOYW1lTWUuNTU1NQtOYW1lTWUuNTU1NgtOYW1lTWUuNTU1NwtOYW1lTWUuNTU1OAtOYW1lTWUuNTU1OQtOYW1lTWUuNTU2MAtOYW1lTWUuNTU2MQtOYW1lTWUuNTU2MgtOYW1lTWUuNTU2MwtOYW1lTWUuNTU2NAtOYW1lTWUuNTU2NQtOYW1lTWUuNTU2NgtOYW1lTWUuNTU2NwtOYW1lTWUuNTU2OAtOYW1lTWUuNTU2OQtOYW1lTWUuNTU3MAtOYW1lTWUuNTU3MQtOYW1lTWUuNTU3MgtOYW1lTWUuNTU3MwtOYW1lTWUuNTU3NAtOYW1lTWUuNTU3NQtOYW1lTWUuNTU3NgtOYW1lTWUuNTU3NwtOYW1lTWUuNTU3OAtOYW1lTWUuNTU3OQtOYW1lTWUuNTU4MAtOYW1lTWUuNTU4MQtOYW1lTWUuNTU4MgtOYW1lTWUuNTU4MwtOYW1lTWUuNTU4NAtOYW1lTWUuNTU4NQtOYW1lTWUuNTU4NgtOYW1lTWUuNTU4NwtOYW1lTWUuNTU4OAtOYW1lTWUuNTU4OQtOYW1lTWUuNTU5MAtOYW1lTWUuNTU5MQtOYW1lTWUuNTU5MgtOYW1lTWUuNTU5MwtOYW1lTWUuNTU5NAtOYW1lTWUuNTU5NQtOYW1lTWUuNTU5NgtOYW1lTWUuNTU5NwtOYW1lTWUuNTU5OAtOYW1lTWUuNTU5OQtOYW1lTWUuNTYwMAtOYW1lTWUuNTYwMQtOYW1lTWUuNTYwMgtOYW1lTWUuNTYwMwtOYW1lTWUuNTYwNAtOYW1lTWUuNTYwNQtOYW1lTWUuNTYwNgtOYW1lTWUuNTYwNwtOYW1lTWUuNTYwOAtOYW1lTWUuNTYwOQtOYW1lTWUuNTYxMAtOYW1lTWUuNTYxMQtOYW1lTWUuNTYxMgtOYW1lTWUuNTYxMwtOYW1lTWUuNTYxNAtOYW1lTWUuNTYxNQtOYW1lTWUuNTYxNgtOYW1lTWUuNTYxNwtOYW1lTWUuNTYxOAtOYW1lTWUuNTYxOQtOYW1lTWUuNTYyMAtOYW1lTWUuNTYyMQtOYW1lTWUuNTYyMgtOYW1lTWUuNTYyMwtOYW1lTWUuNTYyNAtOYW1lTWUuNTYyNQtOYW1lTWUuNTYyNgtOYW1lTWUuNTYyNwtOYW1lTWUuNTYyOAtOYW1lTWUuNTYyOQtOYW1lTWUuNTYzMAtOYW1lTWUuNTYzMQtOYW1lTWUuNTYzMgtOYW1lTWUuNTYzMwtOYW1lTWUuNTYzNAtOYW1lTWUuNTYzNQtOYW1lTWUuNTYzNgtOYW1lTWUuNTYzNwtOYW1lTWUuNTYzOAtOYW1lTWUuNTYzOQtOYW1lTWUuNTY0MAtOYW1lTWUuNTY0MQtOYW1lTWUuNTY0MgtOYW1lTWUuNTY0MwtOYW1lTWUuNTY0NAtOYW1lTWUuNTY0NQtOYW1lTWUuNTY0NgtOYW1lTWUuNTY0NwtOYW1lTWUuNTY0OAtOYW1lTWUuNTY0OQtOYW1lTWUuNTY1MAtOYW1lTWUuNTY1MQtOYW1lTWUuNTY1MgtOYW1lTWUuNTY1MwtOYW1lTWUuNTY1NAtOYW1lTWUuNTY1NQtOYW1lTWUuNTY1NgtOYW1lTWUuNTY1NwtOYW1lTWUuNTY1OAtOYW1lTWUuNTY1OQtOYW1lTWUuNTY2MAtOYW1lTWUuNTY2MQtOYW1lTWUuNTY2MgtOYW1lTWUuNTY2MwtOYW1lTWUuNTY2NAtOYW1lTWUuNTY2NQtOYW1lTWUuNTY2NgtOYW1lTWUuNTY2NwtOYW1lTWUuNTY2OAtOYW1lTWUuNTY2OQtOYW1lTWUuNTY3MAtOYW1lTWUuNTY3MQtOYW1lTWUuNTY3MgtOYW1lTWUuNTY3MwtOYW1lTWUuNTY3NAtOYW1lTWUuNTY3NQtOYW1lTWUuNTY3NgtOYW1lTWUuNTY3NwtOYW1lTWUuNTY3OAtOYW1lTWUuNTY3OQtOYW1lTWUuNTY4MAtOYW1lTWUuNTY4MQtOYW1lTWUuNTY4MgtOYW1lTWUuNTY4MwtOYW1lTWUuNTY4NAtOYW1lTWUuNTY4NQtOYW1lTWUuNTY4NgtOYW1lTWUuNTY4NwtOYW1lTWUuNTY4OAtOYW1lTWUuNTY4OQtOYW1lTWUuNTY5MAtOYW1lTWUuNTY5MQtOYW1lTWUuNTY5MgtOYW1lTWUuNTY5MwtOYW1lTWUuNTY5NAtOYW1lTWUuNTY5NQtOYW1lTWUuNTY5NgtOYW1lTWUuNTY5NwtOYW1lTWUuNTY5OAtOYW1lTWUuNTY5OQtOYW1lTWUuNTcwMAtOYW1lTWUuNTcwMQtOYW1lTWUuNTcwMgtOYW1lTWUuNTcwMwtOYW1lTWUuNTcwNAtOYW1lTWUuNTcwNQtOYW1lTWUuNTcwNgtOYW1lTWUuNTcwNwtOYW1lTWUuNTcwOAtOYW1lTWUuNTcwOQtOYW1lTWUuNTcxMAtOYW1lTWUuNTcxMQtOYW1lTWUuNTcxMgtOYW1lTWUuNTcxMwtOYW1lTWUuNTcxNAtOYW1lTWUuNTcxNQtOYW1lTWUuNTcxNgtOYW1lTWUuNTcxNwtOYW1lTWUuNTcxOAtOYW1lTWUuNTcxOQtOYW1lTWUuNTcyMAtOYW1lTWUuNTcyMQtOYW1lTWUuNTcyMgtOYW1lTWUuNTcyMwtOYW1lTWUuNTcyNAtOYW1lTWUuNTcyNQtOYW1lTWUuNTcyNgtOYW1lTWUuNTcyNwtOYW1lTWUuNTcyOAtOYW1lTWUuNTcyOQtOYW1lTWUuNTczMAtOYW1lTWUuNTczMQtOYW1lTWUuNTczMgtOYW1lTWUuNTczMwtOYW1lTWUuNTczNAtOYW1lTWUuNTczNQtOYW1lTWUuNTczNgtOYW1lTWUuNTczNwtOYW1lTWUuNTczOAtOYW1lTWUuNTczOQtOYW1lTWUuNTc0MAtOYW1lTWUuNTc0MQtOYW1lTWUuNTc0MgtOYW1lTWUuNTc0MwtOYW1lTWUuNTc0NAtOYW1lTWUuNTc0NQtOYW1lTWUuNTc0NgtOYW1lTWUuNTc0NwtOYW1lTWUuNTc0OAtOYW1lTWUuNTc0OQtOYW1lTWUuNTc1MAtOYW1lTWUuNTc1MQtOYW1lTWUuNTc1MgtOYW1lTWUuNTc1MwtOYW1lTWUuNTc1NAtOYW1lTWUuNTc1NQtOYW1lTWUuNTc1NgtOYW1lTWUuNTc1NwtOYW1lTWUuNTc1OAtOYW1lTWUuNTc1OQtOYW1lTWUuNTc2MAtOYW1lTWUuNTc2MQtOYW1lTWUuNTc2MgtOYW1lTWUuNTc2MwtOYW1lTWUuNTc2NAtOYW1lTWUuNTc2NQtOYW1lTWUuNTc2NgtOYW1lTWUuNTc2NwtOYW1lTWUuNTc2OAtOYW1lTWUuNTc2OQtOYW1lTWUuNTc3MAtOYW1lTWUuNTc3MQtOYW1lTWUuNTc3MgtOYW1lTWUuNTc3MwtOYW1lTWUuNTc3NAtOYW1lTWUuNTc3NQtOYW1lTWUuNTc3NgtOYW1lTWUuNTc3NwtOYW1lTWUuNTc3OAtOYW1lTWUuNTc3OQtOYW1lTWUuNTc4MAtOYW1lTWUuNTc4MQtOYW1lTWUuNTc4MgtOYW1lTWUuNTc4MwtOYW1lTWUuNTc4NAtOYW1lTWUuNTc4NQtOYW1lTWUuNTc4NgtOYW1lTWUuNTc4NwtOYW1lTWUuNTc4OAtOYW1lTWUuNTc4OQtOYW1lTWUuNTc5MAtOYW1lTWUuNTc5MQtOYW1lTWUuNTc5MgtOYW1lTWUuNTc5MwtOYW1lTWUuNTc5NAtOYW1lTWUuNTc5NQtOYW1lTWUuNTc5NgtOYW1lTWUuNTc5NwtOYW1lTWUuNTc5OAtOYW1lTWUuNTc5OQtOYW1lTWUuNTgwMAtOYW1lTWUuNTgwMQtOYW1lTWUuNTgwMgtOYW1lTWUuNTgwMwtOYW1lTWUuNTgwNAtOYW1lTWUuNTgwNQtOYW1lTWUuNTgwNgtOYW1lTWUuNTgwNwtOYW1lTWUuNTgwOAtOYW1lTWUuNTgwOQtOYW1lTWUuNTgxMAtOYW1lTWUuNTgxMQtOYW1lTWUuNTgxMgtOYW1lTWUuNTgxMwtOYW1lTWUuNTgxNAtOYW1lTWUuNTgxNQtOYW1lTWUuNTgxNgtOYW1lTWUuNTgxNwtOYW1lTWUuNTgxOAtOYW1lTWUuNTgxOQtOYW1lTWUuNTgyMAtOYW1lTWUuNTgyMQtOYW1lTWUuNTgyMgtOYW1lTWUuNTgyMwtOYW1lTWUuNTgyNAtOYW1lTWUuNTgyNQtOYW1lTWUuNTgyNgtOYW1lTWUuNTgyNwtOYW1lTWUuNTgyOAtOYW1lTWUuNTgyOQtOYW1lTWUuNTgzMAtOYW1lTWUuNTgzMQtOYW1lTWUuNTgzMgtOYW1lTWUuNTgzMwtOYW1lTWUuNTgzNAtOYW1lTWUuNTgzNQtOYW1lTWUuNTgzNgtOYW1lTWUuNTgzNwtOYW1lTWUuNTgzOAtOYW1lTWUuNTgzOQtOYW1lTWUuNTg0MAtOYW1lTWUuNTg0MQtOYW1lTWUuNTg0MgtOYW1lTWUuNTg0MwtOYW1lTWUuNTg0NAtOYW1lTWUuNTg0NQtOYW1lTWUuNTg0NgtOYW1lTWUuNTg0NwtOYW1lTWUuNTg0OAtOYW1lTWUuNTg0OQtOYW1lTWUuNTg1MAtOYW1lTWUuNTg1MQtOYW1lTWUuNTg1MgtOYW1lTWUuNTg1MwtOYW1lTWUuNTg1NAtOYW1lTWUuNTg1NQtOYW1lTWUuNTg1NgtOYW1lTWUuNTg1NwtOYW1lTWUuNTg1OAtOYW1lTWUuNTg1OQtOYW1lTWUuNTg2MAtOYW1lTWUuNTg2MQtOYW1lTWUuNTg2MgtOYW1lTWUuNTg2MwtOYW1lTWUuNTg2NAtOYW1lTWUuNTg2NQtOYW1lTWUuNTg2NgtOYW1lTWUuNTg2NwtOYW1lTWUuNTg2OAtOYW1lTWUuNTg2OQtOYW1lTWUuNTg3MAtOYW1lTWUuNTg3MQtOYW1lTWUuNTg3MgtOYW1lTWUuNTg3MwtOYW1lTWUuNTg3NAtOYW1lTWUuNTg3NQtOYW1lTWUuNTg3NgtOYW1lTWUuNTg3NwtOYW1lTWUuNTg3OAtOYW1lTWUuNTg3OQtOYW1lTWUuNTg4MAtOYW1lTWUuNTg4MQtOYW1lTWUuNTg4MgtOYW1lTWUuNTg4MwtOYW1lTWUuNTg4NAtOYW1lTWUuNTg4NQtOYW1lTWUuNTg4NgtOYW1lTWUuNTg4NwtOYW1lTWUuNTg4OAtOYW1lTWUuNTg4OQtOYW1lTWUuNTg5MAtOYW1lTWUuNTg5MQtOYW1lTWUuNTg5MgtOYW1lTWUuNTg5MwtOYW1lTWUuNTg5NAtOYW1lTWUuNTg5NQtOYW1lTWUuNTg5NgtOYW1lTWUuNTg5NwtOYW1lTWUuNTg5OAtOYW1lTWUuNTg5OQtOYW1lTWUuNTkwMAtOYW1lTWUuNTkwMQtOYW1lTWUuNTkwMgtOYW1lTWUuNTkwMwtOYW1lTWUuNTkwNAtOYW1lTWUuNTkwNQtOYW1lTWUuNTkwNgtOYW1lTWUuNTkwNwtOYW1lTWUuNTkwOAtOYW1lTWUuNTkwOQtOYW1lTWUuNTkxMAtOYW1lTWUuNTkxMQtOYW1lTWUuNTkxMgtOYW1lTWUuNTkxMwtOYW1lTWUuNTkxNAtOYW1lTWUuNTkxNQtOYW1lTWUuNTkxNgtOYW1lTWUuNTkxNwtOYW1lTWUuNTkxOAtOYW1lTWUuNTkxOQtOYW1lTWUuNTkyMAtOYW1lTWUuNTkyMQtOYW1lTWUuNTkyMgtOYW1lTWUuNTkyMwtOYW1lTWUuNTkyNAtOYW1lTWUuNTkyNQtOYW1lTWUuNTkyNgtOYW1lTWUuNTkyNwtOYW1lTWUuNTkyOAtOYW1lTWUuNTkyOQtOYW1lTWUuNTkzMAtOYW1lTWUuNTkzMQtOYW1lTWUuNTkzMgtOYW1lTWUuNTkzMwtOYW1lTWUuNTkzNAtOYW1lTWUuNTkzNQtOYW1lTWUuNTkzNgtOYW1lTWUuNTkzNwtOYW1lTWUuNTkzOAtOYW1lTWUuNTkzOQtOYW1lTWUuNTk0MAtOYW1lTWUuNTk0MQtOYW1lTWUuNTk0MgtOYW1lTWUuNTk0MwtOYW1lTWUuNTk0NAtOYW1lTWUuNTk0NQtOYW1lTWUuNTk0NgtOYW1lTWUuNTk0NwtOYW1lTWUuNTk0OAtOYW1lTWUuNTk0OQtOYW1lTWUuNTk1MAtOYW1lTWUuNTk1MQtOYW1lTWUuNTk1MgtOYW1lTWUuNTk1MwtOYW1lTWUuNTk1NAtOYW1lTWUuNTk1NQtOYW1lTWUuNTk1NgtOYW1lTWUuNTk1NwtOYW1lTWUuNTk1OAtOYW1lTWUuNTk1OQtOYW1lTWUuNTk2MAtOYW1lTWUuNTk2MQtOYW1lTWUuNTk2MgtOYW1lTWUuNTk2MwtOYW1lTWUuNTk2NAtOYW1lTWUuNTk2NQtOYW1lTWUuNTk2NgtOYW1lTWUuNTk2NwtOYW1lTWUuNTk2OAtOYW1lTWUuNTk2OQtOYW1lTWUuNTk3MAtOYW1lTWUuNTk3MQtOYW1lTWUuNTk3MgtOYW1lTWUuNTk3MwtOYW1lTWUuNTk3NAtOYW1lTWUuNTk3NQtOYW1lTWUuNTk3NgtOYW1lTWUuNTk3NwtOYW1lTWUuNTk3OAtOYW1lTWUuNTk3OQtOYW1lTWUuNTk4MAtOYW1lTWUuNTk4MQtOYW1lTWUuNTk4MgtOYW1lTWUuNTk4MwtOYW1lTWUuNTk4NAtOYW1lTWUuNTk4NQtOYW1lTWUuNTk4NgtOYW1lTWUuNTk4NwtOYW1lTWUuNTk4OAtOYW1lTWUuNTk4OQtOYW1lTWUuNTk5MAtOYW1lTWUuNTk5MQtOYW1lTWUuNTk5MgtOYW1lTWUuNTk5MwtOYW1lTWUuNTk5NAtOYW1lTWUuNTk5NQtOYW1lTWUuNTk5NgtOYW1lTWUuNTk5NwtOYW1lTWUuNTk5OAtOYW1lTWUuNTk5OQtOYW1lTWUuNjAwMAtOYW1lTWUuNjAwMQtOYW1lTWUuNjAwMgtOYW1lTWUuNjAwMwtOYW1lTWUuNjAwNAtOYW1lTWUuNjAwNQtOYW1lTWUuNjAwNgtOYW1lTWUuNjAwNwtOYW1lTWUuNjAwOAtOYW1lTWUuNjAwOQtOYW1lTWUuNjAxMAtOYW1lTWUuNjAxMQtOYW1lTWUuNjAxMgtOYW1lTWUuNjAxMwtOYW1lTWUuNjAxNAtOYW1lTWUuNjAxNQtOYW1lTWUuNjAxNgtOYW1lTWUuNjAxNwtOYW1lTWUuNjAxOAtOYW1lTWUuNjAxOQtOYW1lTWUuNjAyMAtOYW1lTWUuNjAyMQtOYW1lTWUuNjAyMgtOYW1lTWUuNjAyMwtOYW1lTWUuNjAyNAtOYW1lTWUuNjAyNQtOYW1lTWUuNjAyNgtOYW1lTWUuNjAyNwtOYW1lTWUuNjAyOAtOYW1lTWUuNjAyOQtOYW1lTWUuNjAzMAtOYW1lTWUuNjAzMQtOYW1lTWUuNjAzMgtOYW1lTWUuNjAzMwtOYW1lTWUuNjAzNAtOYW1lTWUuNjAzNQtOYW1lTWUuNjAzNgtOYW1lTWUuNjAzNwtOYW1lTWUuNjAzOAtOYW1lTWUuNjAzOQtOYW1lTWUuNjA0MAtOYW1lTWUuNjA0MQtOYW1lTWUuNjA0MgtOYW1lTWUuNjA0MwtOYW1lTWUuNjA0NAtOYW1lTWUuNjA0NQtOYW1lTWUuNjA0NgtOYW1lTWUuNjA0NwtOYW1lTWUuNjA0OAtOYW1lTWUuNjA0OQtOYW1lTWUuNjA1MAtOYW1lTWUuNjA1MQtOYW1lTWUuNjA1MgtOYW1lTWUuNjA1MwtOYW1lTWUuNjA1NAtOYW1lTWUuNjA1NQtOYW1lTWUuNjA1NgtOYW1lTWUuNjA1NwtOYW1lTWUuNjA1OAtOYW1lTWUuNjA1OQtOYW1lTWUuNjA2MAtOYW1lTWUuNjA2MQtOYW1lTWUuNjA2MgtOYW1lTWUuNjA2MwtOYW1lTWUuNjA2NAtOYW1lTWUuNjA2NQtOYW1lTWUuNjA2NgtOYW1lTWUuNjA2NwtOYW1lTWUuNjA2OAtOYW1lTWUuNjA2OQtOYW1lTWUuNjA3MAtOYW1lTWUuNjA3MQtOYW1lTWUuNjA3MgtOYW1lTWUuNjA3MwtOYW1lTWUuNjA3NAtOYW1lTWUuNjA3NQtOYW1lTWUuNjA3NgtOYW1lTWUuNjA3NwtOYW1lTWUuNjA3OAtOYW1lTWUuNjA3OQtOYW1lTWUuNjA4MAtOYW1lTWUuNjA4MQtOYW1lTWUuNjA4MgtOYW1lTWUuNjA4MwtOYW1lTWUuNjA4NAtOYW1lTWUuNjA4NQtOYW1lTWUuNjA4NgtOYW1lTWUuNjA4NwtOYW1lTWUuNjA4OAtOYW1lTWUuNjA4OQtOYW1lTWUuNjA5MAtOYW1lTWUuNjA5MQtOYW1lTWUuNjA5MgtOYW1lTWUuNjA5MwtOYW1lTWUuNjA5NAtOYW1lTWUuNjA5NQtOYW1lTWUuNjA5NgtOYW1lTWUuNjA5NwtOYW1lTWUuNjA5OAtOYW1lTWUuNjA5OQtOYW1lTWUuNjEwMAtOYW1lTWUuNjEwMQtOYW1lTWUuNjEwMgtOYW1lTWUuNjEwMwtOYW1lTWUuNjEwNAtOYW1lTWUuNjEwNQtOYW1lTWUuNjEwNgtOYW1lTWUuNjEwNwtOYW1lTWUuNjEwOAtOYW1lTWUuNjEwOQtOYW1lTWUuNjExMAtOYW1lTWUuNjExMQtOYW1lTWUuNjExMgtOYW1lTWUuNjExMwtOYW1lTWUuNjExNAtOYW1lTWUuNjExNQtOYW1lTWUuNjExNgtOYW1lTWUuNjExNwtOYW1lTWUuNjExOAtOYW1lTWUuNjExOQtOYW1lTWUuNjEyMAtOYW1lTWUuNjEyMQtOYW1lTWUuNjEyMgtOYW1lTWUuNjEyMwtOYW1lTWUuNjEyNAtOYW1lTWUuNjEyNQtOYW1lTWUuNjEyNgtOYW1lTWUuNjEyNwtOYW1lTWUuNjEyOAtOYW1lTWUuNjEyOQtOYW1lTWUuNjEzMAtOYW1lTWUuNjEzMQtOYW1lTWUuNjEzMgtOYW1lTWUuNjEzMwtOYW1lTWUuNjEzNAtOYW1lTWUuNjEzNQtOYW1lTWUuNjEzNgtOYW1lTWUuNjEzNwtOYW1lTWUuNjEzOAtOYW1lTWUuNjEzOQtOYW1lTWUuNjE0MAtOYW1lTWUuNjE0MQtOYW1lTWUuNjE0MgtOYW1lTWUuNjE0MwtOYW1lTWUuNjE0NAtOYW1lTWUuNjE0NQtOYW1lTWUuNjE0NgtOYW1lTWUuNjE0NwtOYW1lTWUuNjE0OAtOYW1lTWUuNjE0OQtOYW1lTWUuNjE1MAtOYW1lTWUuNjE1MQtOYW1lTWUuNjE1MgtOYW1lTWUuNjE1MwtOYW1lTWUuNjE1NAtOYW1lTWUuNjE1NQtOYW1lTWUuNjE1NgtOYW1lTWUuNjE1NwtOYW1lTWUuNjE1OAtOYW1lTWUuNjE1OQtOYW1lTWUuNjE2MAtOYW1lTWUuNjE2MQtOYW1lTWUuNjE2MgtOYW1lTWUuNjE2MwtOYW1lTWUuNjE2NAtOYW1lTWUuNjE2NQtOYW1lTWUuNjE2NgtOYW1lTWUuNjE2NwtOYW1lTWUuNjE2OAtOYW1lTWUuNjE2OQtOYW1lTWUuNjE3MAtOYW1lTWUuNjE3MQtOYW1lTWUuNjE3MgtOYW1lTWUuNjE3MwtOYW1lTWUuNjE3NAtOYW1lTWUuNjE3NQtOYW1lTWUuNjE3NgtOYW1lTWUuNjE3NwtOYW1lTWUuNjE3OAtOYW1lTWUuNjE3OQtOYW1lTWUuNjE4MAtOYW1lTWUuNjE4MQtOYW1lTWUuNjE4MgtOYW1lTWUuNjE4MwtOYW1lTWUuNjE4NAtOYW1lTWUuNjE4NQtOYW1lTWUuNjE4NgtOYW1lTWUuNjE4NwtOYW1lTWUuNjE4OAtOYW1lTWUuNjE4OQtOYW1lTWUuNjE5MAtOYW1lTWUuNjE5MQtOYW1lTWUuNjE5MgtOYW1lTWUuNjE5MwtOYW1lTWUuNjE5NAtOYW1lTWUuNjE5NQtOYW1lTWUuNjE5NgtOYW1lTWUuNjE5NwtOYW1lTWUuNjE5OAtOYW1lTWUuNjE5OQtOYW1lTWUuNjIwMAtOYW1lTWUuNjIwMQtOYW1lTWUuNjIwMgtOYW1lTWUuNjIwMwtOYW1lTWUuNjIwNAtOYW1lTWUuNjIwNQtOYW1lTWUuNjIwNgtOYW1lTWUuNjIwNwtOYW1lTWUuNjIwOAtOYW1lTWUuNjIwOQtOYW1lTWUuNjIxMAtOYW1lTWUuNjIxMQtOYW1lTWUuNjIxMgtOYW1lTWUuNjIxMwtOYW1lTWUuNjIxNAtOYW1lTWUuNjIxNQtOYW1lTWUuNjIxNgtOYW1lTWUuNjIxNwtOYW1lTWUuNjIxOAtOYW1lTWUuNjIxOQtOYW1lTWUuNjIyMAtOYW1lTWUuNjIyMQtOYW1lTWUuNjIyMgtOYW1lTWUuNjIyMwtOYW1lTWUuNjIyNAtOYW1lTWUuNjIyNQtOYW1lTWUuNjIyNgtOYW1lTWUuNjIyNwtOYW1lTWUuNjIyOAtOYW1lTWUuNjIyOQtOYW1lTWUuNjIzMAtOYW1lTWUuNjIzMQtOYW1lTWUuNjIzMgtOYW1lTWUuNjIzMwtOYW1lTWUuNjIzNAtOYW1lTWUuNjIzNQtOYW1lTWUuNjIzNgtOYW1lTWUuNjIzNwtOYW1lTWUuNjIzOAtOYW1lTWUuNjIzOQtOYW1lTWUuNjI0MAtOYW1lTWUuNjI0MQtOYW1lTWUuNjI0MgtOYW1lTWUuNjI0MwtOYW1lTWUuNjI0NAtOYW1lTWUuNjI0NQtOYW1lTWUuNjI0NgtOYW1lTWUuNjI0NwtOYW1lTWUuNjI0OAtOYW1lTWUuNjI0OQtOYW1lTWUuNjI1MAtOYW1lTWUuNjI1MQtOYW1lTWUuNjI1MgtOYW1lTWUuNjI1MwtOYW1lTWUuNjI1NAtOYW1lTWUuNjI1NQtOYW1lTWUuNjI1NgtOYW1lTWUuNjI1NwtOYW1lTWUuNjI1OAtOYW1lTWUuNjI1OQtOYW1lTWUuNjI2MAtOYW1lTWUuNjI2MQtOYW1lTWUuNjI2MgtOYW1lTWUuNjI2MwtOYW1lTWUuNjI2NAtOYW1lTWUuNjI2NQtOYW1lTWUuNjI2NgtOYW1lTWUuNjI2NwtOYW1lTWUuNjI2OAtOYW1lTWUuNjI2OQtOYW1lTWUuNjI3MAtOYW1lTWUuNjI3MQtOYW1lTWUuNjI3MgtOYW1lTWUuNjI3MwtOYW1lTWUuNjI3NAtOYW1lTWUuNjI3NQtOYW1lTWUuNjI3NgtOYW1lTWUuNjI3NwtOYW1lTWUuNjI3OAtOYW1lTWUuNjI3OQtOYW1lTWUuNjI4MAtOYW1lTWUuNjI4MQtOYW1lTWUuNjI4MgtOYW1lTWUuNjI4MwtOYW1lTWUuNjI4NAtOYW1lTWUuNjI4NQtOYW1lTWUuNjI4NgtOYW1lTWUuNjI4NwtOYW1lTWUuNjI4OAtOYW1lTWUuNjI4OQtOYW1lTWUuNjI5MAtOYW1lTWUuNjI5MQtOYW1lTWUuNjI5MgtOYW1lTWUuNjI5MwtOYW1lTWUuNjI5NAtOYW1lTWUuNjI5NQtOYW1lTWUuNjI5NgtOYW1lTWUuNjI5NwtOYW1lTWUuNjI5OAtOYW1lTWUuNjI5OQtOYW1lTWUuNjMwMAtOYW1lTWUuNjMwMQtOYW1lTWUuNjMwMgtOYW1lTWUuNjMwMwtOYW1lTWUuNjMwNAtOYW1lTWUuNjMwNQtOYW1lTWUuNjMwNgtOYW1lTWUuNjMwNwtOYW1lTWUuNjMwOAtOYW1lTWUuNjMwOQtOYW1lTWUuNjMxMAtOYW1lTWUuNjMxMQtOYW1lTWUuNjMxMgtOYW1lTWUuNjMxMwtOYW1lTWUuNjMxNAtOYW1lTWUuNjMxNQtOYW1lTWUuNjMxNgtOYW1lTWUuNjMxNwtOYW1lTWUuNjMxOAtOYW1lTWUuNjMxOQtOYW1lTWUuNjMyMAtOYW1lTWUuNjMyMQtOYW1lTWUuNjMyMgtOYW1lTWUuNjMyMwtOYW1lTWUuNjMyNAtOYW1lTWUuNjMyNQtOYW1lTWUuNjMyNgtOYW1lTWUuNjMyNwtOYW1lTWUuNjMyOAtOYW1lTWUuNjMyOQtOYW1lTWUuNjMzMAtOYW1lTWUuNjMzMQtOYW1lTWUuNjMzMgtOYW1lTWUuNjMzMwtOYW1lTWUuNjMzNAtOYW1lTWUuNjMzNQtOYW1lTWUuNjMzNgtOYW1lTWUuNjMzNwtOYW1lTWUuNjMzOAtOYW1lTWUuNjMzOQtOYW1lTWUuNjM0MAtOYW1lTWUuNjM0MQtOYW1lTWUuNjM0MgtOYW1lTWUuNjM0MwtOYW1lTWUuNjM0NAtOYW1lTWUuNjM0NQtOYW1lTWUuNjM0NgtOYW1lTWUuNjM0NwtOYW1lTWUuNjM0OAtOYW1lTWUuNjM0OQtOYW1lTWUuNjM1MAtOYW1lTWUuNjM1MQtOYW1lTWUuNjM1MgtOYW1lTWUuNjM1MwtOYW1lTWUuNjM1NAtOYW1lTWUuNjM1NQtOYW1lTWUuNjM1NgtOYW1lTWUuNjM1NwtOYW1lTWUuNjM1OAtOYW1lTWUuNjM1OQtOYW1lTWUuNjM2MAtOYW1lTWUuNjM2MQtOYW1lTWUuNjM2MgtOYW1lTWUuNjM2MwtOYW1lTWUuNjM2NAtOYW1lTWUuNjM2NQtOYW1lTWUuNjM2NgtOYW1lTWUuNjM2NwtOYW1lTWUuNjM2OAtOYW1lTWUuNjM2OQtOYW1lTWUuNjM3MAtOYW1lTWUuNjM3MQtOYW1lTWUuNjM3MgtOYW1lTWUuNjM3MwtOYW1lTWUuNjM3NAtOYW1lTWUuNjM3NQtOYW1lTWUuNjM3NgtOYW1lTWUuNjM3NwtOYW1lTWUuNjM3OAtOYW1lTWUuNjM3OQtOYW1lTWUuNjM4MAtOYW1lTWUuNjM4MQtOYW1lTWUuNjM4MgtOYW1lTWUuNjM4MwtOYW1lTWUuNjM4NAtOYW1lTWUuNjM4NQtOYW1lTWUuNjM4NgtOYW1lTWUuNjM4NwtOYW1lTWUuNjM4OAtOYW1lTWUuNjM4OQtOYW1lTWUuNjM5MAtOYW1lTWUuNjM5MQtOYW1lTWUuNjM5MgtOYW1lTWUuNjM5MwtOYW1lTWUuNjM5NAtOYW1lTWUuNjM5NQtOYW1lTWUuNjM5NgtOYW1lTWUuNjM5NwtOYW1lTWUuNjM5OAtOYW1lTWUuNjM5OQtOYW1lTWUuNjQwMAtOYW1lTWUuNjQwMQtOYW1lTWUuNjQwMgtOYW1lTWUuNjQwMwtOYW1lTWUuNjQwNAtOYW1lTWUuNjQwNQtOYW1lTWUuNjQwNgtOYW1lTWUuNjQwNwtOYW1lTWUuNjQwOAtOYW1lTWUuNjQwOQtOYW1lTWUuNjQxMAtOYW1lTWUuNjQxMQtOYW1lTWUuNjQxMgtOYW1lTWUuNjQxMwtOYW1lTWUuNjQxNAtOYW1lTWUuNjQxNQtOYW1lTWUuNjQxNgtOYW1lTWUuNjQxNwtOYW1lTWUuNjQxOAtOYW1lTWUuNjQxOQtOYW1lTWUuNjQyMAtOYW1lTWUuNjQyMQtOYW1lTWUuNjQyMgtOYW1lTWUuNjQyMwtOYW1lTWUuNjQyNAtOYW1lTWUuNjQyNQtOYW1lTWUuNjQyNgtOYW1lTWUuNjQyNwtOYW1lTWUuNjQyOAtOYW1lTWUuNjQyOQtOYW1lTWUuNjQzMAtOYW1lTWUuNjQzMQtOYW1lTWUuNjQzMgtOYW1lTWUuNjQzMwtOYW1lTWUuNjQzNAtOYW1lTWUuNjQzNQtOYW1lTWUuNjQzNgtOYW1lTWUuNjQzNwtOYW1lTWUuNjQzOAtOYW1lTWUuNjQzOQtOYW1lTWUuNjQ0MAtOYW1lTWUuNjQ0MQtOYW1lTWUuNjQ0MgtOYW1lTWUuNjQ0MwtOYW1lTWUuNjQ0NAtOYW1lTWUuNjQ0NQtOYW1lTWUuNjQ0NgtOYW1lTWUuNjQ0NwtOYW1lTWUuNjQ0OAtOYW1lTWUuNjQ0OQtOYW1lTWUuNjQ1MAtOYW1lTWUuNjQ1MQtOYW1lTWUuNjQ1MgtOYW1lTWUuNjQ1MwtOYW1lTWUuNjQ1NAtOYW1lTWUuNjQ1NQtOYW1lTWUuNjQ1NgtOYW1lTWUuNjQ1NwtOYW1lTWUuNjQ1OAtOYW1lTWUuNjQ1OQtOYW1lTWUuNjQ2MAtOYW1lTWUuNjQ2MQtOYW1lTWUuNjQ2MgtOYW1lTWUuNjQ2MwtOYW1lTWUuNjQ2NAtOYW1lTWUuNjQ2NQtOYW1lTWUuNjQ2NgtOYW1lTWUuNjQ2NwtOYW1lTWUuNjQ2OAtOYW1lTWUuNjQ2OQtOYW1lTWUuNjQ3MAtOYW1lTWUuNjQ3MQtOYW1lTWUuNjQ3MgtOYW1lTWUuNjQ3MwtOYW1lTWUuNjQ3NAtOYW1lTWUuNjQ3NQtOYW1lTWUuNjQ3NgtOYW1lTWUuNjQ3NwtOYW1lTWUuNjQ3OAtOYW1lTWUuNjQ3OQtOYW1lTWUuNjQ4MAtOYW1lTWUuNjQ4MQtOYW1lTWUuNjQ4MgtOYW1lTWUuNjQ4MwtOYW1lTWUuNjQ4NAtOYW1lTWUuNjQ4NQtOYW1lTWUuNjQ4NgtOYW1lTWUuNjQ4NwtOYW1lTWUuNjQ4OAtOYW1lTWUuNjQ4OQtOYW1lTWUuNjQ5MAtOYW1lTWUuNjQ5MQtOYW1lTWUuNjQ5MgtOYW1lTWUuNjQ5MwtOYW1lTWUuNjQ5NAtOYW1lTWUuNjQ5NQtOYW1lTWUuNjQ5NgtOYW1lTWUuNjQ5NwtOYW1lTWUuNjQ5OAtOYW1lTWUuNjQ5OQtOYW1lTWUuNjUwMAtOYW1lTWUuNjUwMQtOYW1lTWUuNjUwMgtOYW1lTWUuNjUwMwtOYW1lTWUuNjUwNAtOYW1lTWUuNjUwNQtOYW1lTWUuNjUwNgtOYW1lTWUuNjUwNwtOYW1lTWUuNjUwOAtOYW1lTWUuNjUwOQtOYW1lTWUuNjUxMAtOYW1lTWUuNjUxMQtOYW1lTWUuNjUxMgtOYW1lTWUuNjUxMwtOYW1lTWUuNjUxNAtOYW1lTWUuNjUxNQtOYW1lTWUuNjUxNgtOYW1lTWUuNjUxNwtOYW1lTWUuNjUxOAtOYW1lTWUuNjUxOQtOYW1lTWUuNjUyMAtOYW1lTWUuNjUyMQtOYW1lTWUuNjUyMgtOYW1lTWUuNjUyMwtOYW1lTWUuNjUyNAtOYW1lTWUuNjUyNQtOYW1lTWUuNjUyNgtOYW1lTWUuNjUyNwtOYW1lTWUuNjUyOAtOYW1lTWUuNjUyOQtOYW1lTWUuNjUzMAtOYW1lTWUuNjUzMQtOYW1lTWUuNjUzMgtOYW1lTWUuNjUzMwtOYW1lTWUuNjUzNAtOYW1lTWUuNjUzNQtOYW1lTWUuNjUzNgtOYW1lTWUuNjUzNwtOYW1lTWUuNjUzOAtOYW1lTWUuNjUzOQtOYW1lTWUuNjU0MAtOYW1lTWUuNjU0MQtOYW1lTWUuNjU0MgtOYW1lTWUuNjU0MwtOYW1lTWUuNjU0NAtOYW1lTWUuNjU0NQtOYW1lTWUuNjU0NgtOYW1lTWUuNjU0NwtOYW1lTWUuNjU0OAtOYW1lTWUuNjU0OQtOYW1lTWUuNjU1MAtOYW1lTWUuNjU1MQtOYW1lTWUuNjU1MgtOYW1lTWUuNjU1MwtOYW1lTWUuNjU1NAtOYW1lTWUuNjU1NQtOYW1lTWUuNjU1NgtOYW1lTWUuNjU1NwtOYW1lTWUuNjU1OAtOYW1lTWUuNjU1OQtOYW1lTWUuNjU2MAtOYW1lTWUuNjU2MQtOYW1lTWUuNjU2MgtOYW1lTWUuNjU2MwtOYW1lTWUuNjU2NAtOYW1lTWUuNjU2NQtOYW1lTWUuNjU2NgtOYW1lTWUuNjU2NwtOYW1lTWUuNjU2OAtOYW1lTWUuNjU2OQtOYW1lTWUuNjU3MAtOYW1lTWUuNjU3MQtOYW1lTWUuNjU3MgtOYW1lTWUuNjU3MwtOYW1lTWUuNjU3NAtOYW1lTWUuNjU3NQtOYW1lTWUuNjU3NgtOYW1lTWUuNjU3NwtOYW1lTWUuNjU3OAtOYW1lTWUuNjU3OQtOYW1lTWUuNjU4MAtOYW1lTWUuNjU4MQtOYW1lTWUuNjU4MgtOYW1lTWUuNjU4MwtOYW1lTWUuNjU4NAtOYW1lTWUuNjU4NQtOYW1lTWUuNjU4NgtOYW1lTWUuNjU4NwtOYW1lTWUuNjU4OAtOYW1lTWUuNjU4OQtOYW1lTWUuNjU5MAtOYW1lTWUuNjU5MQtOYW1lTWUuNjU5MgtOYW1lTWUuNjU5MwtOYW1lTWUuNjU5NAtOYW1lTWUuNjU5NQtOYW1lTWUuNjU5NgtOYW1lTWUuNjU5NwtOYW1lTWUuNjU5OAtOYW1lTWUuNjU5OQtOYW1lTWUuNjYwMAtOYW1lTWUuNjYwMQtOYW1lTWUuNjYwMgtOYW1lTWUuNjYwMwtOYW1lTWUuNjYwNAtOYW1lTWUuNjYwNQtOYW1lTWUuNjYwNgtOYW1lTWUuNjYwNwtOYW1lTWUuNjYwOAtOYW1lTWUuNjYwOQtOYW1lTWUuNjYxMAtOYW1lTWUuNjYxMQtOYW1lTWUuNjYxMgtOYW1lTWUuNjYxMwtOYW1lTWUuNjYxNAtOYW1lTWUuNjYxNQtOYW1lTWUuNjYxNgtOYW1lTWUuNjYxNwtOYW1lTWUuNjYxOAtOYW1lTWUuNjYxOQtOYW1lTWUuNjYyMAtOYW1lTWUuNjYyMQtOYW1lTWUuNjYyMgtOYW1lTWUuNjYyMwtOYW1lTWUuNjYyNAtOYW1lTWUuNjYyNQtOYW1lTWUuNjYyNgtOYW1lTWUuNjYyNwtOYW1lTWUuNjYyOAtOYW1lTWUuNjYyOQtOYW1lTWUuNjYzMAtOYW1lTWUuNjYzMQtOYW1lTWUuNjYzMgtOYW1lTWUuNjYzMwtOYW1lTWUuNjYzNAtOYW1lTWUuNjYzNQtOYW1lTWUuNjYzNgtOYW1lTWUuNjYzNwtOYW1lTWUuNjYzOAtOYW1lTWUuNjYzOQtOYW1lTWUuNjY0MAtOYW1lTWUuNjY0MQtOYW1lTWUuNjY0MgtOYW1lTWUuNjY0MwtOYW1lTWUuNjY0NAtOYW1lTWUuNjY0NQtOYW1lTWUuNjY0NgtOYW1lTWUuNjY0NwtOYW1lTWUuNjY0OAtOYW1lTWUuNjY0OQtOYW1lTWUuNjY1MAtOYW1lTWUuNjY1MQtOYW1lTWUuNjY1MgtOYW1lTWUuNjY1MwtOYW1lTWUuNjY1NAtOYW1lTWUuNjY1NQtOYW1lTWUuNjY1NgtOYW1lTWUuNjY1NwtOYW1lTWUuNjY1OAtOYW1lTWUuNjY1OQtOYW1lTWUuNjY2MAtOYW1lTWUuNjY2MQtOYW1lTWUuNjY2MgtOYW1lTWUuNjY2MwtOYW1lTWUuNjY2NAtOYW1lTWUuNjY2NQtOYW1lTWUuNjY2NgtOYW1lTWUuNjY2NwtOYW1lTWUuNjY2OAtOYW1lTWUuNjY2OQtOYW1lTWUuNjY3MAtOYW1lTWUuNjY3MQtOYW1lTWUuNjY3MgtOYW1lTWUuNjY3MwtOYW1lTWUuNjY3NAtOYW1lTWUuNjY3NQtOYW1lTWUuNjY3NgtOYW1lTWUuNjY3NwtOYW1lTWUuNjY3OAtOYW1lTWUuNjY3OQtOYW1lTWUuNjY4MAtOYW1lTWUuNjY4MQtOYW1lTWUuNjY4MgtOYW1lTWUuNjY4MwtOYW1lTWUuNjY4NAtOYW1lTWUuNjY4NQtOYW1lTWUuNjY4NgtOYW1lTWUuNjY4NwtOYW1lTWUuNjY4OAtOYW1lTWUuNjY4OQtOYW1lTWUuNjY5MAtOYW1lTWUuNjY5MQtOYW1lTWUuNjY5MgtOYW1lTWUuNjY5MwtOYW1lTWUuNjY5NAtOYW1lTWUuNjY5NQtOYW1lTWUuNjY5NgtOYW1lTWUuNjY5NwtOYW1lTWUuNjY5OAtOYW1lTWUuNjY5OQtOYW1lTWUuNjcwMAtOYW1lTWUuNjcwMQtOYW1lTWUuNjcwMgtOYW1lTWUuNjcwMwtOYW1lTWUuNjcwNAtOYW1lTWUuNjcwNQtOYW1lTWUuNjcwNgtOYW1lTWUuNjcwNwtOYW1lTWUuNjcwOAtOYW1lTWUuNjcwOQtOYW1lTWUuNjcxMAtOYW1lTWUuNjcxMQtOYW1lTWUuNjcxMgtOYW1lTWUuNjcxMwtOYW1lTWUuNjcxNAtOYW1lTWUuNjcxNQtOYW1lTWUuNjcxNgtOYW1lTWUuNjcxNwtOYW1lTWUuNjcxOAtOYW1lTWUuNjcxOQtOYW1lTWUuNjcyMAtOYW1lTWUuNjcyMQtOYW1lTWUuNjcyMgtOYW1lTWUuNjcyMwtOYW1lTWUuNjcyNAtOYW1lTWUuNjcyNQtOYW1lTWUuNjcyNgtOYW1lTWUuNjcyNwtOYW1lTWUuNjcyOAtOYW1lTWUuNjcyOQtOYW1lTWUuNjczMAtOYW1lTWUuNjczMQtOYW1lTWUuNjczMgtOYW1lTWUuNjczMwtOYW1lTWUuNjczNAtOYW1lTWUuNjczNQtOYW1lTWUuNjczNgtOYW1lTWUuNjczNwtOYW1lTWUuNjczOAtOYW1lTWUuNjczOQtOYW1lTWUuNjc0MAtOYW1lTWUuNjc0MQtOYW1lTWUuNjc0MgtOYW1lTWUuNjc0MwtOYW1lTWUuNjc0NAtOYW1lTWUuNjc0NQtOYW1lTWUuNjc0NgtOYW1lTWUuNjc0NwtOYW1lTWUuNjc0OAtOYW1lTWUuNjc0OQtOYW1lTWUuNjc1MAtOYW1lTWUuNjc1MQtOYW1lTWUuNjc1MgtOYW1lTWUuNjc1MwtOYW1lTWUuNjc1NAtOYW1lTWUuNjc1NQtOYW1lTWUuNjc1NgtOYW1lTWUuNjc1NwtOYW1lTWUuNjc1OAtOYW1lTWUuNjc1OQtOYW1lTWUuNjc2MAtOYW1lTWUuNjc2MQtOYW1lTWUuNjc2MgtOYW1lTWUuNjc2MwtOYW1lTWUuNjc2NAtOYW1lTWUuNjc2NQtOYW1lTWUuNjc2NgtOYW1lTWUuNjc2NwtOYW1lTWUuNjc2OAtOYW1lTWUuNjc2OQtOYW1lTWUuNjc3MAtOYW1lTWUuNjc3MQtOYW1lTWUuNjc3MgtOYW1lTWUuNjc3MwtOYW1lTWUuNjc3NAtOYW1lTWUuNjc3NQtOYW1lTWUuNjc3NgtOYW1lTWUuNjc3NwtOYW1lTWUuNjc3OAtOYW1lTWUuNjc3OQtOYW1lTWUuNjc4MAtOYW1lTWUuNjc4MQtOYW1lTWUuNjc4MgtOYW1lTWUuNjc4MwtOYW1lTWUuNjc4NAtOYW1lTWUuNjc4NQtOYW1lTWUuNjc4NgtOYW1lTWUuNjc4NwtOYW1lTWUuNjc4OAtOYW1lTWUuNjc4OQtOYW1lTWUuNjc5MAtOYW1lTWUuNjc5MQtOYW1lTWUuNjc5MgtOYW1lTWUuNjc5MwtOYW1lTWUuNjc5NAtOYW1lTWUuNjc5NQtOYW1lTWUuNjc5NgtOYW1lTWUuNjc5NwtOYW1lTWUuNjc5OAtOYW1lTWUuNjc5OQtOYW1lTWUuNjgwMAtOYW1lTWUuNjgwMQtOYW1lTWUuNjgwMgtOYW1lTWUuNjgwMwtOYW1lTWUuNjgwNAtOYW1lTWUuNjgwNQtOYW1lTWUuNjgwNgtOYW1lTWUuNjgwNwtOYW1lTWUuNjgwOAtOYW1lTWUuNjgwOQtOYW1lTWUuNjgxMAtOYW1lTWUuNjgxMQtOYW1lTWUuNjgxMgtOYW1lTWUuNjgxMwtOYW1lTWUuNjgxNAtOYW1lTWUuNjgxNQtOYW1lTWUuNjgxNgtOYW1lTWUuNjgxNwtOYW1lTWUuNjgxOAtOYW1lTWUuNjgxOQtOYW1lTWUuNjgyMAtOYW1lTWUuNjgyMQtOYW1lTWUuNjgyMgtOYW1lTWUuNjgyMwtOYW1lTWUuNjgyNAtOYW1lTWUuNjgyNQtOYW1lTWUuNjgyNgtOYW1lTWUuNjgyNwtOYW1lTWUuNjgyOAtOYW1lTWUuNjgyOQtOYW1lTWUuNjgzMAtOYW1lTWUuNjgzMQtOYW1lTWUuNjgzMgtOYW1lTWUuNjgzMwtOYW1lTWUuNjgzNAtOYW1lTWUuNjgzNQtOYW1lTWUuNjgzNgtOYW1lTWUuNjgzNwtOYW1lTWUuNjgzOAtOYW1lTWUuNjgzOQtOYW1lTWUuNjg0MAtOYW1lTWUuNjg0MQtOYW1lTWUuNjg0MgtOYW1lTWUuNjg0MwtOYW1lTWUuNjg0NAtOYW1lTWUuNjg0NQtOYW1lTWUuNjg0NgtOYW1lTWUuNjg0NwtOYW1lTWUuNjg0OAtOYW1lTWUuNjg0OQtOYW1lTWUuNjg1MAtOYW1lTWUuNjg1MQtOYW1lTWUuNjg1MgtOYW1lTWUuNjg1MwtOYW1lTWUuNjg1NAtOYW1lTWUuNjg1NQtOYW1lTWUuNjg1NgtOYW1lTWUuNjg1NwtOYW1lTWUuNjg1OAtOYW1lTWUuNjg1OQtOYW1lTWUuNjg2MAtOYW1lTWUuNjg2MQtOYW1lTWUuNjg2MgtOYW1lTWUuNjg2MwtOYW1lTWUuNjg2NAtOYW1lTWUuNjg2NQtOYW1lTWUuNjg2NgtOYW1lTWUuNjg2NwtOYW1lTWUuNjg2OAtOYW1lTWUuNjg2OQtOYW1lTWUuNjg3MAtOYW1lTWUuNjg3MQtOYW1lTWUuNjg3MgtOYW1lTWUuNjg3MwtOYW1lTWUuNjg3NAtOYW1lTWUuNjg3NQtOYW1lTWUuNjg3NgtOYW1lTWUuNjg3NwtOYW1lTWUuNjg3OAtOYW1lTWUuNjg3OQtOYW1lTWUuNjg4MAtOYW1lTWUuNjg4MQtOYW1lTWUuNjg4MgtOYW1lTWUuNjg4MwtOYW1lTWUuNjg4NAtOYW1lTWUuNjg4NQtOYW1lTWUuNjg4NgtOYW1lTWUuNjg4NwtOYW1lTWUuNjg4OAtOYW1lTWUuNjg4OQtOYW1lTWUuNjg5MAtOYW1lTWUuNjg5MQtOYW1lTWUuNjg5MgtOYW1lTWUuNjg5MwtOYW1lTWUuNjg5NAtOYW1lTWUuNjg5NQtOYW1lTWUuNjg5NgtOYW1lTWUuNjg5NwtOYW1lTWUuNjg5OAtOYW1lTWUuNjg5OQtOYW1lTWUuNjkwMAtOYW1lTWUuNjkwMQtOYW1lTWUuNjkwMgtOYW1lTWUuNjkwMwtOYW1lTWUuNjkwNAtOYW1lTWUuNjkwNQtOYW1lTWUuNjkwNgtOYW1lTWUuNjkwNwtOYW1lTWUuNjkwOAtOYW1lTWUuNjkwOQtOYW1lTWUuNjkxMAtOYW1lTWUuNjkxMQtOYW1lTWUuNjkxMgtOYW1lTWUuNjkxMwtOYW1lTWUuNjkxNAtOYW1lTWUuNjkxNQtOYW1lTWUuNjkxNgtOYW1lTWUuNjkxNwtOYW1lTWUuNjkxOAtOYW1lTWUuNjkxOQtOYW1lTWUuNjkyMAtOYW1lTWUuNjkyMQtOYW1lTWUuNjkyMgtOYW1lTWUuNjkyMwtOYW1lTWUuNjkyNAtOYW1lTWUuNjkyNQtOYW1lTWUuNjkyNgtOYW1lTWUuNjkyNwtOYW1lTWUuNjkyOAtOYW1lTWUuNjkyOQtOYW1lTWUuNjkzMAtOYW1lTWUuNjkzMQtOYW1lTWUuNjkzMgtOYW1lTWUuNjkzMwtOYW1lTWUuNjkzNAtOYW1lTWUuNjkzNQtOYW1lTWUuNjkzNgtOYW1lTWUuNjkzNwtOYW1lTWUuNjkzOAtOYW1lTWUuNjkzOQtOYW1lTWUuNjk0MAtOYW1lTWUuNjk0MQtOYW1lTWUuNjk0MgtOYW1lTWUuNjk0MwtOYW1lTWUuNjk0NAtOYW1lTWUuNjk0NQtOYW1lTWUuNjk0NgtOYW1lTWUuNjk0NwtOYW1lTWUuNjk0OAtOYW1lTWUuNjk0OQtOYW1lTWUuNjk1MAtOYW1lTWUuNjk1MQtOYW1lTWUuNjk1MgtOYW1lTWUuNjk1MwtOYW1lTWUuNjk1NAtOYW1lTWUuNjk1NQtOYW1lTWUuNjk1NgtOYW1lTWUuNjk1NwtOYW1lTWUuNjk1OAtOYW1lTWUuNjk1OQtOYW1lTWUuNjk2MAtOYW1lTWUuNjk2MQtOYW1lTWUuNjk2MgtOYW1lTWUuNjk2MwtOYW1lTWUuNjk2NAtOYW1lTWUuNjk2NQtOYW1lTWUuNjk2NgtOYW1lTWUuNjk2NwtOYW1lTWUuNjk2OAtOYW1lTWUuNjk2OQtOYW1lTWUuNjk3MAtOYW1lTWUuNjk3MQtOYW1lTWUuNjk3MgtOYW1lTWUuNjk3MwtOYW1lTWUuNjk3NAtOYW1lTWUuNjk3NQtOYW1lTWUuNjk3NgtOYW1lTWUuNjk3NwtOYW1lTWUuNjk3OAtOYW1lTWUuNjk3OQtOYW1lTWUuNjk4MAtOYW1lTWUuNjk4MQtOYW1lTWUuNjk4MgtOYW1lTWUuNjk4MwtOYW1lTWUuNjk4NAtOYW1lTWUuNjk4NQtOYW1lTWUuNjk4NgtOYW1lTWUuNjk4NwtOYW1lTWUuNjk4OAtOYW1lTWUuNjk4OQtOYW1lTWUuNjk5MAtOYW1lTWUuNjk5MQtOYW1lTWUuNjk5MgtOYW1lTWUuNjk5MwtOYW1lTWUuNjk5NAtOYW1lTWUuNjk5NQtOYW1lTWUuNjk5NgtOYW1lTWUuNjk5NwtOYW1lTWUuNjk5OAtOYW1lTWUuNjk5OQtOYW1lTWUuNzAwMAtOYW1lTWUuNzAwMQtOYW1lTWUuNzAwMgtOYW1lTWUuNzAwMwtOYW1lTWUuNzAwNAtOYW1lTWUuNzAwNQtOYW1lTWUuNzAwNgtOYW1lTWUuNzAwNwtOYW1lTWUuNzAwOAtOYW1lTWUuNzAwOQtOYW1lTWUuNzAxMAtOYW1lTWUuNzAxMQtOYW1lTWUuNzAxMgtOYW1lTWUuNzAxMwtOYW1lTWUuNzAxNAtOYW1lTWUuNzAxNQtOYW1lTWUuNzAxNgtOYW1lTWUuNzAxNwtOYW1lTWUuNzAxOAtOYW1lTWUuNzAxOQtOYW1lTWUuNzAyMAtOYW1lTWUuNzAyMQtOYW1lTWUuNzAyMgtOYW1lTWUuNzAyMwtOYW1lTWUuNzAyNAtOYW1lTWUuNzAyNQtOYW1lTWUuNzAyNgtOYW1lTWUuNzAyNwtOYW1lTWUuNzAyOAtOYW1lTWUuNzAyOQtOYW1lTWUuNzAzMAtOYW1lTWUuNzAzMQtOYW1lTWUuNzAzMgtOYW1lTWUuNzAzMwtOYW1lTWUuNzAzNAtOYW1lTWUuNzAzNQtOYW1lTWUuNzAzNgtOYW1lTWUuNzAzNwtOYW1lTWUuNzAzOAtOYW1lTWUuNzAzOQtOYW1lTWUuNzA0MAtOYW1lTWUuNzA0MQAAAAABAAMACQAKAA8AB///AA8AAQAAAAwAAAKkAqwAAgBuAAEBGAABARkBHAACAR0BKwABASwBUgACAVMBmAABAZkBmgACAZsBoAABAaEBtwACAbgB8gABAfMB9AADAfUB9wABAfgB+QADAfoB/AABAf0B/gADAf8CAQABAgICBAADAgUCBwABAggCCQADAgoCDQABAg4CDwADAhACEgABAhMCFAADAhUCFwABAhgCGgADAhsCHAABAh0CHgADAh8CJAABAiUCJgADAicCKgABAisCLAADAi0CLQABAi4CLgADAi8CLwABAjACMAADAjECnQABAp4CngADAp8CnwABAqACoAADAqEDSgABA0sDTAADA00FFgABBRcFHAACBR0FSAABBUkFSgADBUsFZAABBWUFbAADBW0FdAABBXUFegADBXsFhwABBYgFiAADBYkFwwABBcQFxAADBcUIBAABCAUIKAACCCkJbgABCW8JbwADCXANrAABDa0NrQADDa4NxAABDcUNyAADDckNzwABDdAN0AADDdEOIAABDiEO+QADDvoPAgABDwMPBAACDwUQJgABECcQVgADEFcQVwABEFgQWAADEFkQWQABEFoQWwADEFwQXAABEF0QYAADEGEQYQABEGIQYgADEGMQjgABEI8QjwADEJASCAABEgkSZwADEmgVVAABFVUVYQACFWIVYwABFWQVZQACFWYX/gABF/8YAgACGAMYAwABGAQYPwADGEAYQAABGEEYXgADGF8YaQABGGoYvAADGL0ZKQACGSoZKgABGSsZLAADGS0ZfgABGX8ZoAACGaEZrAABGa0ZtAADGbUZugABGbsZvAACGb0Z+gABGfsaGgADGhsaGwABGhwaHQACGh4bLAABGy0bLQADGy4bRwABG0gbSAACG0kbhAABAAQAAAACAAAAAQAAAAEAAAABAAAACgEoA4AAB2FyYWIALGFybW4AkmN5cmwAnmdlb3IAumdyZWsAxGhlYnIA1GxhdG4A5gAcAARGQVIgADZNTFkgADZTTkQgADZVUkQgAE4AAP//AAoAAQAGAAkACwANAA8AEAARABIAEwAA//8ACQADAAcACQALAAwADwAQABEAEwAA//8ACQAAAAYACQALAA4ADwAQABEAEwAEAAAAAP//AAEACgAQAAJCT1MgABBTUkIgABAAAP//AAMAAgAEAAoABAAAAAD//wAAAAQAAAAA//8AAwACAAQACgAKAAFJV1IgAAoAAP//AAEABQAWAANJUFBIACJST00gABZUUksgACwAAP//AAMAAgAEAAoAAP//AAIABAAKAAD//wADAAIACAAKABRjYWx0AHpjYWx0AK5jYWx0AOZjYWx0APBjY21wARhjY21wASJjY21wATZjY21wAURjY21wAUpkbGlnAVJmcmFjAVxsaWdhAWRyY2x0AZByY2x0AbhyY2x0AfBybGlnAiRzczA0AjBzczA1AjpzczA4AkRzd3NoAk4AAAAYABkAGgAbABwAHQAeAB8AIAAhACIAIwAkACYAJwAoACkAKgArACwALQAuAC8AQABLAAAAGgAZABoAGwAcAB0AHgAfACAAIQAiACMAJAAlACYAJwAoACkAKgArACwALQAuAC8AMABAAEsAAAADAAUABgAHAAAAEgAZABoAGwAcAB0AIQAiACMAJAAmACcAKAApACwALQAuAC8ASwAAAAMAAAABAAIAAAAIAAgACQAKAAsADAANAA4ADwAAAAUAEAARABIAEwAUAAAAAQAQAAAAAgAAAAIAAAADAEoATABNAAAAAgADAAQAAAAUADMANAA1ADYANwA4ADkAOgA7ADwAPQA+AD8AQABBAEIAQwBEAEkATQAAABIAGQAaABsAHAAdACEAIgAjACQAJgAnACgAKQAsAC0ALgAvAEsAAAAaABkAGgAbABwAHQAeAB8AIAAhACIAIwAkACUAJgAnACgAKQAqACsALAAtAC4ALwAwAEAASwAAABgAGQAaABsAHAAdAB4AHwAgACEAIgAjACQAJgAnACgAKQAqACsALAAtAC4ALwBAAEsAAAAEABUAFgAXABgAAAADAEUARgBHAAAAAwBFAEYASAAAAAMAMQAyAE4AAAADAEUARgBIAFEApACsALQAvADEAMwA1gDkAPIBAAFAAUgBfgGGAbQBvgHaAeYB9AH+AgYCEAIaAiICKgI0AjwCRAJMAmICfAKGApACmAKiAqoCtgLCAsoC2ALkAu4DBAMWAx4DJgMwAzgDRANUA14DagOCA44DmAOiA7oDwgPKA+AD6APwA/gEAAQKBBIEGgQuBD4ETARgBGgEigSsBLQEvgTGBOAE6gTyBQIABgAAAAEEbgAGAQAAAQR8AAYBAAABBIoABgAAAAEEmAAGAAAAAQSmAAYAAAACBLQEygAGAAAABATWBOwFAgUeAAYAAAAEBSwFQgVYBXQABgABAAQFggWYBbQF0AAGAAEAHQXeBgAGKAZQBn4Gmga8Bt4HBgcuB1wHhAeyB84H8AgYCEAIYgiKCLgI5gkICTAJWAmACa4J3AoQCj4ABgABAAEKMgAGAAEAGApAClwKfgqmCtQK9gseC0wLgAucC74L5gwUDDYMWAyADKgM1g0EDTgNbA2IDaoNxgAGAAEAAQ2yAAYAAQAUDcwN9A4WDj4OYA6IDqoO0g70DxwPPg9mD4gPsA/SD/oQHBBEEGYQjgAGAAEAAhCCEKQABgABAAsQthDeEQYRKBFKEWwRjhGwEdIR9BIWAAYACQADEhwSMhJOAAYACQAEEmQSehKWErgABgABAAIS0hLoAAYAAQABEvoABgAJAAITDhMwAAYCAQACE04TagAGAAkAARN2AAYACQABE4QABgIBAAITkhOuAAYACQABE8YABgAJAAET1AAGAAEAARPoAAYCAQAIE/YUDBQiFD4UYBR2FIwUrgAGAAEAChTAFOIU/hUaFTAVRhVoFX4VlBWwAAYACQACFawVwgAGAAkAAhXUFfYABgAJAAEWDgAGAgEAAhYiFj4ABgAJAAEWVgAGAAkAAxZkFoAWlgAGAAkAAxagFrYWzAAGAgEAARbWAAYACQAEFuoXBhccFzgABgAJAAMXQBdWF2wABgAJAAIXdheMAAYCAQAIF5gXrhfEF+AYAhgYGC4YSgAGAwEABhhWGHIYiBikGMAY4gAGAAkAARjsAAYACQABGPoABgAJAAIZCBkkAAYACQABGTYABgAJAAMZShlgGXwABgABAAUZjBmoGcQZ4Bn2AAYAAQACGfwaMAAGAAEAAxpaGpQa2gAGAgEACRrkGwAbHBs4G1QbcBuMG6gbxAAGBAEAAxvIG+QcAAAGAAkAAhwQHCYABgAJAAIcMhxI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B1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgdWB1YHVgAAAAIARAAAAmQFVQADAAcALrEBAC88sgcEEO0ysQYF3DyyAwIQ7TIAsQMALzyyBQQQ7TKyBwYR/DyyAQIQ7TIzESERJSERIUQCIP4kAZj+aAVV+qtEBM0AAAAB/8wAAAQNA+AAKgCfsQECQ1VYQDIADRYiBAkfBgMDCRMTFSooHxkfFRUsHwANFiIEHSkfExwdHKdEFB0JBigHKSkop0QpDwAYPysRADMRMzMYLzMrEQAzMxESFzkwARgvEjkvETMQxjIRMxDGMhDGERIXOTEwG0AbAA0WIgQdKR8THB0cp0QUHQkGKAcpKSinRCkPABg/KxEAMxEzMxgvMysRADMzERIXOTBZAT4BNTQmJzchFw4CBxMeAxcHIQMOARUUFhcHISc2ADcnLgMnNyECTlo2GiEPAUIZLJaUPYoVIhwdGQ/+uY1uQBkiD/6+GkABGFpoHyYgHx8PAUsCglJcLhkjBEJCL5SMN/7LLD4fEgZCAXhhYy8bJARCQkQBDU/sSEkkEwhCAAAEAL4AAASGBVQAKAAsADAANABhQBMUFA4iBgYOACwrKzAOGBgwNEAvuAIAQBswADMQMwIzHQsoAAAqKxMUMhQrCwMzLS02MDMvzRI5LxIXOc0vzS/NOS/NL80AL13NGt0azRI5L80ROS/dzhE5ETMSOS8xMAE1ND4CNz4DNTQmIyIOAgcjNT4BMzIeAhUUDgIHDgMdARcVIzUBESERAREhEQI3BhYqJBcmGw9BPiAwJBkJYDyJQ0ZjPhwPJDwsICYVBxKQAfz9BgNh/DgB5xYWJSo1JxkvMzkjS1IUJDIegh4uHTNGKSY+PUYtISwnKBwGbqGh/uQEmvtmBPf6rAVUAAAAAAEAAgAABuAFVQA+ALGxAQJDVVhAOQABAhwkBQkfICA3CAkbAxcXQCUpOAM3ASBACRRIICA+MhATMAMzEjIyM6ZEMiUcPgQ9Pj2mRAI+AwAYPzMrEQAzETMzGC8rEQAzERczERI5GC8rMzABLxczEjkvFzMSOS8zERc5MTAbQCIBIEAJFEggID4yEBMwAzMSMjIzpkQyJRw+BD0+PaZEAj4DABg/MysRADMRMzMYLysRADMRFzMREjkYLyszMFkBEwEhBw4CBwMOAhUUFhcHITc+AjcTPgE3IwYHASMDLgEnIw4BBwMOAhUUFhcHITc+AjcTNjU0Jic3AudOAdoB0Q4qLSAQtgYEAycsDv4JDiotIBBcDzglFC82/j6iQg0NBBAOLBJhBgQDJywO/pEOKi0gELYNJywOBVX8vQNDQgwqTUn8xxoeIxoqJwZCQgwqTUkBpETjfFZd/PUCWXKqU1ztUf5JGh4jGionBkJCDCpNSQM5OzoqJwZCAAAAAgBJ//AEvAWYACYAOAC2sQECQ1VYQDgLDxUWJioGFBQ6MYRAHiYkJC0DLZhAJBATEgMTEqdEExUWNgM0GjQDNJZAGhYKAQkIAwkIp0QJAAAYPysrABg/PxrtKxEAFzMYLysrABg/Gu0rEQAzMAEYLxrtEjkvFzMxMBtAKiYkJC0DLZhAJBATEgMTEqdEExUWNgM0GjQDNJZAGhYKAQkIAwkIp0QJAAAYPysrABg/PxrtKxEAFzMYLysrABg/Gu0rEQAzMFkBPgE1NC4CJzclMwMOARUUFhcHITcnDgIjIi4BNTQ+AzMyFwM+ATU0JiMiBgIVFBYzMj4BNwNfBhAJEh4sEAErcfwLDCw4C/6ANg1EdXFKRmo+MV+SuW1ZU0QGCjI5XZBYKy1CiVQhBGoZXhgWGRAJBkEQ+48xQxctKAVCzQRYYShCj25p1rmERR/+nR5PJkNEu/7EfUlIga6XAAEAPwAAA+sD8AAdAKyxAQJDVVhANxgXDBYMHQEMDhYDDQEBHw0MFxgKAwQCBBIEIgQDEQQbBAMAARABAhIDAQSVQBsQFRAUE6dEFA8AGD8rABg/Pxr9xl9eXSsAX15dERczGC8wAS8SOS8RFzMRMxCHwMAxMBtAJwwXGAoDBAIEEgQiBAMRBBsEAwABEAECEgMBBJVAGxAVEBQTp0QUDwAYPysAGD8/Gv3GX15dKwBfXl0RFzMYLzBZASM0JiMiDgQHAyETNjU0Jic3JTMHFz4BMzIXA7CzHSMQIy0/KhwMbv7hnRYvMg8BE3FLDFS6bEJKAtBDNA0hSkZNO/3/AsJjLCofBEIL6AR3ehMAAAAAAgACAAAEnwQyABwALgA8QCEUg0AoKDAHHS4DBhsAp0QbHwMfmEAbDg2nRA4sAyyYDgkAP+0rKwAYLxrtKyswARgvFzMSOS8a7TEwNz4ENxM+ATU0Jic3ITIeAhUUDgQjISUWMzI+BDc2NTQuASMiBxAXGxcXFQpzBwomLA4BpqG0jkcxYIqJsHj+LwGKGyZCZVJPOiEGBEBqRi0WQgYPGSpALwIHH04TLysGQilgnmppwaF3QB9vAh45X3qJNyUuZX0zAgAAAAABAAAAAAXlBDIAPgBqQDk4FhcXDy4TOQASOT4EDw9ALho3Gx4vNwQuExs4F0AMEUgXFzYIJgYJKAMlJiWnRCY7NTY1p0Q5NgkAPzMrEQAzGC8rEQAXMxEzEjkYLyszMjIwAS8XMxEzERI5LxczETMREjkvMzMxMAEOARUUFhcHITc+BDcTNjcjBgcBIwMmJyMGBwMOAhUUFhcHITc+BDcTPgE1NCYnNyETASEHDgEHBOUFDCYsDv4dDhcbFxcVCk8OKg87XP72nTgTDAsWGUcGBgUmLA7+qQ4XGxcXFQpzBwomLA4BuEMBYAG9DjM3FwEiF04gKisGQkIGDxkqQC8BaD6rbZb+UwGmjH6Ccf67HSIwFiorBkJCBg8ZKkAvAgcfThMvKwZC/bICTkILW2oAAgACAAAEcwQyADQAQAB1QD4JBwAHMINAOjpCIUASEz8TEyI/AyE0ABJAQBIDQJhAABIQEgIeAxISKRkbBxgZGKdECRkpKKdEKT0DPZgpCQA/7SsrABgvMysRADMzERI5GC9fXl0a7SsREgA5OTABGC8XMxCHwMAREgE5Lxr9xMQRMzEwAR4BHwEeARcHISYvAS4DKwEHBhUUFhcHITc+BDcTPgE1NCYnNyEyHgMVFA4BByUyPgI1NCYjIgcDAz0rMxIcETo4Dv6uIhUhCBYfKh85IxEnKw7+HQ4XGxcXFQpzBwomLA4B+F91bEgkT5FT/uJWbkonW2MqKF0B3iBJQWlBQAhCV1qRIjQdCZxMOSorBkJCBg8ZKkAvAgcfThMvKwZCDCU9VTZRiGEXPyJJaj9GRAP+ZQAAAf+tAAAEngQyADkAbUA4Kx0vFw4AEgoEEhcnIS8yNAQjIRcEBgY7FRcdKwAOBBciBxUYAwQFBKdEFgUkMjUDISIhp0QzIgkAPzMrEQAXMxgvMysRABczERIXOTABGC8yETkvMxDEMhDGMjIRMxEzETMROTkREjk5MTABEx4BFwchNz4BNTQmLwEHDgEVFBYXByE3PgI3AQMuASc3IQcOARUUFh8BNz4BNTQmJzchBw4CBwKtmyFDKw7+JA4hIg8ORpMjKiEhDv5+DhgsQUwBHZgdQSoOAdcOHyQSDj53LzAhIQ4BgQ4aMUFFAjz+nExDB0JCBSQYGy8goZckPxgeGgJCQgcaOUsBGgFdQ0cIQkIEIxscNR+QejBFGR4aAkJCBx86RQAAAAACANoDMAPvBr4AIQA4AFdALyIhFBMDAwkOAxMTOiv7QBsHBv9EBwn0HyUDJf5AH/cTEf9EE/gVFC4YLgMu/Rj5AD/tKxEAMzMYPysAGD8a7SsAGD/FKzABGC8a7RI5Lxczh8DAwDEBPgE1NCYnPwEzAw4CFRQWFwchNyMOASMiJjU0PgEzMhcHNCYjIg4DFRQWMzI3Njc2Nz4BNzYC8QkEHysO1FmbAwcDHiwO/uolDD5xSVNhXbWCPTUiISUhOjYsFxwfGhcaHhYTGiQKBQX7KhoLFRQEPgn9PBAeHAgUFQU9e0k/cmV1znQSjCUkH0NtfDAjLAsMGxUgLG06IQAAAQDVAz0DZAW+AB0ATEAoFwoLFgsBAB0fCxAWAwwKFxgDBAEBBBsEAwT9QBv3FhQUE/9EFPYM+AA/PysAGBDFPxrtKwAYEMYvERczMAEvFzMQxjIyEIfAwDEBIzQmIyIOAwcDIxM+ATU0Jic/ATMHMz4BMzIXAz2AGBcTIiAnGQhF12QHBBwpDb5WKAs7dEcuPQT7KCERHzE3Jv63AcEfHwwXFAM7CINHQQ0AAAEAgwM9A4IFsQApAFtALhUNChkiAAQfKScnHwQKFBIrGR8ADRUiBB4oBycIKCgn/0Qo9hIcFB4eHP9EHvgAPysRADMRMxg/KxEAMxEzERIXOTABGC8zENYyxjIROS8zERI5ORESOTkxAT4CNTQmJzczFw4BBxceAhcHIycOAhUUFhcHIyc+ATcnLgInNzMCRi4fDhMbDekZT6IhSCQjIB0O620aQhYUGg3oGiipW0wbIiEfDu8E3SMjIw4NEwE8NUyNGYNCLxYHPOcUPCcSDxACPTcmj0iOMisUBjsAAAAAAgDtA7ADngWYAAMABwAoQBEFBwQGAQMAAgYGCQIGAQcDAQA/M80yMAEvEjkvEM0yMxDNMjMxMAEDIxMFAyMTAi20jEICb7OOQwWY/hkB5wH+GQHnAAAAAAEAmwM9BToGfQA/AC9AGTgoKSYrJaYmKAwDAyYICBcmJjo3GRamFygAP+0yMjI/EjkvEhc5EO0yPz8xMAE+ATcOAQcDIwMuAScOAQcDDgEVFBYXByE3PgM3Ez4BNTQmJzchEwEhBw4DBwMOARUUFhcHITc+AzcDxgsWCxg6JNKGLgcKBQQIBUgECRwjDP7uCxkhFQ0GWAUJHSELAWAyAQkBZAsaIRYNBVcECRwjDP6DCxkhFQ0GBRkwWzAqZTn+tQFHMGEtFisW/rASOxogIQU1NQQfKzMZAZAYPA8kIAU1/kgBuDUFIS40GP53EjsaICEFNTUEHyszGQAAAAAAHgFuAAEAAAAAAAAAMgBmAAEAAAAAAAEABwCpAAEAAAAAAAIACwDJAAEAAAAAAAMAHgETAAEAAAAAAAQAEwFaAAEAAAAAAAUADAGIAAEAAAAAAAYAEQG5AAEAAAAAAAcAOwJDAAEAAAAAAAgAFQKrAAEAAAAAAAkAIwMJAAEAAAAAAAoDhQo5AAEAAAAAAAsAKw4XAAEAAAAAAAwAFA5tAAEAAAAAAA0BxBIMAAEAAAAAAA4ANhQ/AAMAAQQJAAAAZAAAAAMAAQQJAAEADgCZAAMAAQQJAAIAFgCxAAMAAQQJAAMAPADVAAMAAQQJAAQAJgEyAAMAAQQJAAUAGAFuAAMAAQQJAAYAIgGVAAMAAQQJAAcAdgHLAAMAAQQJAAgAKgJ/AAMAAQQJAAkARgLBAAMAAQQJAAoHCgMtAAMAAQQJAAsAVg2/AAMAAQQJAAwAKA5DAAMAAQQJAA0DiA6CAAMAAQQJAA4AbBPRAKkAIAAyADAAMQA3ACAATQBpAGMAcgBvAHMAbwBmAHQAIABDAG8AcgBwAG8AcgBhAHQAaQBvAG4ALgAgAEEAbABsACAAcgBpAGcAaAB0AHMAIAByAGUAcwBlAHIAdgBlAGQALgAAqSAyMDE3IE1pY3Jvc29mdCBDb3Jwb3JhdGlvbi4gQWxsIHJpZ2h0cyByZXNlcnZlZC4AAEMAYQBtAGIAcgBpAGEAAENhbWJyaWEAAEIAbwBsAGQAIABJAHQAYQBsAGkAYwAAQm9sZCBJdGFsaWMAAE0AaQBjAHIAbwBzAG8AZgB0ADoAIABDAGEAbQBiAHIAaQBhACAAQgBvAGwAZAAgAEkAdABhAGwAaQBjAABNaWNyb3NvZnQ6IENhbWJyaWEgQm9sZCBJdGFsaWMAAEMAYQBtAGIAcgBpAGEAIABCAG8AbABkACAASQB0AGEAbABpAGMAAENhbWJyaWEgQm9sZCBJdGFsaWMAAFYAZQByAHMAaQBvAG4AIAA2AC4AOQA4AABWZXJzaW9uIDYuOTgAAEMAYQBtAGIAcgBpAGEAQgBvAGwAZABJAHQAYQBsAGkAYwAAQ2FtYnJpYUJvbGRJdGFsaWMAAEMAYQBtAGIAcgBpAGEAIABpAHMAIABhACAAdAByAGEAZABlAG0AYQByAGsAIABvAGYAIAB0AGgAZQAgAE0AaQBjAHIAbwBzAG8AZgB0ACAAZwByAG8AdQBwACAAbwBmACAAYwBvAG0AcABhAG4AaQBlAHMALgAAQ2FtYnJpYSBpcyBhIHRyYWRlbWFyayBvZiB0aGUgTWljcm9zb2Z0IGdyb3VwIG9mIGNvbXBhbmllcy4AAE0AaQBjAHIAbwBzAG8AZgB0ACAAQwBvAHIAcABvAHIAYQB0AGkAbwBuAABNaWNyb3NvZnQgQ29ycG9yYXRpb24AAE0AbwBuAG8AdAB5AHAAZQAgAEkAbQBhAGcAaQBuAGcAIABhAG4AZAAgAFQAaQByAG8AIABUAHkAcABlAHcAbwByAGsAcwAATW9ub3R5cGUgSW1hZ2luZyBhbmQgVGlybyBUeXBld29ya3MAAEMAYQBtAGIAcgBpAGEAIABoAGEAcwAgAGIAZQBlAG4AIABkAGUAcwBpAGcAbgBlAGQAIABmAG8AcgAgAG8AbgAtAHMAYwByAGUAZQBuACAAcgBlAGEAZABpAG4AZwAgAGEAbgBkACAAdABvACAAbABvAG8AawAgAGcAbwBvAGQAIAB3AGgAZQBuACAAcAByAGkAbgB0AGUAZAAgAGEAdAAgAHMAbQBhAGwAbAAgAHMAaQB6AGUAcwAuACAASQB0ACAAaABhAHMAIAB2AGUAcgB5ACAAZQB2AGUAbgAgAHMAcABhAGMAaQBuAGcAIABhAG4AZAAgAHAAcgBvAHAAbwByAHQAaQBvAG4AcwAuACAARABpAGEAZwBvAG4AYQBsACAAYQBuAGQAIAB2AGUAcgB0AGkAYwBhAGwAIABoAGEAaQByAGwAaQBuAGUAcwAgAGEAbgBkACAAcwBlAHIAaQBmAHMAIABhAHIAZQAgAHIAZQBsAGEAdABpAHYAZQBsAHkAIABzAHQAcgBvAG4AZwAsACAAdwBoAGkAbABlACAAaABvAHIAaQB6AG8AbgB0AGEAbAAgAHMAZQByAGkAZgBzACAAYQByAGUAIABzAG0AYQBsAGwAIABhAG4AZAAgAGkAbgB0AGUAbgBkACAAdABvACAAZQBtAHAAaABhAHMAaQB6AGUAIABzAHQAcgBvAGsAZQAgAGUAbgBkAGkAbgBnAHMAIAByAGEAdABoAGUAcgAgAHQAaABhAG4AIABzAHQAYQBuAGQAIABvAHUAdAAgAHQAaABlAG0AcwBlAGwAdgBlAHMALgAgAFQAaABpAHMAIABwAHIAaQBuAGMAaQBwAGwAZQAgAGkAcwAgAG0AbwBzAHQAIABuAG8AdABpAGMAZQBhAGIAbABlACAAaQBuACAAdABoAGUAIABpAHQAYQBsAGkAYwBzACAAdwBoAGUAcgBlACAAdABoAGUAIABsAG8AdwBlAHIAYwBhAHMAZQAgAGMAaABhAHIAYQBjAHQAZQByAHMAIABhAHIAZQAgAHMAdQBiAGQAdQBlAGQAIABpAG4AIABzAHQAeQBsAGUAIAB0AG8AIABiAGUAIABhAHQAIAB0AGgAZQBpAHIAIABiAGUAcwB0ACAAYQBzACAAZQBsAGUAbQBlAG4AdABzACAAbwBmACAAdwBvAHIAZAAtAGkAbQBhAGcAZQBzAC4AIABXAGgAZQBuACAAQwBhAG0AYgByAGkAYQAgAGkAcwAgAHUAcwBlAGQAIABmAG8AcgAgAGMAYQBwAHQAaQBvAG4AcwAgAGEAdAAgAHMAaQB6AGUAcwAgAG8AdgBlAHIAIAAyADAAIABwAG8AaQBuAHQALAAgAHQAaABlACAAIABpAG4AdABlAHIALQBjAGgAYQByAGEAYwB0AGUAcgAgAHMAcABhAGMAaQBuAGcAIABzAGgAbwB1AGwAZAAgAGIAZQAgAHMAbABpAGcAaAB0AGwAeQAgAHIAZQBkAHUAYwBlAGQAIABmAG8AcgAgAGIAZQBzAHQAIAByAGUAcwB1AGwAdABzAC4AIABUAGgAZQAgAGQAZQBzAGkAZwBuACAAaQBzAG4AJwB0ACAAagB1AHMAdAAgAGkAbgB0AGUAbgBkAGUAZAAgAGYAbwByACAAYgB1AHMAaQBuAGUAcwBzACAAZABvAGMAdQBtAGUAbgB0AHMAOgAgAFQAaABlACAAcgBlAGcAdQBsAGEAcgAgAHcAZQBpAGcAaAB0ACAAaABhAHMAIABiAGUAZQBuACAAZQB4AHQAZQBuAGQAZQBkACAAdwBpAHQAaAAgAGEAIABsAGEAcgBnAGUAIABzAGUAdAAgAG8AZgAgAG0AYQB0AGgAIABhAG4AZAAgAHMAYwBpAGUAbgBjAGUAIABzAHkAbQBiAG8AbABzAC4AIABUAGgAZQAgAEcAcgBlAGUAawAgAGEAbgBkACAAQwB5AHIAaQBsAGwAaQBjACAAaABhAHMAIABiAGUAZQBuACAAZABlAHMAaQBnAG4AZQBkACAAdQBuAGQAZQByACAAYwBsAG8AcwBlACAAcwB1AHAAZQByAHYAaQBzAGkAbwBuACAAbwBmACAAYQBuACAAaQBuAHQAZQByAG4AYQB0AGkAbwBuAGEAbAAgAHQAZQBhAG0AIABvAGYAIABlAHgAcABlAHIAdABzACwAIAB3AGgAbwAgAGEAaQBtAGUAZAAgAHQAbwAgAHMAZQB0ACAAYQAgAGgAaQBzAHQAbwByAGkAYwBhAGwAIABuAGUAdwAgAHMAdABhAG4AZABhAHIAZAAgAGkAbgAgAG0AdQBsAHQAaQAtAHMAYwByAGkAcAB0ACAAdAB5AHAAZQAgAGQAZQBzAGkAZwBuAC4AAENhbWJyaWEgaGFzIGJlZW4gZGVzaWduZWQgZm9yIG9uLXNjcmVlbiByZWFkaW5nIGFuZCB0byBsb29rIGdvb2Qgd2hlbiBwcmludGVkIGF0IHNtYWxsIHNpemVzLiBJdCBoYXMgdmVyeSBldmVuIHNwYWNpbmcgYW5kIHByb3BvcnRpb25zLiBEaWFnb25hbCBhbmQgdmVydGljYWwgaGFpcmxpbmVzIGFuZCBzZXJpZnMgYXJlIHJlbGF0aXZlbHkgc3Ryb25nLCB3aGlsZSBob3Jpem9udGFsIHNlcmlmcyBhcmUgc21hbGwgYW5kIGludGVuZCB0byBlbXBoYXNpemUgc3Ryb2tlIGVuZGluZ3MgcmF0aGVyIHRoYW4gc3RhbmQgb3V0IHRoZW1zZWx2ZXMuIFRoaXMgcHJpbmNpcGxlIGlzIG1vc3Qgbm90aWNlYWJsZSBpbiB0aGUgaXRhbGljcyB3aGVyZSB0aGUgbG93ZXJjYXNlIGNoYXJhY3RlcnMgYXJlIHN1YmR1ZWQgaW4gc3R5bGUgdG8gYmUgYXQgdGhlaXIgYmVzdCBhcyBlbGVtZW50cyBvZiB3b3JkLWltYWdlcy4gV2hlbiBDYW1icmlhIGlzIHVzZWQgZm9yIGNhcHRpb25zIGF0IHNpemVzIG92ZXIgMjAgcG9pbnQsIHRoZSAgaW50ZXItY2hhcmFjdGVyIHNwYWNpbmcgc2hvdWxkIGJlIHNsaWdodGx5IHJlZHVjZWQgZm9yIGJlc3QgcmVzdWx0cy4gVGhlIGRlc2lnbiBpc24ndCBqdXN0IGludGVuZGVkIGZvciBidXNpbmVzcyBkb2N1bWVudHM6IFRoZSByZWd1bGFyIHdlaWdodCBoYXMgYmVlbiBleHRlbmRlZCB3aXRoIGEgbGFyZ2Ugc2V0IG9mIG1hdGggYW5kIHNjaWVuY2Ugc3ltYm9scy4gVGhlIEdyZWVrIGFuZCBDeXJpbGxpYyBoYXMgYmVlbiBkZXNpZ25lZCB1bmRlciBjbG9zZSBzdXBlcnZpc2lvbiBvZiBhbiBpbnRlcm5hdGlvbmFsIHRlYW0gb2YgZXhwZXJ0cywgd2hvIGFpbWVkIHRvIHNldCBhIGhpc3RvcmljYWwgbmV3IHN0YW5kYXJkIGluIG11bHRpLXNjcmlwdCB0eXBlIGRlc2lnbi4AAGgAdAB0AHAAOgAvAC8AdwB3AHcALgBtAGkAYwByAG8AcwBvAGYAdAAuAGMAbwBtAC8AdAB5AHAAbwBnAHIAYQBwAGgAeQAvAGMAdABmAG8AbgB0AHMAAGh0dHA6Ly93d3cubWljcm9zb2Z0LmNvbS90eXBvZ3JhcGh5L2N0Zm9udHMAAGgAdAB0AHAAOgAvAC8AdwB3AHcALgBmAG8AbgB0AHMALgBjAG8AbQAAaHR0cDovL3d3dy5mb250cy5jb20AAE0AaQBjAHIAbwBzAG8AZgB0ACAAcwB1AHAAcABsAGkAZQBkACAAZgBvAG4AdAAuACAAWQBvAHUAIABtAGEAeQAgAHUAcwBlACAAdABoAGkAcwAgAGYAbwBuAHQAIAB0AG8AIABjAHIAZQBhAHQAZQAsACAAZABpAHMAcABsAGEAeQAsACAAYQBuAGQAIABwAHIAaQBuAHQAIABjAG8AbgB0AGUAbgB0ACAAYQBzACAAcABlAHIAbQBpAHQAdABlAGQAIABiAHkAIAB0AGgAZQAgAGwAaQBjAGUAbgBzAGUAIAB0AGUAcgBtAHMAIABvAHIAIAB0AGUAcgBtAHMAIABvAGYAIAB1AHMAZQAsACAAbwBmACAAdABoAGUAIABNAGkAYwByAG8AcwBvAGYAdAAgAHAAcgBvAGQAdQBjAHQALAAgAHMAZQByAHYAaQBjAGUALAAgAG8AcgAgAGMAbwBuAHQAZQBuAHQAIABpAG4AIAB3AGgAaQBjAGgAIAB0AGgAaQBzACAAZgBvAG4AdAAgAHcAYQBzACAAaQBuAGMAbAB1AGQAZQBkAC4AIABZAG8AdQAgAG0AYQB5ACAAbwBuAGwAeQAgACgAaQApACAAZQBtAGIAZQBkACAAdABoAGkAcwAgAGYAbwBuAHQAIABpAG4AIABjAG8AbgB0AGUAbgB0ACAAYQBzACAAcABlAHIAbQBpAHQAdABlAGQAIABiAHkAIAB0AGgAZQAgAGUAbQBiAGUAZABkAGkAbgBnACAAcgBlAHMAdAByAGkAYwB0AGkAbwBuAHMAIABpAG4AYwBsAHUAZABlAGQAIABpAG4AIAB0AGgAaQBzACAAZgBvAG4AdAA7ACAAYQBuAGQAIAAoAGkAaQApACAAdABlAG0AcABvAHIAYQByAGkAbAB5ACAAZABvAHcAbgBsAG8AYQBkACAAdABoAGkAcwAgAGYAbwBuAHQAIAB0AG8AIABhACAAcAByAGkAbgB0AGUAcgAgAG8AcgAgAG8AdABoAGUAcgAgAG8AdQB0AHAAdQB0ACAAZABlAHYAaQBjAGUAIAB0AG8AIABoAGUAbABwACAAcAByAGkAbgB0ACAAYwBvAG4AdABlAG4AdAAuACAAQQBuAHkAIABvAHQAaABlAHIAIAB1AHMAZQAgAGkAcwAgAHAAcgBvAGgAaQBiAGkAdABlAGQALgAATWljcm9zb2Z0IHN1cHBsaWVkIGZvbnQuIFlvdSBtYXkgdXNlIHRoaXMgZm9udCB0byBjcmVhdGUsIGRpc3BsYXksIGFuZCBwcmludCBjb250ZW50IGFzIHBlcm1pdHRlZCBieSB0aGUgbGljZW5zZSB0ZXJtcyBvciB0ZXJtcyBvZiB1c2UsIG9mIHRoZSBNaWNyb3NvZnQgcHJvZHVjdCwgc2VydmljZSwgb3IgY29udGVudCBpbiB3aGljaCB0aGlzIGZvbnQgd2FzIGluY2x1ZGVkLiBZb3UgbWF5IG9ubHkgKGkpIGVtYmVkIHRoaXMgZm9udCBpbiBjb250ZW50IGFzIHBlcm1pdHRlZCBieSB0aGUgZW1iZWRkaW5nIHJlc3RyaWN0aW9ucyBpbmNsdWRlZCBpbiB0aGlzIGZvbnQ7IGFuZCAoaWkpIHRlbXBvcmFyaWx5IGRvd25sb2FkIHRoaXMgZm9udCB0byBhIHByaW50ZXIgb3Igb3RoZXIgb3V0cHV0IGRldmljZSB0byBoZWxwIHByaW50IGNvbnRlbnQuIEFueSBvdGhlciB1c2UgaXMgcHJvaGliaXRlZC4AAGgAdAB0AHAAOgAvAC8AdwB3AHcALgBtAGkAYwByAG8AcwBvAGYAdAAuAGMAbwBtAC8AdAB5AHAAbwBnAHIAYQBwAGgAeQAvAGYAbwBuAHQAcwAvAGQAZQBmAGEAdQBsAHQALgBhAHMAcAB4AABodHRwOi8vd3d3Lm1pY3Jvc29mdC5jb20vdHlwb2dyYXBoeS9mb250cy9kZWZhdWx0LmFzcHgAAAIAAP/zmZr+XwCcAAAAAAAAAAAAAAAAAAAAAAAAAAAODAAAAAEAAgADAFsBAgEDAQQBBQEGAQcBCAEJAQoBCwEMAQ0BDgEPARABEQESARMBFAEVARYBFwEYARkBGgEbARwBHQEeAR8BIAEhASIBIwEkASUBJgEnASgBKQEqASsBLAEtAS4BLwEwATEBMgEzATQBNQE2ATcBOAE5AToBOwE8AT0BPgE/AUABQQFCAUMBRAFFAUYBRwFIAUkBSgFLAUwBTQFOAU8BUAFRAVIBUwFUAVUBVgFXAVgBWQFaAVsBXAFdAV4BXwFgAWEBYgFjAWQBZQFmAWcBaAFpAWoBawFsAW0BbgFvAXABcQFyAXMBdAF1AXYBdwF4AXkBegF7AXwBfQF+AX8BgAGBAYIBgwGEAYUBhgGHAYgBiQGKAYsBjAGNAY4BjwGQAZEBkgGTAZQBlQGWAZcBmAGZAZoBmwGcAZ0BngGfAaABoQGiAaMBpAGlAaYBpwGoAakBqgGrAawBrQGuAa8BsAGxAbIBswG0AbUBtgG3AbgBuQG6AbsBvAG9Ab4BvwHAAcEBwgHDAcQBxQHGAccByAHJAcoBywHMAc0BzgHPAdAB0QHSAdMB1AHVAdYB1wHYAdkB2gHbAdwB3QHeAd8B4AHhAeIB4wHkAeUB5gHnAegB6QHqAesB7AHtAe4B7wHwAfEB8gHzAfQB9QH2AfcB+AH5AfoB+wH8Af0B/gH/AgACAQICAgMCBAIFAgYCBwIIAgkCCgILAgwCDQIOAg8CEAIRAhICEwIUAhUCFgIXAhgCGQIaAhsCHAIdAh4CHwIgAiECIgIjAiQCJQImAicCKAIpAioCKwIsAi0CLgIvAjACMQIyAjMCNAI1AjYCNwI4AjkCOgI7AjwCPQI+Aj8CQAJBAkICQwJEAkUCRgJHAkgCSQJKAksCTAJNAk4CTwJQAlECUgJTAlQCVQJWAlcCWAJZAloCWwJcAl0CXgJfAmACYQJiAmMCZAJlAmYCZwJoAmkCagJrAmwCbQJuAm8CcAJxAnICcwJ0AnUCdgJ3AngCeQJ6AnsCfAJ9An4CfwKAAoECggKDAoQChQKGAocCiAKJAooCiwKMAo0CjgKPApACkQKSApMClAKVApYClwKYApkCmgKbApwCnQKeAp8CoAKhAqICowKkAqUCpgKnAqgCqQKqAqsCrAKtAq4CrwKwArECsgKzArQCtQK2ArcCuAK5AroCuwK8Ar0CvgK/AsACwQLCAsMCxALFAsYCxwLIAskCygLLAswCzQLOAs8C0ALRAtIC0wLUAtUC1gLXAtgC2QLaAtsC3ALdAt4C3wLgAuEC4gLjAuQC5QLmAucC6ALpAuoC6wLsAu0C7gLvAvAC8QLyAvMC9AL1AvYC9wL4AvkC+gL7AvwC/QL+Av8DAAMBAwIDAwMEAwUDBgMHAwgDCQMKAwsDDAMNAw4DDwMQAxEDEgMTAxQDFQMWAxcDGAMZAxoDGwMcAx0DHgMfAyADIQMiAyMDJAMlAyYDJwMoAykDKgMrAywDLQMuAy8DMAMxAzIDMwM0AzUDNgM3AzgDOQM6AzsDPAM9Az4DPwNAA0EDQgNDA0QDRQNGA0cDSANJA0oDSwNMA00DTgNPA1ADUQNSA1MDVANVA1YDVwNYA1kDWgNbA1wDXQNeA18DYANhA2IDYwNkA2UDZgNnA2gDaQNqA2sDbANtA24DbwNwA3EDcgNzA3QDdQN2A3cDeAN5A3oDewN8A30DfgN/A4ADgQOCA4MDhAOFA4YDhwOIA4kDigOLA4wDjQOOA48DkAORA5IDkwOUA5UDlgOXA5gDmQOaA5sDnAOdA54DnwOgA6EDogOjA6QDpQOmA6cDqAOpA6oDqwOsA60DrgOvA7ADsQOyA7MDtAO1A7YDtwO4A7kDugO7A7wDvQO+A78DwAPBA8IDwwPEA8UDxgPHA8gDyQPKA8sDzAPNA84DzwPQA9ED0gPTA9QD1QPWA9cD2APZA9oD2wPcA90D3gPfA+AD4QPiA+MD5APlA+YD5wPoA+kD6gPrA+wD7QPuA+8D8APxA/ID8wP0A/UD9gP3A/gD+QP6A/sD/AP9A/4D/wQABAEEAgQDBAQEBQQGBAcECAQJBAoECwQMBA0EDgQPBBAEEQQSBBMEFAQVBBYEFwQYBBkEGgQbBBwEHQQeBB8EIAQhBCIEIwQkBCUEJgQnBCgEKQQqBCsELAQtBC4ELwQwBDEEMgQzBDQENQQ2BDcEOAQ5BDoEOwQ8BD0EPgQ/BEAEQQRCBEMERARFBEYERwRIBEkESgRLBEwETQROBE8EUARRBFIEUwRUBFUEVgRXBFgEWQRaBFsEXARdBF4EXwRgBGEEYgRjBGQEZQRmBGcEaARpBGoEawRsBG0EbgRvBHAEcQRyBHMEdAR1BHYEdwR4BHkEegR7BHwEfQR+BH8EgASBBIIEgwSEBIUEhgSHBIgEiQSKBIsEjASNBI4EjwSQBJEEkgSTBJQElQSWBJcEmASZBJoEmwScBJ0EngSfBKAEoQSiBKMEpASlBKYEpwSoBKkEqgSrBKwErQSuBK8EsASxBLIEswS0BLUEtgS3BLgEuQS6BLsEvAS9BL4EvwTABMEEwgTDBMQExQTGBMcEyATJBMoEywTMBM0EzgTPBNAE0QTSBNME1ATVBNYE1wTYBNkE2gTbBNwE3QTeBN8E4AThBOIE4wTkBOUE5gTnBOgE6QTqBOsE7ATtBO4E7wTwBPEE8gTzBPQE9QT2BPcE+AT5BPoE+wT8BP0E/gT/BQAFAQUCBQMFBAUFBQYFBwUIBQkFCgULBQwFDQUOBQ8FEAURBRIFEwUUBRUFFgUXBRgFGQUaBRsFHAUdBR4FHwUgBSEFIgUjBSQFJQUmBScFKAUpBSoFKwUsBS0FLgUvBTAFMQUyBTMFNAU1BTYFNwU4BTkFOgU7BTwFPQU+BT8FQAVBBUIFQwVEBUUFRgVHBUgFSQVKBUsFTAVNBU4FTwVQBVEFUgVTBVQFVQVWBVcFWAVZBVoFWwVcBV0FXgVfBWAFYQViBWMFZAVlBWYFZwVoBWkFagVrBWwFbQVuBW8FcAVxBXIFcwV0BXUFdgV3BXgFeQV6BXsFfAV9BX4FfwWABYEFggWDBYQFhQWGBYcFiAWJBYoFiwWMBY0FjgWPBZAFkQWSBZMFlAWVBZYFlwWYBZkFmgWbBZwFnQWeBZ8FoAWhBaIFowWkBaUFpgWnBagFqQWqBasFrAWtBa4FrwWwBbEFsgWzBbQFtQW2BbcFuAW5BboFuwW8Bb0FvgW/BcAFwQXCBcMFxAXFBcYFxwXIBckFygXLBcwFzQXOBc8F0AXRBdIF0wXUBdUF1gXXBdgF2QXaBdsF3AXdBd4F3wXgBeEF4gXjBeQF5QXmBecF6AXpBeoF6wXsBe0F7gXvBfAF8QXyBfMF9AX1BfYF9wX4BfkF+gX7BfwF/QX+Bf8GAAYBBgIGAwYEBgUGBgYHBggGCQYKBgsGDAYNBg4GDwYQBhEGEgYTBhQGFQYWBhcGGAYZBhoGGwYcBh0GHgYfBiAGIQYiBiMGJAYlBiYGJwYoBikGKgYrBiwGLQYuBi8GMAYxBjIGMwY0BjUGNgY3BjgGOQY6BjsGPAY9Bj4GPwZABkEGQgZDBkQGRQZGBkcGSAZJBkoGSwZMBk0GTgZPBlAGUQZSBlMGVAZVBlYGVwZYBlkGWgZbBlwGXQZeBl8GYAZhBmIGYwZkBmUGZgZnBmgGaQZqBmsGbAZtBm4GbwZwBnEGcgZzBnQGdQZ2BncGeAZ5BnoGewZ8Bn0GfgZ/BoAGgQaCBoMGhAaFBoYGhwaIBokGigaLBowGjQaOBo8GkAaRBpIGkwaUBpUGlgaXBpgGmQaaBpsGnAadBp4GnwagBqEGogajBqQGpQamBqcGqAapBqoGqwasBq0GrgavBrAGsQayBrMGtAa1BrYGtwa4BrkGuga7BrwGvQa+Br8GwAbBBsIGwwbEBsUGxgbHBsgGyQbKBssGzAbNBs4GzwbQBtEG0gbTBtQG1QbWBtcG2AbZBtoG2wbcBt0G3gbfBuAG4QbiBuMG5AblBuYG5wboBukG6gbrBuwG7QbuBu8G8AbxBvIG8wb0BvUG9gb3BvgG+Qb6BvsG/Ab9Bv4G/wcABwEHAgcDBwQHBQcGBwcHCAcJBwoHCwcMBw0HDgcPBxAHEQcSBxMHFAcVBxYHFwcYBxkHGgcbBxwHHQceBx8HIAchByIHIwckByUHJgcnBygHKQcqBysHLActBy4HLwcwBzEHMgczBzQHNQc2BzcHOAc5BzoHOwc8Bz0HPgc/B0AHQQdCB0MHRAdFB0YHRwdIB0kHSgdLB0wHTQdOB08HUAdRB1IHUwdUB1UHVgdXB1gHWQdaB1sHXAddB14HXwdgB2EHYgdjB2QHZQdmB2cHaAdpB2oHawdsB20HbgdvB3AHcQdyB3MHdAd1B3YHdwd4B3kHegd7B3wHfQd+B38HgAeBB4IHgweEB4UHhgeHB4gHiQeKB4sHjAeNB44HjweQB5EHkgeTB5QHlQeWB5cHmAeZB5oHmwecB50HngefB6AHoQeiB6MHpAelB6YHpweoB6kHqgerB6wHrQeuB68HsAexB7IHswe0B7UHtge3B7gHuQe6B7sHvAe9B74HvwfAB8EHwgfDB8QHxQfGB8cHyAfJB8oHywfMB80HzgfPB9AH0QfSB9MH1AfVB9YH1wfYB9kH2gfbB9wH3QfeB98H4AfhB+IH4wfkB+UH5gfnB+gH6QfqB+sH7AftB+4H7wfwB/EH8gfzB/QH9Qf2B/cH+Af5B/oH+wf8B/0H/gf/CAAIAQgCCAMIBAgFCAYIBwgICAkICggLCAwIDQgOCA8IEAgRCBIIEwgUCBUIFggXCBgIGQgaCBsIHAgdCB4IHwggCCEIIggjCCQIJQgmCCcIKAgpCCoIKwgsCC0ILggvCDAIMQgyCDMINAg1CDYINwg4CDkIOgg7CDwIPQg+CD8IQAhBCEIIQwhECEUIRghHCEgISQhKCEsITAhNCE4ITwhQCFEIUghTCFQIVQhWCFcIWAhZCFoIWwhcCF0IXghfCGAIYQhiCGMIZAhlCGYIZwhoCGkIaghrCGwIbQhuCG8IcAhxCHIIcwh0CHUIdgh3CHgIeQh6CHsIfAh9CH4IfwiACIEIggiDCIQIhQiGCIcIiAiJCIoIiwiMCI0IjgiPCJAIkQiSCJMIlAiVCJYIlwiYCJkImgibCJwInQieCJ8IoAihCKIIowikCKUIpginCKgIqQiqCKsIrAitCK4IrwiwCLEIsgizCLQItQi2CLcIuAi5CLoIuwi8CL0Ivgi/CMAIwQjCCMMIxAjFCMYIxwjICMkIygjLCMwIzQjOCM8I0AjRCNII0wjUCNUI1gjXCNgI2QjaCNsI3AjdCN4I3wjgCOEI4gjjCOQI5QjmCOcI6AjpCOoI6wjsCO0I7gjvCPAI8QjyCPMI9Aj1CPYI9wj4CPkI+gj7CPwI/Qj+CP8JAAkBCQIJAwkECQUJBgkHCQgJCQkKCQsJDAkNCQ4JDwkQCREJEgkTCRQJFQkWCRcJGAkZCRoJGwkcCR0JHgkfCSAJIQkiCSMJJAklCSYJJwkoCSkJKgkrCSwJLQkuCS8JMAkxCTIJMwk0CTUJNgk3CTgJOQk6CTsJPAk9CT4JPwlACUEJQglDCUQJRQlGCUcJSAlJCUoJSwlMCU0JTglPCVAJUQlSCVMJVAlVCVYJVwlYCVkJWglbCVwJXQleCV8JYAlhCWIJYwlkCWUJZglnCWgJaQlqCWsJbAltCW4JbwlwCXEJcglzCXQJdQl2CXcJeAl5CXoJewl8CX0Jfgl/CYAJgQmCCYMJhAmFCYYJhwmICYkJigmLCYwJjQmOCY8JkAmRCZIJkwmUCZUJlgmXCZgJmQmaCZsJnAmdCZ4JnwmgCaEJogmjCaQJpQmmCacJqAmpCaoJqwmsCa0JrgmvCbAJsQmyCbMJtAm1CbYJtwm4CbkJugm7CbwJvQm+Cb8JwAnBCcIJwwnECcUJxgnHCcgJyQnKCcsJzAnNCc4JzwnQCdEJ0gnTCdQJ1QnWCdcJ2AnZCdoJ2wncCd0J3gnfCeAJ4QniCeMJ5AnlCeYJ5wnoCekJ6gnrCewJ7QnuCe8J8AnxCfIJ8wn0CfUJ9gn3CfgJ+Qn6CfsJ/An9Cf4J/woACgEKAgoDCgQKBQoGCgcKCAoJCgoKCwoMCg0KDgoPChAKEQoSChMKFAoVChYKFwoYChkKGgobChwKHQoeCh8KIAohCiIKIwokCiUKJgonCigKKQoqCisKLAotCi4KLwowCjEKMgozCjQKNQo2CjcKOAo5CjoKOwo8Cj0KPgo/CkAKQQpCCkMKRApFCkYKRwpICkkKSgpLCkwKTQpOCk8KUApRClIKUwpUClUKVgpXClgKWQpaClsKXApdCl4KXwpgCmEKYgpjCmQKZQpmCmcKaAppCmoKawpsCm0KbgpvCnAKcQpyCnMKdAp1CnYKdwp4CnkKegp7CnwKfQp+Cn8KgAqBCoIKgwqECoUKhgqHCogKiQqKCosKjAqNCo4KjwqQCpEKkgqTCpQKlQqWCpcKmAqZCpoKmwqcCp0KngqfCqAKoQqiCqMKpAqlCqYKpwqoCqkKqgqrCqwKrQquCq8KsAqxCrIKswq0CrUKtgq3CrgKuQq6CrsKvAq9Cr4KvwrACsEKwgrDCsQKxQrGCscKyArJCsoKywrMCs0KzgrPCtAK0QrSCtMK1ArVCtYK1wrYCtkK2grbCtwK3QreCt8K4ArhCuIK4wrkCuUK5grnCugK6QrqCusK7ArtCu4K7wrwCvEK8grzCvQK9Qr2CvcK+Ar5CvoK+wr8Cv0K/gr/CwALAQsCCwMLBAsFCwYLBwsICwkLCgsLCwwLDQsOCw8LEAsRCxILEwsUCxULFgsXCxgLGQsaCxsLHAsdCx4LHwsgCyELIgsjCyQLJQsmCycLKAspCyoLKwssCy0LLgsvCzALMQsyCzMLNAs1CzYLNws4CzkLOgs7CzwLPQs+Cz8LQAtBC0ILQwtEC0ULRgtHC0gLSQtKC0sLTAtNC04LTwtQC1ELUgtTC1QLVQtWC1cLWAtZC1oLWwtcC10LXgtfC2ALYQtiC2MLZAtlC2YLZwtoC2kLagtrC2wLbQtuC28LcAtxC3ILcwt0C3ULdgt3C3gLeQt6C3sLfAt9C34LfwuAC4ELgguDC4QLhQuGC4cLiAuJC4oLiwuMC40LjguPC5ALkQuSC5MLlAuVC5YLlwuYC5kLmgubC5wLnQueC58LoAuhC6ILowukC6ULpgunC6gLqQuqC6sLrAutC64LrwuwC7ELsguzC7QLtQu2C7cLuAu5C7oLuwu8C70Lvgu/C8ALwQvCC8MLxAvFC8YLxwvIC8kLygvLC8wLzQvOC88L0AvRC9IL0wvUC9UL1gvXC9gL2QvaC9sL3AvdC94L3wvgC+EL4gvjC+QL5QvmC+cL6AvpC+oL6wvsC+0L7gvvC/AL8QvyC/ML9Av1C/YL9wv4C/kL+gv7C/wL/Qv+C/8MAAwBDAIMAwwEDAUMBgwHDAgMCQwKDAsMDAwNDA4MDwwQDBEMEgwTDBQMFQwWDBcMGAwZDBoMGwwcDB0MHgwfDCAMIQwiDCMMJAwlDCYMJwwoDCkMKgwrDCwMLQwuDC8MMAwxDDIMMww0DDUMNgw3DDgMOQw6DDsMPAw9DD4MPwxADEEMQgxDDEQMRQxGDEcMSAxJDEoMSwxMDE0MTgxPDFAMUQxSDFMMVAxVDFYMVwxYDFkMWgxbDFwMXQxeDF8MYAxhDGIMYwxkDGUMZgxnDGgMaQxqDGsMbAxtDG4MbwxwDHEMcgxzDHQMdQx2DHcMeAx5DHoMewx8DH0Mfgx/DIAMgQyCDIMMhAyFDIYMhwyIDIkMigyLDIwMjQyODI8MkAyRDJIMkwyUDJUMlgyXDJgMmQyaDJsMnAydDJ4MnwygDKEMogyjDKQMpQymDKcMqAypDKoMqwysDK0MrgyvDLAMsQyyDLMMtAy1DLYMtwy4DLkMugy7DLwMvQy+DL8MwAzBDMIMwwzEDMUMxgzHDMgMyQzKDMsMzAzNDM4MzwzQDNEM0gzTDNQM1QzWDNcM2AzZDNoM2wzcDN0M3gzfDOAM4QziDOMM5AzlDOYM5wzoDOkM6gzrDOwM7QzuDO8M8AzxDPIM8wz0DPUM9gz3DPgM+Qz6DPsM/Az9DP4M/w0ADQENAg0DDQQNBQ0GDQcNCA0JDQoNCw0MDQ0NDg0PDRANEQ0SDRMNFA0VDRYNFw0YDRkNGg0bDRwNHQ0eDR8NIA0hDSINIw0kDSUNJg0nDSgNKQ0qDSsNLA0tDS4NLw0wDTENMg0zDTQNNQ02DTcNOA05DToNOw08DT0NPg0/DUANQQ1CDUMNRA1FDUYNRw1IDUkNSg1LDUwNTQ1ODU8NUA1RDVINUw1UDVUNVg1XDVgNWQ1aDVsNXA1dDV4NXw1gDWENYg1jDWQNZQ1mDWcNaA1pDWoNaw1sDW0Nbg1vDXANcQ1yDXMNdA11DXYNdw14DXkNeg17DXwNfQ1+DX8NgA2BDYINgw2EDYUNhg2HDYgNiQ2KDYsNjA2NDY4Njw2QDZENkg2TDZQNlQ2WDZcNmA2ZDZoNmw2cDZ0Nng2fDaANoQ2iDaMNpA2lDaYNpw2oDakNqg2rDawNrQ2uDa8NsA2xDbINsw20DbUNtg23DbgNuQ26DbsNvA29Db4Nvw3ADcENwg3DDcQNxQ3GDccNyA3JDcoNyw3MDc0Nzg3PDdAN0Q3SDdMN1A3VDdYN1w3YDdkN2g3bDdwN3Q3eDd8N4A3hDeIN4w3kDeUN5g3nDegN6Q3qDesN7A3tDe4N7w3wDfEN8g3zDfQN9Q32DfcN+A35DfoN+w38Df0N/g3/DgAOAQ4CDgMOBA4FDgYOBw4IDgkOCg4LDgwODQ4ODg8OEA4RDhIOEw4UDhUOFg4XDhgOGQ4aDhsOHA4dDh4OHw4gDiEOIg4jDiQOJQ4mDicOKA4pDioOKw4sDi0OLg4vDjAOMQ4yDjMONA41DjYONw44DjkOOg47DjwOPQ4+Dj8OQA5BDkIOQw5EDkUORg5HDkgOSQ5KDksOTA5NDk4OTw5QDlEOUg5TDlQOVQ5WDlcOWA5ZDloOWw5cDl0OXg5fDmAOYQ5iDmMOZA5lDmYOZw5oDmkOag5rDmwObQ5uDm8OcA5xDnIOcw50DnUOdg53DngOeQ56DnsOfA59Dn4Ofw6ADoEOgg6DDoQOhQ6GDocOiA6JDooOiw6MDo0Ojg6PDpAOkQ6SDpMOlA6VDpYOlw6YDpkOmg6bDpwOnQ6eDp8OoA6hDqIOow6kDqUOpg6nDqgOqQ6qDqsOrA6tDq4Orw6wDrEOsg6zDrQOtQ62DrcOuA65DroOuw68Dr0Ovg6/DsAOwQ7CDsMOxA7FDsYOxw7IDskOyg7LDswOzQ7ODs8O0A7RDtIO0w7UDtUO1g7XDtgO2Q7aDtsO3A7dDt4O3w7gDuEO4g7jDuQO5Q7mDucO6A7pDuoO6w7sDu0O7g7vDvAO8Q7yDvMO9A71DvYO9w74DvkO+g77DvwO/Q7+Dv8PAA8BDwIPAw8EDwUPBg8HDwgITmFtZU1lLjAITmFtZU1lLjEITmFtZU1lLjIITmFtZU1lLjMITmFtZU1lLjQITmFtZU1lLjUITmFtZU1lLjYITmFtZU1lLjcITmFtZU1lLjgITmFtZU1lLjkJTmFtZU1lLjEwCU5hbWVNZS4xMQlOYW1lTWUuMTIJTmFtZU1lLjEzCU5hbWVNZS4xNAlOYW1lTWUuMTUJTmFtZU1lLjE2CU5hbWVNZS4xNwlOYW1lTWUuMTgJTmFtZU1lLjE5CU5hbWVNZS4yMAlOYW1lTWUuMjEJTmFtZU1lLjIyCU5hbWVNZS4yMwlOYW1lTWUuMjQJTmFtZU1lLjI1CU5hbWVNZS4yNglOYW1lTWUuMjcJTmFtZU1lLjI4CU5hbWVNZS4yOQlOYW1lTWUuMzAJTmFtZU1lLjMxCU5hbWVNZS4zMglOYW1lTWUuMzMJTmFtZU1lLjM0CU5hbWVNZS4zNQlOYW1lTWUuMzYJTmFtZU1lLjM3CU5hbWVNZS4zOAlOYW1lTWUuMzkJTmFtZU1lLjQwCU5hbWVNZS40MQlOYW1lTWUuNDIJTmFtZU1lLjQzCU5hbWVNZS40NAlOYW1lTWUuNDUJTmFtZU1lLjQ2CU5hbWVNZS40NwlOYW1lTWUuNDgJTmFtZU1lLjQ5CU5hbWVNZS41MAlOYW1lTWUuNTEJTmFtZU1lLjUyCU5hbWVNZS41MwlOYW1lTWUuNTQJTmFtZU1lLjU1CU5hbWVNZS41NglOYW1lTWUuNTcJTmFtZU1lLjU4CU5hbWVNZS41OQlOYW1lTWUuNjAJTmFtZU1lLjYxCU5hbWVNZS42MglOYW1lTWUuNjMJTmFtZU1lLjY0CU5hbWVNZS42NQlOYW1lTWUuNjYJTmFtZU1lLjY3CU5hbWVNZS42OAlOYW1lTWUuNjkJTmFtZU1lLjcwCU5hbWVNZS43MQlOYW1lTWUuNzIJTmFtZU1lLjczCU5hbWVNZS43NAlOYW1lTWUuNzUJTmFtZU1lLjc2CU5hbWVNZS43NwlOYW1lTWUuNzgJTmFtZU1lLjc5CU5hbWVNZS44MAlOYW1lTWUuODEJTmFtZU1lLjgyCU5hbWVNZS44MwlOYW1lTWUuODQJTmFtZU1lLjg1CU5hbWVNZS44NglOYW1lTWUuODcJTmFtZU1lLjg4CU5hbWVNZS44OQlOYW1lTWUuOTAJTmFtZU1lLjkxCU5hbWVNZS45MglOYW1lTWUuOTMJTmFtZU1lLjk0CU5hbWVNZS45NQlOYW1lTWUuOTYJTmFtZU1lLjk3CU5hbWVNZS45OAlOYW1lTWUuOTkKTmFtZU1lLjEwMApOYW1lTWUuMTAxCk5hbWVNZS4xMDIKTmFtZU1lLjEwMwpOYW1lTWUuMTA0Ck5hbWVNZS4xMDUKTmFtZU1lLjEwNgpOYW1lTWUuMTA3Ck5hbWVNZS4xMDgKTmFtZU1lLjEwOQpOYW1lTWUuMTEwCk5hbWVNZS4xMTEKTmFtZU1lLjExMgpOYW1lTWUuMTEzCk5hbWVNZS4xMTQKTmFtZU1lLjExNQpOYW1lTWUuMTE2Ck5hbWVNZS4xMTcKTmFtZU1lLjExOApOYW1lTWUuMTE5Ck5hbWVNZS4xMjAKTmFtZU1lLjEyMQpOYW1lTWUuMTIyCk5hbWVNZS4xMjMKTmFtZU1lLjEyNApOYW1lTWUuMTI1Ck5hbWVNZS4xMjYKTmFtZU1lLjEyNwpOYW1lTWUuMTI4Ck5hbWVNZS4xMjkKTmFtZU1lLjEzMApOYW1lTWUuMTMxCk5hbWVNZS4xMzIKTmFtZU1lLjEzMwpOYW1lTWUuMTM0Ck5hbWVNZS4xMzUKTmFtZU1lLjEzNgpOYW1lTWUuMTM3Ck5hbWVNZS4xMzgKTmFtZU1lLjEzOQpOYW1lTWUuMTQwCk5hbWVNZS4xNDEKTmFtZU1lLjE0MgpOYW1lTWUuMTQzCk5hbWVNZS4xNDQKTmFtZU1lLjE0NQpOYW1lTWUuMTQ2Ck5hbWVNZS4xNDcKTmFtZU1lLjE0OApOYW1lTWUuMTQ5Ck5hbWVNZS4xNTAKTmFtZU1lLjE1MQpOYW1lTWUuMTUyCk5hbWVNZS4xNTMKTmFtZU1lLjE1NQpOYW1lTWUuMTU2Ck5hbWVNZS4xNTcKTmFtZU1lLjE1OApOYW1lTWUuMTU5Ck5hbWVNZS4xNjAKTmFtZU1lLjE2MQpOYW1lTWUuMTYyCk5hbWVNZS4xNjMKTmFtZU1lLjE2NApOYW1lTWUuMTY1Ck5hbWVNZS4xNjYKTmFtZU1lLjE2NwpOYW1lTWUuMTY4Ck5hbWVNZS4xNjkKTmFtZU1lLjE3MApOYW1lTWUuMTcxCk5hbWVNZS4xNzIKTmFtZU1lLjE3MwpOYW1lTWUuMTc0Ck5hbWVNZS4xNzUKTmFtZU1lLjE3NgpOYW1lTWUuMTc3Ck5hbWVNZS4xNzgKTmFtZU1lLjE3OQpOYW1lTWUuMTgwCk5hbWVNZS4xODEKTmFtZU1lLjE4MgpOYW1lTWUuMTgzCk5hbWVNZS4xODQKTmFtZU1lLjE4NQpOYW1lTWUuMTg2Ck5hbWVNZS4xODcKTmFtZU1lLjE4OApOYW1lTWUuMTg5Ck5hbWVNZS4xOTAKTmFtZU1lLjE5MQpOYW1lTWUuMTkyCk5hbWVNZS4xOTMKTmFtZU1lLjE5NApOYW1lTWUuMTk1Ck5hbWVNZS4xOTYKTmFtZU1lLjE5NwpOYW1lTWUuMTk4Ck5hbWVNZS4xOTkKTmFtZU1lLjIwMApOYW1lTWUuMjAxCk5hbWVNZS4yMDIKTmFtZU1lLjIwMwpOYW1lTWUuMjA0Ck5hbWVNZS4yMDUKTmFtZU1lLjIwNgpOYW1lTWUuMjA3Ck5hbWVNZS4yMDgKTmFtZU1lLjIwOQpOYW1lTWUuMjEwCk5hbWVNZS4yMTEKTmFtZU1lLjIxMgpOYW1lTWUuMjEzCk5hbWVNZS4yMTQKTmFtZU1lLjIxNQpOYW1lTWUuMjE2Ck5hbWVNZS4yMTcKTmFtZU1lLjIxOApOYW1lTWUuMjE5Ck5hbWVNZS4yMjAKTmFtZU1lLjIyMQpOYW1lTWUuMjIyCk5hbWVNZS4yMjMKTmFtZU1lLjIyNApOYW1lTWUuMjI1Ck5hbWVNZS4yMjYKTmFtZU1lLjIyNwpOYW1lTWUuMjI4Ck5hbWVNZS4yMjkKTmFtZU1lLjIzMApOYW1lTWUuMjMxCk5hbWVNZS4yMzIKTmFtZU1lLjIzMwpOYW1lTWUuMjM0Ck5hbWVNZS4yMzUKTmFtZU1lLjIzNgpOYW1lTWUuMjM3Ck5hbWVNZS4yMzgKTmFtZU1lLjIzOQpOYW1lTWUuMjQwCk5hbWVNZS4yNDEKTmFtZU1lLjI0MgpOYW1lTWUuMjQzCk5hbWVNZS4yNDQKTmFtZU1lLjI0NQpOYW1lTWUuMjQ2Ck5hbWVNZS4yNDcKTmFtZU1lLjI0OApOYW1lTWUuMjQ5Ck5hbWVNZS4yNTAKTmFtZU1lLjI1MQpOYW1lTWUuMjUyCk5hbWVNZS4yNTMKTmFtZU1lLjI1NApOYW1lTWUuMjU1Ck5hbWVNZS4yNTYKTmFtZU1lLjI1NwpOYW1lTWUuMjU4Ck5hbWVNZS4yNTkKTmFtZU1lLjI2MApOYW1lTWUuMjYxCk5hbWVNZS4yNjIKTmFtZU1lLjI2MwpOYW1lTWUuMjY0Ck5hbWVNZS4yNjUKTmFtZU1lLjI2NgpOYW1lTWUuMjY3Ck5hbWVNZS4yNjgKTmFtZU1lLjI2OQpOYW1lTWUuMjcwCk5hbWVNZS4yNzEKTmFtZU1lLjI3MgpOYW1lTWUuMjczCk5hbWVNZS4yNzQKTmFtZU1lLjI3NQpOYW1lTWUuMjc2Ck5hbWVNZS4yNzcKTmFtZU1lLjI3OApOYW1lTWUuMjc5Ck5hbWVNZS4yODAKTmFtZU1lLjI4MQpOYW1lTWUuMjgyCk5hbWVNZS4yODMKTmFtZU1lLjI4NApOYW1lTWUuMjg1Ck5hbWVNZS4yODYKTmFtZU1lLjI4NwpOYW1lTWUuMjg4Ck5hbWVNZS4yODkKTmFtZU1lLjI5MApOYW1lTWUuMjkxCk5hbWVNZS4yOTIKTmFtZU1lLjI5MwpOYW1lTWUuMjk0Ck5hbWVNZS4yOTUKTmFtZU1lLjI5NgpOYW1lTWUuMjk3Ck5hbWVNZS4yOTgKTmFtZU1lLjI5OQpOYW1lTWUuMzAwCk5hbWVNZS4zMDEKTmFtZU1lLjMwMgpOYW1lTWUuMzAzCk5hbWVNZS4zMDQKTmFtZU1lLjMwNQpOYW1lTWUuMzA2Ck5hbWVNZS4zMDcKTmFtZU1lLjMwOApOYW1lTWUuMzA5Ck5hbWVNZS4zMTAKTmFtZU1lLjMxMQpOYW1lTWUuMzEyCk5hbWVNZS4zMTMKTmFtZU1lLjMxNApOYW1lTWUuMzE1Ck5hbWVNZS4zMTYKTmFtZU1lLjMxNwpOYW1lTWUuMzE4Ck5hbWVNZS4zMTkKTmFtZU1lLjMyMApOYW1lTWUuMzIxCk5hbWVNZS4zMjIKTmFtZU1lLjMyMwpOYW1lTWUuMzI0Ck5hbWVNZS4zMjUKTmFtZU1lLjMyNgpOYW1lTWUuMzI3Ck5hbWVNZS4zMjgKTmFtZU1lLjMyOQpOYW1lTWUuMzMwCk5hbWVNZS4zMzEKTmFtZU1lLjMzMgpOYW1lTWUuMzMzCk5hbWVNZS4zMzQKTmFtZU1lLjMzNQpOYW1lTWUuMzM2Ck5hbWVNZS4zMzcKTmFtZU1lLjMzOApOYW1lTWUuMzM5Ck5hbWVNZS4zNDAKTmFtZU1lLjM0MQpOYW1lTWUuMzQyCk5hbWVNZS4zNDMKTmFtZU1lLjM0NApOYW1lTWUuMzQ1Ck5hbWVNZS4zNDYKTmFtZU1lLjM0NwpOYW1lTWUuMzQ4Ck5hbWVNZS4zNDkKTmFtZU1lLjM1MApOYW1lTWUuMzUxCk5hbWVNZS4zNTIKTmFtZU1lLjM1MwpOYW1lTWUuMzU0Ck5hbWVNZS4zNTUKTmFtZU1lLjM1NgpOYW1lTWUuMzU3Ck5hbWVNZS4zNTgKTmFtZU1lLjM1OQpOYW1lTWUuMzYwCk5hbWVNZS4zNjEKTmFtZU1lLjM2MgpOYW1lTWUuMzYzCk5hbWVNZS4zNjQKTmFtZU1lLjM2NQpOYW1lTWUuMzY2Ck5hbWVNZS4zNjcKTmFtZU1lLjM2OApOYW1lTWUuMzY5Ck5hbWVNZS4zNzAKTmFtZU1lLjM3MQpOYW1lTWUuMzcyCk5hbWVNZS4zNzMKTmFtZU1lLjM3NApOYW1lTWUuMzc1Ck5hbWVNZS4zNzYKTmFtZU1lLjM3NwpOYW1lTWUuMzc4Ck5hbWVNZS4zNzkKTmFtZU1lLjM4MApOYW1lTWUuMzgxCk5hbWVNZS4zODIKTmFtZU1lLjM4MwpOYW1lTWUuMzg0Ck5hbWVNZS4zODUKTmFtZU1lLjM4NgpOYW1lTWUuMzg3Ck5hbWVNZS4zODgKTmFtZU1lLjM4OQpOYW1lTWUuMzkwCk5hbWVNZS4zOTEKTmFtZU1lLjM5MgpOYW1lTWUuMzkzCk5hbWVNZS4zOTQKTmFtZU1lLjM5NQpOYW1lTWUuMzk2Ck5hbWVNZS4zOTcKTmFtZU1lLjM5OApOYW1lTWUuMzk5Ck5hbWVNZS40MDAKTmFtZU1lLjQwMQpOYW1lTWUuNDAyCk5hbWVNZS40MDMKTmFtZU1lLjQwNApOYW1lTWUuNDA1Ck5hbWVNZS40MDYKTmFtZU1lLjQwNwpOYW1lTWUuNDA4Ck5hbWVNZS40MDkKTmFtZU1lLjQxMApOYW1lTWUuNDExCk5hbWVNZS40MTIKTmFtZU1lLjQxMwpOYW1lTWUuNDE0Ck5hbWVNZS40MTUKTmFtZU1lLjQxNgpOYW1lTWUuNDE3Ck5hbWVNZS40MTgKTmFtZU1lLjQxOQpOYW1lTWUuNDIwCk5hbWVNZS40MjEKTmFtZU1lLjQyMgpOYW1lTWUuNDIzCk5hbWVNZS40MjQKTmFtZU1lLjQyNQpOYW1lTWUuNDI2Ck5hbWVNZS40MjcKTmFtZU1lLjQyOApOYW1lTWUuNDI5Ck5hbWVNZS40MzAKTmFtZU1lLjQzMQpOYW1lTWUuNDMyCk5hbWVNZS40MzMKTmFtZU1lLjQzNApOYW1lTWUuNDM1Ck5hbWVNZS40MzYKTmFtZU1lLjQzNwpOYW1lTWUuNDM4Ck5hbWVNZS40MzkKTmFtZU1lLjQ0MApOYW1lTWUuNDQxCk5hbWVNZS40NDIKTmFtZU1lLjQ0MwpOYW1lTWUuNDQ0Ck5hbWVNZS40NDUKTmFtZU1lLjQ0NgpOYW1lTWUuNDQ3Ck5hbWVNZS40NDgKTmFtZU1lLjQ0OQpOYW1lTWUuNDUwCk5hbWVNZS40NTEKTmFtZU1lLjQ1MgpOYW1lTWUuNDUzCk5hbWVNZS40NTQKTmFtZU1lLjQ1NQpOYW1lTWUuNDU2Ck5hbWVNZS40NTcKTmFtZU1lLjQ1OApOYW1lTWUuNDU5Ck5hbWVNZS40NjAKTmFtZU1lLjQ2MQpOYW1lTWUuNDYyCk5hbWVNZS40NjMKTmFtZU1lLjQ2NApOYW1lTWUuNDY1Ck5hbWVNZS40NjYKTmFtZU1lLjQ2NwpOYW1lTWUuNDY4Ck5hbWVNZS40NjkKTmFtZU1lLjQ3MApOYW1lTWUuNDcxCk5hbWVNZS40NzIKTmFtZU1lLjQ3MwpOYW1lTWUuNDc0Ck5hbWVNZS40NzUKTmFtZU1lLjQ3NgpOYW1lTWUuNDc3Ck5hbWVNZS40NzgKTmFtZU1lLjQ3OQpOYW1lTWUuNDgwCk5hbWVNZS40ODEKTmFtZU1lLjQ4MgpOYW1lTWUuNDgzCk5hbWVNZS40ODQKTmFtZU1lLjQ4NQpOYW1lTWUuNDg2Ck5hbWVNZS40ODcKTmFtZU1lLjQ4OApOYW1lTWUuNDg5Ck5hbWVNZS40OTAKTmFtZU1lLjQ5MQpOYW1lTWUuNDkyCk5hbWVNZS40OTMKTmFtZU1lLjQ5NApOYW1lTWUuNDk1Ck5hbWVNZS40OTYKTmFtZU1lLjQ5NwpOYW1lTWUuNDk4Ck5hbWVNZS40OTkKTmFtZU1lLjUwMApOYW1lTWUuNTAxCk5hbWVNZS41MDIKTmFtZU1lLjUwMwpOYW1lTWUuNTA0Ck5hbWVNZS41MDUKTmFtZU1lLjUwNgpOYW1lTWUuNTA3Ck5hbWVNZS41MDgKTmFtZU1lLjUwOQpOYW1lTWUuNTEwCk5hbWVNZS41MTEKTmFtZU1lLjUxMgpOYW1lTWUuNTEzCk5hbWVNZS41MTQKTmFtZU1lLjUxNQpOYW1lTWUuNTE2Ck5hbWVNZS41MTcKTmFtZU1lLjUxOApOYW1lTWUuNTE5Ck5hbWVNZS41MjAKTmFtZU1lLjUyMQpOYW1lTWUuNTIyCk5hbWVNZS41MjMKTmFtZU1lLjUyNApOYW1lTWUuNTI1Ck5hbWVNZS41MjYKTmFtZU1lLjUyNwpOYW1lTWUuNTI4Ck5hbWVNZS41MjkKTmFtZU1lLjUzMApOYW1lTWUuNTMxCk5hbWVNZS41MzIKTmFtZU1lLjUzMwpOYW1lTWUuNTM0Ck5hbWVNZS41MzUKTmFtZU1lLjUzNgpOYW1lTWUuNTM3Ck5hbWVNZS41MzgKTmFtZU1lLjUzOQpOYW1lTWUuNTQwCk5hbWVNZS41NDEKTmFtZU1lLjU0MgpOYW1lTWUuNTQzCk5hbWVNZS41NDQKTmFtZU1lLjU0NQpOYW1lTWUuNTQ2Ck5hbWVNZS41NDcKTmFtZU1lLjU0OApOYW1lTWUuNTQ5Ck5hbWVNZS41NTAKTmFtZU1lLjU1MQpOYW1lTWUuNTUyCk5hbWVNZS41NTMKTmFtZU1lLjU1NApOYW1lTWUuNTU1Ck5hbWVNZS41NTYKTmFtZU1lLjU1NwpOYW1lTWUuNTU4Ck5hbWVNZS41NTkKTmFtZU1lLjU2MApOYW1lTWUuNTYxCk5hbWVNZS41NjIKTmFtZU1lLjU2MwpOYW1lTWUuNTY0Ck5hbWVNZS41NjUKTmFtZU1lLjU2NgpOYW1lTWUuNTY3Ck5hbWVNZS41NjgKTmFtZU1lLjU2OQpOYW1lTWUuNTcwCk5hbWVNZS41NzEKTmFtZU1lLjU3MgpOYW1lTWUuNTczCk5hbWVNZS41NzQKTmFtZU1lLjU3NQpOYW1lTWUuNTc2Ck5hbWVNZS41NzcKTmFtZU1lLjU3OApOYW1lTWUuNTc5Ck5hbWVNZS41ODAKTmFtZU1lLjU4MQpOYW1lTWUuNTgyCk5hbWVNZS41ODMKTmFtZU1lLjU4NApOYW1lTWUuNTg1Ck5hbWVNZS41ODYKTmFtZU1lLjU4NwpOYW1lTWUuNTg4Ck5hbWVNZS41ODkKTmFtZU1lLjU5MApOYW1lTWUuNTkxCk5hbWVNZS41OTIKTmFtZU1lLjU5MwpOYW1lTWUuNTk0Ck5hbWVNZS41OTUKTmFtZU1lLjU5NgpOYW1lTWUuNTk3Ck5hbWVNZS41OTgKTmFtZU1lLjU5OQpOYW1lTWUuNjAwCk5hbWVNZS42MDEKTmFtZU1lLjYwMgpOYW1lTWUuNjAzCk5hbWVNZS42MDQKTmFtZU1lLjYwNQpOYW1lTWUuNjA2Ck5hbWVNZS42MDcKTmFtZU1lLjYwOApOYW1lTWUuNjA5Ck5hbWVNZS42MTAKTmFtZU1lLjYxMQpOYW1lTWUuNjEyCk5hbWVNZS42MTMKTmFtZU1lLjYxNApOYW1lTWUuNjE1Ck5hbWVNZS42MTYKTmFtZU1lLjYxNwpOYW1lTWUuNjE4Ck5hbWVNZS42MTkKTmFtZU1lLjYyMApOYW1lTWUuNjIxCk5hbWVNZS42MjIKTmFtZU1lLjYyMwpOYW1lTWUuNjI0Ck5hbWVNZS42MjUKTmFtZU1lLjYyNgpOYW1lTWUuNjI3Ck5hbWVNZS42MjgKTmFtZU1lLjYyOQpOYW1lTWUuNjMwCk5hbWVNZS42MzEKTmFtZU1lLjYzMgpOYW1lTWUuNjMzCk5hbWVNZS42MzQKTmFtZU1lLjYzNQpOYW1lTWUuNjM2Ck5hbWVNZS42MzcKTmFtZU1lLjYzOApOYW1lTWUuNjM5Ck5hbWVNZS42NDAKTmFtZU1lLjY0MQpOYW1lTWUuNjQyCk5hbWVNZS42NDMKTmFtZU1lLjY0NApOYW1lTWUuNjQ1Ck5hbWVNZS42NDYKTmFtZU1lLjY0NwpOYW1lTWUuNjQ4Ck5hbWVNZS42NDkKTmFtZU1lLjY1MApOYW1lTWUuNjUxCk5hbWVNZS42NTIKTmFtZU1lLjY1MwpOYW1lTWUuNjU0Ck5hbWVNZS42NTUKTmFtZU1lLjY1NgpOYW1lTWUuNjU3Ck5hbWVNZS42NTgKTmFtZU1lLjY1OQpOYW1lTWUuNjYwCk5hbWVNZS42NjEKTmFtZU1lLjY2MgpOYW1lTWUuNjYzCk5hbWVNZS42NjQKTmFtZU1lLjY2NQpOYW1lTWUuNjY2Ck5hbWVNZS42NjcKTmFtZU1lLjY2OApOYW1lTWUuNjY5Ck5hbWVNZS42NzAKTmFtZU1lLjY3MQpOYW1lTWUuNjcyCk5hbWVNZS42NzMKTmFtZU1lLjY3NApOYW1lTWUuNjc1Ck5hbWVNZS42NzYKTmFtZU1lLjY3NwpOYW1lTWUuNjc4Ck5hbWVNZS42NzkKTmFtZU1lLjY4MApOYW1lTWUuNjgxCk5hbWVNZS42ODIKTmFtZU1lLjY4MwpOYW1lTWUuNjg0Ck5hbWVNZS42ODUKTmFtZU1lLjY4NgpOYW1lTWUuNjg3Ck5hbWVNZS42ODgKTmFtZU1lLjY4OQpOYW1lTWUuNjkwCk5hbWVNZS42OTEKTmFtZU1lLjY5MgpOYW1lTWUuNjkzCk5hbWVNZS42OTQKTmFtZU1lLjY5NQpOYW1lTWUuNjk2Ck5hbWVNZS42OTcKTmFtZU1lLjY5OApOYW1lTWUuNjk5Ck5hbWVNZS43MDAKTmFtZU1lLjcwMQpOYW1lTWUuNzAyCk5hbWVNZS43MDMKTmFtZU1lLjcwNApOYW1lTWUuNzA1Ck5hbWVNZS43MDYKTmFtZU1lLjcwNwpOYW1lTWUuNzA4Ck5hbWVNZS43MDkKTmFtZU1lLjcxMApOYW1lTWUuNzExCk5hbWVNZS43MTIKTmFtZU1lLjcxMwpOYW1lTWUuNzE0Ck5hbWVNZS43MTUKTmFtZU1lLjcxNgpOYW1lTWUuNzE3Ck5hbWVNZS43MTgKTmFtZU1lLjcxOQpOYW1lTWUuNzIwCk5hbWVNZS43MjEKTmFtZU1lLjcyMgpOYW1lTWUuNzIzCk5hbWVNZS43MjQKTmFtZU1lLjcyNQpOYW1lTWUuNzI2Ck5hbWVNZS43MjcKTmFtZU1lLjcyOApOYW1lTWUuNzI5Ck5hbWVNZS43MzAKTmFtZU1lLjczMQpOYW1lTWUuNzMyCk5hbWVNZS43MzMKTmFtZU1lLjczNApOYW1lTWUuNzM1Ck5hbWVNZS43MzYKTmFtZU1lLjczNwpOYW1lTWUuNzM4Ck5hbWVNZS43MzkKTmFtZU1lLjc0MApOYW1lTWUuNzQxCk5hbWVNZS43NDIKTmFtZU1lLjc0MwpOYW1lTWUuNzQ0Ck5hbWVNZS43NDUKTmFtZU1lLjc0NgpOYW1lTWUuNzQ3Ck5hbWVNZS43NDgKTmFtZU1lLjc0OQpOYW1lTWUuNzUwCk5hbWVNZS43NTEKTmFtZU1lLjc1MgpOYW1lTWUuNzUzCk5hbWVNZS43NTQKTmFtZU1lLjc1NQpOYW1lTWUuNzU2Ck5hbWVNZS43NTcKTmFtZU1lLjc1OApOYW1lTWUuNzU5Ck5hbWVNZS43NjAKTmFtZU1lLjc2MQpOYW1lTWUuNzYyCk5hbWVNZS43NjMKTmFtZU1lLjc2NApOYW1lTWUuNzY1Ck5hbWVNZS43NjYKTmFtZU1lLjc2NwpOYW1lTWUuNzY4Ck5hbWVNZS43NjkKTmFtZU1lLjc3MApOYW1lTWUuNzcxCk5hbWVNZS43NzIKTmFtZU1lLjc3MwpOYW1lTWUuNzc0Ck5hbWVNZS43NzUKTmFtZU1lLjc3NgpOYW1lTWUuNzc3Ck5hbWVNZS43NzgKTmFtZU1lLjc3OQpOYW1lTWUuNzgwCk5hbWVNZS43ODEKTmFtZU1lLjc4MgpOYW1lTWUuNzgzCk5hbWVNZS43ODQKTmFtZU1lLjc4NQpOYW1lTWUuNzg2Ck5hbWVNZS43ODcKTmFtZU1lLjc4OApOYW1lTWUuNzg5Ck5hbWVNZS43OTAKTmFtZU1lLjc5MQpOYW1lTWUuNzkyCk5hbWVNZS43OTMKTmFtZU1lLjc5NApOYW1lTWUuNzk1Ck5hbWVNZS43OTYKTmFtZU1lLjc5NwpOYW1lTWUuNzk4Ck5hbWVNZS43OTkKTmFtZU1lLjgwMApOYW1lTWUuODAxCk5hbWVNZS44MDIKTmFtZU1lLjgwMwpOYW1lTWUuODA0Ck5hbWVNZS44MDUKTmFtZU1lLjgwNgpOYW1lTWUuODA3Ck5hbWVNZS44MDgKTmFtZU1lLjgwOQpOYW1lTWUuODEwCk5hbWVNZS44MTEKTmFtZU1lLjgxMgpOYW1lTWUuODEzCk5hbWVNZS44MTQKTmFtZU1lLjgxNQpOYW1lTWUuODE2Ck5hbWVNZS44MTcKTmFtZU1lLjgxOApOYW1lTWUuODE5Ck5hbWVNZS44MjAKTmFtZU1lLjgyMQpOYW1lTWUuODIyCk5hbWVNZS44MjMKTmFtZU1lLjgyNApOYW1lTWUuODI1Ck5hbWVNZS44MjYKTmFtZU1lLjgyNwpOYW1lTWUuODI4Ck5hbWVNZS44MjkKTmFtZU1lLjgzMApOYW1lTWUuODMxCk5hbWVNZS44MzIKTmFtZU1lLjgzMwpOYW1lTWUuODM0Ck5hbWVNZS44MzUKTmFtZU1lLjgzNgpOYW1lTWUuODM3Ck5hbWVNZS44MzgKTmFtZU1lLjgzOQpOYW1lTWUuODQwCk5hbWVNZS44NDEKTmFtZU1lLjg0MgpOYW1lTWUuODQzCk5hbWVNZS44NDQKTmFtZU1lLjg0NQpOYW1lTWUuODQ2Ck5hbWVNZS44NDcKTmFtZU1lLjg0OApOYW1lTWUuODQ5Ck5hbWVNZS44NTAKTmFtZU1lLjg1MQpOYW1lTWUuODUyCk5hbWVNZS44NTMKTmFtZU1lLjg1NApOYW1lTWUuODU1Ck5hbWVNZS44NTYKTmFtZU1lLjg1NwpOYW1lTWUuODU4Ck5hbWVNZS44NTkKTmFtZU1lLjg2MApOYW1lTWUuODYxCk5hbWVNZS44NjIKTmFtZU1lLjg2MwpOYW1lTWUuODY0Ck5hbWVNZS44NjUKTmFtZU1lLjg2NgpOYW1lTWUuODY3Ck5hbWVNZS44NjgKTmFtZU1lLjg2OQpOYW1lTWUuODcwCk5hbWVNZS44NzEKTmFtZU1lLjg3MgpOYW1lTWUuODczCk5hbWVNZS44NzQKTmFtZU1lLjg3NQpOYW1lTWUuODc2Ck5hbWVNZS44NzcKTmFtZU1lLjg3OApOYW1lTWUuODc5Ck5hbWVNZS44ODAKTmFtZU1lLjg4MQpOYW1lTWUuODgyCk5hbWVNZS44ODMKTmFtZU1lLjg4NApOYW1lTWUuODg1Ck5hbWVNZS44ODYKTmFtZU1lLjg4NwpOYW1lTWUuODg4Ck5hbWVNZS44ODkKTmFtZU1lLjg5MApOYW1lTWUuODkxCk5hbWVNZS44OTIKTmFtZU1lLjg5MwpOYW1lTWUuODk0Ck5hbWVNZS44OTUKTmFtZU1lLjg5NgpOYW1lTWUuODk3Ck5hbWVNZS44OTgKTmFtZU1lLjg5OQpOYW1lTWUuOTAwCk5hbWVNZS45MDEKTmFtZU1lLjkwMgpOYW1lTWUuOTAzCk5hbWVNZS45MDQKTmFtZU1lLjkwNQpOYW1lTWUuOTA2Ck5hbWVNZS45MDcKTmFtZU1lLjkwOApOYW1lTWUuOTA5Ck5hbWVNZS45MTAKTmFtZU1lLjkxMQpOYW1lTWUuOTEyCk5hbWVNZS45MTMKTmFtZU1lLjkxNApOYW1lTWUuOTE1Ck5hbWVNZS45MTYKTmFtZU1lLjkxNwpOYW1lTWUuOTE4Ck5hbWVNZS45MTkKTmFtZU1lLjkyMApOYW1lTWUuOTIxCk5hbWVNZS45MjIKTmFtZU1lLjkyMwpOYW1lTWUuOTI0Ck5hbWVNZS45MjUKTmFtZU1lLjkyNgpOYW1lTWUuOTI3Ck5hbWVNZS45MjgKTmFtZU1lLjkyOQpOYW1lTWUuOTMwCk5hbWVNZS45MzEKTmFtZU1lLjkzMgpOYW1lTWUuOTMzCk5hbWVNZS45MzQKTmFtZU1lLjkzNQpOYW1lTWUuOTM2Ck5hbWVNZS45MzcKTmFtZU1lLjkzOApOYW1lTWUuOTM5Ck5hbWVNZS45NDAKTmFtZU1lLjk0MQpOYW1lTWUuOTQyCk5hbWVNZS45NDMKTmFtZU1lLjk0NApOYW1lTWUuOTQ1Ck5hbWVNZS45NDYKTmFtZU1lLjk0NwpOYW1lTWUuOTQ4Ck5hbWVNZS45NDkKTmFtZU1lLjk1MApOYW1lTWUuOTUxCk5hbWVNZS45NTIKTmFtZU1lLjk1MwpOYW1lTWUuOTU0Ck5hbWVNZS45NTUKTmFtZU1lLjk1NgpOYW1lTWUuOTU3Ck5hbWVNZS45NTgKTmFtZU1lLjk1OQpOYW1lTWUuOTYwCk5hbWVNZS45NjEKTmFtZU1lLjk2MgpOYW1lTWUuOTYzCk5hbWVNZS45NjQKTmFtZU1lLjk2NQpOYW1lTWUuOTY2Ck5hbWVNZS45NjcKTmFtZU1lLjk2OApOYW1lTWUuOTY5Ck5hbWVNZS45NzAKTmFtZU1lLjk3MQpOYW1lTWUuOTcyCk5hbWVNZS45NzMKTmFtZU1lLjk3NApOYW1lTWUuOTc1Ck5hbWVNZS45NzYKTmFtZU1lLjk3NwpOYW1lTWUuOTc4Ck5hbWVNZS45NzkKTmFtZU1lLjk4MApOYW1lTWUuOTgxCk5hbWVNZS45ODIKTmFtZU1lLjk4MwpOYW1lTWUuOTg0Ck5hbWVNZS45ODUKTmFtZU1lLjk4NgpOYW1lTWUuOTg3Ck5hbWVNZS45ODgKTmFtZU1lLjk4OQpOYW1lTWUuOTkwCk5hbWVNZS45OTEKTmFtZU1lLjk5MgpOYW1lTWUuOTkzCk5hbWVNZS45OTQKTmFtZU1lLjk5NQpOYW1lTWUuOTk2Ck5hbWVNZS45OTcKTmFtZU1lLjk5OApOYW1lTWUuOTk5C05hbWVNZS4xMDAwC05hbWVNZS4xMDAxC05hbWVNZS4xMDAyC05hbWVNZS4xMDAzC05hbWVNZS4xMDA0C05hbWVNZS4xMDA1C05hbWVNZS4xMDA2C05hbWVNZS4xMDA3C05hbWVNZS4xMDA4C05hbWVNZS4xMDA5C05hbWVNZS4xMDEwC05hbWVNZS4xMDExC05hbWVNZS4xMDEyC05hbWVNZS4xMDEzC05hbWVNZS4xMDE0C05hbWVNZS4xMDE1C05hbWVNZS4xMDE2C05hbWVNZS4xMDE3C05hbWVNZS4xMDE4C05hbWVNZS4xMDE5C05hbWVNZS4xMDIwC05hbWVNZS4xMDIxC05hbWVNZS4xMDIyC05hbWVNZS4xMDIzC05hbWVNZS4xMDI0C05hbWVNZS4xMDI1C05hbWVNZS4xMDI2C05hbWVNZS4xMDI3C05hbWVNZS4xMDI4C05hbWVNZS4xMDI5C05hbWVNZS4xMDMwC05hbWVNZS4xMDMxC05hbWVNZS4xMDMyC05hbWVNZS4xMDMzC05hbWVNZS4xMDM0C05hbWVNZS4xMDM1C05hbWVNZS4xMDM2C05hbWVNZS4xMDM3C05hbWVNZS4xMDM4C05hbWVNZS4xMDM5C05hbWVNZS4xMDQwC05hbWVNZS4xMDQxC05hbWVNZS4xMDQyC05hbWVNZS4xMDQzC05hbWVNZS4xMDQ0C05hbWVNZS4xMDQ1C05hbWVNZS4xMDQ2C05hbWVNZS4xMDQ3C05hbWVNZS4xMDQ4C05hbWVNZS4xMDQ5C05hbWVNZS4xMDUwC05hbWVNZS4xMDUxC05hbWVNZS4xMDUyC05hbWVNZS4xMDUzC05hbWVNZS4xMDU0C05hbWVNZS4xMDU1C05hbWVNZS4xMDU2C05hbWVNZS4xMDU3C05hbWVNZS4xMDU4C05hbWVNZS4xMDU5C05hbWVNZS4xMDYwC05hbWVNZS4xMDYxC05hbWVNZS4xMDYyC05hbWVNZS4xMDYzC05hbWVNZS4xMDY0C05hbWVNZS4xMDY1C05hbWVNZS4xMDY2C05hbWVNZS4xMDY3C05hbWVNZS4xMDY4C05hbWVNZS4xMDY5C05hbWVNZS4xMDcwC05hbWVNZS4xMDcxC05hbWVNZS4xMDcyC05hbWVNZS4xMDczC05hbWVNZS4xMDc0C05hbWVNZS4xMDc1C05hbWVNZS4xMDc2C05hbWVNZS4xMDc3C05hbWVNZS4xMDc4C05hbWVNZS4xMDc5C05hbWVNZS4xMDgwC05hbWVNZS4xMDgxC05hbWVNZS4xMDgyC05hbWVNZS4xMDgzC05hbWVNZS4xMDg0C05hbWVNZS4xMDg1C05hbWVNZS4xMDg2C05hbWVNZS4xMDg3C05hbWVNZS4xMDg4C05hbWVNZS4xMDg5C05hbWVNZS4xMDkwC05hbWVNZS4xMDkxC05hbWVNZS4xMDkyC05hbWVNZS4xMDkzC05hbWVNZS4xMDk0C05hbWVNZS4xMDk1C05hbWVNZS4xMDk2C05hbWVNZS4xMDk3C05hbWVNZS4xMDk4C05hbWVNZS4xMDk5C05hbWVNZS4xMTAwC05hbWVNZS4xMTAxC05hbWVNZS4xMTAyC05hbWVNZS4xMTAzC05hbWVNZS4xMTA0C05hbWVNZS4xMTA1C05hbWVNZS4xMTA2C05hbWVNZS4xMTA3C05hbWVNZS4xMTA4C05hbWVNZS4xMTA5C05hbWVNZS4xMTEwC05hbWVNZS4xMTExC05hbWVNZS4xMTEyC05hbWVNZS4xMTEzC05hbWVNZS4xMTE0C05hbWVNZS4xMTE1C05hbWVNZS4xMTE2C05hbWVNZS4xMTE3C05hbWVNZS4xMTE4C05hbWVNZS4xMTE5C05hbWVNZS4xMTIwC05hbWVNZS4xMTIxC05hbWVNZS4xMTIyC05hbWVNZS4xMTIzC05hbWVNZS4xMTI0C05hbWVNZS4xMTI1C05hbWVNZS4xMTI2C05hbWVNZS4xMTI3C05hbWVNZS4xMTI4C05hbWVNZS4xMTI5C05hbWVNZS4xMTMwC05hbWVNZS4xMTMxC05hbWVNZS4xMTMyC05hbWVNZS4xMTMzC05hbWVNZS4xMTM0C05hbWVNZS4xMTM1C05hbWVNZS4xMTM2C05hbWVNZS4xMTM3C05hbWVNZS4xMTM4C05hbWVNZS4xMTM5C05hbWVNZS4xMTQwC05hbWVNZS4xMTQxC05hbWVNZS4xMTQyC05hbWVNZS4xMTQzC05hbWVNZS4xMTQ0C05hbWVNZS4xMTQ1C05hbWVNZS4xMTQ2C05hbWVNZS4xMTQ3C05hbWVNZS4xMTQ4C05hbWVNZS4xMTQ5C05hbWVNZS4xMTUwC05hbWVNZS4xMTUxC05hbWVNZS4xMTUyC05hbWVNZS4xMTUzC05hbWVNZS4xMTU0C05hbWVNZS4xMTU1C05hbWVNZS4xMTU2C05hbWVNZS4xMTU3C05hbWVNZS4xMTU4C05hbWVNZS4xMTU5C05hbWVNZS4xMTYwC05hbWVNZS4xMTYxC05hbWVNZS4xMTYyC05hbWVNZS4xMTYzC05hbWVNZS4xMTY0C05hbWVNZS4xMTY1C05hbWVNZS4xMTY2C05hbWVNZS4xMTY3C05hbWVNZS4xMTY4C05hbWVNZS4xMTY5C05hbWVNZS4xMTcwC05hbWVNZS4xMTcxC05hbWVNZS4xMTcyC05hbWVNZS4xMTczC05hbWVNZS4xMTc0C05hbWVNZS4xMTc1C05hbWVNZS4xMTc2C05hbWVNZS4xMTc3C05hbWVNZS4xMTc4C05hbWVNZS4xMTc5C05hbWVNZS4xMTgwC05hbWVNZS4xMTgxC05hbWVNZS4xMTgyC05hbWVNZS4xMTgzC05hbWVNZS4xMTg0C05hbWVNZS4xMTg1C05hbWVNZS4xMTg2C05hbWVNZS4xMTg3C05hbWVNZS4xMTg4C05hbWVNZS4xMTg5C05hbWVNZS4xMTkwC05hbWVNZS4xMTkxC05hbWVNZS4xMTkyC05hbWVNZS4xMTkzC05hbWVNZS4xMTk0C05hbWVNZS4xMTk1C05hbWVNZS4xMTk2C05hbWVNZS4xMTk3C05hbWVNZS4xMTk4C05hbWVNZS4xMTk5C05hbWVNZS4xMjAwC05hbWVNZS4xMjAxC05hbWVNZS4xMjAyC05hbWVNZS4xMjAzC05hbWVNZS4xMjA0C05hbWVNZS4xMjA1C05hbWVNZS4xMjA2C05hbWVNZS4xMjA3C05hbWVNZS4xMjA4C05hbWVNZS4xMjA5C05hbWVNZS4xMjEwC05hbWVNZS4xMjExC05hbWVNZS4xMjEyC05hbWVNZS4xMjEzC05hbWVNZS4xMjE0C05hbWVNZS4xMjE1C05hbWVNZS4xMjE2C05hbWVNZS4xMjE3C05hbWVNZS4xMjE4C05hbWVNZS4xMjE5C05hbWVNZS4xMjIwC05hbWVNZS4xMjIxC05hbWVNZS4xMjIyC05hbWVNZS4xMjIzC05hbWVNZS4xMjI0C05hbWVNZS4xMjI1C05hbWVNZS4xMjI2C05hbWVNZS4xMjI3C05hbWVNZS4xMjI4C05hbWVNZS4xMjI5C05hbWVNZS4xMjMwC05hbWVNZS4xMjMxC05hbWVNZS4xMjMyC05hbWVNZS4xMjMzC05hbWVNZS4xMjM0C05hbWVNZS4xMjM1C05hbWVNZS4xMjM2C05hbWVNZS4xMjM3C05hbWVNZS4xMjM4C05hbWVNZS4xMjM5C05hbWVNZS4xMjQwC05hbWVNZS4xMjQxC05hbWVNZS4xMjQyC05hbWVNZS4xMjQzC05hbWVNZS4xMjQ0C05hbWVNZS4xMjQ1C05hbWVNZS4xMjQ2C05hbWVNZS4xMjQ3C05hbWVNZS4xMjQ4C05hbWVNZS4xMjQ5C05hbWVNZS4xMjUwC05hbWVNZS4xMjUxC05hbWVNZS4xMjUyC05hbWVNZS4xMjUzC05hbWVNZS4xMjU0C05hbWVNZS4xMjU1C05hbWVNZS4xMjU2C05hbWVNZS4xMjU3C05hbWVNZS4xMjU4C05hbWVNZS4xMjU5C05hbWVNZS4xMjYwC05hbWVNZS4xMjYxC05hbWVNZS4xMjYyC05hbWVNZS4xMjYzC05hbWVNZS4xMjY0C05hbWVNZS4xMjY1C05hbWVNZS4xMjY2C05hbWVNZS4xMjY3C05hbWVNZS4xMjY4C05hbWVNZS4xMjY5C05hbWVNZS4xMjcwC05hbWVNZS4xMjcxC05hbWVNZS4xMjcyC05hbWVNZS4xMjczC05hbWVNZS4xMjc0C05hbWVNZS4xMjc1C05hbWVNZS4xMjc2C05hbWVNZS4xMjc3C05hbWVNZS4xMjc4C05hbWVNZS4xMjc5C05hbWVNZS4xMjgwC05hbWVNZS4xMjgxC05hbWVNZS4xMjgyC05hbWVNZS4xMjgzC05hbWVNZS4xMjg0C05hbWVNZS4xMjg1C05hbWVNZS4xMjg2C05hbWVNZS4xMjg3C05hbWVNZS4xMjg4C05hbWVNZS4xMjg5C05hbWVNZS4xMjkwC05hbWVNZS4xMjkxC05hbWVNZS4xMjkyC05hbWVNZS4xMjkzC05hbWVNZS4xMjk0C05hbWVNZS4xMjk1C05hbWVNZS4xMjk2C05hbWVNZS4xMjk3C05hbWVNZS4xMjk4C05hbWVNZS4xMjk5C05hbWVNZS4xMzAwC05hbWVNZS4xMzAxC05hbWVNZS4xMzAyC05hbWVNZS4xMzAzC05hbWVNZS4xMzA0C05hbWVNZS4xMzA1C05hbWVNZS4xMzA2C05hbWVNZS4xMzA3C05hbWVNZS4xMzA4C05hbWVNZS4xMzA5C05hbWVNZS4xMzEwC05hbWVNZS4xMzExC05hbWVNZS4xMzEyC05hbWVNZS4xMzEzC05hbWVNZS4xMzE0C05hbWVNZS4xMzE1C05hbWVNZS4xMzE2C05hbWVNZS4xMzE3C05hbWVNZS4xMzE4C05hbWVNZS4xMzE5C05hbWVNZS4xMzIwC05hbWVNZS4xMzIxC05hbWVNZS4xMzIyC05hbWVNZS4xMzIzC05hbWVNZS4xMzI0C05hbWVNZS4xMzI1C05hbWVNZS4xMzI2C05hbWVNZS4xMzI3C05hbWVNZS4xMzI4C05hbWVNZS4xMzI5C05hbWVNZS4xMzMwC05hbWVNZS4xMzMxC05hbWVNZS4xMzMyC05hbWVNZS4xMzMzC05hbWVNZS4xMzM0C05hbWVNZS4xMzM1C05hbWVNZS4xMzM2C05hbWVNZS4xMzM3C05hbWVNZS4xMzM4C05hbWVNZS4xMzM5C05hbWVNZS4xMzQwC05hbWVNZS4xMzQxC05hbWVNZS4xMzQyC05hbWVNZS4xMzQzC05hbWVNZS4xMzQ0C05hbWVNZS4xMzQ1C05hbWVNZS4xMzQ2C05hbWVNZS4xMzQ3C05hbWVNZS4xMzQ4C05hbWVNZS4xMzQ5C05hbWVNZS4xMzUwC05hbWVNZS4xMzUxC05hbWVNZS4xMzUyC05hbWVNZS4xMzUzC05hbWVNZS4xMzU0C05hbWVNZS4xMzU1C05hbWVNZS4xMzU2C05hbWVNZS4xMzU3C05hbWVNZS4xMzU4C05hbWVNZS4xMzU5C05hbWVNZS4xMzYwC05hbWVNZS4xMzYxC05hbWVNZS4xMzYyC05hbWVNZS4xMzYzC05hbWVNZS4xMzY0C05hbWVNZS4xMzY1C05hbWVNZS4xMzY2C05hbWVNZS4xMzY3C05hbWVNZS4xMzY4C05hbWVNZS4xMzY5C05hbWVNZS4xMzcwC05hbWVNZS4xMzcxC05hbWVNZS4xMzcyC05hbWVNZS4xMzczC05hbWVNZS4xMzc0C05hbWVNZS4xMzc1C05hbWVNZS4xMzc2C05hbWVNZS4xMzc3C05hbWVNZS4xMzc4C05hbWVNZS4xMzc5C05hbWVNZS4xMzgwC05hbWVNZS4xMzgxC05hbWVNZS4xMzgyC05hbWVNZS4xMzgzC05hbWVNZS4xMzg0C05hbWVNZS4xMzg1C05hbWVNZS4xMzg2C05hbWVNZS4xMzg3C05hbWVNZS4xMzg4C05hbWVNZS4xMzg5C05hbWVNZS4xMzkwC05hbWVNZS4xMzkxC05hbWVNZS4xMzkyC05hbWVNZS4xMzkzC05hbWVNZS4xMzk0C05hbWVNZS4xMzk1C05hbWVNZS4xMzk2C05hbWVNZS4xMzk3C05hbWVNZS4xMzk4C05hbWVNZS4xMzk5C05hbWVNZS4xNDAwC05hbWVNZS4xNDAxC05hbWVNZS4xNDAyC05hbWVNZS4xNDAzC05hbWVNZS4xNDA0C05hbWVNZS4xNDA1C05hbWVNZS4xNDA2C05hbWVNZS4xNDA3C05hbWVNZS4xNDA4C05hbWVNZS4xNDA5C05hbWVNZS4xNDEwC05hbWVNZS4xNDExC05hbWVNZS4xNDEyC05hbWVNZS4xNDEzC05hbWVNZS4xNDE0C05hbWVNZS4xNDE1C05hbWVNZS4xNDE2C05hbWVNZS4xNDE3C05hbWVNZS4xNDE4C05hbWVNZS4xNDE5C05hbWVNZS4xNDIwC05hbWVNZS4xNDIxC05hbWVNZS4xNDIyC05hbWVNZS4xNDIzC05hbWVNZS4xNDI0C05hbWVNZS4xNDI1C05hbWVNZS4xNDI2C05hbWVNZS4xNDI3C05hbWVNZS4xNDI4C05hbWVNZS4xNDI5C05hbWVNZS4xNDMwC05hbWVNZS4xNDMxC05hbWVNZS4xNDMyC05hbWVNZS4xNDMzC05hbWVNZS4xNDM0C05hbWVNZS4xNDM1C05hbWVNZS4xNDM2C05hbWVNZS4xNDM3C05hbWVNZS4xNDM4C05hbWVNZS4xNDM5C05hbWVNZS4xNDQwC05hbWVNZS4xNDQxC05hbWVNZS4xNDQyC05hbWVNZS4xNDQzC05hbWVNZS4xNDQ0C05hbWVNZS4xNDQ1C05hbWVNZS4xNDQ2C05hbWVNZS4xNDQ3C05hbWVNZS4xNDQ4C05hbWVNZS4xNDQ5C05hbWVNZS4xNDUwC05hbWVNZS4xNDUxC05hbWVNZS4xNDUyC05hbWVNZS4xNDUzC05hbWVNZS4xNDU0C05hbWVNZS4xNDU1C05hbWVNZS4xNDU2C05hbWVNZS4xNDU3C05hbWVNZS4xNDU4C05hbWVNZS4xNDU5C05hbWVNZS4xNDYwC05hbWVNZS4xNDYxC05hbWVNZS4xNDYyC05hbWVNZS4xNDYzC05hbWVNZS4xNDY0C05hbWVNZS4xNDY1C05hbWVNZS4xNDY2C05hbWVNZS4xNDY3C05hbWVNZS4xNDY4C05hbWVNZS4xNDY5C05hbWVNZS4xNDcwC05hbWVNZS4xNDcxC05hbWVNZS4xNDcyC05hbWVNZS4xNDczC05hbWVNZS4xNDc0C05hbWVNZS4xNDc1C05hbWVNZS4xNDc2C05hbWVNZS4xNDc3C05hbWVNZS4xNDc4C05hbWVNZS4xNDc5C05hbWVNZS4xNDgwC05hbWVNZS4xNDgxC05hbWVNZS4xNDgyC05hbWVNZS4xNDgzC05hbWVNZS4xNDg0C05hbWVNZS4xNDg1C05hbWVNZS4xNDg2C05hbWVNZS4xNDg3C05hbWVNZS4xNDg4C05hbWVNZS4xNDg5C05hbWVNZS4xNDkwC05hbWVNZS4xNDkxC05hbWVNZS4xNDkyC05hbWVNZS4xNDkzC05hbWVNZS4xNDk0C05hbWVNZS4xNDk1C05hbWVNZS4xNDk2C05hbWVNZS4xNDk3C05hbWVNZS4xNDk4C05hbWVNZS4xNDk5C05hbWVNZS4xNTAwC05hbWVNZS4xNTAxC05hbWVNZS4xNTAyC05hbWVNZS4xNTAzC05hbWVNZS4xNTA0C05hbWVNZS4xNTA1C05hbWVNZS4xNTA2C05hbWVNZS4xNTA3C05hbWVNZS4xNTA4C05hbWVNZS4xNTA5C05hbWVNZS4xNTEwC05hbWVNZS4xNTExC05hbWVNZS4xNTEyC05hbWVNZS4xNTEzC05hbWVNZS4xNTE0C05hbWVNZS4xNTE1C05hbWVNZS4xNTE2C05hbWVNZS4xNTE3C05hbWVNZS4xNTE4C05hbWVNZS4xNTE5C05hbWVNZS4xNTIwC05hbWVNZS4xNTIxC05hbWVNZS4xNTIyC05hbWVNZS4xNTIzC05hbWVNZS4xNTI0C05hbWVNZS4xNTI1C05hbWVNZS4xNTI2C05hbWVNZS4xNTI3C05hbWVNZS4xNTI4C05hbWVNZS4xNTI5C05hbWVNZS4xNTMwC05hbWVNZS4xNTMxC05hbWVNZS4xNTMyC05hbWVNZS4xNTMzC05hbWVNZS4xNTM0C05hbWVNZS4xNTM1C05hbWVNZS4xNTM2C05hbWVNZS4xNTM3C05hbWVNZS4xNTM4C05hbWVNZS4xNTM5C05hbWVNZS4xNTQwC05hbWVNZS4xNTQxC05hbWVNZS4xNTQyC05hbWVNZS4xNTQzC05hbWVNZS4xNTQ0C05hbWVNZS4xNTQ1C05hbWVNZS4xNTQ2C05hbWVNZS4xNTQ3C05hbWVNZS4xNTQ4C05hbWVNZS4xNTQ5C05hbWVNZS4xNTUwC05hbWVNZS4xNTUxC05hbWVNZS4xNTUyC05hbWVNZS4xNTUzC05hbWVNZS4xNTU0C05hbWVNZS4xNTU1C05hbWVNZS4xNTU2C05hbWVNZS4xNTU3C05hbWVNZS4xNTU4C05hbWVNZS4xNTU5C05hbWVNZS4xNTYwC05hbWVNZS4xNTYxC05hbWVNZS4xNTYyC05hbWVNZS4xNTYzC05hbWVNZS4xNTY0C05hbWVNZS4xNTY1C05hbWVNZS4xNTY2C05hbWVNZS4xNTY3C05hbWVNZS4xNTY4C05hbWVNZS4xNTY5C05hbWVNZS4xNTcwC05hbWVNZS4xNTcxC05hbWVNZS4xNTcyC05hbWVNZS4xNTczC05hbWVNZS4xNTc0C05hbWVNZS4xNTc1C05hbWVNZS4xNTc2C05hbWVNZS4xNTc3C05hbWVNZS4xNTc4C05hbWVNZS4xNTc5C05hbWVNZS4xNTgwC05hbWVNZS4xNTgxC05hbWVNZS4xNTgyC05hbWVNZS4xNTgzC05hbWVNZS4xNTg0C05hbWVNZS4xNTg1C05hbWVNZS4xNTg2C05hbWVNZS4xNTg3C05hbWVNZS4xNTg4C05hbWVNZS4xNTg5C05hbWVNZS4xNTkwC05hbWVNZS4xNTkxC05hbWVNZS4xNTkyC05hbWVNZS4xNTkzC05hbWVNZS4xNTk0C05hbWVNZS4xNTk1C05hbWVNZS4xNTk2C05hbWVNZS4xNTk3C05hbWVNZS4xNTk4C05hbWVNZS4xNTk5C05hbWVNZS4xNjAwC05hbWVNZS4xNjAxC05hbWVNZS4xNjAyC05hbWVNZS4xNjAzC05hbWVNZS4xNjA0C05hbWVNZS4xNjA1C05hbWVNZS4xNjA2C05hbWVNZS4xNjA3C05hbWVNZS4xNjA4C05hbWVNZS4xNjA5C05hbWVNZS4xNjEwC05hbWVNZS4xNjExC05hbWVNZS4xNjEyC05hbWVNZS4xNjEzC05hbWVNZS4xNjE0C05hbWVNZS4xNjE1C05hbWVNZS4xNjE2C05hbWVNZS4xNjE3C05hbWVNZS4xNjE4C05hbWVNZS4xNjE5C05hbWVNZS4xNjIwC05hbWVNZS4xNjIxC05hbWVNZS4xNjIyC05hbWVNZS4xNjIzC05hbWVNZS4xNjI0C05hbWVNZS4xNjI1C05hbWVNZS4xNjI2C05hbWVNZS4xNjI3C05hbWVNZS4xNjI4C05hbWVNZS4xNjI5C05hbWVNZS4xNjMwC05hbWVNZS4xNjMxC05hbWVNZS4xNjMyC05hbWVNZS4xNjMzC05hbWVNZS4xNjM0C05hbWVNZS4xNjM1C05hbWVNZS4xNjM2C05hbWVNZS4xNjM3C05hbWVNZS4xNjM4C05hbWVNZS4xNjM5C05hbWVNZS4xNjQwC05hbWVNZS4xNjQxC05hbWVNZS4xNjQyC05hbWVNZS4xNjQzC05hbWVNZS4xNjQ0C05hbWVNZS4xNjQ1C05hbWVNZS4xNjQ2C05hbWVNZS4xNjQ3C05hbWVNZS4xNjQ4C05hbWVNZS4xNjQ5C05hbWVNZS4xNjUwC05hbWVNZS4xNjUxC05hbWVNZS4xNjUyC05hbWVNZS4xNjUzC05hbWVNZS4xNjU0C05hbWVNZS4xNjU1C05hbWVNZS4xNjU2C05hbWVNZS4xNjU3C05hbWVNZS4xNjU4C05hbWVNZS4xNjU5C05hbWVNZS4xNjYwC05hbWVNZS4xNjYxC05hbWVNZS4xNjYyC05hbWVNZS4xNjYzC05hbWVNZS4xNjY0C05hbWVNZS4xNjY1C05hbWVNZS4xNjY2C05hbWVNZS4xNjY3C05hbWVNZS4xNjY4C05hbWVNZS4xNjY5C05hbWVNZS4xNjcwC05hbWVNZS4xNjcxC05hbWVNZS4xNjcyC05hbWVNZS4xNjczC05hbWVNZS4xNjc0C05hbWVNZS4xNjc1C05hbWVNZS4xNjc2C05hbWVNZS4xNjc3C05hbWVNZS4xNjc4C05hbWVNZS4xNjc5C05hbWVNZS4xNjgwC05hbWVNZS4xNjgxC05hbWVNZS4xNjgyC05hbWVNZS4xNjgzC05hbWVNZS4xNjg0C05hbWVNZS4xNjg1C05hbWVNZS4xNjg2C05hbWVNZS4xNjg3C05hbWVNZS4xNjg4C05hbWVNZS4xNjg5C05hbWVNZS4xNjkwC05hbWVNZS4xNjkxC05hbWVNZS4xNjkyC05hbWVNZS4xNjkzC05hbWVNZS4xNjk0C05hbWVNZS4xNjk1C05hbWVNZS4xNjk2C05hbWVNZS4xNjk3C05hbWVNZS4xNjk4C05hbWVNZS4xNjk5C05hbWVNZS4xNzAwC05hbWVNZS4xNzAxC05hbWVNZS4xNzAyC05hbWVNZS4xNzAzC05hbWVNZS4xNzA0C05hbWVNZS4xNzA1C05hbWVNZS4xNzA2C05hbWVNZS4xNzA3C05hbWVNZS4xNzA4C05hbWVNZS4xNzA5C05hbWVNZS4xNzEwC05hbWVNZS4xNzExC05hbWVNZS4xNzEyC05hbWVNZS4xNzEzC05hbWVNZS4xNzE0C05hbWVNZS4xNzE1C05hbWVNZS4xNzE2C05hbWVNZS4xNzE3C05hbWVNZS4xNzE4C05hbWVNZS4xNzE5C05hbWVNZS4xNzIwC05hbWVNZS4xNzIxC05hbWVNZS4xNzIyC05hbWVNZS4xNzIzC05hbWVNZS4xNzI0C05hbWVNZS4xNzI1C05hbWVNZS4xNzI2C05hbWVNZS4xNzI3C05hbWVNZS4xNzI4C05hbWVNZS4xNzI5C05hbWVNZS4xNzMwC05hbWVNZS4xNzMxC05hbWVNZS4xNzMyC05hbWVNZS4xNzMzC05hbWVNZS4xNzM0C05hbWVNZS4xNzM1C05hbWVNZS4xNzM2C05hbWVNZS4xNzM3C05hbWVNZS4xNzM4C05hbWVNZS4xNzM5C05hbWVNZS4xNzQwC05hbWVNZS4xNzQxC05hbWVNZS4xNzQyC05hbWVNZS4xNzQzC05hbWVNZS4xNzQ0C05hbWVNZS4xNzQ1C05hbWVNZS4xNzQ2C05hbWVNZS4xNzQ3C05hbWVNZS4xNzQ4C05hbWVNZS4xNzQ5C05hbWVNZS4xNzUwC05hbWVNZS4xNzUxC05hbWVNZS4xNzUyC05hbWVNZS4xNzUzC05hbWVNZS4xNzU0C05hbWVNZS4xNzU1C05hbWVNZS4xNzU2C05hbWVNZS4xNzU3C05hbWVNZS4xNzU4C05hbWVNZS4xNzU5C05hbWVNZS4xNzYwC05hbWVNZS4xNzYxC05hbWVNZS4xNzYyC05hbWVNZS4xNzYzC05hbWVNZS4xNzY0C05hbWVNZS4xNzY1C05hbWVNZS4xNzY2C05hbWVNZS4xNzY3C05hbWVNZS4xNzY4C05hbWVNZS4xNzY5C05hbWVNZS4xNzcwC05hbWVNZS4xNzcxC05hbWVNZS4xNzcyC05hbWVNZS4xNzczC05hbWVNZS4xNzc0C05hbWVNZS4xNzc1C05hbWVNZS4xNzc2C05hbWVNZS4xNzc3C05hbWVNZS4xNzc4C05hbWVNZS4xNzc5C05hbWVNZS4xNzgwC05hbWVNZS4xNzgxC05hbWVNZS4xNzgyC05hbWVNZS4xNzgzC05hbWVNZS4xNzg0C05hbWVNZS4xNzg1C05hbWVNZS4xNzg2C05hbWVNZS4xNzg3C05hbWVNZS4xNzg4C05hbWVNZS4xNzg5C05hbWVNZS4xNzkwC05hbWVNZS4xNzkxC05hbWVNZS4xNzkyC05hbWVNZS4xNzkzC05hbWVNZS4xNzk0C05hbWVNZS4xNzk1C05hbWVNZS4xNzk2C05hbWVNZS4xNzk3C05hbWVNZS4xNzk4C05hbWVNZS4xNzk5C05hbWVNZS4xODAwC05hbWVNZS4xODAxC05hbWVNZS4xODAyC05hbWVNZS4xODAzC05hbWVNZS4xODA0C05hbWVNZS4xODA1C05hbWVNZS4xODA2C05hbWVNZS4xODA3C05hbWVNZS4xODA4C05hbWVNZS4xODA5C05hbWVNZS4xODEwC05hbWVNZS4xODExC05hbWVNZS4xODEyC05hbWVNZS4xODEzC05hbWVNZS4xODE0C05hbWVNZS4xODE1C05hbWVNZS4xODE2C05hbWVNZS4xODE3C05hbWVNZS4xODE4C05hbWVNZS4xODE5C05hbWVNZS4xODIwC05hbWVNZS4xODIxC05hbWVNZS4xODIyC05hbWVNZS4xODIzC05hbWVNZS4xODI0C05hbWVNZS4xODI1C05hbWVNZS4xODI2C05hbWVNZS4xODI3C05hbWVNZS4xODI4C05hbWVNZS4xODI5C05hbWVNZS4xODMwC05hbWVNZS4xODMxC05hbWVNZS4xODMyC05hbWVNZS4xODMzC05hbWVNZS4xODM0C05hbWVNZS4xODM1C05hbWVNZS4xODM2C05hbWVNZS4xODM3C05hbWVNZS4xODM4C05hbWVNZS4xODM5C05hbWVNZS4xODQwC05hbWVNZS4xODQxC05hbWVNZS4xODQyC05hbWVNZS4xODQzC05hbWVNZS4xODQ0C05hbWVNZS4xODQ1C05hbWVNZS4xODQ2C05hbWVNZS4xODQ3C05hbWVNZS4xODQ4C05hbWVNZS4xODQ5C05hbWVNZS4xODUwC05hbWVNZS4xODUxC05hbWVNZS4xODUyC05hbWVNZS4xODUzC05hbWVNZS4xODU0C05hbWVNZS4xODU1C05hbWVNZS4xODU2C05hbWVNZS4xODU3C05hbWVNZS4xODU4C05hbWVNZS4xODU5C05hbWVNZS4xODYwC05hbWVNZS4xODYxC05hbWVNZS4xODYyC05hbWVNZS4xODYzC05hbWVNZS4xODY0C05hbWVNZS4xODY1C05hbWVNZS4xODY2C05hbWVNZS4xODY3C05hbWVNZS4xODY4C05hbWVNZS4xODY5C05hbWVNZS4xODcwC05hbWVNZS4xODcxC05hbWVNZS4xODcyC05hbWVNZS4xODczC05hbWVNZS4xODc0C05hbWVNZS4xODc1C05hbWVNZS4xODc2C05hbWVNZS4xODc3C05hbWVNZS4xODc4C05hbWVNZS4xODc5C05hbWVNZS4xODgwC05hbWVNZS4xODgxC05hbWVNZS4xODgyC05hbWVNZS4xODgzC05hbWVNZS4xODg0C05hbWVNZS4xODg1C05hbWVNZS4xODg2C05hbWVNZS4xODg3C05hbWVNZS4xODg4C05hbWVNZS4xODg5C05hbWVNZS4xODkwC05hbWVNZS4xODkxC05hbWVNZS4xODkyC05hbWVNZS4xODkzC05hbWVNZS4xODk0C05hbWVNZS4xODk1C05hbWVNZS4xODk2C05hbWVNZS4xODk3C05hbWVNZS4xODk4C05hbWVNZS4xODk5C05hbWVNZS4xOTAwC05hbWVNZS4xOTAxC05hbWVNZS4xOTAyC05hbWVNZS4xOTAzC05hbWVNZS4xOTA0C05hbWVNZS4xOTA1C05hbWVNZS4xOTA2C05hbWVNZS4xOTA3C05hbWVNZS4xOTA4C05hbWVNZS4xOTA5C05hbWVNZS4xOTEwC05hbWVNZS4xOTExC05hbWVNZS4xOTEyC05hbWVNZS4xOTEzC05hbWVNZS4xOTE0C05hbWVNZS4xOTE1C05hbWVNZS4xOTE2C05hbWVNZS4xOTE3C05hbWVNZS4xOTE4C05hbWVNZS4xOTE5C05hbWVNZS4xOTIwC05hbWVNZS4xOTIxC05hbWVNZS4xOTIyC05hbWVNZS4xOTIzC05hbWVNZS4xOTI0C05hbWVNZS4xOTI1C05hbWVNZS4xOTI2C05hbWVNZS4xOTI3C05hbWVNZS4xOTI4C05hbWVNZS4xOTI5C05hbWVNZS4xOTMwC05hbWVNZS4xOTMxC05hbWVNZS4xOTMyC05hbWVNZS4xOTMzC05hbWVNZS4xOTM0C05hbWVNZS4xOTM1C05hbWVNZS4xOTM2C05hbWVNZS4xOTM3C05hbWVNZS4xOTM4C05hbWVNZS4xOTM5C05hbWVNZS4xOTQwC05hbWVNZS4xOTQxC05hbWVNZS4xOTQyC05hbWVNZS4xOTQzC05hbWVNZS4xOTQ0C05hbWVNZS4xOTQ1C05hbWVNZS4xOTQ2C05hbWVNZS4xOTQ3C05hbWVNZS4xOTQ4C05hbWVNZS4xOTQ5C05hbWVNZS4xOTUwC05hbWVNZS4xOTUxC05hbWVNZS4xOTUyC05hbWVNZS4xOTUzC05hbWVNZS4xOTU0C05hbWVNZS4xOTU1C05hbWVNZS4xOTU2C05hbWVNZS4xOTU3C05hbWVNZS4xOTU4C05hbWVNZS4xOTU5C05hbWVNZS4xOTYwC05hbWVNZS4xOTYxC05hbWVNZS4xOTYyC05hbWVNZS4xOTYzC05hbWVNZS4xOTY0C05hbWVNZS4xOTY1C05hbWVNZS4xOTY2C05hbWVNZS4xOTY3C05hbWVNZS4xOTY4C05hbWVNZS4xOTY5C05hbWVNZS4xOTcwC05hbWVNZS4xOTcxC05hbWVNZS4xOTcyC05hbWVNZS4xOTczC05hbWVNZS4xOTc0C05hbWVNZS4xOTc1C05hbWVNZS4xOTc2C05hbWVNZS4xOTc3C05hbWVNZS4xOTc4C05hbWVNZS4xOTc5C05hbWVNZS4xOTgwC05hbWVNZS4xOTgxC05hbWVNZS4xOTgyC05hbWVNZS4xOTgzC05hbWVNZS4xOTg0C05hbWVNZS4xOTg1C05hbWVNZS4xOTg2C05hbWVNZS4xOTg3C05hbWVNZS4xOTg4C05hbWVNZS4xOTg5C05hbWVNZS4xOTkwC05hbWVNZS4xOTkxC05hbWVNZS4xOTkyC05hbWVNZS4xOTkzC05hbWVNZS4xOTk0C05hbWVNZS4xOTk1C05hbWVNZS4xOTk2C05hbWVNZS4xOTk3C05hbWVNZS4xOTk4C05hbWVNZS4xOTk5C05hbWVNZS4yMDAwC05hbWVNZS4yMDAxC05hbWVNZS4yMDAyC05hbWVNZS4yMDAzC05hbWVNZS4yMDA0C05hbWVNZS4yMDA1C05hbWVNZS4yMDA2C05hbWVNZS4yMDA3C05hbWVNZS4yMDA4C05hbWVNZS4yMDA5C05hbWVNZS4yMDEwC05hbWVNZS4yMDExC05hbWVNZS4yMDEyC05hbWVNZS4yMDEzC05hbWVNZS4yMDE0C05hbWVNZS4yMDE1C05hbWVNZS4yMDE2C05hbWVNZS4yMDE3C05hbWVNZS4yMDE4C05hbWVNZS4yMDE5C05hbWVNZS4yMDIwC05hbWVNZS4yMDIxC05hbWVNZS4yMDIyC05hbWVNZS4yMDIzC05hbWVNZS4yMDI0C05hbWVNZS4yMDI1C05hbWVNZS4yMDI2C05hbWVNZS4yMDI3C05hbWVNZS4yMDI4C05hbWVNZS4yMDI5C05hbWVNZS4yMDMwC05hbWVNZS4yMDMxC05hbWVNZS4yMDMyC05hbWVNZS4yMDMzC05hbWVNZS4yMDM0C05hbWVNZS4yMDM1C05hbWVNZS4yMDM2C05hbWVNZS4yMDM3C05hbWVNZS4yMDM4C05hbWVNZS4yMDM5C05hbWVNZS4yMDQwC05hbWVNZS4yMDQxC05hbWVNZS4yMDQyC05hbWVNZS4yMDQzC05hbWVNZS4yMDQ0C05hbWVNZS4yMDQ1C05hbWVNZS4yMDQ2C05hbWVNZS4yMDQ3C05hbWVNZS4yMDQ4C05hbWVNZS4yMDQ5C05hbWVNZS4yMDUwC05hbWVNZS4yMDUxC05hbWVNZS4yMDUyC05hbWVNZS4yMDUzC05hbWVNZS4yMDU0C05hbWVNZS4yMDU1C05hbWVNZS4yMDU2C05hbWVNZS4yMDU3C05hbWVNZS4yMDU4C05hbWVNZS4yMDU5C05hbWVNZS4yMDYwC05hbWVNZS4yMDYxC05hbWVNZS4yMDYyC05hbWVNZS4yMDYzC05hbWVNZS4yMDY0C05hbWVNZS4yMDY1C05hbWVNZS4yMDY2C05hbWVNZS4yMDY3C05hbWVNZS4yMDY4C05hbWVNZS4yMDY5C05hbWVNZS4yMDcwC05hbWVNZS4yMDcxC05hbWVNZS4yMDcyC05hbWVNZS4yMDczC05hbWVNZS4yMDc0C05hbWVNZS4yMDc1C05hbWVNZS4yMDc2C05hbWVNZS4yMDc3C05hbWVNZS4yMDc4C05hbWVNZS4yMDc5C05hbWVNZS4yMDgwC05hbWVNZS4yMDgxC05hbWVNZS4yMDgyC05hbWVNZS4yMDgzC05hbWVNZS4yMDg0C05hbWVNZS4yMDg1C05hbWVNZS4yMDg2C05hbWVNZS4yMDg3C05hbWVNZS4yMDg4C05hbWVNZS4yMDg5C05hbWVNZS4yMDkwC05hbWVNZS4yMDkxC05hbWVNZS4yMDkyC05hbWVNZS4yMDkzC05hbWVNZS4yMDk0C05hbWVNZS4yMDk1C05hbWVNZS4yMDk2C05hbWVNZS4yMDk3C05hbWVNZS4yMDk4C05hbWVNZS4yMDk5C05hbWVNZS4yMTAwC05hbWVNZS4yMTAxC05hbWVNZS4yMTAyC05hbWVNZS4yMTAzC05hbWVNZS4yMTA0C05hbWVNZS4yMTA1C05hbWVNZS4yMTA2C05hbWVNZS4yMTA3C05hbWVNZS4yMTA4C05hbWVNZS4yMTA5C05hbWVNZS4yMTEwC05hbWVNZS4yMTExC05hbWVNZS4yMTEyC05hbWVNZS4yMTEzC05hbWVNZS4yMTE0C05hbWVNZS4yMTE1C05hbWVNZS4yMTE2C05hbWVNZS4yMTE3C05hbWVNZS4yMTE4C05hbWVNZS4yMTE5C05hbWVNZS4yMTIwC05hbWVNZS4yMTIxC05hbWVNZS4yMTIyC05hbWVNZS4yMTIzC05hbWVNZS4yMTI0C05hbWVNZS4yMTI1C05hbWVNZS4yMTI2C05hbWVNZS4yMTI3C05hbWVNZS4yMTI4C05hbWVNZS4yMTI5C05hbWVNZS4yMTMwC05hbWVNZS4yMTMxC05hbWVNZS4yMTMyC05hbWVNZS4yMTMzC05hbWVNZS4yMTM0C05hbWVNZS4yMTM1C05hbWVNZS4yMTM2C05hbWVNZS4yMTM3C05hbWVNZS4yMTM4C05hbWVNZS4yMTM5C05hbWVNZS4yMTQwC05hbWVNZS4yMTQxC05hbWVNZS4yMTQyC05hbWVNZS4yMTQzC05hbWVNZS4yMTQ0C05hbWVNZS4yMTQ1C05hbWVNZS4yMTQ2C05hbWVNZS4yMTQ3C05hbWVNZS4yMTQ4C05hbWVNZS4yMTQ5C05hbWVNZS4yMTUwC05hbWVNZS4yMTUxC05hbWVNZS4yMTUyC05hbWVNZS4yMTUzC05hbWVNZS4yMTU0C05hbWVNZS4yMTU1C05hbWVNZS4yMTU2C05hbWVNZS4yMTU3C05hbWVNZS4yMTU4C05hbWVNZS4yMTU5C05hbWVNZS4yMTYwC05hbWVNZS4yMTYxC05hbWVNZS4yMTYyC05hbWVNZS4yMTYzC05hbWVNZS4yMTY0C05hbWVNZS4yMTY1C05hbWVNZS4yMTY2C05hbWVNZS4yMTY3C05hbWVNZS4yMTY4C05hbWVNZS4yMTY5C05hbWVNZS4yMTcwC05hbWVNZS4yMTcxC05hbWVNZS4yMTcyC05hbWVNZS4yMTczC05hbWVNZS4yMTc0C05hbWVNZS4yMTc1C05hbWVNZS4yMTc2C05hbWVNZS4yMTc3C05hbWVNZS4yMTc4C05hbWVNZS4yMTc5C05hbWVNZS4yMTgwC05hbWVNZS4yMTgxC05hbWVNZS4yMTgyC05hbWVNZS4yMTgzC05hbWVNZS4yMTg0C05hbWVNZS4yMTg1C05hbWVNZS4yMTg2C05hbWVNZS4yMTg3C05hbWVNZS4yMTg4C05hbWVNZS4yMTg5C05hbWVNZS4yMTkwC05hbWVNZS4yMTkxC05hbWVNZS4yMTkyC05hbWVNZS4yMTkzC05hbWVNZS4yMTk0C05hbWVNZS4yMTk1C05hbWVNZS4yMTk2C05hbWVNZS4yMTk3C05hbWVNZS4yMTk4C05hbWVNZS4yMTk5C05hbWVNZS4yMjAwC05hbWVNZS4yMjAxC05hbWVNZS4yMjAyC05hbWVNZS4yMjAzC05hbWVNZS4yMjA0C05hbWVNZS4yMjA1C05hbWVNZS4yMjA2C05hbWVNZS4yMjA3C05hbWVNZS4yMjA4C05hbWVNZS4yMjA5C05hbWVNZS4yMjEwC05hbWVNZS4yMjExC05hbWVNZS4yMjEyC05hbWVNZS4yMjEzC05hbWVNZS4yMjE0C05hbWVNZS4yMjE1C05hbWVNZS4yMjE2C05hbWVNZS4yMjE3C05hbWVNZS4yMjE4C05hbWVNZS4yMjE5C05hbWVNZS4yMjIwC05hbWVNZS4yMjIxC05hbWVNZS4yMjIyC05hbWVNZS4yMjIzC05hbWVNZS4yMjI0C05hbWVNZS4yMjI1C05hbWVNZS4yMjI2C05hbWVNZS4yMjI3C05hbWVNZS4yMjI4C05hbWVNZS4yMjI5C05hbWVNZS4yMjMwC05hbWVNZS4yMjMxC05hbWVNZS4yMjMyC05hbWVNZS4yMjMzC05hbWVNZS4yMjM0C05hbWVNZS4yMjM1C05hbWVNZS4yMjM2C05hbWVNZS4yMjM3C05hbWVNZS4yMjM4C05hbWVNZS4yMjM5C05hbWVNZS4yMjQwC05hbWVNZS4yMjQxC05hbWVNZS4yMjQyC05hbWVNZS4yMjQzC05hbWVNZS4yMjQ0C05hbWVNZS4yMjQ1C05hbWVNZS4yMjQ2C05hbWVNZS4yMjQ3C05hbWVNZS4yMjQ4C05hbWVNZS4yMjQ5C05hbWVNZS4yMjUwC05hbWVNZS4yMjUxC05hbWVNZS4yMjUyC05hbWVNZS4yMjUzC05hbWVNZS4yMjU0C05hbWVNZS4yMjU1C05hbWVNZS4yMjU2C05hbWVNZS4yMjU3C05hbWVNZS4yMjU4C05hbWVNZS4yMjU5C05hbWVNZS4yMjYwC05hbWVNZS4yMjYxC05hbWVNZS4yMjYyC05hbWVNZS4yMjYzC05hbWVNZS4yMjY0C05hbWVNZS4yMjY1C05hbWVNZS4yMjY2C05hbWVNZS4yMjY3C05hbWVNZS4yMjY4C05hbWVNZS4yMjY5C05hbWVNZS4yMjcwC05hbWVNZS4yMjcxC05hbWVNZS4yMjcyC05hbWVNZS4yMjczC05hbWVNZS4yMjc0C05hbWVNZS4yMjc1C05hbWVNZS4yMjc2C05hbWVNZS4yMjc3C05hbWVNZS4yMjc4C05hbWVNZS4yMjc5C05hbWVNZS4yMjgwC05hbWVNZS4yMjgxC05hbWVNZS4yMjgyC05hbWVNZS4yMjgzC05hbWVNZS4yMjg0C05hbWVNZS4yMjg1C05hbWVNZS4yMjg2C05hbWVNZS4yMjg3C05hbWVNZS4yMjg4C05hbWVNZS4yMjg5C05hbWVNZS4yMjkwC05hbWVNZS4yMjkxC05hbWVNZS4yMjkyC05hbWVNZS4yMjkzC05hbWVNZS4yMjk0C05hbWVNZS4yMjk1C05hbWVNZS4yMjk2C05hbWVNZS4yMjk3C05hbWVNZS4yMjk4C05hbWVNZS4yMjk5C05hbWVNZS4yMzAwC05hbWVNZS4yMzAxC05hbWVNZS4yMzAyC05hbWVNZS4yMzAzC05hbWVNZS4yMzA0C05hbWVNZS4yMzA1C05hbWVNZS4yMzA2C05hbWVNZS4yMzA3C05hbWVNZS4yMzA4C05hbWVNZS4yMzA5C05hbWVNZS4yMzEwC05hbWVNZS4yMzExC05hbWVNZS4yMzEyC05hbWVNZS4yMzEzC05hbWVNZS4yMzE0C05hbWVNZS4yMzE1C05hbWVNZS4yMzE2C05hbWVNZS4yMzE3C05hbWVNZS4yMzE4C05hbWVNZS4yMzE5C05hbWVNZS4yMzIwC05hbWVNZS4yMzIxC05hbWVNZS4yMzIyC05hbWVNZS4yMzIzC05hbWVNZS4yMzI0C05hbWVNZS4yMzI1C05hbWVNZS4yMzI2C05hbWVNZS4yMzI3C05hbWVNZS4yMzI4C05hbWVNZS4yMzI5C05hbWVNZS4yMzMwC05hbWVNZS4yMzMxC05hbWVNZS4yMzMyC05hbWVNZS4yMzMzC05hbWVNZS4yMzM0C05hbWVNZS4yMzM1C05hbWVNZS4yMzM2C05hbWVNZS4yMzM3C05hbWVNZS4yMzM4C05hbWVNZS4yMzM5C05hbWVNZS4yMzQwC05hbWVNZS4yMzQxC05hbWVNZS4yMzQyC05hbWVNZS4yMzQzC05hbWVNZS4yMzQ0C05hbWVNZS4yMzQ1C05hbWVNZS4yMzQ2C05hbWVNZS4yMzQ3C05hbWVNZS4yMzQ4C05hbWVNZS4yMzQ5C05hbWVNZS4yMzUwC05hbWVNZS4yMzUxC05hbWVNZS4yMzUyC05hbWVNZS4yMzUzC05hbWVNZS4yMzU0C05hbWVNZS4yMzU1C05hbWVNZS4yMzU2C05hbWVNZS4yMzU3C05hbWVNZS4yMzU4C05hbWVNZS4yMzU5C05hbWVNZS4yMzYwC05hbWVNZS4yMzYxC05hbWVNZS4yMzYyC05hbWVNZS4yMzYzC05hbWVNZS4yMzY0C05hbWVNZS4yMzY1C05hbWVNZS4yMzY2C05hbWVNZS4yMzY3C05hbWVNZS4yMzY4C05hbWVNZS4yMzY5C05hbWVNZS4yMzcwC05hbWVNZS4yMzcxC05hbWVNZS4yMzcyC05hbWVNZS4yMzczC05hbWVNZS4yMzc0C05hbWVNZS4yMzc1C05hbWVNZS4yMzc2C05hbWVNZS4yMzc3C05hbWVNZS4yMzc4C05hbWVNZS4yMzc5C05hbWVNZS4yMzgwC05hbWVNZS4yMzgxC05hbWVNZS4yMzgyC05hbWVNZS4yMzgzC05hbWVNZS4yMzg0C05hbWVNZS4yMzg1C05hbWVNZS4yMzg2C05hbWVNZS4yMzg3C05hbWVNZS4yMzg4C05hbWVNZS4yMzg5C05hbWVNZS4yMzkwC05hbWVNZS4yMzkxC05hbWVNZS4yMzkyC05hbWVNZS4yMzkzC05hbWVNZS4yMzk0C05hbWVNZS4yMzk1C05hbWVNZS4yMzk2C05hbWVNZS4yMzk3C05hbWVNZS4yMzk4C05hbWVNZS4yMzk5C05hbWVNZS4yNDAwC05hbWVNZS4yNDAxC05hbWVNZS4yNDAyC05hbWVNZS4yNDAzC05hbWVNZS4yNDA0C05hbWVNZS4yNDA1C05hbWVNZS4yNDA2C05hbWVNZS4yNDA3C05hbWVNZS4yNDA4C05hbWVNZS4yNDA5C05hbWVNZS4yNDEwC05hbWVNZS4yNDExC05hbWVNZS4yNDEyC05hbWVNZS4yNDEzC05hbWVNZS4yNDE0C05hbWVNZS4yNDE1C05hbWVNZS4yNDE2C05hbWVNZS4yNDE3C05hbWVNZS4yNDE4C05hbWVNZS4yNDE5C05hbWVNZS4yNDIwC05hbWVNZS4yNDIxC05hbWVNZS4yNDIyC05hbWVNZS4yNDIzC05hbWVNZS4yNDI0C05hbWVNZS4yNDI1C05hbWVNZS4yNDI2C05hbWVNZS4yNDI3C05hbWVNZS4yNDI4C05hbWVNZS4yNDI5C05hbWVNZS4yNDMwC05hbWVNZS4yNDMxC05hbWVNZS4yNDMyC05hbWVNZS4yNDMzC05hbWVNZS4yNDM0C05hbWVNZS4yNDM1C05hbWVNZS4yNDM2C05hbWVNZS4yNDM3C05hbWVNZS4yNDM4C05hbWVNZS4yNDM5C05hbWVNZS4yNDQwC05hbWVNZS4yNDQxC05hbWVNZS4yNDQyC05hbWVNZS4yNDQzC05hbWVNZS4yNDQ0C05hbWVNZS4yNDQ1C05hbWVNZS4yNDQ2C05hbWVNZS4yNDQ3C05hbWVNZS4yNDQ4C05hbWVNZS4yNDQ5C05hbWVNZS4yNDUwC05hbWVNZS4yNDUxC05hbWVNZS4yNDUyC05hbWVNZS4yNDUzC05hbWVNZS4yNDU0C05hbWVNZS4yNDU1C05hbWVNZS4yNDU2C05hbWVNZS4yNDU3C05hbWVNZS4yNDU4C05hbWVNZS4yNDU5C05hbWVNZS4yNDYwC05hbWVNZS4yNDYxC05hbWVNZS4yNDYyC05hbWVNZS4yNDYzC05hbWVNZS4yNDY0C05hbWVNZS4yNDY1C05hbWVNZS4yNDY2C05hbWVNZS4yNDY3C05hbWVNZS4yNDY4C05hbWVNZS4yNDY5C05hbWVNZS4yNDcwC05hbWVNZS4yNDcxC05hbWVNZS4yNDcyC05hbWVNZS4yNDczC05hbWVNZS4yNDc0C05hbWVNZS4yNDc1C05hbWVNZS4yNDc2C05hbWVNZS4yNDc3C05hbWVNZS4yNDc4C05hbWVNZS4yNDc5C05hbWVNZS4yNDgwC05hbWVNZS4yNDgxC05hbWVNZS4yNDgyC05hbWVNZS4yNDgzC05hbWVNZS4yNDg0C05hbWVNZS4yNDg1C05hbWVNZS4yNDg2C05hbWVNZS4yNDg3C05hbWVNZS4yNDg4C05hbWVNZS4yNDg5C05hbWVNZS4yNDkwC05hbWVNZS4yNDkxC05hbWVNZS4yNDkyC05hbWVNZS4yNDkzC05hbWVNZS4yNDk0C05hbWVNZS4yNDk1C05hbWVNZS4yNDk2C05hbWVNZS4yNDk3C05hbWVNZS4yNDk4C05hbWVNZS4yNDk5C05hbWVNZS4yNTAwC05hbWVNZS4yNTAxC05hbWVNZS4yNTAyC05hbWVNZS4yNTAzC05hbWVNZS4yNTA0C05hbWVNZS4yNTA1C05hbWVNZS4yNTA2C05hbWVNZS4yNTA3C05hbWVNZS4yNTA4C05hbWVNZS4yNTA5C05hbWVNZS4yNTEwC05hbWVNZS4yNTExC05hbWVNZS4yNTEyC05hbWVNZS4yNTEzC05hbWVNZS4yNTE0C05hbWVNZS4yNTE1C05hbWVNZS4yNTE2C05hbWVNZS4yNTE3C05hbWVNZS4yNTE4C05hbWVNZS4yNTE5C05hbWVNZS4yNTIwC05hbWVNZS4yNTIxC05hbWVNZS4yNTIyC05hbWVNZS4yNTIzC05hbWVNZS4yNTI0C05hbWVNZS4yNTI1C05hbWVNZS4yNTI2C05hbWVNZS4yNTI3C05hbWVNZS4yNTI4C05hbWVNZS4yNTI5C05hbWVNZS4yNTMwC05hbWVNZS4yNTMxC05hbWVNZS4yNTMyC05hbWVNZS4yNTMzC05hbWVNZS4yNTM0C05hbWVNZS4yNTM1C05hbWVNZS4yNTM2C05hbWVNZS4yNTM3C05hbWVNZS4yNTM4C05hbWVNZS4yNTM5C05hbWVNZS4yNTQwC05hbWVNZS4yNTQxC05hbWVNZS4yNTQyC05hbWVNZS4yNTQzC05hbWVNZS4yNTQ0C05hbWVNZS4yNTQ1C05hbWVNZS4yNTQ2C05hbWVNZS4yNTQ3C05hbWVNZS4yNTQ4C05hbWVNZS4yNTQ5C05hbWVNZS4yNTUwC05hbWVNZS4yNTUxC05hbWVNZS4yNTUyC05hbWVNZS4yNTUzC05hbWVNZS4yNTU0C05hbWVNZS4yNTU1C05hbWVNZS4yNTU2C05hbWVNZS4yNTU3C05hbWVNZS4yNTU4C05hbWVNZS4yNTU5C05hbWVNZS4yNTYwC05hbWVNZS4yNTYxC05hbWVNZS4yNTYyC05hbWVNZS4yNTYzC05hbWVNZS4yNTY0C05hbWVNZS4yNTY1C05hbWVNZS4yNTY2C05hbWVNZS4yNTY3C05hbWVNZS4yNTY4C05hbWVNZS4yNTY5C05hbWVNZS4yNTcwC05hbWVNZS4yNTcxC05hbWVNZS4yNTcyC05hbWVNZS4yNTczC05hbWVNZS4yNTc0C05hbWVNZS4yNTc1C05hbWVNZS4yNTc2C05hbWVNZS4yNTc3C05hbWVNZS4yNTc4C05hbWVNZS4yNTc5C05hbWVNZS4yNTgwC05hbWVNZS4yNTgxC05hbWVNZS4yNTgyC05hbWVNZS4yNTgzC05hbWVNZS4yNTg0C05hbWVNZS4yNTg1C05hbWVNZS4yNTg2C05hbWVNZS4yNTg3C05hbWVNZS4yNTg4C05hbWVNZS4yNTg5C05hbWVNZS4yNTkwC05hbWVNZS4yNTkxC05hbWVNZS4yNTkyC05hbWVNZS4yNTkzC05hbWVNZS4yNTk0C05hbWVNZS4yNTk1C05hbWVNZS4yNTk2C05hbWVNZS4yNTk3C05hbWVNZS4yNTk4C05hbWVNZS4yNTk5C05hbWVNZS4yNjAwC05hbWVNZS4yNjAxC05hbWVNZS4yNjAyC05hbWVNZS4yNjAzC05hbWVNZS4yNjA0C05hbWVNZS4yNjA1C05hbWVNZS4yNjA2C05hbWVNZS4yNjA3C05hbWVNZS4yNjA4C05hbWVNZS4yNjA5C05hbWVNZS4yNjEwC05hbWVNZS4yNjExC05hbWVNZS4yNjEyC05hbWVNZS4yNjEzC05hbWVNZS4yNjE0C05hbWVNZS4yNjE1C05hbWVNZS4yNjE2C05hbWVNZS4yNjE3C05hbWVNZS4yNjE4C05hbWVNZS4yNjE5C05hbWVNZS4yNjIwC05hbWVNZS4yNjIxC05hbWVNZS4yNjIyC05hbWVNZS4yNjIzC05hbWVNZS4yNjI0C05hbWVNZS4yNjI1C05hbWVNZS4yNjI2C05hbWVNZS4yNjI3C05hbWVNZS4yNjI4C05hbWVNZS4yNjI5C05hbWVNZS4yNjMwC05hbWVNZS4yNjMxC05hbWVNZS4yNjMyC05hbWVNZS4yNjMzC05hbWVNZS4yNjM0C05hbWVNZS4yNjM1C05hbWVNZS4yNjM2C05hbWVNZS4yNjM3C05hbWVNZS4yNjM4C05hbWVNZS4yNjM5C05hbWVNZS4yNjQwC05hbWVNZS4yNjQxC05hbWVNZS4yNjQyC05hbWVNZS4yNjQzC05hbWVNZS4yNjQ0C05hbWVNZS4yNjQ1C05hbWVNZS4yNjQ2C05hbWVNZS4yNjQ3C05hbWVNZS4yNjQ4C05hbWVNZS4yNjQ5C05hbWVNZS4yNjUwC05hbWVNZS4yNjUxC05hbWVNZS4yNjUyC05hbWVNZS4yNjUzC05hbWVNZS4yNjU0C05hbWVNZS4yNjU1C05hbWVNZS4yNjU2C05hbWVNZS4yNjU3C05hbWVNZS4yNjU4C05hbWVNZS4yNjU5C05hbWVNZS4yNjYwC05hbWVNZS4yNjYxC05hbWVNZS4yNjYyC05hbWVNZS4yNjYzC05hbWVNZS4yNjY0C05hbWVNZS4yNjY1C05hbWVNZS4yNjY2C05hbWVNZS4yNjY3C05hbWVNZS4yNjY4C05hbWVNZS4yNjY5C05hbWVNZS4yNjcwC05hbWVNZS4yNjcxC05hbWVNZS4yNjcyC05hbWVNZS4yNjczC05hbWVNZS4yNjc0C05hbWVNZS4yNjc1C05hbWVNZS4yNjc2C05hbWVNZS4yNjc3C05hbWVNZS4yNjc4C05hbWVNZS4yNjc5C05hbWVNZS4yNjgwC05hbWVNZS4yNjgxC05hbWVNZS4yNjgyC05hbWVNZS4yNjgzC05hbWVNZS4yNjg0C05hbWVNZS4yNjg1C05hbWVNZS4yNjg2C05hbWVNZS4yNjg3C05hbWVNZS4yNjg4C05hbWVNZS4yNjg5C05hbWVNZS4yNjkwC05hbWVNZS4yNjkxC05hbWVNZS4yNjkyC05hbWVNZS4yNjkzC05hbWVNZS4yNjk0C05hbWVNZS4yNjk1C05hbWVNZS4yNjk2C05hbWVNZS4yNjk3C05hbWVNZS4yNjk4C05hbWVNZS4yNjk5C05hbWVNZS4yNzAwC05hbWVNZS4yNzAxC05hbWVNZS4yNzAyC05hbWVNZS4yNzAzC05hbWVNZS4yNzA0C05hbWVNZS4yNzA1C05hbWVNZS4yNzA2C05hbWVNZS4yNzA3C05hbWVNZS4yNzA4C05hbWVNZS4yNzA5C05hbWVNZS4yNzEwC05hbWVNZS4yNzExC05hbWVNZS4yNzEyC05hbWVNZS4yNzEzC05hbWVNZS4yNzE0C05hbWVNZS4yNzE1C05hbWVNZS4yNzE2C05hbWVNZS4yNzE3C05hbWVNZS4yNzE4C05hbWVNZS4yNzE5C05hbWVNZS4yNzIwC05hbWVNZS4yNzIxC05hbWVNZS4yNzIyC05hbWVNZS4yNzIzC05hbWVNZS4yNzI0C05hbWVNZS4yNzI1C05hbWVNZS4yNzI2C05hbWVNZS4yNzI3C05hbWVNZS4yNzI4C05hbWVNZS4yNzI5C05hbWVNZS4yNzMwC05hbWVNZS4yNzMxC05hbWVNZS4yNzMyC05hbWVNZS4yNzMzC05hbWVNZS4yNzM0C05hbWVNZS4yNzM1C05hbWVNZS4yNzM2C05hbWVNZS4yNzM3C05hbWVNZS4yNzM4C05hbWVNZS4yNzM5C05hbWVNZS4yNzQwC05hbWVNZS4yNzQxC05hbWVNZS4yNzQyC05hbWVNZS4yNzQzC05hbWVNZS4yNzQ0C05hbWVNZS4yNzQ1C05hbWVNZS4yNzQ2C05hbWVNZS4yNzQ3C05hbWVNZS4yNzQ4C05hbWVNZS4yNzQ5C05hbWVNZS4yNzUwC05hbWVNZS4yNzUxC05hbWVNZS4yNzUyC05hbWVNZS4yNzUzC05hbWVNZS4yNzU0C05hbWVNZS4yNzU1C05hbWVNZS4yNzU2C05hbWVNZS4yNzU3C05hbWVNZS4yNzU4C05hbWVNZS4yNzU5C05hbWVNZS4yNzYwC05hbWVNZS4yNzYxC05hbWVNZS4yNzYyC05hbWVNZS4yNzYzC05hbWVNZS4yNzY0C05hbWVNZS4yNzY1C05hbWVNZS4yNzY2C05hbWVNZS4yNzY3C05hbWVNZS4yNzY4C05hbWVNZS4yNzY5C05hbWVNZS4yNzcwC05hbWVNZS4yNzcxC05hbWVNZS4yNzcyC05hbWVNZS4yNzczC05hbWVNZS4yNzc0C05hbWVNZS4yNzc1C05hbWVNZS4yNzc2C05hbWVNZS4yNzc3C05hbWVNZS4yNzc4C05hbWVNZS4yNzc5C05hbWVNZS4yNzgwC05hbWVNZS4yNzgxC05hbWVNZS4yNzgyC05hbWVNZS4yNzgzC05hbWVNZS4yNzg0C05hbWVNZS4yNzg1C05hbWVNZS4yNzg2C05hbWVNZS4yNzg3C05hbWVNZS4yNzg4C05hbWVNZS4yNzg5C05hbWVNZS4yNzkwC05hbWVNZS4yNzkxC05hbWVNZS4yNzkyC05hbWVNZS4yNzkzC05hbWVNZS4yNzk0C05hbWVNZS4yNzk1C05hbWVNZS4yNzk2C05hbWVNZS4yNzk3C05hbWVNZS4yNzk4C05hbWVNZS4yNzk5C05hbWVNZS4yODAwC05hbWVNZS4yODAxC05hbWVNZS4yODAyC05hbWVNZS4yODAzC05hbWVNZS4yODA0C05hbWVNZS4yODA1C05hbWVNZS4yODA2C05hbWVNZS4yODA3C05hbWVNZS4yODA4C05hbWVNZS4yODA5C05hbWVNZS4yODEwC05hbWVNZS4yODExC05hbWVNZS4yODEyC05hbWVNZS4yODEzC05hbWVNZS4yODE0C05hbWVNZS4yODE1C05hbWVNZS4yODE2C05hbWVNZS4yODE3C05hbWVNZS4yODE4C05hbWVNZS4yODE5C05hbWVNZS4yODIwC05hbWVNZS4yODIxC05hbWVNZS4yODIyC05hbWVNZS4yODIzC05hbWVNZS4yODI0C05hbWVNZS4yODI1C05hbWVNZS4yODI2C05hbWVNZS4yODI3C05hbWVNZS4yODI4C05hbWVNZS4yODI5C05hbWVNZS4yODMwC05hbWVNZS4yODMxC05hbWVNZS4yODMyC05hbWVNZS4yODMzC05hbWVNZS4yODM0C05hbWVNZS4yODM1C05hbWVNZS4yODM2C05hbWVNZS4yODM3C05hbWVNZS4yODM4C05hbWVNZS4yODM5C05hbWVNZS4yODQwC05hbWVNZS4yODQxC05hbWVNZS4yODQyC05hbWVNZS4yODQzC05hbWVNZS4yODQ0C05hbWVNZS4yODQ1C05hbWVNZS4yODQ2C05hbWVNZS4yODQ3C05hbWVNZS4yODQ4C05hbWVNZS4yODQ5C05hbWVNZS4yODUwC05hbWVNZS4yODUxC05hbWVNZS4yODUyC05hbWVNZS4yODUzC05hbWVNZS4yODU0C05hbWVNZS4yODU1C05hbWVNZS4yODU2C05hbWVNZS4yODU3C05hbWVNZS4yODU4C05hbWVNZS4yODU5C05hbWVNZS4yODYwC05hbWVNZS4yODYxC05hbWVNZS4yODYyC05hbWVNZS4yODYzC05hbWVNZS4yODY0C05hbWVNZS4yODY1C05hbWVNZS4yODY2C05hbWVNZS4yODY3C05hbWVNZS4yODY4C05hbWVNZS4yODY5C05hbWVNZS4yODcwC05hbWVNZS4yODcxC05hbWVNZS4yODcyC05hbWVNZS4yODczC05hbWVNZS4yODc0C05hbWVNZS4yODc1C05hbWVNZS4yODc2C05hbWVNZS4yODc3C05hbWVNZS4yODc4C05hbWVNZS4yODc5C05hbWVNZS4yODgwC05hbWVNZS4yODgxC05hbWVNZS4yODgyC05hbWVNZS4yODgzC05hbWVNZS4yODg0C05hbWVNZS4yODg1C05hbWVNZS4yODg2C05hbWVNZS4yODg3C05hbWVNZS4yODg4C05hbWVNZS4yODg5C05hbWVNZS4yODkwC05hbWVNZS4yODkxC05hbWVNZS4yODkyC05hbWVNZS4yODkzC05hbWVNZS4yODk0C05hbWVNZS4yODk1C05hbWVNZS4yODk2C05hbWVNZS4yODk3C05hbWVNZS4yODk4C05hbWVNZS4yODk5C05hbWVNZS4yOTAwC05hbWVNZS4yOTAxC05hbWVNZS4yOTAyC05hbWVNZS4yOTAzC05hbWVNZS4yOTA0C05hbWVNZS4yOTA1C05hbWVNZS4yOTA2C05hbWVNZS4yOTA3C05hbWVNZS4yOTA4C05hbWVNZS4yOTA5C05hbWVNZS4yOTEwC05hbWVNZS4yOTExC05hbWVNZS4yOTEyC05hbWVNZS4yOTEzC05hbWVNZS4yOTE0C05hbWVNZS4yOTE1C05hbWVNZS4yOTE2C05hbWVNZS4yOTE3C05hbWVNZS4yOTE4C05hbWVNZS4yOTE5C05hbWVNZS4yOTIwC05hbWVNZS4yOTIxC05hbWVNZS4yOTIyC05hbWVNZS4yOTIzC05hbWVNZS4yOTI0C05hbWVNZS4yOTI1C05hbWVNZS4yOTI2C05hbWVNZS4yOTI3C05hbWVNZS4yOTI4C05hbWVNZS4yOTI5C05hbWVNZS4yOTMwC05hbWVNZS4yOTMxC05hbWVNZS4yOTMyC05hbWVNZS4yOTMzC05hbWVNZS4yOTM0C05hbWVNZS4yOTM1C05hbWVNZS4yOTM2C05hbWVNZS4yOTM3C05hbWVNZS4yOTM4C05hbWVNZS4yOTM5C05hbWVNZS4yOTQwC05hbWVNZS4yOTQxC05hbWVNZS4yOTQyC05hbWVNZS4yOTQzC05hbWVNZS4yOTQ0C05hbWVNZS4yOTQ1C05hbWVNZS4yOTQ2C05hbWVNZS4yOTQ3C05hbWVNZS4yOTQ4C05hbWVNZS4yOTQ5C05hbWVNZS4yOTUwC05hbWVNZS4yOTUxC05hbWVNZS4yOTUyC05hbWVNZS4yOTUzC05hbWVNZS4yOTU0C05hbWVNZS4yOTU1C05hbWVNZS4yOTU2C05hbWVNZS4yOTU3C05hbWVNZS4yOTU4C05hbWVNZS4yOTU5C05hbWVNZS4yOTYwC05hbWVNZS4yOTYxC05hbWVNZS4yOTYyC05hbWVNZS4yOTYzC05hbWVNZS4yOTY0C05hbWVNZS4yOTY1C05hbWVNZS4yOTY2C05hbWVNZS4yOTY3C05hbWVNZS4yOTY4C05hbWVNZS4yOTY5C05hbWVNZS4yOTcwC05hbWVNZS4yOTcxC05hbWVNZS4yOTcyC05hbWVNZS4yOTczC05hbWVNZS4yOTc0C05hbWVNZS4yOTc1C05hbWVNZS4yOTc2C05hbWVNZS4yOTc3C05hbWVNZS4yOTc4C05hbWVNZS4yOTc5C05hbWVNZS4yOTgwC05hbWVNZS4yOTgxC05hbWVNZS4yOTgyC05hbWVNZS4yOTgzC05hbWVNZS4yOTg0C05hbWVNZS4yOTg1C05hbWVNZS4yOTg2C05hbWVNZS4yOTg3C05hbWVNZS4yOTg4C05hbWVNZS4yOTg5C05hbWVNZS4yOTkwC05hbWVNZS4yOTkxC05hbWVNZS4yOTkyC05hbWVNZS4yOTkzC05hbWVNZS4yOTk0C05hbWVNZS4yOTk1C05hbWVNZS4yOTk2C05hbWVNZS4yOTk3C05hbWVNZS4yOTk4C05hbWVNZS4yOTk5C05hbWVNZS4zMDAwC05hbWVNZS4zMDAxC05hbWVNZS4zMDAyC05hbWVNZS4zMDAzC05hbWVNZS4zMDA0C05hbWVNZS4zMDA1C05hbWVNZS4zMDA2C05hbWVNZS4zMDA3C05hbWVNZS4zMDA4C05hbWVNZS4zMDA5C05hbWVNZS4zMDEwC05hbWVNZS4zMDExC05hbWVNZS4zMDEyC05hbWVNZS4zMDEzC05hbWVNZS4zMDE0C05hbWVNZS4zMDE1C05hbWVNZS4zMDE2C05hbWVNZS4zMDE3C05hbWVNZS4zMDE4C05hbWVNZS4zMDE5C05hbWVNZS4zMDIwC05hbWVNZS4zMDIxC05hbWVNZS4zMDIyC05hbWVNZS4zMDIzC05hbWVNZS4zMDI0C05hbWVNZS4zMDI1C05hbWVNZS4zMDI2C05hbWVNZS4zMDI3C05hbWVNZS4zMDI4C05hbWVNZS4zMDI5C05hbWVNZS4zMDMwC05hbWVNZS4zMDMxC05hbWVNZS4zMDMyC05hbWVNZS4zMDMzC05hbWVNZS4zMDM0C05hbWVNZS4zMDM1C05hbWVNZS4zMDM2C05hbWVNZS4zMDM3C05hbWVNZS4zMDM4C05hbWVNZS4zMDM5C05hbWVNZS4zMDQwC05hbWVNZS4zMDQxC05hbWVNZS4zMDQyC05hbWVNZS4zMDQzC05hbWVNZS4zMDQ0C05hbWVNZS4zMDQ1C05hbWVNZS4zMDQ2C05hbWVNZS4zMDQ3C05hbWVNZS4zMDQ4C05hbWVNZS4zMDQ5C05hbWVNZS4zMDUwC05hbWVNZS4zMDUxC05hbWVNZS4zMDUyC05hbWVNZS4zMDUzC05hbWVNZS4zMDU0C05hbWVNZS4zMDU1C05hbWVNZS4zMDU2C05hbWVNZS4zMDU3C05hbWVNZS4zMDU4C05hbWVNZS4zMDU5C05hbWVNZS4zMDYwC05hbWVNZS4zMDYxC05hbWVNZS4zMDYyC05hbWVNZS4zMDYzC05hbWVNZS4zMDY0C05hbWVNZS4zMDY1C05hbWVNZS4zMDY2C05hbWVNZS4zMDY3C05hbWVNZS4zMDY4C05hbWVNZS4zMDY5C05hbWVNZS4zMDcwC05hbWVNZS4zMDcxC05hbWVNZS4zMDcyC05hbWVNZS4zMDczC05hbWVNZS4zMDc0C05hbWVNZS4zMDc1C05hbWVNZS4zMDc2C05hbWVNZS4zMDc3C05hbWVNZS4zMDc4C05hbWVNZS4zMDc5C05hbWVNZS4zMDgwC05hbWVNZS4zMDgxC05hbWVNZS4zMDgyC05hbWVNZS4zMDgzC05hbWVNZS4zMDg0C05hbWVNZS4zMDg1C05hbWVNZS4zMDg2C05hbWVNZS4zMDg3C05hbWVNZS4zMDg4C05hbWVNZS4zMDg5C05hbWVNZS4zMDkwC05hbWVNZS4zMDkxC05hbWVNZS4zMDkyC05hbWVNZS4zMDkzC05hbWVNZS4zMDk0C05hbWVNZS4zMDk1C05hbWVNZS4zMDk2C05hbWVNZS4zMDk3C05hbWVNZS4zMDk4C05hbWVNZS4zMDk5C05hbWVNZS4zMTAwC05hbWVNZS4zMTAxC05hbWVNZS4zMTAyC05hbWVNZS4zMTAzC05hbWVNZS4zMTA0C05hbWVNZS4zMTA1C05hbWVNZS4zMTA2C05hbWVNZS4zMTA3C05hbWVNZS4zMTA4C05hbWVNZS4zMTA5C05hbWVNZS4zMTEwC05hbWVNZS4zMTExC05hbWVNZS4zMTEyC05hbWVNZS4zMTEzC05hbWVNZS4zMTE0C05hbWVNZS4zMTE1C05hbWVNZS4zMTE2C05hbWVNZS4zMTE3C05hbWVNZS4zMTE4C05hbWVNZS4zMTE5C05hbWVNZS4zMTIwC05hbWVNZS4zMTIxC05hbWVNZS4zMTIyC05hbWVNZS4zMTIzC05hbWVNZS4zMTI0C05hbWVNZS4zMTI1C05hbWVNZS4zMTI2C05hbWVNZS4zMTI3C05hbWVNZS4zMTI4C05hbWVNZS4zMTI5C05hbWVNZS4zMTMwC05hbWVNZS4zMTMxC05hbWVNZS4zMTMyC05hbWVNZS4zMTMzC05hbWVNZS4zMTM0C05hbWVNZS4zMTM1C05hbWVNZS4zMTM2C05hbWVNZS4zMTM3C05hbWVNZS4zMTM4C05hbWVNZS4zMTM5C05hbWVNZS4zMTQwC05hbWVNZS4zMTQxC05hbWVNZS4zMTQyC05hbWVNZS4zMTQzC05hbWVNZS4zMTQ0C05hbWVNZS4zMTQ1C05hbWVNZS4zMTQ2C05hbWVNZS4zMTQ3C05hbWVNZS4zMTQ4C05hbWVNZS4zMTQ5C05hbWVNZS4zMTUwC05hbWVNZS4zMTUxC05hbWVNZS4zMTUyC05hbWVNZS4zMTUzC05hbWVNZS4zMTU0C05hbWVNZS4zMTU1C05hbWVNZS4zMTU2C05hbWVNZS4zMTU3C05hbWVNZS4zMTU4C05hbWVNZS4zMTU5C05hbWVNZS4zMTYwC05hbWVNZS4zMTYxC05hbWVNZS4zMTYyC05hbWVNZS4zMTYzC05hbWVNZS4zMTY0C05hbWVNZS4zMTY1C05hbWVNZS4zMTY2C05hbWVNZS4zMTY3C05hbWVNZS4zMTY4C05hbWVNZS4zMTY5C05hbWVNZS4zMTcwC05hbWVNZS4zMTcxC05hbWVNZS4zMTcyC05hbWVNZS4zMTczC05hbWVNZS4zMTc0C05hbWVNZS4zMTc1C05hbWVNZS4zMTc2C05hbWVNZS4zMTc3C05hbWVNZS4zMTc4C05hbWVNZS4zMTc5C05hbWVNZS4zMTgwC05hbWVNZS4zMTgxC05hbWVNZS4zMTgyC05hbWVNZS4zMTgzC05hbWVNZS4zMTg0C05hbWVNZS4zMTg1C05hbWVNZS4zMTg2C05hbWVNZS4zMTg3C05hbWVNZS4zMTg4C05hbWVNZS4zMTg5C05hbWVNZS4zMTkwC05hbWVNZS4zMTkxC05hbWVNZS4zMTkyC05hbWVNZS4zMTkzC05hbWVNZS4zMTk0C05hbWVNZS4zMTk1C05hbWVNZS4zMTk2C05hbWVNZS4zMTk3C05hbWVNZS4zMTk4C05hbWVNZS4zMTk5C05hbWVNZS4zMjAwC05hbWVNZS4zMjAxC05hbWVNZS4zMjAyC05hbWVNZS4zMjAzC05hbWVNZS4zMjA0C05hbWVNZS4zMjA1C05hbWVNZS4zMjA2C05hbWVNZS4zMjA3C05hbWVNZS4zMjA4C05hbWVNZS4zMjA5C05hbWVNZS4zMjEwC05hbWVNZS4zMjExC05hbWVNZS4zMjEyC05hbWVNZS4zMjEzC05hbWVNZS4zMjE0C05hbWVNZS4zMjE1C05hbWVNZS4zMjE2C05hbWVNZS4zMjE3C05hbWVNZS4zMjE4C05hbWVNZS4zMjE5C05hbWVNZS4zMjIwC05hbWVNZS4zMjIxC05hbWVNZS4zMjIyC05hbWVNZS4zMjIzC05hbWVNZS4zMjI0C05hbWVNZS4zMjI1C05hbWVNZS4zMjI2C05hbWVNZS4zMjI3C05hbWVNZS4zMjI4C05hbWVNZS4zMjI5C05hbWVNZS4zMjMwC05hbWVNZS4zMjMxC05hbWVNZS4zMjMyC05hbWVNZS4zMjMzC05hbWVNZS4zMjM0C05hbWVNZS4zMjM1C05hbWVNZS4zMjM2C05hbWVNZS4zMjM3C05hbWVNZS4zMjM4C05hbWVNZS4zMjM5C05hbWVNZS4zMjQwC05hbWVNZS4zMjQxC05hbWVNZS4zMjQyC05hbWVNZS4zMjQzC05hbWVNZS4zMjQ0C05hbWVNZS4zMjQ1C05hbWVNZS4zMjQ2C05hbWVNZS4zMjQ3C05hbWVNZS4zMjQ4C05hbWVNZS4zMjQ5C05hbWVNZS4zMjUwC05hbWVNZS4zMjUxC05hbWVNZS4zMjUyC05hbWVNZS4zMjUzC05hbWVNZS4zMjU0C05hbWVNZS4zMjU1C05hbWVNZS4zMjU2C05hbWVNZS4zMjU3C05hbWVNZS4zMjU4C05hbWVNZS4zMjU5C05hbWVNZS4zMjYwC05hbWVNZS4zMjYxC05hbWVNZS4zMjYyC05hbWVNZS4zMjYzC05hbWVNZS4zMjY0C05hbWVNZS4zMjY1C05hbWVNZS4zMjY2C05hbWVNZS4zMjY3C05hbWVNZS4zMjY4C05hbWVNZS4zMjY5C05hbWVNZS4zMjcwC05hbWVNZS4zMjcxC05hbWVNZS4zMjcyC05hbWVNZS4zMjczC05hbWVNZS4zMjc0C05hbWVNZS4zMjc1C05hbWVNZS4zMjc2C05hbWVNZS4zMjc3C05hbWVNZS4zMjc4C05hbWVNZS4zMjc5C05hbWVNZS4zMjgwC05hbWVNZS4zMjgxC05hbWVNZS4zMjgyC05hbWVNZS4zMjgzC05hbWVNZS4zMjg0C05hbWVNZS4zMjg1C05hbWVNZS4zMjg2C05hbWVNZS4zMjg3C05hbWVNZS4zMjg4C05hbWVNZS4zMjg5C05hbWVNZS4zMjkwC05hbWVNZS4zMjkxC05hbWVNZS4zMjkyC05hbWVNZS4zMjkzC05hbWVNZS4zMjk0C05hbWVNZS4zMjk1C05hbWVNZS4zMjk2C05hbWVNZS4zMjk3C05hbWVNZS4zMjk4C05hbWVNZS4zMjk5C05hbWVNZS4zMzAwC05hbWVNZS4zMzAxC05hbWVNZS4zMzAyC05hbWVNZS4zMzAzC05hbWVNZS4zMzA0C05hbWVNZS4zMzA1C05hbWVNZS4zMzA2C05hbWVNZS4zMzA3C05hbWVNZS4zMzA4C05hbWVNZS4zMzA5C05hbWVNZS4zMzEwC05hbWVNZS4zMzExC05hbWVNZS4zMzEyC05hbWVNZS4zMzEzC05hbWVNZS4zMzE0C05hbWVNZS4zMzE1C05hbWVNZS4zMzE2C05hbWVNZS4zMzE3C05hbWVNZS4zMzE4C05hbWVNZS4zMzE5C05hbWVNZS4zMzIwC05hbWVNZS4zMzIxC05hbWVNZS4zMzIyC05hbWVNZS4zMzIzC05hbWVNZS4zMzI0C05hbWVNZS4zMzI1C05hbWVNZS4zMzI2C05hbWVNZS4zMzI3C05hbWVNZS4zMzI4C05hbWVNZS4zMzI5C05hbWVNZS4zMzMwC05hbWVNZS4zMzMxC05hbWVNZS4zMzMyC05hbWVNZS4zMzMzC05hbWVNZS4zMzM0C05hbWVNZS4zMzM1C05hbWVNZS4zMzM2C05hbWVNZS4zMzM3C05hbWVNZS4zMzM4C05hbWVNZS4zMzM5C05hbWVNZS4zMzQwC05hbWVNZS4zMzQxC05hbWVNZS4zMzQyC05hbWVNZS4zMzQzC05hbWVNZS4zMzQ0C05hbWVNZS4zMzQ1C05hbWVNZS4zMzQ2C05hbWVNZS4zMzQ3C05hbWVNZS4zMzQ4C05hbWVNZS4zMzQ5C05hbWVNZS4zMzUwC05hbWVNZS4zMzUxC05hbWVNZS4zMzUyC05hbWVNZS4zMzUzC05hbWVNZS4zMzU0C05hbWVNZS4zMzU1C05hbWVNZS4zMzU2C05hbWVNZS4zMzU3C05hbWVNZS4zMzU4C05hbWVNZS4zMzU5C05hbWVNZS4zMzYwC05hbWVNZS4zMzYxC05hbWVNZS4zMzYyC05hbWVNZS4zMzYzC05hbWVNZS4zMzY0C05hbWVNZS4zMzY1C05hbWVNZS4zMzY2C05hbWVNZS4zMzY3C05hbWVNZS4zMzY4C05hbWVNZS4zMzY5C05hbWVNZS4zMzcwC05hbWVNZS4zMzcxC05hbWVNZS4zMzcyC05hbWVNZS4zMzczC05hbWVNZS4zMzc0C05hbWVNZS4zMzc1C05hbWVNZS4zMzc2C05hbWVNZS4zMzc3C05hbWVNZS4zMzc4C05hbWVNZS4zMzc5C05hbWVNZS4zMzgwC05hbWVNZS4zMzgxC05hbWVNZS4zMzgyC05hbWVNZS4zMzgzC05hbWVNZS4zMzg0C05hbWVNZS4zMzg1C05hbWVNZS4zMzg2C05hbWVNZS4zMzg3C05hbWVNZS4zMzg4C05hbWVNZS4zMzg5C05hbWVNZS4zMzkwC05hbWVNZS4zMzkxC05hbWVNZS4zMzkyC05hbWVNZS4zMzkzC05hbWVNZS4zMzk0C05hbWVNZS4zMzk1C05hbWVNZS4zMzk2C05hbWVNZS4zMzk3C05hbWVNZS4zMzk4C05hbWVNZS4zMzk5C05hbWVNZS4zNDAwC05hbWVNZS4zNDAxC05hbWVNZS4zNDAyC05hbWVNZS4zNDAzC05hbWVNZS4zNDA0C05hbWVNZS4zNDA1C05hbWVNZS4zNDA2C05hbWVNZS4zNDA3C05hbWVNZS4zNDA4C05hbWVNZS4zNDA5C05hbWVNZS4zNDEwC05hbWVNZS4zNDExC05hbWVNZS4zNDEyC05hbWVNZS4zNDEzC05hbWVNZS4zNDE0C05hbWVNZS4zNDE1C05hbWVNZS4zNDE2C05hbWVNZS4zNDE3C05hbWVNZS4zNDE4C05hbWVNZS4zNDE5C05hbWVNZS4zNDIwC05hbWVNZS4zNDIxC05hbWVNZS4zNDIyC05hbWVNZS4zNDIzC05hbWVNZS4zNDI0C05hbWVNZS4zNDI1C05hbWVNZS4zNDI2C05hbWVNZS4zNDI3C05hbWVNZS4zNDI4C05hbWVNZS4zNDI5C05hbWVNZS4zNDMwC05hbWVNZS4zNDMxC05hbWVNZS4zNDMyC05hbWVNZS4zNDMzC05hbWVNZS4zNDM0C05hbWVNZS4zNDM1C05hbWVNZS4zNDM2C05hbWVNZS4zNDM3C05hbWVNZS4zNDM4C05hbWVNZS4zNDM5C05hbWVNZS4zNDQwC05hbWVNZS4zNDQxC05hbWVNZS4zNDQyC05hbWVNZS4zNDQzC05hbWVNZS4zNDQ0C05hbWVNZS4zNDQ1C05hbWVNZS4zNDQ2C05hbWVNZS4zNDQ3C05hbWVNZS4zNDQ4C05hbWVNZS4zNDQ5C05hbWVNZS4zNDUwC05hbWVNZS4zNDUxC05hbWVNZS4zNDUyC05hbWVNZS4zNDUzC05hbWVNZS4zNDU0C05hbWVNZS4zNDU1C05hbWVNZS4zNDU2C05hbWVNZS4zNDU3C05hbWVNZS4zNDU4C05hbWVNZS4zNDU5C05hbWVNZS4zNDYwC05hbWVNZS4zNDYxC05hbWVNZS4zNDYyC05hbWVNZS4zNDYzC05hbWVNZS4zNDY0C05hbWVNZS4zNDY1C05hbWVNZS4zNDY2C05hbWVNZS4zNDY3C05hbWVNZS4zNDY4C05hbWVNZS4zNDY5C05hbWVNZS4zNDcwC05hbWVNZS4zNDcxC05hbWVNZS4zNDcyC05hbWVNZS4zNDczC05hbWVNZS4zNDc0C05hbWVNZS4zNDc1C05hbWVNZS4zNDc2C05hbWVNZS4zNDc3C05hbWVNZS4zNDc4C05hbWVNZS4zNDc5C05hbWVNZS4zNDgwC05hbWVNZS4zNDgxC05hbWVNZS4zNDgyC05hbWVNZS4zNDgzC05hbWVNZS4zNDg0C05hbWVNZS4zNDg1C05hbWVNZS4zNDg2C05hbWVNZS4zNDg3C05hbWVNZS4zNDg4C05hbWVNZS4zNDg5C05hbWVNZS4zNDkwC05hbWVNZS4zNDkxC05hbWVNZS4zNDkyC05hbWVNZS4zNDkzC05hbWVNZS4zNDk0C05hbWVNZS4zNDk1C05hbWVNZS4zNDk2C05hbWVNZS4zNDk3C05hbWVNZS4zNDk4C05hbWVNZS4zNDk5C05hbWVNZS4zNTAwC05hbWVNZS4zNTAxC05hbWVNZS4zNTAyC05hbWVNZS4zNTAzC05hbWVNZS4zNTA0C05hbWVNZS4zNTA1C05hbWVNZS4zNTA2C05hbWVNZS4zNTA3C05hbWVNZS4zNTA4C05hbWVNZS4zNTA5C05hbWVNZS4zNTEwC05hbWVNZS4zNTExC05hbWVNZS4zNTEyC05hbWVNZS4zNTEzC05hbWVNZS4zNTE0C05hbWVNZS4zNTE1C05hbWVNZS4zNTE2C05hbWVNZS4zNTE3C05hbWVNZS4zNTE4C05hbWVNZS4zNTE5C05hbWVNZS4zNTIwC05hbWVNZS4zNTIxC05hbWVNZS4zNTIyC05hbWVNZS4zNTIzC05hbWVNZS4zNTI0C05hbWVNZS4zNTI1C05hbWVNZS4zNTI2C05hbWVNZS4zNTI3C05hbWVNZS4zNTI4C05hbWVNZS4zNTI5C05hbWVNZS4zNTMwC05hbWVNZS4zNTMxC05hbWVNZS4zNTMyC05hbWVNZS4zNTMzC05hbWVNZS4zNTM0C05hbWVNZS4zNTM1C05hbWVNZS4zNTM2C05hbWVNZS4zNTM3C05hbWVNZS4zNTM4C05hbWVNZS4zNTM5C05hbWVNZS4zNTQwC05hbWVNZS4zNTQxC05hbWVNZS4zNTQyC05hbWVNZS4zNTQzC05hbWVNZS4zNTQ0C05hbWVNZS4zNTQ1C05hbWVNZS4zNTQ2C05hbWVNZS4zNTQ3C05hbWVNZS4zNTQ4C05hbWVNZS4zNTQ5C05hbWVNZS4zNTUwC05hbWVNZS4zNTUxC05hbWVNZS4zNTUyC05hbWVNZS4zNTUzC05hbWVNZS4zNTU0C05hbWVNZS4zNTU1C05hbWVNZS4zNTU2C05hbWVNZS4zNTU3C05hbWVNZS4zNTU4C05hbWVNZS4zNTU5C05hbWVNZS4zNTYwC05hbWVNZS4zNTYxC05hbWVNZS4zNTYyC05hbWVNZS4zNTYzC05hbWVNZS4zNTY0C05hbWVNZS4zNTY1C05hbWVNZS4zNTY2C05hbWVNZS4zNTY3C05hbWVNZS4zNTY4C05hbWVNZS4zNTY5C05hbWVNZS4zNTcwC05hbWVNZS4zNTcxC05hbWVNZS4zNTcyC05hbWVNZS4zNTczC05hbWVNZS4zNTc0C05hbWVNZS4zNTc1C05hbWVNZS4zNTc2C05hbWVNZS4zNTc3C05hbWVNZS4zNTc4C05hbWVNZS4zNTc5C05hbWVNZS4zNTgwC05hbWVNZS4zNTgxC05hbWVNZS4zNTgyC05hbWVNZS4zNTgzC05hbWVNZS4zNTg0C05hbWVNZS4zNTg1C05hbWVNZS4zNTg2C05hbWVNZS4zNTg3C05hbWVNZS4zNTg4C05hbWVNZS4zNTg5C05hbWVNZS4zNTkwC05hbWVNZS4zNTkxAAAAAAEAAwAJAAoACwAH//8ADwABAAAADAAAAR4BJgACAC0AAQGiAAEBowGvAAIBsAGzAAEBtAG1AAMBtgG3AAEBuAG5AAMBugG7AAEBvAG9AAMBvgG/AAEBwAHBAAMBwgHEAAEBxQHGAAMBxwHIAAEByQHKAAMBywHMAAEBzQHOAAMBzwHQAAEB0QHSAAMB0wHUAAEB1QHWAAMB1wHYAAEB2QHaAAMB2wHcAAEB3QHeAAMB3wHfAAEB4AHgAAMB4QHhAAEB4gHkAAMB5QKJAAECigKKAAMCiwKLAAECjAKMAAMCjQM1AAEDNgM3AAMDOAPaAAED2wPwAAMD8QSmAAEEpwT3AAME+AT4AAEE+QVGAAMFRweVAAEHlge+AAMHvwzUAAEM1QzgAAMM4Q4LAAEABAAAAAIAAAABAAAAAQAAAAAAAQAAAAoAogEcAARhcm1uABpjeXJsACZncmVrADxsYXRuAEwABAAAAAD//wABAAUACgABU1JCIAAKAAD//wADAAAAAQAFAAQAAAAA//8AAwAAAAEABQAWAANJUFBIACRST00gADBUUksgAD4AAP//AAQAAAABAAUABgAA//8AAwABAAUABgAA//8ABAAAAAMABAAGAAD//wAEAAAAAgAFAAYAB2NhbHQALGNjbXAANmNjbXAARmNjbXAAVGZyYWMAXmZyYWMAbGxpZ2EAdAAAAAMACAAJAAoAAAAGAAAAAQACAAMABAAFAAAABQABAAIAAwAEAAUAAAADAAAAAQAFAAAABQACAAMABAAGAAcAAAACAAYABwAAAAEACwAMABoAIgAqADIAQABIAFAAWABgAGoAeACGAAYBAAABAHQABgEAAAEAggAGAAAAAQCQAAYAAAAEAJ4AtADKAOAABgAAAAEA6AAGAAAAAQD2AAYAAAABAQQABgAAAAEBEgAGAAAAAgEgATYABgAAAAQBQgFYAW4BigAGAAAABAGYAa4BxAHgAAYAAAABAe4AAwAAAAEADgABABIAAAABAAAAAQAAAAMAAAABAA4AAQASAAAAAQAAAAEAAAADAAEAEgABAA4AAAAAAAEAAAABAAAAAwABABIAAQAOAAAAAAABAAAAAQAAAAMAAAABAA4AAQASAAAAAQAAAAEAAAADAAEAEgABAA4AAAAAAAEAAAABAAAAAwAAAAEADgABABIAAAABAAAAAQAAAAMAAQASAAEADgAAAAAAAQAAAAEAAAADAAAAAQAOAAEAEgAAAAEAAAABAAAAAwABABIAAQAOAAAAAAABAAAAAQAAAAMAAQASAAEADgAAAAAAAQAAAAEAAAADAAEAEgABAA4AAAAAAAEAAAABAAAAAwABABIAAQAOAAAAAAABAAAAAQAAAAMAAAABAA4AAQASAAAAAQAAAAEAAAADAAEAEgABAA4AAAAAAAEAAAABAAAAAwAAAAEAEAACABQAGAAAAAEAAAABAAAAAQAAAAMAAgAUABgAAQAQAAAAAAABAAAAAQAAAAEAAAADAAAAAQAOAAEAEgAAAAEAAAABAAAAAwABABIAAQAOAAAAAAABAAAAAQAAAAMAAAABABAAAgAUABgAAAABAAAAAQAAAAEAAAADAAIAFAAYAAEAEAAAAAAAAQAAAAEAAAABAAAAAwAAAAEADgABABIAAAABAAAAAQAAAAAAAQAAAAoAcAC6AARhcm1uABpjeXJsACRncmVrADhsYXRuAEYABAAAAAD//wAAAAoAAVNSQiAACgAA//8AAgAAAAEABAAAAAD//wACAAAAAQAWAANJUFBIABZST00gABZUUksgABYAAP//AAIAAAABAAJtYXJrAA5ta21rAEAAAAAXAAAAAQACAAMABAAFAAYABwAIAAkACgALAAwADQAOAA8AEAARABIAEwAUABUAFgAAAAMAFwAYABkAGgA2AD4ARgBOAFYAXgBmAG4AdgB+AIYAjgCWAJ4ApgCuALYAvgDGAM4A1gDeAOYA7gD2AP4ABAAAAAFxvAAEAAAAATFiAAQAAAABJuoABAAAAAHUPAAEAAAAAfAIAAUAAAABAMAABAAAAAGIgAAJAAAAAQCYAAUAAAABCoYABAAAAAG5tAAFAAAAAQjoAAkAAAABAIAABQAAAAEF4AAEAAAAAUxAAAUAAAABB0YABAAAAAFc/gAFAAAAARHCAAQAAAABO3YABQAAAAEC6AAEAAAAAZ8wAAUAAAABBDYACQAAAAEAOAAFAAAAAQFqAAYCAAABFoQABgMAAAENdAAGAQAAARz+AAEABAABVewAAQAEAAEx3AABAAQAAQ3kAAEBFAD+AAEBHAAMAAoAFgAoAEIAVABuAIAAmgCsAMYA2AACAAYADAABAqEAAAABBSIAAAADAAgADgAUAAECoQAAAAEFKQAAAAEHtAAAAAIABgAMAAECoQAAAAEHcgAAAAMACAAOABQAAQKhAAAAAQUpAAAAAQoOAAAAAgAGAAwAAQKhAAAAAQUqAAAAAwAIAA4AFAABAqEAAAABBSkAAAABB8EAAAACAAYADAABAqEAAAABBR8AAAADAAgADgAUAAECoQAAAAEFKQAAAAEHuwAAAAIABgAMAAECjQAAAAEFHQAAAAMACAAOABQAAQKhAAAAAQUpAAAAAQe0AAAAAgADAaMBpAAAAaYBqQACAawBrwAGAAEAAgTEBMUAAgAAAAoAAAAQAAEAAAAAAAEAAAAAAAEBTAFCAAEBUgAMAA0AHAAuAEgAWgBsAIYAmACyAMQA3gDwAQoBHAACAAYADAABAcX+ogABBj8AAAADAAgADgAUAAEBxf6iAAEEUv6iAAEI2wAAAAIABgAMAAEBxf6iAAEEV/6iAAIABgAMAAEBxf6iAAEHcgAAAAMACAAOABQAAQHF/qIAAQRS/qIAAQoOAAAAAgAGAAwAAQHF/qIAAQUqAAAAAwAIAA4AFAABAcX+ogABBFf+ogABB8EAAAACAAYADAABAcX+ogABBFX+ogADAAgADgAUAAEBxf6iAAEEUv6iAAEG4/6iAAIABgAMAAEBxf6iAAEHvQAAAAMACAAOABQAAQHF/qIAAQRS/qIAAQpZAAAAAgAGAAwAAQHH/qIAAQUdAAAAAwAIAA4AFAABAcX+ogABBFf+ogABB7QAAAACAAEBowGvAAAAAQABAeIAAQAAAAYAAQAAAAAAAQFMAUIAAQFSAAwADQAcAC4ASABaAGwAhgCYALIAxADeAPABCgEcAAIABgAMAAECWwAPAAEGVgAPAAMACAAOABQAAQT3AA8AAQKGAA8AAQjyAA8AAgAGAAwAAQKGAA8AAQUiAA8AAgAGAAwAAQJaAA8AAQYcAA8AAwAIAA4AFAABBPcADwABAoYADwABCLgADwACAAYADAABAloADwABBF4ADwADAAgADgAUAAEE9wAPAAEChgAPAAEG+QAPAAIABgAMAAECWgAPAAEEUAAPAAMACAAOABQAAQT2AA8AAQKGAA8AAQbrAA8AAgAGAAwAAQJbAA8AAQaTAA8AAwAIAA4AFAABBPcADwABAoYADwABCS8ADwACAAYADAABAmAADwABBFAADwADAAgADgAUAAEE9wAPAAEChgAPAAEG6wAPAAIAAQGjAa8AAAABAAEFBgABAAAABgABAAAAAAABAUwBQgABAVQADAANABwALgBIAFoAbACGAJgAsgDEAN4A8AEKARwAAgAGAAwAAQKrAAAAAQY/AAAAAwAIAA4AFAABAqsAAAABBVsAAAABCNsAAAACAAYADAABAqsAAAABBVsAAAACAAYADAABAqsAAAABBksAAAADAAgADgAUAAECqwAAAAEFWwAAAAEI5wAAAAIABgAMAAECqwAAAAEFJQAAAAMACAAOABQAAQKrAAAAAQVRAAAAAQfBAAAAAgAGAAwAAQKrAAAAAQUbAAAAAwAIAA4AFAABAqsAAAABBVEAAAABB7cAAAACAAYADAABAqsAAAABBksAAAADAAgADgAUAAECqwAAAAEFWwAAAAEI5wAAAAIABgAMAAECqwAAAAEFGAAAAAMACAAOABQAAQKrAAAAAQVRAAAAAQe0AAAAAgABAaMBrwAAAAEAAgTXBNsAAgAAAAoAAAAQAAEAAAAAAAEAAAAAAAEBTAFCAAEBVgAMAA0AHAAuAEgAWgBsAIYAmACyAMQA3gDwAQoBHAACAAYADAABAcv+ogABBnT+ogADAAgADgAUAAEBy/6iAAEEXP6iAAEJBP6iAAIABgAMAAEBy/6iAAEEXP6iAAIABgAMAAEBy/6iAAEGhv6iAAMACAAOABQAAQHL/qIAAQRc/qIAAQkX/qIAAgAGAAwAAQHL/qIAAQR0/qIAAwAIAA4AFAABAcv+ogABBFz+ogABBwP+ogACAAYADAABAcv+ogABBCX+ogADAAgADgAUAAEBy/6iAAEEXP6iAAEG+/6iAAIABgAMAAEBy/6iAAEGQf6iAAMACAAOABQAAQHL/qIAAQRc/qIAAQjS/qIAAgAGAAwAAQHL/qIAAQRs/qIAAwAIAA4AFAABAcv+ogABBFz+ogABBvv+ogACAAEBowGvAAAAAQADBQsFEAUVAAMAAAAOAAAAFAAAABoAAQAAAAAAAQAAAAAAAQAAAAAAAQFMAUIAAQFYAAwADQAcAC4ASABaAGwAhgCYALIAxADeAPABCgEcAAIABgAMAAECXQAPAAEGwQAPAAMACAAOABQAAQJdAA8AAQTuAA8AAQlRAA8AAgAGAAwAAQJdAA8AAQTtAA8AAgAGAAwAAQJdAA8AAQbUAA8AAwAIAA4AFAABAl0ADwABBO4ADwABCWQADwACAAYADAABAl0ADwABBMEADwADAAgADgAUAAECXQAPAAEE7gAPAAEHUAAPAAIABgAMAAECXQAPAAEEtwAPAAMACAAOABQAAQJdAA8AAQTuAA8AAQdIAA8AAgAGAAwAAQJdAA8AAQaQAA8AAwAIAA4AFAABAl0ADwABBO4ADwABCR8ADwACAAYADAABAl0ADwABBLgADwADAAgADgAUAAECXQAPAAEE7gAPAAEHSAAPAAIAAQGjAa8AAAABAAQFDQUPBRIFFAAEAAAAEgAAABgAAAAeAAAAJAABAAAAAAABAAAAAAABAAAAAAABAAAAAAABAUwBQgABAVoADAANABwALgBIAFoAbACGAJgAsgDEAN4A8AEKARwAAgAGAAwAAQKjAAAAAQW5An8AAwAIAA4AFAABAqMAAAABBS0AAAABCFcCfwACAAYADAABAqMAAAABBS0AAAACAAYADAABAqMAAAABBbkCfwADAAgADgAUAAECowAAAAEFLQAAAAEIVwJ/AAIABgAMAAECowAAAAEFJwAAAAMACAAOABQAAQKjAAAAAQUtAAAAAQfFAAAAAgAGAAwAAQKjAAAAAQUdAAAAAwAIAA4AFAABAqMAAAABBS0AAAABB7EAAAACAAYADAABAqMAAAABBbkCfwADAAgADgAUAAECowAAAAEFLQAAAAEIVwJ/AAIABgAMAAECowAAAAEFTQDmAAMACAAOABQAAQKjAAAAAQUtAAAAAQfrAOYAAgABAaMBrwAAAAEABQTTBNUE1wTZBNsABQAAABYAAAAcAAAAIgAAACgAAAAuAAEAAAAAAAEAAAAAAAEAAAAAAAEAAAAAAAEAAAAAAAEBTAFCAAEBqgAMAA0AHAAuAEgAWgBsAIYAmACyAMQA3gDwAQoBHAACAAYADAABAkf+ogABBj8AAAADAAgADgAUAAECR/6iAAEE6P6iAAEI2wAAAAIABgAMAAECR/6iAAEE6P6iAAIABgAMAAECR/6iAAEGSwAAAAMACAAOABQAAQJH/qIAAQTo/qIAAQjnAAAAAgAGAAwAAQJH/qIAAQUlAAAAAwAIAA4AFAABAkf+ogABBN7+ogABB8EAAAACAAYADAABAkf+ogABBJz+ogADAAgADgAUAAECR/6iAAEE3v6iAAEHOP6iAAIABgAMAAECR/6iAAEGNwAAAAMACAAOABQAAQJH/qIAAQTo/qIAAQjTAAAAAgAGAAwAAQKG/qIAAQVXAAAAAwAIAA4AFAABAkf+ogABBN7+ogABB7QAAAACAAEBowGvAAAAAQAtAeAB4wPwBLkEugS7BLwEvwTABMEEwgTDBMYExwTIBMkEygTLBMwEzQTOBM8E0ATRBNIE3QTeBN8E4ATtBO4E7wT2BPcE/wUABQEFAgUHBQgFDAU0BUMFRge+AC0AAAC2AAAAvAAAAMIAAADIAAAAzgAAANQAAADaAAAA4AAAAOYAAADsAAAA8gAAAPgAAAD+AAABBAAAAQoAAAEQAAABFgAAARwAAAEiAAABKAAAAS4AAAE0AAABOgAAAUAAAAFGAAABTAAAAVIAAAFYAAABXgAAAWQAAAFqAAABcAAAAXYAAAF8AAABggAAAYgAAAGOAAABlAAAAZoAAAGgAAABpgAAAawAAAGyAAABuAAAAb4AAQAAAAAAAQAAAAAAAQAAAAAAAQAAAAAAAQAAAAAAAQAAAAAAAQAAAAAAAQAAAAAAAQAAAAAAAQAAAAAAAQAAAAAAAQAAAAAAAQAAAAAAAQAAAAAAAQAAAAAAAQAAAAAAAQAAAAAAAQAAAAAAAQAAAAAAAQAAAAAAAQAAAAAAAQAAAAAAAQAAAAAAAQAAAAAAAQAAAAAAAQAAAAAAAQAAAAAAAQAAAAAAAQAAAAAAAQAAAAAAAQAAAAAAAQAAAAAAAQAAAAAAAQAAAAAAAQAAAAAAAQAAAAAAAQAAAAAAAQAAAAAAAQAAAAAAAQAAAAAAAQAAAAAAAQAAAAAAAQAAAAAAAQAAAAAAAQAAAAAAAQHeAYYAAQI2AAwALwBgAGYAbAByAHgAfgCEAIoAkACWAJwAogCoAK4AtAC6AMAAxgDMANIA2ADeAOQA6gDwAPYA/AECAQgBDgEUARoBIAEmASwBMgE4AT4BRAFKAVABVgFcAWIBaAFuAXQAAf+6/qIAAf+6/qIAAf+6/qIAAf+6/qIAAf+q/lIAAf+q/lIAAf+m/j4AAf+m/j4AAf+g/iAAAf+m/j4AAf+m/j4AAf+a/gIAAf++/rYAAf+w/nAAAf+w/nAAAf+6/qIAAf+i/ioAAf+e/hYAAf+s/lwAAf+w/nAAAf+m/j4AAf+q/lIAAf+w/nAAAf+w/nAAAf+w/nAAAf+6/qIAAf+6/qIAAf+W/e4AAf+g/iAAAf+m/j4AAf+g/iAAAf+w/nAAAf+m/j4AAf+c/gwAAf+m/j4AAf+Y/fgAAf+Y/fgAAf+c/gwAAf+c/gwAAf+c/gwAAf+g/iAAAf+g/iAAAf+i/ioAAf+s/lwAAf+g/iAAAf+m/j4AAf+i/ioAAgAOAeAB4AAAAeIB4wABA/AD8AAD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BXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgVyBXIFcgACAEQAAAJkBVUAAwAHAC6xAQAvPLIHBCftMrEGBdw8sgMCJ+0yALEDAC88sgUEJ+0ysgcGKPw8sgECJ+0yMxEhESUhESFEAiD+JAGY/mgFVfqrRATNAAAABAC+AAAEhgVUACgALAAwADQAPkAdJwAAKSwdCzItLAstLQssAzYvNBMOGC80ACwqLTIAL93W3cYv3dbdxgEvzRIXOS8vLxDNEM0QzTMvzTAxATU0PgI3PgM1NCYjIg4CByM1PgEzMh4CFRQOAgcOAx0BFxUjNQERIREBESERAjcGFiokFyYbD0E+IDAkGQlgPIlDRmM+HA8kPCwgJhUHEpAB/P0GA2H8OAHnFhYlKjUnGS8zOSNLUhQkMh6CHi4dM0YpJj49Ri0hLCcoHAZuoaH+5ASa+2YE9/qsBVQAAAABAF0AAAZkBVUAOACrsQECQ1VYQDQ2G0AJFEgbGzQoADM3HhUDNDQzpkQ0AwkMJgMpCygoKaZEKBsaNjYiNxUFfxEROjUfIoEuARgv4TIyEjkv4TMzEjkRMzMALysRADMRFzMYPysRABczETMREjkYLyszMTAbQCM2G0AJFEgbGzQoADM3HhUDNDQzpkQ0AwkMJgMpCygoKaZEKAAYLysRADMRFzMYPysRABczETMREjkYLyszMTBZAQ4CFREUHgEXFSE1PgM1ETQ2NyMOAQcBIwEmJyMWFREUHgEXFSE1PgM1ETQuASc1IQkBIQZkNSYPDCU5/f8sIhMJBgMVDBsl/vSw/uYZExIKDio0/oYlKxYFDSY4AfEBFQEsAdUFEw8jO0v8nz1HJQ9CQgwSHTtEAepR3C4oTWP9LgMrRUSl4f40SjomDUJCChgoPjADYUw4JBBC/MsDNQAAAAACAGD/8ASKBZgAIAAvALOxAQJDVVhANR4dp0QeACABFCQDJJhAFBAGCAMIqgYGBadEBgYJCi8DKw0rAyuVQA0WCAkXAwCELy8xKIMQARgv4RI5L+EXMwA/Gu0rEQAXMxgvLysAGBDlKwAYPxrtKwAYPz8rMTAbQCkeHadEHgAgARQkAySYQBQQBggDCKoGBgWnRAYGCQovAysNKwMrlUANFgAYPxrtKxEAFzMYLy8rABgQ5SsAGD8a7SsAGD8/KzEwWQEUHgIXFQUjNycOASMiJjU0PgEzMhYXNTQuAic1JTMBNCYjIg4BFRQWMzI+ATUEHAUSKC/+8HkJD0ifSba1btmZLFU6BhMmMgEVff7fUlU+WS1WWytVOgEkTEYqGwpDCZABSU/6+6rpeAsQW2tZLxoKQw79AHp2WahzxcIrWToAAAABAEkAAAOVA/AAJgDAsQECQ1VYQDgRAQsACBAIAgkDCARAAgsSCyILAxEEBAsDC5VABBAmqiQkI6dEJA8WGRgZp0QYCEAHBygmABKEHQEYL+EyMhI5LxrNAC8rEQAzGD8rABgQ5T8a7SsAX15dGhgQzV9eXREzMzEwG0AuEQELAAgQCAIJAwgEQAILEgsiCwMRBAQLAwuVQAQQJqokJCOnRCQPFhkYGadEGAAYLysRADMYPysAGBDlPxrtKwBfXl0aGBDNX15dETMzMTBZARc+ATMyFxEjLgEjIg4DFREUHgEXFSE1PgI1ETQuAic1JTMByw1Jmlo9Q7URNy4WNS0TBg4qMv4TMCUNBRMnMAESfgNRA1ZMDf7sOj4bMTM0NP7BX0wrCUJCDSpIXwGbSkcrGwpECAAAAAACAFgAAASuBDIAGwAnAD5AIRscAxyYG0APHQMdmA9AGxqnRBsJDxCnRA8GgyIiKR2EFS/hEjkv4QAvKwAYPysAGhgQ7SsAGhgQ7SsxMAEyHgMVFAcGBwYHBiMhNT4DNRE0LgEnNQURFjMyNjU0LgEjIgIsnMeOXjMzMV5agGaY/kQqJhIFDCY0AYohIqysVJpnLwQyK1V4pW2WcWtFQhoVQgodLUNIAfBfSCsNQm/8rQPW2Iy/XwAAAQBVAAAFqAQyADkAZ0A0OR5ADBFIHh43KwI2ACEZAzc3NqdENwkOESkDLBArKyynRCseHTk5JRkAFjgiJQqEFhY7JbkBCAAxL+ESOS/hETMzETMzEjkRMzMALysRADMRFzMYPysRABczETMREjkYLyszMTABIRUOBRURFB4BFxUhNT4DNRE0NyMGBwMjAyYnIxYVERQeARcVITU+AzURNC4BJzUhEwPcAcwcIhQLBwMMJjT+DyomEgUGDSc8sKuiKzQOBwwmNP6fKiYSBQwmNAHN1AQyQgcRFhsfOj3+EF9IKw1CQgodLUNIASpynXOQ/lMBpm+bb5T+yl9IKw1CQgodLUNIAfBfSCsNQv2yAAACAFgAAATBBDIAMQA/AGtAOh8AMwADM5hAAAAQACAAAx0DAAAWChYyAzKYFkAWFadEFgkpCggLCgunRAofHgE5hBsbASkoQTMBhBAv4TIQxTIROS/hEjk5AC8rEQAzETMYPysAGhgQ7SsREgA5GC9fXl0a7SsRADMxMAEVFB4EFxUhNT4DNRE0LgEnNSEyHgEVFAYHFR4BHwEeAhcVISYvAS4DIwMRMzI+AjU0LgIjIgHjBAcNFSYe/gQqJhIFDCY0AjGaxWB6gC5LKEUZJicm/qYzN0kaIhsdJjdXPlY6HSM8UjA3Ab6dOT8iHBYPBEJCCh0tQ0gB8F9IKw1CPH1pZ5IuChRIRnktMBwJQkdqjDEyFggCBP5lFzRNPDxOLhIAAAAAAgBXAzADTAa+AB8ALQBRQC4dHP9EHR/0FCMDI/5AFPcFBP9EBwX4CAktAykMKQMp/Qz5BwgXAwD7LS0vJvoPL+ESOS/hFzMAP+0rEQAXMxg/xSsAGD8a7SsAGD/FKzEwARQeARcVByM3Jw4BIyImNTQ+AjMyFhc1NC4BJzU3MwM0JiMiBhUUFjMyPgE1Av8IHCnEWwoJOmwwfIU3XnxFJzsaCxspyF3WODZARDk+HDkmA/g5JhgHPQhZATEup51Zfk8kCgc2STAVBj4J/iZBRG9rd3MYLyAAAQBHAz0CoQW+ACQATkApCARAAAEQAwsECwML/UAE9yQiIiH/RCL2FRgXGP9EF/gIBwcmJAAR+xwv4TIyEjkvzQA/KxEAMxg/KwAYEMU/Gu0rEQAXMxoYEM0xMAEzPgEzMhcVIy4BIyIOAh0BFB4BFxUhNT4CNRE0LgEnNTczAV4IM2w8LjKJCSIgEycdCwodI/6bIRsJCBsrxl8FXDMvCbsiJhIfJinMNigZBT09BxgnNQEBOSYXBz4IAAACAH0DsAL2BZgAAwAHABhACgYHAsADAQQHAAMv3dbNAD8azTMyMTABAyMDBQMjAwGGT5EpAnlOkigFmP4ZAecB/hkB5wAAAAABAEIDPQRsBn0AQQBNQCwIzB5BHwM5FhZDJzlBGSMDQB8fLj5SQCYwUi8oLVIuKBBSDygNUg4oAlIAJgA/7T/tP+0/7T/tP+0SOS8SFzkBL8ESOS8SFznhMTABIRUOBBURFB4BFxUhNT4DPQE0NjcjDgEHAyMDLgEnIx4BHQEUHgIXFSE1PgM3PgE1ETQuAic1IRMC/wFtFx4RBwMLJSD+dCkiBAEDBAQOJxaJjX4QJRMEBAMCByUh/uQaIg0DAgEBAwglHwFuoAZ9NQQRFx4/Hv54Rj8bBzU1CCY2KBvyLGM8K2A3/qkBUipjOipgN/wkMS4dBzU1BhMdFQ0MKBsBiCQxLx0GNf5IAAAAAAAeAW4AAQAAAAAAAAAyAGYAAQAAAAAAAQAHAKkAAQAAAAAAAgAEALsAAQAAAAAAAwAXAPAAAQAAAAAABAAMASIAAQAAAAAABQAMAUkAAQAAAAAABgALAW4AAQAAAAAABwA7AfIAAQAAAAAACAAVAloAAQAAAAAACQAjArgAAQAAAAAACgOFCegAAQAAAAAACwArDcYAAQAAAAAADAAUDhwAAQAAAAAADQHEEbsAAQAAAAAADgA2E+4AAwABBAkAAABkAAAAAwABBAkAAQAOAJkAAwABBAkAAgAIALEAAwABBAkAAwAuAMAAAwABBAkABAAYAQgAAwABBAkABQAYAS8AAwABBAkABgAWAVYAAwABBAkABwB2AXoAAwABBAkACAAqAi4AAwABBAkACQBGAnAAAwABBAkACgcKAtwAAwABBAkACwBWDW4AAwABBAkADAAoDfIAAwABBAkADQOIDjEAAwABBAkADgBsE4AAqQAgADIAMAAxADcAIABNAGkAYwByAG8AcwBvAGYAdAAgAEMAbwByAHAAbwByAGEAdABpAG8AbgAuACAAQQBsAGwAIAByAGkAZwBoAHQAcwAgAHIAZQBzAGUAcgB2AGUAZAAuAACpIDIwMTcgTWljcm9zb2Z0IENvcnBvcmF0aW9uLiBBbGwgcmlnaHRzIHJlc2VydmVkLgAAQwBhAG0AYgByAGkAYQAAQ2FtYnJpYQAAQgBvAGwAZAAAQm9sZAAATQBpAGMAcgBvAHMAbwBmAHQAOgAgAEMAYQBtAGIAcgBpAGEAIABCAG8AbABkAABNaWNyb3NvZnQ6IENhbWJyaWEgQm9sZAAAQwBhAG0AYgByAGkAYQAgAEIAbwBsAGQAAENhbWJyaWEgQm9sZAAAVgBlAHIAcwBpAG8AbgAgADYALgA5ADgAAFZlcnNpb24gNi45OAAAQwBhAG0AYgByAGkAYQBCAG8AbABkAABDYW1icmlhQm9sZAAAQwBhAG0AYgByAGkAYQAgAGkAcwAgAGEAIAB0AHIAYQBkAGUAbQBhAHIAawAgAG8AZgAgAHQAaABlACAATQBpAGMAcgBvAHMAbwBmAHQAIABnAHIAbwB1AHAAIABvAGYAIABjAG8AbQBwAGEAbgBpAGUAcwAuAABDYW1icmlhIGlzIGEgdHJhZGVtYXJrIG9mIHRoZSBNaWNyb3NvZnQgZ3JvdXAgb2YgY29tcGFuaWVzLgAATQBpAGMAcgBvAHMAbwBmAHQAIABDAG8AcgBwAG8AcgBhAHQAaQBvAG4AAE1pY3Jvc29mdCBDb3Jwb3JhdGlvbgAATQBvAG4AbwB0AHkAcABlACAASQBtAGEAZwBpAG4AZwAgAGEAbgBkACAAVABpAHIAbwAgAFQAeQBwAGUAdwBvAHIAawBzAABNb25vdHlwZSBJbWFnaW5nIGFuZCBUaXJvIFR5cGV3b3JrcwAAQwBhAG0AYgByAGkAYQAgAGgAYQBzACAAYgBlAGUAbgAgAGQAZQBzAGkAZwBuAGUAZAAgAGYAbwByACAAbwBuAC0AcwBjAHIAZQBlAG4AIAByAGUAYQBkAGkAbgBnACAAYQBuAGQAIAB0AG8AIABsAG8AbwBrACAAZwBvAG8AZAAgAHcAaABlAG4AIABwAHIAaQBuAHQAZQBkACAAYQB0ACAAcwBtAGEAbABsACAAcwBpAHoAZQBzAC4AIABJAHQAIABoAGEAcwAgAHYAZQByAHkAIABlAHYAZQBuACAAcwBwAGEAYwBpAG4AZwAgAGEAbgBkACAAcAByAG8AcABvAHIAdABpAG8AbgBzAC4AIABEAGkAYQBnAG8AbgBhAGwAIABhAG4AZAAgAHYAZQByAHQAaQBjAGEAbAAgAGgAYQBpAHIAbABpAG4AZQBzACAAYQBuAGQAIABzAGUAcgBpAGYAcwAgAGEAcgBlACAAcgBlAGwAYQB0AGkAdgBlAGwAeQAgAHMAdAByAG8AbgBnACwAIAB3AGgAaQBsAGUAIABoAG8AcgBpAHoAbwBuAHQAYQBsACAAcwBlAHIAaQBmAHMAIABhAHIAZQAgAHMAbQBhAGwAbAAgAGEAbgBkACAAaQBuAHQAZQBuAGQAIAB0AG8AIABlAG0AcABoAGEAcwBpAHoAZQAgAHMAdAByAG8AawBlACAAZQBuAGQAaQBuAGcAcwAgAHIAYQB0AGgAZQByACAAdABoAGEAbgAgAHMAdABhAG4AZAAgAG8AdQB0ACAAdABoAGUAbQBzAGUAbAB2AGUAcwAuACAAVABoAGkAcwAgAHAAcgBpAG4AYwBpAHAAbABlACAAaQBzACAAbQBvAHMAdAAgAG4AbwB0AGkAYwBlAGEAYgBsAGUAIABpAG4AIAB0AGgAZQAgAGkAdABhAGwAaQBjAHMAIAB3AGgAZQByAGUAIAB0AGgAZQAgAGwAbwB3AGUAcgBjAGEAcwBlACAAYwBoAGEAcgBhAGMAdABlAHIAcwAgAGEAcgBlACAAcwB1AGIAZAB1AGUAZAAgAGkAbgAgAHMAdAB5AGwAZQAgAHQAbwAgAGIAZQAgAGEAdAAgAHQAaABlAGkAcgAgAGIAZQBzAHQAIABhAHMAIABlAGwAZQBtAGUAbgB0AHMAIABvAGYAIAB3AG8AcgBkAC0AaQBtAGEAZwBlAHMALgAgAFcAaABlAG4AIABDAGEAbQBiAHIAaQBhACAAaQBzACAAdQBzAGUAZAAgAGYAbwByACAAYwBhAHAAdABpAG8AbgBzACAAYQB0ACAAcwBpAHoAZQBzACAAbwB2AGUAcgAgADIAMAAgAHAAbwBpAG4AdAAsACAAdABoAGUAIAAgAGkAbgB0AGUAcgAtAGMAaABhAHIAYQBjAHQAZQByACAAcwBwAGEAYwBpAG4AZwAgAHMAaABvAHUAbABkACAAYgBlACAAcwBsAGkAZwBoAHQAbAB5ACAAcgBlAGQAdQBjAGUAZAAgAGYAbwByACAAYgBlAHMAdAAgAHIAZQBzAHUAbAB0AHMALgAgAFQAaABlACAAZABlAHMAaQBnAG4AIABpAHMAbgAnAHQAIABqAHUAcwB0ACAAaQBuAHQAZQBuAGQAZQBkACAAZgBvAHIAIABiAHUAcwBpAG4AZQBzAHMAIABkAG8AYwB1AG0AZQBuAHQAcwA6ACAAVABoAGUAIAByAGUAZwB1AGwAYQByACAAdwBlAGkAZwBoAHQAIABoAGEAcwAgAGIAZQBlAG4AIABlAHgAdABlAG4AZABlAGQAIAB3AGkAdABoACAAYQAgAGwAYQByAGcAZQAgAHMAZQB0ACAAbwBmACAAbQBhAHQAaAAgAGEAbgBkACAAcwBjAGkAZQBuAGMAZQAgAHMAeQBtAGIAbwBsAHMALgAgAFQAaABlACAARwByAGUAZQBrACAAYQBuAGQAIABDAHkAcgBpAGwAbABpAGMAIABoAGEAcwAgAGIAZQBlAG4AIABkAGUAcwBpAGcAbgBlAGQAIAB1AG4AZABlAHIAIABjAGwAbwBzAGUAIABzAHUAcABlAHIAdgBpAHMAaQBvAG4AIABvAGYAIABhAG4AIABpAG4AdABlAHIAbgBhAHQAaQBvAG4AYQBsACAAdABlAGEAbQAgAG8AZgAgAGUAeABwAGUAcgB0AHMALAAgAHcAaABvACAAYQBpAG0AZQBkACAAdABvACAAcwBlAHQAIABhACAAaABpAHMAdABvAHIAaQBjAGEAbAAgAG4AZQB3ACAAcwB0AGEAbgBkAGEAcgBkACAAaQBuACAAbQB1AGwAdABpAC0AcwBjAHIAaQBwAHQAIAB0AHkAcABlACAAZABlAHMAaQBnAG4ALgAAQ2FtYnJpYSBoYXMgYmVlbiBkZXNpZ25lZCBmb3Igb24tc2NyZWVuIHJlYWRpbmcgYW5kIHRvIGxvb2sgZ29vZCB3aGVuIHByaW50ZWQgYXQgc21hbGwgc2l6ZXMuIEl0IGhhcyB2ZXJ5IGV2ZW4gc3BhY2luZyBhbmQgcHJvcG9ydGlvbnMuIERpYWdvbmFsIGFuZCB2ZXJ0aWNhbCBoYWlybGluZXMgYW5kIHNlcmlmcyBhcmUgcmVsYXRpdmVseSBzdHJvbmcsIHdoaWxlIGhvcml6b250YWwgc2VyaWZzIGFyZSBzbWFsbCBhbmQgaW50ZW5kIHRvIGVtcGhhc2l6ZSBzdHJva2UgZW5kaW5ncyByYXRoZXIgdGhhbiBzdGFuZCBvdXQgdGhlbXNlbHZlcy4gVGhpcyBwcmluY2lwbGUgaXMgbW9zdCBub3RpY2VhYmxlIGluIHRoZSBpdGFsaWNzIHdoZXJlIHRoZSBsb3dlcmNhc2UgY2hhcmFjdGVycyBhcmUgc3ViZHVlZCBpbiBzdHlsZSB0byBiZSBhdCB0aGVpciBiZXN0IGFzIGVsZW1lbnRzIG9mIHdvcmQtaW1hZ2VzLiBXaGVuIENhbWJyaWEgaXMgdXNlZCBmb3IgY2FwdGlvbnMgYXQgc2l6ZXMgb3ZlciAyMCBwb2ludCwgdGhlICBpbnRlci1jaGFyYWN0ZXIgc3BhY2luZyBzaG91bGQgYmUgc2xpZ2h0bHkgcmVkdWNlZCBmb3IgYmVzdCByZXN1bHRzLiBUaGUgZGVzaWduIGlzbid0IGp1c3QgaW50ZW5kZWQgZm9yIGJ1c2luZXNzIGRvY3VtZW50czogVGhlIHJlZ3VsYXIgd2VpZ2h0IGhhcyBiZWVuIGV4dGVuZGVkIHdpdGggYSBsYXJnZSBzZXQgb2YgbWF0aCBhbmQgc2NpZW5jZSBzeW1ib2xzLiBUaGUgR3JlZWsgYW5kIEN5cmlsbGljIGhhcyBiZWVuIGRlc2lnbmVkIHVuZGVyIGNsb3NlIHN1cGVydmlzaW9uIG9mIGFuIGludGVybmF0aW9uYWwgdGVhbSBvZiBleHBlcnRzLCB3aG8gYWltZWQgdG8gc2V0IGEgaGlzdG9yaWNhbCBuZXcgc3RhbmRhcmQgaW4gbXVsdGktc2NyaXB0IHR5cGUgZGVzaWduLgAAaAB0AHQAcAA6AC8ALwB3AHcAdwAuAG0AaQBjAHIAbwBzAG8AZgB0AC4AYwBvAG0ALwB0AHkAcABvAGcAcgBhAHAAaAB5AC8AYwB0AGYAbwBuAHQAcwAAaHR0cDovL3d3dy5taWNyb3NvZnQuY29tL3R5cG9ncmFwaHkvY3Rmb250cwAAaAB0AHQAcAA6AC8ALwB3AHcAdwAuAGYAbwBuAHQAcwAuAGMAbwBtAABodHRwOi8vd3d3LmZvbnRzLmNvbQAATQBpAGMAcgBvAHMAbwBmAHQAIABzAHUAcABwAGwAaQBlAGQAIABmAG8AbgB0AC4AIABZAG8AdQAgAG0AYQB5ACAAdQBzAGUAIAB0AGgAaQBzACAAZgBvAG4AdAAgAHQAbwAgAGMAcgBlAGEAdABlACwAIABkAGkAcwBwAGwAYQB5ACwAIABhAG4AZAAgAHAAcgBpAG4AdAAgAGMAbwBuAHQAZQBuAHQAIABhAHMAIABwAGUAcgBtAGkAdAB0AGUAZAAgAGIAeQAgAHQAaABlACAAbABpAGMAZQBuAHMAZQAgAHQAZQByAG0AcwAgAG8AcgAgAHQAZQByAG0AcwAgAG8AZgAgAHUAcwBlACwAIABvAGYAIAB0AGgAZQAgAE0AaQBjAHIAbwBzAG8AZgB0ACAAcAByAG8AZAB1AGMAdAAsACAAcwBlAHIAdgBpAGMAZQAsACAAbwByACAAYwBvAG4AdABlAG4AdAAgAGkAbgAgAHcAaABpAGMAaAAgAHQAaABpAHMAIABmAG8AbgB0ACAAdwBhAHMAIABpAG4AYwBsAHUAZABlAGQALgAgAFkAbwB1ACAAbQBhAHkAIABvAG4AbAB5ACAAKABpACkAIABlAG0AYgBlAGQAIAB0AGgAaQBzACAAZgBvAG4AdAAgAGkAbgAgAGMAbwBuAHQAZQBuAHQAIABhAHMAIABwAGUAcgBtAGkAdAB0AGUAZAAgAGIAeQAgAHQAaABlACAAZQBtAGIAZQBkAGQAaQBuAGcAIAByAGUAcwB0AHIAaQBjAHQAaQBvAG4AcwAgAGkAbgBjAGwAdQBkAGUAZAAgAGkAbgAgAHQAaABpAHMAIABmAG8AbgB0ADsAIABhAG4AZAAgACgAaQBpACkAIAB0AGUAbQBwAG8AcgBhAHIAaQBsAHkAIABkAG8AdwBuAGwAbwBhAGQAIAB0AGgAaQBzACAAZgBvAG4AdAAgAHQAbwAgAGEAIABwAHIAaQBuAHQAZQByACAAbwByACAAbwB0AGgAZQByACAAbwB1AHQAcAB1AHQAIABkAGUAdgBpAGMAZQAgAHQAbwAgAGgAZQBsAHAAIABwAHIAaQBuAHQAIABjAG8AbgB0AGUAbgB0AC4AIABBAG4AeQAgAG8AdABoAGUAcgAgAHUAcwBlACAAaQBzACAAcAByAG8AaABpAGIAaQB0AGUAZAAuAABNaWNyb3NvZnQgc3VwcGxpZWQgZm9udC4gWW91IG1heSB1c2UgdGhpcyBmb250IHRvIGNyZWF0ZSwgZGlzcGxheSwgYW5kIHByaW50IGNvbnRlbnQgYXMgcGVybWl0dGVkIGJ5IHRoZSBsaWNlbnNlIHRlcm1zIG9yIHRlcm1zIG9mIHVzZSwgb2YgdGhlIE1pY3Jvc29mdCBwcm9kdWN0LCBzZXJ2aWNlLCBvciBjb250ZW50IGluIHdoaWNoIHRoaXMgZm9udCB3YXMgaW5jbHVkZWQuIFlvdSBtYXkgb25seSAoaSkgZW1iZWQgdGhpcyBmb250IGluIGNvbnRlbnQgYXMgcGVybWl0dGVkIGJ5IHRoZSBlbWJlZGRpbmcgcmVzdHJpY3Rpb25zIGluY2x1ZGVkIGluIHRoaXMgZm9udDsgYW5kIChpaSkgdGVtcG9yYXJpbHkgZG93bmxvYWQgdGhpcyBmb250IHRvIGEgcHJpbnRlciBvciBvdGhlciBvdXRwdXQgZGV2aWNlIHRvIGhlbHAgcHJpbnQgY29udGVudC4gQW55IG90aGVyIHVzZSBpcyBwcm9oaWJpdGVkLgAAaAB0AHQAcAA6AC8ALwB3AHcAdwAuAG0AaQBjAHIAbwBzAG8AZgB0AC4AYwBvAG0ALwB0AHkAcABvAGcAcgBhAHAAaAB5AC8AZgBvAG4AdABzAC8AZABlAGYAYQB1AGwAdAAuAGEAcwBwAHgAAGh0dHA6Ly93d3cubWljcm9zb2Z0LmNvbS90eXBvZ3JhcGh5L2ZvbnRzL2RlZmF1bHQuYXNweAAAAAIAAAAAAAD+XwCcAAAAAAAAAAAAAAAAAAAAAAAAAAAOAwAAAAEAAgADAQIBAwEEAQUBBgEHAQgBCQEKAQsBDAENAQ4BDwEQAREBEgETARQBFQEWARcBGAEZARoBGwEcAR0BHgEfASABIQEiASMBJAElASYBJwEoASkBKgErASwBLQEuAS8BMAExATIBMwE0ATUBNgE3ATgBOQE6ATsBPAE9AT4BPwFAAUEBQgFDAUQBRQFGAUcBSAFJAUoBSwFMAU0BTgFPAVABUQFSAVMBVAFVAVYBVwFYAVkBWgFbAVwBXQFeAV8BYAFhAWIBYwFkAWUBZgFnAWgBaQFqAWsBbAFtAW4BbwFwAXEBcgFzAXQBdQF2AXcBeAF5AXoBewF8AX0BfgF/AYABgQGCAYMBhAGFAYYBhwGIAYkBigGLAYwBjQGOAY8BkAGRAZIBkwGUAZUBlgGXAZgBmQGaAZsBnAGdAZ4BnwGgAaEBogGjAaQBpQGmAacBqAGpAaoBqwGsAa0BrgGvAbABsQGyAbMBtAG1AbYBtwG4AbkBugG7AbwBvQG+Ab8BwAHBAcIBwwHEAcUBxgHHAcgByQHKAcsBzAHNAc4BzwHQAdEB0gHTAdQB1QHWAdcB2AHZAdoB2wHcAd0B3gHfAeAB4QHiAeMB5AHlAeYB5wHoAekB6gHrAewB7QHuAe8B8AHxAfIB8wH0AfUB9gH3AfgB+QH6AfsB/AH9Af4B/wIAAgECAgIDAgQCBQIGAgcCCAIJAgoCCwIMAg0CDgIPAhACEQISAhMCFAIVAhYCFwIYAhkCGgIbAhwCHQIeAh8CIAIhAiICIwIkAiUCJgInAigCKQIqAisCLAItAi4CLwIwAjECMgIzAjQCNQI2AjcCOAI5AjoCOwI8Aj0CPgI/AkACQQJCAkMCRAJFAkYCRwJIAkkCSgJLAkwCTQJOAk8CUAJRAlICUwJUAlUCVgJXAlgCWQJaAlsCXAJdAl4CXwJgAmECYgJjAmQCZQJmAmcCaAJpAmoCawJsAm0CbgJvAnACcQJyAnMCdAJ1AnYCdwJ4AnkCegJ7AnwCfQJ+An8CgAKBAoICgwKEAoUChgKHAogCiQKKAosCjAKNAo4CjwKQApECkgKTApQClQKWApcCmAKZApoCmwKcAp0CngKfAqACoQKiAqMCpAKlAqYCpwKoAqkCqgKrAqwCrQKuAq8CsAKxArICswK0ArUCtgK3ArgCuQK6ArsCvAK9Ar4CvwLAAsECwgLDAsQCxQLGAscCyALJAsoCywLMAs0CzgLPAtAC0QLSAtMC1ALVAtYC1wLYAtkC2gLbAtwC3QLeAt8C4ALhAuIC4wLkAuUC5gLnAugC6QLqAusC7ALtAu4C7wLwAvEC8gLzAvQC9QL2AvcC+AL5AvoC+wL8Av0C/gL/AwADAQMCAwMDBAMFAwYDBwMIAwkDCgMLAwwDDQMOAw8DEAMRAxIDEwMUAxUDFgMXAxgDGQMaAxsDHAMdAx4DHwMgAyEDIgMjAyQDJQMmAycDKAMpAyoDKwMsAy0DLgMvAzADMQMyAzMDNAM1AzYDNwM4AzkDOgM7AzwDPQM+Az8DQANBA0IDQwNEA0UDRgNHA0gDSQNKA0sDTANNA04DTwNQA1EDUgNTA1QDVQNWA1cDWANZA1oDWwNcA10DXgNfA2ADYQNiA2MDZANlA2YDZwNoA2kDagNrA2wDbQNuA28DcANxA3IDcwN0A3UDdgN3A3gDeQN6A3sDfAN9A34DfwOAA4EDggODA4QDhQOGA4cDiAOJA4oDiwOMA40DjgOPA5ADkQOSA5MDlAOVA5YDlwOYA5kDmgObA5wDnQOeA58DoAOhA6IDowOkA6UDpgOnA6gDqQOqA6sDrAOtA64DrwOwA7EDsgOzA7QDtQO2A7cDuAO5A7oDuwO8A70DvgO/A8ADwQPCA8MDxAPFA8YDxwPIA8kDygPLA8wDzQPOA88D0APRA9ID0wPUA9UD1gPXA9gD2QPaA9sD3APdA94D3wPgA+ED4gPjA+QD5QPmA+cD6APpA+oD6wPsA+0D7gPvA/AD8QPyA/MD9AP1A/YD9wP4A/kD+gP7A/wD/QP+A/8EAAQBBAIEAwQEBAUEBgQHBAgECQQKBAsEDAQNBA4EDwQQBBEEEgQTBBQEFQQWBBcEGAQZBBoEGwQcBB0EHgQfBCAEIQQiBCMEJAQlBCYEJwQoBCkEKgQrBCwELQQuBC8EMAQxBDIEMwQ0BDUENgQ3BDgEOQQ6BDsEPAQ9BD4EPwRABEEEQgRDBEQERQRGBEcESARJBEoESwRMBE0ETgRPBFAEUQRSBFMEVARVBFYEVwRYBFkEWgRbBFwEXQReBF8EYARhBGIEYwRkBGUEZgRnBGgEaQRqBGsEbARtBG4EbwRwBHEEcgRzBHQEdQR2BHcEeAR5BHoEewR8BH0EfgR/BIAEgQSCBIMEhASFBIYEhwSIBIkEigSLBIwEjQSOBI8EkASRBJIEkwSUBJUElgSXBJgEmQSaBJsEnASdBJ4EnwSgBKEEogSjBKQEpQSmBKcEqASpBKoEqwSsBK0ErgSvBLAEsQSyBLMEtAS1BLYEtwS4BLkEugS7BLwEvQS+BL8EwATBBMIEwwTEBMUExgTHBMgEyQTKBMsEzATNBM4EzwTQBNEE0gTTBNQE1QTWBNcE2ATZBNoE2wTcBN0E3gTfBOAE4QTiBOME5ATlBOYE5wToBOkE6gTrBOwE7QTuBO8E8ATxBPIE8wT0BPUE9gT3BPgE+QT6BPsE/AT9BP4E/wUABQEFAgUDBQQFBQUGBQcFCAUJBQoFCwUMBQ0FDgUPBRAFEQUSBRMFFAUVBRYFFwUYBRkFGgUbBRwFHQUeBR8FIAUhBSIFIwUkBSUFJgUnBSgFKQUqBSsFLAUtBS4FLwUwBTEFMgUzBTQFNQU2BTcFOAU5BToFOwU8BT0FPgU/BUAFQQVCBUMFRAVFBUYFRwVIBUkFSgVLBUwFTQVOBU8FUAVRBVIFUwVUBVUFVgVXBVgFWQVaBVsFXAVdBV4FXwVgBWEFYgVjBWQFZQVmBWcFaAVpBWoFawVsBW0FbgVvBXAFcQVyBXMFdAV1BXYFdwV4BXkFegV7BXwFfQV+BX8FgAWBBYIFgwWEBYUFhgWHBYgFiQWKBYsFjAWNBY4FjwWQBZEFkgWTBZQFlQWWBZcFmAWZBZoFmwWcBZ0FngWfBaAFoQWiBaMFpAWlBaYFpwWoBakFqgWrBawFrQWuBa8FsAWxBbIFswW0BbUFtgW3BbgFuQW6BbsFvAW9Bb4FvwXABcEFwgXDBcQFxQXGBccFyAXJBcoFywXMBc0FzgXPBdAF0QXSBdMF1AXVBdYF1wXYBdkF2gXbBdwF3QXeBd8F4AXhBeIF4wXkBeUF5gXnBegF6QXqBesF7AXtBe4F7wXwBfEF8gXzBfQF9QX2BfcF+AX5BfoF+wX8Bf0F/gX/BgAGAQYCBgMGBAYFBgYGBwYIBgkGCgYLBgwGDQYOBg8GEAYRBhIGEwYUBhUGFgYXBhgGGQYaBhsGHAYdBh4GHwYgBiEGIgYjBiQGJQYmBicGKAYpBioGKwYsBi0GLgYvBjAGMQYyBjMGNAY1BjYGNwY4BjkGOgY7BjwGPQY+Bj8GQAZBBkIGQwZEBkUGRgZHBkgGSQZKBksGTAZNBk4GTwZQBlEGUgZTBlQGVQZWBlcGWAZZBloGWwZcBl0GXgZfBmAGYQZiBmMGZAZlBmYGZwZoBmkGagZrBmwGbQZuBm8GcAZxBnIGcwZ0BnUGdgZ3BngGeQZ6BnsGfAZ9Bn4GfwaABoEGggaDBoQGhQaGBocGiAaJBooGiwaMBo0GjgaPBpAGkQaSBpMGlAaVBpYGlwaYBpkGmgabBpwGnQaeBp8GoAahBqIGowakBqUGpganBqgGqQaqBqsGrAatBq4GrwawBrEGsgazBrQGtQa2BrcGuAa5BroGuwa8Br0Gvga/BsAGwQbCBsMGxAbFBsYGxwbIBskGygbLBswGzQbOBs8G0AbRBtIG0wbUBtUG1gbXBtgG2QbaBtsG3AbdBt4G3wbgBuEG4gbjBuQG5QbmBucG6AbpBuoG6wbsBu0G7gbvBvAG8QbyBvMG9Ab1BvYG9wb4BvkG+gb7BvwG/Qb+Bv8HAAcBBwIHAwcEBwUHBgcHBwgHCQcKBwsHDAcNBw4HDwcQBxEHEgcTBxQHFQcWBxcHGAcZBxoHGwccBx0HHgcfByAHIQciByMHJAclByYHJwcoBykHKgcrBywHLQcuBy8HMAcxBzIHMwc0BzUHNgc3BzgHOQc6BzsHPAc9Bz4HPwdAB0EHQgdDB0QHRQdGB0cHSAdJB0oHSwdMB00HTgdPB1AHUQdSB1MHVAdVB1YHVwdYB1kHWgdbB1wHXQdeB18HYAdhB2IHYwdkB2UHZgdnB2gHaQdqB2sHbAdtB24HbwdwB3EHcgdzB3QHdQd2B3cHeAd5B3oHewd8B30Hfgd/B4AHgQeCB4MHhAeFB4YHhweIB4kHigeLB4wHjQeOB48HkAeRB5IHkweUB5UHlgeXB5gHmQeaB5sHnAedB54HnwegB6EHogejB6QHpQemB6cHqAepB6oHqwesB60HrgevB7AHsQeyB7MHtAe1B7YHtwe4B7kHuge7B7wHvQe+B78HwAfBB8IHwwfEB8UHxgfHB8gHyQfKB8sHzAfNB84HzwfQB9EH0gfTB9QH1QfWB9cH2AfZB9oH2wfcB90H3gffB+AH4QfiB+MH5AflB+YH5wfoB+kH6gfrB+wH7QfuB+8H8AfxB/IH8wf0B/UH9gf3B/gH+Qf6B/sH/Af9B/4H/wgACAEIAggDCAQIBQgGCAcICAgJCAoICwgMCA0IDggPCBAIEQgSCBMIFAgVCBYIFwgYCBkIGggbCBwIHQgeCB8IIAghCCIIIwgkCCUIJggnCCgIKQgqCCsILAgtCC4ILwgwCDEIMggzCDQINQg2CDcIOAg5CDoIOwg8CD0IPgg/CEAIQQhCCEMIRAhFCEYIRwhICEkISghLCEwITQhOCE8IUAhRCFIIUwhUCFUIVghXCFgIWQhaCFsIXAhdCF4IXwhgCGEIYghjCGQIZQhmCGcIaAhpCGoIawhsCG0IbghvCHAIcQhyCHMIdAh1CHYIdwh4CHkIegh7CHwIfQh+CH8IgAiBCIIIgwiECIUIhgiHCIgIiQiKCIsIjAiNCI4IjwiQCJEIkgiTCJQIlQiWCJcImAiZCJoImwicCJ0IngifCKAIoQiiCKMIpAilCKYIpwioCKkIqgirCKwIrQiuCK8IsAixCLIIswi0CLUItgi3CLgIuQi6CLsIvAi9CL4IvwjACMEIwgjDCMQIxQjGCMcIyAjJCMoIywjMCM0IzgjPCNAI0QjSCNMI1AjVCNYI1wjYCNkI2gjbCNwI3QjeCN8I4AjhCOII4wjkCOUI5gjnCOgI6QjqCOsI7AjtCO4I7wjwCPEI8gjzCPQI9Qj2CPcI+Aj5CPoI+wj8CP0I/gj/CQAJAQkCCQMJBAkFCQYJBwkICQkJCgkLCQwJDQkOCQ8JEAkRCRIJEwkUCRUJFgkXCRgJGQkaCRsJHAkdCR4JHwkgCSEJIgkjCSQJJQkmCScJKAkpCSoJKwksCS0JLgkvCTAJMQkyCTMJNAk1CTYJNwk4CTkJOgk7CTwJPQk+CT8JQAlBCUIJQwlECUUJRglHCUgJSQlKCUsJTAlNCU4JTwlQCVEJUglTCVQJVQlWCVcJWAlZCVoJWwlcCV0JXglfCWAJYQliCWMJZAllCWYJZwloCWkJaglrCWwJbQluCW8JcAlxCXIJcwl0CXUJdgl3CXgJeQl6CXsJfAl9CX4JfwmACYEJggmDCYQJhQmGCYcJiAmJCYoJiwmMCY0JjgmPCZAJkQmSCZMJlAmVCZYJlwmYCZkJmgmbCZwJnQmeCZ8JoAmhCaIJowmkCaUJpgmnCagJqQmqCasJrAmtCa4JrwmwCbEJsgmzCbQJtQm2CbcJuAm5CboJuwm8Cb0Jvgm/CcAJwQnCCcMJxAnFCcYJxwnICckJygnLCcwJzQnOCc8J0AnRCdIJ0wnUCdUJ1gnXCdgJ2QnaCdsJ3AndCd4J3wngCeEJ4gnjCeQJ5QnmCecJ6AnpCeoJ6wnsCe0J7gnvCfAJ8QnyCfMJ9An1CfYJ9wn4CfkJ+gn7CfwJ/Qn+Cf8KAAoBCgIKAwoECgUKBgoHCggKCQoKCgsKDAoNCg4KDwoQChEKEgoTChQKFQoWChcKGAoZChoKGwocCh0KHgofCiAKIQoiCiMKJAolCiYKJwooCikKKgorCiwKLQouCi8KMAoxCjIKMwo0CjUKNgo3CjgKOQo6CjsKPAo9Cj4KPwpACkEKQgpDCkQKRQpGCkcKSApJCkoKSwpMCk0KTgpPClAKUQpSClMKVApVClYKVwpYClkKWgpbClwKXQpeCl8KYAphCmIKYwpkCmUKZgpnCmgKaQpqCmsKbAptCm4KbwpwCnEKcgpzCnQKdQp2CncKeAp5CnoKewp8Cn0Kfgp/CoAKgQqCCoMKhAqFCoYKhwqICokKigqLCowKjQqOCo8KkAqRCpIKkwqUCpUKlgqXCpgKmQqaCpsKnAqdCp4KnwqgCqEKogqjCqQKpQqmCqcKqAqpCqoKqwqsCq0KrgqvCrAKsQqyCrMKtAq1CrYKtwq4CrkKugq7CrwKvQq+Cr8KwArBCsIKwwrECsUKxgrHCsgKyQrKCssKzArNCs4KzwrQCtEK0grTCtQK1QrWCtcK2ArZCtoK2wrcCt0K3grfCuAK4QriCuMK5ArlCuYK5wroCukK6grrCuwK7QruCu8K8ArxCvIK8wr0CvUK9gr3CvgK+Qr6CvsK/Ar9Cv4K/wsACwELAgsDCwQLBQsGCwcLCAsJCwoLCwsMCw0LDgsPCxALEQsSCxMLFAsVCxYLFwsYCxkLGgsbCxwLHQseCx8LIAshCyILIwskCyULJgsnCygLKQsqCysLLAstCy4LLwswCzELMgszCzQLNQs2CzcLOAs5CzoLOws8Cz0LPgs/C0ALQQtCC0MLRAtFC0YLRwtIC0kLSgtLC0wLTQtOC08LUAtRC1ILUwtUC1ULVgtXC1gLWQtaC1sLXAtdC14LXwtgC2ELYgtjC2QLZQtmC2cLaAtpC2oLawtsC20LbgtvC3ALcQtyC3MLdAt1C3YLdwt4C3kLegt7C3wLfQt+C38LgAuBC4ILgwuEC4ULhguHC4gLiQuKC4sLjAuNC44LjwuQC5ELkguTC5QLlQuWC5cLmAuZC5oLmwucC50LngufC6ALoQuiC6MLpAulC6YLpwuoC6kLqgurC6wLrQuuC68LsAuxC7ILswu0C7ULtgu3C7gLuQu6C7sLvAu9C74LvwvAC8ELwgvDC8QLxQvGC8cLyAvJC8oLywvMC80LzgvPC9AL0QvSC9ML1AvVC9YL1wvYC9kL2gvbC9wL3QveC98L4AvhC+IL4wvkC+UL5gvnC+gL6QvqC+sL7AvtC+4L7wvwC/EL8gvzC/QL9Qv2C/cL+Av5C/oL+wv8C/0L/gv/DAAMAQwCDAMMBAwFDAYMBwwIDAkMCgwLDAwMDQwODA8MEAwRDBIMEwwUDBUMFgwXDBgMGQwaDBsMHAwdDB4MHwwgDCEMIgwjDCQMJQwmDCcMKAwpDCoMKwwsDC0MLgwvDDAMMQwyDDMMNAw1DDYMNww4DDkMOgw7DDwMPQw+DD8MQAxBDEIMQwxEDEUMRgxHDEgMSQxKDEsMTAxNDE4MTwxQDFEMUgxTDFQMVQxWDFcMWAxZDFoMWwxcDF0MXgxfDGAMYQxiDGMMZAxlDGYMZwxoDGkMagxrDGwMbQxuDG8McAxxDHIMcwx0DHUMdgx3DHgMeQx6DHsMfAx9DH4MfwyADIEMggyDDIQMhQyGDIcMiAyJDIoMiwyMDI0MjgyPDJAMkQySDJMMlAyVDJYMlwyYDJkMmgybDJwMnQyeDJ8MoAyhDKIMowykDKUMpgynDKgMqQyqDKsMrAytDK4MrwywDLEMsgyzDLQMtQy2DLcMuAy5DLoMuwy8DL0Mvgy/DMAMwQzCDMMMxAzFDMYMxwzIDMkMygzLDMwMzQzODM8M0AzRDNIM0wzUDNUM1gzXDNgM2QzaDNsM3AzdDN4M3wzgDOEM4gzjDOQM5QzmDOcM6AzpDOoM6wzsDO0M7gzvDPAM8QzyDPMM9Az1DPYM9wz4DPkM+gz7DPwM/Qz+DP8NAA0BDQINAw0EDQUNBg0HDQgNCQ0KDQsNDA0NDQ4NDw0QDRENEg0TDRQNFQ0WDRcNGA0ZDRoNGw0cDR0NHg0fDSANIQ0iDSMNJA0lDSYNJw0oDSkNKg0rDSwNLQ0uDS8NMA0xDTINMw00DTUNNg03DTgNOQ06DTsNPA09DT4NPw1ADUENQg1DDUQNRQ1GDUcNSA1JDUoNSw1MDU0NTg1PDVANUQ1SDVMNVA1VDVYNVw1YDVkNWg1bDVwNXQ1eDV8NYA1hDWINYw1kDWUNZg1nDWgNaQ1qDWsNbA1tDW4Nbw1wDXENcg1zDXQNdQ12DXcNeA15DXoNew18DX0Nfg1/DYANgQ2CDYMNhA2FDYYNhw2IDYkNig2LDYwNjQ2ODY8NkA2RDZINkw2UDZUNlg2XDZgNmQ2aDZsNnA2dDZ4Nnw2gDaENog2jDaQNpQ2mDacNqA2pDaoNqw2sDa0Nrg2vDbANsQ2yDbMNtA21DbYNtw24DbkNug27DbwNvQ2+Db8NwA3BDcINww3EDcUNxg3HDcgNyQ3KDcsNzA3NDc4Nzw3QDdEN0g3TDdQN1Q3WDdcN2A3ZDdoN2w3cDd0N3g3fDeAN4Q3iDeMN5A3lDeYN5w3oDekN6g3rDewN7Q3uDe8N8A3xDfIN8w30DfUN9g33DfgN+Q36DfsN/A39Df4N/w4ADgEOAg4DDgQOBQ4GDgcOCA4JDgoOCw4MDg0ODg4PDhAOEQ4SDhMOFA4VDhYOFw4YDhkOGg4bDhwOHQ4eDh8OIA4hDiIOIw4kDiUOJg4nDigOKQ4qDisOLA4tDi4OLw4wDjEOMg4zDjQONQ42DjcOOA45DjoOOw48Dj0OPg4/DkAOQQ5CDkMORA5FDkYORw5IDkkOSg5LDkwOTQ5ODk8OUA5RDlIOUw5UDlUOVg5XDlgOWQ5aDlsOXA5dDl4OXw5gDmEOYg5jDmQOZQ5mDmcOaA5pDmoOaw5sDm0Obg5vDnAOcQ5yDnMOdA51DnYOdw54DnkOeg57DnwOfQ5+Dn8OgA6BDoIOgw6EDoUOhg6HDogOiQ6KDosOjA6NDo4Ojw6QDpEOkg6TDpQOlQ6WDpcOmA6ZDpoOmw6cDp0Ong6fDqAOoQ6iDqMOpA6lDqYOpw6oDqkOqg6rDqwOrQ6uDq8OsA6xDrIOsw60DrUOtg63DrgOuQ66DrsOvA69Dr4Ovw7ADsEOwg7DDsQOxQ7GDscOyA7JDsoOyw7MDs0Ozg7PDtAO0Q7SDtMO1A7VDtYO1w7YDtkO2g7bDtwO3Q7eDt8O4A7hDuIO4w7kDuUO5g7nDugO6Q7qDusO7A7tDu4O7w7wDvEO8g7zDvQO9Q72DvcO+A75DvoO+w78Dv0O/g7/DwAITmFtZU1lLjAITmFtZU1lLjEITmFtZU1lLjIITmFtZU1lLjQITmFtZU1lLjUITmFtZU1lLjYITmFtZU1lLjcITmFtZU1lLjgITmFtZU1lLjkJTmFtZU1lLjEwCU5hbWVNZS4xMQlOYW1lTWUuMTIJTmFtZU1lLjEzCU5hbWVNZS4xNAlOYW1lTWUuMTUJTmFtZU1lLjE2CU5hbWVNZS4xNwlOYW1lTWUuMTgJTmFtZU1lLjE5CU5hbWVNZS4yMAlOYW1lTWUuMjEJTmFtZU1lLjIyCU5hbWVNZS4yMwlOYW1lTWUuMjQJTmFtZU1lLjI1CU5hbWVNZS4yNglOYW1lTWUuMjcJTmFtZU1lLjI4CU5hbWVNZS4yOQlOYW1lTWUuMzAJTmFtZU1lLjMxCU5hbWVNZS4zMglOYW1lTWUuMzMJTmFtZU1lLjM0CU5hbWVNZS4zNQlOYW1lTWUuMzYJTmFtZU1lLjM3CU5hbWVNZS4zOAlOYW1lTWUuMzkJTmFtZU1lLjQwCU5hbWVNZS40MQlOYW1lTWUuNDIJTmFtZU1lLjQzCU5hbWVNZS40NAlOYW1lTWUuNDUJTmFtZU1lLjQ2CU5hbWVNZS40NwlOYW1lTWUuNDgJTmFtZU1lLjQ5CU5hbWVNZS41MAlOYW1lTWUuNTEJTmFtZU1lLjUyCU5hbWVNZS41MwlOYW1lTWUuNTQJTmFtZU1lLjU1CU5hbWVNZS41NglOYW1lTWUuNTcJTmFtZU1lLjU4CU5hbWVNZS41OQlOYW1lTWUuNjAJTmFtZU1lLjYxCU5hbWVNZS42MglOYW1lTWUuNjMJTmFtZU1lLjY0CU5hbWVNZS42NQlOYW1lTWUuNjYJTmFtZU1lLjY3CU5hbWVNZS42OAlOYW1lTWUuNjkJTmFtZU1lLjcwCU5hbWVNZS43MQlOYW1lTWUuNzIJTmFtZU1lLjczCU5hbWVNZS43NAlOYW1lTWUuNzUJTmFtZU1lLjc2CU5hbWVNZS43NwlOYW1lTWUuNzgJTmFtZU1lLjc5CU5hbWVNZS44MAlOYW1lTWUuODEJTmFtZU1lLjgyCU5hbWVNZS44MwlOYW1lTWUuODQJTmFtZU1lLjg1CU5hbWVNZS44NglOYW1lTWUuODcJTmFtZU1lLjg4CU5hbWVNZS44OQlOYW1lTWUuOTAJTmFtZU1lLjkxCU5hbWVNZS45MglOYW1lTWUuOTMJTmFtZU1lLjk0CU5hbWVNZS45NQlOYW1lTWUuOTYJTmFtZU1lLjk3CU5hbWVNZS45OAlOYW1lTWUuOTkKTmFtZU1lLjEwMApOYW1lTWUuMTAxCk5hbWVNZS4xMDIKTmFtZU1lLjEwMwpOYW1lTWUuMTA0Ck5hbWVNZS4xMDUKTmFtZU1lLjEwNgpOYW1lTWUuMTA3Ck5hbWVNZS4xMDgKTmFtZU1lLjEwOQpOYW1lTWUuMTEwCk5hbWVNZS4xMTEKTmFtZU1lLjExMgpOYW1lTWUuMTEzCk5hbWVNZS4xMTQKTmFtZU1lLjExNQpOYW1lTWUuMTE2Ck5hbWVNZS4xMTcKTmFtZU1lLjExOApOYW1lTWUuMTE5Ck5hbWVNZS4xMjAKTmFtZU1lLjEyMQpOYW1lTWUuMTIyCk5hbWVNZS4xMjMKTmFtZU1lLjEyNApOYW1lTWUuMTI1Ck5hbWVNZS4xMjYKTmFtZU1lLjEyNwpOYW1lTWUuMTI4Ck5hbWVNZS4xMjkKTmFtZU1lLjEzMApOYW1lTWUuMTMxCk5hbWVNZS4xMzIKTmFtZU1lLjEzMwpOYW1lTWUuMTM0Ck5hbWVNZS4xMzUKTmFtZU1lLjEzNgpOYW1lTWUuMTM3Ck5hbWVNZS4xMzgKTmFtZU1lLjEzOQpOYW1lTWUuMTQwCk5hbWVNZS4xNDEKTmFtZU1lLjE0MgpOYW1lTWUuMTQzCk5hbWVNZS4xNDQKTmFtZU1lLjE0NQpOYW1lTWUuMTQ2Ck5hbWVNZS4xNDcKTmFtZU1lLjE0OApOYW1lTWUuMTQ5Ck5hbWVNZS4xNTAKTmFtZU1lLjE1MQpOYW1lTWUuMTUyCk5hbWVNZS4xNTMKTmFtZU1lLjE1NApOYW1lTWUuMTU1Ck5hbWVNZS4xNTYKTmFtZU1lLjE1NwpOYW1lTWUuMTU4Ck5hbWVNZS4xNTkKTmFtZU1lLjE2MApOYW1lTWUuMTYxCk5hbWVNZS4xNjIKTmFtZU1lLjE2MwpOYW1lTWUuMTY0Ck5hbWVNZS4xNjUKTmFtZU1lLjE2NgpOYW1lTWUuMTY3Ck5hbWVNZS4xNjgKTmFtZU1lLjE2OQpOYW1lTWUuMTcwCk5hbWVNZS4xNzEKTmFtZU1lLjE3MgpOYW1lTWUuMTczCk5hbWVNZS4xNzQKTmFtZU1lLjE3NQpOYW1lTWUuMTc2Ck5hbWVNZS4xNzcKTmFtZU1lLjE3OApOYW1lTWUuMTc5Ck5hbWVNZS4xODAKTmFtZU1lLjE4MQpOYW1lTWUuMTgyCk5hbWVNZS4xODMKTmFtZU1lLjE4NApOYW1lTWUuMTg1Ck5hbWVNZS4xODYKTmFtZU1lLjE4NwpOYW1lTWUuMTg4Ck5hbWVNZS4xODkKTmFtZU1lLjE5MApOYW1lTWUuMTkxCk5hbWVNZS4xOTIKTmFtZU1lLjE5MwpOYW1lTWUuMTk0Ck5hbWVNZS4xOTUKTmFtZU1lLjE5NgpOYW1lTWUuMTk3Ck5hbWVNZS4xOTgKTmFtZU1lLjE5OQpOYW1lTWUuMjAwCk5hbWVNZS4yMDEKTmFtZU1lLjIwMgpOYW1lTWUuMjAzCk5hbWVNZS4yMDQKTmFtZU1lLjIwNQpOYW1lTWUuMjA2Ck5hbWVNZS4yMDcKTmFtZU1lLjIwOApOYW1lTWUuMjA5Ck5hbWVNZS4yMTAKTmFtZU1lLjIxMQpOYW1lTWUuMjEyCk5hbWVNZS4yMTMKTmFtZU1lLjIxNApOYW1lTWUuMjE1Ck5hbWVNZS4yMTYKTmFtZU1lLjIxNwpOYW1lTWUuMjE4Ck5hbWVNZS4yMTkKTmFtZU1lLjIyMApOYW1lTWUuMjIxCk5hbWVNZS4yMjIKTmFtZU1lLjIyMwpOYW1lTWUuMjI0Ck5hbWVNZS4yMjUKTmFtZU1lLjIyNgpOYW1lTWUuMjI3Ck5hbWVNZS4yMjgKTmFtZU1lLjIyOQpOYW1lTWUuMjMwCk5hbWVNZS4yMzEKTmFtZU1lLjIzMgpOYW1lTWUuMjMzCk5hbWVNZS4yMzQKTmFtZU1lLjIzNQpOYW1lTWUuMjM2Ck5hbWVNZS4yMzcKTmFtZU1lLjIzOApOYW1lTWUuMjM5Ck5hbWVNZS4yNDAKTmFtZU1lLjI0MQpOYW1lTWUuMjQyCk5hbWVNZS4yNDMKTmFtZU1lLjI0NApOYW1lTWUuMjQ1Ck5hbWVNZS4yNDYKTmFtZU1lLjI0NwpOYW1lTWUuMjQ4Ck5hbWVNZS4yNDkKTmFtZU1lLjI1MApOYW1lTWUuMjUxCk5hbWVNZS4yNTIKTmFtZU1lLjI1MwpOYW1lTWUuMjU0Ck5hbWVNZS4yNTUKTmFtZU1lLjI1NgpOYW1lTWUuMjU3Ck5hbWVNZS4yNTgKTmFtZU1lLjI1OQpOYW1lTWUuMjYwCk5hbWVNZS4yNjEKTmFtZU1lLjI2MgpOYW1lTWUuMjYzCk5hbWVNZS4yNjQKTmFtZU1lLjI2NQpOYW1lTWUuMjY2Ck5hbWVNZS4yNjcKTmFtZU1lLjI2OApOYW1lTWUuMjY5Ck5hbWVNZS4yNzAKTmFtZU1lLjI3MQpOYW1lTWUuMjcyCk5hbWVNZS4yNzMKTmFtZU1lLjI3NApOYW1lTWUuMjc1Ck5hbWVNZS4yNzYKTmFtZU1lLjI3NwpOYW1lTWUuMjc4Ck5hbWVNZS4yNzkKTmFtZU1lLjI4MApOYW1lTWUuMjgxCk5hbWVNZS4yODIKTmFtZU1lLjI4MwpOYW1lTWUuMjg0Ck5hbWVNZS4yODUKTmFtZU1lLjI4NgpOYW1lTWUuMjg3Ck5hbWVNZS4yODgKTmFtZU1lLjI4OQpOYW1lTWUuMjkwCk5hbWVNZS4yOTEKTmFtZU1lLjI5MgpOYW1lTWUuMjkzCk5hbWVNZS4yOTQKTmFtZU1lLjI5NQpOYW1lTWUuMjk2Ck5hbWVNZS4yOTcKTmFtZU1lLjI5OApOYW1lTWUuMjk5Ck5hbWVNZS4zMDAKTmFtZU1lLjMwMQpOYW1lTWUuMzAyCk5hbWVNZS4zMDMKTmFtZU1lLjMwNApOYW1lTWUuMzA1Ck5hbWVNZS4zMDYKTmFtZU1lLjMwNwpOYW1lTWUuMzA4Ck5hbWVNZS4zMDkKTmFtZU1lLjMxMApOYW1lTWUuMzExCk5hbWVNZS4zMTIKTmFtZU1lLjMxMwpOYW1lTWUuMzE0Ck5hbWVNZS4zMTUKTmFtZU1lLjMxNgpOYW1lTWUuMzE3Ck5hbWVNZS4zMTgKTmFtZU1lLjMxOQpOYW1lTWUuMzIwCk5hbWVNZS4zMjEKTmFtZU1lLjMyMgpOYW1lTWUuMzIzCk5hbWVNZS4zMjQKTmFtZU1lLjMyNQpOYW1lTWUuMzI2Ck5hbWVNZS4zMjcKTmFtZU1lLjMyOApOYW1lTWUuMzI5Ck5hbWVNZS4zMzAKTmFtZU1lLjMzMQpOYW1lTWUuMzMyCk5hbWVNZS4zMzMKTmFtZU1lLjMzNApOYW1lTWUuMzM1Ck5hbWVNZS4zMzYKTmFtZU1lLjMzNwpOYW1lTWUuMzM4Ck5hbWVNZS4zMzkKTmFtZU1lLjM0MApOYW1lTWUuMzQxCk5hbWVNZS4zNDIKTmFtZU1lLjM0MwpOYW1lTWUuMzQ0Ck5hbWVNZS4zNDUKTmFtZU1lLjM0NgpOYW1lTWUuMzQ3Ck5hbWVNZS4zNDgKTmFtZU1lLjM0OQpOYW1lTWUuMzUwCk5hbWVNZS4zNTEKTmFtZU1lLjM1MgpOYW1lTWUuMzUzCk5hbWVNZS4zNTQKTmFtZU1lLjM1NQpOYW1lTWUuMzU2Ck5hbWVNZS4zNTcKTmFtZU1lLjM1OApOYW1lTWUuMzU5Ck5hbWVNZS4zNjAKTmFtZU1lLjM2MQpOYW1lTWUuMzYyCk5hbWVNZS4zNjMKTmFtZU1lLjM2NApOYW1lTWUuMzY1Ck5hbWVNZS4zNjYKTmFtZU1lLjM2NwpOYW1lTWUuMzY4Ck5hbWVNZS4zNjkKTmFtZU1lLjM3MApOYW1lTWUuMzcxCk5hbWVNZS4zNzIKTmFtZU1lLjM3MwpOYW1lTWUuMzc0Ck5hbWVNZS4zNzUKTmFtZU1lLjM3NgpOYW1lTWUuMzc3Ck5hbWVNZS4zNzgKTmFtZU1lLjM3OQpOYW1lTWUuMzgwCk5hbWVNZS4zODEKTmFtZU1lLjM4MgpOYW1lTWUuMzgzCk5hbWVNZS4zODQKTmFtZU1lLjM4NQpOYW1lTWUuMzg2Ck5hbWVNZS4zODcKTmFtZU1lLjM4OApOYW1lTWUuMzg5Ck5hbWVNZS4zOTAKTmFtZU1lLjM5MQpOYW1lTWUuMzkyCk5hbWVNZS4zOTMKTmFtZU1lLjM5NApOYW1lTWUuMzk1Ck5hbWVNZS4zOTYKTmFtZU1lLjM5NwpOYW1lTWUuMzk4Ck5hbWVNZS4zOTkKTmFtZU1lLjQwMApOYW1lTWUuNDAxCk5hbWVNZS40MDIKTmFtZU1lLjQwMwpOYW1lTWUuNDA0Ck5hbWVNZS40MDUKTmFtZU1lLjQwNgpOYW1lTWUuNDA3Ck5hbWVNZS40MDgKTmFtZU1lLjQwOQpOYW1lTWUuNDEwCk5hbWVNZS40MTEKTmFtZU1lLjQxMgpOYW1lTWUuNDEzCk5hbWVNZS40MTQKTmFtZU1lLjQxNQpOYW1lTWUuNDE2Ck5hbWVNZS40MTcKTmFtZU1lLjQxOApOYW1lTWUuNDE5Ck5hbWVNZS40MjAKTmFtZU1lLjQyMQpOYW1lTWUuNDIyCk5hbWVNZS40MjMKTmFtZU1lLjQyNApOYW1lTWUuNDI1Ck5hbWVNZS40MjYKTmFtZU1lLjQyNwpOYW1lTWUuNDI4Ck5hbWVNZS40MjkKTmFtZU1lLjQzMApOYW1lTWUuNDMxCk5hbWVNZS40MzIKTmFtZU1lLjQzMwpOYW1lTWUuNDM0Ck5hbWVNZS40MzUKTmFtZU1lLjQzNgpOYW1lTWUuNDM3Ck5hbWVNZS40MzgKTmFtZU1lLjQzOQpOYW1lTWUuNDQwCk5hbWVNZS40NDEKTmFtZU1lLjQ0MgpOYW1lTWUuNDQzCk5hbWVNZS40NDQKTmFtZU1lLjQ0NQpOYW1lTWUuNDQ2Ck5hbWVNZS40NDcKTmFtZU1lLjQ0OApOYW1lTWUuNDQ5Ck5hbWVNZS40NTAKTmFtZU1lLjQ1MQpOYW1lTWUuNDUyCk5hbWVNZS40NTMKTmFtZU1lLjQ1NApOYW1lTWUuNDU1Ck5hbWVNZS40NTYKTmFtZU1lLjQ1NwpOYW1lTWUuNDU4Ck5hbWVNZS40NTkKTmFtZU1lLjQ2MApOYW1lTWUuNDYxCk5hbWVNZS40NjIKTmFtZU1lLjQ2MwpOYW1lTWUuNDY0Ck5hbWVNZS40NjUKTmFtZU1lLjQ2NgpOYW1lTWUuNDY3Ck5hbWVNZS40NjgKTmFtZU1lLjQ2OQpOYW1lTWUuNDcwCk5hbWVNZS40NzEKTmFtZU1lLjQ3MgpOYW1lTWUuNDczCk5hbWVNZS40NzQKTmFtZU1lLjQ3NQpOYW1lTWUuNDc2Ck5hbWVNZS40NzcKTmFtZU1lLjQ3OApOYW1lTWUuNDc5Ck5hbWVNZS40ODAKTmFtZU1lLjQ4MQpOYW1lTWUuNDgyCk5hbWVNZS40ODMKTmFtZU1lLjQ4NApOYW1lTWUuNDg1Ck5hbWVNZS40ODYKTmFtZU1lLjQ4NwpOYW1lTWUuNDg4Ck5hbWVNZS40ODkKTmFtZU1lLjQ5MApOYW1lTWUuNDkxCk5hbWVNZS40OTIKTmFtZU1lLjQ5MwpOYW1lTWUuNDk0Ck5hbWVNZS40OTUKTmFtZU1lLjQ5NgpOYW1lTWUuNDk3Ck5hbWVNZS40OTgKTmFtZU1lLjQ5OQpOYW1lTWUuNTAwCk5hbWVNZS41MDEKTmFtZU1lLjUwMgpOYW1lTWUuNTAzCk5hbWVNZS41MDQKTmFtZU1lLjUwNQpOYW1lTWUuNTA2Ck5hbWVNZS41MDcKTmFtZU1lLjUwOApOYW1lTWUuNTA5Ck5hbWVNZS41MTAKTmFtZU1lLjUxMQpOYW1lTWUuNTEyCk5hbWVNZS41MTMKTmFtZU1lLjUxNApOYW1lTWUuNTE1Ck5hbWVNZS41MTYKTmFtZU1lLjUxNwpOYW1lTWUuNTE4Ck5hbWVNZS41MTkKTmFtZU1lLjUyMApOYW1lTWUuNTIxCk5hbWVNZS41MjIKTmFtZU1lLjUyMwpOYW1lTWUuNTI0Ck5hbWVNZS41MjUKTmFtZU1lLjUyNgpOYW1lTWUuNTI3Ck5hbWVNZS41MjgKTmFtZU1lLjUyOQpOYW1lTWUuNTMwCk5hbWVNZS41MzEKTmFtZU1lLjUzMgpOYW1lTWUuNTMzCk5hbWVNZS41MzQKTmFtZU1lLjUzNQpOYW1lTWUuNTM2Ck5hbWVNZS41MzcKTmFtZU1lLjUzOApOYW1lTWUuNTM5Ck5hbWVNZS41NDAKTmFtZU1lLjU0MQpOYW1lTWUuNTQyCk5hbWVNZS41NDMKTmFtZU1lLjU0NApOYW1lTWUuNTQ1Ck5hbWVNZS41NDYKTmFtZU1lLjU0NwpOYW1lTWUuNTQ4Ck5hbWVNZS41NDkKTmFtZU1lLjU1MApOYW1lTWUuNTUxCk5hbWVNZS41NTIKTmFtZU1lLjU1MwpOYW1lTWUuNTU0Ck5hbWVNZS41NTUKTmFtZU1lLjU1NgpOYW1lTWUuNTU3Ck5hbWVNZS41NTgKTmFtZU1lLjU1OQpOYW1lTWUuNTYwCk5hbWVNZS41NjEKTmFtZU1lLjU2MgpOYW1lTWUuNTYzCk5hbWVNZS41NjQKTmFtZU1lLjU2NQpOYW1lTWUuNTY2Ck5hbWVNZS41NjcKTmFtZU1lLjU2OApOYW1lTWUuNTY5Ck5hbWVNZS41NzAKTmFtZU1lLjU3MQpOYW1lTWUuNTcyCk5hbWVNZS41NzMKTmFtZU1lLjU3NApOYW1lTWUuNTc1Ck5hbWVNZS41NzYKTmFtZU1lLjU3NwpOYW1lTWUuNTc4Ck5hbWVNZS41NzkKTmFtZU1lLjU4MApOYW1lTWUuNTgxCk5hbWVNZS41ODIKTmFtZU1lLjU4MwpOYW1lTWUuNTg0Ck5hbWVNZS41ODUKTmFtZU1lLjU4NgpOYW1lTWUuNTg3Ck5hbWVNZS41ODgKTmFtZU1lLjU4OQpOYW1lTWUuNTkwCk5hbWVNZS41OTEKTmFtZU1lLjU5MgpOYW1lTWUuNTkzCk5hbWVNZS41OTQKTmFtZU1lLjU5NQpOYW1lTWUuNTk2Ck5hbWVNZS41OTcKTmFtZU1lLjU5OApOYW1lTWUuNTk5Ck5hbWVNZS42MDAKTmFtZU1lLjYwMQpOYW1lTWUuNjAyCk5hbWVNZS42MDMKTmFtZU1lLjYwNApOYW1lTWUuNjA1Ck5hbWVNZS42MDYKTmFtZU1lLjYwNwpOYW1lTWUuNjA4Ck5hbWVNZS42MDkKTmFtZU1lLjYxMApOYW1lTWUuNjExCk5hbWVNZS42MTIKTmFtZU1lLjYxMwpOYW1lTWUuNjE0Ck5hbWVNZS42MTUKTmFtZU1lLjYxNgpOYW1lTWUuNjE3Ck5hbWVNZS42MTgKTmFtZU1lLjYxOQpOYW1lTWUuNjIwCk5hbWVNZS42MjEKTmFtZU1lLjYyMgpOYW1lTWUuNjIzCk5hbWVNZS42MjQKTmFtZU1lLjYyNQpOYW1lTWUuNjI2Ck5hbWVNZS42MjcKTmFtZU1lLjYyOApOYW1lTWUuNjI5Ck5hbWVNZS42MzAKTmFtZU1lLjYzMQpOYW1lTWUuNjMyCk5hbWVNZS42MzMKTmFtZU1lLjYzNApOYW1lTWUuNjM1Ck5hbWVNZS42MzYKTmFtZU1lLjYzNwpOYW1lTWUuNjM4Ck5hbWVNZS42MzkKTmFtZU1lLjY0MApOYW1lTWUuNjQxCk5hbWVNZS42NDIKTmFtZU1lLjY0MwpOYW1lTWUuNjQ0Ck5hbWVNZS42NDUKTmFtZU1lLjY0NgpOYW1lTWUuNjQ3Ck5hbWVNZS42NDgKTmFtZU1lLjY0OQpOYW1lTWUuNjUwCk5hbWVNZS42NTEKTmFtZU1lLjY1MgpOYW1lTWUuNjUzCk5hbWVNZS42NTQKTmFtZU1lLjY1NQpOYW1lTWUuNjU2Ck5hbWVNZS42NTcKTmFtZU1lLjY1OApOYW1lTWUuNjU5Ck5hbWVNZS42NjAKTmFtZU1lLjY2MQpOYW1lTWUuNjYyCk5hbWVNZS42NjMKTmFtZU1lLjY2NApOYW1lTWUuNjY1Ck5hbWVNZS42NjYKTmFtZU1lLjY2NwpOYW1lTWUuNjY4Ck5hbWVNZS42NjkKTmFtZU1lLjY3MApOYW1lTWUuNjcxCk5hbWVNZS42NzIKTmFtZU1lLjY3MwpOYW1lTWUuNjc0Ck5hbWVNZS42NzUKTmFtZU1lLjY3NgpOYW1lTWUuNjc3Ck5hbWVNZS42NzgKTmFtZU1lLjY3OQpOYW1lTWUuNjgwCk5hbWVNZS42ODEKTmFtZU1lLjY4MgpOYW1lTWUuNjgzCk5hbWVNZS42ODQKTmFtZU1lLjY4NQpOYW1lTWUuNjg2Ck5hbWVNZS42ODcKTmFtZU1lLjY4OApOYW1lTWUuNjg5Ck5hbWVNZS42OTAKTmFtZU1lLjY5MQpOYW1lTWUuNjkyCk5hbWVNZS42OTMKTmFtZU1lLjY5NApOYW1lTWUuNjk1Ck5hbWVNZS42OTYKTmFtZU1lLjY5NwpOYW1lTWUuNjk4Ck5hbWVNZS42OTkKTmFtZU1lLjcwMApOYW1lTWUuNzAxCk5hbWVNZS43MDIKTmFtZU1lLjcwMwpOYW1lTWUuNzA0Ck5hbWVNZS43MDUKTmFtZU1lLjcwNgpOYW1lTWUuNzA3Ck5hbWVNZS43MDgKTmFtZU1lLjcwOQpOYW1lTWUuNzEwCk5hbWVNZS43MTEKTmFtZU1lLjcxMgpOYW1lTWUuNzEzCk5hbWVNZS43MTQKTmFtZU1lLjcxNQpOYW1lTWUuNzE2Ck5hbWVNZS43MTcKTmFtZU1lLjcxOApOYW1lTWUuNzE5Ck5hbWVNZS43MjAKTmFtZU1lLjcyMQpOYW1lTWUuNzIyCk5hbWVNZS43MjMKTmFtZU1lLjcyNApOYW1lTWUuNzI1Ck5hbWVNZS43MjYKTmFtZU1lLjcyNwpOYW1lTWUuNzI4Ck5hbWVNZS43MjkKTmFtZU1lLjczMApOYW1lTWUuNzMxCk5hbWVNZS43MzIKTmFtZU1lLjczMwpOYW1lTWUuNzM0Ck5hbWVNZS43MzUKTmFtZU1lLjczNgpOYW1lTWUuNzM3Ck5hbWVNZS43MzgKTmFtZU1lLjczOQpOYW1lTWUuNzQwCk5hbWVNZS43NDEKTmFtZU1lLjc0MgpOYW1lTWUuNzQzCk5hbWVNZS43NDQKTmFtZU1lLjc0NQpOYW1lTWUuNzQ2Ck5hbWVNZS43NDcKTmFtZU1lLjc0OApOYW1lTWUuNzQ5Ck5hbWVNZS43NTAKTmFtZU1lLjc1MQpOYW1lTWUuNzUyCk5hbWVNZS43NTMKTmFtZU1lLjc1NApOYW1lTWUuNzU1Ck5hbWVNZS43NTYKTmFtZU1lLjc1NwpOYW1lTWUuNzU4Ck5hbWVNZS43NTkKTmFtZU1lLjc2MApOYW1lTWUuNzYxCk5hbWVNZS43NjIKTmFtZU1lLjc2MwpOYW1lTWUuNzY0Ck5hbWVNZS43NjUKTmFtZU1lLjc2NgpOYW1lTWUuNzY3Ck5hbWVNZS43NjgKTmFtZU1lLjc2OQpOYW1lTWUuNzcwCk5hbWVNZS43NzEKTmFtZU1lLjc3MgpOYW1lTWUuNzczCk5hbWVNZS43NzQKTmFtZU1lLjc3NQpOYW1lTWUuNzc2Ck5hbWVNZS43NzcKTmFtZU1lLjc3OApOYW1lTWUuNzc5Ck5hbWVNZS43ODAKTmFtZU1lLjc4MQpOYW1lTWUuNzgyCk5hbWVNZS43ODMKTmFtZU1lLjc4NApOYW1lTWUuNzg1Ck5hbWVNZS43ODYKTmFtZU1lLjc4NwpOYW1lTWUuNzg4Ck5hbWVNZS43ODkKTmFtZU1lLjc5MApOYW1lTWUuNzkxCk5hbWVNZS43OTIKTmFtZU1lLjc5MwpOYW1lTWUuNzk0Ck5hbWVNZS43OTUKTmFtZU1lLjc5NgpOYW1lTWUuNzk3Ck5hbWVNZS43OTgKTmFtZU1lLjc5OQpOYW1lTWUuODAwCk5hbWVNZS44MDEKTmFtZU1lLjgwMgpOYW1lTWUuODAzCk5hbWVNZS44MDQKTmFtZU1lLjgwNQpOYW1lTWUuODA2Ck5hbWVNZS44MDcKTmFtZU1lLjgwOApOYW1lTWUuODA5Ck5hbWVNZS44MTAKTmFtZU1lLjgxMQpOYW1lTWUuODEyCk5hbWVNZS44MTMKTmFtZU1lLjgxNApOYW1lTWUuODE1Ck5hbWVNZS44MTYKTmFtZU1lLjgxNwpOYW1lTWUuODE4Ck5hbWVNZS44MTkKTmFtZU1lLjgyMApOYW1lTWUuODIxCk5hbWVNZS44MjIKTmFtZU1lLjgyMwpOYW1lTWUuODI0Ck5hbWVNZS44MjUKTmFtZU1lLjgyNgpOYW1lTWUuODI3Ck5hbWVNZS44MjgKTmFtZU1lLjgyOQpOYW1lTWUuODMwCk5hbWVNZS44MzEKTmFtZU1lLjgzMgpOYW1lTWUuODMzCk5hbWVNZS44MzQKTmFtZU1lLjgzNQpOYW1lTWUuODM2Ck5hbWVNZS44MzcKTmFtZU1lLjgzOApOYW1lTWUuODM5Ck5hbWVNZS44NDAKTmFtZU1lLjg0MQpOYW1lTWUuODQyCk5hbWVNZS44NDMKTmFtZU1lLjg0NApOYW1lTWUuODQ1Ck5hbWVNZS44NDYKTmFtZU1lLjg0NwpOYW1lTWUuODQ4Ck5hbWVNZS44NDkKTmFtZU1lLjg1MApOYW1lTWUuODUxCk5hbWVNZS44NTIKTmFtZU1lLjg1MwpOYW1lTWUuODU0Ck5hbWVNZS44NTUKTmFtZU1lLjg1NgpOYW1lTWUuODU3Ck5hbWVNZS44NTgKTmFtZU1lLjg1OQpOYW1lTWUuODYwCk5hbWVNZS44NjEKTmFtZU1lLjg2MgpOYW1lTWUuODYzCk5hbWVNZS44NjQKTmFtZU1lLjg2NQpOYW1lTWUuODY2Ck5hbWVNZS44NjcKTmFtZU1lLjg2OApOYW1lTWUuODY5Ck5hbWVNZS44NzAKTmFtZU1lLjg3MQpOYW1lTWUuODcyCk5hbWVNZS44NzMKTmFtZU1lLjg3NApOYW1lTWUuODc1Ck5hbWVNZS44NzYKTmFtZU1lLjg3NwpOYW1lTWUuODc4Ck5hbWVNZS44NzkKTmFtZU1lLjg4MApOYW1lTWUuODgxCk5hbWVNZS44ODIKTmFtZU1lLjg4MwpOYW1lTWUuODg0Ck5hbWVNZS44ODUKTmFtZU1lLjg4NgpOYW1lTWUuODg3Ck5hbWVNZS44ODgKTmFtZU1lLjg4OQpOYW1lTWUuODkwCk5hbWVNZS44OTEKTmFtZU1lLjg5MgpOYW1lTWUuODkzCk5hbWVNZS44OTQKTmFtZU1lLjg5NQpOYW1lTWUuODk2Ck5hbWVNZS44OTcKTmFtZU1lLjg5OApOYW1lTWUuODk5Ck5hbWVNZS45MDAKTmFtZU1lLjkwMQpOYW1lTWUuOTAyCk5hbWVNZS45MDMKTmFtZU1lLjkwNApOYW1lTWUuOTA1Ck5hbWVNZS45MDYKTmFtZU1lLjkwNwpOYW1lTWUuOTA4Ck5hbWVNZS45MDkKTmFtZU1lLjkxMApOYW1lTWUuOTExCk5hbWVNZS45MTIKTmFtZU1lLjkxMwpOYW1lTWUuOTE0Ck5hbWVNZS45MTUKTmFtZU1lLjkxNgpOYW1lTWUuOTE3Ck5hbWVNZS45MTgKTmFtZU1lLjkxOQpOYW1lTWUuOTIwCk5hbWVNZS45MjEKTmFtZU1lLjkyMgpOYW1lTWUuOTIzCk5hbWVNZS45MjQKTmFtZU1lLjkyNQpOYW1lTWUuOTI2Ck5hbWVNZS45MjcKTmFtZU1lLjkyOApOYW1lTWUuOTI5Ck5hbWVNZS45MzAKTmFtZU1lLjkzMQpOYW1lTWUuOTMyCk5hbWVNZS45MzMKTmFtZU1lLjkzNApOYW1lTWUuOTM1Ck5hbWVNZS45MzYKTmFtZU1lLjkzNwpOYW1lTWUuOTM4Ck5hbWVNZS45MzkKTmFtZU1lLjk0MApOYW1lTWUuOTQxCk5hbWVNZS45NDIKTmFtZU1lLjk0MwpOYW1lTWUuOTQ0Ck5hbWVNZS45NDUKTmFtZU1lLjk0NgpOYW1lTWUuOTQ3Ck5hbWVNZS45NDgKTmFtZU1lLjk0OQpOYW1lTWUuOTUwCk5hbWVNZS45NTEKTmFtZU1lLjk1MgpOYW1lTWUuOTUzCk5hbWVNZS45NTQKTmFtZU1lLjk1NQpOYW1lTWUuOTU2Ck5hbWVNZS45NTcKTmFtZU1lLjk1OApOYW1lTWUuOTU5Ck5hbWVNZS45NjAKTmFtZU1lLjk2MQpOYW1lTWUuOTYyCk5hbWVNZS45NjMKTmFtZU1lLjk2NApOYW1lTWUuOTY1Ck5hbWVNZS45NjYKTmFtZU1lLjk2NwpOYW1lTWUuOTY4Ck5hbWVNZS45NjkKTmFtZU1lLjk3MApOYW1lTWUuOTcxCk5hbWVNZS45NzIKTmFtZU1lLjk3MwpOYW1lTWUuOTc0Ck5hbWVNZS45NzUKTmFtZU1lLjk3NgpOYW1lTWUuOTc3Ck5hbWVNZS45NzgKTmFtZU1lLjk3OQpOYW1lTWUuOTgwCk5hbWVNZS45ODEKTmFtZU1lLjk4MgpOYW1lTWUuOTgzCk5hbWVNZS45ODQKTmFtZU1lLjk4NQpOYW1lTWUuOTg2Ck5hbWVNZS45ODcKTmFtZU1lLjk4OApOYW1lTWUuOTg5Ck5hbWVNZS45OTAKTmFtZU1lLjk5MQpOYW1lTWUuOTkyCk5hbWVNZS45OTMKTmFtZU1lLjk5NApOYW1lTWUuOTk1Ck5hbWVNZS45OTYKTmFtZU1lLjk5NwpOYW1lTWUuOTk4Ck5hbWVNZS45OTkLTmFtZU1lLjEwMDALTmFtZU1lLjEwMDELTmFtZU1lLjEwMDILTmFtZU1lLjEwMDMLTmFtZU1lLjEwMDQLTmFtZU1lLjEwMDULTmFtZU1lLjEwMDYLTmFtZU1lLjEwMDcLTmFtZU1lLjEwMDgLTmFtZU1lLjEwMDkLTmFtZU1lLjEwMTALTmFtZU1lLjEwMTELTmFtZU1lLjEwMTILTmFtZU1lLjEwMTMLTmFtZU1lLjEwMTQLTmFtZU1lLjEwMTULTmFtZU1lLjEwMTYLTmFtZU1lLjEwMTcLTmFtZU1lLjEwMTgLTmFtZU1lLjEwMTkLTmFtZU1lLjEwMjALTmFtZU1lLjEwMjELTmFtZU1lLjEwMjILTmFtZU1lLjEwMjMLTmFtZU1lLjEwMjQLTmFtZU1lLjEwMjULTmFtZU1lLjEwMjYLTmFtZU1lLjEwMjcLTmFtZU1lLjEwMjgLTmFtZU1lLjEwMjkLTmFtZU1lLjEwMzALTmFtZU1lLjEwMzELTmFtZU1lLjEwMzILTmFtZU1lLjEwMzMLTmFtZU1lLjEwMzQLTmFtZU1lLjEwMzULTmFtZU1lLjEwMzYLTmFtZU1lLjEwMzcLTmFtZU1lLjEwMzgLTmFtZU1lLjEwMzkLTmFtZU1lLjEwNDALTmFtZU1lLjEwNDELTmFtZU1lLjEwNDILTmFtZU1lLjEwNDMLTmFtZU1lLjEwNDQLTmFtZU1lLjEwNDULTmFtZU1lLjEwNDYLTmFtZU1lLjEwNDcLTmFtZU1lLjEwNDgLTmFtZU1lLjEwNDkLTmFtZU1lLjEwNTALTmFtZU1lLjEwNTELTmFtZU1lLjEwNTILTmFtZU1lLjEwNTMLTmFtZU1lLjEwNTQLTmFtZU1lLjEwNTULTmFtZU1lLjEwNTYLTmFtZU1lLjEwNTcLTmFtZU1lLjEwNTgLTmFtZU1lLjEwNTkLTmFtZU1lLjEwNjALTmFtZU1lLjEwNjELTmFtZU1lLjEwNjILTmFtZU1lLjEwNjMLTmFtZU1lLjEwNjQLTmFtZU1lLjEwNjULTmFtZU1lLjEwNjYLTmFtZU1lLjEwNjcLTmFtZU1lLjEwNjgLTmFtZU1lLjEwNjkLTmFtZU1lLjEwNzALTmFtZU1lLjEwNzELTmFtZU1lLjEwNzILTmFtZU1lLjEwNzMLTmFtZU1lLjEwNzQLTmFtZU1lLjEwNzULTmFtZU1lLjEwNzYLTmFtZU1lLjEwNzcLTmFtZU1lLjEwNzgLTmFtZU1lLjEwNzkLTmFtZU1lLjEwODALTmFtZU1lLjEwODELTmFtZU1lLjEwODILTmFtZU1lLjEwODMLTmFtZU1lLjEwODQLTmFtZU1lLjEwODULTmFtZU1lLjEwODYLTmFtZU1lLjEwODcLTmFtZU1lLjEwODgLTmFtZU1lLjEwODkLTmFtZU1lLjEwOTALTmFtZU1lLjEwOTELTmFtZU1lLjEwOTILTmFtZU1lLjEwOTMLTmFtZU1lLjEwOTQLTmFtZU1lLjEwOTULTmFtZU1lLjEwOTYLTmFtZU1lLjEwOTcLTmFtZU1lLjEwOTgLTmFtZU1lLjEwOTkLTmFtZU1lLjExMDALTmFtZU1lLjExMDELTmFtZU1lLjExMDILTmFtZU1lLjExMDMLTmFtZU1lLjExMDQLTmFtZU1lLjExMDULTmFtZU1lLjExMDYLTmFtZU1lLjExMDcLTmFtZU1lLjExMDgLTmFtZU1lLjExMDkLTmFtZU1lLjExMTALTmFtZU1lLjExMTELTmFtZU1lLjExMTILTmFtZU1lLjExMTMLTmFtZU1lLjExMTQLTmFtZU1lLjExMTULTmFtZU1lLjExMTYLTmFtZU1lLjExMTcLTmFtZU1lLjExMTgLTmFtZU1lLjExMTkLTmFtZU1lLjExMjALTmFtZU1lLjExMjELTmFtZU1lLjExMjILTmFtZU1lLjExMjMLTmFtZU1lLjExMjQLTmFtZU1lLjExMjULTmFtZU1lLjExMjYLTmFtZU1lLjExMjcLTmFtZU1lLjExMjgLTmFtZU1lLjExMjkLTmFtZU1lLjExMzALTmFtZU1lLjExMzELTmFtZU1lLjExMzILTmFtZU1lLjExMzMLTmFtZU1lLjExMzQLTmFtZU1lLjExMzULTmFtZU1lLjExMzYLTmFtZU1lLjExMzcLTmFtZU1lLjExMzgLTmFtZU1lLjExMzkLTmFtZU1lLjExNDALTmFtZU1lLjExNDELTmFtZU1lLjExNDILTmFtZU1lLjExNDMLTmFtZU1lLjExNDQLTmFtZU1lLjExNDULTmFtZU1lLjExNDYLTmFtZU1lLjExNDcLTmFtZU1lLjExNDgLTmFtZU1lLjExNDkLTmFtZU1lLjExNTALTmFtZU1lLjExNTELTmFtZU1lLjExNTILTmFtZU1lLjExNTMLTmFtZU1lLjExNTQLTmFtZU1lLjExNTULTmFtZU1lLjExNTYLTmFtZU1lLjExNTcLTmFtZU1lLjExNTgLTmFtZU1lLjExNTkLTmFtZU1lLjExNjALTmFtZU1lLjExNjELTmFtZU1lLjExNjILTmFtZU1lLjExNjMLTmFtZU1lLjExNjQLTmFtZU1lLjExNjULTmFtZU1lLjExNjYLTmFtZU1lLjExNjcLTmFtZU1lLjExNjgLTmFtZU1lLjExNjkLTmFtZU1lLjExNzALTmFtZU1lLjExNzELTmFtZU1lLjExNzILTmFtZU1lLjExNzMLTmFtZU1lLjExNzQLTmFtZU1lLjExNzULTmFtZU1lLjExNzYLTmFtZU1lLjExNzcLTmFtZU1lLjExNzgLTmFtZU1lLjExNzkLTmFtZU1lLjExODALTmFtZU1lLjExODELTmFtZU1lLjExODILTmFtZU1lLjExODMLTmFtZU1lLjExODQLTmFtZU1lLjExODULTmFtZU1lLjExODYLTmFtZU1lLjExODcLTmFtZU1lLjExODgLTmFtZU1lLjExODkLTmFtZU1lLjExOTALTmFtZU1lLjExOTELTmFtZU1lLjExOTILTmFtZU1lLjExOTMLTmFtZU1lLjExOTQLTmFtZU1lLjExOTULTmFtZU1lLjExOTYLTmFtZU1lLjExOTcLTmFtZU1lLjExOTgLTmFtZU1lLjExOTkLTmFtZU1lLjEyMDALTmFtZU1lLjEyMDELTmFtZU1lLjEyMDILTmFtZU1lLjEyMDMLTmFtZU1lLjEyMDQLTmFtZU1lLjEyMDULTmFtZU1lLjEyMDYLTmFtZU1lLjEyMDcLTmFtZU1lLjEyMDgLTmFtZU1lLjEyMDkLTmFtZU1lLjEyMTALTmFtZU1lLjEyMTELTmFtZU1lLjEyMTILTmFtZU1lLjEyMTMLTmFtZU1lLjEyMTQLTmFtZU1lLjEyMTULTmFtZU1lLjEyMTYLTmFtZU1lLjEyMTcLTmFtZU1lLjEyMTgLTmFtZU1lLjEyMTkLTmFtZU1lLjEyMjALTmFtZU1lLjEyMjELTmFtZU1lLjEyMjILTmFtZU1lLjEyMjMLTmFtZU1lLjEyMjQLTmFtZU1lLjEyMjULTmFtZU1lLjEyMjYLTmFtZU1lLjEyMjcLTmFtZU1lLjEyMjgLTmFtZU1lLjEyMjkLTmFtZU1lLjEyMzALTmFtZU1lLjEyMzELTmFtZU1lLjEyMzILTmFtZU1lLjEyMzMLTmFtZU1lLjEyMzQLTmFtZU1lLjEyMzULTmFtZU1lLjEyMzYLTmFtZU1lLjEyMzcLTmFtZU1lLjEyMzgLTmFtZU1lLjEyMzkLTmFtZU1lLjEyNDALTmFtZU1lLjEyNDELTmFtZU1lLjEyNDILTmFtZU1lLjEyNDMLTmFtZU1lLjEyNDQLTmFtZU1lLjEyNDULTmFtZU1lLjEyNDYLTmFtZU1lLjEyNDcLTmFtZU1lLjEyNDgLTmFtZU1lLjEyNDkLTmFtZU1lLjEyNTALTmFtZU1lLjEyNTELTmFtZU1lLjEyNTILTmFtZU1lLjEyNTMLTmFtZU1lLjEyNTQLTmFtZU1lLjEyNTULTmFtZU1lLjEyNTYLTmFtZU1lLjEyNTcLTmFtZU1lLjEyNTgLTmFtZU1lLjEyNTkLTmFtZU1lLjEyNjALTmFtZU1lLjEyNjELTmFtZU1lLjEyNjILTmFtZU1lLjEyNjMLTmFtZU1lLjEyNjQLTmFtZU1lLjEyNjULTmFtZU1lLjEyNjYLTmFtZU1lLjEyNjcLTmFtZU1lLjEyNjgLTmFtZU1lLjEyNjkLTmFtZU1lLjEyNzALTmFtZU1lLjEyNzELTmFtZU1lLjEyNzILTmFtZU1lLjEyNzMLTmFtZU1lLjEyNzQLTmFtZU1lLjEyNzULTmFtZU1lLjEyNzYLTmFtZU1lLjEyNzcLTmFtZU1lLjEyNzgLTmFtZU1lLjEyNzkLTmFtZU1lLjEyODALTmFtZU1lLjEyODELTmFtZU1lLjEyODILTmFtZU1lLjEyODMLTmFtZU1lLjEyODQLTmFtZU1lLjEyODULTmFtZU1lLjEyODYLTmFtZU1lLjEyODcLTmFtZU1lLjEyODgLTmFtZU1lLjEyODkLTmFtZU1lLjEyOTALTmFtZU1lLjEyOTELTmFtZU1lLjEyOTILTmFtZU1lLjEyOTMLTmFtZU1lLjEyOTQLTmFtZU1lLjEyOTULTmFtZU1lLjEyOTYLTmFtZU1lLjEyOTcLTmFtZU1lLjEyOTgLTmFtZU1lLjEyOTkLTmFtZU1lLjEzMDALTmFtZU1lLjEzMDELTmFtZU1lLjEzMDILTmFtZU1lLjEzMDMLTmFtZU1lLjEzMDQLTmFtZU1lLjEzMDULTmFtZU1lLjEzMDYLTmFtZU1lLjEzMDcLTmFtZU1lLjEzMDgLTmFtZU1lLjEzMDkLTmFtZU1lLjEzMTALTmFtZU1lLjEzMTELTmFtZU1lLjEzMTILTmFtZU1lLjEzMTMLTmFtZU1lLjEzMTQLTmFtZU1lLjEzMTULTmFtZU1lLjEzMTYLTmFtZU1lLjEzMTcLTmFtZU1lLjEzMTgLTmFtZU1lLjEzMTkLTmFtZU1lLjEzMjALTmFtZU1lLjEzMjELTmFtZU1lLjEzMjILTmFtZU1lLjEzMjMLTmFtZU1lLjEzMjQLTmFtZU1lLjEzMjULTmFtZU1lLjEzMjYLTmFtZU1lLjEzMjcLTmFtZU1lLjEzMjgLTmFtZU1lLjEzMjkLTmFtZU1lLjEzMzALTmFtZU1lLjEzMzELTmFtZU1lLjEzMzILTmFtZU1lLjEzMzMLTmFtZU1lLjEzMzQLTmFtZU1lLjEzMzULTmFtZU1lLjEzMzYLTmFtZU1lLjEzMzcLTmFtZU1lLjEzMzgLTmFtZU1lLjEzMzkLTmFtZU1lLjEzNDALTmFtZU1lLjEzNDELTmFtZU1lLjEzNDILTmFtZU1lLjEzNDMLTmFtZU1lLjEzNDQLTmFtZU1lLjEzNDULTmFtZU1lLjEzNDYLTmFtZU1lLjEzNDcLTmFtZU1lLjEzNDgLTmFtZU1lLjEzNDkLTmFtZU1lLjEzNTALTmFtZU1lLjEzNTELTmFtZU1lLjEzNTILTmFtZU1lLjEzNTMLTmFtZU1lLjEzNTQLTmFtZU1lLjEzNTULTmFtZU1lLjEzNTYLTmFtZU1lLjEzNTcLTmFtZU1lLjEzNTgLTmFtZU1lLjEzNTkLTmFtZU1lLjEzNjALTmFtZU1lLjEzNjELTmFtZU1lLjEzNjILTmFtZU1lLjEzNjMLTmFtZU1lLjEzNjQLTmFtZU1lLjEzNjULTmFtZU1lLjEzNjYLTmFtZU1lLjEzNjcLTmFtZU1lLjEzNjgLTmFtZU1lLjEzNjkLTmFtZU1lLjEzNzALTmFtZU1lLjEzNzELTmFtZU1lLjEzNzILTmFtZU1lLjEzNzMLTmFtZU1lLjEzNzQLTmFtZU1lLjEzNzULTmFtZU1lLjEzNzYLTmFtZU1lLjEzNzcLTmFtZU1lLjEzNzgLTmFtZU1lLjEzNzkLTmFtZU1lLjEzODALTmFtZU1lLjEzODELTmFtZU1lLjEzODILTmFtZU1lLjEzODMLTmFtZU1lLjEzODQLTmFtZU1lLjEzODULTmFtZU1lLjEzODYLTmFtZU1lLjEzODcLTmFtZU1lLjEzODgLTmFtZU1lLjEzODkLTmFtZU1lLjEzOTALTmFtZU1lLjEzOTELTmFtZU1lLjEzOTILTmFtZU1lLjEzOTMLTmFtZU1lLjEzOTQLTmFtZU1lLjEzOTULTmFtZU1lLjEzOTYLTmFtZU1lLjEzOTcLTmFtZU1lLjEzOTgLTmFtZU1lLjEzOTkLTmFtZU1lLjE0MDALTmFtZU1lLjE0MDELTmFtZU1lLjE0MDILTmFtZU1lLjE0MDMLTmFtZU1lLjE0MDQLTmFtZU1lLjE0MDULTmFtZU1lLjE0MDYLTmFtZU1lLjE0MDcLTmFtZU1lLjE0MDgLTmFtZU1lLjE0MDkLTmFtZU1lLjE0MTALTmFtZU1lLjE0MTELTmFtZU1lLjE0MTILTmFtZU1lLjE0MTMLTmFtZU1lLjE0MTQLTmFtZU1lLjE0MTULTmFtZU1lLjE0MTYLTmFtZU1lLjE0MTcLTmFtZU1lLjE0MTgLTmFtZU1lLjE0MTkLTmFtZU1lLjE0MjALTmFtZU1lLjE0MjELTmFtZU1lLjE0MjILTmFtZU1lLjE0MjMLTmFtZU1lLjE0MjQLTmFtZU1lLjE0MjULTmFtZU1lLjE0MjYLTmFtZU1lLjE0MjcLTmFtZU1lLjE0MjgLTmFtZU1lLjE0MjkLTmFtZU1lLjE0MzALTmFtZU1lLjE0MzELTmFtZU1lLjE0MzILTmFtZU1lLjE0MzMLTmFtZU1lLjE0MzQLTmFtZU1lLjE0MzULTmFtZU1lLjE0MzYLTmFtZU1lLjE0MzcLTmFtZU1lLjE0MzgLTmFtZU1lLjE0MzkLTmFtZU1lLjE0NDALTmFtZU1lLjE0NDELTmFtZU1lLjE0NDILTmFtZU1lLjE0NDMLTmFtZU1lLjE0NDQLTmFtZU1lLjE0NDULTmFtZU1lLjE0NDYLTmFtZU1lLjE0NDcLTmFtZU1lLjE0NDgLTmFtZU1lLjE0NDkLTmFtZU1lLjE0NTALTmFtZU1lLjE0NTELTmFtZU1lLjE0NTILTmFtZU1lLjE0NTMLTmFtZU1lLjE0NTQLTmFtZU1lLjE0NTULTmFtZU1lLjE0NTYLTmFtZU1lLjE0NTcLTmFtZU1lLjE0NTgLTmFtZU1lLjE0NTkLTmFtZU1lLjE0NjALTmFtZU1lLjE0NjELTmFtZU1lLjE0NjILTmFtZU1lLjE0NjMLTmFtZU1lLjE0NjQLTmFtZU1lLjE0NjULTmFtZU1lLjE0NjYLTmFtZU1lLjE0NjcLTmFtZU1lLjE0NjgLTmFtZU1lLjE0NjkLTmFtZU1lLjE0NzALTmFtZU1lLjE0NzELTmFtZU1lLjE0NzILTmFtZU1lLjE0NzMLTmFtZU1lLjE0NzQLTmFtZU1lLjE0NzULTmFtZU1lLjE0NzYLTmFtZU1lLjE0NzcLTmFtZU1lLjE0NzgLTmFtZU1lLjE0NzkLTmFtZU1lLjE0ODALTmFtZU1lLjE0ODELTmFtZU1lLjE0ODILTmFtZU1lLjE0ODMLTmFtZU1lLjE0ODQLTmFtZU1lLjE0ODULTmFtZU1lLjE0ODYLTmFtZU1lLjE0ODcLTmFtZU1lLjE0ODgLTmFtZU1lLjE0ODkLTmFtZU1lLjE0OTALTmFtZU1lLjE0OTELTmFtZU1lLjE0OTILTmFtZU1lLjE0OTMLTmFtZU1lLjE0OTQLTmFtZU1lLjE0OTULTmFtZU1lLjE0OTYLTmFtZU1lLjE0OTcLTmFtZU1lLjE0OTgLTmFtZU1lLjE0OTkLTmFtZU1lLjE1MDALTmFtZU1lLjE1MDELTmFtZU1lLjE1MDILTmFtZU1lLjE1MDMLTmFtZU1lLjE1MDQLTmFtZU1lLjE1MDULTmFtZU1lLjE1MDYLTmFtZU1lLjE1MDcLTmFtZU1lLjE1MDgLTmFtZU1lLjE1MDkLTmFtZU1lLjE1MTALTmFtZU1lLjE1MTELTmFtZU1lLjE1MTILTmFtZU1lLjE1MTMLTmFtZU1lLjE1MTQLTmFtZU1lLjE1MTULTmFtZU1lLjE1MTYLTmFtZU1lLjE1MTcLTmFtZU1lLjE1MTgLTmFtZU1lLjE1MTkLTmFtZU1lLjE1MjALTmFtZU1lLjE1MjELTmFtZU1lLjE1MjILTmFtZU1lLjE1MjMLTmFtZU1lLjE1MjQLTmFtZU1lLjE1MjULTmFtZU1lLjE1MjYLTmFtZU1lLjE1MjcLTmFtZU1lLjE1MjgLTmFtZU1lLjE1MjkLTmFtZU1lLjE1MzALTmFtZU1lLjE1MzELTmFtZU1lLjE1MzILTmFtZU1lLjE1MzMLTmFtZU1lLjE1MzQLTmFtZU1lLjE1MzULTmFtZU1lLjE1MzYLTmFtZU1lLjE1MzcLTmFtZU1lLjE1MzgLTmFtZU1lLjE1MzkLTmFtZU1lLjE1NDALTmFtZU1lLjE1NDELTmFtZU1lLjE1NDILTmFtZU1lLjE1NDMLTmFtZU1lLjE1NDQLTmFtZU1lLjE1NDULTmFtZU1lLjE1NDYLTmFtZU1lLjE1NDcLTmFtZU1lLjE1NDgLTmFtZU1lLjE1NDkLTmFtZU1lLjE1NTALTmFtZU1lLjE1NTELTmFtZU1lLjE1NTILTmFtZU1lLjE1NTMLTmFtZU1lLjE1NTQLTmFtZU1lLjE1NTULTmFtZU1lLjE1NTYLTmFtZU1lLjE1NTcLTmFtZU1lLjE1NTgLTmFtZU1lLjE1NTkLTmFtZU1lLjE1NjALTmFtZU1lLjE1NjELTmFtZU1lLjE1NjILTmFtZU1lLjE1NjMLTmFtZU1lLjE1NjQLTmFtZU1lLjE1NjULTmFtZU1lLjE1NjYLTmFtZU1lLjE1NjcLTmFtZU1lLjE1NjgLTmFtZU1lLjE1NjkLTmFtZU1lLjE1NzALTmFtZU1lLjE1NzELTmFtZU1lLjE1NzILTmFtZU1lLjE1NzMLTmFtZU1lLjE1NzQLTmFtZU1lLjE1NzULTmFtZU1lLjE1NzYLTmFtZU1lLjE1NzcLTmFtZU1lLjE1NzgLTmFtZU1lLjE1NzkLTmFtZU1lLjE1ODALTmFtZU1lLjE1ODELTmFtZU1lLjE1ODILTmFtZU1lLjE1ODMLTmFtZU1lLjE1ODQLTmFtZU1lLjE1ODULTmFtZU1lLjE1ODYLTmFtZU1lLjE1ODcLTmFtZU1lLjE1ODgLTmFtZU1lLjE1ODkLTmFtZU1lLjE1OTALTmFtZU1lLjE1OTELTmFtZU1lLjE1OTILTmFtZU1lLjE1OTMLTmFtZU1lLjE1OTQLTmFtZU1lLjE1OTULTmFtZU1lLjE1OTYLTmFtZU1lLjE1OTcLTmFtZU1lLjE1OTgLTmFtZU1lLjE1OTkLTmFtZU1lLjE2MDALTmFtZU1lLjE2MDELTmFtZU1lLjE2MDILTmFtZU1lLjE2MDMLTmFtZU1lLjE2MDQLTmFtZU1lLjE2MDULTmFtZU1lLjE2MDYLTmFtZU1lLjE2MDcLTmFtZU1lLjE2MDgLTmFtZU1lLjE2MDkLTmFtZU1lLjE2MTALTmFtZU1lLjE2MTELTmFtZU1lLjE2MTILTmFtZU1lLjE2MTMLTmFtZU1lLjE2MTQLTmFtZU1lLjE2MTULTmFtZU1lLjE2MTYLTmFtZU1lLjE2MTcLTmFtZU1lLjE2MTgLTmFtZU1lLjE2MTkLTmFtZU1lLjE2MjALTmFtZU1lLjE2MjELTmFtZU1lLjE2MjILTmFtZU1lLjE2MjMLTmFtZU1lLjE2MjQLTmFtZU1lLjE2MjULTmFtZU1lLjE2MjYLTmFtZU1lLjE2MjcLTmFtZU1lLjE2MjgLTmFtZU1lLjE2MjkLTmFtZU1lLjE2MzALTmFtZU1lLjE2MzELTmFtZU1lLjE2MzILTmFtZU1lLjE2MzMLTmFtZU1lLjE2MzQLTmFtZU1lLjE2MzULTmFtZU1lLjE2MzYLTmFtZU1lLjE2MzcLTmFtZU1lLjE2MzgLTmFtZU1lLjE2MzkLTmFtZU1lLjE2NDALTmFtZU1lLjE2NDELTmFtZU1lLjE2NDILTmFtZU1lLjE2NDMLTmFtZU1lLjE2NDQLTmFtZU1lLjE2NDULTmFtZU1lLjE2NDYLTmFtZU1lLjE2NDcLTmFtZU1lLjE2NDgLTmFtZU1lLjE2NDkLTmFtZU1lLjE2NTALTmFtZU1lLjE2NTELTmFtZU1lLjE2NTILTmFtZU1lLjE2NTMLTmFtZU1lLjE2NTQLTmFtZU1lLjE2NTULTmFtZU1lLjE2NTYLTmFtZU1lLjE2NTcLTmFtZU1lLjE2NTgLTmFtZU1lLjE2NTkLTmFtZU1lLjE2NjALTmFtZU1lLjE2NjELTmFtZU1lLjE2NjILTmFtZU1lLjE2NjMLTmFtZU1lLjE2NjQLTmFtZU1lLjE2NjULTmFtZU1lLjE2NjYLTmFtZU1lLjE2NjcLTmFtZU1lLjE2NjgLTmFtZU1lLjE2NjkLTmFtZU1lLjE2NzALTmFtZU1lLjE2NzELTmFtZU1lLjE2NzILTmFtZU1lLjE2NzMLTmFtZU1lLjE2NzQLTmFtZU1lLjE2NzULTmFtZU1lLjE2NzYLTmFtZU1lLjE2NzcLTmFtZU1lLjE2NzgLTmFtZU1lLjE2NzkLTmFtZU1lLjE2ODALTmFtZU1lLjE2ODELTmFtZU1lLjE2ODILTmFtZU1lLjE2ODMLTmFtZU1lLjE2ODQLTmFtZU1lLjE2ODULTmFtZU1lLjE2ODYLTmFtZU1lLjE2ODcLTmFtZU1lLjE2ODgLTmFtZU1lLjE2ODkLTmFtZU1lLjE2OTALTmFtZU1lLjE2OTELTmFtZU1lLjE2OTILTmFtZU1lLjE2OTMLTmFtZU1lLjE2OTQLTmFtZU1lLjE2OTULTmFtZU1lLjE2OTYLTmFtZU1lLjE2OTcLTmFtZU1lLjE2OTgLTmFtZU1lLjE2OTkLTmFtZU1lLjE3MDALTmFtZU1lLjE3MDELTmFtZU1lLjE3MDILTmFtZU1lLjE3MDMLTmFtZU1lLjE3MDQLTmFtZU1lLjE3MDULTmFtZU1lLjE3MDYLTmFtZU1lLjE3MDcLTmFtZU1lLjE3MDgLTmFtZU1lLjE3MDkLTmFtZU1lLjE3MTALTmFtZU1lLjE3MTELTmFtZU1lLjE3MTILTmFtZU1lLjE3MTMLTmFtZU1lLjE3MTQLTmFtZU1lLjE3MTULTmFtZU1lLjE3MTYLTmFtZU1lLjE3MTcLTmFtZU1lLjE3MTgLTmFtZU1lLjE3MTkLTmFtZU1lLjE3MjALTmFtZU1lLjE3MjELTmFtZU1lLjE3MjILTmFtZU1lLjE3MjMLTmFtZU1lLjE3MjQLTmFtZU1lLjE3MjULTmFtZU1lLjE3MjYLTmFtZU1lLjE3MjcLTmFtZU1lLjE3MjgLTmFtZU1lLjE3MjkLTmFtZU1lLjE3MzALTmFtZU1lLjE3MzELTmFtZU1lLjE3MzILTmFtZU1lLjE3MzMLTmFtZU1lLjE3MzQLTmFtZU1lLjE3MzULTmFtZU1lLjE3MzYLTmFtZU1lLjE3MzcLTmFtZU1lLjE3MzgLTmFtZU1lLjE3MzkLTmFtZU1lLjE3NDALTmFtZU1lLjE3NDELTmFtZU1lLjE3NDILTmFtZU1lLjE3NDMLTmFtZU1lLjE3NDQLTmFtZU1lLjE3NDULTmFtZU1lLjE3NDYLTmFtZU1lLjE3NDcLTmFtZU1lLjE3NDgLTmFtZU1lLjE3NDkLTmFtZU1lLjE3NTALTmFtZU1lLjE3NTELTmFtZU1lLjE3NTILTmFtZU1lLjE3NTMLTmFtZU1lLjE3NTQLTmFtZU1lLjE3NTULTmFtZU1lLjE3NTYLTmFtZU1lLjE3NTcLTmFtZU1lLjE3NTgLTmFtZU1lLjE3NTkLTmFtZU1lLjE3NjALTmFtZU1lLjE3NjELTmFtZU1lLjE3NjILTmFtZU1lLjE3NjMLTmFtZU1lLjE3NjQLTmFtZU1lLjE3NjULTmFtZU1lLjE3NjYLTmFtZU1lLjE3NjcLTmFtZU1lLjE3NjgLTmFtZU1lLjE3NjkLTmFtZU1lLjE3NzALTmFtZU1lLjE3NzELTmFtZU1lLjE3NzILTmFtZU1lLjE3NzMLTmFtZU1lLjE3NzQLTmFtZU1lLjE3NzULTmFtZU1lLjE3NzYLTmFtZU1lLjE3NzcLTmFtZU1lLjE3NzgLTmFtZU1lLjE3NzkLTmFtZU1lLjE3ODALTmFtZU1lLjE3ODELTmFtZU1lLjE3ODILTmFtZU1lLjE3ODMLTmFtZU1lLjE3ODQLTmFtZU1lLjE3ODULTmFtZU1lLjE3ODYLTmFtZU1lLjE3ODcLTmFtZU1lLjE3ODgLTmFtZU1lLjE3ODkLTmFtZU1lLjE3OTALTmFtZU1lLjE3OTELTmFtZU1lLjE3OTILTmFtZU1lLjE3OTMLTmFtZU1lLjE3OTQLTmFtZU1lLjE3OTULTmFtZU1lLjE3OTYLTmFtZU1lLjE3OTcLTmFtZU1lLjE3OTgLTmFtZU1lLjE3OTkLTmFtZU1lLjE4MDALTmFtZU1lLjE4MDELTmFtZU1lLjE4MDILTmFtZU1lLjE4MDMLTmFtZU1lLjE4MDQLTmFtZU1lLjE4MDULTmFtZU1lLjE4MDYLTmFtZU1lLjE4MDcLTmFtZU1lLjE4MDgLTmFtZU1lLjE4MDkLTmFtZU1lLjE4MTALTmFtZU1lLjE4MTELTmFtZU1lLjE4MTILTmFtZU1lLjE4MTMLTmFtZU1lLjE4MTQLTmFtZU1lLjE4MTULTmFtZU1lLjE4MTYLTmFtZU1lLjE4MTcLTmFtZU1lLjE4MTgLTmFtZU1lLjE4MTkLTmFtZU1lLjE4MjALTmFtZU1lLjE4MjELTmFtZU1lLjE4MjILTmFtZU1lLjE4MjMLTmFtZU1lLjE4MjQLTmFtZU1lLjE4MjULTmFtZU1lLjE4MjYLTmFtZU1lLjE4MjcLTmFtZU1lLjE4MjgLTmFtZU1lLjE4MjkLTmFtZU1lLjE4MzALTmFtZU1lLjE4MzELTmFtZU1lLjE4MzILTmFtZU1lLjE4MzMLTmFtZU1lLjE4MzQLTmFtZU1lLjE4MzULTmFtZU1lLjE4MzYLTmFtZU1lLjE4MzcLTmFtZU1lLjE4MzgLTmFtZU1lLjE4MzkLTmFtZU1lLjE4NDALTmFtZU1lLjE4NDELTmFtZU1lLjE4NDILTmFtZU1lLjE4NDMLTmFtZU1lLjE4NDQLTmFtZU1lLjE4NDULTmFtZU1lLjE4NDYLTmFtZU1lLjE4NDcLTmFtZU1lLjE4NDgLTmFtZU1lLjE4NDkLTmFtZU1lLjE4NTALTmFtZU1lLjE4NTELTmFtZU1lLjE4NTILTmFtZU1lLjE4NTMLTmFtZU1lLjE4NTQLTmFtZU1lLjE4NTULTmFtZU1lLjE4NTYLTmFtZU1lLjE4NTcLTmFtZU1lLjE4NTgLTmFtZU1lLjE4NTkLTmFtZU1lLjE4NjALTmFtZU1lLjE4NjELTmFtZU1lLjE4NjILTmFtZU1lLjE4NjMLTmFtZU1lLjE4NjQLTmFtZU1lLjE4NjULTmFtZU1lLjE4NjYLTmFtZU1lLjE4NjcLTmFtZU1lLjE4NjgLTmFtZU1lLjE4NjkLTmFtZU1lLjE4NzALTmFtZU1lLjE4NzELTmFtZU1lLjE4NzILTmFtZU1lLjE4NzMLTmFtZU1lLjE4NzQLTmFtZU1lLjE4NzULTmFtZU1lLjE4NzYLTmFtZU1lLjE4NzcLTmFtZU1lLjE4NzgLTmFtZU1lLjE4NzkLTmFtZU1lLjE4ODALTmFtZU1lLjE4ODELTmFtZU1lLjE4ODILTmFtZU1lLjE4ODMLTmFtZU1lLjE4ODQLTmFtZU1lLjE4ODULTmFtZU1lLjE4ODYLTmFtZU1lLjE4ODcLTmFtZU1lLjE4ODgLTmFtZU1lLjE4ODkLTmFtZU1lLjE4OTALTmFtZU1lLjE4OTELTmFtZU1lLjE4OTILTmFtZU1lLjE4OTMLTmFtZU1lLjE4OTQLTmFtZU1lLjE4OTULTmFtZU1lLjE4OTYLTmFtZU1lLjE4OTcLTmFtZU1lLjE4OTgLTmFtZU1lLjE4OTkLTmFtZU1lLjE5MDALTmFtZU1lLjE5MDELTmFtZU1lLjE5MDILTmFtZU1lLjE5MDMLTmFtZU1lLjE5MDQLTmFtZU1lLjE5MDULTmFtZU1lLjE5MDYLTmFtZU1lLjE5MDcLTmFtZU1lLjE5MDgLTmFtZU1lLjE5MDkLTmFtZU1lLjE5MTALTmFtZU1lLjE5MTELTmFtZU1lLjE5MTILTmFtZU1lLjE5MTMLTmFtZU1lLjE5MTQLTmFtZU1lLjE5MTULTmFtZU1lLjE5MTYLTmFtZU1lLjE5MTcLTmFtZU1lLjE5MTgLTmFtZU1lLjE5MTkLTmFtZU1lLjE5MjALTmFtZU1lLjE5MjELTmFtZU1lLjE5MjILTmFtZU1lLjE5MjMLTmFtZU1lLjE5MjQLTmFtZU1lLjE5MjULTmFtZU1lLjE5MjYLTmFtZU1lLjE5MjcLTmFtZU1lLjE5MjgLTmFtZU1lLjE5MjkLTmFtZU1lLjE5MzALTmFtZU1lLjE5MzELTmFtZU1lLjE5MzILTmFtZU1lLjE5MzMLTmFtZU1lLjE5MzQLTmFtZU1lLjE5MzULTmFtZU1lLjE5MzYLTmFtZU1lLjE5MzcLTmFtZU1lLjE5MzgLTmFtZU1lLjE5MzkLTmFtZU1lLjE5NDALTmFtZU1lLjE5NDELTmFtZU1lLjE5NDILTmFtZU1lLjE5NDMLTmFtZU1lLjE5NDQLTmFtZU1lLjE5NDULTmFtZU1lLjE5NDYLTmFtZU1lLjE5NDcLTmFtZU1lLjE5NDgLTmFtZU1lLjE5NDkLTmFtZU1lLjE5NTALTmFtZU1lLjE5NTELTmFtZU1lLjE5NTILTmFtZU1lLjE5NTMLTmFtZU1lLjE5NTQLTmFtZU1lLjE5NTULTmFtZU1lLjE5NTYLTmFtZU1lLjE5NTcLTmFtZU1lLjE5NTgLTmFtZU1lLjE5NTkLTmFtZU1lLjE5NjALTmFtZU1lLjE5NjELTmFtZU1lLjE5NjILTmFtZU1lLjE5NjMLTmFtZU1lLjE5NjQLTmFtZU1lLjE5NjULTmFtZU1lLjE5NjYLTmFtZU1lLjE5NjcLTmFtZU1lLjE5NjgLTmFtZU1lLjE5NjkLTmFtZU1lLjE5NzALTmFtZU1lLjE5NzELTmFtZU1lLjE5NzILTmFtZU1lLjE5NzMLTmFtZU1lLjE5NzQLTmFtZU1lLjE5NzULTmFtZU1lLjE5NzYLTmFtZU1lLjE5NzcLTmFtZU1lLjE5NzgLTmFtZU1lLjE5NzkLTmFtZU1lLjE5ODALTmFtZU1lLjE5ODELTmFtZU1lLjE5ODILTmFtZU1lLjE5ODMLTmFtZU1lLjE5ODQLTmFtZU1lLjE5ODULTmFtZU1lLjE5ODYLTmFtZU1lLjE5ODcLTmFtZU1lLjE5ODgLTmFtZU1lLjE5ODkLTmFtZU1lLjE5OTALTmFtZU1lLjE5OTELTmFtZU1lLjE5OTILTmFtZU1lLjE5OTMLTmFtZU1lLjE5OTQLTmFtZU1lLjE5OTULTmFtZU1lLjE5OTYLTmFtZU1lLjE5OTcLTmFtZU1lLjE5OTgLTmFtZU1lLjE5OTkLTmFtZU1lLjIwMDALTmFtZU1lLjIwMDELTmFtZU1lLjIwMDILTmFtZU1lLjIwMDMLTmFtZU1lLjIwMDQLTmFtZU1lLjIwMDULTmFtZU1lLjIwMDYLTmFtZU1lLjIwMDcLTmFtZU1lLjIwMDgLTmFtZU1lLjIwMDkLTmFtZU1lLjIwMTALTmFtZU1lLjIwMTELTmFtZU1lLjIwMTILTmFtZU1lLjIwMTMLTmFtZU1lLjIwMTQLTmFtZU1lLjIwMTULTmFtZU1lLjIwMTYLTmFtZU1lLjIwMTcLTmFtZU1lLjIwMTgLTmFtZU1lLjIwMTkLTmFtZU1lLjIwMjALTmFtZU1lLjIwMjELTmFtZU1lLjIwMjILTmFtZU1lLjIwMjMLTmFtZU1lLjIwMjQLTmFtZU1lLjIwMjULTmFtZU1lLjIwMjYLTmFtZU1lLjIwMjcLTmFtZU1lLjIwMjgLTmFtZU1lLjIwMjkLTmFtZU1lLjIwMzALTmFtZU1lLjIwMzELTmFtZU1lLjIwMzILTmFtZU1lLjIwMzMLTmFtZU1lLjIwMzQLTmFtZU1lLjIwMzULTmFtZU1lLjIwMzYLTmFtZU1lLjIwMzcLTmFtZU1lLjIwMzgLTmFtZU1lLjIwMzkLTmFtZU1lLjIwNDALTmFtZU1lLjIwNDELTmFtZU1lLjIwNDILTmFtZU1lLjIwNDMLTmFtZU1lLjIwNDQLTmFtZU1lLjIwNDULTmFtZU1lLjIwNDYLTmFtZU1lLjIwNDcLTmFtZU1lLjIwNDgLTmFtZU1lLjIwNDkLTmFtZU1lLjIwNTALTmFtZU1lLjIwNTELTmFtZU1lLjIwNTILTmFtZU1lLjIwNTMLTmFtZU1lLjIwNTQLTmFtZU1lLjIwNTULTmFtZU1lLjIwNTYLTmFtZU1lLjIwNTcLTmFtZU1lLjIwNTgLTmFtZU1lLjIwNTkLTmFtZU1lLjIwNjALTmFtZU1lLjIwNjELTmFtZU1lLjIwNjILTmFtZU1lLjIwNjMLTmFtZU1lLjIwNjQLTmFtZU1lLjIwNjULTmFtZU1lLjIwNjYLTmFtZU1lLjIwNjcLTmFtZU1lLjIwNjgLTmFtZU1lLjIwNjkLTmFtZU1lLjIwNzALTmFtZU1lLjIwNzELTmFtZU1lLjIwNzILTmFtZU1lLjIwNzMLTmFtZU1lLjIwNzQLTmFtZU1lLjIwNzULTmFtZU1lLjIwNzYLTmFtZU1lLjIwNzcLTmFtZU1lLjIwNzgLTmFtZU1lLjIwNzkLTmFtZU1lLjIwODALTmFtZU1lLjIwODELTmFtZU1lLjIwODILTmFtZU1lLjIwODMLTmFtZU1lLjIwODQLTmFtZU1lLjIwODULTmFtZU1lLjIwODYLTmFtZU1lLjIwODcLTmFtZU1lLjIwODgLTmFtZU1lLjIwODkLTmFtZU1lLjIwOTALTmFtZU1lLjIwOTELTmFtZU1lLjIwOTILTmFtZU1lLjIwOTMLTmFtZU1lLjIwOTQLTmFtZU1lLjIwOTULTmFtZU1lLjIwOTYLTmFtZU1lLjIwOTcLTmFtZU1lLjIwOTgLTmFtZU1lLjIwOTkLTmFtZU1lLjIxMDALTmFtZU1lLjIxMDELTmFtZU1lLjIxMDILTmFtZU1lLjIxMDMLTmFtZU1lLjIxMDQLTmFtZU1lLjIxMDULTmFtZU1lLjIxMDYLTmFtZU1lLjIxMDcLTmFtZU1lLjIxMDgLTmFtZU1lLjIxMDkLTmFtZU1lLjIxMTALTmFtZU1lLjIxMTELTmFtZU1lLjIxMTILTmFtZU1lLjIxMTMLTmFtZU1lLjIxMTQLTmFtZU1lLjIxMTULTmFtZU1lLjIxMTYLTmFtZU1lLjIxMTcLTmFtZU1lLjIxMTgLTmFtZU1lLjIxMTkLTmFtZU1lLjIxMjALTmFtZU1lLjIxMjELTmFtZU1lLjIxMjILTmFtZU1lLjIxMjMLTmFtZU1lLjIxMjQLTmFtZU1lLjIxMjULTmFtZU1lLjIxMjYLTmFtZU1lLjIxMjcLTmFtZU1lLjIxMjgLTmFtZU1lLjIxMjkLTmFtZU1lLjIxMzALTmFtZU1lLjIxMzELTmFtZU1lLjIxMzILTmFtZU1lLjIxMzMLTmFtZU1lLjIxMzQLTmFtZU1lLjIxMzULTmFtZU1lLjIxMzYLTmFtZU1lLjIxMzcLTmFtZU1lLjIxMzgLTmFtZU1lLjIxMzkLTmFtZU1lLjIxNDALTmFtZU1lLjIxNDELTmFtZU1lLjIxNDILTmFtZU1lLjIxNDMLTmFtZU1lLjIxNDQLTmFtZU1lLjIxNDULTmFtZU1lLjIxNDYLTmFtZU1lLjIxNDcLTmFtZU1lLjIxNDgLTmFtZU1lLjIxNDkLTmFtZU1lLjIxNTALTmFtZU1lLjIxNTELTmFtZU1lLjIxNTILTmFtZU1lLjIxNTMLTmFtZU1lLjIxNTQLTmFtZU1lLjIxNTULTmFtZU1lLjIxNTYLTmFtZU1lLjIxNTcLTmFtZU1lLjIxNTgLTmFtZU1lLjIxNTkLTmFtZU1lLjIxNjALTmFtZU1lLjIxNjELTmFtZU1lLjIxNjILTmFtZU1lLjIxNjMLTmFtZU1lLjIxNjQLTmFtZU1lLjIxNjULTmFtZU1lLjIxNjYLTmFtZU1lLjIxNjcLTmFtZU1lLjIxNjgLTmFtZU1lLjIxNjkLTmFtZU1lLjIxNzALTmFtZU1lLjIxNzELTmFtZU1lLjIxNzILTmFtZU1lLjIxNzMLTmFtZU1lLjIxNzQLTmFtZU1lLjIxNzULTmFtZU1lLjIxNzYLTmFtZU1lLjIxNzcLTmFtZU1lLjIxNzgLTmFtZU1lLjIxNzkLTmFtZU1lLjIxODALTmFtZU1lLjIxODELTmFtZU1lLjIxODILTmFtZU1lLjIxODMLTmFtZU1lLjIxODQLTmFtZU1lLjIxODULTmFtZU1lLjIxODYLTmFtZU1lLjIxODcLTmFtZU1lLjIxODgLTmFtZU1lLjIxODkLTmFtZU1lLjIxOTALTmFtZU1lLjIxOTELTmFtZU1lLjIxOTILTmFtZU1lLjIxOTMLTmFtZU1lLjIxOTQLTmFtZU1lLjIxOTULTmFtZU1lLjIxOTYLTmFtZU1lLjIxOTcLTmFtZU1lLjIxOTgLTmFtZU1lLjIxOTkLTmFtZU1lLjIyMDALTmFtZU1lLjIyMDELTmFtZU1lLjIyMDILTmFtZU1lLjIyMDMLTmFtZU1lLjIyMDQLTmFtZU1lLjIyMDULTmFtZU1lLjIyMDYLTmFtZU1lLjIyMDcLTmFtZU1lLjIyMDgLTmFtZU1lLjIyMDkLTmFtZU1lLjIyMTALTmFtZU1lLjIyMTELTmFtZU1lLjIyMTILTmFtZU1lLjIyMTMLTmFtZU1lLjIyMTQLTmFtZU1lLjIyMTULTmFtZU1lLjIyMTYLTmFtZU1lLjIyMTcLTmFtZU1lLjIyMTgLTmFtZU1lLjIyMTkLTmFtZU1lLjIyMjALTmFtZU1lLjIyMjELTmFtZU1lLjIyMjILTmFtZU1lLjIyMjMLTmFtZU1lLjIyMjQLTmFtZU1lLjIyMjULTmFtZU1lLjIyMjYLTmFtZU1lLjIyMjcLTmFtZU1lLjIyMjgLTmFtZU1lLjIyMjkLTmFtZU1lLjIyMzALTmFtZU1lLjIyMzELTmFtZU1lLjIyMzILTmFtZU1lLjIyMzMLTmFtZU1lLjIyMzQLTmFtZU1lLjIyMzULTmFtZU1lLjIyMzYLTmFtZU1lLjIyMzcLTmFtZU1lLjIyMzgLTmFtZU1lLjIyMzkLTmFtZU1lLjIyNDALTmFtZU1lLjIyNDELTmFtZU1lLjIyNDILTmFtZU1lLjIyNDMLTmFtZU1lLjIyNDQLTmFtZU1lLjIyNDULTmFtZU1lLjIyNDYLTmFtZU1lLjIyNDcLTmFtZU1lLjIyNDgLTmFtZU1lLjIyNDkLTmFtZU1lLjIyNTALTmFtZU1lLjIyNTELTmFtZU1lLjIyNTILTmFtZU1lLjIyNTMLTmFtZU1lLjIyNTQLTmFtZU1lLjIyNTULTmFtZU1lLjIyNTYLTmFtZU1lLjIyNTcLTmFtZU1lLjIyNTgLTmFtZU1lLjIyNTkLTmFtZU1lLjIyNjALTmFtZU1lLjIyNjELTmFtZU1lLjIyNjILTmFtZU1lLjIyNjMLTmFtZU1lLjIyNjQLTmFtZU1lLjIyNjULTmFtZU1lLjIyNjYLTmFtZU1lLjIyNjcLTmFtZU1lLjIyNjgLTmFtZU1lLjIyNjkLTmFtZU1lLjIyNzALTmFtZU1lLjIyNzELTmFtZU1lLjIyNzILTmFtZU1lLjIyNzMLTmFtZU1lLjIyNzQLTmFtZU1lLjIyNzULTmFtZU1lLjIyNzYLTmFtZU1lLjIyNzcLTmFtZU1lLjIyNzgLTmFtZU1lLjIyNzkLTmFtZU1lLjIyODALTmFtZU1lLjIyODELTmFtZU1lLjIyODILTmFtZU1lLjIyODMLTmFtZU1lLjIyODQLTmFtZU1lLjIyODULTmFtZU1lLjIyODYLTmFtZU1lLjIyODcLTmFtZU1lLjIyODgLTmFtZU1lLjIyODkLTmFtZU1lLjIyOTALTmFtZU1lLjIyOTELTmFtZU1lLjIyOTILTmFtZU1lLjIyOTMLTmFtZU1lLjIyOTQLTmFtZU1lLjIyOTULTmFtZU1lLjIyOTYLTmFtZU1lLjIyOTcLTmFtZU1lLjIyOTgLTmFtZU1lLjIyOTkLTmFtZU1lLjIzMDALTmFtZU1lLjIzMDELTmFtZU1lLjIzMDILTmFtZU1lLjIzMDMLTmFtZU1lLjIzMDQLTmFtZU1lLjIzMDULTmFtZU1lLjIzMDYLTmFtZU1lLjIzMDcLTmFtZU1lLjIzMDgLTmFtZU1lLjIzMDkLTmFtZU1lLjIzMTALTmFtZU1lLjIzMTELTmFtZU1lLjIzMTILTmFtZU1lLjIzMTMLTmFtZU1lLjIzMTQLTmFtZU1lLjIzMTULTmFtZU1lLjIzMTYLTmFtZU1lLjIzMTcLTmFtZU1lLjIzMTgLTmFtZU1lLjIzMTkLTmFtZU1lLjIzMjALTmFtZU1lLjIzMjELTmFtZU1lLjIzMjILTmFtZU1lLjIzMjMLTmFtZU1lLjIzMjQLTmFtZU1lLjIzMjULTmFtZU1lLjIzMjYLTmFtZU1lLjIzMjcLTmFtZU1lLjIzMjgLTmFtZU1lLjIzMjkLTmFtZU1lLjIzMzALTmFtZU1lLjIzMzELTmFtZU1lLjIzMzILTmFtZU1lLjIzMzMLTmFtZU1lLjIzMzQLTmFtZU1lLjIzMzULTmFtZU1lLjIzMzYLTmFtZU1lLjIzMzcLTmFtZU1lLjIzMzgLTmFtZU1lLjIzMzkLTmFtZU1lLjIzNDALTmFtZU1lLjIzNDELTmFtZU1lLjIzNDILTmFtZU1lLjIzNDMLTmFtZU1lLjIzNDQLTmFtZU1lLjIzNDULTmFtZU1lLjIzNDYLTmFtZU1lLjIzNDcLTmFtZU1lLjIzNDgLTmFtZU1lLjIzNDkLTmFtZU1lLjIzNTALTmFtZU1lLjIzNTELTmFtZU1lLjIzNTILTmFtZU1lLjIzNTMLTmFtZU1lLjIzNTQLTmFtZU1lLjIzNTULTmFtZU1lLjIzNTYLTmFtZU1lLjIzNTcLTmFtZU1lLjIzNTgLTmFtZU1lLjIzNTkLTmFtZU1lLjIzNjALTmFtZU1lLjIzNjELTmFtZU1lLjIzNjILTmFtZU1lLjIzNjMLTmFtZU1lLjIzNjQLTmFtZU1lLjIzNjULTmFtZU1lLjIzNjYLTmFtZU1lLjIzNjcLTmFtZU1lLjIzNjgLTmFtZU1lLjIzNjkLTmFtZU1lLjIzNzALTmFtZU1lLjIzNzELTmFtZU1lLjIzNzILTmFtZU1lLjIzNzMLTmFtZU1lLjIzNzQLTmFtZU1lLjIzNzULTmFtZU1lLjIzNzYLTmFtZU1lLjIzNzcLTmFtZU1lLjIzNzgLTmFtZU1lLjIzNzkLTmFtZU1lLjIzODALTmFtZU1lLjIzODELTmFtZU1lLjIzODILTmFtZU1lLjIzODMLTmFtZU1lLjIzODQLTmFtZU1lLjIzODULTmFtZU1lLjIzODYLTmFtZU1lLjIzODcLTmFtZU1lLjIzODgLTmFtZU1lLjIzODkLTmFtZU1lLjIzOTALTmFtZU1lLjIzOTELTmFtZU1lLjIzOTILTmFtZU1lLjIzOTMLTmFtZU1lLjIzOTQLTmFtZU1lLjIzOTULTmFtZU1lLjIzOTYLTmFtZU1lLjIzOTcLTmFtZU1lLjIzOTgLTmFtZU1lLjIzOTkLTmFtZU1lLjI0MDALTmFtZU1lLjI0MDELTmFtZU1lLjI0MDILTmFtZU1lLjI0MDMLTmFtZU1lLjI0MDQLTmFtZU1lLjI0MDULTmFtZU1lLjI0MDYLTmFtZU1lLjI0MDcLTmFtZU1lLjI0MDgLTmFtZU1lLjI0MDkLTmFtZU1lLjI0MTALTmFtZU1lLjI0MTELTmFtZU1lLjI0MTILTmFtZU1lLjI0MTMLTmFtZU1lLjI0MTQLTmFtZU1lLjI0MTULTmFtZU1lLjI0MTYLTmFtZU1lLjI0MTcLTmFtZU1lLjI0MTgLTmFtZU1lLjI0MTkLTmFtZU1lLjI0MjALTmFtZU1lLjI0MjELTmFtZU1lLjI0MjILTmFtZU1lLjI0MjMLTmFtZU1lLjI0MjQLTmFtZU1lLjI0MjULTmFtZU1lLjI0MjYLTmFtZU1lLjI0MjcLTmFtZU1lLjI0MjgLTmFtZU1lLjI0MjkLTmFtZU1lLjI0MzALTmFtZU1lLjI0MzELTmFtZU1lLjI0MzILTmFtZU1lLjI0MzMLTmFtZU1lLjI0MzQLTmFtZU1lLjI0MzULTmFtZU1lLjI0MzYLTmFtZU1lLjI0MzcLTmFtZU1lLjI0MzgLTmFtZU1lLjI0MzkLTmFtZU1lLjI0NDALTmFtZU1lLjI0NDELTmFtZU1lLjI0NDILTmFtZU1lLjI0NDMLTmFtZU1lLjI0NDQLTmFtZU1lLjI0NDULTmFtZU1lLjI0NDYLTmFtZU1lLjI0NDcLTmFtZU1lLjI0NDgLTmFtZU1lLjI0NDkLTmFtZU1lLjI0NTALTmFtZU1lLjI0NTELTmFtZU1lLjI0NTILTmFtZU1lLjI0NTMLTmFtZU1lLjI0NTQLTmFtZU1lLjI0NTULTmFtZU1lLjI0NTYLTmFtZU1lLjI0NTcLTmFtZU1lLjI0NTgLTmFtZU1lLjI0NTkLTmFtZU1lLjI0NjALTmFtZU1lLjI0NjELTmFtZU1lLjI0NjILTmFtZU1lLjI0NjMLTmFtZU1lLjI0NjQLTmFtZU1lLjI0NjULTmFtZU1lLjI0NjYLTmFtZU1lLjI0NjcLTmFtZU1lLjI0NjgLTmFtZU1lLjI0NjkLTmFtZU1lLjI0NzALTmFtZU1lLjI0NzELTmFtZU1lLjI0NzILTmFtZU1lLjI0NzMLTmFtZU1lLjI0NzQLTmFtZU1lLjI0NzULTmFtZU1lLjI0NzYLTmFtZU1lLjI0NzcLTmFtZU1lLjI0NzgLTmFtZU1lLjI0NzkLTmFtZU1lLjI0ODALTmFtZU1lLjI0ODELTmFtZU1lLjI0ODILTmFtZU1lLjI0ODMLTmFtZU1lLjI0ODQLTmFtZU1lLjI0ODULTmFtZU1lLjI0ODYLTmFtZU1lLjI0ODcLTmFtZU1lLjI0ODgLTmFtZU1lLjI0ODkLTmFtZU1lLjI0OTALTmFtZU1lLjI0OTELTmFtZU1lLjI0OTILTmFtZU1lLjI0OTMLTmFtZU1lLjI0OTQLTmFtZU1lLjI0OTULTmFtZU1lLjI0OTYLTmFtZU1lLjI0OTcLTmFtZU1lLjI0OTgLTmFtZU1lLjI0OTkLTmFtZU1lLjI1MDALTmFtZU1lLjI1MDELTmFtZU1lLjI1MDILTmFtZU1lLjI1MDMLTmFtZU1lLjI1MDQLTmFtZU1lLjI1MDULTmFtZU1lLjI1MDYLTmFtZU1lLjI1MDcLTmFtZU1lLjI1MDgLTmFtZU1lLjI1MDkLTmFtZU1lLjI1MTALTmFtZU1lLjI1MTELTmFtZU1lLjI1MTILTmFtZU1lLjI1MTMLTmFtZU1lLjI1MTQLTmFtZU1lLjI1MTULTmFtZU1lLjI1MTYLTmFtZU1lLjI1MTcLTmFtZU1lLjI1MTgLTmFtZU1lLjI1MTkLTmFtZU1lLjI1MjALTmFtZU1lLjI1MjELTmFtZU1lLjI1MjILTmFtZU1lLjI1MjMLTmFtZU1lLjI1MjQLTmFtZU1lLjI1MjULTmFtZU1lLjI1MjYLTmFtZU1lLjI1MjcLTmFtZU1lLjI1MjgLTmFtZU1lLjI1MjkLTmFtZU1lLjI1MzALTmFtZU1lLjI1MzELTmFtZU1lLjI1MzILTmFtZU1lLjI1MzMLTmFtZU1lLjI1MzQLTmFtZU1lLjI1MzULTmFtZU1lLjI1MzYLTmFtZU1lLjI1MzcLTmFtZU1lLjI1MzgLTmFtZU1lLjI1MzkLTmFtZU1lLjI1NDALTmFtZU1lLjI1NDELTmFtZU1lLjI1NDILTmFtZU1lLjI1NDMLTmFtZU1lLjI1NDQLTmFtZU1lLjI1NDULTmFtZU1lLjI1NDYLTmFtZU1lLjI1NDcLTmFtZU1lLjI1NDgLTmFtZU1lLjI1NDkLTmFtZU1lLjI1NTALTmFtZU1lLjI1NTELTmFtZU1lLjI1NTILTmFtZU1lLjI1NTMLTmFtZU1lLjI1NTQLTmFtZU1lLjI1NTULTmFtZU1lLjI1NTYLTmFtZU1lLjI1NTcLTmFtZU1lLjI1NTgLTmFtZU1lLjI1NTkLTmFtZU1lLjI1NjALTmFtZU1lLjI1NjELTmFtZU1lLjI1NjILTmFtZU1lLjI1NjMLTmFtZU1lLjI1NjQLTmFtZU1lLjI1NjULTmFtZU1lLjI1NjYLTmFtZU1lLjI1NjcLTmFtZU1lLjI1NjgLTmFtZU1lLjI1NjkLTmFtZU1lLjI1NzALTmFtZU1lLjI1NzELTmFtZU1lLjI1NzILTmFtZU1lLjI1NzMLTmFtZU1lLjI1NzQLTmFtZU1lLjI1NzULTmFtZU1lLjI1NzYLTmFtZU1lLjI1NzcLTmFtZU1lLjI1NzgLTmFtZU1lLjI1NzkLTmFtZU1lLjI1ODALTmFtZU1lLjI1ODELTmFtZU1lLjI1ODILTmFtZU1lLjI1ODMLTmFtZU1lLjI1ODQLTmFtZU1lLjI1ODULTmFtZU1lLjI1ODYLTmFtZU1lLjI1ODcLTmFtZU1lLjI1ODgLTmFtZU1lLjI1ODkLTmFtZU1lLjI1OTALTmFtZU1lLjI1OTELTmFtZU1lLjI1OTILTmFtZU1lLjI1OTMLTmFtZU1lLjI1OTQLTmFtZU1lLjI1OTULTmFtZU1lLjI1OTYLTmFtZU1lLjI1OTcLTmFtZU1lLjI1OTgLTmFtZU1lLjI1OTkLTmFtZU1lLjI2MDALTmFtZU1lLjI2MDELTmFtZU1lLjI2MDILTmFtZU1lLjI2MDMLTmFtZU1lLjI2MDQLTmFtZU1lLjI2MDULTmFtZU1lLjI2MDYLTmFtZU1lLjI2MDcLTmFtZU1lLjI2MDgLTmFtZU1lLjI2MDkLTmFtZU1lLjI2MTALTmFtZU1lLjI2MTELTmFtZU1lLjI2MTILTmFtZU1lLjI2MTMLTmFtZU1lLjI2MTQLTmFtZU1lLjI2MTULTmFtZU1lLjI2MTYLTmFtZU1lLjI2MTcLTmFtZU1lLjI2MTgLTmFtZU1lLjI2MTkLTmFtZU1lLjI2MjALTmFtZU1lLjI2MjELTmFtZU1lLjI2MjILTmFtZU1lLjI2MjMLTmFtZU1lLjI2MjQLTmFtZU1lLjI2MjULTmFtZU1lLjI2MjYLTmFtZU1lLjI2MjcLTmFtZU1lLjI2MjgLTmFtZU1lLjI2MjkLTmFtZU1lLjI2MzALTmFtZU1lLjI2MzELTmFtZU1lLjI2MzILTmFtZU1lLjI2MzMLTmFtZU1lLjI2MzQLTmFtZU1lLjI2MzULTmFtZU1lLjI2MzYLTmFtZU1lLjI2MzcLTmFtZU1lLjI2MzgLTmFtZU1lLjI2MzkLTmFtZU1lLjI2NDALTmFtZU1lLjI2NDELTmFtZU1lLjI2NDILTmFtZU1lLjI2NDMLTmFtZU1lLjI2NDQLTmFtZU1lLjI2NDULTmFtZU1lLjI2NDYLTmFtZU1lLjI2NDcLTmFtZU1lLjI2NDgLTmFtZU1lLjI2NDkLTmFtZU1lLjI2NTALTmFtZU1lLjI2NTELTmFtZU1lLjI2NTILTmFtZU1lLjI2NTMLTmFtZU1lLjI2NTQLTmFtZU1lLjI2NTULTmFtZU1lLjI2NTYLTmFtZU1lLjI2NTcLTmFtZU1lLjI2NTgLTmFtZU1lLjI2NTkLTmFtZU1lLjI2NjALTmFtZU1lLjI2NjELTmFtZU1lLjI2NjILTmFtZU1lLjI2NjMLTmFtZU1lLjI2NjQLTmFtZU1lLjI2NjULTmFtZU1lLjI2NjYLTmFtZU1lLjI2NjcLTmFtZU1lLjI2NjgLTmFtZU1lLjI2NjkLTmFtZU1lLjI2NzALTmFtZU1lLjI2NzELTmFtZU1lLjI2NzILTmFtZU1lLjI2NzMLTmFtZU1lLjI2NzQLTmFtZU1lLjI2NzULTmFtZU1lLjI2NzYLTmFtZU1lLjI2NzcLTmFtZU1lLjI2NzgLTmFtZU1lLjI2NzkLTmFtZU1lLjI2ODALTmFtZU1lLjI2ODELTmFtZU1lLjI2ODILTmFtZU1lLjI2ODMLTmFtZU1lLjI2ODQLTmFtZU1lLjI2ODULTmFtZU1lLjI2ODYLTmFtZU1lLjI2ODcLTmFtZU1lLjI2ODgLTmFtZU1lLjI2ODkLTmFtZU1lLjI2OTALTmFtZU1lLjI2OTELTmFtZU1lLjI2OTILTmFtZU1lLjI2OTMLTmFtZU1lLjI2OTQLTmFtZU1lLjI2OTULTmFtZU1lLjI2OTYLTmFtZU1lLjI2OTcLTmFtZU1lLjI2OTgLTmFtZU1lLjI2OTkLTmFtZU1lLjI3MDALTmFtZU1lLjI3MDELTmFtZU1lLjI3MDILTmFtZU1lLjI3MDMLTmFtZU1lLjI3MDQLTmFtZU1lLjI3MDULTmFtZU1lLjI3MDYLTmFtZU1lLjI3MDcLTmFtZU1lLjI3MDgLTmFtZU1lLjI3MDkLTmFtZU1lLjI3MTALTmFtZU1lLjI3MTELTmFtZU1lLjI3MTILTmFtZU1lLjI3MTMLTmFtZU1lLjI3MTQLTmFtZU1lLjI3MTULTmFtZU1lLjI3MTYLTmFtZU1lLjI3MTcLTmFtZU1lLjI3MTgLTmFtZU1lLjI3MTkLTmFtZU1lLjI3MjALTmFtZU1lLjI3MjELTmFtZU1lLjI3MjILTmFtZU1lLjI3MjMLTmFtZU1lLjI3MjQLTmFtZU1lLjI3MjULTmFtZU1lLjI3MjYLTmFtZU1lLjI3MjcLTmFtZU1lLjI3MjgLTmFtZU1lLjI3MjkLTmFtZU1lLjI3MzALTmFtZU1lLjI3MzELTmFtZU1lLjI3MzILTmFtZU1lLjI3MzMLTmFtZU1lLjI3MzQLTmFtZU1lLjI3MzULTmFtZU1lLjI3MzYLTmFtZU1lLjI3MzcLTmFtZU1lLjI3MzgLTmFtZU1lLjI3MzkLTmFtZU1lLjI3NDALTmFtZU1lLjI3NDELTmFtZU1lLjI3NDILTmFtZU1lLjI3NDMLTmFtZU1lLjI3NDQLTmFtZU1lLjI3NDULTmFtZU1lLjI3NDYLTmFtZU1lLjI3NDcLTmFtZU1lLjI3NDgLTmFtZU1lLjI3NDkLTmFtZU1lLjI3NTALTmFtZU1lLjI3NTELTmFtZU1lLjI3NTILTmFtZU1lLjI3NTMLTmFtZU1lLjI3NTQLTmFtZU1lLjI3NTULTmFtZU1lLjI3NTYLTmFtZU1lLjI3NTcLTmFtZU1lLjI3NTgLTmFtZU1lLjI3NTkLTmFtZU1lLjI3NjALTmFtZU1lLjI3NjELTmFtZU1lLjI3NjILTmFtZU1lLjI3NjMLTmFtZU1lLjI3NjQLTmFtZU1lLjI3NjULTmFtZU1lLjI3NjYLTmFtZU1lLjI3NjcLTmFtZU1lLjI3NjgLTmFtZU1lLjI3NjkLTmFtZU1lLjI3NzALTmFtZU1lLjI3NzELTmFtZU1lLjI3NzILTmFtZU1lLjI3NzMLTmFtZU1lLjI3NzQLTmFtZU1lLjI3NzULTmFtZU1lLjI3NzYLTmFtZU1lLjI3NzcLTmFtZU1lLjI3NzgLTmFtZU1lLjI3NzkLTmFtZU1lLjI3ODALTmFtZU1lLjI3ODELTmFtZU1lLjI3ODILTmFtZU1lLjI3ODMLTmFtZU1lLjI3ODQLTmFtZU1lLjI3ODULTmFtZU1lLjI3ODYLTmFtZU1lLjI3ODcLTmFtZU1lLjI3ODgLTmFtZU1lLjI3ODkLTmFtZU1lLjI3OTALTmFtZU1lLjI3OTELTmFtZU1lLjI3OTILTmFtZU1lLjI3OTMLTmFtZU1lLjI3OTQLTmFtZU1lLjI3OTULTmFtZU1lLjI3OTYLTmFtZU1lLjI3OTcLTmFtZU1lLjI3OTgLTmFtZU1lLjI3OTkLTmFtZU1lLjI4MDALTmFtZU1lLjI4MDELTmFtZU1lLjI4MDILTmFtZU1lLjI4MDMLTmFtZU1lLjI4MDQLTmFtZU1lLjI4MDULTmFtZU1lLjI4MDYLTmFtZU1lLjI4MDcLTmFtZU1lLjI4MDgLTmFtZU1lLjI4MDkLTmFtZU1lLjI4MTALTmFtZU1lLjI4MTELTmFtZU1lLjI4MTILTmFtZU1lLjI4MTMLTmFtZU1lLjI4MTQLTmFtZU1lLjI4MTULTmFtZU1lLjI4MTYLTmFtZU1lLjI4MTcLTmFtZU1lLjI4MTgLTmFtZU1lLjI4MTkLTmFtZU1lLjI4MjALTmFtZU1lLjI4MjELTmFtZU1lLjI4MjILTmFtZU1lLjI4MjMLTmFtZU1lLjI4MjQLTmFtZU1lLjI4MjULTmFtZU1lLjI4MjYLTmFtZU1lLjI4MjcLTmFtZU1lLjI4MjgLTmFtZU1lLjI4MjkLTmFtZU1lLjI4MzALTmFtZU1lLjI4MzELTmFtZU1lLjI4MzILTmFtZU1lLjI4MzMLTmFtZU1lLjI4MzQLTmFtZU1lLjI4MzULTmFtZU1lLjI4MzYLTmFtZU1lLjI4MzcLTmFtZU1lLjI4MzgLTmFtZU1lLjI4MzkLTmFtZU1lLjI4NDALTmFtZU1lLjI4NDELTmFtZU1lLjI4NDILTmFtZU1lLjI4NDMLTmFtZU1lLjI4NDQLTmFtZU1lLjI4NDULTmFtZU1lLjI4NDYLTmFtZU1lLjI4NDcLTmFtZU1lLjI4NDgLTmFtZU1lLjI4NDkLTmFtZU1lLjI4NTALTmFtZU1lLjI4NTELTmFtZU1lLjI4NTILTmFtZU1lLjI4NTMLTmFtZU1lLjI4NTQLTmFtZU1lLjI4NTULTmFtZU1lLjI4NTYLTmFtZU1lLjI4NTcLTmFtZU1lLjI4NTgLTmFtZU1lLjI4NTkLTmFtZU1lLjI4NjALTmFtZU1lLjI4NjELTmFtZU1lLjI4NjILTmFtZU1lLjI4NjMLTmFtZU1lLjI4NjQLTmFtZU1lLjI4NjULTmFtZU1lLjI4NjYLTmFtZU1lLjI4NjcLTmFtZU1lLjI4NjgLTmFtZU1lLjI4NjkLTmFtZU1lLjI4NzALTmFtZU1lLjI4NzELTmFtZU1lLjI4NzILTmFtZU1lLjI4NzMLTmFtZU1lLjI4NzQLTmFtZU1lLjI4NzULTmFtZU1lLjI4NzYLTmFtZU1lLjI4NzcLTmFtZU1lLjI4NzgLTmFtZU1lLjI4NzkLTmFtZU1lLjI4ODALTmFtZU1lLjI4ODELTmFtZU1lLjI4ODILTmFtZU1lLjI4ODMLTmFtZU1lLjI4ODQLTmFtZU1lLjI4ODULTmFtZU1lLjI4ODYLTmFtZU1lLjI4ODcLTmFtZU1lLjI4ODgLTmFtZU1lLjI4ODkLTmFtZU1lLjI4OTALTmFtZU1lLjI4OTELTmFtZU1lLjI4OTILTmFtZU1lLjI4OTMLTmFtZU1lLjI4OTQLTmFtZU1lLjI4OTULTmFtZU1lLjI4OTYLTmFtZU1lLjI4OTcLTmFtZU1lLjI4OTgLTmFtZU1lLjI4OTkLTmFtZU1lLjI5MDALTmFtZU1lLjI5MDELTmFtZU1lLjI5MDILTmFtZU1lLjI5MDMLTmFtZU1lLjI5MDQLTmFtZU1lLjI5MDULTmFtZU1lLjI5MDYLTmFtZU1lLjI5MDcLTmFtZU1lLjI5MDgLTmFtZU1lLjI5MDkLTmFtZU1lLjI5MTALTmFtZU1lLjI5MTELTmFtZU1lLjI5MTILTmFtZU1lLjI5MTMLTmFtZU1lLjI5MTQLTmFtZU1lLjI5MTULTmFtZU1lLjI5MTYLTmFtZU1lLjI5MTcLTmFtZU1lLjI5MTgLTmFtZU1lLjI5MTkLTmFtZU1lLjI5MjALTmFtZU1lLjI5MjELTmFtZU1lLjI5MjILTmFtZU1lLjI5MjMLTmFtZU1lLjI5MjQLTmFtZU1lLjI5MjULTmFtZU1lLjI5MjYLTmFtZU1lLjI5MjcLTmFtZU1lLjI5MjgLTmFtZU1lLjI5MjkLTmFtZU1lLjI5MzALTmFtZU1lLjI5MzELTmFtZU1lLjI5MzILTmFtZU1lLjI5MzMLTmFtZU1lLjI5MzQLTmFtZU1lLjI5MzULTmFtZU1lLjI5MzYLTmFtZU1lLjI5MzcLTmFtZU1lLjI5MzgLTmFtZU1lLjI5MzkLTmFtZU1lLjI5NDALTmFtZU1lLjI5NDELTmFtZU1lLjI5NDILTmFtZU1lLjI5NDMLTmFtZU1lLjI5NDQLTmFtZU1lLjI5NDULTmFtZU1lLjI5NDYLTmFtZU1lLjI5NDcLTmFtZU1lLjI5NDgLTmFtZU1lLjI5NDkLTmFtZU1lLjI5NTALTmFtZU1lLjI5NTELTmFtZU1lLjI5NTILTmFtZU1lLjI5NTMLTmFtZU1lLjI5NTQLTmFtZU1lLjI5NTULTmFtZU1lLjI5NTYLTmFtZU1lLjI5NTcLTmFtZU1lLjI5NTgLTmFtZU1lLjI5NTkLTmFtZU1lLjI5NjALTmFtZU1lLjI5NjELTmFtZU1lLjI5NjILTmFtZU1lLjI5NjMLTmFtZU1lLjI5NjQLTmFtZU1lLjI5NjULTmFtZU1lLjI5NjYLTmFtZU1lLjI5NjcLTmFtZU1lLjI5NjgLTmFtZU1lLjI5NjkLTmFtZU1lLjI5NzALTmFtZU1lLjI5NzELTmFtZU1lLjI5NzILTmFtZU1lLjI5NzMLTmFtZU1lLjI5NzQLTmFtZU1lLjI5NzULTmFtZU1lLjI5NzYLTmFtZU1lLjI5NzcLTmFtZU1lLjI5NzgLTmFtZU1lLjI5NzkLTmFtZU1lLjI5ODALTmFtZU1lLjI5ODELTmFtZU1lLjI5ODILTmFtZU1lLjI5ODMLTmFtZU1lLjI5ODQLTmFtZU1lLjI5ODULTmFtZU1lLjI5ODYLTmFtZU1lLjI5ODcLTmFtZU1lLjI5ODgLTmFtZU1lLjI5ODkLTmFtZU1lLjI5OTALTmFtZU1lLjI5OTELTmFtZU1lLjI5OTILTmFtZU1lLjI5OTMLTmFtZU1lLjI5OTQLTmFtZU1lLjI5OTULTmFtZU1lLjI5OTYLTmFtZU1lLjI5OTcLTmFtZU1lLjI5OTgLTmFtZU1lLjI5OTkLTmFtZU1lLjMwMDALTmFtZU1lLjMwMDELTmFtZU1lLjMwMDILTmFtZU1lLjMwMDMLTmFtZU1lLjMwMDQLTmFtZU1lLjMwMDULTmFtZU1lLjMwMDYLTmFtZU1lLjMwMDcLTmFtZU1lLjMwMDgLTmFtZU1lLjMwMDkLTmFtZU1lLjMwMTALTmFtZU1lLjMwMTELTmFtZU1lLjMwMTILTmFtZU1lLjMwMTMLTmFtZU1lLjMwMTQLTmFtZU1lLjMwMTULTmFtZU1lLjMwMTYLTmFtZU1lLjMwMTcLTmFtZU1lLjMwMTgLTmFtZU1lLjMwMTkLTmFtZU1lLjMwMjALTmFtZU1lLjMwMjELTmFtZU1lLjMwMjILTmFtZU1lLjMwMjMLTmFtZU1lLjMwMjQLTmFtZU1lLjMwMjULTmFtZU1lLjMwMjYLTmFtZU1lLjMwMjcLTmFtZU1lLjMwMjgLTmFtZU1lLjMwMjkLTmFtZU1lLjMwMzALTmFtZU1lLjMwMzELTmFtZU1lLjMwMzILTmFtZU1lLjMwMzMLTmFtZU1lLjMwMzQLTmFtZU1lLjMwMzULTmFtZU1lLjMwMzYLTmFtZU1lLjMwMzcLTmFtZU1lLjMwMzgLTmFtZU1lLjMwMzkLTmFtZU1lLjMwNDALTmFtZU1lLjMwNDELTmFtZU1lLjMwNDILTmFtZU1lLjMwNDMLTmFtZU1lLjMwNDQLTmFtZU1lLjMwNDULTmFtZU1lLjMwNDYLTmFtZU1lLjMwNDcLTmFtZU1lLjMwNDgLTmFtZU1lLjMwNDkLTmFtZU1lLjMwNTALTmFtZU1lLjMwNTELTmFtZU1lLjMwNTILTmFtZU1lLjMwNTMLTmFtZU1lLjMwNTQLTmFtZU1lLjMwNTULTmFtZU1lLjMwNTYLTmFtZU1lLjMwNTcLTmFtZU1lLjMwNTgLTmFtZU1lLjMwNTkLTmFtZU1lLjMwNjALTmFtZU1lLjMwNjELTmFtZU1lLjMwNjILTmFtZU1lLjMwNjMLTmFtZU1lLjMwNjQLTmFtZU1lLjMwNjULTmFtZU1lLjMwNjYLTmFtZU1lLjMwNjcLTmFtZU1lLjMwNjgLTmFtZU1lLjMwNjkLTmFtZU1lLjMwNzALTmFtZU1lLjMwNzELTmFtZU1lLjMwNzILTmFtZU1lLjMwNzMLTmFtZU1lLjMwNzQLTmFtZU1lLjMwNzULTmFtZU1lLjMwNzYLTmFtZU1lLjMwNzcLTmFtZU1lLjMwNzgLTmFtZU1lLjMwNzkLTmFtZU1lLjMwODALTmFtZU1lLjMwODELTmFtZU1lLjMwODILTmFtZU1lLjMwODMLTmFtZU1lLjMwODQLTmFtZU1lLjMwODULTmFtZU1lLjMwODYLTmFtZU1lLjMwODcLTmFtZU1lLjMwODgLTmFtZU1lLjMwODkLTmFtZU1lLjMwOTALTmFtZU1lLjMwOTELTmFtZU1lLjMwOTILTmFtZU1lLjMwOTMLTmFtZU1lLjMwOTQLTmFtZU1lLjMwOTULTmFtZU1lLjMwOTYLTmFtZU1lLjMwOTcLTmFtZU1lLjMwOTgLTmFtZU1lLjMwOTkLTmFtZU1lLjMxMDALTmFtZU1lLjMxMDELTmFtZU1lLjMxMDILTmFtZU1lLjMxMDMLTmFtZU1lLjMxMDQLTmFtZU1lLjMxMDULTmFtZU1lLjMxMDYLTmFtZU1lLjMxMDcLTmFtZU1lLjMxMDgLTmFtZU1lLjMxMDkLTmFtZU1lLjMxMTALTmFtZU1lLjMxMTELTmFtZU1lLjMxMTILTmFtZU1lLjMxMTMLTmFtZU1lLjMxMTQLTmFtZU1lLjMxMTULTmFtZU1lLjMxMTYLTmFtZU1lLjMxMTcLTmFtZU1lLjMxMTgLTmFtZU1lLjMxMTkLTmFtZU1lLjMxMjALTmFtZU1lLjMxMjELTmFtZU1lLjMxMjILTmFtZU1lLjMxMjMLTmFtZU1lLjMxMjQLTmFtZU1lLjMxMjULTmFtZU1lLjMxMjYLTmFtZU1lLjMxMjcLTmFtZU1lLjMxMjgLTmFtZU1lLjMxMjkLTmFtZU1lLjMxMzALTmFtZU1lLjMxMzELTmFtZU1lLjMxMzILTmFtZU1lLjMxMzMLTmFtZU1lLjMxMzQLTmFtZU1lLjMxMzULTmFtZU1lLjMxMzYLTmFtZU1lLjMxMzcLTmFtZU1lLjMxMzgLTmFtZU1lLjMxMzkLTmFtZU1lLjMxNDALTmFtZU1lLjMxNDELTmFtZU1lLjMxNDILTmFtZU1lLjMxNDMLTmFtZU1lLjMxNDQLTmFtZU1lLjMxNDULTmFtZU1lLjMxNDYLTmFtZU1lLjMxNDcLTmFtZU1lLjMxNDgLTmFtZU1lLjMxNDkLTmFtZU1lLjMxNTALTmFtZU1lLjMxNTELTmFtZU1lLjMxNTILTmFtZU1lLjMxNTMLTmFtZU1lLjMxNTQLTmFtZU1lLjMxNTULTmFtZU1lLjMxNTYLTmFtZU1lLjMxNTcLTmFtZU1lLjMxNTgLTmFtZU1lLjMxNTkLTmFtZU1lLjMxNjALTmFtZU1lLjMxNjELTmFtZU1lLjMxNjILTmFtZU1lLjMxNjMLTmFtZU1lLjMxNjQLTmFtZU1lLjMxNjULTmFtZU1lLjMxNjYLTmFtZU1lLjMxNjcLTmFtZU1lLjMxNjgLTmFtZU1lLjMxNjkLTmFtZU1lLjMxNzALTmFtZU1lLjMxNzELTmFtZU1lLjMxNzILTmFtZU1lLjMxNzMLTmFtZU1lLjMxNzQLTmFtZU1lLjMxNzULTmFtZU1lLjMxNzYLTmFtZU1lLjMxNzcLTmFtZU1lLjMxNzgLTmFtZU1lLjMxNzkLTmFtZU1lLjMxODALTmFtZU1lLjMxODELTmFtZU1lLjMxODILTmFtZU1lLjMxODMLTmFtZU1lLjMxODQLTmFtZU1lLjMxODULTmFtZU1lLjMxODYLTmFtZU1lLjMxODcLTmFtZU1lLjMxODgLTmFtZU1lLjMxODkLTmFtZU1lLjMxOTALTmFtZU1lLjMxOTELTmFtZU1lLjMxOTILTmFtZU1lLjMxOTMLTmFtZU1lLjMxOTQLTmFtZU1lLjMxOTULTmFtZU1lLjMxOTYLTmFtZU1lLjMxOTcLTmFtZU1lLjMxOTgLTmFtZU1lLjMxOTkLTmFtZU1lLjMyMDALTmFtZU1lLjMyMDELTmFtZU1lLjMyMDILTmFtZU1lLjMyMDMLTmFtZU1lLjMyMDQLTmFtZU1lLjMyMDULTmFtZU1lLjMyMDYLTmFtZU1lLjMyMDcLTmFtZU1lLjMyMDgLTmFtZU1lLjMyMDkLTmFtZU1lLjMyMTALTmFtZU1lLjMyMTELTmFtZU1lLjMyMTILTmFtZU1lLjMyMTMLTmFtZU1lLjMyMTQLTmFtZU1lLjMyMTULTmFtZU1lLjMyMTYLTmFtZU1lLjMyMTcLTmFtZU1lLjMyMTgLTmFtZU1lLjMyMTkLTmFtZU1lLjMyMjALTmFtZU1lLjMyMjELTmFtZU1lLjMyMjILTmFtZU1lLjMyMjMLTmFtZU1lLjMyMjQLTmFtZU1lLjMyMjULTmFtZU1lLjMyMjYLTmFtZU1lLjMyMjcLTmFtZU1lLjMyMjgLTmFtZU1lLjMyMjkLTmFtZU1lLjMyMzALTmFtZU1lLjMyMzELTmFtZU1lLjMyMzILTmFtZU1lLjMyMzMLTmFtZU1lLjMyMzQLTmFtZU1lLjMyMzULTmFtZU1lLjMyMzYLTmFtZU1lLjMyMzcLTmFtZU1lLjMyMzgLTmFtZU1lLjMyMzkLTmFtZU1lLjMyNDALTmFtZU1lLjMyNDELTmFtZU1lLjMyNDILTmFtZU1lLjMyNDMLTmFtZU1lLjMyNDQLTmFtZU1lLjMyNDULTmFtZU1lLjMyNDYLTmFtZU1lLjMyNDcLTmFtZU1lLjMyNDgLTmFtZU1lLjMyNDkLTmFtZU1lLjMyNTALTmFtZU1lLjMyNTELTmFtZU1lLjMyNTILTmFtZU1lLjMyNTMLTmFtZU1lLjMyNTQLTmFtZU1lLjMyNTULTmFtZU1lLjMyNTYLTmFtZU1lLjMyNTcLTmFtZU1lLjMyNTgLTmFtZU1lLjMyNTkLTmFtZU1lLjMyNjALTmFtZU1lLjMyNjELTmFtZU1lLjMyNjILTmFtZU1lLjMyNjMLTmFtZU1lLjMyNjQLTmFtZU1lLjMyNjULTmFtZU1lLjMyNjYLTmFtZU1lLjMyNjcLTmFtZU1lLjMyNjgLTmFtZU1lLjMyNjkLTmFtZU1lLjMyNzALTmFtZU1lLjMyNzELTmFtZU1lLjMyNzILTmFtZU1lLjMyNzMLTmFtZU1lLjMyNzQLTmFtZU1lLjMyNzULTmFtZU1lLjMyNzYLTmFtZU1lLjMyNzcLTmFtZU1lLjMyNzgLTmFtZU1lLjMyNzkLTmFtZU1lLjMyODALTmFtZU1lLjMyODELTmFtZU1lLjMyODILTmFtZU1lLjMyODMLTmFtZU1lLjMyODQLTmFtZU1lLjMyODULTmFtZU1lLjMyODYLTmFtZU1lLjMyODcLTmFtZU1lLjMyODgLTmFtZU1lLjMyODkLTmFtZU1lLjMyOTALTmFtZU1lLjMyOTELTmFtZU1lLjMyOTILTmFtZU1lLjMyOTMLTmFtZU1lLjMyOTQLTmFtZU1lLjMyOTULTmFtZU1lLjMyOTYLTmFtZU1lLjMyOTcLTmFtZU1lLjMyOTgLTmFtZU1lLjMyOTkLTmFtZU1lLjMzMDALTmFtZU1lLjMzMDELTmFtZU1lLjMzMDILTmFtZU1lLjMzMDMLTmFtZU1lLjMzMDQLTmFtZU1lLjMzMDULTmFtZU1lLjMzMDYLTmFtZU1lLjMzMDcLTmFtZU1lLjMzMDgLTmFtZU1lLjMzMDkLTmFtZU1lLjMzMTALTmFtZU1lLjMzMTELTmFtZU1lLjMzMTILTmFtZU1lLjMzMTMLTmFtZU1lLjMzMTQLTmFtZU1lLjMzMTULTmFtZU1lLjMzMTYLTmFtZU1lLjMzMTcLTmFtZU1lLjMzMTgLTmFtZU1lLjMzMTkLTmFtZU1lLjMzMjALTmFtZU1lLjMzMjELTmFtZU1lLjMzMjILTmFtZU1lLjMzMjMLTmFtZU1lLjMzMjQLTmFtZU1lLjMzMjULTmFtZU1lLjMzMjYLTmFtZU1lLjMzMjcLTmFtZU1lLjMzMjgLTmFtZU1lLjMzMjkLTmFtZU1lLjMzMzALTmFtZU1lLjMzMzELTmFtZU1lLjMzMzILTmFtZU1lLjMzMzMLTmFtZU1lLjMzMzQLTmFtZU1lLjMzMzULTmFtZU1lLjMzMzYLTmFtZU1lLjMzMzcLTmFtZU1lLjMzMzgLTmFtZU1lLjMzMzkLTmFtZU1lLjMzNDALTmFtZU1lLjMzNDELTmFtZU1lLjMzNDILTmFtZU1lLjMzNDMLTmFtZU1lLjMzNDQLTmFtZU1lLjMzNDULTmFtZU1lLjMzNDYLTmFtZU1lLjMzNDcLTmFtZU1lLjMzNDgLTmFtZU1lLjMzNDkLTmFtZU1lLjMzNTALTmFtZU1lLjMzNTELTmFtZU1lLjMzNTILTmFtZU1lLjMzNTMLTmFtZU1lLjMzNTQLTmFtZU1lLjMzNTULTmFtZU1lLjMzNTYLTmFtZU1lLjMzNTcLTmFtZU1lLjMzNTgLTmFtZU1lLjMzNTkLTmFtZU1lLjMzNjALTmFtZU1lLjMzNjELTmFtZU1lLjMzNjILTmFtZU1lLjMzNjMLTmFtZU1lLjMzNjQLTmFtZU1lLjMzNjULTmFtZU1lLjMzNjYLTmFtZU1lLjMzNjcLTmFtZU1lLjMzNjgLTmFtZU1lLjMzNjkLTmFtZU1lLjMzNzALTmFtZU1lLjMzNzELTmFtZU1lLjMzNzILTmFtZU1lLjMzNzMLTmFtZU1lLjMzNzQLTmFtZU1lLjMzNzULTmFtZU1lLjMzNzYLTmFtZU1lLjMzNzcLTmFtZU1lLjMzNzgLTmFtZU1lLjMzNzkLTmFtZU1lLjMzODALTmFtZU1lLjMzODELTmFtZU1lLjMzODILTmFtZU1lLjMzODMLTmFtZU1lLjMzODQLTmFtZU1lLjMzODULTmFtZU1lLjMzODYLTmFtZU1lLjMzODcLTmFtZU1lLjMzODgLTmFtZU1lLjMzODkLTmFtZU1lLjMzOTALTmFtZU1lLjMzOTELTmFtZU1lLjMzOTILTmFtZU1lLjMzOTMLTmFtZU1lLjMzOTQLTmFtZU1lLjMzOTULTmFtZU1lLjMzOTYLTmFtZU1lLjMzOTcLTmFtZU1lLjMzOTgLTmFtZU1lLjMzOTkLTmFtZU1lLjM0MDALTmFtZU1lLjM0MDELTmFtZU1lLjM0MDILTmFtZU1lLjM0MDMLTmFtZU1lLjM0MDQLTmFtZU1lLjM0MDULTmFtZU1lLjM0MDYLTmFtZU1lLjM0MDcLTmFtZU1lLjM0MDgLTmFtZU1lLjM0MDkLTmFtZU1lLjM0MTALTmFtZU1lLjM0MTELTmFtZU1lLjM0MTILTmFtZU1lLjM0MTMLTmFtZU1lLjM0MTQLTmFtZU1lLjM0MTULTmFtZU1lLjM0MTYLTmFtZU1lLjM0MTcLTmFtZU1lLjM0MTgLTmFtZU1lLjM0MTkLTmFtZU1lLjM0MjALTmFtZU1lLjM0MjELTmFtZU1lLjM0MjILTmFtZU1lLjM0MjMLTmFtZU1lLjM0MjQLTmFtZU1lLjM0MjULTmFtZU1lLjM0MjYLTmFtZU1lLjM0MjcLTmFtZU1lLjM0MjgLTmFtZU1lLjM0MjkLTmFtZU1lLjM0MzALTmFtZU1lLjM0MzELTmFtZU1lLjM0MzILTmFtZU1lLjM0MzMLTmFtZU1lLjM0MzQLTmFtZU1lLjM0MzULTmFtZU1lLjM0MzYLTmFtZU1lLjM0MzcLTmFtZU1lLjM0MzgLTmFtZU1lLjM0MzkLTmFtZU1lLjM0NDALTmFtZU1lLjM0NDELTmFtZU1lLjM0NDILTmFtZU1lLjM0NDMLTmFtZU1lLjM0NDQLTmFtZU1lLjM0NDULTmFtZU1lLjM0NDYLTmFtZU1lLjM0NDcLTmFtZU1lLjM0NDgLTmFtZU1lLjM0NDkLTmFtZU1lLjM0NTALTmFtZU1lLjM0NTELTmFtZU1lLjM0NTILTmFtZU1lLjM0NTMLTmFtZU1lLjM0NTQLTmFtZU1lLjM0NTULTmFtZU1lLjM0NTYLTmFtZU1lLjM0NTcLTmFtZU1lLjM0NTgLTmFtZU1lLjM0NTkLTmFtZU1lLjM0NjALTmFtZU1lLjM0NjELTmFtZU1lLjM0NjILTmFtZU1lLjM0NjMLTmFtZU1lLjM0NjQLTmFtZU1lLjM0NjULTmFtZU1lLjM0NjYLTmFtZU1lLjM0NjcLTmFtZU1lLjM0NjgLTmFtZU1lLjM0NjkLTmFtZU1lLjM0NzALTmFtZU1lLjM0NzELTmFtZU1lLjM0NzILTmFtZU1lLjM0NzMLTmFtZU1lLjM0NzQLTmFtZU1lLjM0NzULTmFtZU1lLjM0NzYLTmFtZU1lLjM0NzcLTmFtZU1lLjM0NzgLTmFtZU1lLjM0NzkLTmFtZU1lLjM0ODALTmFtZU1lLjM0ODELTmFtZU1lLjM0ODILTmFtZU1lLjM0ODMLTmFtZU1lLjM0ODQLTmFtZU1lLjM0ODULTmFtZU1lLjM0ODYLTmFtZU1lLjM0ODcLTmFtZU1lLjM0ODgLTmFtZU1lLjM0ODkLTmFtZU1lLjM0OTALTmFtZU1lLjM0OTELTmFtZU1lLjM0OTILTmFtZU1lLjM0OTMLTmFtZU1lLjM0OTQLTmFtZU1lLjM0OTULTmFtZU1lLjM0OTYLTmFtZU1lLjM0OTcLTmFtZU1lLjM0OTgLTmFtZU1lLjM0OTkLTmFtZU1lLjM1MDALTmFtZU1lLjM1MDELTmFtZU1lLjM1MDILTmFtZU1lLjM1MDMLTmFtZU1lLjM1MDQLTmFtZU1lLjM1MDULTmFtZU1lLjM1MDYLTmFtZU1lLjM1MDcLTmFtZU1lLjM1MDgLTmFtZU1lLjM1MDkLTmFtZU1lLjM1MTALTmFtZU1lLjM1MTELTmFtZU1lLjM1MTILTmFtZU1lLjM1MTMLTmFtZU1lLjM1MTQLTmFtZU1lLjM1MTULTmFtZU1lLjM1MTYLTmFtZU1lLjM1MTcLTmFtZU1lLjM1MTgLTmFtZU1lLjM1MTkLTmFtZU1lLjM1MjALTmFtZU1lLjM1MjELTmFtZU1lLjM1MjILTmFtZU1lLjM1MjMLTmFtZU1lLjM1MjQLTmFtZU1lLjM1MjULTmFtZU1lLjM1MjYLTmFtZU1lLjM1MjcLTmFtZU1lLjM1MjgLTmFtZU1lLjM1MjkLTmFtZU1lLjM1MzALTmFtZU1lLjM1MzELTmFtZU1lLjM1MzILTmFtZU1lLjM1MzMLTmFtZU1lLjM1MzQLTmFtZU1lLjM1MzULTmFtZU1lLjM1MzYLTmFtZU1lLjM1MzcLTmFtZU1lLjM1MzgLTmFtZU1lLjM1MzkLTmFtZU1lLjM1NDALTmFtZU1lLjM1NDELTmFtZU1lLjM1NDILTmFtZU1lLjM1NDMLTmFtZU1lLjM1NDQLTmFtZU1lLjM1NDULTmFtZU1lLjM1NDYLTmFtZU1lLjM1NDcLTmFtZU1lLjM1NDgLTmFtZU1lLjM1NDkLTmFtZU1lLjM1NTALTmFtZU1lLjM1NTELTmFtZU1lLjM1NTILTmFtZU1lLjM1NTMLTmFtZU1lLjM1NTQLTmFtZU1lLjM1NTULTmFtZU1lLjM1NTYLTmFtZU1lLjM1NTcLTmFtZU1lLjM1NTgLTmFtZU1lLjM1NTkLTmFtZU1lLjM1NjALTmFtZU1lLjM1NjELTmFtZU1lLjM1NjILTmFtZU1lLjM1NjMLTmFtZU1lLjM1NjQLTmFtZU1lLjM1NjULTmFtZU1lLjM1NjYLTmFtZU1lLjM1NjcLTmFtZU1lLjM1NjgLTmFtZU1lLjM1NjkLTmFtZU1lLjM1NzALTmFtZU1lLjM1NzELTmFtZU1lLjM1NzILTmFtZU1lLjM1NzMLTmFtZU1lLjM1NzQLTmFtZU1lLjM1NzULTmFtZU1lLjM1NzYLTmFtZU1lLjM1NzcLTmFtZU1lLjM1NzgLTmFtZU1lLjM1NzkLTmFtZU1lLjM1ODALTmFtZU1lLjM1ODELTmFtZU1lLjM1ODILTmFtZU1lLjM1ODMAAAAAAQADAAkACgALAAf//wAPAAEAAAAMAAABHgEmAAIALQABAaEAAQGiAa4AAgGvAbIAAQGzAbQAAwG1AbYAAQG3AbgAAwG5AboAAQG7AbwAAwG9Ab4AAQG/AcAAAwHBAcMAAQHEAcUAAwHGAccAAQHIAckAAwHKAcsAAQHMAc0AAwHOAc8AAQHQAdEAAwHSAdMAAQHUAdUAAwHWAdcAAQHYAdkAAwHaAdsAAQHcAd0AAwHeAd4AAQHfAd8AAwHgAeAAAQHhAeMAAwHkAogAAQKJAokAAwKKAooAAQKLAosAAwKMAzAAAQMxAzIAAwMzA9UAAQPWA+sAAwPsBJ0AAQSeBO4AAwTvBO8AAQTwBT0AAwU+B4wAAQeNB7UAAwe2DMsAAQzMDNcAAwzYDgIAAQAEAAAAAgAAAAEAAAABAAAAAAABAAAACgCUAOoABGFybW4AGmN5cmwAJmdyZWsAPGxhdG4ATAAEAAAAAP//AAEAAwAKAAFTUkIgAAoAAP//AAMAAAABAAMABAAAAAD//wADAAAAAQADABYAA0lQUEgAJFJPTSAAFlRSSyAAMAAA//8ABAAAAAEAAwAEAAD//wADAAEAAwAEAAD//wAEAAAAAgADAAQABWNhbHQAIGNjbXAAKmNjbXAAOmZyYWMASGxpZ2EAUAAAAAMACAAJAAoAAAAGAAAAAQACAAMABAAFAAAABQABAAIAAwAEAAUAAAACAAYABwAAAAEACwAMABoAIgAqADIAQABIAFAAWABgAGoAeACGAAYBAAABAHQABgEAAAEAggAGAAAAAQCQAAYAAAAEAJ4AtADKAOAABgAAAAEA6AAGAAAAAQD2AAYAAAABAQQABgAAAAEBEgAGAAAAAgEgATYABgAAAAQBQgFYAW4BigAGAAAABAGYAa4BxAHgAAYAAAABAe4AAwAAAAEADgABABIAAAABAAAAAQAAAAMAAAABAA4AAQASAAAAAQAAAAEAAAADAAEAEgABAA4AAAAAAAEAAAABAAAAAwABABIAAQAOAAAAAAABAAAAAQAAAAMAAAABAA4AAQASAAAAAQAAAAEAAAADAAEAEgABAA4AAAAAAAEAAAABAAAAAwAAAAEADgABABIAAAABAAAAAQAAAAMAAQASAAEADgAAAAAAAQAAAAEAAAADAAAAAQAOAAEAEgAAAAEAAAABAAAAAwABABIAAQAOAAAAAAABAAAAAQAAAAMAAQASAAEADgAAAAAAAQAAAAEAAAADAAEAEgABAA4AAAAAAAEAAAABAAAAAwABABIAAQAOAAAAAAABAAAAAQAAAAMAAAABAA4AAQASAAAAAQAAAAEAAAADAAEAEgABAA4AAAAAAAEAAAABAAAAAwAAAAEAEAACABQAGAAAAAEAAAABAAAAAQAAAAMAAgAUABgAAQAQAAAAAAABAAAAAQAAAAEAAAADAAAAAQAOAAEAEgAAAAEAAAABAAAAAwABABIAAQAOAAAAAAABAAAAAQAAAAMAAAABABAAAgAUABgAAAABAAAAAQAAAAEAAAADAAIAFAAYAAEAEAAAAAAAAQAAAAEAAAABAAAAAwAAAAEADgABABIAAAABAAAAAQAAAAEAAAAKAHoA+gAEYXJtbgAaY3lybAAkZ3JlawA4bGF0bgBGAAQAAAAA//8AAAAKAAFTUkIgAAoAAP//AAIAAQACAAQAAAAA//8AAgAAAAIAFgADSVBQSAAWUk9NIAAgVFJLIAAgAAD//wACAAEAAgAA//8AAgAAAAIAA21hcmsAFG1hcmsARG1rbWsAdgAAABYAAQACAAMABAAFAAYABwAIAAkACgALAAwADQAOAA8AEAARABIAEwAUABUAFgAAABcAAAABAAIAAwAEAAUABgAHAAgACQAKAAsADAANAA4ADwAQABEAEgATABQAFQAWAAAAAwAXABgAGQAaADYAPgBGAE4AVgBeAGYAbgB2AH4AhgCOAJYAngCmAK4AtgC+AMYAzgDWAN4A5gDuAPYA/gAEAAAAAXG4AAQAAAABMZoABAAAAAEnIgAEAAAAAdM0AAQAAAAB7sQABQAAAAEDfAAEAAAAAYhAAAkAAAABAJgABQAAAAEKvgAEAAAAAbjyAAUAAAABCSAACQAAAAEAgAAFAAAAAQYYAAQAAAABTGQABQAAAAEHfgAEAAAAAV0OAAUAAAABEfoABAAAAAE7rgAFAAAAAQBYAAQAAAABnrQABQAAAAEEbgAJAAAAAQA4AAUAAAABAZYABgIAAAEWvAAGAQAAAR0+AAYDAAABDaQAAQAEAAFUDAABAAQAATBCAAEABAABDJAAAQFMAUIAAQFSAAwADQAcAC4ASABaAGwAhgCYALIAxADeAPABCgEcAAIABgAMAAECWAAPAAEGUwAPAAMACAAOABQAAQT0AA8AAQKDAA8AAQjvAA8AAgAGAAwAAQKDAA8AAQUfAA8AAgAGAAwAAQJXAA8AAQYZAA8AAwAIAA4AFAABBPQADwABAoMADwABCLUADwACAAYADAABAlcADwABBFsADwADAAgADgAUAAEE9AAPAAECgwAPAAEG9gAPAAIABgAMAAECVwAPAAEETQAPAAMACAAOABQAAQTzAA8AAQKDAA8AAQboAA8AAgAGAAwAAQJYAA8AAQaQAA8AAwAIAA4AFAABBPQADwABAoMADwABCSwADwACAAYADAABAl0ADwABBE0ADwADAAgADgAUAAEE9AAPAAECgwAPAAEG6AAPAAIAAQGiAa4AAAABAAEE/QABAAAABgABAAAAAAABAUwBQgABAVIADAANABwALgBIAFoAbACGAJgAsgDEAN4A8AEKARwAAgAGAAwAAQKSAAAAAQY/AAAAAwAIAA4AFAABApIAAAABBS4AAAABCNsAAAACAAYADAAB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AiMAAAABA7sAAAABA/3+XAABAoYAAAABBR4AAAABBJcAAAABAnAAAAABBY0AAAABAzwAAAABAtv+XAABA1YAAAABAgMAAAABAZ/+XAABAeAAAAABBGoAAAABBNkAAAABBbUAAAABBPcAAAABAvkAAAABBbkAAAABBdMAAAABA3oAAAABBDwAAAABA0YAAAABA+3+XAABApQAAAABA3YAAAABApgAAAABArAAAAABAhoAAAABBJcAAAABAtn+wAABApsAAAABBawAAAABBYIAAAABBjsAAAABApgAAAABBTAAAAABApYAAAABBV4AAAABA3j+wAABAvAAAAABA24AAAABA24AAAABAeQAAAABBJ4AAAABA9wAAAABBP0AAAABBP8AAAABBJ8AAAABBJf+wAABApcAAAABAn0AAAABBCQAAAABBDv+1AABApcAAAABBVUAAAABAgkAAAABBjgAAAABA5sAAAABAxkAAAABA3sAAAABAhoAAAABAhD/BgABAeQAAAABBKUAAAABBI8AAAABBX8AAAABBUEAAAABAzkAAAABBjYAAAABBhYAAAABA5EAAAABBIAAAAABA3UAAAABBFv+1AABA0gAAAABBNgAAAABA6YAAAABA3AAAAABA1AAAAABA1AAAAABAvkAAAABAvkAAAABA48AAAABAeX+ogABA6z+XAABA2sAAAABA0kAAAABAsj/9gABBNMAAAABA9n+XAABAoUAAAABAtwAAAABA0L+XAABBBb+XAABBQwAAAABAoIAAAABAokAAAABBD0AAAABBkQAAAABBYEAAAABBFv+XAABA7cAAAABA7kAAAABBHn+XAABAor+XAABAnoAAAABA2IAAAABA1wAAAABAl3+XAABAhX+ogABAhX+ogABBC/+XAABAg7+ogABAhP+ogABAsj/BgABBpYAAAABBHQAAAABA1AAAAABAu8AAAABAh0AAAABAsf+XAABAtAAAAABAvAAAAABAssAAAABA47+XAABBFMAAAABA1cAAAABA3MAAAABA2sAAAABBPcAAAABAg7+ogABAmIAAAABA9QAAAABBM7+XAABBM7+XAABAtAAAAABAvAAAAABBMIAAAABAuIAAAABBMIAAAABBCoAAAABA+j+XAABA+j+XAABBXQAAAABBnX+XAABA+4AAAABA8YAAAABBBoAAAABBHAAAAABA8sAAAABA8sAAAABBJcAAAABBdoAAAABBWUAAAABA2sAAAABA2sAAAABAwcAAAABAxsAAAABA/cAAAABAvkAAAABAnT+cAABAb7/BgABBPYAAAABA94AAAABBbEAAAABBJwAAAABA4IAAAABAtUAAAABA2wACgABBGAAqgABA3gACgABBa8AAAABA1MAAAABA1YAAAABA1YAAAABAooAAAABBKkAAAABBJIAAAABA2oAAAABA3oAAAABA5oAMgABBO4AMgABA7n/BgABAxYAAAABBWcAAAABA+IAAAABAwUAAAABAxEAAAABBL0AAAABAoUAAAABBJcAAAABBM4AAAABAooAAAABBAgAAAABBOcAAAABBgcAAAABA7cAAAABBNgAAAABAqYAAAABB0YAAAABBPUAAAABApP+XAABAqUAAAABAqYAAAABAwsAAAABAwYAAAABA/gAAAABA03+XAABAzT+XAABB6wAAAABApQAAAABAr4AAAABAp3+XAABA44AAAABA7QAAAABA6P+XAABAuQAAAABAkf+XAABA6z+XAABAoIAAAABAjb+XAABBNAAAAABAoQAAAABAnX+XAABAkf+XAABAtD+XAABAgH+ogABA13+XAABAeAAAAABA5j+XAABA7oAAAABBDgAAAABAuQAAAABA1oAAAABAygAAAABAkX+XAABA1AAAAABA7/+XAABAk7+XAABAf3+XAABBCYAAAABAkX+XAABArwAAAABAoYAAAABApgAAAABBLAAAAABBFYAAAACAJkABwAgAAAAKgArABoAMQAxABwAMwAzAB0APAA8AB4AQgBCAB8ASwBMACAAUABQACIAUgBTACMAYABgACUAYgBiACYAaQBpACcAbQBtACgAdwB3ACkAgwCfACoAqQCqAEcAsACyAEkAuwC7AEwAwQDBAE0AyQDLAE4AzgDOAFEA0ADQAFIA0gDTAFMA2ADYAFUA4QDhAFYA4wDjAFcA6gDqAFgA7ADuAFkA8ADwAFwA+gD6AF0BBgEiAF4BLAEtAHsBMwEzAH0BNQE1AH4BPgE+AH8BRAFEAIABTQFOAIEBUgFSAIMBVAFVAIQBYgFiAIYBZAFkAIcBawFrAIgBbwFvAIkBeQF5AIoBhQGHAIsBrwGwAI4CHwI6AJACPAI9AKwCPwJbAK4CZwJ+AMsCkgKaAOMCnAKxAOwCswK2AQICuQK5AQYCuwK7AQcCvgLAAQgCwgLOAQsC0ALlARgC5wLqAS4C7QLtATIC7wLvATMC8gL0ATQC9gMDATcDBQMaAUUDHAMfAVsDIgMiAV8DJAMkAWADJwMpAWEDKwMuAWQD0wPTAWgECQQJAWkEEQQRAWoENwQ3AWsEPwQ/AWwEZQRlAW0EbQRtAW4EdwR5AW8EewSDAXIFPgVlAXsFcQVxAaMFdAV0AaQFdwV4AaUFegV8AacFigWKAaoFjAWOAasFkAWQAa4FlgWiAa8FtwW3AbwF6wYPAb0GGAYYAeIGHAYcAeMGHwYfAeQGIwYjAeUGMgYyAeYGNAY2AecGOAY4AeoGPgZUAesGVgZWAgIGWgZaAgMGZwZnAgQGagZqAgUGiQaJAgYGpgbYAgcG5AbkAjoG5wbnAjsG6gbrAjwG7QbvAj4G/Qb9AkEG/wcBAkIHAwcDAkUHCQcZAkYHLgcuAlcHTAdMAlgHZweLAlkHtge7An4HvgfgAoQH4wfpAqcH/wf/Aq4IIwgjAq8IXAhcArAIkQiRArEI9Aj0ArIJGQkZArMJXQldArQJbwlvArUJgQmBArYJkwmTArcJsQnLArgJzQnSAtMJ1QnVAtkJ1wnXAtoJ2wnbAtsJ3wnfAtwJ5gnmAt0J6AoOAt4KEAoWAwUKGQoZAwwKGwobAw0KHwofAw4KIwojAw8KKgoqAxAKLApTAxEKVQpaAzkKXQpdAz8KXwpfA0AKYwpjA0EKZwpnA0IKbgpuA0MKcAr1A0QLNQtBA8oLQwtkA9cNPg1AA/kNRQ1GA/wAAQABAeEAAQAAAAYAAQAAAAAAASOYH/4AASOiAAwD/gf+CAQICggQCBYIHAgiCCgILgg0CDoIQAhGCEwIUghYCF4IZAhqCHAIdgh8CIIIiAiOCJQImgigCKYIrAiyCLgIvgjECMoI0AjWCNwI4gjoCO4I9Aj6CQAJBgkMCRIJGAkeCSQJKgkwCTYJPAlCCUgJTglUCVoJYAlmCWwJcgl4CX4JhAmKCZAJlgmcCaIJqAmuCbQJugnACcYJzAnSCdgJ3gnkCeoJ8An2CfwKAgoICg4KFAoaCiAKJgosCjIKOAo+CkQKSgpQClYKXApiCmgKbgp0CnoKgAqGCowKkgqYCp4KpAqqCrAKtgq8CsIKyArOCtQK2grgCuYK7AryCvgK/gsECwoLEAsWCxwLIgsoCy4LNAs6C0ALRgtMC1ILWAteC2QLagtwC3YLfAuCC4gLjguUC5oLoAumC6wLsgu4C74LxAvKC9AL1gvcC+IL6AvuC/QL+gwADAYMDAwSDBgMHgwkDCoMMAw2DDwMQgxIDE4MVAxaDGAMZgxsDHIMeAx+DIQMigyQDJYMnAyiDKgMrgy0DLoMwAzGDMwM0gzYDN4M5AzqDPAM9gz8DQINCA0ODRQNGg0gDSYNLA0yDTgNPg1EDUoNUA1WDVwNYg1oDW4NdA16DYANhg2MDZINmA2eDaQNqg2wDbYNvA3CDcgNzg3UDdoN4A3mDewN8g34Df4OBA4KDhAOFg4cDiIOKA4uDjQOOg5ADkYOTA5SDlgOXg5kDmoOcA52DnwOgg6IDo4OlA6aDqAOpg6sDrIOuA6+DsQOyg7QDtYO3A7iDugO7g70DvoPAA8GDwwPEg8YDx4PJA8qDzAPNg88D0IPSA9OD1QPWg9gD2YPbA9yD3gPfg+ED4oPkA+WD5wPog+oD64PtA+6D8APxg/MD9IP2A/eD+QP6g/wD/YP/BACEAgQDhAUEBoQIBAmECwQMhA4ED4QRBBKEFAQVhBcEGIQaBBuEHQQehCAEIYQjBCSEJgQnhCkEKoQsBC2ELwQwhDIEM4Q1BDaEOAQ5hDsEPIQ+BD+EQQRChEQERYRHBEiESgRLhE0EToRQBFGEUwRUhFYEV4RZBFqEXARdhF8EYIRiBGOEZQRmhGgEaYRrBGyEbgRvhHEEcoR0BHWEdwR4hHoEe4R9BH6EgASBhIMEhISGBIeEiQSKhIwEjYSPBJCEkgSThJUEloSYBJmEmwSchJ4En4ShBKKEpASlhKcEqISqBKuErQSuhLAEsYSzBLSEtgS3hLkEuoS8BL2EvwTAhMIEw4TFBMaEyATJhMsEzITOBM+E0QTShNQE1YTXBNiE2gTbhN0E3oTgBOGE4wTkhOYE54TpBOqE7ATthO8E8ITyBPOE9QT2hPgE+YT7BPyE/gT/hQEFAoUEBQWFBwUIhQoFC4UNBQ6FEAURhRMFFIUWBReFGQUahRwFHYUfBSCFIgUjhSUFJoUoBSmFKwUshS4FL4UxBTKFNAU1hTcFOIU6BTuFPQU+hUAFQYVDBUSFRgVHhUkFSoVMBU2FTwVQhVIFU4VVBVaFWAVZhVsFXIVeBV+FYQVihWQFZYVnBWiFagVrhW0FboVwBXGFcwV0hXYFd4V5BXqFfAV9hX8FgIWCBYOFhQWGhYgFiYWLBYyFjgWPhZEFkoWUBZWFlwWYhZoFm4WdBZ6FoAWhhaMFpIWmBaeFqQWqhawFrYWvBbCFsgWzhbUFtoW4BbmFuwW8hb4Fv4XBBcKFxAXFhccFyIXKBcuFzQXOhdA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"/><div class="t m0 x1 h2 y1 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h3 y2 ff1 fs0 fc1 sc0 ls0 ws0">Skonsolidowane sprawozdanie ﬁnansowe Grupy Kapitałowej Dekpol<span class="ff2">  <span class="_ _0"> </span> <span class="_ _1"> </span> <span class="_ _1"> </span><span class="ff3 fc0">za <span class="_ _2"></span>okres od 01.01.2023 do 31.12.2023</span></span></div><div class="t m0 x2 h4 y3 ff3 fs1 fc0 sc0 ls0 ws0"> <span class="_ _3"></span> <span class="_ _4"> </span> <span class="_ _4"> </span> </div><div class="t m0 x3 h3 y2 ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x4 h5 y4 ff1 fs2 fc0 sc0 ls0 ws0">1</div><div class="c x5 y5 w2 h6"><div class="t m0 x0 h5 y6 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x1 h4 y7 ff3 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h4 y8 ff3 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h4 y9 ff3 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h4 ya ff3 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h4 yb ff3 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h4 yc ff3 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h4 yd ff3 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h4 ye ff3 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h4 yf ff3 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h4 y10 ff3 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h4 y11 ff3 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h4 y12 ff3 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h4 y13 ff3 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h4 y14 ff3 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h4 y15 ff3 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h4 y16 ff3 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h4 y17 ff3 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h4 y18 ff3 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h4 y19 ff3 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h4 y1a ff3 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h4 y1b ff3 fs1 fc0 sc0 ls0 ws0"> </div><div class="c x6 y1c w3 h7"><div class="t m0 x0 h8 y1d ff4 fs3 fc2 sc0 ls0 ws0">Jednos<span class="_ _5"></span>tk<span class="_ _6"></span>o<span class="_ _2"></span>we</div></div><div class="c x7 y1c w4 h7"><div class="t m0 x0 h8 y1d ff4 fs3 fc2 sc0 ls0 ws0"> </div></div><div class="c x8 y1c w5 h7"><div class="t m0 x0 h8 y1d ff4 fs3 fc2 sc0 ls0 ws0"> </div></div><div class="c x9 y1c w6 h7"><div class="t m0 x0 h8 y1d ff4 fs3 fc2 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h8 y1e ff4 fs3 fc2 sc0 ls0 ws0">spra<span class="_ _7"></span>w<span class="_ _2"></span>o<span class="_ _2"></span>z<span class="_ _7"></span>d<span class="_ _5"></span>anie ﬁnansowe</div><div class="c xa y1f w7 h9"><div class="t m0 x0 h8 y20 ff4 fs3 fc2 sc0 ls0 ws0"> </div></div><div class="t m0 x6 ha y21 ff5 fs4 fc2 sc0 ls0 ws0">Dekpol Spółka <span class="_ _7"></span>Ak<span class="_ _7"></span>c<span class="_ _2"></span>yjna </div><div class="c x6 y22 w8 hb"><div class="t m0 x0 h4 y23 ff3 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xb hc y24 ff2 fs5 fc3 sc0 ls0 ws0">F<span class="_ _5"></span>Y <span class="_ _5"></span>2<span class="_ _5"></span>0<span class="_ _5"></span>2<span class="_ _5"></span>3</div><div class="c xc y25 w9 hd"><div class="t m0 x0 hc y26 ff2 fs5 fc3 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf2" class="pf w0 h0" ><div class="pc pc2 w0 h0"><img class="bi x0 y27 w1 he" alt="" 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"/><div class="t m0 x1 h2 y1 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 hf y28 ff3 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h8 y29 ff4 fs3 fc2 sc0 ls0 ws0">Jednos<span class="_ _5"></span>tk<span class="_ _6"></span>o<span class="_ _2"></span>we   </div><div class="t m0 x1 h8 y2a ff4 fs3 fc2 sc0 ls0 ws0">spra<span class="_ _7"></span>w<span class="_ _2"></span>o<span class="_ _2"></span>z<span class="_ _7"></span>d<span class="_ _5"></span>anie ﬁnansowe </div><div class="t m0 x1 ha y2b ff5 fs4 fc2 sc0 ls0 ws0">Dekpol Spółka <span class="_ _7"></span>Ak<span class="_ _7"></span>c<span class="_ _2"></span>yjna </div><div class="t m0 x1 h10 y2c ff5 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h10 y2d ff5 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h10 y2e ff5 fs6 fc2 sc0 ls0 ws0">za okr<span class="_ _2"></span>es od 01 stycznia 2023 r<span class="_ _3"></span>.  do 31 grudnia 202<span class="_ _5"></span>3 r<span class="_ _3"></span>. </div><div class="t m0 x1 h10 y2f ff5 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h10 y30 ff5 fs6 fc2 sc0 ls0 ws0">sporządz<span class="_ _2"></span>one według Międzynarodo<span class="_ _2"></span>wych  </div><div class="t m0 x1 h10 y31 ff5 fs6 fc2 sc0 ls0 ws0">Standardó<span class="_ _2"></span>w Spra<span class="_ _2"></span>wo<span class="_ _2"></span>zdaw<span class="_ _2"></span>cz<span class="_ _2"></span>ości  </div><div class="t m0 x1 h10 y32 ff5 fs6 fc2 sc0 ls0 ws0">Finansowej </div><div class="t m0 x1 h10 y33 ff5 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h4 y34 ff3 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h4 y35 ff3 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h4 y36 ff3 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h4 y37 ff3 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h4 y38 ff3 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h4 y39 ff3 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h4 y3a ff3 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h4 y3b ff3 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h4 y3c ff3 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h4 y3d ff3 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h4 y3e ff3 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h4 y3f ff3 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h4 y40 ff3 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h4 y41 ff3 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h10 y42 ff5 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h10 y43 ff5 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h10 y44 ff5 fs6 fc2 sc0 ls0 ws0"> </div><div class="t m0 x1 h10 y45 ff5 fs6 fc2 sc0 ls0 ws0">Pinczyn, 26 kwietnia 2023</div><div class="t m0 xd hc y46 ff2 fs5 fc3 sc0 ls0 ws0">F<span class="_ _5"></span>Y <span class="_ _5"></span>2<span class="_ _5"></span>0<span class="_ _5"></span>2<span class="_ _5"></span>3</div><div class="c xe y47 wa hd"><div class="t m0 x0 hc y26 ff2 fs5 fc3 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf3" class="pf w0 h0" ><div class="pc pc3 w0 h0"><img class="bi x0 y48 wb h11" alt="" 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"/><div class="t m0 x1 h2 y1 ff1 fs0 fc0 sc0 ls0 ws0"> <span class="_ _8"> </span> </div><div class="t m0 x1 h4 y3 ff3 fs1 fc0 sc0 ls0 ws0"> <span class="_ _4"> </span> <span class="_ _4"> </span> </div><div class="t m0 xf h3 y2 ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x10 h12 y49 ff4 fs7 fc4 sc0 ls0 ws0">Spis treści </div><div class="t m0 x10 h13 y4a ff2 fs1 fc3 sc1 ls0 ws0">Wprowadzen<span class="_ _5"></span>ie d<span class="_ _5"></span>o s<span class="_ _5"></span>p<span class="_ _5"></span>rawozd<span class="_ _5"></span>ani<span class="_ _5"></span>a ﬁnansoweg<span class="_ _5"></span>o<span class="_ _9"> </span> <span class="_ _a"> </span>5<span class="ff3 fs6 fc1 sc0"> </span></div><div class="t m0 x10 h13 y4b ff2 fs1 fc3 sc1 ls0 ws0">Spra<span class="_ _5"></span>wozda<span class="_ _5"></span>nie <span class="_ _5"></span>z <span class="_ _5"></span>sytuacj<span class="_ _5"></span>i<span class="_ _5"></span> ﬁna<span class="_ _5"></span>nsow<span class="_ _5"></span>ej<span class="_ _b"> </span> <span class="_ _c"> </span>32<span class="_ _5"></span><span class="ff3 fs6 fc1 sc0"> </span></div><div class="t m0 x10 h13 y4c ff2 fs1 fc3 sc1 ls0 ws0">Spra<span class="_ _5"></span>wozda<span class="_ _5"></span>nie <span class="_ _5"></span>z <span class="_ _5"></span>c<span class="_ _5"></span>ałkowitych dochod<span class="_ _5"></span>ów<span class="_ _0"> </span> <span class="_ _d"> </span>34<span class="_ _5"></span><span class="ff3 fs6 fc1 sc0"> </span></div><div class="t m0 x10 h13 y4d ff2 fs1 fc3 sc1 ls0 ws0">Spra<span class="_ _5"></span>wozda<span class="_ _5"></span>nie <span class="_ _5"></span>z <span class="_ _5"></span>prz<span class="_ _5"></span>ep<span class="_ _5"></span>ływów pi<span class="_ _5"></span>enięż<span class="_ _5"></span>nych<span class="_ _0"> </span> <span class="_ _e"> </span>35<span class="_ _5"></span><span class="ff3 fs6 fc1 sc0"> </span></div><div class="t m0 x10 h13 y4e ff2 fs1 fc3 sc1 ls0 ws0">Spra<span class="_ _5"></span>wozda<span class="_ _5"></span>nie <span class="_ _5"></span>z<span class="_ _5"></span>e z<span class="_ _5"></span>mi<span class="_ _5"></span>an w kapi<span class="_ _5"></span>tal<span class="_ _5"></span>e włas<span class="_ _5"></span>nym w ok<span class="_ _5"></span>resie <span class="_ _5"></span>s<span class="_ _5"></span>p<span class="_ _5"></span>rawozdawc<span class="_ _5"></span>z<span class="_ _5"></span>ym<span class="_ _f"> </span> <span class="_ _10"> </span>37<span class="_ _5"></span><span class="ff3 fs6 fc1 sc0"> </span></div><div class="t m0 x10 h13 y4f ff2 fs1 fc3 sc1 ls0 ws0">Dod<span class="_ _5"></span>atkowe <span class="_ _5"></span>not<span class="_ _5"></span>y  obj<span class="_ _5"></span>aśniaj<span class="_ _5"></span>ą<span class="_ _5"></span>ce<span class="_ _b"> </span> <span class="_ _11"> </span>39<span class="_ _5"></span><span class="ff3 fs6 fc1 sc0"> </span></div><div class="t m0 x10 h13 y50 ff2 fs1 fc3 sc1 ls0 ws0">Postępo<span class="_ _5"></span>wanie pod<span class="_ _5"></span>atkowe z<span class="_ _5"></span> udz<span class="_ _5"></span>i<span class="_ _5"></span>ał<span class="_ _5"></span>em Dek<span class="_ _5"></span>pol<span class="_ _5"></span> S.<span class="_ _5"></span>A.<span class="_ _5"></span> p<span class="_ _5"></span>o kontroli c<span class="_ _5"></span>elno<span class="_ _5"></span>-<span class="_ _5"></span>skar<span class="_ _5"></span>bowej<span class="_ _12"> </span> <span class="_ _13"> </span>81<span class="_ _5"></span><span class="ff3 fs6 fc1 sc0"> </span></div><div class="t m0 x1 h14 y51 ff3 fs8 fc2 sc0 ls0 ws0"> </div></div><div class="pi" ></div></div><div id="pf4" class="pf w0 h0" ><div class="pc pc4 w0 h0"><img class="bi x11 y52 wc h15" alt="" src="data:image/png;base64,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"/><div class="t m0 x1 h2 y1 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h3 y53 ff1 fs0 fc1 sc0 ls0 ws0">Jednostkowe sprawozdanie ﬁnansowe Dekpol S.A.<span class="ff2"> <span class="_ _14"> </span> <span class="_ _1"> </span><span class="ff3 fc0">za <span class="_ _2"></span>okres od 01.01.2023 do 31.12.2023 <span class="_ _7"></span> (dane w tys.zł)</span></span></div><div class="t m0 x12 h4 y54 ff3 fs1 fc0 sc0 ls0 ws0"> <span class="_ _15"> </span> </div><div class="t m0 x2 h2 y53 ff1 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 xe h5 y55 ff1 fs2 fc0 sc0 ls0 ws0">4</div><div class="t m0 x13 h16 y56 ff4 fs9 fc5 sc0 ls0 ws0">Wprowadzenie</div><div class="c x14 y57 wd h17"><div class="t m0 x0 h16 y58 ff4 fs9 fc5 sc0 ls0 ws0"> </div></div><div class="t m0 x15 h18 y59 ff1 fs9 fc6 sc0 ls0 ws0">Sprawozdanie  </div><div class="t m0 x15 h18 y5a ff1 fs9 fc6 sc0 ls0 ws0">z sytuacji </div><div class="t m0 x15 h18 y5b ff1 fs9 fc6 sc0 ls0 ws0">ﬁnansowej </div><div class="t m0 x16 h18 y5c ff1 fs9 fc6 sc0 ls0 ws0">Sprawozdanie  </div><div class="t m0 x16 h18 y5d ff1 fs9 fc6 sc0 ls0 ws0">z całkowitych  </div><div class="t m0 x16 h18 y5e ff1 fs9 fc6 sc0 ls0 ws0">dochodów </div><div class="t m0 x17 h18 y5f ff1 fs9 fc6 sc0 ls0 ws0">Sprawozdanie  </div><div class="t m0 x17 h18 y60 ff1 fs9 fc6 sc0 ls0 ws0">z przepływów </div><div class="t m0 x17 h18 y61 ff1 fs9 fc6 sc0 ls0 ws0">pieniężnych </div><div class="t m0 x18 h18 y5c ff1 fs9 fc6 sc0 ls0 ws0">Sprawozdanie  </div><div class="t m0 x18 h18 y5d ff1 fs9 fc6 sc0 ls0 ws0">ze zmian w kapitale </div><div class="t m0 x18 h18 y5e ff1 fs9 fc6 sc0 ls0 ws0">własnym </div><div class="t m0 x19 h18 y62 ff1 fs9 fc6 sc0 ls0 ws0">Dodatkowe  </div><div class="t m0 x19 h18 y63 ff1 fs9 fc6 sc0 ls0 ws0">noty  </div><div class="t m0 x19 h18 y64 ff1 fs9 fc6 sc0 ls0 ws0">objaśniające </div><div class="t m0 x1 h12 y65 ff4 fs7 fc4 sc0 ls0 ws0">W<span class="_ _2"></span>ybrane dane ﬁnansowe </div><div class="c x1 y66 we h19"><div class="t m0 x0 h1a y0 ff6 fsa fc1 sc0 ls0 ws0"> </div></div><div class="t m0 x1a h1b y67 ff3 fsb fc0 sc0 ls0 ws0">tys. PLN<span class="_ _2"></span> <span class="_ _16"> </span>tys. EUR </div><div class="c x1 y68 wf h1c"><div class="t m0 x0 h4 y0 ff3 fs1 fc0 sc2 ls0 ws0"> </div></div><div class="t m0 x1b h1d y69 ff4 fsb fc0 sc0 ls0 ws0">01.01.2023-</div><div class="t m0 x1c h1d y6a ff4 fsb fc0 sc0 ls0 ws0">31.12.2023</div><div class="t m0 x1d h1d y69 ff4 fsb fc0 sc0 ls0 ws0">01.01.2022</div><div class="c x1e y6b w10 h1e"><div class="t m0 x0 h1d y6c ff4 fsb fc0 sc0 ls0 ws0">-</div></div><div class="c x1f y68 w11 h1f"><div class="t m0 x0 h1d y6c ff4 fsb fc0 sc0 ls0 ws0">31.12.2022</div></div><div class="t m0 x20 h1d y69 ff4 fsb fc0 sc0 ls0 ws0">01.01.2023-</div><div class="t m0 x21 h1d y6a ff4 fsb fc0 sc0 ls0 ws0">31.12.2023</div><div class="t m0 x22 h1d y69 ff4 fsb fc0 sc0 ls0 ws0">01.01.2022-</div><div class="t m0 x23 h1d y6a ff4 fsb fc0 sc0 ls0 ws0">31.12.2022</div><div class="t m0 x1 h1b y6d ff3 fsb fc0 sc0 ls0 ws0">I. Przychody netto<span class="_ _2"></span> ze spr<span class="_ _2"></span>zedaży p<span class="_ _2"></span>roduk<span class="_ _2"></span>tów<span class="_ _17"></span>, towaró<span class="_ _17"></span>w  </div><div class="t m0 x1 h1b y6e ff3 fsb fc0 sc0 ls0 ws0">i materiałó<span class="_ _2"></span>w <span class="_ _18"> </span>54 518</div><div class="c x24 y6f w12 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0">276 201 </div></div><div class="t m0 x25 h1b y6e ff3 fsb fc0 sc0 ls0 ws0">12 039<span class="_ _19"> </span>58 913</div><div class="t m0 x1 h1b y70 ff3 fsb fc0 sc0 ls0 ws0">II. Zysk (str<span class="_ _17"></span>ata) z działalności oper<span class="_ _17"></span>acyjnej <span class="_ _1a"> </span>5 956</div><div class="c x26 y71 w13 h20"><div class="t m0 x0 h1b y72 ff3 fsb fc0 sc0 ls0 ws0">8 254 </div></div><div class="t m0 x27 h1b y70 ff3 fsb fc0 sc0 ls0 ws0">1 315<span class="_ _1b"> </span>1 761</div><div class="t m0 x1 h1b y73 ff3 fsb fc0 sc0 ls0 ws0">III. Zysk (str<span class="_ _17"></span>ata) brutto <span class="_ _1c"> </span>12 087</div><div class="c x26 y74 w13 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0">1 494 </div></div><div class="t m0 x27 h1b y73 ff3 fsb fc0 sc0 ls0 ws0">2 669<span class="_ _1d"> </span>319</div><div class="t m0 x1 h1b y75 ff3 fsb fc0 sc0 ls0 ws0">IV<span class="_ _7"></span>. Zysk (strata) nett<span class="_ _17"></span>o <span class="_ _1e"> </span>12 378</div><div class="c x26 y76 w13 h21"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0">1 208 </div></div><div class="t m0 x27 h1b y75 ff3 fsb fc0 sc0 ls0 ws0">2 733<span class="_ _1d"> </span>258</div><div class="t m0 x1 h1b y77 ff3 fsb fc0 sc0 ls0 ws0">V<span class="_ _7"></span>. Zysk (strata) na jedną<span class="_ _17"></span> akc<span class="_ _17"></span>j<span class="_ _5"></span>ę zwykłą (w <span class="_ _2"></span>zł / EUR)  <span class="_ _1f"> </span>1,48</div><div class="c x28 y78 w14 h22"><div class="t m0 x0 h1b y72 ff3 fsb fc0 sc0 ls0 ws0">0,14</div></div><div class="t m0 x29 h1b y77 ff3 fsb fc0 sc0 ls0 ws0">0,33<span class="_ _20"> </span>0,03</div><div class="t m0 x1 h1b y79 ff3 fsb fc0 sc0 ls0 ws0">VI. Przepły<span class="_ _17"></span>wy pieniężne netto z dzi<span class="_ _17"></span>ałal<span class="_ _5"></span>ności ope<span class="_ _17"></span>racyjnej <span class="_ _21"> </span>3 559</div><div class="c x2a y7a w15 h23"><div class="t m0 x0 h1b y72 ff3 fsb fc0 sc0 ls0 ws0">54 489 </div></div><div class="t m0 x2b h1b y79 ff3 fsb fc0 sc0 ls0 ws0">                      786<span class="_ _19"> </span>11 6<span class="_ _17"></span>22</div><div class="t m0 x1 h1b y7b ff3 fsb fc0 sc0 ls0 ws0">VII. Przepły<span class="_ _17"></span>w<span class="_ _5"></span>y pienięż<span class="_ _17"></span>ne net<span class="_ _5"></span>to z d<span class="_ _17"></span>ziałalności inwesty<span class="_ _17"></span>cyjnej <span class="_ _22"> </span>42 743<span class="_ _10"> </span>-55 </div><div class="c x2c y7c w16 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0">354</div></div><div class="t m0 x2b h1b y7b ff3 fsb fc0 sc0 ls0 ws0">                  9 439<span class="_ _10"> </span>-11 807</div><div class="t m0 x1 h1b y7d ff3 fsb fc0 sc0 ls0 ws0">VIII. Przepły<span class="_ _17"></span>w<span class="_ _5"></span>y pienię<span class="_ _17"></span>żne netto z działalności finans<span class="_ _17"></span>owej           </div><div class="c x2d y7e w17 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0">                <span class="_ _2"></span>    </div></div><div class="t m0 x2e h1b y7d ff3 fsb fc0 sc0 ls0 ws0">                      - 9 871</div><div class="c x26 y7e w18 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0">5 811</div></div><div class="t m0 x2f h1b y7d ff3 fsb fc0 sc0 ls0 ws0">               -2 180<span class="_ _1b"> </span>1 239</div><div class="t m0 x1 h1b y7f ff3 fsb fc0 sc0 ls0 ws0">IX. Przepływy p<span class="_ _17"></span>ieniężne netto<span class="_ _17"></span>, razem<span class="_ _2"></span> <span class="_ _23"> </span>           36 431</div><div class="c x26 y80 w18 h23"><div class="t m0 x0 h1b y72 ff3 fsb fc0 sc0 ls0 ws0">4 946</div></div><div class="t m0 x30 h1b y7f ff3 fsb fc0 sc0 ls0 ws0">              8 045<span class="_ _1b"> </span>1 055</div><div class="c x1 y81 w19 h24"><div class="t m0 x0 h4 y0 ff3 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x31 y81 w1a h25"><div class="t m0 x0 h1b y0 ff3 fsb fc1 sc0 ls0 ws0"> </div></div><div class="c x32 y81 w1a h25"><div class="t m0 x0 h1b y0 ff3 fsb fc1 sc0 ls0 ws0"> </div></div><div class="c x33 y81 w1a h25"><div class="t m0 x0 h1b y0 ff3 fsb fc1 sc0 ls0 ws0"> </div></div><div class="c xb y81 w1a h25"><div class="t m0 x0 h1b y0 ff3 fsb fc1 sc0 ls0 ws0"> </div></div><div class="t m0 x1 h1b y82 ff3 fsb fc0 sc0 ls0 ws0">  </div><div class="t m0 x1c h1d y83 ff4 fsb fc0 sc0 ls0 ws0">31.12.2023</div><div class="c x1f y84 w11 h1e"><div class="t m0 x0 h1d y85 ff4 fsb fc0 sc0 ls0 ws0">31.12.2022</div></div><div class="t m0 x21 h1d y83 ff4 fsb fc0 sc0 ls0 ws0">31.12.2023<span class="_ _24"> </span>31.12.2022</div><div class="t m0 x1 h1b y86 ff3 fsb fc0 sc0 ls0 ws0">X. Akty<span class="_ _17"></span>w<span class="_ _5"></span>a raz<span class="_ _17"></span>em  <span class="_ _25"> </span>530 647</div><div class="c x24 y87 w12 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0">610 494 </div></div><div class="t m0 x34 h1b y86 ff3 fsb fc0 sc0 ls0 ws0">122 044<span class="_ _26"> </span>130 172</div><div class="t m0 x1 h1b y88 ff3 fsb fc0 sc0 ls0 ws0">XI. Zob<span class="_ _2"></span>owiązania i re<span class="_ _17"></span>zerwy na z<span class="_ _17"></span>obowiązania<span class="_ _17"></span> <span class="_ _27"> </span>230 235</div><div class="c x24 y89 w12 h21"><div class="t m0 x0 h1b y8a ff3 fsb fc0 sc0 ls0 ws0">321 815 </div></div><div class="t m0 x25 h1b y88 ff3 fsb fc0 sc0 ls0 ws0">52 952                    6<span class="_ _17"></span>8 619 </div><div class="t m0 x1 h1b y8b ff3 fsb fc0 sc0 ls0 ws0">XII. Zobo<span class="_ _17"></span>wiązania długoterminow<span class="_ _17"></span>e <span class="_ _28"> </span>164 318</div><div class="c x24 y8c w12 h26"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0">148 048 </div></div><div class="t m0 x25 h1b y8b ff3 fsb fc0 sc0 ls0 ws0">37 792<span class="_ _19"> </span>31 567</div><div class="t m0 x1 h1b y8e ff3 fsb fc0 sc0 ls0 ws0">XIII. Zobo<span class="_ _17"></span>w<span class="_ _5"></span>iązania<span class="_ _17"></span> krótkot<span class="_ _17"></span>erminowe  <span class="_ _29"> </span>65 918</div><div class="c x24 y8f w12 h26"><div class="t m0 x0 h1b y8a ff3 fsb fc0 sc0 ls0 ws0">173 767 </div></div><div class="t m0 x25 h1b y8e ff3 fsb fc0 sc0 ls0 ws0">15 161<span class="_ _19"> </span>37 051</div><div class="t m0 x1 h1b y90 ff3 fsb fc0 sc0 ls0 ws0">XIV<span class="_ _7"></span>. Kapitał własn<span class="_ _17"></span>y  <span class="_ _2a"> </span>300 412</div><div class="c x24 y91 w12 h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0">288 679 </div></div><div class="t m0 x25 h1b y90 ff3 fsb fc0 sc0 ls0 ws0">69 092<span class="_ _19"> </span>61 553</div><div class="t m0 x1 h1b y93 ff3 fsb fc0 sc0 ls0 ws0">XV<span class="_ _7"></span>. Kapitał zak<span class="_ _17"></span>ł<span class="_ _5"></span>adowy<span class="_ _17"></span>  </div><div class="c x35 y94 w1b h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0">8 363 </div></div><div class="c x26 y94 w13 h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0">8 363 </div></div><div class="t m0 x27 h1b y93 ff3 fsb fc0 sc0 ls0 ws0">1 923<span class="_ _1b"> </span>1 783</div><div class="t m0 x1 h1b y95 ff3 fsb fc0 sc0 ls0 ws0">XVI. Liczba ak<span class="_ _17"></span>cji na k<span class="_ _17"></span>oniec okresu<span class="_ _17"></span> <span class="_ _2b"> </span>8 </div><div class="c x36 y96 w1c h1e"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0">362 549 </div></div><div class="t m0 x37 h1b y95 ff3 fsb fc0 sc0 ls0 ws0">8 </div><div class="c x24 y96 w1d h1e"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0">362 549 </div></div><div class="t m0 x38 h1b y95 ff3 fsb fc0 sc0 ls0 ws0">8 362 549<span class="_ _2c"> </span>8 362 549</div><div class="t m0 x1 h1b y97 ff3 fsb fc0 sc0 ls0 ws0">XVII. W<span class="_ _17"></span>artość k<span class="_ _17"></span>sięgowa na jedną a<span class="_ _17"></span>kcję (w zł / E<span class="_ _17"></span>U<span class="_ _5"></span>R) <span class="_ _2d"> </span>36</div><div class="c x39 y98 w1e h1e"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0">35</div></div><div class="t m0 xd h1b y97 ff3 fsb fc0 sc0 ls0 ws0">8</div><div class="c x4 y98 w1f h1e"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0">7 </div></div><div class="t m0 x1 h4 y99 ff3 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h4 y9a ff3 fs1 fc0 sc0 ls0 ws0">Powyż<span class="_ _2"></span>sze dane ﬁnansowe z<span class="_ _17"></span>a rok 2023 i analogiczny okres 2<span class="_ _17"></span>022 roku z<span class="_ _17"></span>o<span class="_ _5"></span>stały przelicz<span class="_ _17"></span>on<span class="_ _5"></span>e na EUR <span class="_ _2"></span>według następujących </div><div class="t m0 x1 h4 y9b ff3 fs1 fc0 sc0 ls0 ws0">zasad: </div><div class="t m0 x1 h4 y9c ff7 fs1 fc5 sc0 ls0 ws0"><span class="ff8"> <span class="_ _2e"> </span><span class="ff3 fc0">poszcz<span class="_ _2"></span>ególne pozycje aktywów <span class="_ _17"></span>i pasywów – według średniego kursu <span class="_ _17"></span>NBP ob<span class="_ _5"></span>owiązującego na dzień: </span></span></div><div class="t m0 x3a h4 y9d ff9 fs1 fc0 sc0 ls0 ws0">o<span class="ff8"> <span class="_ _1"> </span><span class="ff3">31 grudnia 2<span class="_ _17"></span>02<span class="_ _5"></span>3 roku <span class="_ _17"></span>–<span class="_ _5"></span> 4, 3480 złotych / EUR </span></span></div><div class="t m0 x3a h4 y9e ff9 fs1 fc0 sc0 ls0 ws0">o<span class="ff8"> <span class="_ _1"> </span><span class="ff3">31 grudnia 2<span class="_ _17"></span>02<span class="_ _5"></span>2 roku <span class="_ _17"></span>–<span class="_ _5"></span> 4,6899 złotych / EUR </span></span></div><div class="t m0 x1 h4 y9f ff7 fs1 fc5 sc0 ls0 ws0"><span class="ff8"> <span class="_ _2e"> </span><span class="ff3 fc0">poszcz<span class="_ _2"></span>ególne <span class="_ _2f"></span>pozycje <span class="_ _5"></span>rachunku <span class="_ _2f"></span>zysk<span class="_ _17"></span>ów <span class="_ _5"></span>i<span class="_ _5"></span> <span class="_ _2f"></span>strat <span class="_ _2f"></span>oraz <span class="_ _5"></span>rachunku <span class="_ _2f"></span>prz<span class="_ _2"></span>epływów <span class="_ _2f"></span>pieniężn<span class="_ _2"></span>ych <span class="_ _2f"></span>– <span class="_ _2f"></span>według <span class="_ _2f"></span>k<span class="_ _17"></span>ursu <span class="_ _2f"></span>stanowią-</span></span></div><div class="t m0 x3b h4 ya0 ff3 fs1 fc0 sc0 ls0 ws0">cego średnią <span class="_ _2"></span>arytmetyczną średnich k<span class="_ _17"></span>ursów ustalon<span class="_ _17"></span>ych<span class="_ _5"></span> prze<span class="_ _17"></span>z Narodowy Bank P<span class="_ _17"></span>o<span class="_ _5"></span>lski na <span class="_ _17"></span>o<span class="_ _5"></span>statni dzień każ<span class="_ _17"></span>d<span class="_ _5"></span>ego mi<span class="_ _17"></span>e-</div><div class="t m0 x3b h4 ya1 ff3 fs1 fc0 sc0 ls0 ws0">siąca okresu obrotowego:<span class="_ _17"></span> </div><div class="t m0 x3a h4 ya2 ff9 fs1 fc0 sc0 ls0 ws0">o<span class="ff8"> <span class="_ _1"> </span><span class="ff3">od 1 sty<span class="_ _2"></span>cznia do 31 grudnia 2023 rok<span class="_ _2"></span>u – 4, 5284 złotych / EUR, </span></span></div><div class="t m0 x3a h4 ya3 ff9 fs1 fc0 sc0 ls0 ws0">o<span class="ff8"> <span class="_ _1"> </span><span class="ff3">od 1 sty<span class="_ _2"></span>cznia do 31 grudnia 2022 rok<span class="_ _2"></span>u – 4,6883 złotych / EUR. </span></span></div><div class="t m0 x1 h4 ya4 ff3 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h4 ya5 ff3 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h12 ya6 ffa fs1 fc0 sc0 ls0 ws0"> <span class="_ _30"> </span><span class="ff4 fs7 fc4"> </span></div></div><div class="pi" ></div></div><div id="pf5" class="pf w0 h0" ><div class="pc pc5 w0 h0"><img class="bi x11 ya7 wc h27" alt="" 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"/><div class="t m0 x1 h2 y1 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 ya8 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h3 y53 ff1 fs0 fc1 sc0 ls0 ws0">Jednostkowe sprawozdanie ﬁnansowe Dekpol S.A.<span class="ff2"> <span class="_ _14"> </span> <span class="_ _1"> </span><span class="ff3 fc0">za <span class="_ _2"></span>okres od 01.01.2023 do 31.12.2023</span></span></div><div class="t m0 x3c h4 y54 ff3 fs1 fc0 sc0 ls0 ws0"> <span class="_ _3"></span> </div><div class="t m0 x35 hf y53 ff3 fs0 fc0 sc0 ls0 ws0"> (dane w tys.zł)</div><div class="t m0 x3d h4 y54 ff3 fs1 fc0 sc0 ls0 ws0"> <span class="_ _31"> </span> <span class="_ _4"> </span> </div><div class="t m0 x3e h3 y53 ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 xe h5 ya9 ff1 fs2 fc0 sc0 ls0 ws0">5</div><div class="t m0 x13 h16 y56 ff4 fs9 fc5 sc0 ls0 ws0">Wprowadzenie</div><div class="c x14 y57 wd h17"><div class="t m0 x0 h16 y58 ff4 fs9 fc5 sc0 ls0 ws0"> </div></div><div class="t m0 x15 h18 y59 ff1 fs9 fc6 sc0 ls0 ws0">Sprawozdanie  </div><div class="t m0 x15 h18 y5a ff1 fs9 fc6 sc0 ls0 ws0">z sytuacji </div><div class="t m0 x15 h18 y5b ff1 fs9 fc6 sc0 ls0 ws0">ﬁnansowej </div><div class="t m0 x16 h18 y5c ff1 fs9 fc6 sc0 ls0 ws0">Sprawozdanie  </div><div class="t m0 x16 h18 y5d ff1 fs9 fc6 sc0 ls0 ws0">z całkowitych  </div><div class="t m0 x16 h18 y5e ff1 fs9 fc6 sc0 ls0 ws0">dochodów </div><div class="t m0 x17 h18 y5f ff1 fs9 fc6 sc0 ls0 ws0">Sprawozdanie  </div><div class="t m0 x17 h18 y60 ff1 fs9 fc6 sc0 ls0 ws0">z przepływów </div><div class="t m0 x17 h18 y61 ff1 fs9 fc6 sc0 ls0 ws0">pieniężnych </div><div class="t m0 x18 h18 y5c ff1 fs9 fc6 sc0 ls0 ws0">Sprawozdanie  </div><div class="t m0 x18 h18 y5d ff1 fs9 fc6 sc0 ls0 ws0">ze zmian w kapitale </div><div class="t m0 x18 h18 y5e ff1 fs9 fc6 sc0 ls0 ws0">własnym </div><div class="t m0 x19 h18 y62 ff1 fs9 fc6 sc0 ls0 ws0">Dodatkowe  </div><div class="t m0 x19 h18 y63 ff1 fs9 fc6 sc0 ls0 ws0">noty  </div><div class="t m0 x19 h18 y64 ff1 fs9 fc6 sc0 ls0 ws0">objaśniające </div><div class="t m0 x1 h12 yaa ff4 fs7 fc4 sc0 ls0 ws0">W<span class="_ _17"></span>p<span class="_ _5"></span>ro<span class="_ _17"></span>wadzenie do spra<span class="_ _17"></span>woz<span class="_ _17"></span>dania <span class="_ _5"></span>ﬁnanso-</div><div class="t m0 x1 h12 yab ff4 fs7 fc4 sc0 ls0 ws0">wego </div><div class="t m0 x1 h28 yac ff4 fsc fc2 sc0 ls0 ws0">Informacje ogó<span class="_ _2"></span>lne  </div><div class="t m0 x1 h29 yad ff4 fsa fc2 sc0 ls0 ws0">Nazwa i siedziba s<span class="_ _5"></span>porządzającego sprawoz<span class="_ _17"></span>danie <span class="_ _5"></span>ﬁnansowe<span class="_ _5"></span><span class="ff2 sc3"> </span></div><div class="t m0 x1 h4 y4d ff3 fs1 fc0 sc0 ls0 ws0">Dekpol S.A.  </div><div class="t m0 x1 h4 yae ff3 fs1 fc0 sc0 ls0 ws0">ul. Gajowa 31, 83-251 Pinczyn </div><div class="t m0 x1 h29 yaf ff4 fsa fc2 sc0 ls0 ws0">Sąd Rejestrowy<span class="_ _7"></span>, nr rejestr<span class="_ _5"></span>u </div><div class="t m0 x1 h4 yb0 ff3 fs1 fc0 sc0 ls0 ws0">Sąd <span class="_ _5"></span>Rejon<span class="_ _5"></span>owy <span class="_ _5"></span>Gdańsk<span class="_ _7"></span>-Półno<span class="_ _5"></span>c <span class="_ _5"></span>w <span class="_ _5"></span>Gdań<span class="_ _5"></span>sku VII<span class="_ _5"></span> <span class="_ _5"></span>Wydział <span class="_ _5"></span>Gospodarczy <span class="_ _5"></span>Krajowego <span class="_ _32"></span>Rejestru <span class="_ _5"></span>Sądowego <span class="_ _32"></span>pod <span class="_ _32"></span>numerem <span class="_ _5"></span>KRS </div><div class="t m0 x1 h4 yb1 ff3 fs1 fc0 sc0 ls0 ws0">0000505979. </div><div class="t m0 x1 h4 yb2 ff3 fs1 fc0 sc0 ls0 ws0">Główny<span class="_ _17"></span>m<span class="_ _5"></span> <span class="_ _17"></span>ak<span class="_ _17"></span>cjonar<span class="_ _5"></span>iuszem <span class="_ _7"></span>Spółki <span class="_ _17"></span>(77,33% <span class="_ _17"></span>kapitału <span class="_ _17"></span>zakładowego) <span class="_ _17"></span>jest <span class="_ _17"></span>Pan <span class="_ _17"></span>Mariusz <span class="_ _17"></span>T<span class="_ _17"></span>uchlin, <span class="_ _17"></span>któr<span class="_ _5"></span>y <span class="_ _7"></span>wszedł <span class="_ _17"></span>w <span class="_ _17"></span>pos<span class="_ _5"></span>iadanie <span class="_ _17"></span>akcj<span class="_ _17"></span>i </div><div class="t m0 x1 h4 yb3 ff3 fs1 fc0 sc0 ls0 ws0">(wcześniej udz<span class="_ _5"></span>iałów) <span class="_ _5"></span>Spółki <span class="_ _32"></span>w <span class="_ _32"></span>dn<span class="_ _5"></span>iu <span class="_ _5"></span>18 <span class="_ _32"></span>grudnia <span class="_ _32"></span>2006 <span class="_ _32"></span>roku, <span class="_ _5"></span>w <span class="_ _32"></span>wyniku <span class="_ _5"></span>przekształc<span class="_ _17"></span>e<span class="_ _5"></span>nia <span class="_ _5"></span>prowadzonej <span class="_ _32"></span>przez <span class="_ _5"></span>niego <span class="_ _32"></span>od <span class="_ _5"></span>1993<span class="_ _5"></span> </div><div class="t m0 x1 h4 yb4 ff3 fs1 fc0 sc0 ls0 ws0">roku działalności gospodarcze<span class="_ _17"></span>j <span class="_ _5"></span>pod ﬁrmą <span class="_ _5"></span>Zakład Produk<span class="_ _17"></span>cyjno-Usługowy „DEKPOL<span class="_ _17"></span>”<span class="_ _5"></span> – Marius<span class="_ _5"></span>z T<span class="_ _7"></span>uchlin w <span class="_ _5"></span>spółk<span class="_ _17"></span>ę <span class="_ _5"></span>z ograni-</div><div class="t m0 x1 h4 yb5 ff3 fs1 fc0 sc0 ls0 ws0">czoną odpowiedzialnością.  </div><div class="t m0 x1 h4 yb6 ff3 fs1 fc0 sc0 ls0 ws0">Dekpol Spółka <span class="_ _17"></span>Ak<span class="_ _17"></span>cyjna z siedzibą w Pinczynie powstała w wynik<span class="_ _17"></span>u przekształcenia spółki<span class="_ _17"></span> z ograniczoną odpowiedzialno-</div><div class="t m0 x1 h4 yb7 ff3 fs1 fc0 sc0 ls0 ws0">ścią <span class="_ _17"></span>w <span class="_ _17"></span>spó<span class="_ _5"></span>łk<span class="_ _17"></span>ę <span class="_ _17"></span>akcyjną, <span class="_ _7"></span>zgod<span class="_ _5"></span>nie <span class="_ _17"></span>z Uc<span class="_ _17"></span>hwałą <span class="_ _17"></span>Nad<span class="_ _5"></span>zwyczajnego <span class="_ _17"></span>Zgromadzenia <span class="_ _17"></span>W<span class="_ _17"></span>spólnikó<span class="_ _17"></span>w Dekpol <span class="_ _7"></span>Sp. <span class="_ _17"></span>z<span class="_ _5"></span> <span class="_ _17"></span>o.<span class="_ _17"></span>o. z <span class="_ _7"></span>dnia 1 <span class="_ _17"></span>kwietnia </div><div class="t m0 x1 h4 yb8 ff3 fs1 fc0 sc0 ls0 ws0">2014 roku, <span class="_ _2"></span>zaprotok<span class="_ _17"></span>ołowanej <span class="_ _17"></span>Aktem<span class="_ _5"></span> Notarialnym prz<span class="_ _17"></span>ez notariusza Janinę Ciech<span class="_ _5"></span>anowską <span class="_ _17"></span>w Kancelarii Notarialnej w<span class="_ _5"></span> Sta<span class="_ _2"></span>-</div><div class="t m0 x1 h4 yb9 ff3 fs1 fc0 sc0 ls0 ws0">rogardzie Gd., <span class="_ _2"></span>Repertorium A<span class="_ _17"></span> Numer 3829/2014.  </div><div class="t m0 x1 h4 yba ff3 fs1 fc0 sc0 ls0 ws0">Przek<span class="_ _17"></span>ształcona<span class="_ _5"></span>  Spółk<span class="_ _17"></span>a  została  wpisana  do  rejestru <span class="_ _33"> </span>przedsiębiorców <span class="_ _33"> </span>Krajo<span class="_ _2"></span>wego  Rejestru  Sądowego  pro<span class="_ _17"></span>wadzonego </div><div class="t m0 x1 h4 ybb ff3 fs1 fc0 sc0 ls0 ws0">przez Sąd <span class="_ _17"></span>Rejon<span class="_ _5"></span>owy Gdańsk<span class="_ _7"></span>-Półno<span class="_ _5"></span>c w Gdańsku <span class="_ _17"></span>VII Wydział Gospodarczy Krajowego Rejestru Sądowego pod numerem<span class="_ _17"></span> </div><div class="t m0 x1 h4 ybc ff3 fs1 fc0 sc0 ls0 ws0">KRS 505979. Spółka z<span class="_ _17"></span>ostała zarejestrowana w dniu 11 <span class="_ _17"></span>kw<span class="_ _5"></span>ietnia 2014 roku.  </div><div class="t m0 x1 h4 ybd ff3 fs1 fc0 sc0 ls0 ws0">Spółka posiada numer i<span class="_ _17"></span>d<span class="_ _5"></span>entyﬁkacji podatk<span class="_ _17"></span>owej NIP 592<span class="_ _2"></span>-21-37-980 oraz numer REGON 220341682.  </div><div class="t m0 x1 h4 ybe ff3 fs1 fc0 sc0 ls0 ws0">Od 8 stycznia 2015 rok<span class="_ _17"></span>u akcje <span class="_ _17"></span>Spółki są notowan<span class="_ _5"></span>e na Giełdzie Papierów W<span class="_ _7"></span>artościowych w W<span class="_ _17"></span>arszawi<span class="_ _17"></span>e. </div><div class="t m0 x1 h29 ybf ff4 fsa fc2 sc0 ls0 ws0">Czas trwania Spółki </div><div class="t m0 x1 h4 yc0 ff3 fs1 fc0 sc0 ls0 ws0">Czas trwania Spółki nie jest o<span class="_ _17"></span>z<span class="_ _5"></span>naczon<span class="_ _17"></span>y<span class="_ _17"></span>.  </div><div class="t m0 x1 h29 yc1 ff4 fsa fc2 sc0 ls0 ws0">Podstawowy przedmiot działalności: </div><div class="t m0 x1 h4 yc2 ff3 fs1 fc0 sc0 ls0 ws0">Podstawo<span class="_ _2"></span>wym przedmi<span class="_ _17"></span>o<span class="_ _5"></span>tem działalności Spółki wg KRS są: </div><div class="t m0 x6 h1d yc3 ff4 fsb fc0 sc0 ls0 ws0">Nazwa <span class="_ _34"> </span>PKD </div><div class="t m0 x6 h1b yc4 ff3 fsb fc0 sc0 ls0 ws0">Działalność ho<span class="_ _17"></span>ldingów finansowych<span class="_ _17"></span> <span class="_ _35"> </span>PKD – 64.20 </div><div class="t m0 x6 h1b yc5 ff3 fsb fc0 sc0 ls0 ws0">Działalność r<span class="_ _17"></span>achunk<span class="_ _17"></span>owo-k<span class="_ _17"></span>s<span class="_ _5"></span>ięgowa, do<span class="_ _17"></span>radztwo podatk<span class="_ _17"></span>owe <span class="_ _36"> </span>PKD – 69.20Z<span class="_ _2"></span> </div><div class="t m0 x6 h1b yc6 ff3 fsb fc0 sc0 ls0 ws0">Działaność fir<span class="_ _17"></span>m centralnych (he<span class="_ _17"></span>ad offices) i holdingów<span class="_ _7"></span>, z wyłączen<span class="_ _2"></span>iem holdingó<span class="_ _17"></span>w<span class="_ _5"></span> finanso<span class="_ _17"></span>w<span class="_ _5"></span>ych <span class="_ _37"> </span>PKD – 70.10.<span class="_ _17"></span> </div><div class="t m0 x6 h1b yc7 ff3 fsb fc0 sc0 ls0 ws0">Roboty związan<span class="_ _17"></span>e z<span class="_ _5"></span> wznosz<span class="_ _17"></span>eniem budynk<span class="_ _17"></span>ów mieszk<span class="_ _17"></span>alnych i niemie<span class="_ _2"></span>szka<span class="_ _2"></span>lnych<span class="_ _17"></span> <span class="_ _38"> </span>PKD – 41.20 </div><div class="t m0 x6 h1b yc8 ff3 fsb fc0 sc0 ls0 ws0">Sprzedaż d<span class="_ _17"></span>etaliczna paliw do poja<span class="_ _2"></span>zdów siln<span class="_ _17"></span>i<span class="_ _5"></span>k<span class="_ _17"></span>owych na sta<span class="_ _17"></span>cj<span class="_ _5"></span>ach paliw<span class="_ _17"></span> <span class="_ _39"> </span>PKD – 47.30.Z </div><div class="t m0 x6 h1b yc9 ff3 fsb fc0 sc0 ls0 ws0">Wydob<span class="_ _17"></span>ywanie żwiru i piask<span class="_ _17"></span>u;<span class="_ _5"></span> wydo<span class="_ _17"></span>bywanie gliny i k<span class="_ _17"></span>aolinu <span class="_ _30"> </span>PKD – 08.12.Z </div><div class="t m0 x6 h1b yca ff3 fsb fc0 sc0 ls0 ws0">Produk<span class="_ _17"></span>cja k<span class="_ _17"></span>onstruk<span class="_ _17"></span>cji metalowy<span class="_ _2"></span>ch i ich częś<span class="_ _17"></span>c<span class="_ _5"></span>i <span class="_ _3a"> </span>PKD – 25.11.Z </div><div class="t m0 x6 h1b ycb ff3 fsb fc0 sc0 ls0 ws0">Wynajem i dz<span class="_ _17"></span>i<span class="_ _5"></span>erża<span class="_ _17"></span>wa maszyn i urz<span class="_ _17"></span>ądzeń budowlan<span class="_ _17"></span>ych <span class="_ _3b"> </span>PKD – 77.32 Z </div></div><div class="pi" ></div></div><div id="pf6" class="pf w0 h0" ><div class="pc pc6 w0 h0"><img class="bi x11 ycc wc h2a" alt="" 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"/><div class="t m0 x1 h2 y1 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 ya8 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h3 y53 ff1 fs0 fc1 sc0 ls0 ws0">Jednostkowe sprawozdanie ﬁnansowe Dekpol S.A.<span class="ff2"> <span class="_ _14"> </span> <span class="_ _1"> </span><span class="ff3 fc0">za <span class="_ _2"></span>okres od 01.01.2023 do 31.12.2023</span></span></div><div class="t m0 x3c h4 y54 ff3 fs1 fc0 sc0 ls0 ws0"> <span class="_ _3"></span> </div><div class="t m0 x35 hf y53 ff3 fs0 fc0 sc0 ls0 ws0"> (dane w tys.zł)</div><div class="t m0 x3d h4 y54 ff3 fs1 fc0 sc0 ls0 ws0"> <span class="_ _31"> </span> <span class="_ _4"> </span> </div><div class="t m0 x3e h3 y53 ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 xe h5 ya9 ff1 fs2 fc0 sc0 ls0 ws0">6</div><div class="t m0 x13 h16 y56 ff4 fs9 fc5 sc0 ls0 ws0">Wprowadzenie</div><div class="c x14 y57 wd h17"><div class="t m0 x0 h16 y58 ff4 fs9 fc5 sc0 ls0 ws0"> </div></div><div class="t m0 x15 h18 y59 ff1 fs9 fc6 sc0 ls0 ws0">Sprawozdanie  </div><div class="t m0 x15 h18 y5a ff1 fs9 fc6 sc0 ls0 ws0">z sytuacji </div><div class="t m0 x15 h18 y5b ff1 fs9 fc6 sc0 ls0 ws0">ﬁnansowej </div><div class="t m0 x16 h18 y5c ff1 fs9 fc6 sc0 ls0 ws0">Sprawozdanie  </div><div class="t m0 x16 h18 y5d ff1 fs9 fc6 sc0 ls0 ws0">z całkowitych  </div><div class="t m0 x16 h18 y5e ff1 fs9 fc6 sc0 ls0 ws0">dochodów </div><div class="t m0 x17 h18 y5f ff1 fs9 fc6 sc0 ls0 ws0">Sprawozdanie  </div><div class="t m0 x17 h18 y60 ff1 fs9 fc6 sc0 ls0 ws0">z przepływów </div><div class="t m0 x17 h18 y61 ff1 fs9 fc6 sc0 ls0 ws0">pieniężnych </div><div class="t m0 x18 h18 y5c ff1 fs9 fc6 sc0 ls0 ws0">Sprawozdanie  </div><div class="t m0 x18 h18 y5d ff1 fs9 fc6 sc0 ls0 ws0">ze zmian w kapitale </div><div class="t m0 x18 h18 y5e ff1 fs9 fc6 sc0 ls0 ws0">własnym </div><div class="t m0 x19 h18 y62 ff1 fs9 fc6 sc0 ls0 ws0">Dodatkowe  </div><div class="t m0 x19 h18 y63 ff1 fs9 fc6 sc0 ls0 ws0">noty  </div><div class="t m0 x19 h18 y64 ff1 fs9 fc6 sc0 ls0 ws0">objaśniające </div><div class="t m0 x1 h29 ycd ff4 fsa fc2 sc0 ls0 ws0">Prez<span class="_ _17"></span>ent<span class="_ _5"></span>owane okresy<span class="_ _17"></span> s<span class="_ _5"></span>prawo<span class="_ _2"></span>zda<span class="_ _17"></span>wcze </div><div class="t m0 x1 h4 yce ff3 fs1 fc0 sc0 ls0 ws0">Spra<span class="_ _17"></span>wozdanie <span class="_ _5"></span>ﬁna<span class="_ _5"></span>nsowe <span class="_ _5"></span>jest <span class="_ _5"></span>prezentowane <span class="_ _5"></span>za <span class="_ _5"></span>okres <span class="_ _32"></span>od <span class="_ _5"></span>1 <span class="_ _32"></span>stycznia <span class="_ _32"></span>2023 <span class="_ _5"></span>roku <span class="_ _5"></span>do<span class="_ _5"></span> <span class="_ _5"></span>31 grudnia <span class="_ _32"></span>2023 <span class="_ _5"></span>roku, <span class="_ _5"></span>po<span class="_ _5"></span>równa<span class="_ _17"></span>wcze </div><div class="t m0 x1 h4 ycf ff3 fs1 fc0 sc0 ls0 ws0">dane ﬁnansowe <span class="_ _17"></span>są preze<span class="_ _17"></span>n<span class="_ _5"></span>towane z<span class="_ _17"></span>a okres od  <span class="_ _17"></span>1 stycznia <span class="_ _17"></span>2022 roku <span class="_ _17"></span>do<span class="_ _5"></span> 31<span class="_ _17"></span> grudnia 2022 <span class="_ _17"></span>roku. Spółk<span class="_ _17"></span>a Dekpol S.A. <span class="_ _17"></span>spor<span class="_ _5"></span>zą<span class="_ _17"></span>-</div><div class="t m0 x1 h4 yd0 ff3 fs1 fc0 sc0 ls0 ws0">dza sk<span class="_ _17"></span>onsolidowane spra<span class="_ _17"></span>wozdanie ﬁnansowe<span class="_ _17"></span>.  </div><div class="t m0 x1 h2b yd1 ff2 fsa fc2 sc3 ls0 ws0">Skład<span class="_ _5"></span> <span class="_ _5"></span>osobo<span class="_ _5"></span>wy<span class="_ _5"></span> Zar<span class="_ _5"></span>ządu <span class="_ _5"></span>i <span class="_ _5"></span>ra<span class="_ _5"></span>dy<span class="_ _5"></span> <span class="_ _5"></span>nadz<span class="_ _5"></span>o<span class="_ _5"></span>rczej<span class="_ _5"></span> Em<span class="_ _32"></span>i<span class="_ _5"></span>tent<span class="_ _5"></span>a<span class="_ _3c"> </span> </div><div class="t m0 x1 h4 yd2 ff3 fs1 fc0 sc0 ls0 ws0">Zarząd Emitenta składa <span class="_ _5"></span>się z jednego albo<span class="_ _5"></span> więk<span class="_ _2"></span>szej liczb<span class="_ _17"></span>y cz<span class="_ _5"></span>łonkó<span class="_ _17"></span>w.<span class="_ _17"></span> J<span class="_ _5"></span>ednemu z cz<span class="_ _5"></span>łonk<span class="_ _17"></span>ów Zarządu Rada Nad<span class="_ _5"></span>zorc<span class="_ _17"></span>za <span class="_ _5"></span>po-</div><div class="t m0 x1 h4 yd3 ff3 fs1 fc0 sc0 ls0 ws0">wierza funk<span class="_ _17"></span>cję Prezesa Zarządu, jest pon<span class="_ _5"></span>adto możliwe powierzenie innym członk<span class="_ _17"></span>om f<span class="_ _5"></span>unk<span class="_ _17"></span>cji wiceprezesów Zarządu. Ka<span class="_ _17"></span>-</div><div class="t m0 x1 h4 yd4 ff3 fs1 fc0 sc0 ls0 ws0">dencja członkó<span class="_ _17"></span>w Zarządu trwa pięć lat i nie jest wspólna.  </div><div class="t m0 x1 h4 yd5 ff3 fs1 fc0 sc0 ls0 ws0">Skład Zarządu <span class="_ _2"></span>Dekpol S.A. na d<span class="_ _5"></span>zień  31 grudnia 2023 rok<span class="_ _17"></span>u oraz na<span class="_ _5"></span> dzień publik<span class="_ _17"></span>acji niniejszego sprawo<span class="_ _17"></span>zdania: </div><div class="t m0 x6 h1d yd6 ff4 fsb fc0 sc0 ls0 ws0">Imię i nazwisk<span class="_ _17"></span>o <span class="_ _3d"> </span>Pełniona funk<span class="_ _17"></span>cja </div><div class="t m0 x6 h1b yd7 ff3 fsb fc0 sc0 ls0 ws0">Mariusz T<span class="_ _7"></span>uchlin <span class="_ _3e"> </span>Preze<span class="_ _17"></span>s Zarządu </div><div class="t m0 x6 h1b yb0 ff3 fsb fc0 sc0 ls0 ws0">Katarzyna <span class="_ _17"></span>Szymczak<span class="_ _7"></span>-Dampc <span class="_ _29"> </span>Wiceprez<span class="_ _17"></span>es Zarządu </div><div class="t m0 x1 h4 yd8 ff3 fs1 fc0 sc0 ls0 ws0">Nie nastąp<span class="_ _5"></span>iły żadne zmiany w <span class="_ _5"></span>składzie Zarządu De<span class="_ _5"></span>kpol S.A. <span class="_ _5"></span>w 2023 roku oraz do<span class="_ _5"></span> dnia <span class="_ _5"></span>publikacji niniejszego spra<span class="_ _2"></span>wozda<span class="_ _17"></span>-</div><div class="t m0 x1 h4 yd9 ff3 fs1 fc0 sc0 ls0 ws0">nia. </div><div class="t m0 x1 h4 yda ff3 fs1 fc0 sc0 ls0 ws0">Statut Dekpol S.A. <span class="_ _17"></span>przewiduje, iż <span class="_ _17"></span>Rad<span class="_ _5"></span>a Nadzorcz<span class="_ _17"></span>a składa się z trzech <span class="_ _17"></span>do pięciu członkó<span class="_ _17"></span>w,<span class="_ _17"></span> natomias<span class="_ _5"></span>t <span class="_ _2"></span>w przypadku <span class="_ _17"></span>uzyska-</div><div class="t m0 x1 h4 ydb ff3 fs1 fc0 sc0 ls0 ws0">nia <span class="_ _5"></span>przez <span class="_ _5"></span>Emitenta <span class="_ _32"></span>statusu <span class="_ _5"></span>spółki <span class="_ _5"></span>publicznej <span class="_ _32"></span>z <span class="_ _5"></span>p<span class="_ _5"></span>ięciu <span class="_ _5"></span>do <span class="_ _32"></span>siedmiu <span class="_ _5"></span>człon<span class="_ _5"></span>k<span class="_ _17"></span>ów<span class="_ _17"></span>. <span class="_ _5"></span>Powołanie, <span class="_ _5"></span>jak <span class="_ _5"></span>również <span class="_ _5"></span>odwołanie, <span class="_ _5"></span>członkó<span class="_ _17"></span>w </div><div class="t m0 x1 h4 ydc ff3 fs1 fc0 sc0 ls0 ws0">Rady Nadzorc<span class="_ _2"></span>zej następuj<span class="_ _17"></span>e<span class="_ _5"></span> w <span class="_ _2"></span>drodze <span class="_ _17"></span>uchwały W<span class="_ _7"></span>aln<span class="_ _5"></span>ego Zgro<span class="_ _2"></span>madzenia. <span class="_ _17"></span> Organ ten dok<span class="_ _17"></span>onuje wyboru <span class="_ _17"></span>P<span class="_ _5"></span>rzewodniczącego<span class="_ _17"></span> </div><div class="t m0 x1 h4 ydd ff3 fs1 fc0 sc0 ls0 ws0">Rady <span class="_ _2"></span>Nadzorcz<span class="_ _17"></span>e<span class="_ _5"></span>j, <span class="_ _17"></span>może <span class="_ _17"></span>również <span class="_ _17"></span>powierzyć funk<span class="_ _17"></span>cję <span class="_ _17"></span>Wicep<span class="_ _5"></span>rze<span class="_ _2"></span>wodniczącego i<span class="_ _17"></span>nnemu członk<span class="_ _17"></span>owi. <span class="_ _17"></span>Kadencja członk<span class="_ _17"></span>ów <span class="_ _2"></span>Rady </div><div class="t m0 x1 h4 yde ff3 fs1 fc0 sc0 ls0 ws0">Nadzorcz<span class="_ _17"></span>e<span class="_ _5"></span>j tr<span class="_ _17"></span>wa<span class="_ _5"></span> pięć lat i nie jest wspólna. </div><div class="t m0 x1 h4 ydf ff3 fs1 fc0 sc0 ls0 ws0">Skład Rady Nadzorcz<span class="_ _17"></span>ej Dekpol S.A. na dzień<span class="_ _5"></span> 31 grudnia 202<span class="_ _17"></span>3<span class="_ _5"></span> roku oraz na dzień publik<span class="_ _17"></span>acji niniejszego spra<span class="_ _17"></span>wozdania: </div><div class="t m0 x6 h1d ye0 ff4 fsb fc0 sc0 ls0 ws0">Imię i nazwisk<span class="_ _17"></span>o <span class="_ _3f"> </span>Pełniona funk<span class="_ _17"></span>cja </div><div class="t m0 x6 h1b ye1 ff3 fsb fc0 sc0 ls0 ws0">Roman Suszek<span class="_ _17"></span> <span class="_ _40"> </span>Przewodn<span class="_ _17"></span>iczący Rady Nadz<span class="_ _17"></span>orczej<span class="_ _2"></span> </div><div class="t m0 x6 h1b ye2 ff3 fsb fc0 sc0 ls0 ws0">Jacek Grzywacz<span class="_ _17"></span> <span class="_ _41"> </span>Wiceprze<span class="_ _17"></span>wodniczący Rady <span class="_ _17"></span>Nadzorcze<span class="_ _17"></span>j </div><div class="t m0 x6 h1b ye3 ff3 fsb fc0 sc0 ls0 ws0">Jacek K<span class="_ _17"></span>ędzierski <span class="_ _e"> </span>Członek Rady Nadz<span class="_ _17"></span>orczej<span class="_ _2"></span> </div><div class="t m0 x6 h1b ye4 ff3 fsb fc0 sc0 ls0 ws0">Grzegorz <span class="_ _17"></span>Wąsa<span class="_ _17"></span>c<span class="_ _5"></span>z <span class="_ _42"> </span>Członek Rady Nadz<span class="_ _17"></span>orczej<span class="_ _2"></span> </div><div class="t m0 x6 h1b ye5 ff3 fsb fc0 sc0 ls0 ws0">W<span class="_ _17"></span>ojciech Sobczak<span class="_ _2"></span> <span class="_ _43"> </span>Członek Rady Nadz<span class="_ _17"></span>orczej<span class="_ _2"></span> </div><div class="t m0 x1 h4 ye6 ff3 fs1 fc0 sc0 ls0 ws0">W 2023 rok<span class="_ _2"></span>u skład Rady Nadzorcz<span class="_ _17"></span>ej Dekpol S.A. nie uległ zmianie. </div><div class="t m0 x1 h2b ye7 ff2 fsa fc2 sc3 ls0 ws0">J<span class="_ _5"></span>ednos<span class="_ _5"></span>tk<span class="_ _5"></span>i<span class="_ _5"></span> <span class="_ _5"></span>p<span class="_ _5"></span>odpo<span class="_ _5"></span>rzą<span class="_ _32"></span>dkowane i<span class="_ _5"></span> po<span class="_ _5"></span>wi<span class="_ _5"></span>ąza<span class="_ _32"></span>n<span class="_ _5"></span>e<span class="_ _0"> </span> </div><div class="t m0 x1 h4 ye8 ff3 fs1 fc0 sc0 ls0 ws0">W<span class="_ _17"></span>edług stanu na dzień <span class="_ _17"></span>31 grudnia 2023 rok<span class="_ _17"></span>u w <span class="_ _17"></span>s<span class="_ _5"></span>kład Grupy Kapitało<span class="_ _17"></span>wej Dekpol wchodził Dekpol <span class="_ _17"></span>S.A. jak<span class="_ _17"></span>o<span class="_ _5"></span> podmiot <span class="_ _17"></span>domi-</div><div class="t m0 x1 h4 ye9 ff3 fs1 fc0 sc0 ls0 ws0">nujący or<span class="_ _17"></span>az<span class="_ _5"></span> spółki bezpośrednio <span class="_ _2"></span>lub pośrednio zależne od Dekpol S.A.  </div><div class="t m0 x1 h4 yea ff3 fs1 fc0 sc0 ls0 ws0">Strukturę <span class="_ _32"></span>organizacyjną <span class="_ _32"></span>Grupy <span class="_ _32"></span>Kapitałowej <span class="_ _2f"></span>Dekpol <span class="_ _2f"></span>na <span class="_ _2f"></span>dzień <span class="_ _2f"></span>31 <span class="_ _32"></span>grudnia <span class="_ _44"></span>2023 <span class="_ _32"></span>roku <span class="_ _2f"></span>oraz <span class="_ _32"></span>na <span class="_ _2f"></span>dz<span class="_ _5"></span>ień <span class="_ _32"></span>p<span class="_ _5"></span>ublik<span class="_ _17"></span>acji <span class="_ _2f"></span>niniejszego </div><div class="t m0 x1 h4 yeb ff3 fs1 fc0 sc0 ls0 ws0">spra<span class="_ _17"></span>wozdania, przedsta<span class="_ _17"></span>wion<span class="_ _5"></span>o na poniższym <span class="_ _17"></span>s<span class="_ _5"></span>chemacie: </div><div class="t m0 x1 h4 yec ff3 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h4 yed ff3 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h4 yee ff3 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h4 yef ff3 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h4 yf0 ff3 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="pi" ></div></div><div id="pf7" class="pf w0 h0" ><div class="pc pc7 w0 h0"><img class="bi x3f yf1 w20 h2c" alt="" 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"/><div class="t m0 x1 h2 y1 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 ya8 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h3 y53 ff1 fs0 fc1 sc0 ls0 ws0">Jednostkowe sprawozdanie ﬁnansowe Dekpol S.A.<span class="ff2"> <span class="_ _14"> </span> <span class="_ _1"> </span><span class="ff3 fc0">za <span class="_ _2"></span>okres od 01.01.2023 do 31.12.2023</span></span></div><div class="t m0 x3c h4 y54 ff3 fs1 fc0 sc0 ls0 ws0"> <span class="_ _3"></span> </div><div class="t m0 x35 hf y53 ff3 fs0 fc0 sc0 ls0 ws0"> (dane w tys.zł)</div><div class="t m0 x3d h4 y54 ff3 fs1 fc0 sc0 ls0 ws0"> <span class="_ _31"> </span> <span class="_ _4"> </span> </div><div class="t m0 x3e h3 y53 ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 xe h5 ya9 ff1 fs2 fc0 sc0 ls0 ws0">7</div><div class="t m0 x13 h16 y56 ff4 fs9 fc5 sc0 ls0 ws0">Wprowadzenie</div><div class="c x14 y57 wd h17"><div class="t m0 x0 h16 y58 ff4 fs9 fc5 sc0 ls0 ws0"> </div></div><div class="t m0 x15 h18 y59 ff1 fs9 fc6 sc0 ls0 ws0">Sprawozdanie  </div><div class="t m0 x15 h18 y5a ff1 fs9 fc6 sc0 ls0 ws0">z sytuacji </div><div class="t m0 x15 h18 y5b ff1 fs9 fc6 sc0 ls0 ws0">ﬁnansowej </div><div class="t m0 x16 h18 y5c ff1 fs9 fc6 sc0 ls0 ws0">Sprawozdanie  </div><div class="t m0 x16 h18 y5d ff1 fs9 fc6 sc0 ls0 ws0">z całkowitych  </div><div class="t m0 x16 h18 y5e ff1 fs9 fc6 sc0 ls0 ws0">dochodów </div><div class="t m0 x17 h18 y5f ff1 fs9 fc6 sc0 ls0 ws0">Sprawozdanie  </div><div class="t m0 x17 h18 y60 ff1 fs9 fc6 sc0 ls0 ws0">z przepływów </div><div class="t m0 x17 h18 y61 ff1 fs9 fc6 sc0 ls0 ws0">pieniężnych </div><div class="t m0 x18 h18 y5c ff1 fs9 fc6 sc0 ls0 ws0">Sprawozdanie  </div><div class="t m0 x18 h18 y5d ff1 fs9 fc6 sc0 ls0 ws0">ze zmian w kapitale </div><div class="t m0 x18 h18 y5e ff1 fs9 fc6 sc0 ls0 ws0">własnym </div><div class="t m0 x19 h18 y62 ff1 fs9 fc6 sc0 ls0 ws0">Dodatkowe  </div><div class="t m0 x19 h18 y63 ff1 fs9 fc6 sc0 ls0 ws0">noty  </div><div class="t m0 x19 h18 y64 ff1 fs9 fc6 sc0 ls0 ws0">objaśniające </div><div class="t m0 x1 h2d yf2 ff1 fsd fc4 sc0 ls0 ws0">STR<span class="_ _5"></span>U<span class="_ _5"></span>K<span class="_ _5"></span>T<span class="_ _5"></span>UR<span class="_ _5"></span>Ę<span class="_ _5"></span> <span class="_ _5"></span>O<span class="_ _5"></span>R<span class="_ _5"></span>G<span class="_ _5"></span>AN<span class="_ _5"></span>I<span class="_ _5"></span>Z<span class="_ _5"></span>ACY<span class="_ _17"></span>JN<span class="_ _5"></span>Ą <span class="_ _5"></span>GR<span class="_ _5"></span>U<span class="_ _5"></span>P<span class="_ _5"></span>Y <span class="_ _5"></span>K<span class="_ _5"></span>A<span class="_ _5"></span>PI<span class="_ _5"></span>TAŁOWE<span class="_ _32"></span>J <span class="_ _5"></span>DE<span class="_ _5"></span>K<span class="_ _5"></span>P<span class="_ _5"></span>O<span class="_ _5"></span>L </div><div class="t m0 x1 h4 yf3 ff3 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h4 yf4 ff3 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h4 yf5 ff3 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h4 yf6 ff3 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h4 yf7 ff3 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h4 yf8 ff3 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h4 yf9 ff3 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h4 yfa ff3 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h4 yfb ff3 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h4 yfc ff3 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h4 yfd ff3 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h4 yfe ff3 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h4 yff ff3 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h4 y100 ff3 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h4 y101 ff3 fs1 fc0 sc0 ls0 ws0">*Dekpol <span class="_ _17"></span>Kamesznica <span class="_ _17"></span>Sp. <span class="_ _17"></span>z <span class="_ _17"></span>o.o. <span class="_ _17"></span>– <span class="_ _17"></span>spółka <span class="_ _17"></span>wpisan<span class="_ _5"></span>a <span class="_ _17"></span>do Kr<span class="_ _17"></span>ajowego Rejestru <span class="_ _17"></span>Sądowego <span class="_ _17"></span>w <span class="_ _2"></span>dniu <span class="_ _17"></span>9 stycznia <span class="_ _17"></span>2024 <span class="_ _17"></span>roku <span class="_ _17"></span>(zdarzenie </div><div class="t m0 x1 h4 y102 ff3 fs1 fc0 sc0 ls0 ws0">po dniu bilansowym) </div><div class="t m0 x1 h4 y103 ff3 fs1 fc0 sc0 ls0 ws0">*Dekpol <span class="_ _5"></span>Inwestycje <span class="_ _5"></span>Mar<span class="_ _5"></span>ina <span class="_ _5"></span>Zewnętrzna<span class="_ _5"></span> <span class="_ _5"></span>Sp. <span class="_ _5"></span>z <span class="_ _5"></span>o.o. <span class="_ _5"></span>- <span class="_ _5"></span>spółka <span class="_ _5"></span>w<span class="_ _5"></span>pisana <span class="_ _32"></span>do <span class="_ _32"></span>Krajowego <span class="_ _5"></span>Rejestru <span class="_ _32"></span>Sądowego <span class="_ _32"></span>w <span class="_ _5"></span>dniu <span class="_ _32"></span>26<span class="_ _5"></span> <span class="_ _5"></span>marca </div><div class="t m0 x1 h4 y104 ff3 fs1 fc0 sc0 ls0 ws0">2024 rok<span class="_ _2"></span>u (zdarz<span class="_ _2"></span>enie po dniu bilansowym) </div><div class="t m0 x1 h4 y105 ff3 fs1 fc0 sc0 ls0 ws0">*Dekpol <span class="_ _17"></span>Inwestycje K<span class="_ _17"></span>atowice Sp. <span class="_ _17"></span>z o<span class="_ _17"></span>.o. <span class="_ _2"></span>– spółk<span class="_ _17"></span>a<span class="_ _5"></span> <span class="_ _17"></span>wpisan<span class="_ _5"></span>a <span class="_ _2"></span>do Kraj<span class="_ _17"></span>oweg<span class="_ _5"></span>o <span class="_ _2"></span>Rejestru <span class="_ _17"></span>Sądowego w <span class="_ _17"></span>dn<span class="_ _5"></span>iu 1<span class="_ _17"></span>7<span class="_ _5"></span> kwietnia <span class="_ _17"></span>2024<span class="_ _5"></span> <span class="_ _17"></span>(zda-</div><div class="t m0 x1 h4 y106 ff3 fs1 fc0 sc0 ls0 ws0">rzenie po dniu bilansowym) </div><div class="t m0 x1 h4 y107 ff3 fs1 fc0 sc0 ls0 ws0">W<span class="_ _17"></span>szystkie spółki zaprez<span class="_ _17"></span>ent<span class="_ _5"></span>owane na powy<span class="_ _2"></span>ższym schemacie podlegają k<span class="_ _17"></span>onsolidacji metodą pełną. Szerszy opis działal-</div><div class="t m0 x1 h4 y108 ff3 fs1 fc0 sc0 ls0 ws0">ności i powiąz<span class="_ _17"></span>a<span class="_ _5"></span>ń pomiędzy Spółkami z Grup<span class="_ _17"></span>y Dekp<span class="_ _5"></span>ol znajduje się w dalszej cz<span class="_ _2"></span>ęści spra<span class="_ _17"></span>wozdania. </div><div class="t m0 x1 h29 y109 ff4 fsa fc2 sc0 ls0 ws0">Inne podmiot<span class="_ _5"></span>y<span class="_ _7"></span>, w których uczestniczą podmioty z Gru<span class="_ _5"></span>p<span class="_ _17"></span>y Kapitałowej Dek<span class="_ _5"></span>pol  </div><div class="t m0 x1 h4 y10a ff3 fs1 fc1 sc0 ls0 ws0">Podmioty <span class="_ _17"></span>z Grupy <span class="_ _17"></span>Kapitałowej <span class="_ _17"></span>Dekpo<span class="_ _5"></span>l <span class="_ _17"></span>uczestniczą <span class="_ _2"></span>również <span class="_ _17"></span>w c<span class="_ _17"></span>h<span class="_ _5"></span>arakterze <span class="_ _17"></span>wspólnikó<span class="_ _17"></span>w następując<span class="_ _17"></span>ych podmiotów<span class="_ _7"></span>, nie <span class="_ _17"></span>na-</div><div class="t m0 x1 h4 y10b ff3 fs1 fc1 sc0 ls0 ws0">leżąc<span class="_ _17"></span>ych<span class="_ _5"></span> do Grup<span class="_ _2"></span>y Dekpol (spółki stowarzyszone): </div><div class="t m0 x3b h4 y10c ff3 fs1 fc1 sc0 ls0 ws0">1.<span class="ff8"> <span class="_ _45"> </span></span>Dekpol SPV<span class="_ _17"></span> 1 sp<span class="_ _17"></span>. z o<span class="_ _17"></span>.o.<span class="_ _17"></span> – podmiot powołan<span class="_ _17"></span>y w <span class="_ _2"></span>celu realiz<span class="_ _17"></span>acji projektów <span class="_ _17"></span>inwestycyjn<span class="_ _17"></span>ych wraz <span class="_ _17"></span>z<span class="_ _5"></span> podmiotem <span class="_ _17"></span>zależ-</div><div class="t m0 x40 h4 y10d ff3 fs1 fc1 sc0 ls0 ws0">nym <span class="_ _5"></span>Prezesa <span class="_ _5"></span>Zar<span class="_ _5"></span>ządu <span class="_ _5"></span>Emitent<span class="_ _5"></span>a, <span class="_ _5"></span><span class="fc0">O<span class="_ _5"></span>MT <span class="_ _5"></span>Holding <span class="_ _2f"></span>Spółką <span class="_ _5"></span>z <span class="_ _32"></span>og<span class="_ _5"></span>raniczoną <span class="_ _5"></span>o<span class="_ _5"></span>dpowiedzialnością. <span class="_ _32"></span>Dekpol <span class="_ _32"></span>S.A. <span class="_ _32"></span>p<span class="_ _5"></span>osiada </span></div><div class="t m0 x40 h4 y10e ff3 fs1 fc0 sc0 ls0 ws0">324 spośród 1.200 udziałó<span class="_ _17"></span>w w kapitale zakładowym <span class="_ _17"></span>tej spółki (wynoszącym 6<span class="_ _2"></span>0.000 złotyc<span class="_ _2"></span>h). W<span class="_ _17"></span><span class="fc1">ar<span class="_ _5"></span>tość udziałów </span></div><div class="t m0 x40 h4 y10f ff3 fs1 fc1 sc0 ls0 ws0">w DEKPOL SPV1 na dzień bilansowy wynosi 16.200 zł<span class="fc0"> </span></div><div class="t m0 x1 h4 y110 ffa fs1 fc0 sc0 ls0 ws0"> <span class="_ _30"> </span><span class="ff3"> </span></div></div><div class="pi" ></div></div><div id="pf8" class="pf w0 h0" ><div class="pc pc8 w0 h0"><img class="bi x11 y111 wc h2e" alt="" 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"/><div class="t m0 x1 h2 y1 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 ya8 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h3 y53 ff1 fs0 fc1 sc0 ls0 ws0">Jednostkowe sprawozdanie ﬁnansowe Dekpol S.A.<span class="ff2"> <span class="_ _14"> </span> <span class="_ _1"> </span><span class="ff3 fc0">za <span class="_ _2"></span>okres od 01.01.2023 do 31.12.2023</span></span></div><div class="t m0 x3c h4 y54 ff3 fs1 fc0 sc0 ls0 ws0"> <span class="_ _3"></span> </div><div class="t m0 x35 hf y53 ff3 fs0 fc0 sc0 ls0 ws0"> (dane w tys.zł)</div><div class="t m0 x3d h4 y54 ff3 fs1 fc0 sc0 ls0 ws0"> <span class="_ _31"> </span> <span class="_ _4"> </span> </div><div class="t m0 x3e h3 y53 ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 xe h5 ya9 ff1 fs2 fc0 sc0 ls0 ws0">8</div><div class="t m0 x13 h16 y56 ff4 fs9 fc5 sc0 ls0 ws0">Wprowadzenie</div><div class="c x14 y57 wd h17"><div class="t m0 x0 h16 y58 ff4 fs9 fc5 sc0 ls0 ws0"> </div></div><div class="t m0 x15 h18 y59 ff1 fs9 fc6 sc0 ls0 ws0">Sprawozdanie  </div><div class="t m0 x15 h18 y5a ff1 fs9 fc6 sc0 ls0 ws0">z sytuacji </div><div class="t m0 x15 h18 y5b ff1 fs9 fc6 sc0 ls0 ws0">ﬁnansowej </div><div class="t m0 x16 h18 y5c ff1 fs9 fc6 sc0 ls0 ws0">Sprawozdanie  </div><div class="t m0 x16 h18 y5d ff1 fs9 fc6 sc0 ls0 ws0">z całkowitych  </div><div class="t m0 x16 h18 y5e ff1 fs9 fc6 sc0 ls0 ws0">dochodów </div><div class="t m0 x17 h18 y5f ff1 fs9 fc6 sc0 ls0 ws0">Sprawozdanie  </div><div class="t m0 x17 h18 y60 ff1 fs9 fc6 sc0 ls0 ws0">z przepływów </div><div class="t m0 x17 h18 y61 ff1 fs9 fc6 sc0 ls0 ws0">pieniężnych </div><div class="t m0 x18 h18 y5c ff1 fs9 fc6 sc0 ls0 ws0">Sprawozdanie  </div><div class="t m0 x18 h18 y5d ff1 fs9 fc6 sc0 ls0 ws0">ze zmian w kapitale </div><div class="t m0 x18 h18 y5e ff1 fs9 fc6 sc0 ls0 ws0">własnym </div><div class="t m0 x19 h18 y62 ff1 fs9 fc6 sc0 ls0 ws0">Dodatkowe  </div><div class="t m0 x19 h18 y63 ff1 fs9 fc6 sc0 ls0 ws0">noty  </div><div class="t m0 x19 h18 y64 ff1 fs9 fc6 sc0 ls0 ws0">objaśniające </div><div class="t m0 x1 h4 yf2 ff3 fs1 fc0 sc0 ls0 ws0">Powiąz<span class="_ _2"></span>ania <span class="_ _44"></span>osobowe <span class="_ _2f"></span>z <span class="_ _44"></span>innym<span class="_ _17"></span>i <span class="_ _44"></span>spółkami, <span class="_ _32"></span>w <span class="_ _44"></span>których <span class="_ _2f"></span>Pan <span class="_ _2f"></span>Mariu<span class="_ _5"></span>sz <span class="_ _32"></span>T<span class="_ _17"></span>uchlin <span class="_ _2f"></span>(pełniący <span class="_ _2f"></span>f<span class="_ _5"></span>unk<span class="_ _17"></span>cje <span class="_ _2f"></span>Prezesa <span class="_ _32"></span>Zarządu <span class="_ _44"></span>Emitenta <span class="_ _2f"></span>i </div><div class="t m0 x1 h4 y65 ff3 fs1 fc0 sc0 ls0 ws0">głównego udziałowca) jest znaczn<span class="_ _17"></span>ym udziałowcem wg stanu na dzień publikacji niniejszego spr<span class="_ _17"></span>awozdania: </div><div class="t m0 x6 h1d y112 ff4 fsb fc0 sc0 ls0 ws0">Nazwa Spółki<span class="_ _17"></span> <span class="_ _46"> </span>KRS <span class="_ _47"> </span>Charakter powią<span class="_ _17"></span>zania   <span class="_ _48"> </span>Informacje o Spó<span class="_ _17"></span>łc<span class="_ _5"></span>e </div><div class="t m0 x6 h1b y113 ff3 fsb fc0 sc0 ls0 ws0">City Apa<span class="_ _17"></span>rt Management  </div><div class="t m0 x6 h1b y114 ff3 fsb fc0 sc0 ls0 ws0">Sp. z o<span class="_ _17"></span>.o.  <span class="_ _49"> </span>0000300191 </div><div class="t m0 x41 h1b y115 ff3 fsb fc0 sc0 ls0 ws0">98% udziałów <span class="_ _2"></span>i głosów nale<span class="_ _17"></span>ży do </div><div class="t m0 x41 h1b y116 ff3 fsb fc0 sc0 ls0 ws0">Grano Gro<span class="_ _17"></span>u<span class="_ _5"></span>p Sp<span class="_ _17"></span>. z o.o<span class="_ _17"></span>., 2 % udziałó<span class="_ _2"></span>w i </div><div class="t m0 x41 h1b y113 ff3 fsb fc0 sc0 ls0 ws0">głosów należy<span class="_ _17"></span> do City Apart <span class="_ _17"></span>M<span class="_ _5"></span>ana<span class="_ _2"></span>ge-</div><div class="t m0 x41 h1b y114 ff3 fsb fc0 sc0 ls0 ws0">ment Sol Marina<span class="_ _17"></span> S<span class="_ _5"></span>p. z<span class="_ _2"></span> o.<span class="_ _2"></span>o<span class="_ _17"></span>. </div><div class="t m0 x2c h1b y113 ff3 fsb fc0 sc0 ls0 ws0">Spółka pr<span class="_ _17"></span>owadzi działalność w<span class="_ _17"></span> b<span class="_ _5"></span>ranży<span class="_ _2"></span> </div><div class="t m0 x2c h1b y114 ff3 fsb fc0 sc0 ls0 ws0">hotelarskiej  </div><div class="t m0 x6 h1b y117 ff3 fsb fc0 sc0 ls0 ws0">Grano Gro<span class="_ _17"></span>u<span class="_ _5"></span>p  </div><div class="t m0 x6 h1b y118 ff3 fsb fc0 sc0 ls0 ws0">Sp. z o<span class="_ _17"></span>.o.  <span class="_ _49"> </span>0000629533 </div><div class="t m0 x41 h1b y117 ff3 fsb fc0 sc0 ls0 ws0">95% udziałów <span class="_ _2"></span>i głosów nale<span class="_ _17"></span>ży do Ma-</div><div class="t m0 x41 h1b y118 ff3 fsb fc0 sc0 ls0 ws0">riusza <span class="_ _17"></span>T<span class="_ _17"></span>uchlina </div><div class="t m0 x2c h1b y119 ff3 fsb fc0 sc0 ls0 ws0">Spółka pr<span class="_ _17"></span>owadzi działalność firm <span class="_ _17"></span>cen-</div><div class="t m0 x2c h1b y11a ff3 fsb fc0 sc0 ls0 ws0">traln<span class="_ _17"></span>ych i holdingów z wyłąc<span class="_ _17"></span>zeniem </div><div class="t m0 x2c h1b y73 ff3 fsb fc0 sc0 ls0 ws0">holdingów finan<span class="_ _17"></span>sowych – podmiot </div><div class="t m0 x2c h1b y11b ff3 fsb fc0 sc0 ls0 ws0">skupiający<span class="_ _17"></span> także udziały spó<span class="_ _17"></span>łek pro-</div><div class="t m0 x2c h1b y117 ff3 fsb fc0 sc0 ls0 ws0">wadzący<span class="_ _17"></span>ch działalność w bran<span class="_ _17"></span>ży ho-</div><div class="t m0 x2c h1b y118 ff3 fsb fc0 sc0 ls0 ws0">telarskiej </div><div class="t m0 x6 h1b y11c ff3 fsb fc0 sc0 ls0 ws0">OMT <span class="_ _2"></span>Serwis Mariusz </div><div class="t m0 x6 h1b y11d ff3 fsb fc0 sc0 ls0 ws0">T<span class="_ _7"></span>uchlin Sp. j. <span class="_ _1d"> </span>00008<span class="_ _17"></span>93460 </div><div class="t m0 x41 h1b y11e ff3 fsb fc0 sc0 ls0 ws0">Mariusz T<span class="_ _7"></span>uchlin posiada<span class="_ _2"></span> 90% udział w </div><div class="t m0 x41 h1b y11f ff3 fsb fc0 sc0 ls0 ws0">zysk<span class="_ _17"></span>ac<span class="_ _5"></span>h i strata<span class="_ _17"></span>ch spółki, jest takż<span class="_ _17"></span>e </div><div class="t m0 x41 h1b y11c ff3 fsb fc0 sc0 ls0 ws0">wspólnikiem upr<span class="_ _17"></span>awnionym<span class="_ _17"></span> do jej re-</div><div class="t m0 x41 h1b y11d ff3 fsb fc0 sc0 ls0 ws0">prez<span class="_ _17"></span>entacji </div><div class="t m0 x2c h1b y11e ff3 fsb fc0 sc0 ls0 ws0">Spółka pr<span class="_ _17"></span>owadzi działalność w<span class="_ _17"></span> b<span class="_ _5"></span>ranży<span class="_ _2"></span> </div><div class="t m0 x2c h1b y11f ff3 fsb fc0 sc0 ls0 ws0">wynajmu pojazd<span class="_ _17"></span>u osobowych i do<span class="_ _17"></span>-</div><div class="t m0 x2c h1b y11c ff3 fsb fc0 sc0 ls0 ws0">stawcz<span class="_ _17"></span>ych oraz maszyn i urz<span class="_ _17"></span>ądzeń </div><div class="t m0 x2c h1b y11d ff3 fsb fc0 sc0 ls0 ws0">budowlan<span class="_ _2"></span>ych<span class="_ _2"></span> </div><div class="t m0 x6 h1b y120 ff3 fsb fc0 sc0 ls0 ws0">City Apa<span class="_ _17"></span>rt Management  </div><div class="t m0 x6 h1b y121 ff3 fsb fc0 sc0 ls0 ws0">Sol Marina Sp<span class="_ _17"></span>. z o.o<span class="_ _17"></span>. <span class="_ _4a"> </span>0000711010 </div><div class="t m0 x41 h1b y120 ff3 fsb fc0 sc0 ls0 ws0">100% udziałów n<span class="_ _17"></span>al<span class="_ _5"></span>eży d<span class="_ _17"></span>o Grano Group </div><div class="t m0 x41 h1b y121 ff3 fsb fc0 sc0 ls0 ws0">Sp. z o<span class="_ _17"></span>.o.<span class="_ _17"></span>,<span class="_ _5"></span>  </div><div class="t m0 x2c h1b y120 ff3 fsb fc0 sc0 ls0 ws0">Spółka będz<span class="_ _17"></span>ie prowadzić dział<span class="_ _17"></span>al<span class="_ _5"></span>ność </div><div class="t m0 x2c h1b y121 ff3 fsb fc0 sc0 ls0 ws0">w branży h<span class="_ _2"></span>otelarskiej<span class="_ _17"></span> </div><div class="t m0 x6 h1b ydf ff3 fsb fc0 sc0 ls0 ws0">City Hotel Manage<span class="_ _17"></span>m<span class="_ _5"></span>ent </div><div class="t m0 x6 h1b y122 ff3 fsb fc0 sc0 ls0 ws0">Sp. z o<span class="_ _17"></span>.o.<span class="_ _2"></span> <span class="_ _4b"> </span>0000589930 </div><div class="t m0 x41 h1b ydf ff3 fsb fc0 sc0 ls0 ws0">100 % udziałów<span class="_ _17"></span> i<span class="_ _5"></span> głosów <span class="_ _17"></span>nal<span class="_ _5"></span>eży do<span class="_ _17"></span> </div><div class="t m0 x41 h1b y122 ff3 fsb fc0 sc0 ls0 ws0">Grano Gro<span class="_ _17"></span>u<span class="_ _5"></span>p Sp<span class="_ _17"></span>. z o.o<span class="_ _17"></span>. </div><div class="t m0 x2c h1b ydf ff3 fsb fc0 sc0 ls0 ws0">Spółka pr<span class="_ _17"></span>owadzi działalność w<span class="_ _17"></span> b<span class="_ _5"></span>ranży<span class="_ _2"></span> </div><div class="t m0 x2c h1b y122 ff3 fsb fc0 sc0 ls0 ws0">hotelarskiej </div><div class="t m0 x6 h1b y123 ff3 fsb fc0 sc0 ls0 ws0">OMT Ho<span class="_ _17"></span>ldi<span class="_ _5"></span>ng Sp<span class="_ _17"></span>. z o.o<span class="_ _17"></span>. <span class="_ _4c"> </span>0000852695 </div><div class="t m0 x41 h1b y124 ff3 fsb fc0 sc0 ls0 ws0">95% udziałów <span class="_ _2"></span>i głosów nale<span class="_ _17"></span>ży do Ma-</div><div class="t m0 x41 h1b y125 ff3 fsb fc0 sc0 ls0 ws0">riusza <span class="_ _17"></span>T<span class="_ _17"></span>uchlina (Prez<span class="_ _17"></span>es Zarządu w </div><div class="t m0 x41 h1b y123 ff3 fsb fc0 sc0 ls0 ws0">Spółce) </div><div class="t m0 x2c h1b y124 ff3 fsb fc0 sc0 ls0 ws0">Spółka pr<span class="_ _17"></span>owadzi działalność firm <span class="_ _17"></span>cen-</div><div class="t m0 x2c h1b y125 ff3 fsb fc0 sc0 ls0 ws0">traln<span class="_ _17"></span>ych i holdingów z wyłąc<span class="_ _17"></span>zeniem </div><div class="t m0 x2c h1b y123 ff3 fsb fc0 sc0 ls0 ws0">holdingów finan<span class="_ _17"></span>sowych </div><div class="t m0 x6 h1b y126 ff3 fsb fc0 sc0 ls0 ws0">OMT Nie<span class="_ _2"></span>ruchomości Sp<span class="_ _17"></span>. </div><div class="t m0 x6 h1b y107 ff3 fsb fc0 sc0 ls0 ws0">z o.<span class="_ _2"></span>o<span class="_ _17"></span>. <span class="_ _4d"> </span>0000849933 </div><div class="t m0 x41 h1b y127 ff3 fsb fc0 sc0 ls0 ws0">90% udziałów <span class="_ _2"></span>i głosów nale<span class="_ _17"></span>ży do Ma-</div><div class="t m0 x41 h1b y126 ff3 fsb fc0 sc0 ls0 ws0">riusza <span class="_ _17"></span>T<span class="_ _17"></span>uchlina (Prez<span class="_ _17"></span>es Zarządu w </div><div class="t m0 x41 h1b y107 ff3 fsb fc0 sc0 ls0 ws0">Spółce) </div><div class="t m0 x2c h1b y127 ff3 fsb fc0 sc0 ls0 ws0">Spółka pr<span class="_ _17"></span>owadzi działalność firm <span class="_ _17"></span>cen-</div><div class="t m0 x2c h1b y126 ff3 fsb fc0 sc0 ls0 ws0">traln<span class="_ _17"></span>ych i holdingów z wyłąc<span class="_ _17"></span>zeniem </div><div class="t m0 x2c h1b y107 ff3 fsb fc0 sc0 ls0 ws0">holdingów finan<span class="_ _17"></span>sowych </div><div class="t m0 x6 h1b y128 ff3 fsb fc0 sc0 ls0 ws0">City Apa<span class="_ _17"></span>rt Management  </div><div class="t m0 x6 h1b y129 ff3 fsb fc0 sc0 ls0 ws0">Pszenna <span class="_ _17"></span>S<span class="_ _5"></span>p. z <span class="_ _17"></span>o.o.<span class="_ _17"></span> <span class="_ _4e"> </span>0000710859 </div><div class="t m0 x41 h1b y12a ff3 fsb fc0 sc0 ls0 ws0">90% udziałów <span class="_ _2"></span>i głosów nale<span class="_ _17"></span>ży do Ma-</div><div class="t m0 x41 h1b y128 ff3 fsb fc0 sc0 ls0 ws0">riusza <span class="_ _17"></span>T<span class="_ _17"></span>uchlina (prok<span class="_ _17"></span>u<span class="_ _5"></span>rent <span class="_ _17"></span>w S<span class="_ _5"></span>półce), </div><div class="t m0 x41 h1b y129 ff3 fsb fc0 sc0 ls0 ws0">90% głosów </div><div class="t m0 x2c h1b y12a ff3 fsb fc0 sc0 ls0 ws0">Spółka pr<span class="_ _17"></span>owadzi działalność firm <span class="_ _17"></span>cen-</div><div class="t m0 x2c h1b y128 ff3 fsb fc0 sc0 ls0 ws0">traln<span class="_ _17"></span>ych i holdingów z wyłąc<span class="_ _17"></span>zeniem </div><div class="t m0 x2c h1b y129 ff3 fsb fc0 sc0 ls0 ws0">holdingów finan<span class="_ _17"></span>sowych </div><div class="t m0 x6 h1b y12b ff3 fsb fc0 sc0 ls0 ws0">C<span class="_ _17"></span>AM P<span class="_ _5"></span>szenna<span class="_ _17"></span> Sp. z o.<span class="_ _17"></span>o.  <span class="_ _4f"> </span> 0001004553 </div><div class="t m0 x41 h1b y12c ff3 fsb fc0 sc0 ls0 ws0">99,6 % udziałó<span class="_ _17"></span>w<span class="_ _5"></span> i głosów na<span class="_ _17"></span>leży do </div><div class="t m0 x41 h1b y12b ff3 fsb fc0 sc0 ls0 ws0">Grano Gro<span class="_ _17"></span>u<span class="_ _5"></span>p Sp<span class="_ _17"></span>. z o.o<span class="_ _17"></span>. </div><div class="t m0 x2c h1b y12c ff3 fsb fc0 sc0 ls0 ws0">Spółka pr<span class="_ _17"></span>owadzi działalność w<span class="_ _17"></span> b<span class="_ _5"></span>ranży<span class="_ _2"></span> </div><div class="t m0 x2c h1b y12b ff3 fsb fc0 sc0 ls0 ws0">hotelarskiej </div><div class="t m0 x6 h1b y12d ff3 fsb fc0 sc0 ls0 ws0">HLM <span class="_ _50"> </span>0000750704 </div><div class="t m0 x41 h1b y12e ff3 fsb fc0 sc0 ls0 ws0">100% udziałów <span class="_ _17"></span>i gł<span class="_ _5"></span>osów na<span class="_ _17"></span>l<span class="_ _5"></span>eży d<span class="_ _17"></span>o </div><div class="t m0 x41 h1b y12d ff3 fsb fc0 sc0 ls0 ws0">Grano Gro<span class="_ _17"></span>u<span class="_ _5"></span>p Sp<span class="_ _17"></span>. z o.o<span class="_ _17"></span>. </div><div class="t m0 x2c h1b y12f ff3 fsb fc0 sc0 ls0 ws0">Spółka pr<span class="_ _17"></span>owadzi działalność firm <span class="_ _17"></span>cen-</div><div class="t m0 x2c h1b y12e ff3 fsb fc0 sc0 ls0 ws0">traln<span class="_ _17"></span>ych i holdingów z wyłąc<span class="_ _17"></span>zeniem </div><div class="t m0 x2c h1b y12d ff3 fsb fc0 sc0 ls0 ws0">holdingów finan<span class="_ _17"></span>sowych </div></div><div class="pi" ></div></div><div id="pf9" class="pf w0 h0" ><div class="pc pc9 w0 h0"><img class="bi x11 y130 wc h2f" alt="" 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"/><div class="t m0 x1 h2 y1 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 ya8 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h3 y53 ff1 fs0 fc1 sc0 ls0 ws0">Jednostkowe sprawozdanie ﬁnansowe Dekpol S.A.<span class="ff2"> <span class="_ _14"> </span> <span class="_ _4f"> </span><span class="ff3 fc0">za okres od 01.01.2023 do 31.12.2023</span></span></div><div class="t m0 x3c h4 y54 ff3 fs1 fc0 sc0 ls0 ws0"> <span class="_ _3"></span> </div><div class="t m0 x35 hf y53 ff3 fs0 fc0 sc0 ls0 ws0"> (dane w tys.zł)</div><div class="t m0 x3d h4 y54 ff3 fs1 fc0 sc0 ls0 ws0"> <span class="_ _31"> </span> <span class="_ _4"> </span> </div><div class="t m0 x3e h3 y53 ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 xe h5 ya9 ff1 fs2 fc0 sc0 ls0 ws0">9</div><div class="t m0 x13 h16 y56 ff4 fs9 fc5 sc0 ls0 ws0">Wprowadzenie</div><div class="c x14 y57 wd h17"><div class="t m0 x0 h16 y58 ff4 fs9 fc5 sc0 ls0 ws0"> </div></div><div class="t m0 x15 h18 y59 ff1 fs9 fc6 sc0 ls0 ws0">Sprawozdanie  </div><div class="t m0 x15 h18 y5a ff1 fs9 fc6 sc0 ls0 ws0">z sytuacji </div><div class="t m0 x15 h18 y5b ff1 fs9 fc6 sc0 ls0 ws0">ﬁnansowej </div><div class="t m0 x16 h18 y5c ff1 fs9 fc6 sc0 ls0 ws0">Sprawozdanie  </div><div class="t m0 x16 h18 y5d ff1 fs9 fc6 sc0 ls0 ws0">z całkowitych  </div><div class="t m0 x16 h18 y5e ff1 fs9 fc6 sc0 ls0 ws0">dochodów </div><div class="t m0 x17 h18 y5f ff1 fs9 fc6 sc0 ls0 ws0">Sprawozdanie  </div><div class="t m0 x17 h18 y60 ff1 fs9 fc6 sc0 ls0 ws0">z przepływów </div><div class="t m0 x17 h18 y61 ff1 fs9 fc6 sc0 ls0 ws0">pieniężnych </div><div class="t m0 x18 h18 y5c ff1 fs9 fc6 sc0 ls0 ws0">Sprawozdanie  </div><div class="t m0 x18 h18 y5d ff1 fs9 fc6 sc0 ls0 ws0">ze zmian w kapitale </div><div class="t m0 x18 h18 y5e ff1 fs9 fc6 sc0 ls0 ws0">własnym </div><div class="t m0 x19 h18 y62 ff1 fs9 fc6 sc0 ls0 ws0">Dodatkowe  </div><div class="t m0 x19 h18 y63 ff1 fs9 fc6 sc0 ls0 ws0">noty  </div><div class="t m0 x19 h18 y64 ff1 fs9 fc6 sc0 ls0 ws0">objaśniające </div><div class="t m0 x6 h1b y131 ff3 fsb fc0 sc0 ls0 ws0">OMT Nie<span class="_ _2"></span>ruchomości Sp<span class="_ _17"></span>. </div><div class="t m0 x6 h1b y132 ff3 fsb fc0 sc0 ls0 ws0">z o.<span class="_ _17"></span>o. 1 sp. k<span class="_ _17"></span>. <span class="_ _51"> </span>0000850379 </div><div class="t m0 x41 h1b y133 ff3 fsb fc0 sc0 ls0 ws0">Mariusz T<span class="_ _7"></span>uchlin k<span class="_ _17"></span>omandytariusz<span class="_ _17"></span>em z </div><div class="t m0 x41 h1b y134 ff3 fsb fc0 sc0 ls0 ws0">wkładem 5000 z<span class="_ _17"></span>ł<span class="_ _5"></span>; OMT<span class="_ _2"></span> Nieruchom<span class="_ _17"></span>o-</div><div class="t m0 x41 h1b y135 ff3 fsb fc0 sc0 ls0 ws0">ści Sp<span class="_ _17"></span>.<span class="_ _5"></span> z o.<span class="_ _17"></span>o. k<span class="_ _17"></span>omplementariusz z<span class="_ _17"></span> wkła-</div><div class="t m0 x41 h1b y136 ff3 fsb fc0 sc0 ls0 ws0">dem 200 zł; udział<span class="_ _17"></span> w zyskach k<span class="_ _17"></span>omple-</div><div class="t m0 x41 h1b y131 ff3 fsb fc0 sc0 ls0 ws0">mentariusz OMT<span class="_ _17"></span> 1%, k<span class="_ _2"></span>omandyta<span class="_ _17"></span>riusz </div><div class="t m0 x41 h1b y132 ff3 fsb fc0 sc0 ls0 ws0">Mariusz T<span class="_ _7"></span>uchlin 99%<span class="_ _2"></span> </div><div class="t m0 x2c h1b y133 ff3 fsb fc0 sc0 ls0 ws0">Spółka pr<span class="_ _17"></span>owadzi działalność w<span class="_ _17"></span> zakre-</div><div class="t m0 x2c h1b y134 ff3 fsb fc0 sc0 ls0 ws0">sie zarządz<span class="_ _17"></span>ania nieruchomościa<span class="_ _17"></span>mi </div><div class="t m0 x2c h1b y135 ff3 fsb fc0 sc0 ls0 ws0">wyk<span class="_ _17"></span>onywany<span class="_ _17"></span>mi i na zlecenie: hoteli i </div><div class="t m0 x2c h1b y136 ff3 fsb fc0 sc0 ls0 ws0">podobnyc<span class="_ _17"></span>h o<span class="_ _5"></span>biektó<span class="_ _17"></span>w<span class="_ _5"></span> zak<span class="_ _17"></span>w<span class="_ _5"></span>aterow<span class="_ _17"></span>a-</div><div class="t m0 x2c h1b y131 ff3 fsb fc0 sc0 ls0 ws0">nia, restau<span class="_ _17"></span>racji i pozostał<span class="_ _17"></span>yc<span class="_ _5"></span>h placó<span class="_ _17"></span>wek </div><div class="t m0 x2c h1b y132 ff3 fsb fc0 sc0 ls0 ws0">gastronom<span class="_ _17"></span>i<span class="_ _5"></span>cznych<span class="_ _17"></span> </div><div class="t m0 x1 h2b y137 ff2 fsa fc2 sc3 ls0 ws0">Pods<span class="_ _5"></span>t<span class="_ _5"></span>awa <span class="_ _5"></span>prawna s<span class="_ _5"></span>p<span class="_ _5"></span>or<span class="_ _5"></span>zą<span class="_ _5"></span>d<span class="_ _5"></span>zenia <span class="_ _5"></span>sp<span class="_ _5"></span>r<span class="_ _5"></span>awo<span class="_ _5"></span>zd<span class="_ _5"></span>a<span class="_ _5"></span>nia ﬁ<span class="_ _5"></span>na<span class="_ _5"></span>nsowego <span class="_ _f"> </span> </div><div class="t m0 x1 h4 y138 ff3 fs1 fc0 sc0 ls0 ws0">Spra<span class="_ _17"></span>wozdania ﬁnansowe sporządza<span class="_ _17"></span>ne<span class="_ _5"></span> są przy zastosowaniu z<span class="_ _17"></span>asad<span class="_ _5"></span> zdeﬁniowan<span class="_ _17"></span>ych w ust. § 25-28 MSR 1: </div><div class="t m0 x1 h4 y139 ff7 fs1 fc5 sc0 ls0 ws0"><span class="ff8"> <span class="_ _2e"> </span><span class="ff3 fc0">K<span class="_ _17"></span>o<span class="_ _5"></span>ntynuacji działalności, </span></span></div><div class="t m0 x1 h4 y13a ff7 fs1 fc5 sc0 ls0 ws0"><span class="ff8"> <span class="_ _2e"> </span><span class="ff3 fc0">Memoriału, </span></span></div><div class="t m0 x1 h4 y13b ff7 fs1 fc5 sc0 ls0 ws0"><span class="ff8"> <span class="_ _2e"> </span><span class="ff3 fc0">Ciągłości prez<span class="_ _2"></span>entacji. </span></span></div><div class="t m0 x1 h4 y13c ff7 fs1 fc5 sc0 ls0 ws0"><span class="ff8"> <span class="_ _2e"> </span><span class="ff3 fc0">Spółka sporządza <span class="_ _2"></span>rachunek zy<span class="_ _17"></span>sków i<span class="_ _17"></span> strat w wariancie kalk<span class="_ _2"></span>ulacyjnym. </span></span></div><div class="t m0 x1 h4 y13d ff7 fs1 fc5 sc0 ls0 ws0"><span class="ff8"> <span class="_ _2e"> </span><span class="ff3 fc0">Spółka sporządza <span class="_ _2"></span>rachunek przepływó<span class="_ _17"></span>w pieniężnych metodą pośr<span class="_ _17"></span>e<span class="_ _5"></span>dnią. </span></span></div><div class="t m0 x1 h4 y13e ff7 fs1 fc5 sc0 ls0 ws0"><span class="ff8"> <span class="_ _2e"> </span><span class="ff3 fc0">Spra<span class="_ _17"></span>wozdanie ﬁnansowe sporządza si<span class="_ _2"></span>ę w tysiącach złotych. </span></span></div><div class="t m0 x1 h2b y13f ff2 fsa fc2 sc3 ls0 ws0">Data zat<span class="_ _5"></span>wie<span class="_ _5"></span>rdz<span class="_ _5"></span>enia <span class="_ _5"></span>spr<span class="_ _5"></span>awo<span class="_ _5"></span>zd<span class="_ _5"></span>a<span class="_ _5"></span>nia ﬁ<span class="_ _5"></span>nansowe<span class="_ _32"></span>go <span class="_ _5"></span>do<span class="_ _5"></span> <span class="_ _5"></span>p<span class="_ _5"></span>ubl<span class="_ _5"></span>ika<span class="_ _5"></span>cji<span class="_ _52"> </span> </div><div class="t m0 x1 h4 y140 ff3 fs1 fc0 sc0 ls0 ws0">Spra<span class="_ _17"></span>wozdanie ﬁnansowe zatw<span class="_ _17"></span>ierdzono w dniu 26 kwietnia 2024 rok<span class="_ _17"></span>u.<span class="_ _5"></span> </div><div class="t m0 x1 h2b y141 ff2 fsa fc2 sc3 ls0 ws0">W<span class="_ _17"></span>a<span class="_ _5"></span>luta f<span class="_ _5"></span>unkcj<span class="_ _5"></span>onal<span class="_ _5"></span>na <span class="_ _5"></span>i wal<span class="_ _5"></span>u<span class="_ _5"></span>t<span class="_ _5"></span>a<span class="_ _5"></span> s<span class="_ _5"></span>prawoz<span class="_ _5"></span>daw<span class="_ _5"></span>cza<span class="_ _15"> </span> </div><div class="t m0 x1 h4 y142 ff3 fs1 fc0 sc0 ls0 ws0">W<span class="_ _17"></span>alutą funkc<span class="_ _17"></span>jon<span class="_ _5"></span>alną Spółki j<span class="_ _17"></span>e<span class="_ _5"></span>st złoty polski (PLN). Spółka sporządza <span class="_ _2"></span>sprawo<span class="_ _17"></span>zdania ﬁnansowe w walucie <span class="_ _2"></span>funk<span class="_ _17"></span>cjo<span class="_ _5"></span>nalnej. </div><div class="t m0 x1 h2b y143 ff2 fsa fc2 sc3 ls0 ws0">Kontynuacj<span class="_ _5"></span>a <span class="_ _5"></span>dzi<span class="_ _5"></span>ałal<span class="_ _32"></span>ności<span class="_ _0"> </span> </div><div class="t m0 x1 h4 y144 ff3 fs1 fc0 sc0 ls0 ws0">Spra<span class="_ _17"></span>wozdanie <span class="_ _5"></span>ﬁnansowe zostało <span class="_ _5"></span>sporządzone p<span class="_ _5"></span>rzy założeniu, że <span class="_ _5"></span>Spółka będzie <span class="_ _5"></span>k<span class="_ _17"></span>on<span class="_ _5"></span>tynuować dz<span class="_ _5"></span>iałalność go<span class="_ _5"></span>spodarczą<span class="_ _17"></span> </div><div class="t m0 x1 h4 y145 ff3 fs1 fc0 sc0 ls0 ws0">w dającej się przewi<span class="_ _17"></span>dz<span class="_ _5"></span>ieć przyszłości or<span class="_ _17"></span>a<span class="_ _5"></span>z że nie <span class="_ _17"></span>zamierza ani nie musi <span class="_ _2"></span>zaniechać działalności lub istotnie zmniejszyć<span class="_ _2"></span> jej </div><div class="t m0 x1 h4 y146 ff3 fs1 fc0 sc0 ls0 ws0">zakresu. Zgodnie z wiedzą Zarządu Spółki nie istnie<span class="_ _5"></span>ją ok<span class="_ _17"></span>o<span class="_ _5"></span>liczności wskazujące na zagroż<span class="_ _17"></span>en<span class="_ _5"></span>ie k<span class="_ _17"></span>ontyn<span class="_ _5"></span>uowania działalno-</div><div class="t m0 x1 h4 y147 ff3 fs1 fc0 sc0 ls0 ws0">ści. </div><div class="t m0 x1 h28 y148 ff4 fsc fc2 sc0 ls0 ws0">Zasady wy<span class="_ _17"></span>cen<span class="_ _17"></span>y<span class="_ _5"></span> aktywów i<span class="_ _17"></span> pasywó<span class="_ _17"></span>w oraz pomiaru <span class="_ _17"></span>wy<span class="_ _5"></span>nik<span class="_ _17"></span>u ﬁnansow<span class="_ _17"></span>eg<span class="_ _5"></span>o, </div><div class="t m0 x1 h28 y149 ff4 fsc fc2 sc0 ls0 ws0">przyjęte przy spor<span class="_ _17"></span>ządzaniu spra<span class="_ _7"></span>woz<span class="_ _17"></span>dania ﬁnansowego<span class="_ _2"></span> </div><div class="t m0 x1 h29 ye8 ff4 fsa fc2 sc0 ls0 ws0">Wy<span class="_ _17"></span>cena w <span class="_ _5"></span>wartości god<span class="_ _5"></span>ziwej </div><div class="t m0 x1 h4 y14a ff3 fs1 fc0 sc0 ls0 ws0">W<span class="_ _17"></span>artość godziwa <span class="_ _5"></span>stanowi cenę, któr<span class="_ _17"></span>ą <span class="_ _5"></span>otrzymano by ze sprzedaży składnik<span class="_ _17"></span>a <span class="_ _5"></span>aktywów lub zapłacono by za przeniesienie </div><div class="t m0 x1 h4 yea ff3 fs1 fc0 sc0 ls0 ws0">zobowiązani<span class="_ _17"></span>a<span class="_ _5"></span> <span class="_ _5"></span>w <span class="_ _32"></span>transak<span class="_ _17"></span>cji <span class="_ _5"></span>między <span class="_ _32"></span>uczestnik<span class="_ _2"></span>ami <span class="_ _5"></span>rynku <span class="_ _5"></span>przeprowadz<span class="_ _2"></span>onej <span class="_ _5"></span>na<span class="_ _5"></span> <span class="_ _5"></span>zwykłych <span class="_ _5"></span>warunkach <span class="_ _5"></span>na <span class="_ _32"></span>dzień <span class="_ _5"></span>wyce<span class="_ _5"></span>n<span class="_ _17"></span>y<span class="_ _17"></span>. <span class="_ _5"></span>Dla </div><div class="t m0 x1 h4 yeb ff3 fs1 fc0 sc0 ls0 ws0">celów <span class="_ _17"></span>sprawo<span class="_ _17"></span>zdawczości <span class="_ _17"></span>ﬁnansowej <span class="_ _17"></span>stos<span class="_ _5"></span>uje <span class="_ _17"></span>się hiera<span class="_ _17"></span>rch<span class="_ _5"></span>ię <span class="_ _17"></span>ustalania wartości <span class="_ _17"></span>godziwej, op<span class="_ _17"></span>a<span class="_ _5"></span>rtą <span class="_ _17"></span>na<span class="_ _5"></span> <span class="_ _17"></span>trzech po<span class="_ _17"></span>ziomach po-</div><div class="t m0 x1 h4 y14b ff3 fs1 fc0 sc0 ls0 ws0">zyskania i<span class="_ _17"></span>n<span class="_ _5"></span>formacji wejściowych: </div><div class="t m0 x1 h30 y14c ff4 fs1 fc0 sc0 ls0 ws0">Poziom <span class="_ _5"></span>1<span class="ff3"> <span class="_ _32"></span>W<span class="_ _17"></span>ar<span class="_ _5"></span>tość <span class="_ _32"></span>oparta <span class="_ _32"></span>na <span class="_ _2f"></span>danych <span class="_ _5"></span>wejś<span class="_ _5"></span>ciowych <span class="_ _5"></span>pochodzących <span class="_ _5"></span>z <span class="_ _32"></span>a<span class="_ _5"></span>ktywnego <span class="_ _32"></span>rynku, <span class="_ _5"></span>które <span class="_ _32"></span>są <span class="_ _2f"></span>traktowane <span class="_ _5"></span>jako <span class="_ _5"></span>źródło </span></div><div class="t m0 x1 h4 yed ff3 fs1 fc0 sc0 ls0 ws0">najbardziej wiarygodny<span class="_ _17"></span>ch<span class="_ _5"></span> danyc<span class="_ _17"></span>h. </div><div class="t m0 x1 h30 yee ff4 fs1 fc0 sc0 ls0 ws0">Poziom 2<span class="ff3"> <span class="_ _17"></span>Wartość oparta na d<span class="_ _17"></span>anych wejściowych inn<span class="_ _17"></span>ych niż pochodzące z aktywnego ry<span class="_ _17"></span>n<span class="_ _5"></span>ku,<span class="_ _17"></span> które jedna<span class="_ _5"></span>k są <span class="_ _17"></span>o<span class="_ _5"></span>bserwo-</span></div><div class="t m0 x1 h4 y14d ff3 fs1 fc0 sc0 ls0 ws0">walne (obiektywne, mi<span class="_ _17"></span>e<span class="_ _5"></span>rzalne). </div><div class="t m0 x1 h30 y14e ff4 fs1 fc0 sc0 ls0 ws0">Poziom 3<span class="ff3"> W<span class="_ _17"></span>artość opar<span class="_ _5"></span>ta na da<span class="_ _5"></span>nych o charakterz<span class="_ _17"></span>e<span class="_ _5"></span> nieobserwowalny<span class="_ _17"></span>m, <span class="_ _5"></span>stosowanych w zakresie,<span class="_ _17"></span> w<span class="_ _5"></span> jakim odpowiednie </span></div><div class="t m0 x1 h4 yf0 ff3 fs1 fc0 sc0 ls0 ws0">obserwowalne <span class="_ _44"></span>dane <span class="_ _33"> </span>wejśc<span class="_ _17"></span>iowe <span class="_ _33"> </span>są <span class="_ _2f"></span>nied<span class="_ _5"></span>ostępne. <span class="_ _2f"></span>Nieo<span class="_ _5"></span>bserwowalne <span class="_ _44"></span>dane <span class="_ _44"></span>wejściowe <span class="_ _44"></span>odzwierciedlają <span class="_ _44"></span>założenia, <span class="_ _44"></span>które </div></div><div class="pi" ></div></div><div id="pfa" class="pf w0 h0" ><div class="pc pca w0 h0"><img class="bi x11 y14f wc h31" alt="" src="data:image/png;base64,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class="t m0 x1 h2 y1 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 ya8 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h3 y53 ff1 fs0 fc1 sc0 ls0 ws0">Jednostkowe sprawozdanie ﬁnansowe Dekpol S.A.<span class="ff2"> <span class="_ _14"> </span> <span class="_ _4f"> </span><span class="ff3 fc0">za okres od 01.01.2023 do 31.12.2023</span></span></div><div class="t m0 x3c h4 y54 ff3 fs1 fc0 sc0 ls0 ws0"> <span class="_ _3"></span> </div><div class="t m0 x35 hf y53 ff3 fs0 fc0 sc0 ls0 ws0"> (dane w tys.zł)</div><div class="t m0 x3d h4 y54 ff3 fs1 fc0 sc0 ls0 ws0"> <span class="_ _31"> </span> <span class="_ _4"> </span> </div><div class="t m0 x3e h3 y53 ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 xe h5 ya9 ff1 fs2 fc0 sc0 ls0 ws0">10</div><div class="t m0 x13 h16 y56 ff4 fs9 fc5 sc0 ls0 ws0">Wprowadzenie</div><div class="c x14 y57 wd h17"><div class="t m0 x0 h16 y58 ff4 fs9 fc5 sc0 ls0 ws0"> </div></div><div class="t m0 x15 h18 y59 ff1 fs9 fc6 sc0 ls0 ws0">Sprawozdanie  </div><div class="t m0 x15 h18 y5a ff1 fs9 fc6 sc0 ls0 ws0">z sytuacji </div><div class="t m0 x15 h18 y5b ff1 fs9 fc6 sc0 ls0 ws0">ﬁnansowej </div><div class="t m0 x16 h18 y5c ff1 fs9 fc6 sc0 ls0 ws0">Sprawozdanie  </div><div class="t m0 x16 h18 y5d ff1 fs9 fc6 sc0 ls0 ws0">z całkowitych  </div><div class="t m0 x16 h18 y5e ff1 fs9 fc6 sc0 ls0 ws0">dochodów </div><div class="t m0 x17 h18 y5f ff1 fs9 fc6 sc0 ls0 ws0">Sprawozdanie  </div><div class="t m0 x17 h18 y60 ff1 fs9 fc6 sc0 ls0 ws0">z przepływów </div><div class="t m0 x17 h18 y61 ff1 fs9 fc6 sc0 ls0 ws0">pieniężnych </div><div class="t m0 x18 h18 y5c ff1 fs9 fc6 sc0 ls0 ws0">Sprawozdanie  </div><div class="t m0 x18 h18 y5d ff1 fs9 fc6 sc0 ls0 ws0">ze zmian w kapitale </div><div class="t m0 x18 h18 y5e ff1 fs9 fc6 sc0 ls0 ws0">własnym </div><div class="t m0 x19 h18 y62 ff1 fs9 fc6 sc0 ls0 ws0">Dodatkowe  </div><div class="t m0 x19 h18 y63 ff1 fs9 fc6 sc0 ls0 ws0">noty  </div><div class="t m0 x19 h18 y64 ff1 fs9 fc6 sc0 ls0 ws0">objaśniające </div><div class="t m0 x1 h4 yf2 ff3 fs1 fc0 sc0 ls0 ws0">przyjęlib<span class="_ _2"></span>y uczestnicy ry<span class="_ _17"></span>nku na potrzeby k<span class="_ _2"></span>alkul<span class="_ _2"></span>acji cen<span class="_ _17"></span>y składnika aktywów lub z<span class="_ _17"></span>ob<span class="_ _5"></span>owiązani<span class="_ _2"></span>a, w tym z<span class="_ _17"></span>ałożenia dotyczące </div><div class="t m0 x1 h4 y65 ff3 fs1 fc0 sc0 ls0 ws0">ryzyk<span class="_ _17"></span>a<span class="_ _5"></span>. </div><div class="t m0 x1 h4 y150 ff3 fs1 fc0 sc0 ls0 ws0">Przeniesienie <span class="_ _17"></span>między <span class="_ _17"></span>poziomami hier<span class="_ _17"></span>arch<span class="_ _5"></span>ii <span class="_ _7"></span>war<span class="_ _5"></span>tości <span class="_ _17"></span>go<span class="_ _5"></span>dziwej <span class="_ _17"></span>nas<span class="_ _5"></span>tępuje <span class="_ _17"></span>w<span class="_ _5"></span> <span class="_ _17"></span>sytuacji <span class="_ _17"></span>wystąpienia zm<span class="_ _2"></span>iany <span class="_ _17"></span>w <span class="_ _17"></span>zakresie źródeł<span class="_ _17"></span> </div><div class="t m0 x1 h4 y151 ff3 fs1 fc0 sc0 ls0 ws0">pochodzenia danyc<span class="_ _2"></span>h wejściowy<span class="_ _17"></span>ch<span class="_ _5"></span> na potrzeby wycen<span class="_ _17"></span>y wartości godziwej, takich jak: </div><div class="t m0 x1 h4 y152 ff7 fs1 fc5 sc0 ls0 ws0"><span class="ff8"> <span class="_ _2e"> </span><span class="ff3 fc0">aktywny ry<span class="_ _17"></span>n<span class="_ _5"></span>ek, </span></span></div><div class="t m0 x1 h4 y153 ff7 fs1 fc5 sc0 ls0 ws0"><span class="ff8"> <span class="_ _2e"> </span><span class="ff3 fc0">brak akty<span class="_ _2"></span>wnego rynku, jednak dane obserwowalne na rynku,<span class="_ _17"></span> </span></span></div><div class="t m0 x1 h4 y154 ff7 fs1 fc5 sc0 ls0 ws0"><span class="ff8"> <span class="_ _2e"> </span><span class="ff3 fc0">subiektywne dane wejściowe<span class="_ _17"></span>. </span></span></div><div class="t m0 x1 h4 y155 ff3 fs1 fc0 sc0 ls0 ws0">Uznaje się, że przenie<span class="_ _17"></span>s<span class="_ _5"></span>ienia pomiędzy poziomami hierarchii wartości godziwej mają miejsce n<span class="_ _5"></span>a k<span class="_ _17"></span>oniec okresu sprawo<span class="_ _17"></span>z-</div><div class="t m0 x1 h4 y156 ff3 fs1 fc0 sc0 ls0 ws0">dawcz<span class="_ _2"></span>ego. <span class="_ _5"></span>Wartość <span class="_ _5"></span>god<span class="_ _5"></span>ziwa <span class="_ _32"></span>przedstawia <span class="_ _32"></span>obecne <span class="_ _2f"></span>szacunki, <span class="_ _32"></span>które <span class="_ _2f"></span>mogą <span class="_ _32"></span>ule<span class="_ _5"></span>c <span class="_ _32"></span>zm<span class="_ _5"></span>ianie <span class="_ _32"></span>w <span class="_ _2f"></span>kolejn<span class="_ _17"></span>ych <span class="_ _32"></span>o<span class="_ _5"></span>kresach <span class="_ _2f"></span>spra<span class="_ _17"></span>woz-</div><div class="t m0 x1 h4 y157 ff3 fs1 fc0 sc0 ls0 ws0">dawczych z ty<span class="_ _17"></span>tu<span class="_ _5"></span>łu warunk<span class="_ _17"></span>ów rynk<span class="_ _17"></span>owych lub innych czynnik<span class="_ _7"></span>ów<span class="_ _17"></span>.<span class="_ _5"></span> </div><div class="t m0 x1 h4 y158 ff3 fs1 fc0 sc0 ls0 ws0">Istnieje wiele metod ustalania wartości godziwej, które mogą powodować różnice w <span class="_ _2"></span>wartościach godziwych. Co więcej, </div><div class="t m0 x1 h4 y159 ff3 fs1 fc0 sc0 ls0 ws0">założ<span class="_ _2"></span>enia <span class="_ _2f"></span>będ<span class="_ _5"></span>ące <span class="_ _2f"></span>podstawą <span class="_ _2f"></span>ustale<span class="_ _5"></span>nia <span class="_ _2f"></span>wartości <span class="_ _2f"></span>god<span class="_ _5"></span>ziwej <span class="_ _2f"></span>mo<span class="_ _5"></span>gą <span class="_ _2f"></span>wyma<span class="_ _5"></span>gać <span class="_ _2f"></span>oszacowania <span class="_ _2f"></span>z<span class="_ _5"></span>mian <span class="_ _2f"></span>kosztów/<span class="_ _7"></span>cen <span class="_ _2f"></span>w<span class="_ _5"></span> <span class="_ _2f"></span>czasie, </div><div class="t m0 x1 h4 y15a ff3 fs1 fc0 sc0 ls0 ws0">stopy dysk<span class="_ _7"></span>o<span class="_ _5"></span>nta, stopy inﬂacji czy i<span class="_ _2"></span>nnych istotn<span class="_ _17"></span>ych zmiennych. </div><div class="t m0 x1 h4 y15b ff3 fs1 fc0 sc0 ls0 ws0">Pewne <span class="_ _17"></span>założenia i<span class="_ _17"></span> szacunki <span class="_ _17"></span>są k<span class="_ _17"></span>on<span class="_ _5"></span>ieczne dla <span class="_ _17"></span>ustalenia, do <span class="_ _17"></span>którego poziomu <span class="_ _17"></span>hierarchii <span class="_ _17"></span>wartości godziwej <span class="_ _17"></span>dany instrument </div><div class="t m0 x1 h4 y15c ff3 fs1 fc0 sc0 ls0 ws0">powinien zostać z<span class="_ _2"></span>akwaliﬁk<span class="_ _17"></span>owany </div><div class="t m0 x1 h2b y15d ff2 fsa fc2 sc3 ls0 ws0">Śro<span class="_ _5"></span>dk<span class="_ _5"></span>i<span class="_ _5"></span> tr<span class="_ _5"></span>wałe<span class="_ _33"> </span> </div><div class="t m0 x1 h4 y15e ff3 fs1 fc0 sc0 ls0 ws0">Rzeczo<span class="_ _17"></span>we aktywa trwałe podlegają po<span class="_ _5"></span>czątk<span class="_ _7"></span>owe<span class="_ _5"></span>mu ujęciu <span class="_ _17"></span>w<span class="_ _5"></span>edług ceny naby<span class="_ _17"></span>cia lub kosztu wytw<span class="_ _17"></span>or<span class="_ _5"></span>zenia. </div><div class="t m0 x1 h4 y88 ff3 fs1 fc0 sc0 ls0 ws0">Cena nabycia lub k<span class="_ _17"></span>os<span class="_ _5"></span>zty wytworzenia podlegają powięks<span class="_ _17"></span>zeniu o k<span class="_ _17"></span>o<span class="_ _5"></span>szty demontażu i usunięcia składnika a<span class="_ _5"></span>ktywów trw<span class="_ _2"></span>a-</div><div class="t m0 x1 h4 y15f ff3 fs1 fc0 sc0 ls0 ws0">łych oraz renow<span class="_ _17"></span>acji miejsca używan<span class="_ _5"></span>ia aktywów trw<span class="_ _17"></span>a<span class="_ _5"></span>łych, jeżeli <span class="_ _17"></span>Spółka jest do tego zobowiązana. </div><div class="t m0 x1 h4 y160 ff3 fs1 fc0 sc0 ls0 ws0">Cena na<span class="_ _5"></span>bycia lub k<span class="_ _17"></span>oszty wy<span class="_ _5"></span>tworzenia nie p<span class="_ _5"></span>odlegają sk<span class="_ _17"></span>o<span class="_ _5"></span>rygowaniu o różnice kursowe dotyczące zobowiązań ﬁnans<span class="_ _5"></span>ują<span class="_ _2"></span>-</div><div class="t m0 x1 h4 y161 ff3 fs1 fc0 sc0 ls0 ws0">cych nabycie s<span class="_ _5"></span>kładnika aktywów n<span class="_ _5"></span>aliczone do<span class="_ _5"></span> dnia <span class="_ _5"></span>przekazania składnika a<span class="_ _5"></span>ktywów do <span class="_ _5"></span>używania, <span class="_ _5"></span>chyba, że <span class="_ _5"></span>wynika to <span class="_ _5"></span>z </div><div class="t m0 x1 h4 y162 ff3 fs1 fc0 sc0 ls0 ws0">przyjętej polityki w zakresie r<span class="_ _17"></span>ach<span class="_ _5"></span>unk<span class="_ _17"></span>owości zabezpiecze<span class="_ _17"></span>ń<span class="_ _5"></span>. </div><div class="t m0 x1 h4 y163 ff3 fs1 fc0 sc0 ls0 ws0">Cena <span class="_ _32"></span>nabycia <span class="_ _5"></span>lub <span class="_ _5"></span>koszty <span class="_ _5"></span>wytworzenia <span class="_ _5"></span>podlegają <span class="_ _32"></span>powiększ<span class="_ _17"></span>eniu <span class="_ _5"></span>o<span class="_ _5"></span> <span class="_ _5"></span>koszty <span class="_ _5"></span>odsetek <span class="_ _32"></span>od <span class="_ _32"></span>zobowiązań <span class="_ _5"></span>ﬁnans<span class="_ _5"></span>ujący<span class="_ _17"></span>ch<span class="_ _5"></span> <span class="_ _5"></span>nabycie </div><div class="t m0 x1 h4 y164 ff3 fs1 fc0 sc0 ls0 ws0">składnika aktywów <span class="_ _17"></span>n<span class="_ _5"></span>aliczone do dnia, gdy składnik <span class="_ _17"></span>jes<span class="_ _5"></span>t gotowy do użycia. </div><div class="t m0 x1 h4 y165 ff3 fs1 fc0 sc0 ls0 ws0">Po początk<span class="_ _7"></span>owym ujęciu Spółka wy<span class="_ _17"></span>cen<span class="_ _5"></span>ia rzecz<span class="_ _17"></span>owe aktywa trwałe według <span class="_ _17"></span>ceny nabycia l<span class="_ _2"></span>ub k<span class="_ _17"></span>o<span class="_ _5"></span>sztu wytw<span class="_ _17"></span>o<span class="_ _5"></span>rzenia pomniej<span class="_ _17"></span>-</div><div class="t m0 x1 h4 y166 ff3 fs1 fc0 sc0 ls0 ws0">szonyc<span class="_ _17"></span>h<span class="_ _5"></span> o dok<span class="_ _17"></span>onane odpisy umorzeniowe (m<span class="_ _17"></span>odel ceny nabycia lub k<span class="_ _7"></span>osztu wytwo<span class="_ _5"></span>rzenia). </div><div class="t m0 x1 h4 y167 ff3 fs1 fc0 sc0 ls0 ws0">W <span class="_ _17"></span>od<span class="_ _5"></span>niesieniu do <span class="_ _17"></span>każ<span class="_ _17"></span>de<span class="_ _5"></span>go <span class="_ _17"></span>składnika <span class="_ _17"></span>rzeczowyc<span class="_ _17"></span>h<span class="_ _5"></span> <span class="_ _17"></span>aktywów tr<span class="_ _17"></span>wałych<span class="_ _5"></span> <span class="_ _17"></span>Spółka ustal<span class="_ _17"></span>a<span class="_ _5"></span> <span class="_ _17"></span>okres ek<span class="_ _7"></span>on<span class="_ _5"></span>omicznej <span class="_ _17"></span>użytecznoś<span class="_ _5"></span>ci. <span class="_ _17"></span>Je-</div><div class="t m0 x1 h4 y168 ff3 fs1 fc0 sc0 ls0 ws0">żeli <span class="_ _7"></span>w <span class="_ _17"></span>odnies<span class="_ _5"></span>ieniu <span class="_ _7"></span>do<span class="_ _5"></span> <span class="_ _17"></span>istotnych <span class="_ _17"></span>części <span class="_ _7"></span>składowych <span class="_ _17"></span>środka <span class="_ _17"></span>trwałego <span class="_ _17"></span>uzasadnione <span class="_ _17"></span>jest <span class="_ _17"></span>zastosowanie <span class="_ _17"></span>różny<span class="_ _17"></span>ch <span class="_ _17"></span>o<span class="_ _5"></span>kresów <span class="_ _7"></span>ek<span class="_ _17"></span>o-</div><div class="t m0 x1 h4 y169 ff3 fs1 fc0 sc0 ls0 ws0">nomicznej <span class="_ _5"></span>użyteczn<span class="_ _5"></span>ości <span class="_ _5"></span>i <span class="_ _32"></span>stawek/metod <span class="_ _32"></span>amortyzacji <span class="_ _5"></span>Spółka <span class="_ _5"></span>stos<span class="_ _5"></span>uje <span class="_ _5"></span>różne <span class="_ _32"></span>stawk<span class="_ _17"></span>i/met<span class="_ _5"></span>ody <span class="_ _32"></span>amortyzacji <span class="_ _5"></span>w odniesien<span class="_ _5"></span>iu <span class="_ _5"></span>do </div><div class="t m0 x1 h4 y16a ff3 fs1 fc0 sc0 ls0 ws0">każd<span class="_ _2"></span>ej istotnej części<span class="_ _17"></span> składowej.  </div><div class="t m0 x1 h4 yc0 ff3 fs1 fc0 sc0 ls0 ws0">Rzeczo<span class="_ _17"></span>we <span class="_ _5"></span>aktywa trwałe podlegają <span class="_ _5"></span>amortyzacji w okresie ek<span class="_ _17"></span>onomicznej użyteczn<span class="_ _5"></span>ości od dnia, g<span class="_ _5"></span>dy składnik jest g<span class="_ _5"></span>otowy </div><div class="t m0 x1 h4 y16b ff3 fs1 fc0 sc0 ls0 ws0">do użycia do dnia wyłączenia z uj<span class="_ _17"></span>mowania<span class="_ _5"></span> lub dnia prze<span class="_ _2"></span>znaczenia do sprz<span class="_ _2"></span>edaży<span class="_ _7"></span>. </div><div class="t m0 x1 h4 y16c ff3 fs1 fc0 sc0 ls0 ws0">Spółka przyj<span class="_ _2"></span>muje, <span class="_ _17"></span>że wartość końcowa (r<span class="_ _17"></span>ezydualna) używanych rz<span class="_ _17"></span>eczowych składnik<span class="_ _17"></span>ów trwałych zwykle <span class="_ _17"></span>n<span class="_ _5"></span>ie jest istotna </div><div class="t m0 x1 h4 y16d ff3 fs1 fc0 sc0 ls0 ws0">i <span class="_ _33"> </span>nie <span class="_ _33"> </span>będzie <span class="_ _33"> </span>ustalana, <span class="_ _33"> </span>chyba, że w odniesieniu <span class="_ _33"> </span>do <span class="_ _33"> </span>danego <span class="_ _33"> </span>składnik<span class="_ _2"></span>a  akty<span class="_ _17"></span>wów <span class="_ _33"> </span>wartość  re<span class="_ _17"></span>z<span class="_ _5"></span>ydualna  bę<span class="_ _17"></span>dz<span class="_ _5"></span>ie <span class="_ _33"> </span>istotna. <span class="_ _33"> </span>Za </div><div class="t m0 x1 h4 y16e ff3 fs1 fc0 sc0 ls0 ws0">istotną uznaje się wartość rezy<span class="_ _2"></span>dualną stanowiącą, co najmniej 20,<span class="_ _17"></span>0%<span class="_ _5"></span> wartości początk<span class="_ _17"></span>owej środka trw<span class="_ _2"></span>ałego. </div><div class="t m0 x1 h4 y16f ff3 fs1 fc0 sc0 ls0 ws0">Jednostka <span class="_ _33"> </span>stosuj<span class="_ _17"></span>e  li<span class="_ _17"></span>n<span class="_ _5"></span>iową <span class="_ _33"> </span>m<span class="_ _17"></span>e<span class="_ _5"></span>todę <span class="_ _33"> </span>amortyzacji <span class="_ _44"></span>rzeczowych <span class="_ _33"> </span>akty<span class="_ _17"></span>wów  tr<span class="_ _17"></span>wałych<span class="_ _5"></span>, <span class="_ _33"> </span>chyba, <span class="_ _44"></span>że <span class="_ _33"> </span>inne <span class="_ _33"> </span>metody <span class="_ _44"></span>(de<span class="_ _5"></span>gresywna,<span class="_ _17"></span> </div><div class="t m0 x1 h4 yc4 ff3 fs1 fc0 sc0 ls0 ws0">oparta <span class="_ _2f"></span>o <span class="_ _2f"></span>jednostki <span class="_ _2f"></span>produk<span class="_ _17"></span>cji) <span class="_ _2f"></span>lep<span class="_ _5"></span>iej <span class="_ _32"></span>o<span class="_ _5"></span>dzwierciedlają <span class="_ _32"></span>k<span class="_ _17"></span>o<span class="_ _5"></span>nsumpcję <span class="_ _32"></span>k<span class="_ _17"></span>o<span class="_ _5"></span>rzyści <span class="_ _32"></span>e<span class="_ _5"></span>k<span class="_ _17"></span>onomicznych. <span class="_ _32"></span>Spółka <span class="_ _2f"></span>może <span class="_ _32"></span>stos<span class="_ _5"></span>ować <span class="_ _32"></span>inne </div><div class="t m0 x1 h4 y170 ff3 fs1 fc0 sc0 ls0 ws0">metody i stawk<span class="_ _17"></span>i<span class="_ _5"></span> dla celów ustalenia dochodu podatk<span class="_ _17"></span>owego. </div><div class="t m0 x1 h4 y171 ff3 fs1 fc0 sc0 ls0 ws0">Okres <span class="_ _17"></span>a<span class="_ _5"></span>mortyzacji<span class="_ _17"></span>,<span class="_ _5"></span> metoda <span class="_ _17"></span>amortyzacji or<span class="_ _17"></span>az<span class="_ _5"></span> <span class="_ _17"></span>wa<span class="_ _5"></span>rtość re<span class="_ _17"></span>zydualna (o <span class="_ _17"></span>ile<span class="_ _5"></span> <span class="_ _17"></span>została ustalona) <span class="_ _2"></span>podlegają okresowej <span class="_ _17"></span>weryﬁkacji, </div><div class="t m0 x1 h4 y172 ff3 fs1 fc0 sc0 ls0 ws0">co <span class="_ _5"></span>najmniej <span class="_ _5"></span>na <span class="_ _32"></span>k<span class="_ _17"></span>oniec <span class="_ _5"></span>każd<span class="_ _2"></span>ego <span class="_ _5"></span>roku obrotowego. W <span class="_ _5"></span>przypadku s<span class="_ _5"></span>twierdzenia znaczącej <span class="_ _5"></span>zmiany względem <span class="_ _5"></span>poprzednich </div><div class="t m0 x1 h4 y173 ff3 fs1 fc0 sc0 ls0 ws0">szacunk<span class="_ _17"></span>ów<span class="_ _17"></span>, <span class="_ _32"></span>jedno<span class="_ _5"></span>stk<span class="_ _17"></span>a<span class="_ _5"></span> <span class="_ _32"></span>dok<span class="_ _2"></span>onuje <span class="_ _32"></span>zmiany <span class="_ _32"></span>stawek <span class="_ _5"></span>i/lub <span class="_ _2f"></span>metody <span class="_ _2f"></span>amortyzacji <span class="_ _5"></span>począwszy <span class="_ _32"></span>od <span class="_ _2f"></span>pierwszego <span class="_ _2f"></span>dnia <span class="_ _32"></span>o<span class="_ _5"></span>kresu <span class="_ _5"></span>s<span class="_ _5"></span>pra<span class="_ _17"></span>-</div><div class="t m0 x1 h4 y174 ff3 fs1 fc0 sc0 ls0 ws0">wozda<span class="_ _17"></span>wczego. </div><div class="t m0 x1 h4 y175 ff3 fs1 fc0 sc0 ls0 ws0">Środki trwał<span class="_ _17"></span>e<span class="_ _5"></span> o wartości pocz<span class="_ _17"></span>ą<span class="_ _5"></span>tk<span class="_ _17"></span>owej nie <span class="_ _2"></span>przekracz<span class="_ _17"></span>a<span class="_ _5"></span>jącej 3.000,00 <span class="_ _17"></span>z<span class="_ _5"></span>ł są ujmowane do <span class="_ _17"></span>ewid<span class="_ _5"></span>encji poz<span class="_ _17"></span>ab<span class="_ _5"></span>ilansowej i <span class="_ _17"></span>są od-</div><div class="t m0 x1 h4 y176 ff3 fs1 fc0 sc0 ls0 ws0">pisywane jednorazo<span class="_ _17"></span>wo w ciężar k<span class="_ _7"></span>osztów zużycia materiałów<span class="_ _17"></span>. </div></div><div class="pi" ></div></div><div id="pfb" class="pf w0 h0" ><div class="pc pcb w0 h0"><img class="bi x11 y14f wc h31" alt="" 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"/><div class="t m0 x1 h2 y1 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 ya8 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h3 y53 ff1 fs0 fc1 sc0 ls0 ws0">Jednostkowe sprawozdanie ﬁnansowe Dekpol S.A.<span class="ff2"> <span class="_ _14"> </span> <span class="_ _4f"> </span><span class="ff3 fc0">za okres od 01.01.2023 do 31.12.2023</span></span></div><div class="t m0 x3c h4 y54 ff3 fs1 fc0 sc0 ls0 ws0"> <span class="_ _3"></span> </div><div class="t m0 x35 hf y53 ff3 fs0 fc0 sc0 ls0 ws0"> (dane w tys.zł)</div><div class="t m0 x3d h4 y54 ff3 fs1 fc0 sc0 ls0 ws0"> <span class="_ _31"> </span> <span class="_ _4"> </span> </div><div class="t m0 x3e h3 y53 ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 xe h5 ya9 ff1 fs2 fc0 sc0 ls0 ws0">11</div><div class="t m0 x13 h16 y56 ff4 fs9 fc5 sc0 ls0 ws0">Wprowadzenie</div><div class="c x14 y57 wd h17"><div class="t m0 x0 h16 y58 ff4 fs9 fc5 sc0 ls0 ws0"> </div></div><div class="t m0 x15 h18 y59 ff1 fs9 fc6 sc0 ls0 ws0">Sprawozdanie  </div><div class="t m0 x15 h18 y5a ff1 fs9 fc6 sc0 ls0 ws0">z sytuacji </div><div class="t m0 x15 h18 y5b ff1 fs9 fc6 sc0 ls0 ws0">ﬁnansowej </div><div class="t m0 x16 h18 y5c ff1 fs9 fc6 sc0 ls0 ws0">Sprawozdanie  </div><div class="t m0 x16 h18 y5d ff1 fs9 fc6 sc0 ls0 ws0">z całkowitych  </div><div class="t m0 x16 h18 y5e ff1 fs9 fc6 sc0 ls0 ws0">dochodów </div><div class="t m0 x17 h18 y5f ff1 fs9 fc6 sc0 ls0 ws0">Sprawozdanie  </div><div class="t m0 x17 h18 y60 ff1 fs9 fc6 sc0 ls0 ws0">z przepływów </div><div class="t m0 x17 h18 y61 ff1 fs9 fc6 sc0 ls0 ws0">pieniężnych </div><div class="t m0 x18 h18 y5c ff1 fs9 fc6 sc0 ls0 ws0">Sprawozdanie  </div><div class="t m0 x18 h18 y5d ff1 fs9 fc6 sc0 ls0 ws0">ze zmian w kapitale </div><div class="t m0 x18 h18 y5e ff1 fs9 fc6 sc0 ls0 ws0">własnym </div><div class="t m0 x19 h18 y62 ff1 fs9 fc6 sc0 ls0 ws0">Dodatkowe  </div><div class="t m0 x19 h18 y63 ff1 fs9 fc6 sc0 ls0 ws0">noty  </div><div class="t m0 x19 h18 y64 ff1 fs9 fc6 sc0 ls0 ws0">objaśniające </div><div class="t m0 x1 h4 yf2 ff3 fs1 fc0 sc0 ls0 ws0">K<span class="_ _17"></span>o<span class="_ _5"></span>szty <span class="_ _5"></span>ulepszenia rzeczowych<span class="_ _17"></span> <span class="_ _32"></span>aktywów t<span class="_ _5"></span>rwałych p<span class="_ _5"></span>owięk<span class="_ _17"></span>szają <span class="_ _5"></span>ich <span class="_ _5"></span>wa<span class="_ _5"></span>rtość po<span class="_ _5"></span>czątk<span class="_ _17"></span>ową, <span class="_ _5"></span>pod <span class="_ _5"></span>warunkiem, że <span class="_ _32"></span>ulepszenie </div><div class="t m0 x1 h4 y65 ff3 fs1 fc0 sc0 ls0 ws0">polega na <span class="_ _17"></span>wydłużeniu <span class="_ _17"></span>o<span class="_ _5"></span>kresu <span class="_ _17"></span>ekonomicznej <span class="_ _17"></span>użyteczności, lub <span class="_ _2"></span>poprawy <span class="_ _17"></span>parametrów <span class="_ _7"></span>rzeczowych akty<span class="_ _17"></span>wów trwałych <span class="_ _17"></span>m<span class="_ _5"></span>ie-</div><div class="t m0 x1 h4 y177 ff3 fs1 fc0 sc0 ls0 ws0">rzon<span class="_ _17"></span>ych kosztami ek<span class="_ _17"></span>sploatacji, wydajnością, jak<span class="_ _17"></span>ością wytwarzanych wyrobó<span class="_ _2"></span>w bądź zakresem <span class="_ _17"></span>f<span class="_ _5"></span>unk<span class="_ _17"></span>cjonalności. </div><div class="t m0 x1 h4 y178 ff3 fs1 fc0 sc0 ls0 ws0">K<span class="_ _17"></span>o<span class="_ _5"></span>szty <span class="_ _5"></span>bieżącyc<span class="_ _17"></span>h<span class="_ _5"></span> <span class="_ _5"></span>remontów <span class="_ _5"></span>i <span class="_ _5"></span>przeglądów <span class="_ _5"></span>rzeczowych aktywów <span class="_ _5"></span>trwałych <span class="_ _5"></span>są ujmowane <span class="_ _5"></span>jako <span class="_ _5"></span>k<span class="_ _17"></span>oszty <span class="_ _5"></span>okresu, <span class="_ _5"></span>w<span class="_ _5"></span> <span class="_ _5"></span>którym <span class="_ _5"></span>je </div><div class="t m0 x1 h4 y179 ff3 fs1 fc0 sc0 ls0 ws0">poniesiono, ch<span class="_ _17"></span>yba, że prowadz<span class="_ _17"></span>ą<span class="_ _5"></span> do wydłużenia okresu ek<span class="_ _7"></span>onomicznej użyteczności względem pierwotnie z<span class="_ _17"></span>a<span class="_ _5"></span>kładanego. </div><div class="t m0 x1 h4 y152 ff3 fs1 fc0 sc0 ls0 ws0">W przypadku wyłączenia rzecz<span class="_ _17"></span>owych a<span class="_ _5"></span>ktywów trwałyc<span class="_ _17"></span>h<span class="_ _5"></span> z u<span class="_ _5"></span>żywania, Spółka nie zaprzestaje amortyzacji, chy<span class="_ _17"></span>b<span class="_ _5"></span>a, że śro-</div><div class="t m0 x1 h4 y17a ff3 fs1 fc0 sc0 ls0 ws0">dek tr<span class="_ _2"></span>wały jest prze<span class="_ _17"></span>zna<span class="_ _5"></span>czon<span class="_ _17"></span>y do zbyci<span class="_ _17"></span>a<span class="_ _5"></span> w ci<span class="_ _17"></span>ąg<span class="_ _5"></span>u 12 miesięc<span class="_ _17"></span>y<span class="_ _17"></span>. W takiej s<span class="_ _17"></span>ytuacji<span class="_ _5"></span> środki <span class="_ _17"></span>trwałe wyceniane są według warto-</div><div class="t m0 x1 h4 y17b ff3 fs1 fc0 sc0 ls0 ws0">ści początk<span class="_ _17"></span>owej pomniejszonej o odpisy aktualizujące lub <span class="_ _5"></span>w <span class="_ _5"></span>wartości godziwej pomniejs<span class="_ _5"></span>zonej o k<span class="_ _17"></span>o<span class="_ _5"></span>szty sprzedaży<span class="_ _7"></span>, w za-</div><div class="t m0 x1 h4 y154 ff3 fs1 fc0 sc0 ls0 ws0">leżności od <span class="_ _17"></span>teg<span class="_ _5"></span>o, <span class="_ _17"></span>która z nich jest <span class="_ _2"></span>niższa <span class="_ _2"></span>i nie podlegają amortyzacji <span class="_ _17"></span>–<span class="_ _5"></span> zgodnie z <span class="_ _17"></span>MSSF 5 „Aktywa trwałe prz<span class="_ _17"></span>ez<span class="_ _5"></span>naczone do </div><div class="t m0 x1 h4 y17c ff3 fs1 fc0 sc0 ls0 ws0">sprzedaży or<span class="_ _17"></span>a<span class="_ _5"></span>z działalność </div><div class="t m1 x42 h32 y17c ff3 fse fc0 sc0 ls0 ws0">zaniechana<span class="_ _17"></span>”<span class="_ _17"></span>. </div><div class="t m0 x1 h4 y156 ff3 fs1 fc0 sc0 ls0 ws0">Wyc<span class="_ _2"></span>enione <span class="_ _5"></span>na <span class="_ _5"></span>moment n<span class="_ _5"></span>abyci<span class="_ _17"></span>a <span class="_ _5"></span>prawa do <span class="_ _5"></span>użytk<span class="_ _17"></span>owania <span class="_ _5"></span>rozpo<span class="_ _17"></span>znane<span class="_ _5"></span> <span class="_ _5"></span>w ramach ś<span class="_ _5"></span>rodk<span class="_ _17"></span>ów trwałych <span class="_ _5"></span>podlegają a<span class="_ _5"></span>mortyzacji </div><div class="t m0 x1 h4 y157 ff3 fs1 fc0 sc0 ls0 ws0">liniowej prz<span class="_ _17"></span>ez cały okres użytk<span class="_ _17"></span>owania i ﬁnansowania.  </div><div class="t m0 x1 h2b y17d ff2 fsa fc2 sc3 ls0 ws0">L<span class="_ _5"></span>easing<span class="_ _5"></span> <span class="_ _44"></span> </div><div class="t m0 x1 h4 y17e ff3 fs1 fc0 sc0 ls0 ws0">Spółka <span class="_ _32"></span>ujmuje <span class="_ _2f"></span>zobowiązanie <span class="_ _2f"></span>z <span class="_ _32"></span>tytułu <span class="_ _2f"></span>zawartej <span class="_ _32"></span>umow<span class="_ _5"></span>y <span class="_ _32"></span>leas<span class="_ _5"></span>ingowej <span class="_ _32"></span>w <span class="_ _2f"></span>wysokości <span class="_ _32"></span>wartości <span class="_ _2f"></span>bieżącej <span class="_ _32"></span>o<span class="_ _5"></span>płat <span class="_ _2f"></span>leasingowych </div><div class="t m0 x1 h4 y17f ff3 fs1 fc0 sc0 ls0 ws0">pozostając<span class="_ _17"></span>ych do zapłaty<span class="_ _7"></span>. Opła<span class="_ _2"></span>ty l<span class="_ _17"></span>e<span class="_ _5"></span>asingowe dysk<span class="_ _7"></span>on<span class="_ _5"></span>tuje się <span class="_ _17"></span>z zastosowaniem sto<span class="_ _2"></span>py proce<span class="_ _17"></span>ntowej leasingu, je<span class="_ _17"></span>żeli stopę tę<span class="_ _2"></span> </div><div class="t m0 x1 h4 y180 ff3 fs1 fc0 sc0 ls0 ws0">można z łatwością ustalić<span class="_ _2"></span>. W przeciwn<span class="_ _2"></span>ym razie leasingobiorca stosuje kr<span class="_ _17"></span>ań<span class="_ _5"></span>cową stopę procentową leasingobiorc<span class="_ _17"></span>y<span class="_ _17"></span>.  </div><div class="t m0 x1 h4 y181 ff3 fs1 fc0 sc0 ls0 ws0">Finansowane <span class="_ _32"></span>zobowiązaniami <span class="_ _5"></span>leas<span class="_ _5"></span>ingowymi <span class="_ _32"></span>prawa <span class="_ _5"></span>do <span class="_ _2f"></span>uż<span class="_ _5"></span>ytk<span class="_ _17"></span>owania <span class="_ _2f"></span>podlegają <span class="_ _2f"></span>początk<span class="_ _17"></span>owej <span class="_ _32"></span>wycenie <span class="_ _32"></span>we<span class="_ _5"></span>dług <span class="_ _32"></span>kosztu <span class="_ _5"></span>tj.<span class="_ _5"></span> </div><div class="t m0 x1 h4 y182 ff3 fs1 fc0 sc0 ls0 ws0">uwzględniają <span class="_ _5"></span>wartość <span class="_ _5"></span>bieżącą przyszłych <span class="_ _5"></span>opła<span class="_ _5"></span>t <span class="_ _5"></span>leasingowych a<span class="_ _5"></span>le <span class="_ _5"></span>również <span class="_ _5"></span>dodatk<span class="_ _17"></span>owe <span class="_ _5"></span>k<span class="_ _17"></span>o<span class="_ _5"></span>szty i <span class="_ _32"></span>opłaty <span class="_ _5"></span>pon<span class="_ _5"></span>iesione <span class="_ _5"></span>na <span class="_ _5"></span>po-</div><div class="t m0 x1 h4 y183 ff3 fs1 fc0 sc0 ls0 ws0">czątek czy <span class="_ _5"></span>przed <span class="_ _32"></span>roz<span class="_ _2"></span>poczęciem<span class="_ _17"></span> <span class="_ _32"></span>ﬁnansowania. <span class="_ _5"></span>W <span class="_ _5"></span>dalszych <span class="_ _5"></span>okresach <span class="_ _5"></span>pra<span class="_ _17"></span>wo <span class="_ _5"></span>d<span class="_ _5"></span>o <span class="_ _5"></span>użytk<span class="_ _17"></span>owania <span class="_ _5"></span>wyceniane <span class="_ _5"></span>jest <span class="_ _5"></span>wg <span class="_ _32"></span>modelu </div><div class="t m0 x1 h4 y184 ff3 fs1 fc0 sc0 ls0 ws0">k<span class="_ _17"></span>osztu: uleg<span class="_ _5"></span>a <span class="_ _5"></span>amortyzacji liniowej przez ca<span class="_ _5"></span>ły okres <span class="_ _5"></span>ﬁnansowania i <span class="_ _5"></span>użytk<span class="_ _17"></span>owania <span class="_ _5"></span>prawa oraz pod<span class="_ _5"></span>lega mod<span class="_ _5"></span>yﬁkacj<span class="_ _17"></span>i <span class="_ _5"></span>wyceny </div><div class="t m0 x1 h4 y185 ff3 fs1 fc0 sc0 ls0 ws0">w k<span class="_ _17"></span>orespondencji na zmianę warunk<span class="_ _17"></span>ów umowy i zmianę wyceny <span class="_ _17"></span>zobowiązania leasingowego.<span class="_ _17"></span> </div><div class="t m0 x1 h4 y186 ff3 fs1 fc0 sc0 ls0 ws0">Spółka <span class="_ _32"></span>ujmuje <span class="_ _2f"></span>zdysk<span class="_ _17"></span>o<span class="_ _5"></span>ntowaną <span class="_ _32"></span>wartość <span class="_ _2f"></span>zobowiązania <span class="_ _2f"></span>w <span class="_ _2f"></span>podziale <span class="_ _2f"></span>na<span class="_ _5"></span> <span class="_ _2f"></span>zobowiązania <span class="_ _32"></span>długo-<span class="_ _5"></span> <span class="_ _2f"></span>i krótk<span class="_ _17"></span>oterminowe<span class="_ _17"></span>.<span class="_ _5"></span> <span class="_ _32"></span>Wartość </div><div class="t m0 x1 h4 y187 ff3 fs1 fc0 sc0 ls0 ws0">zobowiązani<span class="_ _17"></span>a<span class="_ _5"></span> podlega aktualizacji, jeżeli zmienia się okres lea<span class="_ _5"></span>singu lub zmianie ule<span class="_ _5"></span>gają szacunki odnośnie <span class="_ _5"></span>sk<span class="_ _17"></span>orzystania </div><div class="t m0 x1 h4 y160 ff3 fs1 fc0 sc0 ls0 ws0">z <span class="_ _32"></span>opcji <span class="_ _32"></span>zakupu <span class="_ _5"></span>przedmiotu <span class="_ _32"></span>leas<span class="_ _5"></span>ingu <span class="_ _32"></span>(aktualizacja <span class="_ _32"></span>z <span class="_ _32"></span>zastosowaniem <span class="_ _32"></span>nowej <span class="_ _32"></span>stopy <span class="_ _5"></span>d<span class="_ _5"></span>ysk<span class="_ _17"></span>onta) <span class="_ _2f"></span>lub <span class="_ _5"></span>zmien<span class="_ _5"></span>ia <span class="_ _5"></span>s<span class="_ _5"></span>ię <span class="_ _32"></span>szacunk<span class="_ _17"></span>owa </div><div class="t m0 x1 h4 y161 ff3 fs1 fc0 sc0 ls0 ws0">wartość opłat leas<span class="_ _5"></span>ingowych w wyniku innych zdarzeń niż zmiana stopy procentowej (aktualizacja z zastosowanie<span class="_ _5"></span>m do-</div><div class="t m0 x1 h4 y162 ff3 fs1 fc0 sc0 ls0 ws0">tychczasowej stopy dysk<span class="_ _7"></span>o<span class="_ _5"></span>nta). Zmiana wartości zobowiązań jest ujmowana w k<span class="_ _17"></span>ores<span class="_ _5"></span>pondencj<span class="_ _17"></span>i ze z<span class="_ _5"></span>mianą wartości praw </div><div class="t m0 x1 h4 y188 ff3 fs1 fc0 sc0 ls0 ws0">do k<span class="_ _17"></span>orzystania ze składnika <span class="_ _17"></span>a<span class="_ _5"></span>ktywów<span class="_ _7"></span>. </div><div class="t m0 x1 h4 y164 ff3 fs1 fc0 sc0 ls0 ws0">Spółka prez<span class="_ _17"></span>entuje w spra<span class="_ _17"></span>wozdaniu ﬁnansowym pra<span class="_ _2"></span>wa do użytk<span class="_ _17"></span>owania aktywów w pozycj<span class="_ _2"></span>ach właściwych w przypadku, </div><div class="t m0 x1 h4 y189 ff3 fs1 fc0 sc0 ls0 ws0">gdyby przedmiot <span class="_ _5"></span>leasingu <span class="_ _5"></span>stanowił<span class="_ _5"></span> <span class="_ _5"></span>własność <span class="_ _5"></span>spó<span class="_ _5"></span>łki. Zobowiązania <span class="_ _5"></span>z <span class="_ _5"></span>tytułu <span class="_ _5"></span>umów <span class="_ _5"></span>leas<span class="_ _5"></span>ingu <span class="_ _5"></span>ujmowane <span class="_ _5"></span>są <span class="_ _5"></span>jako <span class="_ _5"></span>pozostałe<span class="_ _2"></span> </div><div class="t m0 x1 h4 y18a ff3 fs1 fc0 sc0 ls0 ws0">zobowiązani<span class="_ _17"></span>a<span class="_ _5"></span> <span class="_ _32"></span>ﬁnansowe. <span class="_ _5"></span>Stosowne <span class="_ _32"></span>inf<span class="_ _5"></span>ormacje <span class="_ _32"></span>wymagane <span class="_ _32"></span>p<span class="_ _5"></span>rze<span class="_ _17"></span>z<span class="_ _5"></span> <span class="_ _32"></span>MSSF <span class="_ _32"></span>16 <span class="_ _32"></span>ujawniane <span class="_ _32"></span>są <span class="_ _2f"></span>w <span class="_ _32"></span>dodat<span class="_ _5"></span>k<span class="_ _17"></span>owych <span class="_ _32"></span>notach <span class="_ _32"></span>ob<span class="_ _5"></span>ja-</div><div class="t m0 x1 h4 y18b ff3 fs1 fc0 sc0 ls0 ws0">śniających. </div><div class="t m0 x1 h4 y18c ff3 fs1 fc0 sc0 ls0 ws0">Spółka k<span class="_ _17"></span>orzysta <span class="_ _5"></span>z <span class="_ _5"></span>dopuszczon<span class="_ _17"></span>ych p<span class="_ _5"></span>rzez MSSF 16 <span class="_ _5"></span>zwolnień, <span class="_ _5"></span>tj. nie <span class="_ _5"></span>ujawnia p<span class="_ _5"></span>ra<span class="_ _17"></span>wa <span class="_ _5"></span>do <span class="_ _5"></span>użytk<span class="_ _17"></span>owa<span class="_ _5"></span>nia <span class="_ _5"></span>i zobowiązań a <span class="_ _5"></span>ujmuje </div><div class="t m0 x1 h4 y18d ff3 fs1 fc0 sc0 ls0 ws0">jedynie k<span class="_ _17"></span>osz<span class="_ _5"></span>ty bie<span class="_ _17"></span>żących opłat leasingowych) w odniesieniu do: </div><div class="t m0 x1 h4 y16a ff7 fs1 fc5 sc0 ls0 ws0"><span class="ff8"> <span class="_ _2e"> </span><span class="ff3 fc0">krótk<span class="_ _17"></span>oterminowych umów <span class="_ _17"></span>lea<span class="_ _5"></span>singu (za<span class="_ _17"></span>wa<span class="_ _5"></span>rtych na okres króts<span class="_ _2"></span>zy niż 1 rok), lub  </span></span></div><div class="t m0 x1 h4 yc0 ff7 fs1 fc5 sc0 ls0 ws0"><span class="ff8"> <span class="_ _2e"> </span><span class="ff3 fc0">gdzie wartość przedmiotu <span class="_ _2"></span>leasingu nie przekracza 4<span class="_ _17"></span>0.00<span class="_ _5"></span>0,00 zł. </span></span></div><div class="t m0 x1 h4 y18e ff3 fs1 fc0 sc0 ls0 ws0">W przypadku, gdy Spółka jest leasingodawcą, kwaliﬁkuje leasing jak<span class="_ _17"></span>o lea<span class="_ _5"></span>sing operacyjn<span class="_ _17"></span>y lub<span class="_ _5"></span> ﬁnansowy<span class="_ _7"></span>. Leas<span class="_ _5"></span>ing jest za-</div><div class="t m0 x1 h4 y16c ff3 fs1 fc0 sc0 ls0 ws0">licz<span class="_ _2"></span>any do <span class="_ _17"></span>lea<span class="_ _5"></span>singu ﬁnansowego<span class="_ _17"></span>, jeż<span class="_ _17"></span>e<span class="_ _5"></span>li następuje <span class="_ _17"></span>p<span class="_ _5"></span>rzeniesienie z<span class="_ _17"></span>a<span class="_ _5"></span>sadniczo <span class="_ _17"></span>całego ryzyka <span class="_ _17"></span>i pożytk<span class="_ _17"></span>ów wynik<span class="_ _17"></span>a<span class="_ _5"></span>jących <span class="_ _17"></span>z<span class="_ _5"></span> po-</div><div class="t m0 x1 h4 y16d ff3 fs1 fc0 sc0 ls0 ws0">siadania bazow<span class="_ _17"></span>e<span class="_ _5"></span>go sk<span class="_ _17"></span>ład<span class="_ _5"></span>nika <span class="_ _17"></span>aktywów<span class="_ _17"></span>. Leasing jest <span class="_ _17"></span>zaliczan<span class="_ _17"></span>y do leasingu oper<span class="_ _17"></span>a<span class="_ _5"></span>cyjnego,<span class="_ _17"></span> jeżeli<span class="_ _2"></span> nie następuje <span class="_ _17"></span>p<span class="_ _5"></span>rzeniesie-</div><div class="t m0 x1 h4 y16e ff3 fs1 fc0 sc0 ls0 ws0">nie zasadniczo całego ry<span class="_ _17"></span>z<span class="_ _5"></span>yka <span class="_ _2"></span>i pożytk<span class="_ _17"></span>ów wynik<span class="_ _2"></span>ających z posiadania bazo<span class="_ _17"></span>we<span class="_ _5"></span>go składnika akty<span class="_ _17"></span>wów<span class="_ _17"></span>. </div><div class="t m0 x1 h4 y16f ff3 fs1 fc0 sc0 ls0 ws0">W <span class="_ _17"></span>przypadku <span class="_ _17"></span>leasingu <span class="_ _2"></span>operacyjnego <span class="_ _17"></span>Spółka <span class="_ _17"></span>ujmuje <span class="_ _17"></span>składnik będący <span class="_ _17"></span>przedmiotem <span class="_ _7"></span>le<span class="_ _5"></span>asingu <span class="_ _17"></span>w akty<span class="_ _17"></span>wach<span class="_ _5"></span> <span class="_ _17"></span>a <span class="_ _17"></span>p<span class="_ _5"></span>rzychody <span class="_ _17"></span>roz-</div><div class="t m0 x1 h4 yc4 ff3 fs1 fc0 sc0 ls0 ws0">poznaje metodą liniową w <span class="_ _17"></span>o<span class="_ _5"></span>kresie trwania leasingu (ewentualne zachęty <span class="_ _17"></span>promocyjne rozkładane są w czasie). </div><div class="t m0 x1 h4 y18f ff3 fs1 fc0 sc0 ls0 ws0">W <span class="_ _5"></span>przypadku <span class="_ _5"></span>lea<span class="_ _5"></span>singu <span class="_ _5"></span>ﬁn<span class="_ _5"></span>ansowego <span class="_ _5"></span>Spółka <span class="_ _5"></span>ujmuje <span class="_ _5"></span>inwestycję <span class="_ _32"></span>leasingową <span class="_ _32"></span>netto, ustalon<span class="_ _5"></span>ą <span class="_ _5"></span>w <span class="_ _32"></span>wysokości<span class="_ _17"></span> <span class="_ _32"></span>kwaliﬁkujących </div><div class="t m0 x1 h4 y171 ff3 fs1 fc0 sc0 ls0 ws0">się opłat leasingowych zdysk<span class="_ _7"></span>on<span class="_ _5"></span>towan<span class="_ _17"></span>ych z użyciem stopy procentowej leasingu. W przypadku oddania w leasing ﬁnan-</div><div class="t m0 x1 h4 y172 ff3 fs1 fc0 sc0 ls0 ws0">sowy własnych produktów<span class="_ _17"></span>, wartość <span class="_ _5"></span>godziwa<span class="_ _5"></span> produktu lub <span class="_ _5"></span>niższa od<span class="_ _5"></span> niej <span class="_ _5"></span>wartość zdysk<span class="_ _17"></span>ontowanych opłat <span class="_ _5"></span>leasingowych </div><div class="t m0 x1 h4 y173 ff3 fs1 fc0 sc0 ls0 ws0">ujmowana <span class="_ _5"></span>jest <span class="_ _32"></span>tak, <span class="_ _32"></span>jak <span class="_ _32"></span>przychod<span class="_ _5"></span>y <span class="_ _5"></span>ze <span class="_ _5"></span>sprzedaży<span class="_ _17"></span>. <span class="_ _5"></span>W <span class="_ _32"></span>przypad<span class="_ _5"></span>ku <span class="_ _5"></span>gdy <span class="_ _5"></span>s<span class="_ _5"></span>topa <span class="_ _32"></span>procentowa <span class="_ _5"></span>leasingu <span class="_ _32"></span>jest <span class="_ _32"></span>zaniżona <span class="_ _5"></span>względem </div><div class="t m0 x1 h4 y174 ff3 fs1 fc0 sc0 ls0 ws0">stopy ry<span class="_ _2"></span>nk<span class="_ _17"></span>owej, wartość zdysk<span class="_ _17"></span>ontowanych opłat leasingowy<span class="_ _17"></span>ch ustala<span class="_ _5"></span>na jest za z<span class="_ _17"></span>a<span class="_ _5"></span>stosowaniem stopy ry<span class="_ _17"></span>nkowej. </div><div class="t m0 x1 h4 y175 ff3 fs1 fc0 sc0 ls0 ws0">Jeżeli <span class="_ _5"></span>Spółka <span class="_ _5"></span>do<span class="_ _5"></span>k<span class="_ _17"></span>ona <span class="_ _32"></span>transakc<span class="_ _17"></span>ji <span class="_ _32"></span>lea<span class="_ _5"></span>singu <span class="_ _32"></span>zwrotnego, <span class="_ _5"></span>transak<span class="_ _17"></span>cja <span class="_ _32"></span>rozliczana <span class="_ _5"></span>jes<span class="_ _5"></span>t <span class="_ _5"></span>w<span class="_ _5"></span> <span class="_ _32"></span>zależności <span class="_ _5"></span>od <span class="_ _32"></span>teg<span class="_ _5"></span>o, <span class="_ _5"></span>czy <span class="_ _32"></span>p<span class="_ _5"></span>rzeniesienie </div><div class="t m0 x1 h4 y176 ff3 fs1 fc0 sc0 ls0 ws0">składnika <span class="_ _5"></span>aktywów kwaliﬁkuje <span class="_ _5"></span>się <span class="_ _5"></span>jak<span class="_ _17"></span>o<span class="_ _5"></span> <span class="_ _5"></span>sprzedaż. <span class="_ _5"></span>Ewentualny <span class="_ _5"></span>zysk z <span class="_ _32"></span>tytułu <span class="_ _5"></span>zbycia s<span class="_ _5"></span>kładnika <span class="_ _5"></span>aktywów do<span class="_ _5"></span> <span class="_ _5"></span>leasingod<span class="_ _5"></span>awc<span class="_ _17"></span>y </div><div class="t m0 x1 h4 y190 ff3 fs1 fc0 sc0 ls0 ws0">ujmowan<span class="_ _17"></span>y<span class="_ _5"></span> <span class="_ _0"> </span>jest <span class="_ _0"> </span>w <span class="_ _0"> </span>wyniku <span class="_ _0"> </span>proporcjonalnie <span class="_ _0"> </span>do <span class="_ _0"> </span>wartości <span class="_ _0"> </span>praw <span class="_ _b"> </span>przeniesionych <span class="_ _b"> </span>na<span class="_ _5"></span> <span class="_ _0"> </span>leasingod<span class="_ _5"></span>a<span class="_ _2"></span>wcę, <span class="_ _b"> </span>o <span class="_ _0"> </span>ile <span class="_ _0"> </span>następuje </div></div><div class="pi" ></div></div><div id="pfc" class="pf w0 h0" ><div class="pc pcc w0 h0"><img class="bi x11 y191 wc h33" alt="" src="data:image/png;base64,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"/><div class="t m0 x1 h2 y1 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 ya8 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h3 y53 ff1 fs0 fc1 sc0 ls0 ws0">Jednostkowe sprawozdanie ﬁnansowe Dekpol S.A.<span class="ff2"> <span class="_ _14"> </span> <span class="_ _4f"> </span><span class="ff3 fc0">za okres od 01.01.2023 do 31.12.2023</span></span></div><div class="t m0 x3c h4 y54 ff3 fs1 fc0 sc0 ls0 ws0"> <span class="_ _3"></span> </div><div class="t m0 x35 hf y53 ff3 fs0 fc0 sc0 ls0 ws0"> (dane w tys.zł)</div><div class="t m0 x3d h4 y54 ff3 fs1 fc0 sc0 ls0 ws0"> <span class="_ _31"> </span> <span class="_ _4"> </span> </div><div class="t m0 x3e h3 y53 ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 xe h5 ya9 ff1 fs2 fc0 sc0 ls0 ws0">12</div><div class="t m0 x13 h16 y56 ff4 fs9 fc5 sc0 ls0 ws0">Wprowadzenie</div><div class="c x14 y57 wd h17"><div class="t m0 x0 h16 y58 ff4 fs9 fc5 sc0 ls0 ws0"> </div></div><div class="t m0 x15 h18 y59 ff1 fs9 fc6 sc0 ls0 ws0">Sprawozdanie  </div><div class="t m0 x15 h18 y5a ff1 fs9 fc6 sc0 ls0 ws0">z sytuacji </div><div class="t m0 x15 h18 y5b ff1 fs9 fc6 sc0 ls0 ws0">ﬁnansowej </div><div class="t m0 x16 h18 y5c ff1 fs9 fc6 sc0 ls0 ws0">Sprawozdanie  </div><div class="t m0 x16 h18 y5d ff1 fs9 fc6 sc0 ls0 ws0">z całkowitych  </div><div class="t m0 x16 h18 y5e ff1 fs9 fc6 sc0 ls0 ws0">dochodów </div><div class="t m0 x17 h18 y5f ff1 fs9 fc6 sc0 ls0 ws0">Sprawozdanie  </div><div class="t m0 x17 h18 y60 ff1 fs9 fc6 sc0 ls0 ws0">z przepływów </div><div class="t m0 x17 h18 y61 ff1 fs9 fc6 sc0 ls0 ws0">pieniężnych </div><div class="t m0 x18 h18 y5c ff1 fs9 fc6 sc0 ls0 ws0">Sprawozdanie  </div><div class="t m0 x18 h18 y5d ff1 fs9 fc6 sc0 ls0 ws0">ze zmian w kapitale </div><div class="t m0 x18 h18 y5e ff1 fs9 fc6 sc0 ls0 ws0">własnym </div><div class="t m0 x19 h18 y62 ff1 fs9 fc6 sc0 ls0 ws0">Dodatkowe  </div><div class="t m0 x19 h18 y63 ff1 fs9 fc6 sc0 ls0 ws0">noty  </div><div class="t m0 x19 h18 y64 ff1 fs9 fc6 sc0 ls0 ws0">objaśniające </div><div class="t m0 x1 h4 yf2 ff3 fs1 fc0 sc0 ls0 ws0">przeniesienie składnika aktywów kwaliﬁk<span class="_ _17"></span>ujące się<span class="_ _5"></span> jak<span class="_ _17"></span>o <span class="_ _5"></span>sprzedaż. W przypadku brak<span class="_ _17"></span>u t<span class="_ _5"></span>akiego przeniesienia, nie jes<span class="_ _5"></span>t ro<span class="_ _2"></span>z-</div><div class="t m0 x1 h34 y65 ff3 fs1 fc0 sc0 ls0 ws0">poznawan<span class="_ _17"></span>y zysk, aktywa nie są wyłączone a otrzymana zapłata ujmo<span class="_ _2"></span>wana jest jak<span class="_ _17"></span>o<span class="_ _5"></span> zobowiąz<span class="_ _17"></span>a<span class="_ _5"></span>nie ﬁnansowe<span class="_ _17"></span>.<span class="ff5"> </span></div><div class="t m0 x1 h2b y192 ff2 fsa fc2 sc3 ls0 ws0">W<span class="_ _17"></span>a<span class="_ _5"></span>r<span class="_ _5"></span>tości <span class="_ _5"></span>niema<span class="_ _32"></span>te<span class="_ _5"></span>ria<span class="_ _5"></span>lne (W<span class="_ _5"></span>N)<span class="_ _53"> </span> </div><div class="t m0 x1 h4 y193 ff3 fs1 fc0 sc0 ls0 ws0">Spółka <span class="_ _17"></span>ujmuje <span class="_ _17"></span>początk<span class="_ _17"></span>owo <span class="_ _17"></span>WN <span class="_ _17"></span>na<span class="_ _5"></span>byte <span class="_ _17"></span>w <span class="_ _17"></span>odrębnych <span class="_ _17"></span>transak<span class="_ _17"></span>cjach <span class="_ _17"></span>wed<span class="_ _5"></span>ług <span class="_ _17"></span>cen <span class="_ _17"></span>nabycia, <span class="_ _17"></span>zaś <span class="_ _17"></span>WN <span class="_ _17"></span>wytworzone <span class="_ _17"></span>we<span class="_ _5"></span> <span class="_ _17"></span>własnym </div><div class="t m0 x1 h4 y194 ff3 fs1 fc0 sc0 ls0 ws0">zakresie według <span class="_ _17"></span>kosztu wytworz<span class="_ _17"></span>en<span class="_ _5"></span>ia. </div><div class="t m0 x1 h4 y195 ff3 fs1 fc0 sc0 ls0 ws0">W <span class="_ _32"></span>przypad<span class="_ _5"></span>ku <span class="_ _32"></span>nabycia <span class="_ _2f"></span>licencji <span class="_ _2f"></span>na <span class="_ _2f"></span>oprogramowania <span class="_ _32"></span>lub <span class="_ _2f"></span>podobnych <span class="_ _2f"></span>składnik<span class="_ _17"></span>ów <span class="_ _2f"></span>majątk<span class="_ _17"></span>owych, <span class="_ _2f"></span>do <span class="_ _2f"></span>wartości <span class="_ _2f"></span>początk<span class="_ _17"></span>owej </div><div class="t m0 x1 h4 y196 ff3 fs1 fc0 sc0 ls0 ws0">WN <span class="_ _32"></span>zalicza <span class="_ _2f"></span>się <span class="_ _2f"></span>koszty <span class="_ _32"></span>wdrożenia <span class="_ _32"></span>op<span class="_ _5"></span>rogr<span class="_ _17"></span>a<span class="_ _5"></span>mowania <span class="_ _2f"></span>poniesione <span class="_ _2f"></span>do <span class="_ _2f"></span>dnia <span class="_ _2f"></span>do<span class="_ _5"></span>prowadz<span class="_ _17"></span>enia <span class="_ _2f"></span>oprogramowania <span class="_ _32"></span>do<span class="_ _5"></span> <span class="_ _32"></span>założonej </div><div class="t m0 x1 h4 y197 ff3 fs1 fc0 sc0 ls0 ws0">użyteczności <span class="_ _17"></span>o<span class="_ _5"></span>kreślonej <span class="_ _17"></span>p<span class="_ _5"></span>rze<span class="_ _17"></span>z Zarz<span class="_ _2"></span>ąd Spółki<span class="_ _17"></span>. Do <span class="_ _17"></span>k<span class="_ _17"></span>o<span class="_ _5"></span>sztów <span class="_ _17"></span>wdrożenia <span class="_ _17"></span>nie<span class="_ _5"></span> <span class="_ _17"></span>zalicza <span class="_ _17"></span>s<span class="_ _5"></span>ię <span class="_ _17"></span>kosztów <span class="_ _17"></span>szk<span class="_ _17"></span>oleń<span class="_ _5"></span> <span class="_ _17"></span>p<span class="_ _5"></span>raco<span class="_ _2"></span>wnik<span class="_ _17"></span>ów<span class="_ _7"></span>, obcią-</div><div class="t m0 x1 h4 y198 ff3 fs1 fc0 sc0 ls0 ws0">żającyc<span class="_ _2"></span>h wynik w dacie poniesienia. </div><div class="t m0 x1 h4 y199 ff3 fs1 fc0 sc0 ls0 ws0">Do <span class="_ _5"></span>WN <span class="_ _32"></span>wytworzonych <span class="_ _5"></span>we <span class="_ _32"></span>własnym <span class="_ _5"></span>zakresie <span class="_ _32"></span>kwaliﬁkuj<span class="_ _17"></span>e <span class="_ _32"></span>s<span class="_ _5"></span>ię <span class="_ _32"></span>wyłącznie <span class="_ _5"></span>WN<span class="_ _5"></span> <span class="_ _5"></span>spełnia<span class="_ _5"></span>jące <span class="_ _5"></span>kryteria <span class="_ _32"></span>określone <span class="_ _32"></span>dla <span class="_ _32"></span>prac <span class="_ _5"></span>roz-</div><div class="t m0 x1 h4 y19a ff3 fs1 fc0 sc0 ls0 ws0">wojowych. <span class="_ _17"></span>Nie kwaliﬁkuje <span class="_ _7"></span>się<span class="_ _5"></span> <span class="_ _17"></span>do<span class="_ _5"></span> <span class="_ _17"></span>WN <span class="_ _17"></span>war<span class="_ _5"></span>tości <span class="_ _17"></span>ﬁrmy<span class="_ _7"></span>, znak<span class="_ _17"></span>ów <span class="_ _17"></span>ﬁrmowych, <span class="_ _17"></span>towarowych <span class="_ _17"></span>itp. <span class="_ _17"></span>o <span class="_ _2"></span>ile <span class="_ _17"></span>zostały <span class="_ _17"></span>wy<span class="_ _5"></span>tworzone <span class="_ _17"></span>we wł<span class="_ _2"></span>a-</div><div class="t m0 x1 h4 y19b ff3 fs1 fc0 sc0 ls0 ws0">snym<span class="_ _17"></span> zakresie. </div><div class="t m0 x1 h4 y19c ff3 fs1 fc0 sc0 ls0 ws0">Po początk<span class="_ _17"></span>owym ujęciu Spółka <span class="_ _5"></span>wycenia WN wed<span class="_ _5"></span>ług ceny nabycia lub k<span class="_ _17"></span>o<span class="_ _5"></span>sztu wytworzenia pomniejszonych o doko<span class="_ _17"></span>n<span class="_ _5"></span>ane </div><div class="t m0 x1 h4 y17e ff3 fs1 fc0 sc0 ls0 ws0">odpisy umorz<span class="_ _17"></span>en<span class="_ _5"></span>iowe,<span class="_ _17"></span> zgodnie z modelem ceny naby<span class="_ _2"></span>cia lub k<span class="_ _17"></span>osztu wytworzenia. </div><div class="t m0 x1 h4 y19d ff3 fs1 fc0 sc0 ls0 ws0">W o<span class="_ _5"></span>dniesieniu <span class="_ _5"></span>do<span class="_ _5"></span> <span class="_ _5"></span>każdej WN <span class="_ _32"></span>Spółka ustala <span class="_ _5"></span>o<span class="_ _5"></span>kres <span class="_ _5"></span>ek<span class="_ _17"></span>o<span class="_ _5"></span>nomicznej użyteczno<span class="_ _5"></span>ści. O<span class="_ _5"></span>kres <span class="_ _5"></span>ek<span class="_ _17"></span>o<span class="_ _5"></span>nomicznej użyteczn<span class="_ _5"></span>ości <span class="_ _5"></span>może </div><div class="t m0 x1 h4 y19e ff3 fs1 fc0 sc0 ls0 ws0">być <span class="_ _5"></span>nieograniczony<span class="_ _7"></span>. <span class="_ _32"></span>Okres <span class="_ _32"></span>ek<span class="_ _2"></span>onomicznej <span class="_ _32"></span>użyteczności <span class="_ _32"></span>wyn<span class="_ _5"></span>ik<span class="_ _17"></span>a<span class="_ _5"></span>jący <span class="_ _5"></span>z<span class="_ _5"></span> <span class="_ _32"></span>tytułów <span class="_ _32"></span>prawn<span class="_ _17"></span>ych <span class="_ _32"></span>ni<span class="_ _5"></span>e <span class="_ _32"></span>może <span class="_ _5"></span>być <span class="_ _32"></span>dłuższy <span class="_ _32"></span>niż <span class="_ _32"></span>okres </div><div class="t m0 x1 h4 y181 ff3 fs1 fc0 sc0 ls0 ws0">obowiązywania tych tytułó<span class="_ _17"></span>w. </div><div class="t m0 x1 h4 y15d ff3 fs1 fc0 sc0 ls0 ws0">WN <span class="_ _17"></span>po<span class="_ _5"></span>dlegają amortyz<span class="_ _17"></span>acji w <span class="_ _2"></span>okresie ek<span class="_ _17"></span>onomicznej użyte<span class="_ _17"></span>cz<span class="_ _5"></span>ności od dnia, <span class="_ _17"></span>gdy składnik <span class="_ _17"></span>jes<span class="_ _5"></span>t gotowy <span class="_ _17"></span>do użyc<span class="_ _2"></span>ia do <span class="_ _17"></span>dn<span class="_ _5"></span>ia <span class="_ _17"></span>wy-</div><div class="t m0 x1 h4 y19f ff3 fs1 fc0 sc0 ls0 ws0">łączenia z ujmo<span class="_ _17"></span>wa<span class="_ _5"></span>nia lub dnia przezn<span class="_ _2"></span>aczenia do sprzedaży<span class="_ _7"></span>. </div><div class="t m0 x1 h4 y185 ff3 fs1 fc0 sc0 ls0 ws0">Spółka stosuje liniową metod<span class="_ _5"></span>ę amortyzacji WN, c<span class="_ _5"></span>hyba, że inne me<span class="_ _5"></span>tody (degresywna, oparta o <span class="_ _5"></span>jedno<span class="_ _5"></span>stki produk<span class="_ _17"></span>cji) lepiej </div><div class="t m0 x1 h4 y88 ff3 fs1 fc0 sc0 ls0 ws0">odzwierciedlają <span class="_ _5"></span>k<span class="_ _17"></span>on<span class="_ _5"></span>sumpcję <span class="_ _5"></span>k<span class="_ _17"></span>orzyści <span class="_ _5"></span>ek<span class="_ _17"></span>o<span class="_ _5"></span>nomicznyc<span class="_ _2"></span>h. <span class="_ _5"></span>Spółka <span class="_ _5"></span>może <span class="_ _5"></span>stosować <span class="_ _5"></span>inne <span class="_ _5"></span>metody <span class="_ _5"></span>i<span class="_ _5"></span> <span class="_ _5"></span>stawki d<span class="_ _5"></span>la <span class="_ _5"></span>celów <span class="_ _5"></span>ustalen<span class="_ _5"></span>ia </div><div class="t m0 x1 h4 y15f ff3 fs1 fc0 sc0 ls0 ws0">dochodu podatk<span class="_ _17"></span>owego. </div><div class="t m0 x1 h4 y160 ff3 fs1 fc0 sc0 ls0 ws0">Okres amortyzacji oraz metoda amortyzacji podlegają <span class="_ _5"></span>periodycznej weryﬁkacj<span class="_ _17"></span>i, co n<span class="_ _5"></span>ajmniej n<span class="_ _5"></span>a ko<span class="_ _17"></span>niec <span class="_ _5"></span>każ<span class="_ _17"></span>de<span class="_ _5"></span>go roku ob-</div><div class="t m0 x1 h4 y161 ff3 fs1 fc0 sc0 ls0 ws0">rotowego.<span class="_ _17"></span> W przypadku <span class="_ _17"></span>stwierdzenia znaczącej zm<span class="_ _2"></span>iany <span class="_ _2"></span>względem poprzednich <span class="_ _17"></span>szacun<span class="_ _5"></span>k<span class="_ _17"></span>ów<span class="_ _17"></span>, jednostka dok<span class="_ _7"></span>on<span class="_ _5"></span>uje zmi<span class="_ _17"></span>a<span class="_ _5"></span>ny </div><div class="t m0 x1 h4 y162 ff3 fs1 fc0 sc0 ls0 ws0">stawek <span class="_ _2"></span>i/lub metody amortyzacji począ<span class="_ _17"></span>wszy o<span class="_ _5"></span>d pierwszego dnia okresu spr<span class="_ _17"></span>awozda<span class="_ _17"></span>wczego.<span class="_ _17"></span> </div><div class="t m0 x1 h4 y163 ff3 fs1 fc0 sc0 ls0 ws0">WN <span class="_ _5"></span>o <span class="_ _5"></span>nieokreślonym o<span class="_ _5"></span>kresie <span class="_ _5"></span>ekonomic<span class="_ _17"></span>z<span class="_ _5"></span>nej <span class="_ _5"></span>użyteczności <span class="_ _5"></span>oraz <span class="_ _5"></span>wartość <span class="_ _5"></span>ﬁrmy <span class="_ _5"></span>nie <span class="_ _5"></span>pod<span class="_ _5"></span>legają <span class="_ _5"></span>amortyzacji, <span class="_ _5"></span>są <span class="_ _32"></span>jednak <span class="_ _5"></span>pod<span class="_ _5"></span>-</div><div class="t m0 x1 h4 y164 ff3 fs1 fc0 sc0 ls0 ws0">dawane <span class="_ _32"></span>testom <span class="_ _2f"></span>z <span class="_ _32"></span>tytułu <span class="_ _2f"></span>trwałej <span class="_ _32"></span>ut<span class="_ _5"></span>raty <span class="_ _32"></span>wartości <span class="_ _32"></span>na<span class="_ _5"></span> <span class="_ _32"></span>k<span class="_ _17"></span>o<span class="_ _5"></span>niec <span class="_ _32"></span>każdego <span class="_ _2f"></span>roku <span class="_ _5"></span>obrotowego <span class="_ _32"></span>oraz <span class="_ _32"></span>gdy <span class="_ _2f"></span>występują <span class="_ _32"></span>p<span class="_ _5"></span>rzesłanki, <span class="_ _5"></span>że </div><div class="t m0 x1 h4 y189 ff3 fs1 fc0 sc0 ls0 ws0">wystąpiła trwała <span class="_ _32"></span>utrata wa<span class="_ _5"></span>rtości <span class="_ _5"></span>WN. <span class="_ _32"></span>Ponadto <span class="_ _5"></span>corocznie <span class="_ _5"></span>we<span class="_ _5"></span>ryﬁk<span class="_ _7"></span>owan<span class="_ _5"></span>a <span class="_ _5"></span>jest <span class="_ _5"></span>poprawność założenia, że <span class="_ _5"></span>WN <span class="_ _5"></span>ma <span class="_ _5"></span>n<span class="_ _5"></span>ieokre-</div><div class="t m0 x1 h4 y18a ff3 fs1 fc0 sc0 ls0 ws0">ślony okres <span class="_ _2"></span>ek<span class="_ _17"></span>o<span class="_ _5"></span>nomicznej użyteczności i – w razie potrzeby<span class="_ _17"></span> –<span class="_ _5"></span> WN podlega przekwaliﬁk<span class="_ _17"></span>owaniu do WN amortyzowan<span class="_ _17"></span>ych.<span class="_ _5"></span> </div><div class="t m0 x1 h4 y18b ff3 fs1 fc0 sc0 ls0 ws0">Przekwali<span class="_ _2"></span>ﬁk<span class="_ _17"></span>owaniu nie podlega wartość ﬁrmy<span class="_ _7"></span>. </div><div class="t m0 x1 h4 y18c ff3 fs1 fc0 sc0 ls0 ws0">WN o <span class="_ _17"></span>wa<span class="_ _5"></span>rtości <span class="_ _17"></span>po<span class="_ _5"></span>czątk<span class="_ _17"></span>owej <span class="_ _2"></span>nie przekr<span class="_ _17"></span>aczającej 3.000,00 <span class="_ _17"></span>z<span class="_ _5"></span>ł są odpisy<span class="_ _17"></span>wane jednoraz<span class="_ _17"></span>owo<span class="_ _5"></span> w <span class="_ _17"></span>ciężar <span class="_ _17"></span>k<span class="_ _17"></span>os<span class="_ _5"></span>ztów<span class="_ _17"></span>. W<span class="_ _17"></span>N<span class="_ _5"></span> o <span class="_ _17"></span>war<span class="_ _5"></span>to-</div><div class="t m0 x1 h4 y18d ff3 fs1 fc0 sc0 ls0 ws0">ści początk<span class="_ _17"></span>owej od 3.000<span class="_ _17"></span>,00 zł ujmowane są w ewidencji anality<span class="_ _17"></span>czn<span class="_ _5"></span>ej WN i <span class="_ _2"></span>amortyzowane w okresie <span class="_ _2"></span>ek<span class="_ _17"></span>onomiczne<span class="_ _5"></span>j uży<span class="_ _17"></span>-</div><div class="t m0 x1 h4 y1a0 ff3 fs1 fc0 sc0 ls0 ws0">teczności zgodnie z wyż<span class="_ _17"></span>e<span class="_ _5"></span>j wskazan<span class="_ _17"></span>ymi zasadami. </div><div class="t m0 x1 h4 y1a1 ff3 fs1 fc0 sc0 ls0 ws0">W okresie spra<span class="_ _17"></span>wozda<span class="_ _2"></span>wczym nie wytworzono w<span class="_ _17"></span>e wła<span class="_ _5"></span>sn<span class="_ _2"></span>ym zakresie WN. </div><div class="t m0 x1 h2b y1a2 ff2 fsa fc2 sc3 ls0 ws0">Nieruc<span class="_ _5"></span>homoś<span class="_ _5"></span>ci <span class="_ _5"></span>inwe<span class="_ _5"></span>s<span class="_ _5"></span>tycyjne<span class="_ _53"> </span> </div><div class="t m0 x1 h4 y1a3 ff3 fs1 fc0 sc0 ls0 ws0">Spółka zalicz<span class="_ _17"></span>a <span class="_ _5"></span>do n<span class="_ _5"></span>ieruchomości inwestyc<span class="_ _17"></span>yj<span class="_ _5"></span>nych nieruchomości utrzymywane w ce<span class="_ _5"></span>lu uzyskiwania przychod<span class="_ _5"></span>ów z czyn-</div><div class="t m0 x1 h4 y1a4 ff3 fs1 fc0 sc0 ls0 ws0">szów <span class="_ _32"></span>lub <span class="_ _2f"></span>wzrostu <span class="_ _32"></span>wa<span class="_ _5"></span>rtości <span class="_ _2f"></span>rynko<span class="_ _17"></span>wej. <span class="_ _2f"></span>Jeżeli <span class="_ _32"></span>n<span class="_ _5"></span>ieruchomość <span class="_ _2f"></span>jest <span class="_ _2f"></span>wyk<span class="_ _17"></span>orzystywana <span class="_ _2f"></span>również <span class="_ _32"></span>na<span class="_ _5"></span> <span class="_ _32"></span>własne <span class="_ _2f"></span>pot<span class="_ _5"></span>rzeby<span class="_ _2"></span> <span class="_ _2f"></span>Spółki, <span class="_ _32"></span>a<span class="_ _5"></span> </div><div class="t m0 x1 h4 y1a5 ff3 fs1 fc0 sc0 ls0 ws0">część <span class="_ _32"></span>odrębnie <span class="_ _32"></span>wykorzystywa<span class="_ _17"></span>na<span class="_ _5"></span> <span class="_ _32"></span>nie <span class="_ _2f"></span>może <span class="_ _32"></span>stanowić <span class="_ _32"></span>o<span class="_ _5"></span>drębnego <span class="_ _32"></span>przedmiotu <span class="_ _32"></span>własnoś<span class="_ _5"></span>ci, <span class="_ _5"></span>n<span class="_ _5"></span>ieruchomość <span class="_ _2f"></span>trakto<span class="_ _17"></span>wa<span class="_ _5"></span>na <span class="_ _2f"></span>jest </div><div class="t m0 x1 h4 y1a6 ff3 fs1 fc0 sc0 ls0 ws0">jak<span class="_ _17"></span>o środek <span class="_ _17"></span>trwały<span class="_ _7"></span>, je<span class="_ _17"></span>żeli domi<span class="_ _17"></span>n<span class="_ _5"></span>uje jej <span class="_ _17"></span>wyk<span class="_ _17"></span>orzystanie na <span class="_ _17"></span>włas<span class="_ _5"></span>ne <span class="_ _17"></span>pot<span class="_ _5"></span>rzeby<span class="_ _17"></span> lub <span class="_ _17"></span>jako <span class="_ _17"></span>inwestycja <span class="_ _17"></span>w <span class="_ _17"></span>nier<span class="_ _5"></span>uchomości, <span class="_ _17"></span>jeżeli <span class="_ _17"></span>prze-</div><div class="t m0 x1 h4 y1a7 ff3 fs1 fc0 sc0 ls0 ws0">waża charakter in<span class="_ _17"></span>westycyjn<span class="_ _17"></span>y<span class="_ _17"></span>.<span class="_ _5"></span> </div><div class="t m0 x1 h4 y1a8 ff3 fs1 fc0 sc0 ls0 ws0">Spółka <span class="_ _17"></span>wycenia <span class="_ _17"></span>nieruchomości <span class="_ _17"></span>w <span class="_ _17"></span>wartościach godziwych. <span class="_ _7"></span>Ze <span class="_ _17"></span>względu <span class="_ _17"></span>na z<span class="_ _17"></span>a<span class="_ _5"></span>sadę <span class="_ _17"></span>istotności <span class="_ _17"></span>Spółka <span class="_ _17"></span>przyjmuje, <span class="_ _7"></span>że <span class="_ _17"></span>wyceny<span class="_ _7"></span>, </div><div class="t m0 x1 h4 y1a9 ff3 fs1 fc0 sc0 ls0 ws0">o <span class="_ _2f"></span>których <span class="_ _32"></span>mowa <span class="_ _2f"></span>w <span class="_ _2f"></span>punkcie <span class="_ _32"></span>poprzednim, <span class="_ _32"></span>dokonane <span class="_ _32"></span>do <span class="_ _2f"></span>3. <span class="_ _2f"></span>miesięcy <span class="_ _32"></span>przed <span class="_ _2f"></span>lub <span class="_ _2f"></span>po <span class="_ _2f"></span>da<span class="_ _5"></span>cie,<span class="_ _17"></span> <span class="_ _2f"></span>n<span class="_ _5"></span>a <span class="_ _32"></span>którą <span class="_ _2f"></span>dokon<span class="_ _17"></span>ywana <span class="_ _2f"></span>jest <span class="_ _2f"></span>dana </div><div class="t m0 x1 h4 y1aa ff3 fs1 fc0 sc0 ls0 ws0">wycena, spełniają warunki <span class="_ _17"></span>wyceny na <span class="_ _17"></span>ten<span class="_ _5"></span> dzień, <span class="_ _2"></span>jeśli <span class="_ _2"></span>w tym <span class="_ _17"></span>c<span class="_ _5"></span>zasie nie <span class="_ _2"></span>zaszły i<span class="_ _17"></span>s<span class="_ _5"></span>totnie duż<span class="_ _17"></span>e<span class="_ _5"></span> zmi<span class="_ _17"></span>a<span class="_ _5"></span>ny <span class="_ _17"></span>w<span class="_ _5"></span> otoczeniu <span class="_ _17"></span>zewnętrz-</div><div class="t m0 x1 h4 y1ab ff3 fs1 fc0 sc0 ls0 ws0">nym <span class="_ _32"></span>wpływające <span class="_ _2f"></span>na <span class="_ _2f"></span>wa<span class="_ _5"></span>rtość <span class="_ _2f"></span>da<span class="_ _5"></span>nej <span class="_ _32"></span>nie<span class="_ _5"></span>ruchomości. <span class="_ _32"></span>Jedno<span class="_ _5"></span>cześnie <span class="_ _2f"></span>w <span class="_ _2f"></span>przypadku <span class="_ _32"></span>n<span class="_ _5"></span>ieruchomości <span class="_ _32"></span>zakupionej <span class="_ _32"></span>n<span class="_ _5"></span>a <span class="_ _2f"></span>wolnym </div><div class="t m0 x1 h4 y1ac ff3 fs1 fc0 sc0 ls0 ws0">rynku <span class="_ _32"></span>na <span class="_ _2f"></span>6 <span class="_ _44"></span>miesięcy <span class="_ _32"></span>przed <span class="_ _2f"></span>dni<span class="_ _5"></span>em <span class="_ _32"></span>b<span class="_ _5"></span>ilansowym <span class="_ _32"></span>n<span class="_ _5"></span>ie <span class="_ _2f"></span>jest <span class="_ _2f"></span>wymag<span class="_ _5"></span>ana <span class="_ _2f"></span>aktualizacja <span class="_ _32"></span>wyceny <span class="_ _2f"></span>nier<span class="_ _5"></span>uchomości, <span class="_ _32"></span>jeśl<span class="_ _5"></span>i <span class="_ _32"></span>nie<span class="_ _5"></span> <span class="_ _2f"></span>zaszły </div><div class="t m0 x1 h4 y1ad ff3 fs1 fc0 sc0 ls0 ws0">istotnie duże zmian<span class="_ _17"></span>y w otoczeniu zewnętrznym<span class="_ _17"></span>.<span class="_ _5"></span> </div><div class="t m0 x1 h4 y1ae ff3 fs1 fc0 sc0 ls0 ws0">Wyc<span class="_ _2"></span>enione na moment nabyc<span class="_ _17"></span>ia pra<span class="_ _17"></span>wa do użytk<span class="_ _17"></span>owania rozpo<span class="_ _17"></span>znane<span class="_ _5"></span> w <span class="_ _17"></span>ramach nieruchomości in<span class="_ _17"></span>westycyjn<span class="_ _2"></span>ych podlegają </div><div class="t m0 x1 h4 y1af ff3 fs1 fc0 sc0 ls0 ws0">amortyzacji li<span class="_ _17"></span>n<span class="_ _5"></span>iowej przez cały okres użytk<span class="_ _7"></span>owania i ﬁnans<span class="_ _5"></span>ow<span class="_ _17"></span>a<span class="_ _5"></span>nia. </div></div><div class="pi" ></div></div><div id="pfd" class="pf w0 h0" ><div class="pc pcd w0 h0"><img class="bi x11 y14f wc h31" alt="" 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class="t m0 x1 h2 y1 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 ya8 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h3 y53 ff1 fs0 fc1 sc0 ls0 ws0">Jednostkowe sprawozdanie ﬁnansowe Dekpol S.A.<span class="ff2"> <span class="_ _14"> </span> <span class="_ _4f"> </span><span class="ff3 fc0">za okres od 01.01.2023 do 31.12.2023</span></span></div><div class="t m0 x3c h4 y54 ff3 fs1 fc0 sc0 ls0 ws0"> <span class="_ _3"></span> </div><div class="t m0 x35 hf y53 ff3 fs0 fc0 sc0 ls0 ws0"> (dane w tys.zł)</div><div class="t m0 x3d h4 y54 ff3 fs1 fc0 sc0 ls0 ws0"> <span class="_ _31"> </span> <span class="_ _4"> </span> </div><div class="t m0 x3e h3 y53 ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 xe h5 ya9 ff1 fs2 fc0 sc0 ls0 ws0">13</div><div class="t m0 x13 h16 y56 ff4 fs9 fc5 sc0 ls0 ws0">Wprowadzenie</div><div class="c x14 y57 wd h17"><div class="t m0 x0 h16 y58 ff4 fs9 fc5 sc0 ls0 ws0"> </div></div><div class="t m0 x15 h18 y59 ff1 fs9 fc6 sc0 ls0 ws0">Sprawozdanie  </div><div class="t m0 x15 h18 y5a ff1 fs9 fc6 sc0 ls0 ws0">z sytuacji </div><div class="t m0 x15 h18 y5b ff1 fs9 fc6 sc0 ls0 ws0">ﬁnansowej </div><div class="t m0 x16 h18 y5c ff1 fs9 fc6 sc0 ls0 ws0">Sprawozdanie  </div><div class="t m0 x16 h18 y5d ff1 fs9 fc6 sc0 ls0 ws0">z całkowitych  </div><div class="t m0 x16 h18 y5e ff1 fs9 fc6 sc0 ls0 ws0">dochodów </div><div class="t m0 x17 h18 y5f ff1 fs9 fc6 sc0 ls0 ws0">Sprawozdanie  </div><div class="t m0 x17 h18 y60 ff1 fs9 fc6 sc0 ls0 ws0">z przepływów </div><div class="t m0 x17 h18 y61 ff1 fs9 fc6 sc0 ls0 ws0">pieniężnych </div><div class="t m0 x18 h18 y5c ff1 fs9 fc6 sc0 ls0 ws0">Sprawozdanie  </div><div class="t m0 x18 h18 y5d ff1 fs9 fc6 sc0 ls0 ws0">ze zmian w kapitale </div><div class="t m0 x18 h18 y5e ff1 fs9 fc6 sc0 ls0 ws0">własnym </div><div class="t m0 x19 h18 y62 ff1 fs9 fc6 sc0 ls0 ws0">Dodatkowe  </div><div class="t m0 x19 h18 y63 ff1 fs9 fc6 sc0 ls0 ws0">noty  </div><div class="t m0 x19 h18 y64 ff1 fs9 fc6 sc0 ls0 ws0">objaśniające </div><div class="t m0 x1 h2b ycd ff2 fsa fc2 sc3 ls0 ws0">Udziały<span class="_ _5"></span> i<span class="_ _5"></span> akcj<span class="_ _5"></span>e <span class="_ _5"></span>w pod<span class="_ _5"></span>m<span class="_ _5"></span>io<span class="_ _5"></span>t<span class="_ _5"></span>a<span class="_ _5"></span>ch<span class="_ _5"></span> zal<span class="_ _5"></span>e<span class="_ _5"></span>żnyc<span class="_ _5"></span>h<span class="_ _53"> </span> </div><div class="t m0 x1 h4 yce ff3 fs1 fc0 sc0 ls0 ws0">W skład Grupy <span class="_ _17"></span>Kapitałowej Dekpol według stanu na dzień bilansowy wchodził<span class="_ _17"></span> Dekpo<span class="_ _5"></span>l S.A. jak<span class="_ _17"></span>o podmiot dominujący <span class="_ _2"></span>oraz </div><div class="t m0 x1 h4 ycf ff3 fs1 fc0 sc0 ls0 ws0">trzydzieści pięć  spółek z<span class="_ _2"></span>ależnych. </div><div class="t m0 x1 h4 y1b0 ff3 fs1 fc0 sc0 ls0 ws0">W<span class="_ _17"></span>szystkie wyżej wymienione spółki podlegają k<span class="_ _17"></span>onsolidacji metodą pełną. </div><div class="t m0 x1 h2b y1b1 ff2 fsa fc2 sc3 ls0 ws0">Spół<span class="_ _5"></span>k<span class="_ _5"></span>i b<span class="_ _5"></span>ezp<span class="_ _5"></span>oś<span class="_ _5"></span>re<span class="_ _5"></span>d<span class="_ _5"></span>n<span class="_ _5"></span>io zal<span class="_ _5"></span>eżn<span class="_ _5"></span>e od <span class="_ _5"></span>Dek<span class="_ _5"></span>p<span class="_ _5"></span>ol <span class="_ _5"></span>S.A.<span class="_ _5"></span>: <span class="_ _5"></span> <span class="_ _54"> </span> </div><div class="t m0 x3b h4 yd3 ff3 fs1 fc0 sc0 ls0 ws0">1.<span class="ff8"> <span class="_ _45"> </span></span>Dekpol <span class="_ _5"></span>Budownictwo <span class="_ _5"></span>Sp. z<span class="_ _5"></span> <span class="_ _5"></span>o.<span class="_ _2"></span>o. <span class="_ _5"></span>– <span class="_ _5"></span>spółka <span class="_ _5"></span>prowadząca <span class="_ _5"></span>działalność <span class="_ _5"></span>w <span class="_ _5"></span>zakresie <span class="_ _5"></span>generalnego <span class="_ _5"></span>wyk<span class="_ _2"></span>onawstwa <span class="_ _5"></span>robót </div><div class="t m0 x40 h4 yd4 ff3 fs1 fc0 sc0 ls0 ws0">budowlanyc<span class="_ _17"></span>h<span class="_ _5"></span>; <span class="_ _32"></span>z <span class="_ _32"></span>dniem <span class="_ _32"></span>1 <span class="_ _32"></span>stycznia <span class="_ _32"></span>2021 <span class="_ _32"></span>roku <span class="_ _32"></span>nabyła <span class="_ _32"></span>zorganiz<span class="_ _17"></span>owaną <span class="_ _32"></span>część <span class="_ _5"></span>p<span class="_ _5"></span>rzedsiębiorstwa <span class="_ _5"></span>Dekpo<span class="_ _5"></span>l <span class="_ _5"></span>S.A. <span class="_ _5"></span>o<span class="_ _5"></span>bej-</div><div class="t m0 x40 h4 y1b2 ff3 fs1 fc0 sc0 ls0 ws0">mującą generalne wyk<span class="_ _17"></span>onawstwo; </div><div class="t m0 x3b h4 y1b3 ff3 fs1 fc0 sc0 ls0 ws0">2.<span class="ff8"> <span class="_ _45"> </span></span>Dekpol <span class="_ _5"></span>Dewe<span class="_ _5"></span>loper <span class="_ _5"></span>Sp<span class="_ _17"></span>. <span class="_ _32"></span>z <span class="_ _5"></span>o.o<span class="_ _2"></span>. <span class="_ _5"></span>– <span class="_ _32"></span>spółka <span class="_ _5"></span>k<span class="_ _17"></span>o<span class="_ _5"></span>nsolidująca <span class="_ _5"></span>działalność <span class="_ _32"></span>deweloperską <span class="_ _5"></span>Grupy;<span class="_ _17"></span> <span class="_ _32"></span>z <span class="_ _32"></span>dniem <span class="_ _5"></span>1 <span class="_ _32"></span>stycznia <span class="_ _32"></span>2019 </div><div class="t m0 x40 h4 y1b4 ff3 fs1 fc0 sc0 ls0 ws0">roku nab<span class="_ _17"></span>yła zorganizow<span class="_ _17"></span>aną część przedsiębiorstwa Dekpol S.A. obejmującą działalność dewelopersk<span class="_ _17"></span>ą;   </div><div class="t m0 x3b h4 y1b5 ff3 fs1 fc0 sc0 ls0 ws0">3.<span class="ff8"> <span class="_ _45"> </span></span>Dekpol Ste<span class="_ _17"></span>e<span class="_ _5"></span>l S<span class="_ _17"></span>p. z <span class="_ _17"></span>o.<span class="_ _17"></span>o. – <span class="_ _17"></span>spó<span class="_ _5"></span>łka <span class="_ _17"></span>prowadząca <span class="_ _17"></span>d<span class="_ _5"></span>ziałalność <span class="_ _17"></span>w zakresie <span class="_ _17"></span>produk<span class="_ _17"></span>cji <span class="_ _17"></span>o<span class="_ _5"></span>sprzętu <span class="_ _17"></span>do<span class="_ _5"></span> <span class="_ _17"></span>ma<span class="_ _5"></span>szyn budowl<span class="_ _17"></span>anych; </div><div class="t m0 x40 h4 y1b6 ff3 fs1 fc0 sc0 ls0 ws0">z dniem <span class="_ _7"></span>1<span class="_ _5"></span> sty<span class="_ _17"></span>czn<span class="_ _5"></span>ia 2020 <span class="_ _17"></span>roku <span class="_ _17"></span>n<span class="_ _5"></span>abyła <span class="_ _17"></span>zorganizowaną <span class="_ _17"></span>część prz<span class="_ _17"></span>e<span class="_ _5"></span>dsiębiorstwa <span class="_ _17"></span>De<span class="_ _5"></span>kpol <span class="_ _17"></span>S.A. obejmującą produk<span class="_ _17"></span>cję </div><div class="t m0 x40 h4 y1b7 ff3 fs1 fc0 sc0 ls0 ws0">osprzętu do maszyn budowlan<span class="_ _17"></span>ych;   </div><div class="t m0 x3b h4 y1b8 ff3 fs1 fc0 sc0 ls0 ws0">4.<span class="ff8"> <span class="_ _45"> </span></span>Betpref <span class="_ _5"></span>Sp. z <span class="_ _5"></span>o.o<span class="_ _17"></span>. <span class="_ _5"></span>–<span class="_ _5"></span> <span class="_ _5"></span>spółka powołan<span class="_ _5"></span>a <span class="_ _5"></span>do <span class="_ _5"></span>zapewnienia <span class="_ _5"></span>ciągłości dos<span class="_ _5"></span>ta<span class="_ _2"></span>w <span class="_ _5"></span>prefabrykatów <span class="_ _5"></span>betonowych i <span class="_ _5"></span>konstruk<span class="_ _7"></span>cji<span class="_ _5"></span> </div><div class="t m0 x40 h4 y1b9 ff3 fs1 fc0 sc0 ls0 ws0">stalowych wyk<span class="_ _7"></span>orzys<span class="_ _5"></span>tywanyc<span class="_ _17"></span>h<span class="_ _5"></span> przy realiz<span class="_ _17"></span>a<span class="_ _5"></span>cji k<span class="_ _17"></span>ontraktów w generalny<span class="_ _17"></span>m wyk<span class="_ _17"></span>on<span class="_ _5"></span>awstwie;   </div><div class="t m0 x3b h4 y1ba ff3 fs1 fc0 sc0 ls0 ws0">5.<span class="ff8"> <span class="_ _45"> </span></span>U<span class="_ _17"></span>AB <span class="_ _32"></span>DE<span class="_ _5"></span>K <span class="_ _32"></span>L<span class="_ _55"></span>T <span class="_ _5"></span>Statyba <span class="_ _32"></span>– <span class="_ _32"></span>spółka <span class="_ _32"></span>powołana <span class="_ _32"></span>do<span class="_ _5"></span> <span class="_ _5"></span>ws<span class="_ _5"></span>parcia <span class="_ _5"></span>działalności <span class="_ _32"></span>Spółki <span class="_ _5"></span>n<span class="_ _5"></span>a <span class="_ _32"></span>Litwie, <span class="_ _5"></span>a <span class="_ _32"></span>także <span class="_ _32"></span>w <span class="_ _32"></span>celu <span class="_ _32"></span>zarządzania </div><div class="t m0 x40 h4 y1bb ff3 fs1 fc0 sc0 ls0 ws0">przyszłymi k<span class="_ _7"></span>o<span class="_ _5"></span>ntraktami w generaln<span class="_ _2"></span>ym wyk<span class="_ _17"></span>onawstwie realiz<span class="_ _17"></span>owa<span class="_ _5"></span>nym<span class="_ _17"></span>i na<span class="_ _5"></span> Litwie;  </div><div class="t m0 x3b h4 y1bc ff3 fs1 fc0 sc0 ls0 ws0">6.<span class="ff8"> <span class="_ _45"> </span></span>K<span class="_ _17"></span>o<span class="_ _5"></span>mbet <span class="_ _5"></span>Działdowo <span class="_ _5"></span>Sp. <span class="_ _5"></span>z <span class="_ _32"></span>o.<span class="_ _17"></span>o.- <span class="_ _32"></span> <span class="_ _32"></span>spółka, <span class="_ _5"></span>której <span class="_ _5"></span>100 <span class="_ _32"></span>% <span class="_ _32"></span>udziałów <span class="_ _32"></span>zostało <span class="_ _5"></span>zakupion<span class="_ _17"></span>ych <span class="_ _32"></span>przez <span class="_ _5"></span>Dekpol <span class="_ _5"></span>S<span class="_ _5"></span>.A. <span class="_ _5"></span>w<span class="_ _5"></span> <span class="_ _5"></span>sierpniu </div><div class="t m0 x40 h4 y1bd ff3 fs1 fc0 sc0 ls0 ws0">2022 rok<span class="_ _2"></span>u. Prz<span class="_ _2"></span>edmiotem działalnoś<span class="_ _5"></span>ci spółki <span class="_ _2"></span>jest produk<span class="_ _17"></span>cja prefabrykatów betonowych<span class="_ _17"></span> </div><div class="t m0 x3b h4 y1be ff3 fs1 fc0 sc0 ls0 ws0">7.<span class="ff8"> <span class="_ _45"> </span></span>Dekpol Capital <span class="_ _2"></span>Sp<span class="_ _17"></span>. z o<span class="_ _17"></span>.o.- <span class="_ _17"></span>spółka której <span class="_ _17"></span>100% udziałów <span class="_ _17"></span>ma Dekpol S.A, <span class="_ _17"></span>Spółka z<span class="_ _17"></span>o<span class="_ _5"></span>stała w <span class="_ _17"></span>dniu 4 gru<span class="_ _17"></span>d<span class="_ _5"></span>nia 2023<span class="_ _17"></span> roku </div><div class="t m0 x40 h4 y1bf ff3 fs1 fc0 sc0 ls0 ws0">wpisana do Krajowego Rejestru <span class="_ _17"></span>Sądowe<span class="_ _5"></span>go, <span class="_ _17"></span>s<span class="_ _5"></span>półka powoła<span class="_ _17"></span>n<span class="_ _5"></span>a do doradztwa w z<span class="_ _2"></span>akresie prowadze<span class="_ _2"></span>nia działalno-</div><div class="t m0 x40 h4 y1c0 ff3 fs1 fc0 sc0 ls0 ws0">ści gospodarczej i<span class="_ _2"></span> zarządzania.<span class="_ _17"></span> </div><div class="t m0 x1 h2b y1c1 ff2 fsa fc2 sc3 ls0 ws0">Spół<span class="_ _5"></span>k<span class="_ _5"></span>i p<span class="_ _5"></span>ośre<span class="_ _5"></span>d<span class="_ _5"></span>n<span class="_ _5"></span>io<span class="_ _5"></span> z<span class="_ _5"></span>al<span class="_ _5"></span>eżne <span class="_ _5"></span>od<span class="_ _5"></span> <span class="_ _5"></span>Dek<span class="_ _5"></span>pol<span class="_ _5"></span> <span class="_ _5"></span>S.<span class="_ _5"></span>A. (po<span class="_ _5"></span>p<span class="_ _5"></span>rzez<span class="_ _5"></span> Dek<span class="_ _5"></span>p<span class="_ _5"></span>ol<span class="_ _5"></span> D<span class="_ _5"></span>ewelop<span class="_ _5"></span>e<span class="_ _5"></span>r S<span class="_ _5"></span>p.<span class="_ _5"></span> <span class="_ _5"></span>z o.o.<span class="_ _5"></span>):<span class="_ _5"></span>  <span class="_ _12"> </span> </div><div class="t m0 x3b h4 y1c2 ff3 fs1 fc0 sc0 ls0 ws0">1.<span class="ff8"> <span class="_ _45"> </span></span>Dekpol <span class="_ _32"></span>Inwestycje <span class="_ _5"></span>Sp. <span class="_ _5"></span>z <span class="_ _32"></span>o.o<span class="_ _17"></span>. <span class="_ _32"></span>– <span class="_ _32"></span>komplementariusz <span class="_ _5"></span>spółek <span class="_ _2f"></span>celowy<span class="_ _2"></span>ch <span class="_ _32"></span>realizujący<span class="_ _2"></span>ch <span class="_ _32"></span>poszczególne <span class="_ _5"></span>inwestycje <span class="_ _5"></span>d<span class="_ _5"></span>e-</div><div class="t m0 x40 h4 y1c3 ff3 fs1 fc0 sc0 ls0 ws0">weloperskie w Grupie K<span class="_ _17"></span>ap<span class="_ _5"></span>itałowej Dekpol </div><div class="t m0 x3b h4 y1c4 ff3 fs1 fc0 sc0 ls0 ws0">2.<span class="ff8"> <span class="_ _45"> </span></span>Dekpol <span class="_ _33"> </span>Pszenna <span class="_ _33"> </span>Sp<span class="_ _17"></span>.  z <span class="_ _33"> </span>o<span class="_ _17"></span>.o. <span class="_ _33"> </span>– <span class="_ _33"> </span>k<span class="_ _17"></span>omplementariusz <span class="_ _33"> </span>spółki <span class="_ _33"> </span>celowej <span class="_ _33"> </span>do <span class="_ _33"> </span>realiz<span class="_ _17"></span>a<span class="_ _5"></span>cji <span class="_ _33"> </span>inwesty<span class="_ _17"></span>cji  deweloperskiej <span class="_ _33"> </span>na <span class="_ _33"> </span>ul. </div><div class="t m0 x40 h4 y1c5 ff3 fs1 fc0 sc0 ls0 ws0">Pszennej w G<span class="_ _17"></span>d<span class="_ _5"></span>ańsku;  </div><div class="t m0 x3b h4 y1c6 ff3 fs1 fc0 sc0 ls0 ws0">3.<span class="ff8"> <span class="_ _45"> </span></span>Nordic <span class="_ _5"></span>Milan <span class="_ _5"></span>Sp. z<span class="_ _5"></span> <span class="_ _5"></span>o.o<span class="_ _17"></span>. <span class="_ _5"></span>-<span class="_ _5"></span> <span class="_ _5"></span>spółka <span class="_ _5"></span>prowadzi <span class="_ _5"></span>działalność <span class="_ _5"></span>w<span class="_ _5"></span> <span class="_ _5"></span>branży <span class="_ _5"></span>deweloperskiej; <span class="_ _5"></span>posia<span class="_ _5"></span>dała <span class="_ _5"></span>nieruchomość <span class="_ _5"></span>grun-</div><div class="t m0 x40 h4 y1c7 ff3 fs1 fc0 sc0 ls0 ws0">tową w Milanówk<span class="_ _17"></span>u, na której zrealizowała in<span class="_ _17"></span>westycję deweloperską Eco Milan;  </div><div class="t m0 x3b h4 y1c8 ff3 fs1 fc0 sc0 ls0 ws0">4.<span class="ff8"> <span class="_ _45"> </span></span>Smartex Sp. <span class="_ _5"></span>z <span class="_ _5"></span>o.o<span class="_ _17"></span>. <span class="_ _32"></span>– <span class="_ _5"></span>k<span class="_ _17"></span>oman<span class="_ _5"></span>dytariusz <span class="_ _5"></span>spółki <span class="_ _5"></span>celowej <span class="_ _5"></span>powołanej <span class="_ _5"></span>do <span class="_ _32"></span>realizacji inwestycji <span class="_ _5"></span>deweloperskiej <span class="_ _5"></span>we <span class="_ _5"></span>Wro-</div><div class="t m0 x40 h4 y1c9 ff3 fs1 fc0 sc0 ls0 ws0">cławi<span class="_ _17"></span>u<span class="_ _5"></span> przy ul. Braniborskiej - Dekpol In<span class="_ _2"></span>westycje Sp<span class="_ _17"></span>.<span class="_ _5"></span> z o.<span class="_ _17"></span>o. Braniborska S<span class="_ _17"></span>p. k.; </div><div class="t m0 x3b h4 y1ca ff3 fs1 fc0 sc0 ls0 ws0">5.<span class="ff8"> <span class="_ _45"> </span></span>Almond <span class="_ _17"></span>Sp. <span class="_ _17"></span>z<span class="_ _5"></span> <span class="_ _17"></span>o.o.<span class="_ _2"></span> <span class="_ _17"></span>-<span class="_ _5"></span> <span class="_ _17"></span>spółka będąca <span class="_ _17"></span>właścicielem <span class="_ _17"></span>nie<span class="_ _5"></span>ruchomości w <span class="_ _17"></span>Gdańs<span class="_ _5"></span>ku <span class="_ _17"></span>przy ul<span class="_ _17"></span>. T<span class="_ _55"></span>oruńskiej 12 <span class="_ _17"></span>(Hotel <span class="_ _17"></span>Almond<span class="_ _5"></span>). </div><div class="t m0 x3b h4 y1cb ff3 fs1 fc0 sc0 ls0 ws0">6.<span class="ff8"> <span class="_ _45"> </span></span>Dekpol K<span class="_ _2"></span>amesznica Sp<span class="_ _17"></span>. z o<span class="_ _17"></span>.o.<span class="_ _2"></span>- spółka celowa <span class="_ _17"></span>p<span class="_ _5"></span>owołana <span class="_ _2"></span>do re<span class="_ _2"></span>alizacji <span class="_ _17"></span>inwestycji deweloperskic<span class="_ _2"></span>h na terenie połu-</div><div class="t m0 x40 h4 y1cc ff3 fs1 fc0 sc0 ls0 ws0">dniowej <span class="_ _5"></span>Polski <span class="_ _5"></span>(spółka <span class="_ _32"></span>wpisana <span class="_ _5"></span>do<span class="_ _5"></span> <span class="_ _5"></span>Krajowego <span class="_ _5"></span>Rejestru <span class="_ _5"></span>Sądowego <span class="_ _32"></span>w <span class="_ _32"></span>dniu <span class="_ _5"></span>9 <span class="_ _5"></span>stycznia <span class="_ _32"></span>2024 <span class="_ _32"></span>roku –<span class="_ _5"></span> <span class="_ _5"></span>zdarzenie <span class="_ _5"></span>po </div><div class="t m0 x40 h4 y1cd ff3 fs1 fc0 sc0 ls0 ws0">dniu <span class="_ _17"></span>bila<span class="_ _5"></span>nsowym, <span class="_ _17"></span>w dniu <span class="_ _7"></span>8 kwietnia 2024<span class="_ _17"></span> roku <span class="_ _17"></span>udziały <span class="_ _17"></span>w spółce <span class="_ _2"></span>zostały <span class="_ _17"></span>nabyte <span class="_ _17"></span>przez <span class="_ _17"></span>D<span class="_ _5"></span>ekpol <span class="_ _17"></span>Deweloper Sp<span class="_ _17"></span>. z <span class="_ _17"></span>o.<span class="_ _17"></span>o. </div><div class="t m0 x40 h4 y1ce ff3 fs1 fc0 sc0 ls0 ws0">od Dekpol S.A.). </div><div class="t m0 x1 h2b y1cf ff2 fsa fc2 sc3 ls0 ws0">Spół<span class="_ _5"></span>ka <span class="_ _5"></span>poś<span class="_ _5"></span>red<span class="_ _5"></span>nio z<span class="_ _5"></span>al<span class="_ _5"></span>eż<span class="_ _5"></span>n<span class="_ _5"></span>a<span class="_ _5"></span> <span class="_ _5"></span>od <span class="_ _5"></span>Dek<span class="_ _5"></span>p<span class="_ _5"></span>ol <span class="_ _5"></span>S.<span class="_ _5"></span>A. (<span class="_ _32"></span>po<span class="_ _5"></span>p<span class="_ _5"></span>rzez <span class="_ _32"></span>Dek<span class="_ _5"></span>pol<span class="_ _5"></span> D<span class="_ _5"></span>ew<span class="_ _5"></span>elope<span class="_ _32"></span>r Sp.<span class="_ _5"></span> <span class="_ _5"></span>z <span class="_ _5"></span>o.<span class="_ _5"></span>o. <span class="_ _5"></span>oraz<span class="_ _5"></span> Dek<span class="_ _5"></span>p<span class="_ _5"></span>ol Ps<span class="_ _5"></span>z<span class="_ _5"></span>enna </div><div class="t m0 x1 h2b y1d0 ff2 fsa fc2 sc3 ls0 ws0">Sp. <span class="_ _5"></span>z <span class="_ _5"></span>o.o.):<span class="_ _5"></span> <span class="_ _5"></span> <span class="_ _44"></span> </div><div class="t m0 x3b h4 y1d1 ff3 fs1 fc0 sc0 ls0 ws0">1.<span class="ff8"> <span class="_ _45"> </span></span>Dekpol <span class="_ _2f"></span>Pszenna <span class="_ _2f"></span>Sp<span class="_ _2"></span>. <span class="_ _32"></span>z <span class="_ _2f"></span>o.o<span class="_ _17"></span>. <span class="_ _44"></span>Sp<span class="_ _17"></span>.<span class="_ _5"></span>k. <span class="_ _32"></span>– <span class="_ _2f"></span>spó<span class="_ _5"></span>łka <span class="_ _32"></span>celowa <span class="_ _2f"></span>powołana <span class="_ _2f"></span>do <span class="_ _2f"></span>realizacji<span class="_ _17"></span> <span class="_ _2f"></span>i<span class="_ _5"></span>nwestycj<span class="_ _2"></span>i <span class="_ _32"></span>dewe<span class="_ _5"></span>loperskiej <span class="_ _2f"></span>pod <span class="_ _2f"></span>nazwą </div><div class="t m0 x40 h4 y1d2 ff3 fs1 fc0 sc0 ls0 ws0">Grano Hotel oraz G<span class="_ _17"></span>rano Re<span class="_ _5"></span>sidence w Gdańsku przy<span class="_ _17"></span> ul. Pszennej; </div><div class="t m0 x1 h2b y1d3 ffa fs1 fc0 sc0 ls0 ws0"> <span class="_ _30"> </span><span class="ff2 fsa fc2 sc3"> </span></div></div><div class="pi" ></div></div><div id="pfe" class="pf w0 h0" ><div class="pc pce w0 h0"><img class="bi x11 y14f wc h31" alt="" 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"/><div class="t m0 x1 h2 y1 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 ya8 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h3 y53 ff1 fs0 fc1 sc0 ls0 ws0">Jednostkowe sprawozdanie ﬁnansowe Dekpol S.A.<span class="ff2"> <span class="_ _14"> </span> <span class="_ _4f"> </span><span class="ff3 fc0">za okres od 01.01.2023 do 31.12.2023</span></span></div><div class="t m0 x3c h4 y54 ff3 fs1 fc0 sc0 ls0 ws0"> <span class="_ _3"></span> </div><div class="t m0 x35 hf y53 ff3 fs0 fc0 sc0 ls0 ws0"> (dane w tys.zł)</div><div class="t m0 x3d h4 y54 ff3 fs1 fc0 sc0 ls0 ws0"> <span class="_ _31"> </span> <span class="_ _4"> </span> </div><div class="t m0 x3e h3 y53 ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 xe h5 ya9 ff1 fs2 fc0 sc0 ls0 ws0">14</div><div class="t m0 x13 h16 y56 ff4 fs9 fc5 sc0 ls0 ws0">Wprowadzenie</div><div class="c x14 y57 wd h17"><div class="t m0 x0 h16 y58 ff4 fs9 fc5 sc0 ls0 ws0"> </div></div><div class="t m0 x15 h18 y59 ff1 fs9 fc6 sc0 ls0 ws0">Sprawozdanie  </div><div class="t m0 x15 h18 y5a ff1 fs9 fc6 sc0 ls0 ws0">z sytuacji </div><div class="t m0 x15 h18 y5b ff1 fs9 fc6 sc0 ls0 ws0">ﬁnansowej </div><div class="t m0 x16 h18 y5c ff1 fs9 fc6 sc0 ls0 ws0">Sprawozdanie  </div><div class="t m0 x16 h18 y5d ff1 fs9 fc6 sc0 ls0 ws0">z całkowitych  </div><div class="t m0 x16 h18 y5e ff1 fs9 fc6 sc0 ls0 ws0">dochodów </div><div class="t m0 x17 h18 y5f ff1 fs9 fc6 sc0 ls0 ws0">Sprawozdanie  </div><div class="t m0 x17 h18 y60 ff1 fs9 fc6 sc0 ls0 ws0">z przepływów </div><div class="t m0 x17 h18 y61 ff1 fs9 fc6 sc0 ls0 ws0">pieniężnych </div><div class="t m0 x18 h18 y5c ff1 fs9 fc6 sc0 ls0 ws0">Sprawozdanie  </div><div class="t m0 x18 h18 y5d ff1 fs9 fc6 sc0 ls0 ws0">ze zmian w kapitale </div><div class="t m0 x18 h18 y5e ff1 fs9 fc6 sc0 ls0 ws0">własnym </div><div class="t m0 x19 h18 y62 ff1 fs9 fc6 sc0 ls0 ws0">Dodatkowe  </div><div class="t m0 x19 h18 y63 ff1 fs9 fc6 sc0 ls0 ws0">noty  </div><div class="t m0 x19 h18 y64 ff1 fs9 fc6 sc0 ls0 ws0">objaśniające </div><div class="t m0 x1 h2b y133 ff2 fsa fc2 sc3 ls0 ws0">Spół<span class="_ _5"></span>k<span class="_ _5"></span>i p<span class="_ _5"></span>ośre<span class="_ _5"></span>d<span class="_ _5"></span>n<span class="_ _5"></span>io<span class="_ _5"></span> z<span class="_ _5"></span>al<span class="_ _5"></span>eżne <span class="_ _5"></span>od<span class="_ _5"></span> <span class="_ _5"></span>Dek<span class="_ _5"></span>pol<span class="_ _5"></span> <span class="_ _5"></span>S.<span class="_ _5"></span>A. (po<span class="_ _5"></span>p<span class="_ _5"></span>rzez<span class="_ _5"></span> Dek<span class="_ _5"></span>p<span class="_ _5"></span>ol<span class="_ _5"></span> D<span class="_ _5"></span>ewelop<span class="_ _5"></span>e<span class="_ _5"></span>r S<span class="_ _5"></span>p.<span class="_ _5"></span> <span class="_ _5"></span>z o.o.<span class="_ _5"></span> oraz <span class="_ _5"></span>Dek<span class="_ _5"></span>pol <span class="_ _5"></span>Inw<span class="_ _5"></span>e<span class="_ _5"></span>sty-</div><div class="t m0 x1 h2b y1d4 ff2 fsa fc2 sc3 ls0 ws0">cje Sp<span class="_ _5"></span>. z <span class="_ _5"></span>o<span class="_ _5"></span>.o.):  <span class="_ _31"> </span> </div><div class="t m0 x3b h4 y1d5 ff3 fs1 fc0 sc0 ls0 ws0">1.<span class="ff8"> <span class="_ _45"> </span></span>Dekpol Inwestycj<span class="_ _2"></span>e Sp. z o.<span class="_ _17"></span>o. Pastelowa Sp.k. – spółka c<span class="_ _2"></span>elowa d<span class="_ _5"></span>o realizacji in<span class="_ _17"></span>westycji deweloper<span class="_ _5"></span>skiej pod nazwą </div><div class="t m0 x40 h4 y1d6 ff3 fs1 fc0 sc0 ls0 ws0">Pastelowa w Gdańsku;<span class="_ _17"></span>  <span class="_ _5"></span> </div><div class="t m0 x3b h4 y1d7 ff3 fs1 fc0 sc0 ls0 ws0">2.<span class="ff8"> <span class="_ _45"> </span></span>Dekpol <span class="_ _5"></span>Inwestycje <span class="_ _5"></span>Sp<span class="_ _17"></span>. <span class="_ _5"></span>z <span class="_ _5"></span>o.o. Rokitki <span class="_ _5"></span>Sp.k. <span class="_ _5"></span>– <span class="_ _5"></span>spółka <span class="_ _5"></span>celowa <span class="_ _5"></span>do <span class="_ _5"></span>realizacji inwestycji deweloper<span class="_ _5"></span>skich <span class="_ _5"></span>w <span class="_ _5"></span>Rokitkach <span class="_ _5"></span>i </div><div class="t m0 x40 h4 y1d8 ff3 fs1 fc0 sc0 ls0 ws0">Śliwinach k<span class="_ _17"></span>oło T<span class="_ _7"></span>czewa; <span class="_ _17"></span>  </div><div class="t m0 x3b h4 y1d9 ff3 fs1 fc0 sc0 ls0 ws0">3.<span class="ff8"> <span class="_ _45"> </span></span>Dekpol Inwestycje Sp<span class="_ _2"></span>. z o.<span class="_ _17"></span>o. Develop<span class="_ _5"></span>ment Sp<span class="_ _17"></span>. <span class="_ _5"></span>k. – spółka celowa do <span class="_ _5"></span>realiz<span class="_ _17"></span>acji mn<span class="_ _5"></span>iejszych inwestycji deweloper<span class="_ _17"></span>-</div><div class="t m0 x40 h4 y1da ff3 fs1 fc0 sc0 ls0 ws0">skich, w tym m.in. w Jur<span class="_ _2"></span>acie, Helu i Gdańsku; <span class="_ _17"></span> <span class="_ _5"></span> </div><div class="t m0 x3b h4 yd4 ff3 fs1 fc0 sc0 ls0 ws0">4.<span class="ff8"> <span class="_ _45"> </span></span>Dekpol In<span class="_ _17"></span>we<span class="_ _5"></span>stycje Sp<span class="_ _17"></span>. z o.<span class="_ _17"></span>o. Myśliwsk<span class="_ _17"></span>a<span class="_ _5"></span> Sp<span class="_ _17"></span>.<span class="_ _5"></span> k. – <span class="_ _17"></span>spółka celowa do realizacji<span class="_ _17"></span> inwestycji deweloperskiej <span class="_ _17"></span>pod<span class="_ _5"></span> nazwą </div><div class="t m0 x40 h4 y1b2 ff3 fs1 fc0 sc0 ls0 ws0">For<span class="_ _17"></span>e<span class="_ _5"></span>sta w Gdańsku;  <span class="_ _2"></span> </div><div class="t m0 x3b h4 y1b3 ff3 fs1 fc0 sc0 ls0 ws0">5.<span class="ff8"> <span class="_ _45"> </span></span>Dekpol In<span class="_ _17"></span>we<span class="_ _5"></span>stycje <span class="_ _17"></span>S<span class="_ _5"></span>p. <span class="_ _17"></span>z<span class="_ _5"></span> o<span class="_ _17"></span>.o. Grano Resort <span class="_ _17"></span>Sp. k. - <span class="_ _17"></span>spółka celowa do <span class="_ _2"></span>realizacji in<span class="_ _17"></span>westycji deweloperskiej w G<span class="_ _17"></span>da<span class="_ _5"></span>ń-</div><div class="t m0 x40 h4 y1b4 ff3 fs1 fc0 sc0 ls0 ws0">sku na W<span class="_ _17"></span>yspie Sobieszewskiej;  </div><div class="t m0 x3b h4 y1b5 ff3 fs1 fc0 sc0 ls0 ws0">6.<span class="ff8"> <span class="_ _45"> </span></span>Dekpol Inwestycj<span class="_ _2"></span>e Sp. z o<span class="_ _17"></span>.o<span class="_ _17"></span>.<span class="_ _5"></span> WBH Sp.<span class="_ _17"></span> <span class="_ _5"></span>k. - spółka celowa do re<span class="_ _17"></span>a<span class="_ _5"></span>lizacji in<span class="_ _17"></span>westycji deweloperskiej w W<span class="_ _17"></span>arszawie;  </div><div class="t m0 x3b h4 y1db ff3 fs1 fc0 sc0 ls0 ws0">7.<span class="ff8"> <span class="_ _45"> </span></span>Dekpol <span class="fc1">In<span class="_ _2"></span>westycje Sp<span class="_ _17"></span>. z <span class="_ _17"></span>o.o<span class="_ _17"></span>. Neo Jasień <span class="_ _2"></span>Sp<span class="_ _17"></span>. k. <span class="_ _17"></span><span class="fc0">- spółka celowa <span class="_ _17"></span>do realizacji <span class="_ _17"></span>inwestycji <span class="_ _17"></span>dewelop<span class="_ _5"></span>erskiej <span class="_ _17"></span>p<span class="_ _5"></span>od nazwą </span></span></div><div class="t m0 x40 h4 y1dc ff3 fs1 fc0 sc0 ls0 ws0">Neo Jasień w Gdańsku;  </div><div class="t m0 x3b h4 y1dd ff3 fs1 fc0 sc0 ls0 ws0">8.<span class="ff8"> <span class="_ _45"> </span></span>Dekpol Inwestycj<span class="_ _2"></span>e Sp. z o<span class="_ _17"></span>.o<span class="_ _17"></span>.<span class="_ _5"></span> Sol Marina Sp. k. spółk<span class="_ _17"></span>a<span class="_ _5"></span> celowa do realiz<span class="_ _2"></span>acji in<span class="_ _17"></span>we<span class="_ _5"></span>stycji deweloperskiej w Wi<span class="_ _17"></span>ś<span class="_ _5"></span>lince;  </div><div class="t m0 x3b h4 y1de ff3 fs1 fc0 sc0 ls0 ws0">9.<span class="ff8"> <span class="_ _45"> </span></span>Dekpol Inwestycj<span class="_ _2"></span>e Sp.<span class="_ _17"></span> z o.o<span class="_ _17"></span>. Sobieszewo Development Sp<span class="_ _17"></span>. k. - spółk<span class="_ _2"></span>a celowa do reali<span class="_ _17"></span>zacji mniejszych inwestycji </div><div class="t m0 x40 h4 y1df ff3 fs1 fc0 sc0 ls0 ws0">deweloperskich w G<span class="_ _17"></span>da<span class="_ _5"></span>ńsku na W<span class="_ _17"></span>yspie Sobieszewskiej(np.<span class="_ _17"></span> Villa Nep<span class="_ _5"></span>tun);  </div><div class="t m0 x3b h4 y1e0 ff3 fs1 fc0 sc0 ls0 ws0">10.<span class="ff8"> <span class="_ _b"> </span></span>Dekpol Inwestycje – <span class="_ _2"></span>T<span class="_ _17"></span>rimare Sp<span class="_ _17"></span>. z o.<span class="_ _17"></span>o. - spółk<span class="_ _17"></span>a<span class="_ _5"></span> celowa powoł<span class="_ _17"></span>an<span class="_ _5"></span>a do realiz<span class="_ _17"></span>acji inwestycji <span class="_ _17"></span>dew<span class="_ _5"></span>eloperskiej w Sztu-</div><div class="t m0 x40 h4 y1e1 ff3 fs1 fc0 sc0 ls0 ws0">towie;  </div><div class="t m0 x3b h4 y1e2 ff3 fs1 fc0 sc0 ls0 ws0">11.<span class="ff8"> <span class="_ _b"> </span></span>Dekpol Inwestycje <span class="_ _17"></span>–<span class="_ _5"></span> W<span class="_ _7"></span>arszawa 1 Sp<span class="_ _17"></span>.<span class="_ _5"></span> z <span class="_ _17"></span>o.o. <span class="_ _17"></span>– spółka celowa <span class="_ _17"></span>p<span class="_ _5"></span>owołana do <span class="_ _17"></span>rea<span class="_ _5"></span>lizacji <span class="_ _2"></span>inwesty<span class="_ _17"></span>c<span class="_ _5"></span>ji deweloperskich <span class="_ _2"></span>w </div><div class="t m0 x40 h4 y1e3 ff3 fs1 fc0 sc0 ls0 ws0">W<span class="_ _17"></span>arszawie i <span class="_ _17"></span>okolicach;  </div><div class="t m0 x3b h4 y1c0 ff3 fs1 fc0 sc0 ls0 ws0">12.<span class="ff8"> <span class="_ _b"> </span></span>Dekpol <span class="_ _2f"></span>Inwestycje <span class="_ _2f"></span>W<span class="_ _17"></span>arszawa <span class="_ _32"></span>Sp. <span class="_ _2f"></span>z <span class="_ _2f"></span>o.<span class="_ _17"></span>o.<span class="_ _5"></span> <span class="_ _32"></span>–<span class="_ _5"></span> <span class="_ _2f"></span>spółka <span class="_ _32"></span>celowa <span class="_ _2f"></span>pow<span class="_ _5"></span>ołana <span class="_ _2f"></span>do <span class="_ _2f"></span>realizacji <span class="_ _2f"></span>inwesty<span class="_ _2"></span>cji <span class="_ _32"></span>d<span class="_ _5"></span>eweloperskich <span class="_ _2f"></span>w </div><div class="t m0 x40 h4 y1e4 ff3 fs1 fc0 sc0 ls0 ws0">W<span class="_ _17"></span>arszawie i <span class="_ _17"></span>okolicach;  </div><div class="t m0 x3b h4 y94 ff3 fs1 fc0 sc0 ls0 ws0">13.<span class="ff8"> <span class="_ _b"> </span></span>Dekpol Inwestycje <span class="_ _17"></span>Starogard Sp<span class="_ _17"></span>. z <span class="_ _17"></span>o. o<span class="_ _17"></span>. - <span class="_ _17"></span>ce<span class="_ _5"></span>lowa będąca str<span class="_ _17"></span>oną umów <span class="_ _17"></span>przedwstępnych naby<span class="_ _17"></span>cia lokali<span class="_ _17"></span> w r<span class="_ _17"></span>ama<span class="_ _5"></span>ch </div><div class="t m0 x40 h4 y1e5 ff3 fs1 fc0 sc0 ls0 ws0">realizowanej prz<span class="_ _17"></span>ez po<span class="_ _5"></span>dmiot ze<span class="_ _17"></span>wnę<span class="_ _5"></span>trzny in<span class="_ _17"></span>westycji w Gdań<span class="_ _5"></span>sku mającyc<span class="_ _17"></span>h<span class="_ _5"></span> na <span class="_ _5"></span>celu wprowadz<span class="_ _17"></span>e<span class="_ _5"></span>nia lokali do oferty </div><div class="t m0 x40 h4 y1e6 ff3 fs1 fc0 sc0 ls0 ws0">sprzedażo<span class="_ _2"></span>wej Grup<span class="_ _17"></span>y Dekpo<span class="_ _5"></span>l;  </div><div class="t m0 x3b h4 y1e7 ff3 fs1 fc0 sc0 ls0 ws0">14.<span class="ff8"> <span class="_ _b"> </span></span>Dekpol Inwestycje <span class="_ _17"></span>–<span class="_ _5"></span> <span class="_ _17"></span>T<span class="_ _17"></span>urystyczna Sp<span class="_ _17"></span>. z o<span class="_ _2"></span>.o<span class="_ _17"></span>. – spółk<span class="_ _17"></span>a<span class="_ _5"></span> celo<span class="_ _17"></span>wa p<span class="_ _5"></span>owołana do <span class="_ _17"></span>realizacji in<span class="_ _17"></span>westycji w Gdańsku <span class="_ _17"></span>na Wy<span class="_ _17"></span>-</div><div class="t m0 x40 h4 y1e8 ff3 fs1 fc0 sc0 ls0 ws0">spie Sobieszewskiej przy <span class="_ _17"></span>u<span class="_ _5"></span>l. <span class="_ _17"></span>T<span class="_ _17"></span>urystyczne<span class="_ _5"></span>j;  </div><div class="t m0 x3b h4 y1e9 ff3 fs1 fc0 sc0 ls0 ws0">15.<span class="ff8"> <span class="_ _b"> </span></span>Dekpol <span class="_ _33"> </span>In<span class="_ _17"></span>westycje <span class="_ _44"></span>– <span class="_ _33"> </span>Puck <span class="_ _44"></span>Sp. <span class="_ _44"></span>z <span class="_ _44"></span>o.o<span class="_ _17"></span>.<span class="_ _5"></span> <span class="_ _44"></span>– <span class="_ _44"></span>komplementariusz <span class="_ _44"></span>spółki <span class="_ _44"></span>celowej <span class="_ _44"></span>powołane<span class="_ _5"></span>j <span class="_ _44"></span>do <span class="_ _44"></span>realizacji <span class="_ _33"> </span>i<span class="_ _17"></span>nwestycji <span class="_ _33"> </span>w </div><div class="t m0 x40 h4 y1ea ff3 fs1 fc0 sc0 ls0 ws0">Puck<span class="_ _17"></span>u;<span class="_ _5"></span>  </div><div class="t m0 x3b h4 y1eb ff3 fs1 fc0 sc0 ls0 ws0">16.<span class="ff8"> <span class="_ _b"> </span></span>Dekpol Inwestycje G<span class="_ _17"></span>d<span class="_ _5"></span>ańsk Sp. z <span class="_ _17"></span>o. o. <span class="_ _2"></span>- spółk<span class="_ _17"></span>a<span class="_ _5"></span> celowa <span class="_ _2"></span>powołana do realizacj<span class="_ _17"></span>i inwestycji deweloperskich <span class="_ _17"></span>w woje-</div><div class="t m0 x40 h4 y1ec ff3 fs1 fc0 sc0 ls0 ws0">wództwie pomorskim ; </div><div class="t m0 x3b h4 y1ed ff3 fs1 fc0 sc0 ls0 ws0">17.<span class="ff8"> <span class="_ _b"> </span></span>Dekpol Inwestycje <span class="_ _17"></span>Starogard K<span class="_ _7"></span>o<span class="_ _5"></span>rytybsk<span class="_ _2"></span>a Sp<span class="_ _17"></span>. z <span class="_ _17"></span>o.o.<span class="_ _17"></span> - spółk<span class="_ _2"></span>a celowa <span class="_ _17"></span>powo<span class="_ _5"></span>łana <span class="_ _17"></span>d<span class="_ _5"></span>o r<span class="_ _17"></span>ealizacji in<span class="_ _17"></span>wes<span class="_ _5"></span>tycji <span class="_ _17"></span>deweloper-</div><div class="t m0 x40 h4 y1ee ff3 fs1 fc0 sc0 ls0 ws0">skiej w Starogardzie Gdańskim przy<span class="_ _17"></span> u<span class="_ _5"></span>l. K<span class="_ _17"></span>or<span class="_ _5"></span>ytybskiej  </div><div class="t m0 x3b h4 y1ef ff3 fs1 fc0 sc0 ls0 ws0">18.<span class="ff8"> <span class="_ _b"> </span></span>Dekpol Inwestycje – Sol Marina II Sp<span class="_ _17"></span>.<span class="_ _5"></span> z o.<span class="_ _17"></span>o. - spółk<span class="_ _17"></span>a<span class="_ _5"></span> celowa powołana do reali<span class="_ _2"></span>zacji in<span class="_ _17"></span>wes<span class="_ _5"></span>tycji w Wiślince  </div><div class="t m0 x3b h4 y1a4 ff3 fs1 fc0 sc0 ls0 ws0">19.<span class="ff8"> <span class="_ _b"> </span></span>Dekpol Inwestycje Sopocka Sp<span class="_ _17"></span>. z o.<span class="_ _17"></span>o. - spółka c<span class="_ _2"></span>elowa powołana do realizacji<span class="_ _2"></span> inwestycji w Sopocie  </div><div class="t m0 x3b h4 y1f0 ff3 fs1 fc0 sc0 ls0 ws0">20.<span class="ff8"> <span class="_ _b"> </span></span>Dekpol Inwestycje Sopot Sp<span class="_ _17"></span>. z o.o<span class="_ _17"></span>. – spółka celowa powołana do reali<span class="_ _2"></span>zacji in<span class="_ _17"></span>wes<span class="_ _5"></span>tycji w Sopocie </div><div class="t m0 x3b h4 y1f1 ff3 fs1 fc0 sc0 ls0 ws0">21.<span class="ff8"> <span class="_ _b"> </span></span>Dekpol <span class="_ _5"></span>Inwestycje Marina <span class="_ _5"></span>Ze<span class="_ _2"></span>wnętrzna <span class="_ _5"></span>Sp.<span class="_ _17"></span> <span class="_ _5"></span>z <span class="_ _5"></span>o.o<span class="_ _17"></span>. –<span class="_ _5"></span> spółka <span class="_ _5"></span>celo<span class="_ _17"></span>wa <span class="_ _5"></span>powołana <span class="_ _5"></span>do zarządzania najmem <span class="_ _5"></span>miejsc cu-</div><div class="t m0 x40 h4 y1f2 ff3 fs1 fc0 sc0 ls0 ws0">mowniczych  i utrzymaniem marin<span class="_ _17"></span>y zewnętrznej przy inwestycji Sol Marina. </div><div class="t m0 x3b h4 y1f3 ff3 fs1 fc0 sc0 ls0 ws0">22.<span class="ff8"> <span class="_ _b"> </span></span>Dekpol <span class="_ _5"></span>Inwestycje Katowice Sp. z <span class="_ _5"></span>o.o<span class="_ _17"></span>. <span class="_ _5"></span>– <span class="_ _5"></span>spółka celowa <span class="_ _5"></span>powołana <span class="_ _5"></span>do  <span class="_ _5"></span>realizacji inwestycji de<span class="_ _5"></span>weloperskiej w <span class="_ _5"></span>Ka-</div><div class="t m0 x40 h4 y1f4 ff3 fs1 fc0 sc0 ls0 ws0">towicach <span class="_ _17"></span>(s<span class="_ _5"></span>półka <span class="_ _17"></span>wp<span class="_ _5"></span>isana d<span class="_ _17"></span>o<span class="_ _5"></span> K<span class="_ _2"></span>rajowego <span class="_ _2"></span>Rejestru S<span class="_ _17"></span>ą<span class="_ _5"></span>dowego <span class="_ _17"></span>w dniu 17 <span class="_ _17"></span>kwietnia 2024 <span class="_ _17"></span>– zdarzenie po <span class="_ _17"></span>dniu bilan-</div><div class="t m0 x40 h4 y1f5 ff3 fs1 fc0 sc0 ls0 ws0">sowym). </div><div class="t m0 x1 h2b y1f6 ffa fs1 fc0 sc0 ls0 ws0"> <span class="_ _30"> </span><span class="ff2 fsa fc2 sc3"> </span></div></div><div class="pi" ></div></div><div id="pff" class="pf w0 h0" ><div class="pc pcf w0 h0"><img class="bi x11 y14f wc h31" alt="" 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class="t m0 x1 h2 y1 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 ya8 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h3 y53 ff1 fs0 fc1 sc0 ls0 ws0">Jednostkowe sprawozdanie ﬁnansowe Dekpol S.A.<span class="ff2"> <span class="_ _14"> </span> <span class="_ _4f"> </span><span class="ff3 fc0">za okres od 01.01.2023 do 31.12.2023</span></span></div><div class="t m0 x3c h4 y54 ff3 fs1 fc0 sc0 ls0 ws0"> <span class="_ _3"></span> </div><div class="t m0 x35 hf y53 ff3 fs0 fc0 sc0 ls0 ws0"> (dane w tys.zł)</div><div class="t m0 x3d h4 y54 ff3 fs1 fc0 sc0 ls0 ws0"> <span class="_ _31"> </span> <span class="_ _4"> </span> </div><div class="t m0 x3e h3 y53 ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 xe h5 ya9 ff1 fs2 fc0 sc0 ls0 ws0">15</div><div class="t m0 x13 h16 y56 ff4 fs9 fc5 sc0 ls0 ws0">Wprowadzenie</div><div class="c x14 y57 wd h17"><div class="t m0 x0 h16 y58 ff4 fs9 fc5 sc0 ls0 ws0"> </div></div><div class="t m0 x15 h18 y59 ff1 fs9 fc6 sc0 ls0 ws0">Sprawozdanie  </div><div class="t m0 x15 h18 y5a ff1 fs9 fc6 sc0 ls0 ws0">z sytuacji </div><div class="t m0 x15 h18 y5b ff1 fs9 fc6 sc0 ls0 ws0">ﬁnansowej </div><div class="t m0 x16 h18 y5c ff1 fs9 fc6 sc0 ls0 ws0">Sprawozdanie  </div><div class="t m0 x16 h18 y5d ff1 fs9 fc6 sc0 ls0 ws0">z całkowitych  </div><div class="t m0 x16 h18 y5e ff1 fs9 fc6 sc0 ls0 ws0">dochodów </div><div class="t m0 x17 h18 y5f ff1 fs9 fc6 sc0 ls0 ws0">Sprawozdanie  </div><div class="t m0 x17 h18 y60 ff1 fs9 fc6 sc0 ls0 ws0">z przepływów </div><div class="t m0 x17 h18 y61 ff1 fs9 fc6 sc0 ls0 ws0">pieniężnych </div><div class="t m0 x18 h18 y5c ff1 fs9 fc6 sc0 ls0 ws0">Sprawozdanie  </div><div class="t m0 x18 h18 y5d ff1 fs9 fc6 sc0 ls0 ws0">ze zmian w kapitale </div><div class="t m0 x18 h18 y5e ff1 fs9 fc6 sc0 ls0 ws0">własnym </div><div class="t m0 x19 h18 y62 ff1 fs9 fc6 sc0 ls0 ws0">Dodatkowe  </div><div class="t m0 x19 h18 y63 ff1 fs9 fc6 sc0 ls0 ws0">noty  </div><div class="t m0 x19 h18 y64 ff1 fs9 fc6 sc0 ls0 ws0">objaśniające </div><div class="t m0 x1 h2b y133 ff2 fsa fc2 sc3 ls0 ws0">Spół<span class="_ _5"></span>k<span class="_ _5"></span>i p<span class="_ _5"></span>ośre<span class="_ _5"></span>d<span class="_ _5"></span>n<span class="_ _5"></span>io<span class="_ _5"></span> z<span class="_ _5"></span>al<span class="_ _5"></span>eżne <span class="_ _5"></span>od<span class="_ _5"></span> <span class="_ _5"></span>Dek<span class="_ _5"></span>pol<span class="_ _5"></span> <span class="_ _5"></span>S.<span class="_ _5"></span>A. (po<span class="_ _5"></span>p<span class="_ _5"></span>rzez<span class="_ _5"></span> Dek<span class="_ _5"></span>p<span class="_ _5"></span>ol<span class="_ _5"></span> D<span class="_ _5"></span>ewelop<span class="_ _5"></span>e<span class="_ _5"></span>r S<span class="_ _5"></span>p.<span class="_ _5"></span> <span class="_ _5"></span>z o.o.<span class="_ _5"></span> oraz <span class="_ _5"></span>Dek<span class="_ _5"></span>pol <span class="_ _5"></span>Inw<span class="_ _5"></span>e<span class="_ _5"></span>sty-</div><div class="t m0 x1 h2b y1d4 ff2 fsa fc2 sc3 ls0 ws0">cje – <span class="_ _5"></span>Puck<span class="_ _5"></span> <span class="_ _5"></span>Sp. z <span class="_ _5"></span>o<span class="_ _5"></span>.o.<span class="_ _5"></span>): <span class="_ _5"></span> <span class="_ _31"> </span> </div><div class="t m0 x3b h4 y1d5 ff3 fs1 fc0 sc0 ls0 ws0">1.<span class="ff8"> <span class="_ _45"> </span></span>Dekpol Inwestycj<span class="_ _2"></span>e – Puck Sp. <span class="_ _17"></span>z<span class="_ _5"></span> o.<span class="_ _17"></span>o. Sp. k. – spółk<span class="_ _17"></span>a<span class="_ _5"></span> celowa po<span class="_ _2"></span>wołana do realizacji<span class="_ _17"></span> <span class="_ _5"></span>inwestycj<span class="_ _17"></span>i<span class="_ _5"></span> w Puck<span class="_ _2"></span>u. </div><div class="t m0 x1 h2b y1f7 ff2 fsa fc2 sc3 ls0 ws0">Spół<span class="_ _5"></span>k<span class="_ _5"></span>i p<span class="_ _5"></span>ośre<span class="_ _5"></span>d<span class="_ _5"></span>n<span class="_ _5"></span>io<span class="_ _5"></span> z<span class="_ _5"></span>al<span class="_ _5"></span>eżne <span class="_ _5"></span>od<span class="_ _5"></span> <span class="_ _5"></span>Dek<span class="_ _5"></span>pol<span class="_ _5"></span> <span class="_ _5"></span>S.<span class="_ _5"></span>A. (po<span class="_ _5"></span>p<span class="_ _5"></span>rzez<span class="_ _5"></span> S<span class="_ _32"></span>ma<span class="_ _5"></span>rtex <span class="_ _5"></span>Sp. <span class="_ _5"></span>z <span class="_ _5"></span>o<span class="_ _5"></span>.o. <span class="_ _5"></span>oraz<span class="_ _32"></span> Dek<span class="_ _5"></span>pol<span class="_ _5"></span> <span class="_ _5"></span>Inwes<span class="_ _32"></span>tycj<span class="_ _5"></span>e Sp.<span class="_ _5"></span> z </div><div class="t m0 x1 h2b y1f8 ff2 fsa fc2 sc3 ls0 ws0">o.o.<span class="_ _5"></span>):<span class="_ _5"></span>  <span class="_ _32"></span> </div><div class="t m0 x3b h4 y1f9 ff3 fs1 fc0 sc0 ls0 ws0">1.<span class="ff8"> <span class="_ _45"> </span></span>Dekpol Inwestycje Sp<span class="_ _2"></span>. z o.<span class="_ _17"></span>o. Branib<span class="_ _5"></span>orsk<span class="_ _17"></span>a <span class="_ _5"></span>Sp.<span class="_ _17"></span> <span class="_ _5"></span>k. – spółka celowa do<span class="_ _5"></span> realizacji in<span class="_ _17"></span>westycji deweloperskiej we <span class="_ _5"></span>Wr<span class="_ _17"></span>o<span class="_ _5"></span>-</div><div class="t m0 x40 h4 y2a ff3 fs1 fc0 sc0 ls0 ws0">cławi<span class="_ _17"></span>u<span class="_ _5"></span>.  </div><div class="t m0 x1 h4 y1fa ff3 fs1 fc0 sc0 ls0 ws0">Dekpol S.A. posiada 100% udziałów w: K<span class="_ _17"></span>ombe<span class="_ _5"></span>t Działdo<span class="_ _17"></span>wo Sp. z o.<span class="_ _17"></span>o. UAB DEK L<span class="_ _3"></span>T Statyba, Betpref Sp.<span class="_ _17"></span> z<span class="_ _5"></span> o.<span class="_ _17"></span>o., Dekpol Dewe-</div><div class="t m0 x1 h4 y1fb ff3 fs1 fc0 sc0 ls0 ws0">loper Sp<span class="_ _17"></span>.<span class="_ _5"></span> z o<span class="_ _17"></span>.o., Dekpol Steel Sp. <span class="_ _2"></span>z o.<span class="_ _17"></span>o., Dekpol Budownictwo Sp<span class="_ _17"></span>. z o.o<span class="_ _17"></span>.  </div><div class="t m0 x1 h4 y1fc ff3 fs1 fc0 sc0 ls0 ws0">W<span class="_ _17"></span>edług stanu na dzień 31 grudnia 2023 rok<span class="_ _17"></span>u oraz na dzień publik<span class="_ _17"></span>a<span class="_ _5"></span>cji Dekpol Deweloper Spółk<span class="_ _17"></span>a z ograniczoną odpowie-</div><div class="t m0 x1 h4 y1fd ff3 fs1 fc0 sc0 ls0 ws0">dzialnością <span class="fc1">była k<span class="_ _17"></span>omandytariuszem<span class="fc0"> spółek: Dekpol In<span class="_ _17"></span>westycje Sp.<span class="_ _17"></span> z o.<span class="_ _2"></span>o. Pastelowa Sp<span class="_ _17"></span>.k.; Dekpol Inwestycje Sp<span class="_ _17"></span>.<span class="_ _5"></span> z o<span class="_ _17"></span>.o. <span class="_ _17"></span>Ro-</span></span></div><div class="t m0 x1 h4 y1fe ff3 fs1 fc0 sc0 ls0 ws0">kitki <span class="_ _17"></span>Sp.k.; <span class="_ _17"></span>Dekpol <span class="_ _17"></span>Inwestycje <span class="_ _17"></span>S<span class="_ _5"></span>p.<span class="_ _17"></span> z <span class="_ _17"></span>o.<span class="_ _17"></span>o. <span class="_ _17"></span>Development Sp<span class="_ _17"></span>. k.<span class="_ _17"></span>,<span class="_ _5"></span> <span class="_ _17"></span>Dekpo<span class="_ _5"></span>l <span class="_ _17"></span>Inwestycj<span class="_ _17"></span>e<span class="_ _5"></span> <span class="_ _17"></span>Sp. <span class="_ _17"></span>z o<span class="_ _17"></span>.o. <span class="_ _17"></span>Myśliwska <span class="_ _17"></span>Sp<span class="_ _17"></span>. k., <span class="_ _7"></span>D<span class="_ _5"></span>ekpol <span class="_ _17"></span>Inwestycje </div><div class="t m0 x1 h4 y1ff ff3 fs1 fc0 sc0 ls0 ws0">Sp<span class="_ _17"></span>. <span class="_ _5"></span>z o.<span class="_ _17"></span>o. Neo Ja<span class="_ _5"></span>sień Sp. k., Dekpol Inwestycje Sp<span class="_ _17"></span>. z o.o.<span class="_ _17"></span> <span class="_ _5"></span>Grano Resort Sp. k., Dekpol Inwestycje Sp<span class="_ _17"></span>. z<span class="_ _5"></span> o.<span class="_ _17"></span>o. Sol Mar<span class="_ _5"></span>ina Sp. k., </div><div class="t m0 x1 h4 y7e ff3 fs1 fc0 sc0 ls0 ws0">Dekpol Inwestycje Sp. z <span class="_ _5"></span>o.o<span class="_ _17"></span>. <span class="_ _5"></span>Sobieszewo Development Sp. <span class="_ _5"></span>k., <span class="_ _5"></span>Dekpol <span class="_ _5"></span>Inwestycj<span class="_ _17"></span>e <span class="_ _5"></span>Sp. z <span class="_ _5"></span>o.<span class="_ _17"></span>o. <span class="_ _5"></span>WBH Sp. <span class="_ _5"></span>k., p<span class="_ _5"></span>osiadając <span class="_ _5"></span>w <span class="_ _5"></span>tych </div><div class="t m0 x1 h4 y200 ff3 fs1 fc0 sc0 ls0 ws0">spółkach 99<span class="_ _17"></span>,5<span class="fc1">%<span class="_ _5"></span> udziałó<span class="_ _17"></span>w w zyskach, <span class="_ _17"></span>a 0,5% udziału <span class="_ _17"></span>w<span class="_ _5"></span> zysk<span class="_ _17"></span>ach<span class="_ _5"></span> posiada D<span class="_ _17"></span>e<span class="_ _5"></span>kpol In<span class="_ _17"></span>we<span class="_ _5"></span>stycje <span class="_ _17"></span>Sp. z o<span class="_ _17"></span>.o<span class="_ _17"></span>.<span class="_ _5"></span> będący <span class="_ _17"></span><span class="fc0">kompl<span class="_ _17"></span>e<span class="_ _5"></span>men-</span></span></div><div class="t m0 x1 h4 y201 ff3 fs1 fc0 sc0 ls0 ws0">tariuszem<span class="fc1"> ty<span class="_ _17"></span>ch spółek.<span class="_ _5"></span> </span></div><div class="t m0 x1 h4 y202 ff3 fs1 fc1 sc0 ls0 ws0">Dekpol Deweloper Sp<span class="_ _17"></span>. z o.<span class="_ _17"></span>o. do 21 grudnia 2020 roku <span class="_ _2"></span>był k<span class="_ _17"></span>omandytariuszem spółki Dekpol In<span class="_ _17"></span>wes<span class="_ _5"></span>tycje Sp<span class="_ _17"></span>. z o.o<span class="_ _17"></span>. Branibor-</div><div class="t m0 x1 h4 y203 ff3 fs1 fc1 sc0 ls0 ws0">ska <span class="_ _17"></span>Sp. <span class="_ _17"></span>k. posiadając <span class="_ _2"></span>w tej <span class="_ _17"></span>spółce 49,9% <span class="_ _17"></span>udzia<span class="_ _5"></span>łu w <span class="_ _7"></span>zyskach i <span class="_ _17"></span>st<span class="_ _5"></span>ratach, <span class="_ _17"></span>a 0,1% <span class="_ _17"></span>udziału<span class="_ _5"></span> <span class="_ _17"></span>w zysk<span class="_ _17"></span>ach<span class="_ _5"></span> <span class="_ _2"></span>i <span class="_ _17"></span>s<span class="_ _5"></span>tratach <span class="_ _17"></span>posiad<span class="_ _5"></span>ał <span class="_ _17"></span>D<span class="_ _5"></span>ekpol </div><div class="t m0 x1 h4 y204 ff3 fs1 fc1 sc0 ls0 ws0">Inwestycj<span class="_ _17"></span>e<span class="_ _5"></span> <span class="_ _32"></span>Sp. <span class="_ _32"></span>z<span class="_ _5"></span> <span class="_ _32"></span>o.<span class="_ _2"></span>o. <span class="_ _32"></span>będący <span class="_ _32"></span>komplementariuszem <span class="_ _5"></span>tej <span class="_ _2f"></span>spółki. Aktualnie <span class="_ _2f"></span>k<span class="_ _17"></span>o<span class="_ _5"></span>mandytariuszem <span class="_ _32"></span>Dekpol <span class="_ _2f"></span>Inwestycje <span class="_ _5"></span>Sp. <span class="_ _32"></span>z<span class="_ _5"></span> <span class="_ _32"></span>o.o<span class="_ _17"></span>. </div><div class="t m0 x1 h4 y205 ff3 fs1 fc1 sc0 ls0 ws0">Braniborsk<span class="_ _2"></span>a Sp. k. (udział w <span class="_ _5"></span>zyskach i stratach 89,4%) jest Smartex Sp. z o.<span class="_ _17"></span>o. – <span class="_ _5"></span>jednoosob<span class="_ _5"></span>owa spółka zależ<span class="_ _17"></span>na<span class="_ _5"></span> Dekpol De-</div><div class="t m0 x1 h4 y206 ff3 fs1 fc1 sc0 ls0 ws0">weloper Sp.<span class="_ _17"></span> z o.o<span class="_ _17"></span>.<span class="_ _5"></span> </div><div class="t m0 x1 h4 y207 ff3 fs1 fc1 sc0 ls0 ws0">Dekpol Deweloper Sp. z o.<span class="_ _17"></span>o. je<span class="_ _5"></span>st k<span class="_ _17"></span>oman<span class="_ _5"></span>dytariuszem spółki Dekpol Pszenna Sp. z o.<span class="_ _17"></span>o. Sp.k. posiad<span class="_ _5"></span>ając w tej spó<span class="_ _5"></span>łce 99,5% </div><div class="t m0 x1 h4 y208 ff3 fs1 fc1 sc0 ls0 ws0">udziału <span class="_ _5"></span>w <span class="_ _5"></span>zyskach <span class="_ _5"></span>i <span class="_ _5"></span>st<span class="_ _5"></span>ratach, n<span class="_ _5"></span>atomiast <span class="_ _5"></span>Dekpo<span class="_ _5"></span>l <span class="_ _5"></span>Pszenna <span class="_ _5"></span>Sp. <span class="_ _5"></span>z <span class="_ _5"></span>o.o<span class="_ _17"></span>. <span class="_ _5"></span>bę<span class="_ _5"></span>dący <span class="_ _5"></span>k<span class="_ _17"></span>omplementariuszem <span class="_ _5"></span>tej<span class="_ _5"></span> <span class="_ _5"></span>spółki <span class="_ _5"></span>posiada <span class="_ _32"></span>0,5% </div><div class="t m0 x1 h35 y209 ff3 fs1 fc1 sc0 ls0 ws0">udziału w zysk<span class="_ _17"></span>a<span class="_ _5"></span>ch i stratach.<span class="ffb"> </span></div><div class="t m0 x1 h4 y20a ff3 fs1 fc1 sc0 ls0 ws0">Dekpol Deweloper <span class="_ _17"></span>Sp. <span class="_ _17"></span>z o.<span class="_ _17"></span>o. posiada 100% <span class="_ _17"></span>ud<span class="_ _5"></span>ziałów <span class="_ _17"></span>w spółkach <span class="_ _17"></span>Nordic Milan Sp<span class="_ _17"></span>. z <span class="_ _17"></span>o.o.,<span class="_ _17"></span> Dekpol Pszenna Sp<span class="_ _17"></span>. z <span class="_ _17"></span>o.o<span class="_ _17"></span>. i Dekpol </div><div class="t m0 x1 h4 y20b ff3 fs1 fc1 sc0 ls0 ws0">Inwestycj<span class="_ _17"></span>e<span class="_ _5"></span> Sp<span class="_ _2"></span>. z o<span class="_ _17"></span>.o., Sm<span class="_ _17"></span>art<span class="_ _5"></span>ex S<span class="_ _2"></span>p. <span class="_ _17"></span>z<span class="_ _5"></span> o<span class="_ _17"></span>.o oraz Dekpol K<span class="_ _17"></span>ameszn<span class="_ _5"></span>ica Sp<span class="_ _17"></span>.<span class="_ _5"></span> z <span class="_ _17"></span>o.o<span class="_ _17"></span>.<span class="_ _5"></span> (spółka <span class="_ _17"></span>zakupiona w dniu <span class="_ _17"></span>8<span class="_ _5"></span> kwietnia 20<span class="_ _2"></span>24<span class="_ _5"></span> <span class="_ _2"></span>roku- </div><div class="t m0 x1 h35 y20c ff3 fs1 fc1 sc0 ls0 ws0">zdarz<span class="_ _2"></span>enie po dniu bilansowym) <span class="ffb"> </span></div><div class="t m0 x1 h4 y20d ff3 fs1 fc1 sc0 ls0 ws0">Dekpol Deweloper Sp. z o.o<span class="_ _17"></span>. je<span class="_ _5"></span>st również wspólnikiem <span class="_ _5"></span>spółek Dekpol I<span class="_ _5"></span>n<span class="_ _2"></span>westycje – T<span class="_ _17"></span>rimare <span class="_ _5"></span>Sp. z o.<span class="_ _17"></span>o., Dekpol Inwestycje – </div><div class="t m0 x1 h4 y20e ff3 fs1 fc1 sc0 ls0 ws0">Puck <span class="_ _32"></span>Sp. <span class="_ _5"></span>z <span class="_ _32"></span>o.<span class="_ _2"></span>o., <span class="_ _32"></span>Dekpol <span class="_ _32"></span>Inwestycje <span class="_ _5"></span>– <span class="_ _32"></span>Staroga<span class="_ _5"></span>rd <span class="_ _5"></span>Sp. <span class="_ _5"></span>z <span class="_ _32"></span>o.o<span class="_ _17"></span>.<span class="_ _5"></span>, <span class="_ _5"></span>De<span class="_ _5"></span>kpol <span class="_ _32"></span>Inwestycje <span class="_ _5"></span>–<span class="_ _5"></span> <span class="_ _32"></span>W<span class="_ _17"></span>arszawa <span class="_ _5"></span>Sp. <span class="_ _5"></span>z<span class="_ _5"></span> <span class="_ _5"></span>o.o<span class="_ _17"></span>., <span class="_ _2f"></span>Dekpol <span class="_ _32"></span>Inwestycje <span class="_ _5"></span>–<span class="_ _5"></span> </div><div class="t m0 x1 h4 y20f ff3 fs1 fc1 sc0 ls0 ws0">W<span class="_ _17"></span>arszawa 1 <span class="_ _2"></span>Sp. z <span class="_ _17"></span>o.o., Dekpol In<span class="_ _17"></span>westycje – T<span class="_ _7"></span>urystyczna Sp.<span class="_ _17"></span> z<span class="_ _5"></span> o.<span class="_ _17"></span>o., Dekpol In<span class="_ _17"></span>westycje <span class="_ _5"></span>Sol Marina II Sp<span class="_ _17"></span>.<span class="_ _5"></span> z o.<span class="_ _17"></span>o., Dekpol Inwe-</div><div class="t m0 x1 h4 y210 ff3 fs1 fc1 sc0 ls0 ws0">stycje <span class="_ _5"></span>Starogard <span class="_ _5"></span>K<span class="_ _2"></span>orytybska Sp. z<span class="_ _5"></span> <span class="_ _5"></span>o.<span class="_ _17"></span>o., <span class="_ _5"></span>Dekpol <span class="_ _5"></span>Inwestycje <span class="_ _5"></span>Sopo<span class="_ _5"></span>cka Sp. z<span class="_ _5"></span> <span class="_ _5"></span>o.<span class="_ _2"></span>o., Dekpol<span class="_ _5"></span> <span class="_ _5"></span>Inwestycje Sopot<span class="_ _5"></span> <span class="_ _5"></span>Sp. z<span class="_ _5"></span> <span class="_ _5"></span>o.<span class="_ _2"></span>o. ,<span class="_ _5"></span> <span class="_ _5"></span>Dekpol </div><div class="t m0 x1 h4 y211 ff3 fs1 fc1 sc0 ls0 ws0">Inwestycj<span class="_ _17"></span>e<span class="_ _5"></span> Marina Zewnętrzn<span class="_ _17"></span>a<span class="_ _5"></span> Sp<span class="_ _17"></span>. z<span class="_ _5"></span> o.<span class="_ _17"></span>o.(wpisana do Krajowego Rejestru <span class="_ _17"></span>Sądowe<span class="_ _5"></span>go w dniu 2<span class="_ _2"></span>6 marca 2024 rok<span class="_ _17"></span>u zdarze-</div><div class="t m0 x1 h4 y212 ff3 fs1 fc1 sc0 ls0 ws0">nie po dniu <span class="_ _17"></span>bilansowym) Dekpol In<span class="_ _17"></span>westycje Katowi<span class="_ _17"></span>ce Sp. <span class="_ _17"></span>z<span class="_ _5"></span> o<span class="_ _17"></span>.o. (<span class="fc0">spółk<span class="_ _17"></span>a<span class="_ _5"></span> wpisana do <span class="_ _17"></span>Krajowego <span class="_ _2"></span>Rejestru S<span class="_ _17"></span>ą<span class="_ _5"></span>dowego w dniu<span class="_ _17"></span> </span></div><div class="t m0 x1 h4 y213 ff3 fs1 fc0 sc0 ls0 ws0">17 <span class="_ _17"></span>kwietnia <span class="_ _17"></span>2024 <span class="_ _17"></span>–<span class="_ _5"></span> <span class="_ _17"></span>zdarzenie <span class="_ _17"></span>po <span class="_ _17"></span>d<span class="_ _5"></span>niu <span class="_ _17"></span>bilansowym)<span class="fc1"> <span class="_ _17"></span>w <span class="_ _17"></span>których posiada <span class="_ _17"></span>99% <span class="_ _17"></span>udziałów<span class="_ _17"></span>, <span class="_ _17"></span>a Dekpol <span class="_ _7"></span>Inwestycje <span class="_ _17"></span>Sp. <span class="_ _17"></span>z <span class="_ _17"></span>o.o <span class="_ _7"></span>p<span class="_ _5"></span>osiada </span></div><div class="t m0 x1 h35 y214 ff3 fs1 fc1 sc0 ls0 ws0">w nich  udział wynoszący <span class="_ _17"></span>1%<span class="_ _5"></span>. <span class="ffb"> </span></div><div class="t m0 x1 h4 y215 ff3 fs1 fc1 sc0 ls0 ws0">Dekpol <span class="_ _32"></span>Deweloper <span class="_ _32"></span>Sp. <span class="_ _5"></span>z<span class="_ _5"></span> <span class="_ _5"></span>o.o<span class="_ _17"></span>. <span class="_ _2f"></span>jako <span class="_ _5"></span>k<span class="_ _17"></span>oman<span class="_ _5"></span>dytariusz <span class="_ _32"></span>i <span class="_ _5"></span>Dekpo<span class="_ _5"></span>l <span class="_ _32"></span>Inwestycje <span class="_ _5"></span>- <span class="_ _32"></span>Puc<span class="_ _5"></span>k <span class="_ _32"></span>Sp. <span class="_ _5"></span>z<span class="_ _5"></span> <span class="_ _32"></span>o.<span class="_ _17"></span>o. <span class="_ _32"></span>są <span class="_ _32"></span> <span class="_ _2f"></span>k<span class="_ _17"></span>omplemen<span class="_ _5"></span>tariuszami<span class="_ _17"></span> <span class="_ _2f"></span>spółki </div><div class="t m0 x1 h4 y216 ff3 fs1 fc1 sc0 ls0 ws0">Dekpol Inwestycje – Puck S<span class="_ _5"></span>p. z <span class="_ _5"></span>o<span class="_ _2"></span>.o<span class="_ _17"></span>.<span class="_ _5"></span> Sp. k. Kolejn<span class="_ _17"></span>y<span class="_ _5"></span>m k<span class="_ _17"></span>o<span class="_ _5"></span>mandytariuszem tej spó<span class="_ _5"></span>łki jest pod<span class="_ _5"></span>miot zewnętrzn<span class="_ _17"></span>y<span class="_ _5"></span> – Olewnik <span class="_ _5"></span>Sp. z </div><div class="t m0 x1 h4 y217 ff3 fs1 fc1 sc0 ls0 ws0">o.<span class="_ _17"></span>o. <span class="_ _17"></span>W <span class="_ _17"></span>spó<span class="_ _5"></span>łce <span class="_ _17"></span>tej<span class="_ _5"></span> <span class="_ _17"></span>Dekpol De<span class="_ _17"></span>we<span class="_ _5"></span>loper posiada <span class="_ _17"></span>wkład <span class="_ _17"></span>w <span class="_ _17"></span>wysokości <span class="_ _17"></span>100.000 <span class="_ _17"></span>zł, Olewnik <span class="_ _17"></span>Sp. <span class="_ _17"></span>z <span class="_ _2"></span>o.o<span class="_ _17"></span>. <span class="_ _17"></span>posiad<span class="_ _5"></span>a <span class="_ _17"></span>wkład <span class="_ _17"></span>w<span class="_ _5"></span> <span class="_ _17"></span>wysokości </div><div class="t m0 x1 h4 y218 ff3 fs1 fc1 sc0 ls0 ws0">16.750.000 zł, Dekpol Inwesty<span class="_ _17"></span>cje – Puck Sp. z o<span class="_ _17"></span>.o.<span class="_ _2"></span> posiada wkład w wysok<span class="_ _17"></span>ości 500 zł. W<span class="_ _17"></span>spólnicy ucz<span class="_ _17"></span>e<span class="_ _5"></span>stniczą w zysk<span class="_ _17"></span>a<span class="_ _5"></span>ch i </div><div class="t m0 x1 h4 y219 ff3 fs1 fc1 sc0 ls0 ws0">stratach <span class="_ _17"></span>spółki w <span class="_ _17"></span>nas<span class="_ _5"></span>tępujący <span class="_ _17"></span>sposób<span class="_ _5"></span>: <span class="_ _17"></span>Dekpo<span class="_ _5"></span>l <span class="_ _17"></span>Inwestycje <span class="_ _17"></span>– Puck Sp<span class="_ _17"></span>. z <span class="_ _2"></span>o.<span class="_ _17"></span>o. <span class="_ _17"></span>0,5%<span class="_ _5"></span>, <span class="_ _17"></span>Dekp<span class="_ _5"></span>ol <span class="_ _17"></span>Dew<span class="_ _5"></span>eloper Sp<span class="_ _17"></span>. z <span class="_ _17"></span>o.<span class="_ _17"></span>o. 69,5%, <span class="_ _17"></span>Olew-</div><div class="t m0 x1 h35 y21a ff3 fs1 fc1 sc0 ls0 ws0">nik Sp<span class="_ _17"></span>. z<span class="_ _5"></span> o.<span class="_ _17"></span>o. 30%. <span class="ffb"> </span></div><div class="t m0 x1 h2b y21b ff2 fsa fc2 sc3 ls0 ws0">Spół<span class="_ _5"></span>k<span class="_ _5"></span>i p<span class="_ _5"></span>ośre<span class="_ _5"></span>d<span class="_ _5"></span>n<span class="_ _5"></span>io<span class="_ _5"></span> z<span class="_ _5"></span>al<span class="_ _5"></span>eżne <span class="_ _5"></span>od<span class="_ _5"></span> <span class="_ _5"></span>Dek<span class="_ _5"></span>pol<span class="_ _5"></span> <span class="_ _5"></span>S.<span class="_ _5"></span>A. (po<span class="_ _5"></span>p<span class="_ _5"></span>rzez<span class="_ _5"></span> Dek<span class="_ _5"></span>p<span class="_ _5"></span>ol<span class="_ _5"></span> S<span class="_ _5"></span>teel<span class="_ _5"></span> Sp.<span class="_ _5"></span> z <span class="_ _5"></span>o.o.<span class="_ _5"></span>):<span class="_ _5"></span> <span class="_ _5"></span> <span class="_ _56"> </span> </div><div class="t m0 x3b h4 y21c ff3 fs1 fc0 sc0 ls0 ws0">1<span class="ff8"> <span class="_ _1"> </span></span>„Intek” sp. z <span class="_ _17"></span>o.o<span class="_ _17"></span>. – spó<span class="_ _5"></span>łk<span class="_ _17"></span>a<span class="_ _5"></span> prowadzi zakł<span class="_ _2"></span>ad produk<span class="_ _17"></span>cji wyrobów stalowych w L<span class="_ _17"></span>ubawie. </div><div class="t m0 x1 h2b ycb ffa fs1 fc0 sc0 ls0 ws0"> <span class="_ _30"> </span><span class="ff2 fsa fc2 sc3"> </span></div></div><div class="pi" ></div></div><div id="pf10" class="pf w0 h0" ><div class="pc pc10 w0 h0"><img class="bi x11 y14f wc h31" alt="" src="data:image/png;base64,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"/><div class="t m0 x1 h2 y1 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 ya8 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h3 y53 ff1 fs0 fc1 sc0 ls0 ws0">Jednostkowe sprawozdanie ﬁnansowe Dekpol S.A.<span class="ff2"> <span class="_ _14"> </span> <span class="_ _4f"> </span><span class="ff3 fc0">za okres od 01.01.2023 do 31.12.2023</span></span></div><div class="t m0 x3c h4 y54 ff3 fs1 fc0 sc0 ls0 ws0"> <span class="_ _3"></span> </div><div class="t m0 x35 hf y53 ff3 fs0 fc0 sc0 ls0 ws0"> (dane w tys.zł)</div><div class="t m0 x3d h4 y54 ff3 fs1 fc0 sc0 ls0 ws0"> <span class="_ _31"> </span> <span class="_ _4"> </span> </div><div class="t m0 x3e h3 y53 ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 xe h5 ya9 ff1 fs2 fc0 sc0 ls0 ws0">16</div><div class="t m0 x13 h16 y56 ff4 fs9 fc5 sc0 ls0 ws0">Wprowadzenie</div><div class="c x14 y57 wd h17"><div class="t m0 x0 h16 y58 ff4 fs9 fc5 sc0 ls0 ws0"> </div></div><div class="t m0 x15 h18 y59 ff1 fs9 fc6 sc0 ls0 ws0">Sprawozdanie  </div><div class="t m0 x15 h18 y5a ff1 fs9 fc6 sc0 ls0 ws0">z sytuacji </div><div class="t m0 x15 h18 y5b ff1 fs9 fc6 sc0 ls0 ws0">ﬁnansowej </div><div class="t m0 x16 h18 y5c ff1 fs9 fc6 sc0 ls0 ws0">Sprawozdanie  </div><div class="t m0 x16 h18 y5d ff1 fs9 fc6 sc0 ls0 ws0">z całkowitych  </div><div class="t m0 x16 h18 y5e ff1 fs9 fc6 sc0 ls0 ws0">dochodów </div><div class="t m0 x17 h18 y5f ff1 fs9 fc6 sc0 ls0 ws0">Sprawozdanie  </div><div class="t m0 x17 h18 y60 ff1 fs9 fc6 sc0 ls0 ws0">z przepływów </div><div class="t m0 x17 h18 y61 ff1 fs9 fc6 sc0 ls0 ws0">pieniężnych </div><div class="t m0 x18 h18 y5c ff1 fs9 fc6 sc0 ls0 ws0">Sprawozdanie  </div><div class="t m0 x18 h18 y5d ff1 fs9 fc6 sc0 ls0 ws0">ze zmian w kapitale </div><div class="t m0 x18 h18 y5e ff1 fs9 fc6 sc0 ls0 ws0">własnym </div><div class="t m0 x19 h18 y62 ff1 fs9 fc6 sc0 ls0 ws0">Dodatkowe  </div><div class="t m0 x19 h18 y63 ff1 fs9 fc6 sc0 ls0 ws0">noty  </div><div class="t m0 x19 h18 y64 ff1 fs9 fc6 sc0 ls0 ws0">objaśniające </div><div class="t m0 x1 h2b ycd ff2 fsa fc2 sc3 ls0 ws0">Inne po<span class="_ _5"></span>d<span class="_ _5"></span>mi<span class="_ _5"></span>oty<span class="_ _17"></span>,<span class="_ _5"></span> <span class="_ _5"></span>w k<span class="_ _5"></span>tóryc<span class="_ _5"></span>h ucz<span class="_ _5"></span>e<span class="_ _5"></span>stniczą <span class="_ _5"></span>po<span class="_ _5"></span>d<span class="_ _5"></span>mi<span class="_ _5"></span>o<span class="_ _5"></span>ty<span class="_ _5"></span> <span class="_ _5"></span>z G<span class="_ _5"></span>rupy<span class="_ _5"></span> <span class="_ _5"></span>Kapi<span class="_ _5"></span>tałowej Dek<span class="_ _32"></span>po<span class="_ _5"></span>l <span class="_ _45"> </span> </div><div class="t m0 x1 h4 yce ff3 fs1 fc1 sc0 ls0 ws0">Podmioty <span class="_ _17"></span>z Grupy <span class="_ _17"></span>Kapitałowej <span class="_ _17"></span>Dekpo<span class="_ _5"></span>l <span class="_ _17"></span>uczestniczą <span class="_ _2"></span>również <span class="_ _17"></span>w c<span class="_ _17"></span>h<span class="_ _5"></span>arakterze <span class="_ _17"></span>wspólnikó<span class="_ _17"></span>w następując<span class="_ _17"></span>ych podmiotów<span class="_ _7"></span>, nie <span class="_ _17"></span>na-</div><div class="t m0 x1 h4 ycf ff3 fs1 fc1 sc0 ls0 ws0">leżąc<span class="_ _17"></span>ych<span class="_ _5"></span> do Grup<span class="_ _2"></span>y Dekpol (spółki stowarzyszone): </div><div class="t m0 x3b h4 y1b0 ff3 fs1 fc1 sc0 ls0 ws0">1.<span class="ff8"> <span class="_ _45"> </span></span>Dekpol 1 <span class="_ _5"></span>SPV <span class="_ _5"></span>Spółka z o<span class="_ _5"></span>graniczoną od<span class="_ _5"></span>powiedzialnością – <span class="_ _5"></span>podmiot powołany <span class="_ _5"></span>w cel<span class="_ _5"></span>u rea<span class="_ _5"></span>liz<span class="_ _17"></span>a<span class="_ _5"></span>cji p<span class="_ _5"></span>rojektów inwe-</div><div class="t m0 x40 h4 y21d ff3 fs1 fc1 sc0 ls0 ws0">stycyj<span class="_ _17"></span>nych wraz z podmiotem zależnym Pre<span class="_ _17"></span>zesa Zarządu, <span class="fc0">OMT<span class="_ _17"></span> H<span class="_ _5"></span>olding Spółką z ogr<span class="_ _17"></span>a<span class="_ _5"></span>niczoną odpowiedzialno-</span></div><div class="t m0 x40 h4 y21e ff3 fs1 fc0 sc0 ls0 ws0">ścią. <span class="_ _5"></span>Dekpol <span class="_ _32"></span>S.A. <span class="_ _32"></span>posiada <span class="_ _32"></span>324 <span class="_ _32"></span>spośród <span class="_ _32"></span>1.200 <span class="_ _5"></span>udziałów <span class="_ _32"></span>w <span class="_ _32"></span>kapitale <span class="_ _5"></span>zakładowym <span class="_ _5"></span>tej<span class="_ _5"></span> <span class="_ _5"></span>spó<span class="_ _5"></span>łki <span class="_ _5"></span>(wyno<span class="_ _5"></span>szącym 60.<span class="_ _5"></span>000  </div><div class="t m0 x40 h4 y195 ff3 fs1 fc0 sc0 ls0 ws0">złotych). Na dzień publikacji<span class="_ _17"></span>,<span class="_ _5"></span> nie zmieniła się liczba posiadanych udziałów <span class="_ _17"></span>przez Dekpol S.A. i wynosi 16.200 zł .<span class="fc1"> </span></div><div class="t m0 x1 h4 y21f ff3 fs1 fc1 sc0 ls0 ws0">Spółki stowarzyszon<span class="_ _17"></span>e<span class="_ _5"></span> wyceniane są metodą pra<span class="_ _17"></span>w własności. </div><div class="t m0 x1 h28 y220 ff4 fsc fc2 sc0 ls0 ws0">Proces r<span class="_ _17"></span>eorganiz<span class="_ _17"></span>acji Grup<span class="_ _2"></span>y K<span class="_ _17"></span>apitałowej Dekpol<span class="_ _17"></span> </div><div class="t m0 x1 h2b y221 ff2 fsa fc2 sc3 ls0 ws0">Zmiany<span class="_ _5"></span> w st<span class="_ _5"></span>ruk<span class="_ _5"></span>tu<span class="_ _5"></span>rz<span class="_ _5"></span>e G<span class="_ _5"></span>ru<span class="_ _5"></span>py <span class="_ _5"></span>Ka<span class="_ _5"></span>pita<span class="_ _5"></span>ł<span class="_ _5"></span>owe<span class="_ _53"> </span> </div><div class="t m0 x1 h4 y222 ff3 fs1 fc0 sc0 ls0 ws0">W <span class="_ _32"></span>dniu <span class="_ _2f"></span>2 <span class="_ _2f"></span>stycznia <span class="_ _2f"></span>2023 <span class="_ _2f"></span>roku <span class="_ _32"></span>zostały <span class="_ _2f"></span>wpisane <span class="_ _2f"></span>do <span class="_ _2f"></span>Krajowego <span class="_ _32"></span>Rejestru <span class="_ _2f"></span>Sądowego <span class="_ _32"></span>spółki <span class="_ _2f"></span>celowe: <span class="_ _2f"></span>Dekpol <span class="_ _2f"></span>Inwestycje <span class="_ _32"></span>Sol </div><div class="t m0 x1 h4 y223 ff3 fs1 fc0 sc0 ls0 ws0">Marina II <span class="_ _17"></span>Sp. <span class="_ _17"></span>z o<span class="_ _17"></span>.o. <span class="_ _17"></span>oraz <span class="_ _17"></span>D<span class="_ _5"></span>ekpol In<span class="_ _17"></span>westycje Sopock<span class="_ _17"></span>a Sp<span class="_ _17"></span>.<span class="_ _5"></span> <span class="_ _17"></span>z o<span class="_ _2"></span>.o<span class="_ _17"></span>.<span class="_ _5"></span>, <span class="_ _17"></span>p<span class="_ _5"></span>owołane <span class="_ _17"></span>do<span class="_ _5"></span> <span class="_ _17"></span>realizacji i<span class="_ _17"></span>nwestycji <span class="_ _17"></span>d<span class="_ _5"></span>eweloperskich <span class="_ _17"></span>na<span class="_ _5"></span> terenie<span class="_ _17"></span> </div><div class="t m0 x1 h4 y224 ff3 fs1 fc0 sc0 ls0 ws0">aglomeracji tró<span class="_ _2"></span>jmiejskiej. Spółki zostały <span class="_ _17"></span>zawiązane 30 grudnia 2022 roku. </div><div class="t m0 x1 h4 y225 ff3 fs1 fc0 sc0 ls0 ws0">W <span class="_ _7"></span>dn<span class="_ _5"></span>iu <span class="_ _17"></span>13 <span class="_ _17"></span>października <span class="_ _17"></span>2023 <span class="_ _7"></span>roku <span class="_ _17"></span>spółka <span class="_ _17"></span>Dekpol <span class="_ _17"></span>Deweloper <span class="_ _17"></span>Sp. <span class="_ _7"></span>z<span class="_ _5"></span> <span class="_ _17"></span>o.<span class="_ _17"></span>o. <span class="_ _17"></span>zbyła <span class="_ _17"></span>wszystkie <span class="_ _7"></span>p<span class="_ _5"></span>osiadane <span class="_ _17"></span>ud<span class="_ _5"></span>ziały <span class="_ _7"></span>w<span class="_ _5"></span> <span class="_ _7"></span>s<span class="_ _5"></span>półce <span class="_ _17"></span>Mineral </div><div class="t m0 x1 h4 y226 ff3 fs1 fc0 sc0 ls0 ws0">Group Sp<span class="_ _17"></span>.<span class="_ _5"></span> z o.<span class="_ _17"></span>o. (tj. 50 spośród<span class="_ _5"></span> 101 udziałów w kapitale z<span class="_ _17"></span>a<span class="_ _5"></span>kładowym tej spółki wynoszącym 5.050 zł). Podmiot<span class="_ _5"></span> ten powo-</div><div class="t m0 x1 h4 y227 ff3 fs1 fc0 sc0 ls0 ws0">łany <span class="_ _2"></span>został w celu pro<span class="_ _2"></span>wadzenia działalności związanej z pos<span class="_ _17"></span>z<span class="_ _5"></span>ukiwaniem i wydoby<span class="_ _2"></span>waniem surowców m<span class="_ _17"></span>in<span class="_ _5"></span>eraln<span class="_ _17"></span>ych. W<span class="_ _17"></span>a<span class="_ _5"></span>r<span class="_ _17"></span>-</div><div class="t m0 x1 h4 y228 ff3 fs1 fc0 sc0 ls0 ws0">tość tr<span class="_ _17"></span>ans<span class="_ _5"></span>ak<span class="_ _17"></span>cji zby<span class="_ _2"></span>cia udziałów <span class="_ _17"></span>nie była <span class="_ _17"></span>istotna z punktu <span class="_ _17"></span>wid<span class="_ _5"></span>zenia <span class="_ _17"></span>skali działalności <span class="_ _17"></span>i wynik<span class="_ _17"></span>ów ﬁnansowych <span class="_ _17"></span>Grupy Dekpol. </div><div class="t m0 x1 h4 y229 ff3 fs1 fc0 sc0 ls0 ws0">W dniu 21<span class="_ _5"></span> listopad<span class="_ _5"></span>a 2023 roku została wpisana do<span class="_ _5"></span> Krajowego Rejestru Sądowego spó<span class="_ _5"></span>łk<span class="_ _17"></span>a <span class="_ _5"></span>Dekpol Inwestycje Sopot <span class="_ _5"></span>Sp<span class="_ _2"></span>. z<span class="_ _5"></span> </div><div class="t m0 x1 h4 y22a ff3 fs1 fc0 sc0 ls0 ws0">o.<span class="_ _17"></span>o. – spółk<span class="_ _2"></span>a celowa powołana do realiz<span class="_ _17"></span>a<span class="_ _5"></span>cji in<span class="_ _17"></span>wes<span class="_ _5"></span>tycji w Sopocie<span class="_ _17"></span>.<span class="_ _5"></span>  </div><div class="t m0 x1 h4 y22b ff3 fs1 fc0 sc0 ls0 ws0">W <span class="_ _17"></span>dniu <span class="_ _17"></span>4 <span class="_ _2"></span>grudnia <span class="_ _17"></span>2023 <span class="_ _17"></span>roku <span class="_ _17"></span>została <span class="_ _17"></span>wpisana <span class="_ _17"></span>do Kr<span class="_ _17"></span>a<span class="_ _5"></span>jowego <span class="_ _17"></span>Rejestru <span class="_ _7"></span>Sąd<span class="_ _5"></span>owego <span class="_ _7"></span>s<span class="_ _5"></span>półka <span class="_ _7"></span>z<span class="_ _5"></span> <span class="_ _17"></span>ograniczo<span class="_ _17"></span>ną<span class="_ _5"></span> <span class="_ _17"></span>odpowiedzialnością </div><div class="t m0 x1 h4 y22c ff3 fs1 fc0 sc0 ls0 ws0">Dekpol Capital Sp<span class="_ _17"></span>. z o.<span class="_ _17"></span>o. - spółka powołana do dor<span class="_ _17"></span>adztwa<span class="_ _5"></span> w zakresi<span class="_ _17"></span>e prowadzenia działalności gospodarcz<span class="_ _17"></span>ej i zarządza<span class="_ _17"></span>-</div><div class="t m0 x1 h4 y22d ff3 fs1 fc0 sc0 ls0 ws0">nia. </div><div class="t m0 x1 h4 y22e ff3 fs1 fc0 sc0 ls0 ws0">W dniu 9 stycznia 20<span class="_ _5"></span>24 roku (zdarze<span class="_ _17"></span>nie<span class="_ _5"></span> po <span class="_ _5"></span>dniu bilansowym) została wpisana do Krajowego Rejestru Sądowego Dekp<span class="_ _5"></span>ol </div><div class="t m0 x1 h4 y22f ff3 fs1 fc0 sc0 ls0 ws0">Kamesznica <span class="_ _5"></span>Sp<span class="_ _2"></span>. <span class="_ _5"></span>z <span class="_ _5"></span>o.o.<span class="_ _17"></span> <span class="_ _32"></span>– <span class="_ _32"></span>spółka <span class="_ _5"></span>celowa <span class="_ _32"></span>powołana <span class="_ _5"></span>do <span class="_ _32"></span>realizacji<span class="_ _17"></span> <span class="_ _32"></span>inwestycji <span class="_ _5"></span>deweloperskich <span class="_ _5"></span>na<span class="_ _5"></span> <span class="_ _5"></span>terenie <span class="_ _32"></span>południowej <span class="_ _5"></span>Polski. </div><div class="t m0 x1 h4 y230 ff3 fs1 fc0 sc0 ls0 ws0">100% udziałów w spółce posiadała Dekpol S.A. W dniu 8 <span class="_ _5"></span>kwietnia 2024 roku <span class="_ _2"></span>Dekpol S.A. sprzedała wszystkie posiadane </div><div class="t m0 x1 h4 y231 ff3 fs1 fc0 sc0 ls0 ws0">udziały w Dekpol K<span class="_ _2"></span>amesznica Sp. z o<span class="_ _17"></span>.o. <span class="_ _2"></span>na rzecz spółki Dekpol Deweloper Sp<span class="_ _17"></span>. z o.o<span class="_ _17"></span>. </div><div class="t m0 x1 h4 y232 ff3 fs1 fc0 sc0 ls0 ws0">W dniu 26 <span class="_ _5"></span>marca 2024 roku (zdarze<span class="_ _17"></span>nie <span class="_ _5"></span>po dniu bilansowym) <span class="_ _5"></span> została wpisana d<span class="_ _5"></span>o Krajoweg<span class="_ _17"></span>o <span class="_ _5"></span>Rejestru Sądowego Dekpol </div><div class="t m0 x1 h4 y233 ff3 fs1 fc0 sc0 ls0 ws0">Inwestycj<span class="_ _17"></span>e<span class="_ _5"></span> <span class="_ _44"></span>Marina <span class="_ _44"></span>Zewnętrzn<span class="_ _17"></span>a<span class="_ _5"></span> <span class="_ _44"></span>Sp<span class="_ _17"></span>. <span class="_ _44"></span>z <span class="_ _44"></span>o.<span class="_ _17"></span>o. <span class="_ _44"></span>– <span class="_ _44"></span>spółka <span class="_ _44"></span>celowa <span class="_ _44"></span>powołana <span class="_ _2f"></span>do <span class="_ _44"></span>zarządzania <span class="_ _2f"></span>na<span class="_ _5"></span>jmem <span class="_ _2f"></span>miejsc <span class="_ _2f"></span>c<span class="_ _5"></span>umowniczych <span class="_ _2f"></span> i </div><div class="t m0 x1 h4 y234 ff3 fs1 fc0 sc0 ls0 ws0">utrzymaniem mariny <span class="_ _17"></span>zewnętrzne<span class="_ _5"></span>j przy i<span class="_ _17"></span>nwestycji Sol Marina. </div><div class="t m0 x1 h4 y235 ff3 fs1 fc0 sc0 ls0 ws0">W <span class="_ _17"></span>dniu 17 <span class="_ _17"></span>kwietnia 2024 <span class="_ _17"></span>roku <span class="_ _17"></span>(zdarzenie po <span class="_ _17"></span>dniu <span class="_ _17"></span>bilansowym) z<span class="_ _17"></span>o<span class="_ _5"></span>stała <span class="_ _2"></span>wpisana <span class="_ _17"></span>do<span class="_ _5"></span> Kr<span class="_ _17"></span>ajowego <span class="_ _17"></span>Rejestru Sądowego <span class="_ _17"></span>Dekpo<span class="_ _5"></span>l </div><div class="t m0 x1 h4 y236 ff3 fs1 fc0 sc0 ls0 ws0">Inwestycj<span class="_ _17"></span>e<span class="_ _5"></span> – Katowice <span class="_ _17"></span>Sp. z o.<span class="_ _17"></span>o. – spółka celowa <span class="_ _17"></span>p<span class="_ _5"></span>owołana do realiz<span class="_ _17"></span>a<span class="_ _5"></span>cji inwesty<span class="_ _17"></span>cji<span class="_ _5"></span> deweloperskiej <span class="_ _2"></span>w Katowicach. </div><div class="t m0 x1 h28 y237 ff4 fsc fc2 sc0 ls0 ws0">Instrumenty ﬁnan<span class="_ _17"></span>sowe<span class="ff3"> </span></div><div class="t m0 x1 h29 y238 ff4 fsa fc2 sc0 ls0 ws0">Klas<span class="_ _17"></span>y<span class="_ _5"></span>ﬁkacja i wycena<span class="ff3 fs1 fc0"> </span></div><div class="t m0 x1 h4 y239 ff7 fs1 fc5 sc0 ls0 ws0"><span class="ff8"> <span class="_ _2e"> </span><span class="ff3 fc0">Aktywem ﬁnansowym jest dowol<span class="_ _2"></span>ny skł<span class="_ _17"></span>ad<span class="_ _5"></span>nik aktywów<span class="_ _17"></span>, który należy do poniższych kategori<span class="_ _17"></span>i: </span></span></div><div class="t m0 x1 h4 y23a ff7 fs1 fc5 sc0 ls0 ws0"><span class="ff8"> <span class="_ _2e"> </span><span class="ff3 fc0">środki pieniężne i <span class="_ _17"></span>ich e<span class="_ _5"></span>kwiwalenty<span class="_ _17"></span>, </span></span></div><div class="t m0 x1 h4 y23b ff7 fs1 fc5 sc0 ls0 ws0"><span class="ff8"> <span class="_ _2e"> </span><span class="ff3 fc0">instrumenty k<span class="_ _17"></span>ap<span class="_ _5"></span>itałowe inn<span class="_ _17"></span>ych<span class="_ _5"></span> jednostek, </span></span></div><div class="t m0 x1 h4 y23c ff7 fs1 fc5 sc0 ls0 ws0"><span class="ff8"> <span class="_ _2e"> </span><span class="ff3 fc0">umowne pra<span class="_ _17"></span>wo do: </span></span></div></div><div class="pi" ></div></div><div id="pf11" class="pf w0 h0" ><div class="pc pc11 w0 h0"><img class="bi x11 y14f wc h31" alt="" 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class="t m0 x1 h2 y1 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 ya8 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h3 y53 ff1 fs0 fc1 sc0 ls0 ws0">Jednostkowe sprawozdanie ﬁnansowe Dekpol S.A.<span class="ff2"> <span class="_ _14"> </span> <span class="_ _4f"> </span><span class="ff3 fc0">za okres od 01.01.2023 do 31.12.2023</span></span></div><div class="t m0 x3c h4 y54 ff3 fs1 fc0 sc0 ls0 ws0"> <span class="_ _3"></span> </div><div class="t m0 x35 hf y53 ff3 fs0 fc0 sc0 ls0 ws0"> (dane w tys.zł)</div><div class="t m0 x3d h4 y54 ff3 fs1 fc0 sc0 ls0 ws0"> <span class="_ _31"> </span> <span class="_ _4"> </span> </div><div class="t m0 x3e h3 y53 ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 xe h5 ya9 ff1 fs2 fc0 sc0 ls0 ws0">17</div><div class="t m0 x13 h16 y56 ff4 fs9 fc5 sc0 ls0 ws0">Wprowadzenie</div><div class="c x14 y57 wd h17"><div class="t m0 x0 h16 y58 ff4 fs9 fc5 sc0 ls0 ws0"> </div></div><div class="t m0 x15 h18 y59 ff1 fs9 fc6 sc0 ls0 ws0">Sprawozdanie  </div><div class="t m0 x15 h18 y5a ff1 fs9 fc6 sc0 ls0 ws0">z sytuacji </div><div class="t m0 x15 h18 y5b ff1 fs9 fc6 sc0 ls0 ws0">ﬁnansowej </div><div class="t m0 x16 h18 y5c ff1 fs9 fc6 sc0 ls0 ws0">Sprawozdanie  </div><div class="t m0 x16 h18 y5d ff1 fs9 fc6 sc0 ls0 ws0">z całkowitych  </div><div class="t m0 x16 h18 y5e ff1 fs9 fc6 sc0 ls0 ws0">dochodów </div><div class="t m0 x17 h18 y5f ff1 fs9 fc6 sc0 ls0 ws0">Sprawozdanie  </div><div class="t m0 x17 h18 y60 ff1 fs9 fc6 sc0 ls0 ws0">z przepływów </div><div class="t m0 x17 h18 y61 ff1 fs9 fc6 sc0 ls0 ws0">pieniężnych </div><div class="t m0 x18 h18 y5c ff1 fs9 fc6 sc0 ls0 ws0">Sprawozdanie  </div><div class="t m0 x18 h18 y5d ff1 fs9 fc6 sc0 ls0 ws0">ze zmian w kapitale </div><div class="t m0 x18 h18 y5e ff1 fs9 fc6 sc0 ls0 ws0">własnym </div><div class="t m0 x19 h18 y62 ff1 fs9 fc6 sc0 ls0 ws0">Dodatkowe  </div><div class="t m0 x19 h18 y63 ff1 fs9 fc6 sc0 ls0 ws0">noty  </div><div class="t m0 x19 h18 y64 ff1 fs9 fc6 sc0 ls0 ws0">objaśniające </div><div class="t m0 x3a h4 yf2 ff9 fs1 fc0 sc0 ls0 ws0">o<span class="ff8"> <span class="_ _4f"> </span><span class="ff3">otrzymywania środk<span class="_ _17"></span>ów pieniężn<span class="_ _17"></span>ych lub innych aktywów ﬁnansowych od innej jednostki lub  </span></span></div><div class="t m0 x3a h4 y23d ff9 fs1 fc0 sc0 ls0 ws0">o<span class="ff8"> <span class="_ _4f"> </span><span class="ff3">wymiany <span class="_ _5"></span>aktywów <span class="_ _32"></span>ﬁnan<span class="_ _5"></span>sowych <span class="_ _5"></span>lub <span class="_ _32"></span>zobowiązań <span class="_ _5"></span>ﬁnansowych <span class="_ _5"></span>z<span class="_ _5"></span> <span class="_ _5"></span>inną<span class="_ _5"></span> <span class="_ _5"></span>jed<span class="_ _5"></span>nostką <span class="_ _5"></span>na <span class="_ _32"></span>warunkach <span class="_ _5"></span>poten-</span></span></div><div class="t m0 x43 h4 y23e ff3 fs1 fc0 sc0 ls0 ws0">cjalnie k<span class="_ _17"></span>orzystnych  </div><div class="t m0 x1 h4 y151 ff7 fs1 fc5 sc0 ls0 ws0"><span class="ff8"> <span class="_ _2e"> </span><span class="ff3 fc0">k<span class="_ _17"></span>on<span class="_ _5"></span>trakt,<span class="_ _17"></span> który będ<span class="_ _5"></span>zie rozli<span class="_ _17"></span>czony lub moż<span class="_ _2"></span>e być ro<span class="_ _17"></span>zliczony we własn<span class="_ _17"></span>ych instrumentach<span class="_ _5"></span> jednostki i jest: </span></span></div><div class="t m0 x3a h4 y23f ff9 fs1 fc0 sc0 ls0 ws0">o<span class="ff8"> <span class="_ _4f"> </span><span class="ff3">instrumentem <span class="_ _33"> </span>niepochod<span class="_ _5"></span>nym<span class="_ _17"></span>,  z <span class="_ _33"> </span>którego <span class="_ _33"> </span>wynik<span class="_ _17"></span>a  lub <span class="_ _33"> </span>m<span class="_ _17"></span>oże <span class="_ _33"> </span>wynikać <span class="_ _44"></span>o<span class="_ _5"></span>bowiąz<span class="_ _17"></span>e<span class="_ _5"></span>k <span class="_ _33"> </span>przyjęcia <span class="_ _33"> </span>prz<span class="_ _17"></span>ez  jed-</span></span></div><div class="t m0 x43 h4 y240 ff3 fs1 fc0 sc0 ls0 ws0">nostk<span class="_ _17"></span>ę z<span class="_ _5"></span>miennej lic<span class="_ _17"></span>z<span class="_ _5"></span>by własnyc<span class="_ _17"></span>h<span class="_ _5"></span> instrumentów <span class="_ _2"></span>kapitałowych, l<span class="_ _2"></span>ub </div><div class="t m0 x3a h4 y17b ff9 fs1 fc0 sc0 ls0 ws0">o<span class="ff8"> <span class="_ _4f"> </span><span class="ff3">instrumentem <span class="_ _2f"></span>pocho<span class="_ _5"></span>dnym<span class="_ _2"></span>, <span class="_ _32"></span>k<span class="_ _5"></span>tóry <span class="_ _2f"></span>będzie <span class="_ _2f"></span>rozliczon<span class="_ _2"></span>y <span class="_ _32"></span>lub <span class="_ _2f"></span>może <span class="_ _2f"></span>być <span class="_ _2f"></span>rozlicz<span class="_ _17"></span>ony <span class="_ _2f"></span>w <span class="_ _2f"></span>inny <span class="_ _32"></span>spos<span class="_ _5"></span>ób <span class="_ _2f"></span>niż <span class="_ _2f"></span>przez </span></span></div><div class="t m0 x43 h4 y154 ff3 fs1 fc0 sc0 ls0 ws0">wymianę <span class="_ _32"></span>ustalonej <span class="_ _2f"></span>kwoty <span class="_ _32"></span>środków <span class="_ _5"></span>pieniężnych <span class="_ _32"></span>lub <span class="_ _32"></span>inne<span class="_ _5"></span>go <span class="_ _2f"></span>składnika <span class="_ _32"></span>aktywów <span class="_ _32"></span>ﬁnans<span class="_ _5"></span>owyc<span class="_ _2"></span>h <span class="_ _2f"></span>na <span class="_ _32"></span>usta-</div><div class="t m0 x43 h4 y17c ff3 fs1 fc0 sc0 ls0 ws0">loną liczbę własnych i<span class="_ _17"></span>n<span class="_ _5"></span>strumentów k<span class="_ _2"></span>apitałowych jednostki.  </div><div class="t m0 x1 h2b y199 ff2 fsa fc2 sc3 ls0 ws0">Zobowią<span class="_ _5"></span>z<span class="_ _5"></span>anie <span class="_ _5"></span>ﬁn<span class="_ _5"></span>a<span class="_ _5"></span>nsowe to <span class="_ _5"></span>każde<span class="_ _5"></span> z<span class="_ _5"></span>obowi<span class="_ _5"></span>ąza<span class="_ _5"></span>nie <span class="_ _5"></span>b<span class="_ _5"></span>ęd<span class="_ _5"></span>ące<span class="_ _5"></span>:<span class="_ _52"> </span> </div><div class="t m0 x1 h4 y19b ff7 fs1 fc5 sc0 ls0 ws0"><span class="ff8"> <span class="_ _2e"> </span><span class="ff3 fc0">wynikając<span class="_ _2"></span>ym z umowy obowiązkiem: </span></span></div><div class="t m0 x3a h4 y19c ff9 fs1 fc0 sc0 ls0 ws0">o<span class="ff8"> <span class="_ _4f"> </span><span class="ff3">wydan<span class="_ _5"></span>ia środk<span class="_ _17"></span>ów pieniężn<span class="_ _17"></span>ych lub innego składnika aktywów ﬁnansowyc<span class="_ _17"></span>h<span class="_ _5"></span> innej jednostce lub  </span></span></div><div class="t m0 x3a h4 y241 ff9 fs1 fc0 sc0 ls0 ws0">o<span class="ff8"> <span class="_ _4f"> </span><span class="ff3">wymiany <span class="_ _5"></span>aktywów ﬁn<span class="_ _5"></span>ansowych lub <span class="_ _5"></span>zobowiązań <span class="_ _5"></span>ﬁnansowych <span class="_ _5"></span>z <span class="_ _5"></span>inną <span class="_ _5"></span>jednostką n<span class="_ _5"></span>a <span class="_ _5"></span>potencjalnie <span class="_ _5"></span>niek<span class="_ _17"></span>o<span class="_ _5"></span>-</span></span></div><div class="t m0 x43 h4 y19d ff3 fs1 fc0 sc0 ls0 ws0">rzystn<span class="_ _17"></span>ych wa<span class="_ _5"></span>runkach lub </div><div class="t m0 x1 h4 y242 ff7 fs1 fc5 sc0 ls0 ws0"><span class="ff8"> <span class="_ _2e"> </span><span class="ff3 fc0">k<span class="_ _17"></span>on<span class="_ _5"></span>traktem,<span class="_ _17"></span> <span class="_ _2f"></span>który <span class="_ _2f"></span>będzie <span class="_ _2f"></span>rozliczony <span class="_ _5"></span>lub <span class="_ _2f"></span>może <span class="_ _2f"></span>być <span class="_ _32"></span>rozliczon<span class="_ _17"></span>y <span class="_ _2f"></span>we <span class="_ _44"></span>własnyc<span class="_ _17"></span>h<span class="_ _5"></span> <span class="_ _2f"></span>instrumentach <span class="_ _32"></span>kapitałowych <span class="_ _32"></span>jednostki <span class="_ _2f"></span>i </span></span></div><div class="t m0 x3b h4 y243 ff3 fs1 fc0 sc0 ls0 ws0">jest:  </div><div class="t m0 x3a h4 y183 ff9 fs1 fc0 sc0 ls0 ws0">o<span class="ff8"> <span class="_ _4f"> </span><span class="ff3"> instrumentem <span class="_ _32"></span>niepochodnym, <span class="_ _5"></span>z <span class="_ _5"></span>którego <span class="_ _32"></span>wynika <span class="_ _5"></span>lub <span class="_ _5"></span>może <span class="_ _5"></span>wynikać <span class="_ _5"></span>obowiązek <span class="_ _5"></span>przyjęcia <span class="_ _5"></span>przez <span class="_ _5"></span>spółk<span class="_ _17"></span>ę </span></span></div><div class="t m0 x43 h4 y184 ff3 fs1 fc0 sc0 ls0 ws0">zmiennej liczby własny<span class="_ _17"></span>ch instr<span class="_ _5"></span>umentów k<span class="_ _17"></span>a<span class="_ _5"></span>pitałowych l<span class="_ _17"></span>ub<span class="_ _5"></span> </div><div class="t m0 x3a h4 y244 ff9 fs1 fc0 sc0 ls0 ws0">o<span class="ff8"> <span class="_ _4f"> </span><span class="ff3">instrumentem <span class="_ _2f"></span>pocho<span class="_ _5"></span>dnym<span class="_ _2"></span>, <span class="_ _32"></span>k<span class="_ _5"></span>tóry <span class="_ _2f"></span>będzie <span class="_ _2f"></span>rozliczon<span class="_ _2"></span>y <span class="_ _32"></span>lub <span class="_ _2f"></span>może <span class="_ _2f"></span>być <span class="_ _2f"></span>rozlicz<span class="_ _17"></span>ony <span class="_ _2f"></span>w <span class="_ _2f"></span>inny <span class="_ _32"></span>spos<span class="_ _5"></span>ób <span class="_ _2f"></span>niż <span class="_ _2f"></span>przez </span></span></div><div class="t m0 x43 h4 y186 ff3 fs1 fc0 sc0 ls0 ws0">wymianę <span class="_ _32"></span>ustalonej <span class="_ _2f"></span>kwoty <span class="_ _32"></span>środków <span class="_ _5"></span>pieniężnych <span class="_ _32"></span>lub <span class="_ _32"></span>inne<span class="_ _5"></span>go <span class="_ _2f"></span>składnika <span class="_ _32"></span>aktywów <span class="_ _32"></span>ﬁnans<span class="_ _5"></span>owyc<span class="_ _2"></span>h <span class="_ _2f"></span>na <span class="_ _32"></span>usta-</div><div class="t m0 x43 h4 y187 ff3 fs1 fc0 sc0 ls0 ws0">loną liczbę własnych i<span class="_ _17"></span>n<span class="_ _5"></span>strumentów k<span class="_ _2"></span>apitałowych Spółki. </div><div class="t m0 x1 h4 y245 ff3 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h4 y246 ff3 fs1 fc0 sc0 ls0 ws0">Aktywa i zobowi<span class="_ _17"></span>ązania ﬁn<span class="_ _5"></span>ansowe są ujmo<span class="_ _17"></span>wan<span class="_ _5"></span>e w momencie,<span class="_ _17"></span> g<span class="_ _5"></span>dy Spółka staje się str<span class="_ _17"></span>o<span class="_ _5"></span>ną wiążącej umowy<span class="_ _7"></span>. </div><div class="t m0 x1 h4 y247 ff3 fs1 fc0 sc0 ls0 ws0">  </div><div class="t m0 x1 h4 y163 ff3 fs1 fc1 sc0 ls0 ws0">Początk<span class="_ _17"></span>owo aktywa ﬁnansowe wyc<span class="_ _17"></span>e<span class="_ _5"></span>nia się według wartości <span class="_ _2"></span>godziwej (w przypadku aktyw<span class="_ _17"></span>ów/zobowiązań ﬁnansowych<span class="_ _17"></span> </div><div class="t m0 x1 h4 y164 ff3 fs1 fc1 sc0 ls0 ws0">wycenianych póź<span class="_ _17"></span>niej wed<span class="_ _5"></span>ług z<span class="_ _2"></span>amortyzowanego k<span class="_ _17"></span>osztu wartość początk<span class="_ _17"></span>owa k<span class="_ _17"></span>orygowana jest o k<span class="_ _7"></span>o<span class="_ _5"></span>szty tr<span class="_ _17"></span>a<span class="_ _5"></span>nsak<span class="_ _17"></span>cyjne).  </div><div class="t m0 x1 h4 y18a ff3 fs1 fc1 sc0 ls0 ws0">Należności <span class="_ _5"></span>z <span class="_ _5"></span>tytułu <span class="_ _5"></span>d<span class="_ _5"></span>ostaw <span class="_ _5"></span>i <span class="_ _5"></span>u<span class="_ _5"></span>sług, <span class="_ _5"></span>które <span class="_ _32"></span>nie <span class="_ _32"></span>zawier<span class="_ _17"></span>ają <span class="_ _32"></span>istotnego <span class="_ _32"></span>składnika <span class="_ _5"></span>ﬁnansowania <span class="_ _32"></span>(r<span class="_ _2"></span>ozumianego <span class="_ _5"></span>zgodnie <span class="_ _5"></span>z <span class="_ _32"></span>MSSF </div><div class="t m0 x1 h4 y18b ff3 fs1 fc1 sc0 ls0 ws0">15) ujmowane są początk<span class="_ _17"></span>owo według ich c<span class="_ _2"></span>eny tr<span class="_ _17"></span>a<span class="_ _5"></span>nsak<span class="_ _2"></span>cyjnej.  </div><div class="t m0 x1 h4 y168 ff3 fs1 fc1 sc0 ls0 ws0">Klasyﬁk<span class="_ _2"></span>acja <span class="_ _32"></span>a<span class="_ _5"></span>ktywó<span class="_ _17"></span>w <span class="_ _2f"></span>ﬁnan<span class="_ _5"></span>sowych <span class="_ _32"></span>opiera <span class="_ _32"></span>się <span class="_ _2f"></span>na <span class="_ _2f"></span>modelu <span class="_ _32"></span>bi<span class="_ _5"></span>znesowym <span class="_ _32"></span>spółek <span class="_ _2f"></span>Grupy <span class="_ _32"></span>w <span class="_ _2f"></span>zakresie <span class="_ _32"></span>zarządzania <span class="_ _32"></span>aktywami </div><div class="t m0 x1 h4 y169 ff3 fs1 fc1 sc0 ls0 ws0">ﬁnansowymi or<span class="_ _17"></span>a<span class="_ _5"></span>z na charakterystyce <span class="_ _17"></span>wynikających z umowy prz<span class="_ _17"></span>ep<span class="_ _5"></span>ływów <span class="_ _2"></span>pieniężnych dla tego składnika aktywó<span class="_ _17"></span>w.<span class="_ _17"></span>  </div><div class="t m0 x1 h2b y248 ff2 fsa fc2 sc3 ls0 ws0">W <span class="_ _5"></span>okresac<span class="_ _5"></span>h<span class="_ _5"></span> nastę<span class="_ _5"></span>p<span class="_ _5"></span>nych<span class="_ _5"></span> po<span class="_ _5"></span> p<span class="_ _5"></span>o<span class="_ _5"></span>cz<span class="_ _5"></span>ątkowym <span class="_ _5"></span>uj<span class="_ _5"></span>ęciu <span class="_ _5"></span>ak<span class="_ _5"></span>tywa ﬁ<span class="_ _5"></span>nansowe<span class="_ _5"></span> <span class="_ _5"></span>wyceni<span class="_ _5"></span>a<span class="_ _5"></span> s<span class="_ _5"></span>ię w:<span class="_ _57"> </span> </div><div class="t m0 x1 h4 y1ee ff7 fs1 fc5 sc0 ls0 ws0"><span class="ff8"> <span class="_ _2e"> </span><span class="ff3 fc0">zamortyzo<span class="_ _17"></span>wanym k<span class="_ _17"></span>oszcie, </span></span></div><div class="t m0 x1 h4 y1ef ff7 fs1 fc5 sc0 ls0 ws0"><span class="ff8"> <span class="_ _2e"> </span><span class="ff3 fc0">wartości godziwej prze<span class="_ _17"></span>z<span class="_ _5"></span> r<span class="_ _2"></span>achunek innych całk<span class="_ _17"></span>owitych dochodów<span class="_ _7"></span>, </span></span></div><div class="t m0 x1 h4 y1a4 ff7 fs1 fc5 sc0 ls0 ws0"><span class="ff8"> <span class="_ _2e"> </span><span class="ff3 fc0">wartości godziwej prze<span class="_ _17"></span>z<span class="_ _5"></span> r<span class="_ _2"></span>achunek zyskó<span class="_ _17"></span>w i strat. </span></span></div><div class="t m0 x1 h2b y249 ff2 fsa fc2 sc3 ls0 ws0">Skład<span class="_ _5"></span>nik<span class="_ _5"></span> ak<span class="_ _5"></span>ty<span class="_ _5"></span>wów <span class="_ _5"></span>ﬁ<span class="_ _5"></span>na<span class="_ _5"></span>ns<span class="_ _5"></span>owych<span class="_ _5"></span> wy<span class="_ _5"></span>ce<span class="_ _5"></span>niany<span class="_ _5"></span> <span class="_ _5"></span>jest <span class="_ _5"></span>w <span class="_ _5"></span>z<span class="_ _5"></span>amortyzowa<span class="_ _5"></span>ny<span class="_ _5"></span>m <span class="_ _5"></span>koszc<span class="_ _5"></span>ie,<span class="_ _5"></span> j<span class="_ _5"></span>eśl<span class="_ _5"></span>i:<span class="_ _58"> </span> </div><div class="t m0 x1 h4 y24a ff7 fs1 fc5 sc0 ls0 ws0"><span class="ff8"> <span class="_ _2e"> </span><span class="ff3 fc0">składnik <span class="_ _2f"></span>aktywów <span class="_ _32"></span>ﬁna<span class="_ _5"></span>nsowych <span class="_ _32"></span>utrzymywany <span class="_ _2f"></span>jest <span class="_ _2f"></span>zgodnie <span class="_ _2f"></span>z <span class="_ _2f"></span>modelem <span class="_ _2f"></span>bizn<span class="_ _5"></span>esowym, <span class="_ _32"></span>k<span class="_ _5"></span>tórego <span class="_ _2f"></span>celem <span class="_ _2f"></span>jest <span class="_ _2f"></span>uzyskanie </span></span></div><div class="t m0 x3b h4 y24b ff3 fs1 fc0 sc0 ls0 ws0">przepływów <span class="_ _17"></span>p<span class="_ _5"></span>ieniężn<span class="_ _2"></span>ych wynikając<span class="_ _17"></span>ych<span class="_ _5"></span> z umo<span class="_ _2"></span>wy oraz </div><div class="t m0 x1 h4 y24c ff7 fs1 fc5 sc0 ls0 ws0"><span class="ff8"> <span class="_ _2e"> </span><span class="ff3 fc0">warunki  umo<span class="_ _17"></span>w<span class="_ _5"></span>y  dotyczącej <span class="_ _33"> </span>składnika  aktywów <span class="_ _33"> </span>ﬁnans<span class="_ _5"></span>owy<span class="_ _2"></span>ch  powodują  powsta<span class="_ _17"></span>wanie  w  określon<span class="_ _2"></span>ych  terminach </span></span></div><div class="t m0 x3b h4 y24d ff3 fs1 fc0 sc0 ls0 ws0">przepływów <span class="_ _17"></span>p<span class="_ _5"></span>ieniężn<span class="_ _2"></span>ych, które są jedynie spłatą kwoty głó<span class="_ _17"></span>w<span class="_ _5"></span>nej i odsetek od kwoty głównej pozostał<span class="_ _2"></span>ej do spłaty<span class="_ _7"></span>.  </div><div class="t m0 x1 h2b y24e ffa fs1 fc0 sc0 ls0 ws0"> <span class="_ _30"> </span><span class="ff2 fsa fc2 sc3"> </span></div></div><div class="pi" ></div></div><div id="pf12" class="pf w0 h0" ><div class="pc pc12 w0 h0"><img class="bi x11 y14f wc h31" alt="" src="data:image/png;base64,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class="t m0 x1 h2 y1 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 ya8 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h3 y53 ff1 fs0 fc1 sc0 ls0 ws0">Jednostkowe sprawozdanie ﬁnansowe Dekpol S.A.<span class="ff2"> <span class="_ _14"> </span> <span class="_ _4f"> </span><span class="ff3 fc0">za okres od 01.01.2023 do 31.12.2023</span></span></div><div class="t m0 x3c h4 y54 ff3 fs1 fc0 sc0 ls0 ws0"> <span class="_ _3"></span> </div><div class="t m0 x35 hf y53 ff3 fs0 fc0 sc0 ls0 ws0"> (dane w tys.zł)</div><div class="t m0 x3d h4 y54 ff3 fs1 fc0 sc0 ls0 ws0"> <span class="_ _31"> </span> <span class="_ _57"> </span> </div><div class="t m0 x3e h3 y53 ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 xe h5 ya9 ff1 fs2 fc0 sc0 ls0 ws0">18</div><div class="t m0 x13 h16 y56 ff4 fs9 fc5 sc0 ls0 ws0">Wprowadzenie</div><div class="c x14 y57 wd h17"><div class="t m0 x0 h16 y58 ff4 fs9 fc5 sc0 ls0 ws0"> </div></div><div class="t m0 x15 h18 y59 ff1 fs9 fc6 sc0 ls0 ws0">Sprawozdanie  </div><div class="t m0 x15 h18 y5a ff1 fs9 fc6 sc0 ls0 ws0">z sytuacji </div><div class="t m0 x15 h18 y5b ff1 fs9 fc6 sc0 ls0 ws0">ﬁnansowej </div><div class="t m0 x16 h18 y5c ff1 fs9 fc6 sc0 ls0 ws0">Sprawozdanie  </div><div class="t m0 x16 h18 y5d ff1 fs9 fc6 sc0 ls0 ws0">z całkowitych  </div><div class="t m0 x16 h18 y5e ff1 fs9 fc6 sc0 ls0 ws0">dochodów </div><div class="t m0 x17 h18 y5f ff1 fs9 fc6 sc0 ls0 ws0">Sprawozdanie  </div><div class="t m0 x17 h18 y60 ff1 fs9 fc6 sc0 ls0 ws0">z przepływów </div><div class="t m0 x17 h18 y61 ff1 fs9 fc6 sc0 ls0 ws0">pieniężnych </div><div class="t m0 x18 h18 y5c ff1 fs9 fc6 sc0 ls0 ws0">Sprawozdanie  </div><div class="t m0 x18 h18 y5d ff1 fs9 fc6 sc0 ls0 ws0">ze zmian w kapitale </div><div class="t m0 x18 h18 y5e ff1 fs9 fc6 sc0 ls0 ws0">własnym </div><div class="t m0 x19 h18 y62 ff1 fs9 fc6 sc0 ls0 ws0">Dodatkowe  </div><div class="t m0 x19 h18 y63 ff1 fs9 fc6 sc0 ls0 ws0">noty  </div><div class="t m0 x19 h18 y64 ff1 fs9 fc6 sc0 ls0 ws0">objaśniające </div><div class="t m0 x1 h2b y133 ff2 fsa fc2 sc3 ls0 ws0">Skład<span class="_ _5"></span>nik<span class="_ _5"></span> ak<span class="_ _5"></span>ty<span class="_ _5"></span>wów <span class="_ _5"></span>ﬁ<span class="_ _5"></span>na<span class="_ _5"></span>ns<span class="_ _5"></span>owych<span class="_ _5"></span> wy<span class="_ _5"></span>ce<span class="_ _5"></span>niany<span class="_ _5"></span> <span class="_ _5"></span>jest <span class="_ _5"></span>w <span class="_ _5"></span>wa<span class="_ _5"></span>r<span class="_ _5"></span>tości <span class="_ _5"></span>g<span class="_ _5"></span>o<span class="_ _5"></span>dz<span class="_ _5"></span>iw<span class="_ _5"></span>e<span class="_ _5"></span>j <span class="_ _5"></span>prze<span class="_ _5"></span>z<span class="_ _5"></span> <span class="_ _5"></span>rachunek<span class="_ _5"></span> <span class="_ _5"></span>in<span class="_ _5"></span>nych cał<span class="_ _5"></span>ko-</div><div class="t m0 x1 h2b y1d4 ff2 fsa fc2 sc3 ls0 ws0">wityc<span class="_ _5"></span>h doch<span class="_ _5"></span>o<span class="_ _5"></span>d<span class="_ _5"></span>ó<span class="_ _5"></span>w, jeśli:<span class="_ _b"> </span> </div><div class="t m0 x1 h4 y1d5 ff7 fs1 fc5 sc0 ls0 ws0"><span class="ff8"> <span class="_ _2e"> </span><span class="ff3 fc0">składnik <span class="_ _17"></span>aktywów ﬁnansowyc<span class="_ _17"></span>h<span class="_ _5"></span> <span class="_ _2"></span>utrzym<span class="_ _17"></span>ywany jest <span class="_ _17"></span>zgodnie z <span class="_ _7"></span>mod<span class="_ _5"></span>elem <span class="_ _17"></span>bizne<span class="_ _5"></span>sowym, <span class="_ _17"></span>którego celem <span class="_ _7"></span>jes<span class="_ _5"></span>t <span class="_ _17"></span>zarówno uzy<span class="_ _17"></span>-</span></span></div><div class="t m0 x3b h4 y1d6 ff3 fs1 fc0 sc0 ls0 ws0">skanie prz<span class="_ _17"></span>ep<span class="_ _5"></span>ływów pi<span class="_ _17"></span>e<span class="_ _5"></span>niężnych wynik<span class="_ _17"></span>ających z umowy<span class="_ _7"></span>, jak i sprzedaż składnik<span class="_ _17"></span>ów aktywów <span class="_ _2"></span>ﬁnans<span class="_ _5"></span>owyc<span class="_ _17"></span>h<span class="_ _5"></span> oraz </div><div class="t m0 x1 h4 y1d7 ff7 fs1 fc5 sc0 ls0 ws0"><span class="ff8"> <span class="_ _2e"> </span><span class="ff3 fc0">warunki  umo<span class="_ _17"></span>w<span class="_ _5"></span>y  dotyczącej <span class="_ _33"> </span>składnika  aktywów <span class="_ _33"> </span>ﬁnans<span class="_ _5"></span>owy<span class="_ _2"></span>ch  powodują  powsta<span class="_ _17"></span>wanie  w  określon<span class="_ _2"></span>ych  terminach </span></span></div><div class="t m0 x3b h4 y1d8 ff3 fs1 fc0 sc0 ls0 ws0">przepływów <span class="_ _17"></span>p<span class="_ _5"></span>ieniężn<span class="_ _2"></span>ych, które są jedynie spłatą kwoty głó<span class="_ _17"></span>w<span class="_ _5"></span>nej i odsetek od kwoty głównej pozostał<span class="_ _2"></span>ej do spłaty<span class="_ _7"></span>. </div><div class="t m0 x1 h4 y1d9 ff3 fs1 fc1 sc0 ls0 ws0">Ponadto <span class="_ _5"></span>spółka <span class="_ _5"></span>ma <span class="_ _5"></span>pra<span class="_ _17"></span>wo<span class="_ _5"></span> <span class="_ _5"></span>do <span class="_ _5"></span>nieodwołalnego <span class="_ _5"></span>wyznaczenia n<span class="_ _5"></span>ieprzez<span class="_ _17"></span>n<span class="_ _5"></span>aczonej do <span class="_ _32"></span>obrotu inwestycji w <span class="_ _32"></span>instrumenty <span class="_ _5"></span>kapi-</div><div class="t m0 x1 h4 y1da ff3 fs1 fc1 sc0 ls0 ws0">tałowe<span class="_ _17"></span>, która na moment początk<span class="_ _17"></span>owego uj<span class="_ _2"></span>ęcia została wyznaczo<span class="_ _2"></span>na jak<span class="_ _17"></span>o wyceniana w wartości godziwej prz<span class="_ _17"></span>ez inne cał-</div><div class="t m0 x1 h4 y71 ff3 fs1 fc1 sc0 ls0 ws0">k<span class="_ _17"></span>owite <span class="_ _17"></span>doch<span class="_ _5"></span>ody <span class="_ _17"></span>(w <span class="_ _17"></span>przeciwnym <span class="_ _7"></span>wypad<span class="_ _5"></span>ku <span class="_ _7"></span>taka <span class="_ _2"></span>inwesty<span class="_ _17"></span>cja wy<span class="_ _2"></span>ceniana <span class="_ _17"></span>byłaby <span class="_ _17"></span>w <span class="_ _17"></span>wartoś<span class="_ _5"></span>ci <span class="_ _17"></span>godziwej <span class="_ _17"></span>przez <span class="_ _17"></span>rachunek <span class="_ _17"></span>zysków<span class="_ _17"></span> </div><div class="t m0 x1 h4 y24f ff3 fs1 fc1 sc0 ls0 ws0">i <span class="_ _32"></span>strat). <span class="_ _32"></span>Kwot <span class="_ _2f"></span>skumulo<span class="_ _2"></span>wanych <span class="_ _2f"></span>w <span class="_ _32"></span>innych <span class="_ _2f"></span>całk<span class="_ _17"></span>owitych <span class="_ _2f"></span>dochodach <span class="_ _2f"></span>nie<span class="_ _5"></span> <span class="_ _32"></span>można <span class="_ _32"></span>rekla<span class="_ _5"></span>syﬁk<span class="_ _7"></span>ować <span class="_ _2f"></span>do <span class="_ _2f"></span>rachunku <span class="_ _32"></span>zysk<span class="_ _17"></span>ów <span class="_ _2f"></span>i <span class="_ _2f"></span>strat, </div><div class="t m0 x1 h4 y11b ff3 fs1 fc1 sc0 ls0 ws0">nawet <span class="_ _17"></span>w momencie usunięcia <span class="_ _17"></span>ze spra<span class="_ _17"></span>wozdania <span class="_ _17"></span>z<span class="_ _5"></span> sy<span class="_ _17"></span>tuacji ﬁnansowej. <span class="_ _17"></span>Inwestycja tak<span class="_ _17"></span>a jest <span class="_ _17"></span>p<span class="_ _5"></span>ozycj<span class="_ _17"></span>ą<span class="_ _5"></span> niepieniężną. <span class="_ _17"></span>Jeś<span class="_ _5"></span>li <span class="_ _17"></span>p<span class="_ _5"></span>o-</div><div class="t m0 x1 h4 y1b3 ff3 fs1 fc1 sc0 ls0 ws0">zycja jest <span class="_ _17"></span>de<span class="_ _5"></span>nominowana w walucie <span class="_ _17"></span>obcej,<span class="_ _5"></span> różnice <span class="_ _17"></span>kursowe ujmo<span class="_ _17"></span>wan<span class="_ _5"></span>e są w <span class="_ _2"></span>innych całk<span class="_ _7"></span>owitych dochoda<span class="_ _5"></span>ch. Dy<span class="_ _17"></span>widen<span class="_ _5"></span>dy </div><div class="t m0 x1 h4 y1b4 ff3 fs1 fc1 sc0 ls0 ws0">z k<span class="_ _17"></span>olei ujmuje się w rachunku <span class="_ _17"></span>z<span class="_ _5"></span>ysk<span class="_ _17"></span>ów i strat. </div><div class="t m0 x1 h4 y250 ff3 fs1 fc1 sc0 ls0 ws0">Składnik aktywów ﬁnans<span class="_ _5"></span>owyc<span class="_ _2"></span>h wyceniany jest w wartości <span class="_ _5"></span>godz<span class="_ _5"></span>iwej przez r<span class="_ _17"></span>a<span class="_ _5"></span>chunek zysk<span class="_ _17"></span>ów i strat we wszystkich<span class="_ _5"></span> pozo-</div><div class="t m0 x1 h4 y1db ff3 fs1 fc1 sc0 ls0 ws0">stałych przypadkach. Należn<span class="_ _17"></span>ości z tytułu dostaw i usług dotyczące realizowan<span class="_ _17"></span>ych ko<span class="_ _2"></span>ntraktów <span class="_ _17"></span>budowlanych oraz z tytułu </div><div class="t m0 x1 h4 y1dc ff3 fs1 fc1 sc0 ls0 ws0">udzielonych zalicz<span class="_ _17"></span>ek (<span class="_ _5"></span>niezaliczanyc<span class="_ _17"></span>h<span class="_ _5"></span> jedna<span class="_ _5"></span>k do instrumen<span class="_ _5"></span>tów ﬁnansowych) klasyﬁk<span class="_ _17"></span>owane są <span class="_ _5"></span>jak<span class="_ _17"></span>o <span class="_ _5"></span>należności krótk<span class="_ _17"></span>o<span class="_ _5"></span>ter<span class="_ _17"></span>-</div><div class="t m0 x1 h4 y1b8 ff3 fs1 fc1 sc0 ls0 ws0">minowe<span class="_ _17"></span>, gdyż oczekuje się<span class="_ _17"></span>, że zostaną uregulowane w tok<span class="_ _17"></span>u normalne<span class="_ _5"></span>go cyklu <span class="_ _17"></span>ope<span class="_ _5"></span>racyj<span class="_ _17"></span>ne<span class="_ _5"></span>go jedno<span class="_ _5"></span>stki.  </div><div class="t m0 x1 h4 y1de ff3 fs1 fc1 sc0 ls0 ws0">Należności z <span class="_ _17"></span>tytułu kaucji gwarancyj<span class="_ _17"></span>nych or<span class="_ _2"></span>az pożyczki, których <span class="_ _17"></span>termin wymagalno<span class="_ _5"></span>ści jest <span class="_ _17"></span>k<span class="_ _5"></span>rótszy niż <span class="_ _17"></span>12<span class="_ _5"></span> miesięcy <span class="_ _17"></span>ujmo-</div><div class="t m0 x1 h4 y1df ff3 fs1 fc1 sc0 ls0 ws0">wane są <span class="_ _5"></span>jak<span class="_ _17"></span>o<span class="_ _5"></span> aktywa obrotowe. Długoterminowe należności z<span class="_ _5"></span> tytułu kaucji<span class="_ _5"></span> gwarancyjn<span class="_ _17"></span>ych<span class="_ _5"></span> pod<span class="_ _5"></span>legają dysk<span class="_ _17"></span>ont<span class="_ _5"></span>owaniu do </div><div class="t m0 x1 h4 y251 ff3 fs1 fc1 sc0 ls0 ws0">wartości bież<span class="_ _17"></span>ące<span class="_ _5"></span>j według efektywnyc<span class="_ _17"></span>h<span class="_ _5"></span> stóp procentowych.  </div><div class="t m0 x1 h4 y1bd ff3 fs1 fc1 sc0 ls0 ws0">Aktywa wyłącza <span class="_ _5"></span>się z<span class="_ _5"></span> ksiąg rachunko<span class="_ _2"></span>wych, gdy <span class="_ _5"></span>pra<span class="_ _17"></span>wa <span class="_ _5"></span>d<span class="_ _5"></span>o uzyskiwania <span class="_ _5"></span>przepływów pieniężnyc<span class="_ _17"></span>h<span class="_ _5"></span> z<span class="_ _5"></span> ich <span class="_ _5"></span>tytułu <span class="_ _5"></span>wygasły lub<span class="_ _5"></span> </div><div class="t m0 x1 h4 y1e2 ff3 fs1 fc1 sc0 ls0 ws0">zostały prz<span class="_ _17"></span>e<span class="_ _5"></span>niesione i dok<span class="_ _17"></span>onano przeniesienia zasadnicz<span class="_ _17"></span>o<span class="_ _5"></span> całego ryzyk<span class="_ _17"></span>a i wszystkich pożytk<span class="_ _17"></span>ów z tytułu ich własności.  </div><div class="t m0 x1 h4 y252 ff3 fs1 fc1 sc0 ls0 ws0">Przychody z <span class="_ _17"></span>tytułu odsetek od aktywów <span class="_ _2"></span>ﬁnansowych (wycenian<span class="_ _17"></span>ych<span class="_ _5"></span> <span class="_ _2"></span>odpowiednio: w <span class="_ _17"></span>zamortyzowanym <span class="_ _17"></span>k<span class="_ _17"></span>o<span class="_ _5"></span>szcie<span class="_ _17"></span>, w warto-</div><div class="t m0 x1 h4 y253 ff3 fs1 fc1 sc0 ls0 ws0">ści <span class="_ _5"></span>godziwej <span class="_ _32"></span>przez <span class="_ _5"></span>rachunek <span class="_ _32"></span>zysk<span class="_ _17"></span>ów <span class="_ _32"></span>i <span class="_ _5"></span>strat <span class="_ _32"></span>lub <span class="_ _5"></span>w<span class="_ _5"></span> <span class="_ _5"></span>war<span class="_ _5"></span>tości <span class="_ _5"></span>g<span class="_ _5"></span>odziwej <span class="_ _5"></span>p<span class="_ _5"></span>rzez rachune<span class="_ _5"></span>k <span class="_ _5"></span>innych <span class="_ _5"></span>całko<span class="_ _2"></span>witych <span class="_ _5"></span>do<span class="_ _5"></span>chodów) <span class="_ _5"></span>uj-</div><div class="t m0 x1 h4 y254 ff3 fs1 fc1 sc0 ls0 ws0">mowane są w przychodach ﬁnansowych </div><div class="t m0 x1 h4 y1e5 ff3 fs1 fc0 sc0 ls0 ws0">Zobowiąz<span class="_ _17"></span>a<span class="_ _5"></span>nia ﬁnansowe po <span class="_ _5"></span>początk<span class="_ _17"></span>owym ujęciu klasyﬁk<span class="_ _17"></span>owane <span class="_ _5"></span>są jak<span class="_ _17"></span>o<span class="_ _5"></span> wyceniane w zamortyzowan<span class="_ _17"></span>ym koszci<span class="_ _2"></span>e, za wy<span class="_ _2"></span>-</div><div class="t m0 x1 h4 y1e6 ff3 fs1 fc0 sc0 ls0 ws0">jątkiem zobowiązań <span class="_ _5"></span>ﬁnansowych wycenianych wed<span class="_ _5"></span>ług warto<span class="_ _5"></span>ści godziwe<span class="_ _5"></span>j przez <span class="_ _5"></span>rachunek zysk<span class="_ _17"></span>ów <span class="_ _5"></span>i <span class="_ _5"></span>strat (s<span class="_ _5"></span>pełniających </div><div class="t m0 x1 h4 y255 ff3 fs1 fc0 sc0 ls0 ws0">deﬁnicję przeznacz<span class="_ _2"></span>onych do obrotu) – <span class="_ _5"></span>instrumenty te wycenia się p<span class="_ _5"></span>o początk<span class="_ _17"></span>owym ujęciu w w<span class="_ _5"></span>artości godziwej. W przy-</div><div class="t m0 x1 h4 y256 ff3 fs1 fc0 sc0 ls0 ws0">padku <span class="_ _32"></span>zobowiąza<span class="_ _17"></span>n<span class="_ _5"></span>ia <span class="_ _32"></span>ﬁnans<span class="_ _5"></span>ow<span class="_ _17"></span>ego <span class="_ _2f"></span>z <span class="_ _2f"></span>tytuły <span class="_ _32"></span>obligacji <span class="_ _32"></span>Spółka <span class="_ _32"></span>zastosowała <span class="_ _2f"></span>uproszc<span class="_ _17"></span>zenie <span class="_ _32"></span>n<span class="_ _5"></span>ie <span class="_ _32"></span>mające <span class="_ _2f"></span>istotnego <span class="_ _2f"></span>wpływu <span class="_ _32"></span>na </div><div class="t m0 x1 h4 y257 ff3 fs1 fc0 sc0 ls0 ws0">wycenę tego zobowiąz<span class="_ _17"></span>a<span class="_ _5"></span>nia i ujęła k<span class="_ _17"></span>oszt emisji linowo poprzez<span class="_ _17"></span> RMK czynne<span class="_ _5"></span> a nie z wyk<span class="_ _17"></span>orzystaniem ESP<span class="_ _55"></span>.<span class="fc7 sc4"> </span></div><div class="t m0 x1 h2b y258 ff2 fsa fc2 sc3 ls0 ws0">Utrata<span class="_ _5"></span> wa<span class="_ _5"></span>rto<span class="_ _5"></span>śc<span class="_ _5"></span>i <span class="_ _5"></span>ak<span class="_ _5"></span>tyw<span class="_ _5"></span>ó<span class="_ _5"></span>w<span class="_ _5"></span> ﬁ<span class="_ _5"></span>nansowych<span class="_ _5"></span> z <span class="_ _5"></span>tytułu <span class="_ _5"></span>ocze<span class="_ _5"></span>k<span class="_ _5"></span>iwanyc<span class="_ _5"></span>h <span class="_ _5"></span>s<span class="_ _5"></span>trat <span class="_ _5"></span>k<span class="_ _5"></span>redy<span class="_ _5"></span>to<span class="_ _5"></span>wyc<span class="_ _5"></span>h<span class="_ _45"> </span> </div><div class="t m0 x1 h4 y1c8 ff3 fs1 fc0 sc0 ls0 ws0">Oczekiwane <span class="_ _5"></span>straty<span class="_ _17"></span> <span class="_ _32"></span>kredytowe s<span class="_ _5"></span>ą <span class="_ _5"></span>to <span class="_ _5"></span>straty kredytowe <span class="_ _5"></span>ważone <span class="_ _5"></span>prawdopodobieństwem wystąpienia <span class="_ _5"></span>niewyk<span class="_ _17"></span>onan<span class="_ _5"></span>ia <span class="_ _5"></span>zobo-</div><div class="t m0 x1 h4 y1c9 ff3 fs1 fc0 sc0 ls0 ws0">wiązania. Spółk<span class="_ _2"></span>a stosuje następujące modele wyznaczania odpisów z <span class="_ _17"></span>ty<span class="_ _5"></span>tułu utraty <span class="_ _2"></span>wartości: </div><div class="t m0 x1 h4 y1ca ff7 fs1 fc5 sc0 ls0 ws0"><span class="ff8"> <span class="_ _2e"> </span><span class="ff3 fc0">model ogólny (podsta<span class="_ _17"></span>wowy) – dla pozostałych aktywów <span class="_ _17"></span>ﬁn<span class="_ _5"></span>ansowych. </span></span></div><div class="t m0 x1 h4 y1cb ff7 fs1 fc5 sc0 ls0 ws0"><span class="ff8"> <span class="_ _2e"> </span><span class="ff3 fc0">model uproszcz<span class="_ _17"></span>o<span class="_ _5"></span>ny <span class="_ _17"></span>–<span class="_ _5"></span> dla należności od odbiorcó<span class="_ _17"></span>w.<span class="_ _17"></span> </span></span></div><div class="t m0 x1 h4 y259 ff3 fs1 fc0 sc0 ls0 ws0">W modelu ogólnym Spółka monitoruje zmiany pozi<span class="_ _17"></span>o<span class="_ _5"></span>mu ryzyka kredytowego związanego z danym składnikiem aktywów </div><div class="t m0 x1 h4 y25a ff3 fs1 fc0 sc0 ls0 ws0">ﬁnansowych <span class="_ _7"></span>o<span class="_ _5"></span>raz <span class="_ _17"></span>klasyﬁk<span class="_ _17"></span>uje <span class="_ _17"></span>a<span class="_ _5"></span>ktywa <span class="_ _7"></span>ﬁn<span class="_ _5"></span>ansowe <span class="_ _17"></span>do <span class="_ _17"></span>jed<span class="_ _5"></span>nego <span class="_ _17"></span>z <span class="_ _17"></span>trzech <span class="_ _17"></span>etapów <span class="_ _17"></span>wyznaczania <span class="_ _17"></span>odpisów <span class="_ _7"></span>z<span class="_ _5"></span> <span class="_ _17"></span>tytułu <span class="_ _17"></span>ut<span class="_ _5"></span>raty <span class="_ _7"></span>wa<span class="_ _5"></span>rtości </div><div class="t m0 x1 h4 y25b ff3 fs1 fc0 sc0 ls0 ws0">– <span class="_ _2f"></span>w <span class="_ _44"></span>oparciu <span class="_ _2f"></span>o <span class="_ _44"></span>obserwację <span class="_ _2f"></span>z<span class="_ _5"></span>miany <span class="_ _32"></span>p<span class="_ _5"></span>oziomu <span class="_ _2f"></span>ryzyka <span class="_ _2f"></span>kredytowego <span class="_ _2f"></span>w <span class="_ _44"></span>stosunku <span class="_ _2f"></span>do <span class="_ _44"></span>początk<span class="_ _17"></span>owego <span class="_ _2f"></span>ujęcia <span class="_ _2f"></span>in<span class="_ _5"></span>strumentu. <span class="_ _2f"></span>W </div><div class="t m0 x1 h4 y25c ff3 fs1 fc0 sc0 ls0 ws0">szczególności <span class="_ _44"></span>monitorowaniu <span class="_ _44"></span>podlega: <span class="_ _33"> </span>okres <span class="_ _44"></span>przeterminowania <span class="_ _44"></span>płatno<span class="_ _5"></span>ści, <span class="_ _44"></span>rating <span class="_ _33"> </span>kredyto<span class="_ _17"></span>wy <span class="_ _33"> </span>or<span class="_ _17"></span>az<span class="_ _5"></span> <span class="_ _33"> </span>s<span class="_ _17"></span>ytua<span class="_ _5"></span>cja <span class="_ _44"></span>ﬁnan<span class="_ _5"></span>sowa </div><div class="t m0 x1 h4 y25d ff3 fs1 fc0 sc0 ls0 ws0">k<span class="_ _17"></span>on<span class="_ _5"></span>trah<span class="_ _17"></span>e<span class="_ _5"></span>nta. <span class="_ _17"></span>W zależności <span class="_ _17"></span>od z<span class="_ _17"></span>a<span class="_ _5"></span>klasyﬁk<span class="_ _17"></span>owania do <span class="_ _17"></span>poszczeg<span class="_ _17"></span>ó<span class="_ _5"></span>lny<span class="_ _17"></span>ch etapów<span class="_ _17"></span>, <span class="_ _17"></span>od<span class="_ _5"></span>pis <span class="_ _17"></span>z<span class="_ _5"></span> ty<span class="_ _17"></span>tu<span class="_ _5"></span>łu <span class="_ _17"></span>ut<span class="_ _5"></span>raty <span class="_ _17"></span>wartości jest <span class="_ _17"></span>szacowany </div><div class="t m0 x1 h4 y25e ff3 fs1 fc0 sc0 ls0 ws0">w horyzoncie 12-miesięcy (etap 1) lub w<span class="_ _5"></span> horyzoncie życia instrumentu (etap<span class="_ _5"></span> 2 oraz etap <span class="_ _5"></span>3). Bezwzględną przesłanką na </div><div class="t m0 x1 h4 y25f ff3 fs1 fc0 sc0 ls0 ws0">określenie wystąpienia stanu niewy<span class="_ _17"></span>p<span class="_ _5"></span>łacalności (default) jest przeterminowanie płatności o ponad 90 dni. </div><div class="t m0 x1 h36 y260 ffc fs1 fc1 sc0 ls0 ws0">W kalkulacji zgodnie z modelem <span class="_ _5"></span>uproszczonym MSSF 9, na dzień bilansowy nie obejmuje si<span class="_ _5"></span>ę należności handlowych dla </div><div class="t m0 x1 h36 y261 ffc fs1 fc1 sc0 ls0 ws0">podmiotów powiązanych, gdyż <span class="_ _5"></span>na podstawie historii nie było utraconych wierzytelności. <span class="ff8 fsa"> </span></div><div class="t m0 x1 h4 y262 ff3 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="pi" ></div></div><div id="pf13" class="pf w0 h0" ><div class="pc pc13 w0 h0"><img class="bi x11 y263 wc h37" alt="" 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"/><div class="t m0 x1 h2 y1 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 ya8 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h3 y53 ff1 fs0 fc1 sc0 ls0 ws0">Jednostkowe sprawozdanie ﬁnansowe Dekpol S.A.<span class="ff2"> <span class="_ _14"> </span> <span class="_ _4f"> </span><span class="ff3 fc0">za okres od 01.01.2023 do 31.12.2023</span></span></div><div class="t m0 x3c h4 y54 ff3 fs1 fc0 sc0 ls0 ws0"> <span class="_ _3"></span> </div><div class="t m0 x35 hf y53 ff3 fs0 fc0 sc0 ls0 ws0"> (dane w tys.zł)</div><div class="t m0 x3d h4 y54 ff3 fs1 fc0 sc0 ls0 ws0"> <span class="_ _31"> </span> <span class="_ _57"> </span> </div><div class="t m0 x3e h3 y53 ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 xe h5 ya9 ff1 fs2 fc0 sc0 ls0 ws0">19</div><div class="t m0 x13 h16 y56 ff4 fs9 fc5 sc0 ls0 ws0">Wprowadzenie</div><div class="c x14 y57 wd h17"><div class="t m0 x0 h16 y58 ff4 fs9 fc5 sc0 ls0 ws0"> </div></div><div class="t m0 x15 h18 y59 ff1 fs9 fc6 sc0 ls0 ws0">Sprawozdanie  </div><div class="t m0 x15 h18 y5a ff1 fs9 fc6 sc0 ls0 ws0">z sytuacji </div><div class="t m0 x15 h18 y5b ff1 fs9 fc6 sc0 ls0 ws0">ﬁnansowej </div><div class="t m0 x16 h18 y5c ff1 fs9 fc6 sc0 ls0 ws0">Sprawozdanie  </div><div class="t m0 x16 h18 y5d ff1 fs9 fc6 sc0 ls0 ws0">z całkowitych  </div><div class="t m0 x16 h18 y5e ff1 fs9 fc6 sc0 ls0 ws0">dochodów </div><div class="t m0 x17 h18 y5f ff1 fs9 fc6 sc0 ls0 ws0">Sprawozdanie  </div><div class="t m0 x17 h18 y60 ff1 fs9 fc6 sc0 ls0 ws0">z przepływów </div><div class="t m0 x17 h18 y61 ff1 fs9 fc6 sc0 ls0 ws0">pieniężnych </div><div class="t m0 x18 h18 y5c ff1 fs9 fc6 sc0 ls0 ws0">Sprawozdanie  </div><div class="t m0 x18 h18 y5d ff1 fs9 fc6 sc0 ls0 ws0">ze zmian w kapitale </div><div class="t m0 x18 h18 y5e ff1 fs9 fc6 sc0 ls0 ws0">własnym </div><div class="t m0 x19 h18 y62 ff1 fs9 fc6 sc0 ls0 ws0">Dodatkowe  </div><div class="t m0 x19 h18 y63 ff1 fs9 fc6 sc0 ls0 ws0">noty  </div><div class="t m0 x19 h18 y64 ff1 fs9 fc6 sc0 ls0 ws0">objaśniające </div><div class="t m0 x1 h4 yf2 ff3 fs1 fc0 sc0 ls0 ws0">W <span class="_ _17"></span>modelu uproszcz<span class="_ _17"></span>onym <span class="_ _17"></span>Spół<span class="_ _5"></span>ka <span class="_ _17"></span>mon<span class="_ _5"></span>itoruje <span class="_ _17"></span>poziom <span class="_ _17"></span>z<span class="_ _5"></span>mian ryzyk<span class="_ _17"></span>a kredytowego <span class="_ _17"></span>w tr<span class="_ _17"></span>ak<span class="_ _2"></span>cie <span class="_ _17"></span>ży<span class="_ _5"></span>cia i<span class="_ _17"></span>n<span class="_ _5"></span>strumentu or<span class="_ _17"></span>az szacuje </div><div class="t m0 x1 h4 y65 ff3 fs1 fc0 sc0 ls0 ws0">oczekiwaną <span class="_ _32"></span>s<span class="_ _5"></span>tr<span class="_ _2"></span>atę <span class="_ _2f"></span>kredytową <span class="_ _32"></span>w <span class="_ _2f"></span>horyzoncie <span class="_ _2f"></span>do <span class="_ _2f"></span>terminu <span class="_ _2f"></span>zapadalności <span class="_ _32"></span>instrumentu <span class="_ _2f"></span>w <span class="_ _2f"></span>oparciu <span class="_ _32"></span>o <span class="_ _2f"></span>historyczne<span class="_ _5"></span> <span class="_ _32"></span>d<span class="_ _5"></span>ane <span class="_ _32"></span>doty-</div><div class="t m0 x1 h4 y177 ff3 fs1 fc0 sc0 ls0 ws0">czące spłacalności należności<span class="_ _2"></span> od odbiorców<span class="_ _17"></span>. </div><div class="t m0 x1 h4 y178 ff3 fs1 fc0 sc0 ls0 ws0">W <span class="_ _7"></span>przypad<span class="_ _5"></span>ku <span class="_ _7"></span>aktywów <span class="_ _17"></span>ﬁnan<span class="_ _5"></span>sowych <span class="_ _7"></span>n<span class="_ _5"></span>ieobjętych <span class="_ _17"></span>zakresem <span class="_ _7"></span>MSSF <span class="_ _17"></span>15 <span class="_ _17"></span>(czy<span class="_ _5"></span>li <span class="_ _17"></span>inwestycji <span class="_ _7"></span>w <span class="_ _17"></span>instr<span class="_ _5"></span>umenty <span class="_ _7"></span>kapitałowe<span class="_ _2"></span>, <span class="_ _17"></span>pożyczek </div><div class="t m0 x1 h4 y179 ff3 fs1 fc0 sc0 ls0 ws0">udzielonych <span class="_ _17"></span>o<span class="_ _5"></span>raz <span class="_ _2"></span>pozostał<span class="_ _17"></span>ych aktywów <span class="_ _17"></span>ﬁna<span class="_ _5"></span>nsowych nie<span class="_ _17"></span>wycenianych w wartośc<span class="_ _17"></span>i godziwej) str<span class="_ _17"></span>aty kredytowe szacuj<span class="_ _17"></span>e<span class="_ _5"></span> się </div><div class="t m0 x1 h4 y23f ff3 fs1 fc0 sc0 ls0 ws0">dla <span class="_ _5"></span>całego <span class="_ _5"></span>o<span class="_ _5"></span>cz<span class="_ _2"></span>ekiwanego <span class="_ _5"></span>okresu <span class="_ _5"></span>życia <span class="_ _5"></span>danego <span class="_ _5"></span>s<span class="_ _5"></span>kładnik<span class="_ _17"></span>a <span class="_ _32"></span>aktywów ﬁna<span class="_ _5"></span>nsowych, <span class="_ _5"></span>jeśli ryzyko kredytowe <span class="_ _5"></span>związane <span class="_ _5"></span>z <span class="_ _5"></span>da-</div><div class="t m0 x1 h4 y240 ff3 fs1 fc0 sc0 ls0 ws0">nym <span class="_ _17"></span>składnikiem aktywów znacznie wzrosło od m<span class="_ _17"></span>omen<span class="_ _5"></span>tu pocz<span class="_ _17"></span>ą<span class="_ _5"></span>tk<span class="_ _17"></span>owego ujęcia. Jeśl<span class="_ _2"></span>i ryzyk<span class="_ _17"></span>o kredytowe <span class="_ _17"></span>nie wzrosło zna-</div><div class="t m0 x1 h4 y153 ff3 fs1 fc0 sc0 ls0 ws0">cząco <span class="_ _5"></span>od <span class="_ _5"></span>momentu <span class="_ _5"></span>początk<span class="_ _17"></span>owe<span class="_ _5"></span>go <span class="_ _5"></span>ujęcia, <span class="_ _5"></span>odpis <span class="_ _5"></span>ujmuje <span class="_ _5"></span>się<span class="_ _5"></span> <span class="_ _5"></span>w <span class="_ _5"></span>wysokości 12-m<span class="_ _5"></span>iesięcznych <span class="_ _5"></span>oczekiwan<span class="_ _17"></span>ych<span class="_ _5"></span> <span class="_ _5"></span>strat kred<span class="_ _5"></span>yto-</div><div class="t m0 x1 h4 y264 ff3 fs1 fc0 sc0 ls0 ws0">wych. </div><div class="t m0 x1 h2b y197 ff2 fsa fc2 sc3 ls0 ws0">Inst<span class="_ _5"></span>rume<span class="_ _5"></span>nty<span class="_ _5"></span> <span class="_ _5"></span>po<span class="_ _5"></span>cho<span class="_ _5"></span>dn<span class="_ _5"></span>e i<span class="_ _5"></span> r<span class="_ _5"></span>a<span class="_ _5"></span>ch<span class="_ _5"></span>unkowość <span class="_ _5"></span>zab<span class="_ _5"></span>ez<span class="_ _5"></span>p<span class="_ _5"></span>iec<span class="_ _5"></span>zeń<span class="_ _54"> </span><span class="fs1 fc0 sc2"> </span></div><div class="t m0 x1 h4 y265 ff3 fs1 fc0 sc0 ls0 ws0">Spółka jest stroną transak<span class="_ _17"></span>cji p<span class="_ _5"></span>ochodnych IRS, która umożliwia <span class="_ _5"></span>zarządzanie ryzyki<span class="_ _2"></span>em s<span class="_ _5"></span>tóp procentowych, pozwalając na </div><div class="t m0 x1 h4 y199 ff3 fs1 fc0 sc0 ls0 ws0">zmianę stopy procentowej kredytu<span class="_ _17"></span> <span class="_ _5"></span>lub inwestycji ze zmiennej na stałą lub inn<span class="_ _5"></span>ą zmienną, albo <span class="_ _5"></span>ze stopy stałej na zmienną. </div><div class="t m0 x1 h4 y19a ff3 fs1 fc0 sc0 ls0 ws0">IRS <span class="_ _17"></span>daje możliwość <span class="_ _17"></span>zabezpieczenia prze<span class="_ _17"></span>d wzrostem <span class="_ _17"></span>kosztu <span class="_ _17"></span>kredytu <span class="_ _2"></span>lub <span class="_ _17"></span>ob<span class="_ _5"></span>niżeniem <span class="_ _17"></span>stopy zwrotu <span class="_ _17"></span>z in<span class="_ _2"></span>westycji. <span class="_ _17"></span>T<span class="_ _17"></span>ransakcj<span class="_ _17"></span>e </div><div class="t m0 x1 h4 y19b ff3 fs1 fc0 sc0 ls0 ws0">te są objęte rachunk<span class="_ _17"></span>owością zabezpiecz<span class="_ _17"></span>eń<span class="_ _5"></span>. </div><div class="t m0 x1 h4 y19c ff3 fs1 fc0 sc0 ls0 ws0">Spółka jest <span class="_ _32"></span>także <span class="_ _5"></span>stroną <span class="_ _5"></span>transak<span class="_ _17"></span>cji <span class="_ _5"></span>pochod<span class="_ _5"></span>n<span class="_ _17"></span>ych <span class="_ _32"></span>C<span class="_ _17"></span>AP<span class="_ _7"></span>, <span class="_ _5"></span>gdzie<span class="_ _5"></span> <span class="_ _5"></span>zabezpiecza s<span class="_ _5"></span>ię <span class="_ _5"></span>przed <span class="_ _5"></span>wzrostem stopy <span class="_ _5"></span>proce<span class="_ _5"></span>ntowej <span class="_ _5"></span>i <span class="_ _5"></span>jedno<span class="_ _5"></span>-</div><div class="t m0 x1 h4 y17e ff3 fs1 fc0 sc0 ls0 ws0">cześnie ogr<span class="_ _2"></span>anicza k<span class="_ _17"></span>oszty transak<span class="_ _17"></span>cji do wysok<span class="_ _17"></span>ości premii należnej wysta<span class="_ _17"></span>wcy<span class="_ _7"></span>. </div><div class="t m0 x1 h4 y19d ff3 fs1 fc0 sc0 ls0 ws0">Spółka <span class="_ _17"></span>stosuje <span class="_ _17"></span>rachunk<span class="_ _17"></span>owość <span class="_ _17"></span>zabezpieczeń, <span class="_ _17"></span>jeśli <span class="_ _17"></span>spodziewa si<span class="_ _17"></span>ę, <span class="_ _17"></span>że <span class="_ _17"></span>przyszła <span class="_ _17"></span>transakcj<span class="_ _17"></span>a<span class="_ _5"></span> <span class="_ _17"></span>spe<span class="_ _5"></span>łnia <span class="_ _17"></span>kryteria <span class="_ _17"></span>wysokiego pr<span class="_ _17"></span>aw-</div><div class="t m0 x1 h4 y19e ff3 fs1 fc0 sc0 ls0 ws0">dopodobieństwa a powiązanie <span class="_ _2"></span>zabezpieczające będzie efektywne<span class="_ _17"></span>. </div><div class="t m0 x1 h4 y243 ff3 fs1 fc0 sc0 ls0 ws0">Stosując <span class="_ _44"></span>rachunk<span class="_ _17"></span>owość <span class="_ _44"></span>zabezpieczeń <span class="_ _2f"></span>zgodnie <span class="_ _33"> </span>z <span class="_ _2f"></span>wymogami <span class="_ _44"></span>MSSF <span class="_ _44"></span>9,<span class="_ _5"></span> <span class="_ _44"></span>spółka <span class="_ _44"></span>ustanawia <span class="_ _2f"></span>powiązania <span class="_ _44"></span>zabezpieczające </div><div class="t m0 x1 h4 y15d ff3 fs1 fc0 sc0 ls0 ws0">między instrumentami zabezpiecz<span class="_ _17"></span>ającymi a przyszłymi, wy<span class="_ _2"></span>so<span class="_ _5"></span>ce pra<span class="_ _17"></span>wdopodob<span class="_ _5"></span>nym<span class="_ _17"></span>i transak<span class="_ _2"></span>cjami. Po<span class="_ _2"></span>wiązanie zabezpie-</div><div class="t m0 x1 h4 y19f ff3 fs1 fc0 sc0 ls0 ws0">czające moż<span class="_ _17"></span>e obejmować tylk<span class="_ _17"></span>o część prz<span class="_ _17"></span>e<span class="_ _5"></span>pływów z i<span class="_ _17"></span>n<span class="_ _5"></span>strumentu zabezpi<span class="_ _17"></span>e<span class="_ _5"></span>czanego i zabe<span class="_ _17"></span>zpieczającego. Co najmniej <span class="_ _2"></span>na </div><div class="t m0 x1 h4 y15e ff3 fs1 fc0 sc0 ls0 ws0">dzień bilansowy dok<span class="_ _17"></span>onuje pomiaru efektywności powiązania. G<span class="_ _17"></span>łówne<span class="_ _5"></span> czynniki nieefektywności powiązań to: </div><div class="t m0 x1 h4 y88 ff7 fs1 fc5 sc0 ls0 ws0"><span class="ff8"> <span class="_ _2e"> </span><span class="ff3 fc0">Niedopasowanie terminów <span class="_ _17"></span>rea<span class="_ _5"></span>lizacji <span class="_ _2"></span>przepływów z i<span class="_ _2"></span>nstrumen<span class="_ _5"></span>tu zabezpiecz<span class="_ _17"></span>a<span class="_ _5"></span>nego i zabezpiecz<span class="_ _17"></span>ają<span class="_ _5"></span>cego,<span class="_ _17"></span> </span></span></div><div class="t m0 x1 h4 y187 ff7 fs1 fc5 sc0 ls0 ws0"><span class="ff8"> <span class="_ _2e"> </span><span class="ff3 fc0">Nieliniowość punktów <span class="_ _17"></span>SW<span class="_ _7"></span>AP wynikająca z rolowania instrumentów <span class="_ _17"></span>po<span class="_ _5"></span>chodnych. </span></span></div><div class="t m0 x1 h4 y245 ff3 fs1 fc0 sc0 ls0 ws0">Skut<span class="_ _17"></span>ki<span class="_ _5"></span> <span class="_ _5"></span>wyceny <span class="_ _5"></span>instrumentów <span class="_ _5"></span>zabezpieczających przyszłe <span class="_ _5"></span>p<span class="_ _5"></span>rzepływy pien<span class="_ _5"></span>iężne <span class="_ _5"></span>wynikające z<span class="_ _5"></span> <span class="_ _5"></span>planowanych <span class="_ _5"></span>transak<span class="_ _17"></span>cji <span class="_ _5"></span>w </div><div class="t m0 x1 h4 y246 ff3 fs1 fc0 sc0 ls0 ws0">części stanowiącej efektywne <span class="_ _5"></span>zabezpieczenie odnoszone są, do czasu rea<span class="_ _5"></span>lizacji transak<span class="_ _17"></span>cji, <span class="_ _5"></span>w inne całkowite dochody (i </div><div class="t m0 x1 h4 y247 ff3 fs1 fc0 sc0 ls0 ws0">prez<span class="_ _17"></span>e<span class="_ _5"></span>ntowane <span class="_ _32"></span>w <span class="_ _2f"></span>p<span class="_ _5"></span>ozycji <span class="_ _5"></span>kapita<span class="_ _5"></span>ł <span class="_ _32"></span>z<span class="_ _5"></span> <span class="_ _32"></span>aktual<span class="_ _5"></span>izacji <span class="_ _32"></span>wyceny) <span class="_ _32"></span>a <span class="_ _44"></span>w <span class="_ _2f"></span>części <span class="_ _2f"></span>stanowiącej <span class="_ _2f"></span>nieefektywne <span class="_ _2f"></span>zabezpieczenie<span class="_ _17"></span>, <span class="_ _2f"></span>w <span class="_ _2f"></span>wynik<span class="_ _5"></span> </div><div class="t m0 x1 h4 y163 ff3 fs1 fc0 sc0 ls0 ws0">okresu <span class="_ _2f"></span>(<span class="_ _5"></span>jako <span class="_ _32"></span>zyski <span class="_ _32"></span>lub<span class="_ _5"></span> <span class="_ _2f"></span>straty <span class="_ _32"></span>w<span class="_ _5"></span> <span class="_ _2f"></span>działalności <span class="_ _2f"></span>ﬁnan<span class="_ _5"></span>sowej). <span class="_ _32"></span>W <span class="_ _32"></span>d<span class="_ _5"></span>acie <span class="_ _2f"></span>realizacji <span class="_ _32"></span>transakcji<span class="_ _17"></span> <span class="_ _44"></span>część <span class="_ _32"></span>efe<span class="_ _5"></span>ktywna <span class="_ _2f"></span>ustanowionego </div><div class="t m0 x1 h4 y164 ff3 fs1 fc0 sc0 ls0 ws0">zabezpiecz<span class="_ _2"></span>enia k<span class="_ _17"></span>oryguje wynik na transak<span class="_ _17"></span>cji. </div><div class="t m0 x1 h4 y165 ff3 fs1 fc0 sc0 ls0 ws0">W p<span class="_ _5"></span>rzypadku unieważnienia <span class="_ _5"></span>powiązania zabezp<span class="_ _5"></span>ieczając<span class="_ _2"></span>ego wskutek <span class="_ _5"></span>np.: utraty <span class="_ _5"></span>przez planowany zabezpieczany prze-</div><div class="t m0 x1 h4 y166 ff3 fs1 fc0 sc0 ls0 ws0">pływ <span class="_ _32"></span>k<span class="_ _5"></span>ryterium <span class="_ _2f"></span>wysokiego <span class="_ _2f"></span>prawdopodobieństwa <span class="_ _32"></span>lub <span class="_ _2f"></span>decyzji <span class="_ _2f"></span>Spółki <span class="_ _2f"></span>wynikającej <span class="_ _32"></span>ze <span class="_ _2f"></span>zm<span class="_ _5"></span>iany <span class="_ _32"></span>ap<span class="_ _5"></span>etytu <span class="_ _32"></span>na <span class="_ _44"></span>ryzyk<span class="_ _17"></span>o <span class="_ _2f"></span>kursowe<span class="_ _17"></span>, </div><div class="t m0 x1 h4 y266 ff3 fs1 fc0 sc0 ls0 ws0">skutki<span class="_ _17"></span> wyceny instrumentu zabezpieczającego odnoszone są w <span class="_ _17"></span>ca<span class="_ _5"></span>łości w wynik okresu w dacie unieważnienia. </div><div class="t m0 x1 h4 y18d ff3 fs1 fc0 sc0 ls0 ws0">W 2023 <span class="_ _17"></span>roku celu ograniczenia <span class="_ _2"></span>ryzyka wzr<span class="_ _17"></span>o<span class="_ _5"></span>stu stopy <span class="_ _17"></span>procentowanej Spółka z<span class="_ _17"></span>awarła transak<span class="_ _7"></span>cje CAP <span class="_ _17"></span>oraz w celu ograni-</div><div class="t m0 x1 h4 y1a0 ff3 fs1 fc0 sc0 ls0 ws0">czenia <span class="_ _5"></span>ryzyka zamiany stóp <span class="_ _5"></span>procentowych <span class="_ _5"></span>zawarła transak<span class="_ _17"></span>cję <span class="_ _5"></span>IRS, <span class="_ _5"></span>w <span class="_ _5"></span>wyniku k<span class="_ _5"></span>tórych <span class="_ _5"></span>z <span class="_ _5"></span>wyceny rozpoznano <span class="_ _5"></span>część efek<span class="_ _17"></span>-</div><div class="t m0 x1 h4 y267 ff3 fs1 fc0 sc0 ls0 ws0">tywną zabezpieczenia o<span class="_ _5"></span> wa<span class="_ _5"></span>rtości ujemne<span class="_ _5"></span>j 659 <span class="_ _5"></span>tys. z<span class="_ _5"></span>ł <span class="_ _5"></span>brutto <span class="_ _5"></span>prezento<span class="_ _17"></span>wanej <span class="_ _5"></span>na<span class="_ _5"></span> kapitale z<span class="_ _5"></span> a<span class="_ _5"></span>ktualizacji wyceny w <span class="_ _5"></span>wartości<span class="_ _5"></span> </div><div class="t m0 x1 h4 yc0 ff3 fs1 fc0 sc0 ls0 ws0">netto -534 tys. zł. </div><div class="t m0 x6 h1d y268 ff5 fsb fc0 sc0 ls0 ws0">                     <span class="_ _17"></span> <span class="_ _5"></span>                             <span class="_ _17"></span> <span class="_ _5"></span>                    <span class="_ _2"></span>                                  <span class="_ _17"></span> <span class="_ _5"></span>        <span class="ff4"> <span class="_ _59"> </span> </span></div><div class="c x28 y269 w21 h26"><div class="t m0 x0 h1d y8d ff4 fsb fc0 sc0 ls0 ws0">31.12.2023 r<span class="_ _55"></span>.            </div></div><div class="c x44 y269 w21 h26"><div class="t m0 x0 h1d y8d ff4 fsb fc0 sc0 ls0 ws0">31.12.2022 r<span class="_ _55"></span>.            </div></div><div class="t m0 x6 h1d y26a ff4 fsb fc0 sc0 ls0 ws0">Kapitał wła<span class="_ _2"></span>sny<span class="_ _17"></span> <span class="_ _5a"> </span> <span class="_ _5b"> </span>300 412</div><div class="c x45 y26b w22 h1e"><div class="t m0 x0 h1d y92 ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x46 h1d y26a ff4 fsb fc0 sc0 ls0 ws0">287 776</div><div class="c x47 y26b w23 h1e"><div class="t m0 x0 h1d y92 ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y26c ff3 fsb fc0 sc0 ls0 ws0">Kapitał<span class="_ _2"></span> podstaw<span class="_ _17"></span>owy <span class="_ _5c"> </span> <span class="_ _5d"> </span>8 363</div><div class="c x45 y26d w22 h23"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x48 h1b y26c ff3 fsb fc0 sc0 ls0 ws0">8 363</div><div class="c x47 y26d w23 h23"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y26e ff3 fsb fc0 sc0 ls0 ws0">Kapitał<span class="_ _2"></span> ze sprz<span class="_ _17"></span>edaży ak<span class="_ _17"></span>cji powyżej<span class="_ _2"></span> ich wartości nomin<span class="_ _2"></span>alnej <span class="_ _5e"> </span> <span class="_ _5f"> </span>26 309</div><div class="c x45 y26f w22 h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x49 h1b y26e ff3 fsb fc0 sc0 ls0 ws0">26 309</div><div class="c x47 y26f w23 h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y270 ff3 fsb fc0 sc0 ls0 ws0">Pozosta<span class="_ _17"></span>ł<span class="_ _5"></span>e k<span class="_ _2"></span>apitały <span class="_ _d"> </span> <span class="_ _60"> </span>265 740</div><div class="c x45 y271 w22 h1e"><div class="t m0 x0 h1b y85 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x46 h1b y270 ff3 fsb fc0 sc0 ls0 ws0">253 104</div><div class="c x47 y271 w23 h1e"><div class="t m0 x0 h1b y85 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y272 ff3 fsb fc0 sc0 ls0 ws0">   w tym kap<span class="_ _17"></span>itał z aktualizacji wy<span class="_ _17"></span>ceny instrumentó<span class="_ _2"></span>w pochodn<span class="_ _17"></span>ych <span class="_ _61"> </span> <span class="_ _62"> </span>-534</div><div class="c x45 y273 w22 h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x4a h1b y272 ff3 fsb fc0 sc0 ls0 ws0">29</div><div class="c x47 y273 w23 h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y274 ff3 fsb fc0 sc0 ls0 ws0">Ak<span class="_ _17"></span>cje własne (-) <span class="_ _63"> </span> <span class="_ _64"> </span>0</div><div class="c x45 y275 w22 h1e"><div class="t m0 x0 h1b y85 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xc h1b y274 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x47 y275 w23 h1e"><div class="t m0 x0 h1b y85 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y276 ff3 fsb fc0 sc0 ls0 ws0">Kapitał<span class="_ _2"></span> rezerw<span class="_ _17"></span>owy <span class="_ _65"> </span> <span class="_ _64"> </span>0</div><div class="c x45 y277 w22 h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xc h1b y276 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x47 y277 w23 h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y278 ff3 fsb fc0 sc0 ls0 ws0">Zysk (strat<span class="_ _2"></span>a) z lat ubiegły<span class="_ _17"></span>c<span class="_ _5"></span>h <span class="_ _66"> </span> <span class="_ _64"> </span>0</div><div class="c x45 y279 w22 h1e"><div class="t m0 x0 h1b y8a ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xc h1b y278 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x47 y279 w23 h1e"><div class="t m0 x0 h1b y8a ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1d y27a ff4 fsb fc0 sc0 ls0 ws0">Wynik <span class="_ _2"></span>roku<span class="_ _17"></span> <span class="_ _5"></span>bieżą<span class="_ _17"></span>c<span class="_ _5"></span>ego <span class="_ _67"> </span> <span class="_ _68"> </span>12 378</div><div class="c x45 y27b w22 h26"><div class="t m0 x0 h1d y8d ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x4b h1d y27a ff4 fsb fc0 sc0 ls0 ws0">306</div><div class="c x47 y27b w23 h26"><div class="t m0 x0 h1d y8d ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x1 h2b y27c ffa fs1 fc0 sc0 ls0 ws0"> <span class="_ _30"> </span><span class="ff2 fsa fc2 sc3"> </span></div></div><div class="pi" ></div></div><div id="pf14" class="pf w0 h0" ><div class="pc pc14 w0 h0"><img class="bi x11 y14f wc h31" alt="" 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class="t m0 x1 h2 y1 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 ya8 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h3 y53 ff1 fs0 fc1 sc0 ls0 ws0">Jednostkowe sprawozdanie ﬁnansowe Dekpol S.A.<span class="ff2"> <span class="_ _14"> </span> <span class="_ _4f"> </span><span class="ff3 fc0">za okres od 01.01.2023 do 31.12.2023</span></span></div><div class="t m0 x3c h4 y54 ff3 fs1 fc0 sc0 ls0 ws0"> <span class="_ _3"></span> </div><div class="t m0 x35 hf y53 ff3 fs0 fc0 sc0 ls0 ws0"> (dane w tys.zł)</div><div class="t m0 x3d h4 y54 ff3 fs1 fc0 sc0 ls0 ws0"> <span class="_ _31"> </span> <span class="_ _57"> </span> </div><div class="t m0 x3e h3 y53 ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 xe h5 ya9 ff1 fs2 fc0 sc0 ls0 ws0">20</div><div class="t m0 x13 h16 y56 ff4 fs9 fc5 sc0 ls0 ws0">Wprowadzenie</div><div class="c x14 y57 wd h17"><div class="t m0 x0 h16 y58 ff4 fs9 fc5 sc0 ls0 ws0"> </div></div><div class="t m0 x15 h18 y59 ff1 fs9 fc6 sc0 ls0 ws0">Sprawozdanie  </div><div class="t m0 x15 h18 y5a ff1 fs9 fc6 sc0 ls0 ws0">z sytuacji </div><div class="t m0 x15 h18 y5b ff1 fs9 fc6 sc0 ls0 ws0">ﬁnansowej </div><div class="t m0 x16 h18 y5c ff1 fs9 fc6 sc0 ls0 ws0">Sprawozdanie  </div><div class="t m0 x16 h18 y5d ff1 fs9 fc6 sc0 ls0 ws0">z całkowitych  </div><div class="t m0 x16 h18 y5e ff1 fs9 fc6 sc0 ls0 ws0">dochodów </div><div class="t m0 x17 h18 y5f ff1 fs9 fc6 sc0 ls0 ws0">Sprawozdanie  </div><div class="t m0 x17 h18 y60 ff1 fs9 fc6 sc0 ls0 ws0">z przepływów </div><div class="t m0 x17 h18 y61 ff1 fs9 fc6 sc0 ls0 ws0">pieniężnych </div><div class="t m0 x18 h18 y5c ff1 fs9 fc6 sc0 ls0 ws0">Sprawozdanie  </div><div class="t m0 x18 h18 y5d ff1 fs9 fc6 sc0 ls0 ws0">ze zmian w kapitale </div><div class="t m0 x18 h18 y5e ff1 fs9 fc6 sc0 ls0 ws0">własnym </div><div class="t m0 x19 h18 y62 ff1 fs9 fc6 sc0 ls0 ws0">Dodatkowe  </div><div class="t m0 x19 h18 y63 ff1 fs9 fc6 sc0 ls0 ws0">noty  </div><div class="t m0 x19 h18 y64 ff1 fs9 fc6 sc0 ls0 ws0">objaśniające </div><div class="t m0 x1 h2b ycd ff2 fsa fc2 sc3 ls0 ws0">Zapasy<span class="_ _44"></span> </div><div class="t m0 x1 h4 yce ff3 fs1 fc0 sc0 ls0 ws0">Zapasy są wyceniane w cenach nabyci<span class="_ _2"></span>a lub k<span class="_ _17"></span>osztach wytworzen<span class="_ _5"></span>ia, nie wyższyc<span class="_ _17"></span>h<span class="_ _5"></span> niż wartość netto możliwa do uzysk<span class="_ _17"></span>a-</div><div class="t m0 x1 h4 ycf ff3 fs1 fc0 sc0 ls0 ws0">nia. </div><div class="t m0 x1 h4 y27d ff3 fs1 fc0 sc0 ls0 ws0">Do <span class="_ _44"></span>kosztu <span class="_ _44"></span>wytworzenia <span class="_ _44"></span>p<span class="_ _5"></span>roduk<span class="_ _17"></span>cji <span class="_ _44"></span>w <span class="_ _33"> </span>toku <span class="_ _44"></span>lub <span class="_ _33"> </span>wy<span class="_ _17"></span>rob<span class="_ _5"></span>ów <span class="_ _44"></span>gotow<span class="_ _5"></span>ych <span class="_ _44"></span>Spółka <span class="_ _44"></span>zalicza <span class="_ _33"> </span>wszystkie <span class="_ _44"></span>k<span class="_ _17"></span>os<span class="_ _5"></span>zty <span class="_ _44"></span>bezpośrednie <span class="_ _33"> </span>or<span class="_ _2"></span>az </div><div class="t m0 x1 h4 y193 ff3 fs1 fc0 sc0 ls0 ws0">zmienne <span class="_ _5"></span>k<span class="_ _17"></span>oszty p<span class="_ _5"></span>ośrednie wytworzenia składnika zapasów oraz tę <span class="_ _5"></span>część s<span class="_ _5"></span>tałych k<span class="_ _17"></span>osztów <span class="_ _5"></span>pośrednich, która została po-</div><div class="t m0 x1 h4 y194 ff3 fs1 fc0 sc0 ls0 ws0">niesiona w ramach wyk<span class="_ _7"></span>or<span class="_ _5"></span>zystania normalnych z<span class="_ _17"></span>do<span class="_ _5"></span>lności produk<span class="_ _7"></span>cyjn<span class="_ _17"></span>ych.<span class="_ _5"></span>  </div><div class="t m0 x1 h4 y195 ff3 fs1 fc0 sc0 ls0 ws0">Spółka <span class="_ _5"></span>corocznie <span class="_ _5"></span>ustala <span class="_ _32"></span>plan <span class="_ _5"></span>produkc<span class="_ _17"></span>yjny <span class="_ _5"></span>dla <span class="_ _5"></span>każdego <span class="_ _5"></span>miesiąca <span class="_ _32"></span>dla <span class="_ _5"></span>wydziału <span class="_ _32"></span>produk<span class="_ _17"></span>cyjnego <span class="_ _32"></span>(ilościowo <span class="_ _5"></span>– <span class="_ _5"></span>ma<span class="_ _5"></span>sa <span class="_ _5"></span>wypro-</div><div class="t m0 x1 h4 y196 ff3 fs1 fc0 sc0 ls0 ws0">duk<span class="_ _17"></span>owanych <span class="_ _44"></span>wyrobów <span class="_ _33"> </span>gotowy<span class="_ _17"></span>ch). <span class="_ _33"> </span>Jeż<span class="_ _17"></span>e<span class="_ _5"></span>li <span class="_ _44"></span>realizacja <span class="_ _44"></span>p<span class="_ _5"></span>lanu <span class="_ _33"> </span>nie <span class="_ _44"></span>przekroczy <span class="_ _44"></span>90%, <span class="_ _33"> </span>proporcjonalną <span class="_ _44"></span>do<span class="_ _5"></span> <span class="_ _44"></span>n<span class="_ _5"></span>iezr<span class="_ _17"></span>ea<span class="_ _5"></span>lizo<span class="_ _2"></span>wanego </div><div class="t m0 x1 h4 y197 ff3 fs1 fc0 sc0 ls0 ws0">planu <span class="_ _5"></span>część <span class="_ _5"></span>stałych p<span class="_ _5"></span>ośrednich kosztów produk<span class="_ _17"></span>cji <span class="_ _5"></span>nie <span class="_ _5"></span>zalicza <span class="_ _5"></span>się <span class="_ _5"></span>do kosztów wytworzenia zapasów<span class="_ _17"></span>. <span class="_ _5"></span>Ponadto <span class="_ _5"></span>do<span class="_ _5"></span> kosztu<span class="_ _17"></span> </div><div class="t m0 x1 h4 y198 ff3 fs1 fc0 sc0 ls0 ws0">wytworzenia <span class="_ _5"></span>zapasów nie <span class="_ _5"></span>są <span class="_ _5"></span>kwaliﬁk<span class="_ _17"></span>owan<span class="_ _5"></span>e <span class="_ _5"></span>stałe <span class="_ _5"></span>pośrednie <span class="_ _5"></span>k<span class="_ _17"></span>oszty <span class="_ _5"></span>p<span class="_ _5"></span>roduk<span class="_ _17"></span>cyjne <span class="_ _5"></span>za o<span class="_ _5"></span>kres p<span class="_ _5"></span>rzestoju zakładu <span class="_ _5"></span>lub <span class="_ _5"></span>wydzia-</div><div class="t m0 x1 h4 y27e ff3 fs1 fc0 sc0 ls0 ws0">łów<span class="_ _7"></span>,<span class="_ _5"></span> jeż<span class="_ _17"></span>eli przestój przekroczy jeden dzień roboczy<span class="_ _7"></span>. </div><div class="t m0 x1 h4 y19a ff3 fs1 fc0 sc0 ls0 ws0">K<span class="_ _17"></span>o<span class="_ _5"></span>szty <span class="_ _44"></span>niewyk<span class="_ _17"></span>orzystanych <span class="_ _44"></span>zdolności <span class="_ _2f"></span>prod<span class="_ _5"></span>uk<span class="_ _17"></span>cyjn<span class="_ _17"></span>ych <span class="_ _33"> </span>odnosz<span class="_ _17"></span>o<span class="_ _5"></span>ne <span class="_ _44"></span>są <span class="_ _44"></span>w <span class="_ _33"> </span>k<span class="_ _7"></span>os<span class="_ _5"></span>zty <span class="_ _44"></span>podstawow<span class="_ _17"></span>ej <span class="_ _33"> </span>działalności <span class="_ _2f"></span>o<span class="_ _5"></span>peracyj<span class="_ _17"></span>ne<span class="_ _5"></span>j <span class="_ _44"></span>w </div><div class="t m0 x1 h4 y19b ff3 fs1 fc0 sc0 ls0 ws0">miesiącu poniesienia. </div><div class="t m0 x1 h4 y19c ff3 fs1 fc0 sc0 ls0 ws0">Do kosztu wytworzenia zapasów nie <span class="_ _5"></span>są <span class="_ _5"></span>wliczane różnice <span class="_ _5"></span>kursowe lub o<span class="_ _5"></span>dsetki dotyczące <span class="_ _5"></span>zobowiąz<span class="_ _17"></span>a<span class="_ _5"></span>ń ﬁna<span class="_ _5"></span>nsujących za-</div><div class="t m0 x1 h4 y17e ff3 fs1 fc0 sc0 ls0 ws0">pasy<span class="_ _7"></span>. </div><div class="t m0 x1 h4 y19d ff3 fs1 fc0 sc0 ls0 ws0">K<span class="_ _17"></span>o<span class="_ _5"></span>szty zakupu odno<span class="_ _5"></span>szone są <span class="_ _5"></span>w zwiększenie wartości <span class="_ _5"></span>materiałów<span class="_ _7"></span>,<span class="_ _5"></span> <span class="_ _5"></span>o i<span class="_ _5"></span>le <span class="_ _5"></span>jest możliwe <span class="_ _5"></span>ich <span class="_ _5"></span>bezpośrednie p<span class="_ _5"></span>rzyporządk<span class="_ _17"></span>owa-</div><div class="t m0 x1 h4 y19e ff3 fs1 fc0 sc0 ls0 ws0">nie. </div><div class="t m0 x1 h4 y243 ff3 fs1 fc0 sc0 ls0 ws0">Rozchód z<span class="_ _2"></span>apasów wyceniany j<span class="_ _17"></span>es<span class="_ _5"></span>t według metody pierwsz<span class="_ _2"></span>e przyszło – pierwsze wyszło (FIF<span class="_ _17"></span>O). </div><div class="t m0 x1 h4 y183 ff3 fs1 fc0 sc0 ls0 ws0">Zapas <span class="_ _17"></span>produktów <span class="_ _17"></span>gotowych <span class="_ _17"></span>produkc<span class="_ _2"></span>ji <span class="_ _17"></span>wydziału <span class="_ _17"></span>k<span class="_ _17"></span>o<span class="_ _5"></span>nstruk<span class="_ _17"></span>cji <span class="_ _17"></span>s<span class="_ _5"></span>talowych <span class="_ _17"></span>i <span class="_ _17"></span>os<span class="_ _5"></span>przętu <span class="_ _17"></span>wyceniany <span class="_ _7"></span>j<span class="_ _5"></span>est <span class="_ _17"></span>w <span class="_ _17"></span>ce<span class="_ _5"></span>nach e<span class="_ _17"></span>widencyjnych </div><div class="t m0 x1 h4 y184 ff3 fs1 fc0 sc0 ls0 ws0">odpowiadających plan<span class="_ _5"></span>owany<span class="_ _17"></span>m <span class="_ _5"></span>kosztom wytworzenia. <span class="_ _5"></span>Różnice <span class="_ _5"></span>rzeczywistego <span class="_ _5"></span>k<span class="_ _17"></span>osztu <span class="_ _5"></span>wyt<span class="_ _5"></span>worzenia d<span class="_ _5"></span>o <span class="_ _5"></span>k<span class="_ _17"></span>osz<span class="_ _5"></span>tu w <span class="_ _32"></span>cenach </div><div class="t m0 x1 h4 y185 ff3 fs1 fc0 sc0 ls0 ws0">ewidencyjn<span class="_ _17"></span>ych <span class="_ _5"></span>odno<span class="_ _5"></span>si się <span class="_ _5"></span>jak<span class="_ _17"></span>o <span class="_ _5"></span>odchylenia i<span class="_ _5"></span> rozlicza <span class="_ _5"></span>się <span class="_ _5"></span>je w<span class="_ _5"></span> <span class="_ _5"></span>wynik ﬁn<span class="_ _5"></span>ansowy okres<span class="_ _5"></span>u proporcjonalnie <span class="_ _5"></span>do <span class="_ _5"></span>wartości <span class="_ _5"></span>wyro-</div><div class="t m0 x1 h4 y88 ff3 fs1 fc0 sc0 ls0 ws0">bów gotowych odniesionyc<span class="_ _17"></span>h<span class="_ _5"></span> w wynik okresu w <span class="_ _2"></span>cenach ewidencyjn<span class="_ _17"></span>ych. </div><div class="t m0 x1 h4 y187 ff3 fs1 fc0 sc0 ls0 ws0">Na <span class="_ _17"></span>k<span class="_ _2"></span>oniec <span class="_ _17"></span>okresu <span class="_ _17"></span>sprawo<span class="_ _17"></span>zdawczego <span class="_ _17"></span>Spółk<span class="_ _17"></span>a poró<span class="_ _17"></span>wn<span class="_ _5"></span>uje <span class="_ _17"></span>wycenę <span class="_ _17"></span>zapasów <span class="_ _17"></span>według <span class="_ _17"></span>ceny <span class="_ _17"></span>nabycia <span class="_ _17"></span>lub <span class="_ _17"></span>k<span class="_ _17"></span>os<span class="_ _5"></span>ztów <span class="_ _17"></span>wytworzenia<span class="_ _2"></span> </div><div class="t m0 x1 h4 y160 ff3 fs1 fc0 sc0 ls0 ws0">do wartości <span class="_ _17"></span>ne<span class="_ _5"></span>tto możliwej <span class="_ _17"></span>do uzyskania. Dl<span class="_ _17"></span>a pozycji, dla których <span class="_ _17"></span>wa<span class="_ _5"></span>rtość netto <span class="_ _17"></span>możliwa do uzyskania <span class="_ _17"></span>jest niższa <span class="_ _17"></span>od<span class="_ _5"></span> war<span class="_ _17"></span>-</div><div class="t m0 x1 h4 y161 ff3 fs1 fc0 sc0 ls0 ws0">tości bilansowej Spółk<span class="_ _17"></span>a dokonuje odpisu do wartości <span class="_ _17"></span>n<span class="_ _5"></span>etto możliwej do uzysk<span class="_ _17"></span>a<span class="_ _5"></span>nia. </div><div class="t m0 x1 h4 y247 ff3 fs1 fc0 sc0 ls0 ws0">Spółka <span class="_ _32"></span>us<span class="_ _5"></span>tala <span class="_ _2f"></span>zaawansowanie <span class="_ _2f"></span>prac <span class="_ _2f"></span>k<span class="_ _17"></span>on<span class="_ _5"></span>traktó<span class="_ _17"></span>w<span class="_ _5"></span> <span class="_ _2f"></span>o <span class="_ _44"></span>usługę <span class="_ _44"></span>budowlaną <span class="_ _44"></span>udziałem <span class="_ _2f"></span>k<span class="_ _17"></span>o<span class="_ _5"></span>sztów <span class="_ _2f"></span>pon<span class="_ _5"></span>iesionych <span class="_ _32"></span>na<span class="_ _5"></span> <span class="_ _2f"></span>k<span class="_ _17"></span>on<span class="_ _5"></span>trak<span class="_ _17"></span>cie <span class="_ _2f"></span>w<span class="_ _5"></span> </div><div class="t m0 x1 h4 y163 ff3 fs1 fc0 sc0 ls0 ws0">k<span class="_ _17"></span>osztach <span class="_ _32"></span>planowanyc<span class="_ _17"></span>h <span class="_ _5"></span>kontr<span class="_ _17"></span>aktu. <span class="_ _5"></span>Do <span class="_ _5"></span>pomiaru <span class="_ _5"></span>zaawansowania <span class="_ _5"></span>prac n<span class="_ _5"></span>ie <span class="_ _5"></span>uwzględnia się <span class="_ _5"></span>poniesionych <span class="_ _5"></span>k<span class="_ _17"></span>osztów <span class="_ _5"></span>nie <span class="_ _5"></span>obję-</div><div class="t m0 x1 h4 y164 ff3 fs1 fc0 sc0 ls0 ws0">tych <span class="_ _17"></span>planem. Do <span class="_ _17"></span>k<span class="_ _17"></span>osztów <span class="_ _17"></span>pon<span class="_ _5"></span>iesionych <span class="_ _17"></span>zalicz<span class="_ _17"></span>a<span class="_ _5"></span> si<span class="_ _17"></span>ę<span class="_ _5"></span> <span class="_ _17"></span>koszty <span class="_ _17"></span>materiałowe, <span class="_ _7"></span>o<span class="_ _5"></span> <span class="_ _17"></span>ile<span class="_ _5"></span> <span class="_ _17"></span>dotyczą <span class="_ _17"></span>on<span class="_ _5"></span>e <span class="_ _17"></span>materiałów <span class="_ _17"></span>wbud<span class="_ _5"></span>owany<span class="_ _17"></span>ch<span class="_ _5"></span> <span class="_ _17"></span>zgod-</div><div class="t m0 x1 h4 y189 ff3 fs1 fc0 sc0 ls0 ws0">nie z planem. Materiały niewbudowane zalicz<span class="_ _2"></span>a się do zapasu materiałów<span class="_ _7"></span>. </div><div class="t m0 x1 h4 y166 ff3 fs1 fc0 sc0 ls0 ws0">Wyc<span class="_ _2"></span>enione <span class="_ _5"></span>na<span class="_ _5"></span> <span class="_ _5"></span>moment <span class="_ _5"></span>nabycia <span class="_ _5"></span>pra<span class="_ _17"></span>wa<span class="_ _5"></span> <span class="_ _5"></span>do <span class="_ _5"></span>użytko<span class="_ _17"></span>wan<span class="_ _5"></span>ia <span class="_ _5"></span>rozpoznane <span class="_ _5"></span>w <span class="_ _5"></span>ramach <span class="_ _5"></span>zapasów <span class="_ _5"></span>podlegają <span class="_ _32"></span>amortyzacji <span class="_ _5"></span>liniowej </div><div class="t m0 x1 h4 y266 ff3 fs1 fc0 sc0 ls0 ws0">przez <span class="_ _17"></span>cały okres użytk<span class="_ _7"></span>owania<span class="_ _5"></span> <span class="_ _2"></span>i ﬁnansowania. <span class="_ _17"></span>Odsetki zobowiązania <span class="_ _17"></span>leasingowego ﬁnansującego te <span class="_ _17"></span>prawa po<span class="_ _17"></span>dleg<span class="_ _5"></span>ają ak<span class="_ _55"></span>-</div><div class="t m0 x1 h4 y18c ff3 fs1 fc0 sc0 ls0 ws0">tywacji. </div><div class="t m0 x1 h2b y27f ff2 fsa fc2 sc3 ls0 ws0">Śro<span class="_ _5"></span>dk<span class="_ _5"></span>i<span class="_ _5"></span> pi<span class="_ _5"></span>e<span class="_ _5"></span>n<span class="_ _5"></span>ię<span class="_ _5"></span>żne i<span class="_ _5"></span> ich ek<span class="_ _32"></span>wiwa<span class="_ _5"></span>l<span class="_ _5"></span>e<span class="_ _5"></span>nty<span class="_ _5"></span> <span class="_ _0"> </span> </div><div class="t m0 x1 h4 y280 ff3 fs1 fc0 sc0 ls0 ws0">Środki <span class="_ _17"></span>pieniężne w <span class="_ _17"></span>banku <span class="_ _17"></span>i w <span class="_ _17"></span>kasie <span class="_ _17"></span>wyceniane są <span class="_ _17"></span>według <span class="_ _17"></span>wartości nominalnej. <span class="_ _17"></span>Wykazan<span class="_ _2"></span>a w <span class="_ _7"></span>sprawoz<span class="_ _17"></span>daniu z <span class="_ _17"></span>przepływów<span class="_ _2"></span> </div><div class="t m0 x1 h4 y281 ff3 fs1 fc0 sc0 ls0 ws0">pieniężnyc<span class="_ _2"></span>h <span class="_ _2f"></span>pozycja <span class="_ _5"></span>„<span class="_ _5"></span>Środki <span class="_ _32"></span>pieniężne<span class="_ _5"></span> <span class="_ _32"></span>i <span class="_ _32"></span>ich<span class="_ _5"></span> <span class="_ _32"></span>ekwiwalenty<span class="_ _5"></span>” <span class="_ _2f"></span>składa <span class="_ _2f"></span>się <span class="_ _32"></span>z<span class="_ _5"></span> <span class="_ _32"></span>dep<span class="_ _5"></span>ozytów <span class="_ _5"></span>płatnych <span class="_ _2f"></span>na <span class="_ _2f"></span>żądanie <span class="_ _2f"></span>oraz <span class="_ _32"></span>tych <span class="_ _2f"></span>lokat, </div><div class="t m0 x1 h4 y282 ff3 fs1 fc0 sc0 ls0 ws0">które <span class="_ _44"></span>są <span class="_ _33"> </span>łatwo <span class="_ _44"></span>wymienialne <span class="_ _33"> </span>na <span class="_ _44"></span>określoną <span class="_ _33"> </span>kw<span class="_ _17"></span>o<span class="_ _5"></span>tę <span class="_ _44"></span>środk<span class="_ _17"></span>ów <span class="_ _33"> </span>pi<span class="_ _17"></span>en<span class="_ _5"></span>iężn<span class="_ _17"></span>ych <span class="_ _33"> </span>oraz <span class="_ _44"></span>które <span class="_ _33"> </span>są<span class="_ _2"></span> <span class="_ _44"></span>narażone <span class="_ _44"></span>na<span class="_ _5"></span> <span class="_ _44"></span>nieznaczne <span class="_ _44"></span>ryzyko </div><div class="t m0 x1 h4 y1ef ff3 fs1 fc0 sc0 ls0 ws0">zmiany <span class="_ _17"></span>war<span class="_ _5"></span>tości (o zapadalności do 12 miesięcy). </div><div class="t m0 x1 h4 y283 ff3 fs1 fc0 sc0 ls0 ws0">Do środk<span class="_ _17"></span>ów pieniężnyc<span class="_ _17"></span>h<span class="_ _5"></span> o ogr<span class="_ _17"></span>a<span class="_ _5"></span>niczonej możli<span class="_ _17"></span>wości dyspon<span class="_ _5"></span>owania Spółk<span class="_ _17"></span>a  zalicza środki: </div><div class="t m0 x1 h4 y284 ff7 fs1 fc5 sc0 ls0 ws0"><span class="ff8"> <span class="_ _2e"> </span><span class="ff3 fc0">stanowiące zabezpiecz<span class="_ _17"></span>en<span class="_ _5"></span>ie gwar<span class="_ _17"></span>a<span class="_ _5"></span>ncji bank<span class="_ _17"></span>owych, </span></span></div><div class="t m0 x1 h4 y285 ff7 fs1 fc5 sc0 ls0 ws0"><span class="ff8"> <span class="_ _2e"> </span><span class="ff3 fc0">zgromadz<span class="_ _17"></span>on<span class="_ _5"></span>e na rachunk<span class="_ _17"></span>ach<span class="_ _5"></span> <span class="_ _2"></span>podzielonej płatności, </span></span></div><div class="t m0 x1 h4 y1a9 ff7 fs1 fc5 sc0 ls0 ws0"><span class="ff8"> <span class="_ _2e"> </span><span class="ff3 fc0">zgromadz<span class="_ _17"></span>on<span class="_ _5"></span>e na rachunk<span class="_ _17"></span>ach<span class="_ _5"></span> <span class="_ _2"></span>powierniczych. </span></span></div><div class="t m0 x1 h2b y1d1 ffa fs1 fc0 sc0 ls0 ws0"> <span class="_ _30"> </span><span class="ff2 fsa fc2 sc3"> </span></div></div><div class="pi" ></div></div><div id="pf15" class="pf w0 h0" ><div class="pc pc15 w0 h0"><img class="bi x11 y14f wc h31" alt="" src="data:image/png;base64,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"/><div class="t m0 x1 h2 y1 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 ya8 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h3 y53 ff1 fs0 fc1 sc0 ls0 ws0">Jednostkowe sprawozdanie ﬁnansowe Dekpol S.A.<span class="ff2"> <span class="_ _14"> </span> <span class="_ _4f"> </span><span class="ff3 fc0">za okres od 01.01.2023 do 31.12.2023</span></span></div><div class="t m0 x3c h4 y54 ff3 fs1 fc0 sc0 ls0 ws0"> <span class="_ _3"></span> </div><div class="t m0 x35 hf y53 ff3 fs0 fc0 sc0 ls0 ws0"> (dane w tys.zł)</div><div class="t m0 x3d h4 y54 ff3 fs1 fc0 sc0 ls0 ws0"> <span class="_ _31"> </span> <span class="_ _57"> </span> </div><div class="t m0 x3e h3 y53 ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 xe h5 ya9 ff1 fs2 fc0 sc0 ls0 ws0">21</div><div class="t m0 x13 h16 y56 ff4 fs9 fc5 sc0 ls0 ws0">Wprowadzenie</div><div class="c x14 y57 wd h17"><div class="t m0 x0 h16 y58 ff4 fs9 fc5 sc0 ls0 ws0"> </div></div><div class="t m0 x15 h18 y59 ff1 fs9 fc6 sc0 ls0 ws0">Sprawozdanie  </div><div class="t m0 x15 h18 y5a ff1 fs9 fc6 sc0 ls0 ws0">z sytuacji </div><div class="t m0 x15 h18 y5b ff1 fs9 fc6 sc0 ls0 ws0">ﬁnansowej </div><div class="t m0 x16 h18 y5c ff1 fs9 fc6 sc0 ls0 ws0">Sprawozdanie  </div><div class="t m0 x16 h18 y5d ff1 fs9 fc6 sc0 ls0 ws0">z całkowitych  </div><div class="t m0 x16 h18 y5e ff1 fs9 fc6 sc0 ls0 ws0">dochodów </div><div class="t m0 x17 h18 y5f ff1 fs9 fc6 sc0 ls0 ws0">Sprawozdanie  </div><div class="t m0 x17 h18 y60 ff1 fs9 fc6 sc0 ls0 ws0">z przepływów </div><div class="t m0 x17 h18 y61 ff1 fs9 fc6 sc0 ls0 ws0">pieniężnych </div><div class="t m0 x18 h18 y5c ff1 fs9 fc6 sc0 ls0 ws0">Sprawozdanie  </div><div class="t m0 x18 h18 y5d ff1 fs9 fc6 sc0 ls0 ws0">ze zmian w kapitale </div><div class="t m0 x18 h18 y5e ff1 fs9 fc6 sc0 ls0 ws0">własnym </div><div class="t m0 x19 h18 y62 ff1 fs9 fc6 sc0 ls0 ws0">Dodatkowe  </div><div class="t m0 x19 h18 y63 ff1 fs9 fc6 sc0 ls0 ws0">noty  </div><div class="t m0 x19 h18 y64 ff1 fs9 fc6 sc0 ls0 ws0">objaśniające </div><div class="t m0 x1 h2b ycd ff2 fsa fc2 sc3 ls0 ws0">Ka<span class="_ _5"></span>pitały <span class="_ _32"></span>wł<span class="_ _5"></span>as<span class="_ _5"></span>ne   </div><div class="t m0 x1 h4 yce ff3 fs1 fc0 sc0 ls0 ws0">Spółka z<span class="_ _17"></span>alicza do kapitałów własn<span class="_ _17"></span>ych:  </div><div class="t m0 x1 h4 y192 ff7 fs1 fc5 sc0 ls0 ws0"><span class="ff8"> <span class="_ _2e"> </span><span class="ff3 fc0">Równowartość  wy<span class="_ _17"></span>e<span class="_ _5"></span>mitowan<span class="_ _17"></span>ych  instrumentów  kapitał<span class="_ _17"></span>owych  (ak<span class="_ _17"></span>cje,  opcje  na <span class="_ _33"> </span>ak<span class="_ _17"></span>cje  itp<span class="_ _17"></span>.).  Instrumenty  kapitałowe </span></span></div><div class="t m0 x3b h4 y27d ff3 fs1 fc0 sc0 ls0 ws0">Spółka <span class="_ _17"></span>odróżnia <span class="_ _17"></span>od z<span class="_ _17"></span>o<span class="_ _5"></span>bowiązań <span class="_ _17"></span>zgodnie z <span class="_ _7"></span>wyma<span class="_ _5"></span>ganiami <span class="_ _17"></span>MSR <span class="_ _17"></span>32 „Instrumenty <span class="_ _17"></span>ﬁnan<span class="_ _5"></span>sowe <span class="_ _17"></span>– <span class="_ _2"></span>prez<span class="_ _17"></span>e<span class="_ _5"></span>ntacja”<span class="_ _7"></span>, <span class="_ _17"></span>tj. <span class="_ _17"></span>d<span class="_ _5"></span>o i<span class="_ _17"></span>ns<span class="_ _5"></span>tru-</div><div class="t m0 x3b h4 y193 ff3 fs1 fc0 sc0 ls0 ws0">mentów kapitałowy<span class="_ _17"></span>ch <span class="_ _5"></span>zaliczane są <span class="_ _5"></span>wyłącznie <span class="_ _5"></span>instrumenty<span class="_ _7"></span>, z<span class="_ _5"></span> <span class="_ _5"></span>których nie wynika umowny o<span class="_ _5"></span>bowiązek wydania środ-</div><div class="t m0 x3b h4 y194 ff3 fs1 fc0 sc0 ls0 ws0">k<span class="_ _17"></span>ów pi<span class="_ _17"></span>e<span class="_ _5"></span>niężny<span class="_ _2"></span>ch l<span class="_ _17"></span>ub innego <span class="_ _17"></span>s<span class="_ _5"></span>kładnika <span class="_ _17"></span>aktywów <span class="_ _17"></span>ﬁnansowych i<span class="_ _17"></span>nn<span class="_ _5"></span>ej <span class="_ _17"></span>jedno<span class="_ _5"></span>stce,<span class="_ _17"></span> lub <span class="_ _17"></span>wymiany <span class="_ _17"></span>aktywów <span class="_ _17"></span>ﬁna<span class="_ _5"></span>nsowych lub<span class="_ _17"></span> </div><div class="t m0 x3b h4 y286 ff3 fs1 fc0 sc0 ls0 ws0">zobowiązań <span class="_ _32"></span>ﬁnans<span class="_ _5"></span>owych <span class="_ _2f"></span>z <span class="_ _2f"></span>in<span class="_ _5"></span>ną <span class="_ _2f"></span>jed<span class="_ _5"></span>nostką <span class="_ _32"></span>n<span class="_ _5"></span>a <span class="_ _2f"></span>warunkach <span class="_ _2f"></span>p<span class="_ _5"></span>otencjalnie <span class="_ _2f"></span>n<span class="_ _5"></span>iek<span class="_ _17"></span>o<span class="_ _5"></span>rzystn<span class="_ _17"></span>ych. <span class="_ _44"></span>W <span class="_ _2f"></span>zależności <span class="_ _2f"></span>od<span class="_ _5"></span> <span class="_ _2f"></span>regulacji </div><div class="t m0 x3b h4 y287 ff3 fs1 fc0 sc0 ls0 ws0">pra<span class="_ _17"></span>wnych kapitały <span class="_ _17"></span>pod<span class="_ _5"></span>legają ujęciu jak<span class="_ _17"></span>o<span class="_ _5"></span> kapitał <span class="_ _17"></span>pod<span class="_ _5"></span>stawowy<span class="_ _7"></span>, zapasowy lub <span class="_ _17"></span>rezerwowy<span class="_ _7"></span>. </div><div class="t m0 x1 h4 y197 ff7 fs1 fc5 sc0 ls0 ws0"><span class="ff8"> <span class="_ _2e"> </span><span class="ff3 fc0">W przypadku <span class="_ _5"></span>emisji instrumentów złożonych, składających się <span class="_ _5"></span>z instrumentu kapitałowego i <span class="_ _5"></span>zobowiązania ﬁnanso-</span></span></div><div class="t m0 x3b h4 y198 ff3 fs1 fc0 sc0 ls0 ws0">wego <span class="_ _5"></span>(np. obligacje <span class="_ _5"></span>zamienn<span class="_ _5"></span>e na<span class="_ _5"></span> <span class="_ _5"></span>ak<span class="_ _17"></span>cje<span class="_ _5"></span>) <span class="_ _5"></span>Spółka wyodrębnia i <span class="_ _5"></span>wycenia <span class="_ _5"></span>instrument <span class="_ _5"></span>kapitałowy prezentując jego <span class="_ _5"></span>wa<span class="_ _5"></span>r<span class="_ _17"></span>-</div><div class="t m0 x3b h4 y27e ff3 fs1 fc0 sc0 ls0 ws0">tość jak<span class="_ _17"></span>o kapitały własne<span class="_ _17"></span>.<span class="_ _5"></span> </div><div class="t m0 x1 h4 y19a ff7 fs1 fc5 sc0 ls0 ws0"><span class="ff8"> <span class="_ _2e"> </span><span class="ff3 fc0">Zyski zatrzymane – w<span class="_ _5"></span> zależności od decyzji a<span class="_ _5"></span>k<span class="_ _17"></span>cjonariuszy p<span class="_ _5"></span>rez<span class="_ _2"></span>entowane jak<span class="_ _17"></span>o <span class="_ _5"></span>kapitały z<span class="_ _2"></span>apasowe lub <span class="_ _5"></span>kapitały rezer<span class="_ _7"></span>-</span></span></div><div class="t m0 x3b h4 y19b ff3 fs1 fc0 sc0 ls0 ws0">wowe<span class="_ _17"></span>. Wyceniane są w wartości nominalnej. </div><div class="t m0 x1 h4 y19c ff7 fs1 fc5 sc0 ls0 ws0"><span class="ff8"> <span class="_ _2e"> </span><span class="ff3 fc0">Skut<span class="_ _17"></span>ki<span class="_ _5"></span> wycen<span class="_ _17"></span>y akt<span class="_ _5"></span>ywów i pasywó<span class="_ _17"></span>w od<span class="_ _5"></span>noszone be<span class="_ _17"></span>z<span class="_ _5"></span>pośrednio w <span class="_ _17"></span>kapitały własne – prezento<span class="_ _17"></span>wan<span class="_ _5"></span>e jak<span class="_ _17"></span>o kapitały re<span class="_ _17"></span>zer<span class="_ _17"></span>-</span></span></div><div class="t m0 x3b h4 y17e ff3 fs1 fc0 sc0 ls0 ws0">wowe<span class="_ _17"></span>. Wyceniane są w wartości nominalnej. </div><div class="t m0 x1 h4 y19d ff7 fs1 fc5 sc0 ls0 ws0"><span class="ff8"> <span class="_ _2e"> </span><span class="ff3 fc0">Niepodzielony wynik z l<span class="_ _17"></span>at<span class="_ _5"></span> poprzednich. W<span class="_ _17"></span>yceniany jest w wartości nominalnej. </span></span></div><div class="t m0 x1 h4 y242 ff3 fs1 fc0 sc0 ls0 ws0">Kapitały wł<span class="_ _17"></span>a<span class="_ _5"></span>sne nie podlegają przeszacowaniom, <span class="_ _17"></span>za<span class="_ _5"></span> wyjątkiem wy<span class="_ _17"></span>s<span class="_ _5"></span>tąpienia hiperinﬂacji. </div><div class="t m0 x1 h2b y288 ff2 fsa fc2 sc3 ls0 ws0">Rezerwy<span class="_ _44"></span> </div><div class="t m0 x1 h4 y1e1 ff3 fs1 fc0 sc0 ls0 ws0">Spółka tworzy<span class="_ _17"></span> rezerwy na następujące świadczenia praco<span class="_ _17"></span>wnicze: </div><div class="t m0 x1 h4 y1e2 ff7 fs1 fc5 sc0 ls0 ws0"><span class="ff8"> <span class="_ _2e"> </span><span class="ff3 fc0">Odprawy<span class="_ _17"></span> <span class="_ _5"></span>eme<span class="_ _5"></span>rytalne <span class="_ _5"></span>i <span class="_ _5"></span>rentowe <span class="_ _5"></span>– <span class="_ _5"></span>przy <span class="_ _5"></span>zastosowaniu <span class="_ _5"></span>metod <span class="_ _5"></span>aktuarialnych. Wart<span class="_ _2"></span>ość <span class="_ _5"></span>rezerw je<span class="_ _5"></span>st szacowna <span class="_ _5"></span>na<span class="_ _5"></span> <span class="_ _5"></span>dzień </span></span></div><div class="t m0 x3b h4 y1e3 ff3 fs1 fc0 sc0 ls0 ws0">bilansowy <span class="_ _44"></span>p<span class="_ _5"></span>rzez <span class="_ _44"></span>niezależnego <span class="_ _44"></span>a<span class="_ _5"></span>ktuariusz<span class="_ _2"></span>a. <span class="_ _33"> </span>Naliczone <span class="_ _33"> </span>rez<span class="_ _17"></span>erwy <span class="_ _33"> </span>są <span class="_ _44"></span>równe <span class="_ _33"> </span>zdysk<span class="_ _17"></span>ontowany<span class="_ _17"></span>m <span class="_ _33"> </span>płatnościom, <span class="_ _33"> </span>które <span class="_ _33"> </span>w </div><div class="t m0 x3b h4 y252 ff3 fs1 fc0 sc0 ls0 ws0">przyszłości <span class="_ _5"></span>zostaną <span class="_ _5"></span>doko<span class="_ _17"></span>n<span class="_ _5"></span>ane <span class="_ _5"></span>i <span class="_ _5"></span>d<span class="_ _5"></span>otyczą <span class="_ _5"></span>okresu <span class="_ _5"></span>d<span class="_ _5"></span>o <span class="_ _5"></span>dnia <span class="_ _32"></span>bilansowego.<span class="_ _2"></span> <span class="_ _5"></span>Spółka <span class="_ _5"></span>stosuje <span class="_ _32"></span>uproszcz<span class="_ _17"></span>enie <span class="_ _32"></span>praktyczne<span class="_ _17"></span>, <span class="_ _32"></span>ca-</div><div class="t m0 x3b h4 y253 ff3 fs1 fc0 sc0 ls0 ws0">łość zmian wartości wyceny zobowiązania z tytułu odpra<span class="_ _17"></span>w n<span class="_ _5"></span>a świa<span class="_ _5"></span>dcz<span class="_ _17"></span>e<span class="_ _5"></span>nia emerytalne i rentowe (łącznie <span class="_ _5"></span>z zysk<span class="_ _17"></span>ami </div><div class="t m0 x3b h4 y254 ff3 fs1 fc0 sc0 ls0 ws0">/<span class="_ _17"></span>stratami aktuarialnymi) ujmowana jest jak<span class="_ _17"></span>o zysk lub str<span class="_ _17"></span>at<span class="_ _5"></span>a w okresie. </div><div class="t m0 x1 h4 y289 ff7 fs1 fc5 sc0 ls0 ws0"><span class="ff8"> <span class="_ _2e"> </span><span class="ff3 fc0">Niewyk<span class="_ _17"></span>orzystane <span class="_ _32"></span>urlopy <span class="_ _5"></span>pracownicze <span class="_ _32"></span>– <span class="_ _32"></span>są <span class="_ _2f"></span>szacowane <span class="_ _5"></span>jako <span class="_ _5"></span>iloczyn <span class="_ _2f"></span>średniego <span class="_ _32"></span>wynagrodze<span class="_ _17"></span>n<span class="_ _5"></span>ia <span class="_ _32"></span>w <span class="_ _32"></span>Spółce <span class="_ _32"></span>stanowią-</span></span></div><div class="t m0 x3b h4 y28a ff3 fs1 fc0 sc0 ls0 ws0">cego na <span class="_ _5"></span>dzień bilansowy podstawę do wypłaty ekwiwalentu za niewyk<span class="_ _17"></span>o<span class="_ _5"></span>rzystany<span class="_ _17"></span> <span class="_ _5"></span>urlop (z uwzględnieniem narzutów </div><div class="t m0 x3b h4 y28b ff3 fs1 fc0 sc0 ls0 ws0">obciążających k<span class="_ _17"></span>oszty pr<span class="_ _17"></span>aco<span class="_ _5"></span>dawc<span class="_ _17"></span>y) i liczby dni niewyk<span class="_ _17"></span>orzystane<span class="_ _5"></span>go urlopu; </div><div class="t m0 x1 h4 y256 ff7 fs1 fc5 sc0 ls0 ws0"><span class="ff8"> <span class="_ _2e"> </span><span class="ff3 fc0">Inne krótk<span class="_ _17"></span>oterminowe <span class="_ _17"></span>świadczenia praco<span class="_ _17"></span>wn<span class="_ _5"></span>icze <span class="_ _17"></span>dotyczące okresu <span class="_ _17"></span>sprawoz<span class="_ _2"></span>dawcz<span class="_ _17"></span>ego – pr<span class="_ _17"></span>emie, wy<span class="_ _17"></span>n<span class="_ _5"></span>agrodzenia <span class="_ _17"></span>itp. </span></span></div><div class="t m0 x3b h4 y257 ff3 fs1 fc0 sc0 ls0 ws0">– trakto<span class="_ _2"></span>wane są jak<span class="_ _17"></span>o zobowiąz<span class="_ _17"></span>a<span class="_ _5"></span>nia, jeż<span class="_ _17"></span>eli ich wartość jest określona i bezwarunk<span class="_ _17"></span>owa. W<span class="_ _17"></span> innym wypadku uj<span class="_ _2"></span>mowane </div><div class="t m0 x3b h4 y1e9 ff3 fs1 fc0 sc0 ls0 ws0">są jak<span class="_ _17"></span>o rezerwy<span class="_ _7"></span>. </div><div class="t m0 x1 h4 y28c ff3 fs1 fc0 sc0 ls0 ws0">Spółka tworzy<span class="_ _17"></span> n<span class="_ _5"></span>astępujące rez<span class="_ _17"></span>e<span class="_ _5"></span>rwy na inne tytuły: </div><div class="t m0 x1 h4 y28d ff7 fs1 fc5 sc0 ls0 ws0"><span class="ff8"> <span class="_ _2e"> </span><span class="ff3 fc0">Na <span class="_ _17"></span>skutki <span class="_ _17"></span>sporów <span class="_ _17"></span>pra<span class="_ _17"></span>wnych <span class="_ _17"></span>– w <span class="_ _7"></span>wysokości <span class="_ _7"></span>p<span class="_ _5"></span>ełnej <span class="_ _17"></span>wartości <span class="_ _17"></span>przedmiotu <span class="_ _17"></span>sporu <span class="_ _17"></span>i przewidywanych <span class="_ _17"></span>k<span class="_ _17"></span>osztów <span class="_ _17"></span>z<span class="_ _5"></span>wiązany<span class="_ _17"></span>ch </span></span></div><div class="t m0 x3b h4 y28e ff3 fs1 fc0 sc0 ls0 ws0">ze sporem, <span class="_ _2"></span>jeżeli <span class="_ _17"></span>z oce<span class="_ _5"></span>ny <span class="_ _17"></span>p<span class="_ _5"></span>ra<span class="_ _2"></span>wnej wynika średnie lub wysoki<span class="_ _17"></span>e<span class="_ _5"></span> pra<span class="_ _17"></span>wdo<span class="_ _5"></span>podobieństwo przegr<span class="_ _17"></span>an<span class="_ _5"></span>ej; </div><div class="t m0 x1 h4 y281 ff7 fs1 fc5 sc0 ls0 ws0"><span class="ff8"> <span class="_ _2e"> </span><span class="ff3 fc0">Na <span class="_ _5"></span>na<span class="_ _5"></span>prawy<span class="_ _17"></span> <span class="_ _32"></span>gwarancyjne <span class="_ _5"></span>i <span class="_ _32"></span>k<span class="_ _17"></span>o<span class="_ _5"></span>szty <span class="_ _5"></span>reklamacji <span class="_ _32"></span>– <span class="_ _32"></span>tworzone <span class="_ _32"></span>na <span class="_ _32"></span>podstawie <span class="_ _5"></span>historycznej <span class="_ _5"></span>rela<span class="_ _5"></span>cji <span class="_ _5"></span>kosztów na<span class="_ _5"></span>praw pon<span class="_ _5"></span>ie-</span></span></div><div class="t m0 x3b h4 y282 ff3 fs1 fc0 sc0 ls0 ws0">sionych do przychodów z<span class="_ _17"></span>e sprzedaży objętych gwarancją <span class="_ _2"></span>produktów; </div><div class="t m0 x1 h4 y1a3 ff7 fs1 fc5 sc0 ls0 ws0"><span class="ff8"> <span class="_ _2e"> </span><span class="ff3 fc0">Na p<span class="_ _5"></span>rzyszłe straty z<span class="_ _5"></span> op<span class="_ _5"></span>eracji gospo<span class="_ _5"></span>darczych w toku –<span class="_ _5"></span> tworzone, jeżeli umowa, <span class="_ _5"></span>której stroną <span class="_ _5"></span>jest <span class="_ _5"></span>Spółka rodzi <span class="_ _5"></span>obcią-</span></span></div><div class="t m0 x3b h4 y1a4 ff3 fs1 fc0 sc0 ls0 ws0">żenia, np. podpisan<span class="_ _5"></span>o <span class="_ _5"></span>k<span class="_ _17"></span>ontrakt, który <span class="_ _5"></span>przyniesie <span class="_ _5"></span>straty<span class="_ _7"></span>, <span class="_ _5"></span>nie <span class="_ _5"></span>wywiązano<span class="_ _5"></span> się <span class="_ _5"></span>z <span class="_ _5"></span>warunk<span class="_ _17"></span>ów <span class="_ _5"></span>k<span class="_ _17"></span>on<span class="_ _5"></span>traktu, co <span class="_ _5"></span>spowoduje o<span class="_ _5"></span>bo-</div><div class="t m0 x3b h4 y1a5 ff3 fs1 fc0 sc0 ls0 ws0">wiązek wypłaty<span class="_ _2"></span> odszkodowa<span class="_ _17"></span>ń<span class="_ _5"></span>; </div><div class="t m0 x1 h4 y284 ff7 fs1 fc5 sc0 ls0 ws0"><span class="ff8"> <span class="_ _2e"> </span><span class="ff3 fc0">Na <span class="_ _5"></span>k<span class="_ _17"></span>o<span class="_ _5"></span>szty res<span class="_ _5"></span>truktury<span class="_ _17"></span>zacji <span class="_ _5"></span>–<span class="_ _5"></span> <span class="_ _5"></span>jeżeli warunki <span class="_ _5"></span>przeprowadzenia restrukturyzacji zostały <span class="_ _5"></span>ustalo<span class="_ _5"></span>ne <span class="_ _5"></span>i <span class="_ _5"></span>upublicznione <span class="_ _32"></span>przed<span class="_ _17"></span> </span></span></div><div class="t m0 x3b h4 y28f ff3 fs1 fc0 sc0 ls0 ws0">zak<span class="_ _17"></span>ończeniem rok<span class="_ _17"></span>u obrotowego.<span class="_ _2"></span> </div><div class="t m0 x1 h28 y290 ffa fs1 fc0 sc0 ls0 ws0"> <span class="_ _30"> </span><span class="ff4 fsc fc2"> </span></div></div><div class="pi" ></div></div><div id="pf16" class="pf w0 h0" ><div class="pc pc16 w0 h0"><img class="bi x11 y14f wc h31" alt="" 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"/><div class="t m0 x1 h2 y1 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 ya8 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h3 y53 ff1 fs0 fc1 sc0 ls0 ws0">Jednostkowe sprawozdanie ﬁnansowe Dekpol S.A.<span class="ff2"> <span class="_ _14"> </span> <span class="_ _4f"> </span><span class="ff3 fc0">za okres od 01.01.2023 do 31.12.2023</span></span></div><div class="t m0 x3c h4 y54 ff3 fs1 fc0 sc0 ls0 ws0"> <span class="_ _3"></span> </div><div class="t m0 x35 hf y53 ff3 fs0 fc0 sc0 ls0 ws0"> (dane w tys.zł)</div><div class="t m0 x3d h4 y54 ff3 fs1 fc0 sc0 ls0 ws0"> <span class="_ _31"> </span> <span class="_ _57"> </span> </div><div class="t m0 x3e h3 y53 ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 xe h5 ya9 ff1 fs2 fc0 sc0 ls0 ws0">22</div><div class="t m0 x13 h16 y56 ff4 fs9 fc5 sc0 ls0 ws0">Wprowadzenie</div><div class="c x14 y57 wd h17"><div class="t m0 x0 h16 y58 ff4 fs9 fc5 sc0 ls0 ws0"> </div></div><div class="t m0 x15 h18 y59 ff1 fs9 fc6 sc0 ls0 ws0">Sprawozdanie  </div><div class="t m0 x15 h18 y5a ff1 fs9 fc6 sc0 ls0 ws0">z sytuacji </div><div class="t m0 x15 h18 y5b ff1 fs9 fc6 sc0 ls0 ws0">ﬁnansowej </div><div class="t m0 x16 h18 y5c ff1 fs9 fc6 sc0 ls0 ws0">Sprawozdanie  </div><div class="t m0 x16 h18 y5d ff1 fs9 fc6 sc0 ls0 ws0">z całkowitych  </div><div class="t m0 x16 h18 y5e ff1 fs9 fc6 sc0 ls0 ws0">dochodów </div><div class="t m0 x17 h18 y5f ff1 fs9 fc6 sc0 ls0 ws0">Sprawozdanie  </div><div class="t m0 x17 h18 y60 ff1 fs9 fc6 sc0 ls0 ws0">z przepływów </div><div class="t m0 x17 h18 y61 ff1 fs9 fc6 sc0 ls0 ws0">pieniężnych </div><div class="t m0 x18 h18 y5c ff1 fs9 fc6 sc0 ls0 ws0">Sprawozdanie  </div><div class="t m0 x18 h18 y5d ff1 fs9 fc6 sc0 ls0 ws0">ze zmian w kapitale </div><div class="t m0 x18 h18 y5e ff1 fs9 fc6 sc0 ls0 ws0">własnym </div><div class="t m0 x19 h18 y62 ff1 fs9 fc6 sc0 ls0 ws0">Dodatkowe  </div><div class="t m0 x19 h18 y63 ff1 fs9 fc6 sc0 ls0 ws0">noty  </div><div class="t m0 x19 h18 y64 ff1 fs9 fc6 sc0 ls0 ws0">objaśniające </div><div class="t m0 x1 h28 y291 ff4 fsc fc2 sc0 ls0 ws0">Rozlicz<span class="_ _17"></span>enia między<span class="_ _17"></span>okreso<span class="_ _17"></span>we k<span class="_ _17"></span>osztów </div><div class="t m0 x1 h4 y292 ff3 fs1 fc0 sc0 ls0 ws0">Spółka rozl<span class="_ _17"></span>icza w czasie k<span class="_ _17"></span>oszty poniesione, któ<span class="_ _17"></span>re dotyczą przyszłyc<span class="_ _2"></span>h okresów spra<span class="_ _17"></span>wozda<span class="_ _17"></span>wczych. W szcz<span class="_ _17"></span>eg<span class="_ _5"></span>ólności roz<span class="_ _17"></span>-</div><div class="t m0 x1 h4 y293 ff3 fs1 fc0 sc0 ls0 ws0">licz<span class="_ _2"></span>eniu proporcjonalnie do upływu cz<span class="_ _17"></span>asu po<span class="_ _5"></span>dlegają: </div><div class="t m0 x1 h4 y294 ff7 fs1 fc5 sc0 ls0 ws0"><span class="ff8"> <span class="_ _2e"> </span><span class="ff3 fc0">K<span class="_ _17"></span>o<span class="_ _5"></span>szty ubezpiecze<span class="_ _17"></span>ń<span class="_ _5"></span>; </span></span></div><div class="t m0 x1 h4 y295 ff7 fs1 fc5 sc0 ls0 ws0"><span class="ff8"> <span class="_ _2e"> </span><span class="ff3 fc0">K<span class="_ _17"></span>o<span class="_ _5"></span>szty prenumer<span class="_ _17"></span>a<span class="_ _5"></span>t i abonamentów; </span></span></div><div class="t m0 x1 h4 y296 ff7 fs1 fc5 sc0 ls0 ws0"><span class="ff8"> <span class="_ _2e"> </span><span class="ff3 fc0">Z góry opłacone k<span class="_ _17"></span>oszty dostarczanych <span class="_ _2"></span>mediów<span class="_ _17"></span>, najmu itp. </span></span></div><div class="t m0 x1 h28 y2b ff4 fsc fc2 sc0 ls0 ws0">Rozlicz<span class="_ _17"></span>enia między<span class="_ _17"></span>okreso<span class="_ _17"></span>we p<span class="_ _5"></span>rzy<span class="_ _17"></span>chodów </div><div class="t m0 x1 h29 y297 ff4 fsa fc2 sc0 ls0 ws0">Dotacje i pomoc pań<span class="_ _5"></span>stwa </div><div class="t m0 x1 h4 y298 ff3 fs1 fc0 sc0 ls0 ws0">Dotacje <span class="_ _5"></span>do <span class="_ _5"></span>kosztów lub <span class="_ _5"></span>przyc<span class="_ _5"></span>hodów <span class="_ _5"></span>pon<span class="_ _5"></span>iesion<span class="_ _17"></span>ych <span class="_ _5"></span>lub <span class="_ _5"></span>uzys<span class="_ _5"></span>kan<span class="_ _2"></span>ych <span class="_ _5"></span>w przeszłości uj<span class="_ _5"></span>muje <span class="_ _5"></span>się <span class="_ _32"></span>jak<span class="_ _17"></span>o <span class="_ _5"></span>przychó<span class="_ _5"></span>d <span class="_ _5"></span>w <span class="_ _5"></span>okresie, <span class="_ _5"></span>w </div><div class="t m0 x1 h4 y299 ff3 fs1 fc0 sc0 ls0 ws0">którym <span class="_ _17"></span>s<span class="_ _5"></span>tały si<span class="_ _2"></span>ę należne. <span class="_ _17"></span>Dotacje preze<span class="_ _17"></span>n<span class="_ _5"></span>tuje si<span class="_ _17"></span>ę<span class="_ _5"></span> jak<span class="_ _17"></span>o odrębn<span class="_ _17"></span>ą<span class="_ _5"></span> pozycję <span class="_ _17"></span>przychodów z <span class="_ _17"></span>pod<span class="_ _5"></span>sta<span class="_ _17"></span>wowej działalności oper<span class="_ _17"></span>acyj-</div><div class="t m0 x1 h4 y29a ff3 fs1 fc0 sc0 ls0 ws0">nej, chyba, <span class="_ _5"></span>że do<span class="_ _5"></span>tyczą k<span class="_ _17"></span>osztów <span class="_ _5"></span>lub <span class="_ _5"></span>przychodów pozostałej <span class="_ _5"></span>działalności <span class="_ _5"></span>operacyjnej – <span class="_ _5"></span>wtedy prezentuje s<span class="_ _5"></span>ię je <span class="_ _5"></span>jak<span class="_ _17"></span>o <span class="_ _5"></span>p<span class="_ _5"></span>ozo-</div><div class="t m0 x1 h4 y29b ff3 fs1 fc0 sc0 ls0 ws0">stałe przychody operacyjne<span class="_ _17"></span>. </div><div class="t m0 x1 h4 y29c ff3 fs1 fc0 sc0 ls0 ws0">Dotacje <span class="_ _5"></span>do <span class="_ _5"></span>aktywów <span class="_ _5"></span>ujmuje <span class="_ _5"></span>s<span class="_ _5"></span>ię <span class="_ _5"></span>jak<span class="_ _17"></span>o<span class="_ _5"></span> <span class="_ _5"></span>przychody <span class="_ _5"></span>przyszłych <span class="_ _5"></span>okresów <span class="_ _5"></span>i <span class="_ _5"></span>rozlicz<span class="_ _17"></span>a<span class="_ _5"></span> <span class="_ _5"></span>w <span class="_ _5"></span>przychod<span class="_ _5"></span>y p<span class="_ _5"></span>roporcjonalnie <span class="_ _5"></span>do <span class="_ _5"></span>wartości </div><div class="t m0 x1 h4 y29d ff3 fs1 fc0 sc0 ls0 ws0">dotowanego <span class="_ _17"></span>aktywa <span class="_ _17"></span>od<span class="_ _5"></span>pisanego <span class="_ _17"></span>w <span class="_ _17"></span>koszty<span class="_ _7"></span>. <span class="_ _17"></span>Rozliczoną <span class="_ _17"></span>część <span class="_ _7"></span>dotacji <span class="_ _17"></span>prezentuje <span class="_ _17"></span>się <span class="_ _17"></span>jak<span class="_ _2"></span>o <span class="_ _17"></span>przychód n<span class="_ _17"></span>a tym<span class="_ _17"></span> sam<span class="_ _17"></span>ym <span class="_ _17"></span>p<span class="_ _5"></span>oziomie </div><div class="t m0 x1 h4 y29e ff3 fs1 fc0 sc0 ls0 ws0">rachunku <span class="_ _17"></span>z<span class="_ _5"></span>ysk<span class="_ _17"></span>ów i str<span class="_ _17"></span>at,<span class="_ _5"></span> na którym ujmowane są k<span class="_ _17"></span>oszty dotyczące dotowanego skł<span class="_ _2"></span>adnika aktywó<span class="_ _17"></span>w<span class="_ _2"></span>. </div><div class="t m0 x1 h29 y29f ff4 fsa fc2 sc0 ls0 ws0">Podatek dochod<span class="_ _5"></span>owy </div><div class="t m0 x1 h4 y2a0 ff3 fs1 fc0 sc0 ls0 ws0">Dochód <span class="_ _17"></span>do <span class="_ _17"></span>opod<span class="_ _5"></span>atk<span class="_ _17"></span>owania <span class="_ _17"></span>(strata <span class="_ _7"></span>pod<span class="_ _5"></span>atk<span class="_ _17"></span>owa) <span class="_ _17"></span>Spółki <span class="_ _17"></span>stanowi <span class="_ _17"></span>doch<span class="_ _5"></span>ód <span class="_ _17"></span>(strata) <span class="_ _7"></span>za dany <span class="_ _17"></span>okres, <span class="_ _17"></span>ustalony <span class="_ _7"></span>zgodnie <span class="_ _17"></span>z<span class="_ _5"></span> <span class="_ _7"></span>za<span class="_ _5"></span>sadami </div><div class="t m0 x1 h4 y2a1 ff3 fs1 fc0 sc0 ls0 ws0">ustanowionym<span class="_ _17"></span>i<span class="_ _5"></span> <span class="_ _17"></span>przez <span class="_ _7"></span>polskie<span class="_ _5"></span> <span class="_ _17"></span>władze <span class="_ _17"></span>podatk<span class="_ _17"></span>owe, <span class="_ _7"></span>na<span class="_ _5"></span> <span class="_ _17"></span>podstawi<span class="_ _2"></span>e <span class="_ _17"></span>których <span class="_ _17"></span>pod<span class="_ _5"></span>atek <span class="_ _17"></span>dochodowy <span class="_ _17"></span>podlega <span class="_ _17"></span>zapłacie <span class="_ _17"></span>(zwrotowi). </div><div class="t m0 x1 h4 y2a2 ff3 fs1 fc0 sc0 ls0 ws0">Podatek <span class="_ _17"></span>b<span class="_ _5"></span>ieżąc<span class="_ _17"></span>y jest to <span class="_ _17"></span>kwota podatku <span class="_ _17"></span>dochodowego podleg<span class="_ _2"></span>ającego zapłacie <span class="_ _17"></span>(zwrotowi) <span class="_ _17"></span>od<span class="_ _5"></span> <span class="_ _17"></span>d<span class="_ _5"></span>ochodu do <span class="_ _17"></span>op<span class="_ _5"></span>odatk<span class="_ _17"></span>owania </div><div class="t m0 x1 h4 y2a3 ff3 fs1 fc0 sc0 ls0 ws0">(straty <span class="_ _17"></span>p<span class="_ _5"></span>odatk<span class="_ _17"></span>owej) za dany okres.<span class="_ _17"></span> </div><div class="t m0 x1 h4 y2a4 ff3 fs1 fc0 sc0 ls0 ws0">Aktywa z <span class="_ _17"></span>t<span class="_ _5"></span>ytułu odroczonego <span class="_ _17"></span>podat<span class="_ _5"></span>ku <span class="_ _17"></span>dochodowego stanowią <span class="_ _17"></span>kwoty przewi<span class="_ _2"></span>dziane w przyszłych okresach d<span class="_ _17"></span>o<span class="_ _5"></span> odlicz<span class="_ _2"></span>enia </div><div class="t m0 x1 h4 y2a5 ff3 fs1 fc0 sc0 ls0 ws0">od podatku dochodowego z<span class="_ _17"></span>e<span class="_ _5"></span> wz<span class="_ _17"></span>glę<span class="_ _5"></span>du na: </div><div class="t m0 x1 h4 y2a6 ff7 fs1 fc5 sc0 ls0 ws0"><span class="ff8"> <span class="_ _2e"> </span><span class="ff3 fc0">Ujemne różnice prz<span class="_ _2"></span>ejściowe<span class="_ _17"></span>, </span></span></div><div class="t m0 x1 h4 y2a7 ff7 fs1 fc5 sc0 ls0 ws0"><span class="ff8"> <span class="_ _2e"> </span><span class="ff3 fc0">Przeniesienie na k<span class="_ _17"></span>olejny <span class="_ _17"></span>o<span class="_ _5"></span>kres nierozlicz<span class="_ _17"></span>o<span class="_ _5"></span>nych str<span class="_ _17"></span>at podatko<span class="_ _17"></span>wych oraz </span></span></div><div class="t m0 x1 h4 y2a8 ff7 fs1 fc5 sc0 ls0 ws0"><span class="ff8"> <span class="_ _2e"> </span><span class="ff3 fc0">Przeniesienie na k<span class="_ _17"></span>olejny <span class="_ _17"></span>o<span class="_ _5"></span>kres niewyk<span class="_ _17"></span>orzystanych ul<span class="_ _17"></span>g<span class="_ _5"></span> podatk<span class="_ _17"></span>owych.  </span></span></div><div class="t m0 x1 h4 y2a9 ff3 fs1 fc0 sc0 ls0 ws0">Obciążenie <span class="_ _32"></span>podatko<span class="_ _17"></span>we <span class="_ _2f"></span>(przychód <span class="_ _2f"></span>podatk<span class="_ _17"></span>owy) <span class="_ _32"></span>składa <span class="_ _2f"></span>się<span class="_ _5"></span> <span class="_ _32"></span>z <span class="_ _2f"></span>bieżącego <span class="_ _2f"></span>obciążenia <span class="_ _32"></span>podatk<span class="_ _17"></span>owego <span class="_ _2f"></span>(bieżącego <span class="_ _32"></span>przychodu </div><div class="t m0 x1 h4 y2aa ff3 fs1 fc0 sc0 ls0 ws0">podatk<span class="_ _17"></span>owego) oraz odrocz<span class="_ _17"></span>onego ob<span class="_ _5"></span>ciąż<span class="_ _17"></span>en<span class="_ _5"></span>ia podatk<span class="_ _17"></span>owego (odroczonego przych<span class="_ _17"></span>o<span class="_ _5"></span>du podatk<span class="_ _17"></span>owego). </div><div class="t m0 x1 h4 y2ab ff3 fs1 fc0 sc0 ls0 ws0">Spółka tworzy<span class="_ _17"></span> rezerwę z tytułu odroczonego podatku <span class="_ _17"></span>do<span class="_ _5"></span>chodowego (ujmuje składnik aktywów z tytułu odroczonego po-</div><div class="t m0 x1 h4 y2ac ff3 fs1 fc0 sc0 ls0 ws0">datku dochodowego), <span class="_ _5"></span>we <span class="_ _32"></span>wszystkic<span class="_ _2"></span>h <span class="_ _5"></span>tych <span class="_ _5"></span>przypad<span class="_ _5"></span>kach, w <span class="_ _5"></span>których <span class="_ _5"></span>rea<span class="_ _5"></span>liz<span class="_ _2"></span>acja <span class="_ _5"></span>lub <span class="_ _5"></span>rozliczenie wa<span class="_ _5"></span>rtości b<span class="_ _5"></span>ilansowej s<span class="_ _5"></span>kład-</div><div class="t m0 x1 h4 y2ad ff3 fs1 fc0 sc0 ls0 ws0">nika <span class="_ _5"></span>aktywów <span class="_ _5"></span>lub <span class="_ _5"></span>pasywów <span class="_ _5"></span>spowoduje <span class="_ _32"></span>zwiększ<span class="_ _17"></span>enie <span class="_ _32"></span>(zmniejsz<span class="_ _17"></span>e<span class="_ _5"></span>nie) <span class="_ _5"></span>kwoty <span class="_ _32"></span>przyszłych <span class="_ _5"></span>płatności <span class="_ _5"></span>poda<span class="_ _5"></span>tk<span class="_ _17"></span>owych <span class="_ _5"></span>w <span class="_ _32"></span>porów-</div><div class="t m0 x1 h4 y2ae ff3 fs1 fc0 sc0 ls0 ws0">naniu do kwoty<span class="_ _7"></span>, która był<span class="_ _2"></span>aby właściwa, gdyby ta realiz<span class="_ _2"></span>acja lub rozlicz<span class="_ _17"></span>en<span class="_ _5"></span>ie nie wywoływałab<span class="_ _17"></span>y skutk<span class="_ _17"></span>ów podatk<span class="_ _17"></span>owych. </div><div class="t m0 x1 h4 y2af ff3 fs1 fc0 sc0 ls0 ws0">Bieżącej <span class="_ _5"></span>wyceny <span class="_ _5"></span>na<span class="_ _5"></span>leżności <span class="_ _32"></span>i <span class="_ _32"></span>zobowiązań <span class="_ _5"></span>poda<span class="_ _5"></span>tk<span class="_ _17"></span>owych <span class="_ _5"></span>n<span class="_ _5"></span>ależy <span class="_ _5"></span>d<span class="_ _5"></span>ok<span class="_ _17"></span>onywać <span class="_ _32"></span>w kwotach <span class="_ _32"></span>wymagających <span class="_ _32"></span>zapłaty <span class="_ _32"></span>według </div><div class="t m0 x1 h4 y2b0 ff3 fs1 fc0 sc0 ls0 ws0">stawek <span class="_ _2"></span>obowiązujących pr<span class="_ _17"></span>awnie lub faktycznie na dzień<span class="_ _5"></span> bilansowy<span class="_ _7"></span>. </div><div class="t m0 x1 h4 y2b1 ff3 fs1 fc0 sc0 ls0 ws0">Na podstawie sporządzan<span class="_ _17"></span>ych prognoz wynik<span class="_ _17"></span>ów ﬁnansowych w latach następnych należy ocenić, <span class="_ _17"></span>czy<span class="_ _5"></span> istnieją przesłanki </div><div class="t m0 x1 h4 y2b2 ff3 fs1 fc0 sc0 ls0 ws0">(planowany <span class="_ _17"></span>dochód do <span class="_ _17"></span>opodatk<span class="_ _17"></span>owania) do <span class="_ _17"></span>tworzenia <span class="_ _17"></span>aktywa z <span class="_ _17"></span>tytułu odrocz<span class="_ _2"></span>onego <span class="_ _17"></span>podatku <span class="_ _2"></span>dochodowego l<span class="_ _17"></span>ub dok<span class="_ _17"></span>onania </div><div class="t m0 x1 h4 y2b3 ff3 fs1 fc0 sc0 ls0 ws0">k<span class="_ _17"></span>orekty jego wartości. </div><div class="t m0 x1 h4 y2b4 ff3 fs1 fc0 sc0 ls0 ws0">Spółka nie dysk<span class="_ _7"></span>on<span class="_ _5"></span>tuje aktywó<span class="_ _17"></span>w i rezerw z tytułu podatk<span class="_ _2"></span>u odroczonego.<span class="_ _17"></span> </div><div class="t m0 x1 h4 y2b5 ff3 fs1 fc0 sc0 ls0 ws0">Aktywa <span class="_ _17"></span>i re<span class="_ _17"></span>zerwy od <span class="_ _17"></span>różnic <span class="_ _17"></span>przejściowyc<span class="_ _2"></span>h, <span class="_ _17"></span>których skutki <span class="_ _17"></span>odniesiono bezpośr<span class="_ _17"></span>ednio na <span class="_ _17"></span>kapitał <span class="_ _17"></span>własny<span class="_ _7"></span>, <span class="_ _17"></span>zostaną<span class="_ _5"></span> <span class="_ _17"></span>o<span class="_ _5"></span>dniesione </div><div class="t m0 x1 h4 y2b6 ff3 fs1 fc0 sc0 ls0 ws0">na kapitał własn<span class="_ _17"></span>y a nie w wynik okresu. </div></div><div class="pi" ></div></div><div id="pf17" class="pf w0 h0" ><div class="pc pc17 w0 h0"><img class="bi x11 y14f wc h31" alt="" 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RIzZWnFcWXF8lXPv/C8ODLTsizxFQQAAAAAIvJJ6tRK77gsVbauW0KJcbU0kkSUO8zGxdCZpMF7V7SEmVlMSEipq3OMRvaROdfNAxs31xqlUKrSk3d0DtZ3NGqrFVaseFljKiIi8dDD9+3sqrDEJKmZar3uZxzy9rtue0TVXNIfrFFYDEwvLF/R3yzI1UtqUVLc8MN7bvrJg06cKjMxcdzUt4lZgkZzabMsX3p57fhdJpJP1JVFMHEdoVRyufOeNZoRWVYEi2JkFZKcpSBxS15YHnVYtAF2wfl48IxpaUrEQtxJVO8ey+N27165ZiVJxSWVx59c3Cgo8e7lFa9UqmksG0lmSRZmHLqvEzJT77MRI6pTp+2x7IVXVGOapqHUZ59dPHXKPt47xtosAAAAANDu8vHjd0kS1z/QTJOObdOdjYkjcSR2xIGkSFNVajWLAZaEWZgtarOnu/Kudx8jjqLQQCtfveKVUcVwjqIc1Pf3TB25o1HzvGw2c5GKMkUNI0d2qgVnZBaJ1YxGjOgeuiGSsyzTWGik3o19MRC3V1Yx9+orq51zZKxmSZKUZWmm3qfiQysfJMqbrYGtG4j6JDEqfCKhzFlL55yRrl277h//8crvfv/SNK2QMbPFGAYGBzVGVatmWbPYNLy7tmVRd1KiYJb2dI9gXmVkZmFz/0CacrNpjUZuSsztddN1xIhOpaZzYsox0PjxY7ZN3zfauLGXiJgdvn8AAAAAsKXLhw3v8glXKmkoI8v2C35HopKIiAvipnHa0cGd3TURZRZmHjtuwkc+8oG37jvRzFpks+79TZm7kbGztamodGcb09yNSXc4qiRpmrVKEiESazQCkWNWosBkxG6w0T+0viHHqM6lIlSr1UW8hXbO+p4RWbVWUVURabVa3tVExIycE6VhJANFmRMZsRKRGTdbrY6OWtTSO6daMrlKpfrE489ce/WNnzj3QyyJYzb2MaqIOElCiEyyXT1HohDLtMiNmdlZ1KJazZwj79j71Kgwo6IIaZWKIqYVaa8myUyDA8WWNdSJiSjLMjJiZlMbmjsEAAAAADt3l2eZm7zHxKcf3xCaRZLaUJRvpcRl1GaSVT941qkfO/fd7LZ0efsCs5ky8+aN5bXfu9XSUWsH0/qYnrX56rHjx9X9Dq8Hd3T47uHDX+nvcy4JITzzzJIyP8XVhImZuSht2bJlQ8dajGVPT48IjRkzduj0hChe/LXzDj5430pVikKrVTEl27LIOsVI7KNzNtDfXr+czCjLqiHmBxy497Rpe1x33U+F60SpaXL9f9z8jlNOGr/rKHEmLGQUNRA5M06SdMH8p4j+goiIhMiZ0quvriUiFotFPn7CeCWt13nY8M7+vo0hqBFppGcXv/DW/ScLWzRPRM88vWT7ufsTJownJqIYNW6/Bg4AAAAA7LQkanHkUTPyYtB5NlMRCSGIOKZMNSkDOUmI2XspQ9N78o6cmLAZxbKMRLJ2Te/lF3xr5ZO9hVY2dsiKSmNzt0ybtu8I2eH8ciM69PC3ERVFOShOHnpw/pLFL2swoTSU9PBD8556cjERi0iIpVG5+6QJUW3EyK5Ro3pCKNLUl6G8b87sepeYlJV6VMrJ2+Ili+f85pGHHlrw0MPz582bF2MUISNViqaWJqlP6J+uvOijnzht0h7jWaKpacz6esvbZj3gPZn5qGZm7dXTVY1MHpu78NFHlmogjS5GP+f+p19a9moIpUgUFw8//BDvJGqYMeNt7XkyTnz/5vzHP7ozbwaNiUabc/+TTz35rBnFmBsVHV3ptGnTiCiEmKYpvoIAAAAAQETeuXjkkTO/9+1ZzYYSGTMTiapZTNlEmJoNiaVvNaJ3FSYhEyJSI40Uyjjn1/N/+MOfzJ+zeFTXbpvC5q5haa3ba9E8fP8pnBMlO/o5YKe+76Sf/uTntVo9b2lfb/GFz1/2Vx8+ffSYEStXv3jND37caphjcY6VbNLkCZMmjxYXo4YZh+03a+Xc/sFN3tvsu+/bf7/9Tjz56LTuy2hzH3nssm/8y0svrizzrN4hu03sufGm/8hNiZQoikij2Rw5pjJylGfnPn3+OZ/7zNdjiCJZJU1v/NkvTj/j+NFjO9onVxR5klTZRJXzln3xC5ededb7J0+e8MKy5ddde0dRmPcJsXZ0Vo4/YWZRtpjl1NOO+c+f3azRe1d3vnPWrb8ituOOn9nbu/nbV/0oBBJh4mjcPPHk40aNGKVKzIx9hQAAAABgS5erhr32GnPEzMPu+eVDxCYiUTlG/YdLr6nWKMbiySdezHy3Rrn3nrlr1/aRumi5WlHk+dKlLy5dstxLzXd1a2Xg0nNOO/HYg+qV0jy1ap39LnTtIMzFFVOm7nrW2af94N9vqqQjWKvrVucXX/gd52Ne9nV1dleyYYP9sVpzZOHsD/9lR1ei1hDH73r3cbfe9Ns09eK0GBz59YuvvvnG2d0j6jGEhQsXb+4NiRuXOB3YvOm8T33WOSFSIiWOqpr4hDm2Cq3VeeaRBxx19Mw59z6l0bNzG9YNfPtb1331ko8zs2oUEbNARKYS1W1Y17ry8mtijGaRLGVOVGOr0f835/71pMm75GUzSWjSHuPed/o7f3z93VZmzvlEht11+wOzbrk7y2pCHWVh4oJxa+Luoz768feoKRExcwgB81gAAAAAgIg8MxHTZz5z5sMPLhoc3CxCSqRRZ90yW6nhnLHVRYY7cUuXvLj4meccdxHnJIWZCvvMd2tMippeePn5h0g+77wz8hefKseM3O8bl/ujTuna0bCcG+knP/XBdWta986eryEpc0tct3ORjBsDMYaiXu8xap5//rnvOOXPYxxkyb1k0/fZ86Mf++C11/ysKHMrRoornliwSnxRlmUlHe6pQqHqKwNf/MonD53xNmvv2MNEpCysqqrRORK2JHUf+9jZC+ZevGljnrcii7v99rsOOXzKO045JoTgnCvLwjnPLGRJmbNIKuzUlDkwizg6/T3vO/vsU1RJhM2CiPvMZ88a6PO/uOMhJi9SI5akWmk1S2FyLhVXdg3v+trXvzxqzHDmyEwhBNzzCQAAAABt7sIvf90Ld3WlxI3H5j4UWlTxXUIpsXfUydbBllJ7pRROvFREWDgRqnjXaZoVLfXOH/Xe6Z84cLeV7zx72LIlZbl58upG+dvnRp51QpIOe/1RiRLnK2l2zLGHrFv70pKlC2PcnDhmFVNNvNXr5ZSpw774pQ+/79Sj0pQTl3quC2VO9KCD/2zqtO7lK+blg65obaqkCanUsnqZtxIfpk9/y/lfOPrU047xPhIxq/zwBz+LOTnWNC3TtDz7zPdlqVgsR4/qKMsNCxc8lkjNsWcLy55//ohDD31m0ZpnFr0UKYoj1cIlUYSSxDuXOanE8MrIUcnffuGvPn7uO2p155wlztjEuyT17sgjp1eqYfnyp5qNjWXeTJPUi8W4qd6Rzzxq78sv//u9954obKREyr0b1t15+81ErTThotX66CdOzSqYbg4AAACwk+JQRuekKGIMetGFV90xa47QsFAIZ1v3h7ctS5qQbXd5l4lYVUVcCOGbV57/lmfn2UVXxGrvy7XByQOVPPaMu+k7o096x+uOqpYzOzZvRkUrLl3y6pz7H1mx4tW8VdY7Km+ZOH7PKbsdeND0ekdmZE6EeMvIqkpEZVmGEBY8+sJTT72wfPnyZrM5evTo0WNGTJky+W37713tohBCkgiziyXfd+9coUqapmZROT/siOlJSmpKlgwOFPPnPsOUkDFJEak5be89b7ju3h/+4PZGWWQVZ9Q67fR37brrmGeffaFv02BP96gpe4w97vgZ4yeMICZxRGxEgUjMJARlE+d49arNixYueeSRhWvXbqhVa3tNnXzEzLdO2mNX50nVxJGqMsngQHPu3Ce882xelWa+fR+fYEVzAAAAgJ2UF0dG0Xlyzn/5K+euW7tx7iNPuzRR2drf2/X51sX+mMxMPKuWLqGR3cNC/2DVZ6FJo9PMtYxSX/b172hUMyFjYmPmJOPp++42/a27lSEQswh5x9FijAVxIUJR2XG2/dOzLHPOHXbU3ke8fToZlSHGGLMsITJmI5MkSYhijCWxHH3MQWTExGYkzoxLs2gaRVyauqOP2d+MyJhEjRqmrtFarzboXV1jGay5x57jTj/jRCMy27KaunPCTEGDsCciImdmIcTEeyMypbHjukaPOei4Ew8U4VBakrARMZMRiTAZOXFm1NlVO/bYGaqkSsIkHt9GAAAAgJ2XRC3USuciS6h3Zlf964Wnnn6Cz1pkQuZIHaknTUhT0ow03fqHxFVbjZLMeZcuXP5czyF7ra76WsjGrvdd0rlmVH34UfvuaFQniRmZGbEZxzI0SEqfRucLliJayWRpUiFyGsXJtptHmVlVy7IkIuZAVAZtEudpZkYFcyQOakRkqkZs4pSlcEkUH50nYhKhEHNijbFIMyljg7hlrESlWVSzJKkwJ2ydGiqVbFgIZkbMkaVFrsmuVMqj5d7z0M5HYsZJ4kOMZhq1iFaID5KoUukzU1YSC1Hbb5mZVEmEVE3NxJFLzEQx1xwAAABgZ+a9c0RGpCIcVGsd2Zcv+PieU3a/+gf3rF61RpwPpZqJGZOJGSWJjzGwmKlkWYdzIkwvrVw99rQzig+99+Wbfj64blW1p+stZ55K48b+NwO7reMyudQRBSZP1J5gzURESkKOttbvtjMeurBsnogS95pL6WTkHLXXPjdT5iiiRAVZQu1XI0ql0v5xQESpZERsKsyZGTtJLVZJa2wdbFTmIZSJE2rPWSEy5wszZpah6T1MRCJCRN5L+2MkUqKSyJwTMxNhIvGJEFF7KpBzRERuS9lHJnXOiBLs/QkAAACw83Y5kSeK7cp0jomMhd5/xonHHvf266+/48b/vLN/cyMEqlQ6yjIScQgN55koRgskcZ/99jnnnNNnHr5nUsZJF3xuxDsPX/3KsuHDe8Yc/ufUrFD1vx+dhx6O2iujG/9OZG878PftaOFvDltejZjMb3ku01BJu6GlCdv7hhqZkBkRx0jClvg0RjNuGRXemXPllrG4/aztn87bncrWBw29Ixsa4rXT8l+HYBVzAAAAgJ0ct++kbG++Y2ZmwuSJKFAMMQq5ZcteXfLsi8uXr+rb1Nfbu6lSSSvV6q67jtv9zyZMnbpHT0/dzMSY2REHL8FCi9O0CI4sS5M3fCKvuShur41d+SMX+W4RJURuWyRve53fF4dqu4w2SJrcfuvD9//q8ZJimknQxqnvO+mImQdt/bicvW5bt3cv2v6XBu/4fb5+pDPjYjkAAADATtzlZrhSCwAAAADwJsNmkwAAAAAA6HIAAAAAAECXAwAAAACgywEAAAAAAF0OAAAAAIAuBwAAAAAAdDkAAAAAALocAAAAAADQ5QAAAAAA6HIAAAAAAECXAwAAAACgywEAAAAAAF0OAAAAAIAuBwAAAAAAdDkAAAAAALocAAAAAADQ5QAAAAAA6HIAAAAAAECXAwAAAACgywEAAAAAAF0OAAAAAIAuBwAAAAAAdDkAAAAAALocAAAAAADQ5QAAAAAA6HIAAAAAAECXAwAAAACgywEAAAAAAF0OAAAAAIAuBwAAAAAAdDkAAAAAALocAAAAAAD+kP8CW+IjNb+n144AAAAASUVORK5CYII="/><div class="t m0 x1 h2 y1 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 ya8 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h3 y53 ff1 fs0 fc1 sc0 ls0 ws0">Jednostkowe sprawozdanie ﬁnansowe Dekpol S.A.<span class="ff2"> <span class="_ _14"> </span> <span class="_ _4f"> </span><span class="ff3 fc0">za okres od 01.01.2023 do 31.12.2023</span></span></div><div class="t m0 x3c h4 y54 ff3 fs1 fc0 sc0 ls0 ws0"> <span class="_ _3"></span> </div><div class="t m0 x35 hf y53 ff3 fs0 fc0 sc0 ls0 ws0"> (dane w tys.zł)</div><div class="t m0 x3d h4 y54 ff3 fs1 fc0 sc0 ls0 ws0"> <span class="_ _31"> </span> <span class="_ _57"> </span> </div><div class="t m0 x3e h3 y53 ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 xe h5 ya9 ff1 fs2 fc0 sc0 ls0 ws0">23</div><div class="t m0 x13 h16 y56 ff4 fs9 fc5 sc0 ls0 ws0">Wprowadzenie</div><div class="c x14 y57 wd h17"><div class="t m0 x0 h16 y58 ff4 fs9 fc5 sc0 ls0 ws0"> </div></div><div class="t m0 x15 h18 y59 ff1 fs9 fc6 sc0 ls0 ws0">Sprawozdanie  </div><div class="t m0 x15 h18 y5a ff1 fs9 fc6 sc0 ls0 ws0">z sytuacji </div><div class="t m0 x15 h18 y5b ff1 fs9 fc6 sc0 ls0 ws0">ﬁnansowej </div><div class="t m0 x16 h18 y5c ff1 fs9 fc6 sc0 ls0 ws0">Sprawozdanie  </div><div class="t m0 x16 h18 y5d ff1 fs9 fc6 sc0 ls0 ws0">z całkowitych  </div><div class="t m0 x16 h18 y5e ff1 fs9 fc6 sc0 ls0 ws0">dochodów </div><div class="t m0 x17 h18 y5f ff1 fs9 fc6 sc0 ls0 ws0">Sprawozdanie  </div><div class="t m0 x17 h18 y60 ff1 fs9 fc6 sc0 ls0 ws0">z przepływów </div><div class="t m0 x17 h18 y61 ff1 fs9 fc6 sc0 ls0 ws0">pieniężnych </div><div class="t m0 x18 h18 y5c ff1 fs9 fc6 sc0 ls0 ws0">Sprawozdanie  </div><div class="t m0 x18 h18 y5d ff1 fs9 fc6 sc0 ls0 ws0">ze zmian w kapitale </div><div class="t m0 x18 h18 y5e ff1 fs9 fc6 sc0 ls0 ws0">własnym </div><div class="t m0 x19 h18 y62 ff1 fs9 fc6 sc0 ls0 ws0">Dodatkowe  </div><div class="t m0 x19 h18 y63 ff1 fs9 fc6 sc0 ls0 ws0">noty  </div><div class="t m0 x19 h18 y64 ff1 fs9 fc6 sc0 ls0 ws0">objaśniające </div><div class="t m0 x1 h4 yf2 ff3 fs1 fc0 sc0 ls0 ws0">Należności i zobowiązania podatk<span class="_ _17"></span>owe podlegają od<span class="_ _5"></span>rębnem<span class="_ _17"></span>u u<span class="_ _5"></span>jawnieniu w spra<span class="_ _17"></span>wozdaniu ﬁnansowym, podob<span class="_ _5"></span>nie jak ak<span class="_ _17"></span>-</div><div class="t m0 x1 h4 y65 ff3 fs1 fc0 sc0 ls0 ws0">tywa i rez<span class="_ _17"></span>e<span class="_ _5"></span>rwy z tytułu ODPD<span class="_ _17"></span>. </div><div class="t m0 x1 h4 y23e ff3 fs1 fc0 sc0 ls0 ws0">Nie należy k<span class="_ _17"></span>o<span class="_ _5"></span>mpensować zobowiązań i należności z tytułu <span class="_ _5"></span>bieżącego podatku dochodowego<span class="_ _17"></span>. Kompensata <span class="_ _5"></span>jest dopusz-</div><div class="t m0 x1 h4 y178 ff3 fs1 fc0 sc0 ls0 ws0">czona jedynie wtedy<span class="_ _7"></span>, gdy Spółka: </div><div class="t m0 x1 h4 y2b7 ff7 fs1 fc5 sc0 ls0 ws0"><span class="ff8"> <span class="_ _2e"> </span><span class="ff3 fc0">Posiada możliwy do wy<span class="_ _2"></span>egzekwowania tytuł pr<span class="_ _17"></span>awny do przeprowadz<span class="_ _17"></span>enia k<span class="_ _17"></span>o<span class="_ _5"></span>mpensat ujmowanyc<span class="_ _17"></span>h<span class="_ _5"></span> kwot, </span></span></div><div class="t m0 x1 h4 y240 ff7 fs1 fc5 sc0 ls0 ws0"><span class="ff8"> <span class="_ _2e"> </span><span class="ff3 fc0">Ma zamiar z<span class="_ _17"></span>a<span class="_ _5"></span>płacić podatek w kwocie netto lub jednocześnie zrealiz<span class="_ _2"></span>ować należności i <span class="_ _2"></span>rozliczyć z<span class="_ _17"></span>o<span class="_ _5"></span>bowiązanie<span class="_ _17"></span>. </span></span></div><div class="t m0 x1 h4 y17b ff3 fs1 fc0 sc0 ls0 ws0">Nie należy k<span class="_ _17"></span>ompensować aktywów i <span class="_ _17"></span>rezerw z tytułu ODPD<span class="_ _17"></span>.<span class="_ _5"></span> K<span class="_ _17"></span>ompe<span class="_ _5"></span>nsata jest dopuszcz<span class="_ _17"></span>ona jedynie wtedy<span class="_ _17"></span>, gdy Spółk<span class="_ _17"></span>a<span class="_ _5"></span>: </div><div class="t m0 x1 h4 y2b8 ff7 fs1 fc5 sc0 ls0 ws0"><span class="ff8"> <span class="_ _2e"> </span><span class="ff3 fc0">Posiada możliwy do wy<span class="_ _2"></span>egzekwowania tytuł pr<span class="_ _17"></span>awny do przeprowadz<span class="_ _17"></span>enia k<span class="_ _17"></span>o<span class="_ _5"></span>mpensat ujmowanyc<span class="_ _17"></span>h<span class="_ _5"></span> kwot, </span></span></div><div class="t m0 x1 h4 y2b9 ff7 fs1 fc5 sc0 ls0 ws0"><span class="ff8"> <span class="_ _2e"> </span><span class="ff3 fc0">Aktywa <span class="_ _32"></span>i <span class="_ _32"></span>rezerwy<span class="_ _2"></span> <span class="_ _32"></span>dotyczą <span class="_ _5"></span>p<span class="_ _5"></span>odatku <span class="_ _5"></span>dochodowego <span class="_ _32"></span>nałożonego <span class="_ _5"></span>n<span class="_ _5"></span>a <span class="_ _32"></span>jednego <span class="_ _32"></span>podatnika <span class="_ _5"></span>lub <span class="_ _32"></span>wielu <span class="_ _32"></span>pod<span class="_ _5"></span>atnik<span class="_ _17"></span>ów <span class="_ _32"></span>pod <span class="_ _32"></span>kil-</span></span></div><div class="t m0 x3b h4 y2ba ff3 fs1 fc0 sc0 ls0 ws0">k<span class="_ _17"></span>oma warunkami. </div><div class="t m0 x1 h4 y2bb ff3 fs1 fc0 sc0 ls0 ws0">Spory <span class="_ _17"></span>z<span class="_ _5"></span> organami <span class="_ _17"></span>skarbowymi <span class="_ _2"></span>skutk<span class="_ _17"></span>ują ujęciem <span class="_ _17"></span>zobowiązań warunk<span class="_ _17"></span>owych. <span class="_ _17"></span>Jeżeli <span class="_ _17"></span>prawdopodobieństwo niek<span class="_ _7"></span>or<span class="_ _5"></span>zystnego<span class="_ _17"></span> </div><div class="t m0 x1 h4 y158 ff3 fs1 fc0 sc0 ls0 ws0">roz<span class="_ _2"></span>strzygnięcia jest wysokie<span class="_ _17"></span>, S<span class="_ _5"></span>półka ujmuj<span class="_ _17"></span>e rezerwy zgodnie z MS<span class="_ _17"></span>R 37 „<span class="_ _5"></span>Rezerwy”<span class="_ _17"></span>. </div><div class="t m0 x1 h2b y17e ff2 fsa fc2 sc3 ls0 ws0">Transak<span class="_ _17"></span>cj<span class="_ _5"></span>e <span class="_ _5"></span>w wa<span class="_ _5"></span>lutach <span class="_ _5"></span>o<span class="_ _5"></span>b<span class="_ _5"></span>cych<span class="_ _5"></span> <span class="_ _53"> </span> </div><div class="t m0 x1 h4 y180 ff3 fs1 fc0 sc0 ls0 ws0">W<span class="_ _17"></span>alutą funkc<span class="_ _17"></span>jon<span class="_ _5"></span>alną Spółki j<span class="_ _17"></span>e<span class="_ _5"></span>st złoty polski (PLN). Spółka sporządza <span class="_ _2"></span>sprawo<span class="_ _17"></span>zdania ﬁnansowe w walucie funk<span class="_ _17"></span>cjonalnej. </div><div class="t m0 x1 h4 y181 ff3 fs1 fc0 sc0 ls0 ws0">Spółka <span class="_ _5"></span>wycenia <span class="_ _5"></span>transakcj<span class="_ _17"></span>e<span class="_ _5"></span> <span class="_ _5"></span>w <span class="_ _32"></span>walutach <span class="_ _32"></span>obcych <span class="_ _5"></span>wed<span class="_ _5"></span>ług <span class="_ _5"></span>kursu <span class="_ _5"></span>na<span class="_ _5"></span>tychmiastowej wy<span class="_ _5"></span>miany <span class="_ _5"></span>na<span class="_ _5"></span> <span class="_ _5"></span>dzień<span class="_ _5"></span> <span class="_ _5"></span>transak<span class="_ _17"></span>cji. <span class="_ _32"></span>Przyjmuje </div><div class="t m0 x1 h4 y182 ff3 fs1 fc0 sc0 ls0 ws0">się,<span class="_ _17"></span> że kursem natychmiastowej wymian<span class="_ _17"></span>y na dz<span class="_ _5"></span>ień transak<span class="_ _17"></span>cji jest k<span class="_ _17"></span>urs średn<span class="_ _5"></span>i NBP <span class="_ _2"></span>z dnia poprzedzającego transak<span class="_ _7"></span>cję. </div><div class="t m0 x1 h4 y19f ff3 fs1 fc0 sc0 ls0 ws0">Spółka wyc<span class="_ _2"></span>enia na dzień bilansowy aktywa i pasywa wyr<span class="_ _17"></span>ażone w walutach obcych: </div><div class="t m0 x1 h4 y185 ff7 fs1 fc5 sc0 ls0 ws0"><span class="ff8"> <span class="_ _2e"> </span><span class="ff3 fc0">Pieniężne <span class="_ _5"></span>(waluty <span class="_ _5"></span>o<span class="_ _5"></span>raz <span class="_ _5"></span>należności <span class="_ _5"></span>i <span class="_ _5"></span>zo<span class="_ _5"></span>bowiązania <span class="_ _5"></span>wyrażone<span class="_ _2"></span> <span class="_ _5"></span>w walutach<span class="_ _5"></span> <span class="_ _5"></span>obcych) <span class="_ _5"></span>–<span class="_ _5"></span> <span class="_ _5"></span>wg <span class="_ _32"></span>kursu <span class="_ _5"></span>natychmiastowej <span class="_ _5"></span>wy-</span></span></div><div class="t m0 x3b h4 y88 ff3 fs1 fc0 sc0 ls0 ws0">magalności na dzień bilansowy<span class="_ _7"></span>, tj. wg kursu<span class="_ _17"></span> śred<span class="_ _5"></span>niego NBP na dzień bilansowy<span class="_ _7"></span>, </div><div class="t m0 x1 h4 y187 ff7 fs1 fc5 sc0 ls0 ws0"><span class="ff8"> <span class="_ _2e"> </span><span class="ff3 fc0">Pozycje <span class="_ _5"></span>niepieniężne <span class="_ _5"></span>wyceniane <span class="_ _5"></span>wg<span class="_ _5"></span> <span class="_ _5"></span>k<span class="_ _17"></span>o<span class="_ _5"></span>sztu <span class="_ _5"></span>historycznego <span class="_ _5"></span>– <span class="_ _5"></span>wg <span class="_ _32"></span>kursu <span class="_ _5"></span>z dnia <span class="_ _5"></span>transak<span class="_ _17"></span>cji, <span class="_ _5"></span>tzn. <span class="_ _32"></span>nie <span class="_ _32"></span>podlegają <span class="_ _32"></span>przesza<span class="_ _17"></span>-</span></span></div><div class="t m0 x3b h4 y160 ff3 fs1 fc0 sc0 ls0 ws0">cowaniu na dzień bilansowy<span class="_ _7"></span>, </div><div class="t m0 x1 h4 y246 ff7 fs1 fc5 sc0 ls0 ws0"><span class="ff8"> <span class="_ _2e"> </span><span class="ff3 fc0">Pozycje niep<span class="_ _5"></span>ieniężne wyceniane <span class="_ _5"></span>wg <span class="_ _5"></span>wartości <span class="_ _5"></span>godziwej <span class="_ _5"></span>– <span class="_ _32"></span>przy zastosowaniu <span class="_ _5"></span>kursów <span class="_ _5"></span>wymiany<span class="_ _55"></span>, <span class="_ _32"></span>które <span class="_ _5"></span>obowiązywały </span></span></div><div class="t m0 x3b h4 y247 ff3 fs1 fc0 sc0 ls0 ws0">w dniu, na który ustalono wartość godziwą, tj. kur<span class="_ _17"></span>s<span class="_ _5"></span>u średniego NBP na ten dzień. </div><div class="t m0 x1 h4 y2bc ff3 fs1 fc0 sc0 ls0 ws0">Jeżeli skutki <span class="_ _5"></span>wyceny <span class="_ _5"></span>pozycji <span class="_ _5"></span>ni<span class="_ _5"></span>epieniężnej <span class="_ _5"></span>w <span class="_ _32"></span>wartości <span class="_ _5"></span>go<span class="_ _5"></span>dziwej <span class="_ _5"></span>odnoszone <span class="_ _32"></span>są <span class="_ _5"></span>w kapitały <span class="_ _5"></span>własne, <span class="_ _5"></span>w <span class="_ _32"></span>ten <span class="_ _32"></span>sam <span class="_ _5"></span>spo<span class="_ _5"></span>sób <span class="_ _5"></span>uj-</div><div class="t m0 x1 h4 y2bd ff3 fs1 fc0 sc0 ls0 ws0">mowane są różnice k<span class="_ _17"></span>ursowe z wycen<span class="_ _17"></span>y<span class="_ _17"></span>. W innym wypadku ró<span class="_ _17"></span>żn<span class="_ _5"></span>ice kurso<span class="_ _17"></span>we ujmowane są w wyniku okresu. </div><div class="t m0 x1 h2b y2be ff2 fsa fc2 sc3 ls0 ws0">Przych<span class="_ _5"></span>o<span class="_ _5"></span>dy<span class="_ _5"></span> <span class="_ _44"></span> </div><div class="t m0 x1 h4 y2bf ff3 fs1 fc0 sc0 ls0 ws0">Przychody i <span class="_ _5"></span>k<span class="_ _17"></span>oszty <span class="_ _5"></span>uzyskane ze <span class="_ _5"></span>sprzedaży instrumentów ﬁnan<span class="_ _5"></span>sowych wykazuje s<span class="_ _5"></span>ię w <span class="_ _5"></span>dacie <span class="_ _5"></span>wyłączenia zbywanego <span class="_ _5"></span>in-</div><div class="t m0 x1 h4 y28c ff3 fs1 fc0 sc0 ls0 ws0">strumentu ﬁnansowego z bilansu zgodnie z MSSF<span class="_ _2"></span> 9. </div><div class="t m0 x1 h4 y28d ff3 fs1 fc0 sc0 ls0 ws0">Przychód <span class="_ _2"></span>wycenia <span class="_ _2"></span>się <span class="_ _2"></span>w wartości <span class="_ _17"></span>godziwe<span class="_ _5"></span>j <span class="_ _17"></span>zapłaty<span class="_ _17"></span>. Je<span class="_ _2"></span>żeli <span class="_ _17"></span>termin płatności <span class="_ _17"></span>jes<span class="_ _5"></span>t odrocz<span class="_ _17"></span>ony<span class="_ _17"></span>, <span class="_ _17"></span>p<span class="_ _5"></span>rzychody <span class="_ _17"></span>na<span class="_ _5"></span>leży <span class="_ _17"></span>ująć w <span class="_ _17"></span>dacie<span class="_ _5"></span> </div><div class="t m0 x1 h4 y28e ff3 fs1 fc0 sc0 ls0 ws0">powstania <span class="_ _32"></span>w <span class="_ _2f"></span>kwocie <span class="_ _32"></span>zdysk<span class="_ _7"></span>o<span class="_ _5"></span>ntowanej. <span class="_ _32"></span>W<span class="_ _17"></span>artość <span class="_ _2f"></span>dysk<span class="_ _17"></span>onta <span class="_ _32"></span>s<span class="_ _5"></span>tanowi <span class="_ _5"></span>przychód <span class="_ _2f"></span>odsetk<span class="_ _17"></span>owy <span class="_ _2f"></span>(ﬁnansowy) <span class="_ _2f"></span>ujmowan<span class="_ _17"></span>y <span class="_ _2f"></span>zgodnie </div><div class="t m0 x1 h4 y1ed ff3 fs1 fc0 sc0 ls0 ws0">z efektywną <span class="_ _32"></span>stopą <span class="_ _32"></span>procen<span class="_ _5"></span>tow<span class="_ _2"></span>ą <span class="_ _32"></span>w <span class="_ _32"></span>okresie <span class="_ _32"></span>o<span class="_ _5"></span>drocz<span class="_ _17"></span>o<span class="_ _5"></span>nego <span class="_ _32"></span>terminu <span class="_ _32"></span>płatności. <span class="_ _32"></span>Nie<span class="_ _5"></span> <span class="_ _32"></span>dysk<span class="_ _17"></span>o<span class="_ _5"></span>ntuje <span class="_ _5"></span>się <span class="_ _32"></span>przychodów<span class="_ _17"></span>, <span class="_ _2f"></span>jeżeli<span class="_ _2"></span> <span class="_ _32"></span>termin </div><div class="t m0 x1 h4 y1ee ff3 fs1 fc0 sc0 ls0 ws0">płatności nie przekr<span class="_ _2"></span>acza 180 dni. </div><div class="t m0 x1 h4 y1ef ff3 fs1 fc0 sc0 ls0 ws0">T<span class="_ _7"></span>ym samym, Spółka ujmuje przychody z umów z <span class="_ _2"></span>klientami, tylk<span class="_ _17"></span>o gd<span class="_ _5"></span>y z<span class="_ _17"></span>o<span class="_ _5"></span>stały spełnione wszystkie poniższe <span class="_ _2"></span>warunki:  </div><div class="t m0 x1 h4 y283 ff7 fs1 fc5 sc0 ls0 ws0"><span class="ff8"> <span class="_ _2e"> </span><span class="ff3 fc0">strony <span class="_ _17"></span>umowy zawarły umowę i <span class="_ _17"></span>są zobowiązane do<span class="_ _5"></span> wyk<span class="_ _17"></span>onania swoich obowiązk<span class="_ _17"></span>ów<span class="_ _7"></span>,  </span></span></div><div class="t m0 x1 h4 y1a6 ff7 fs1 fc5 sc0 ls0 ws0"><span class="ff8"> <span class="_ _2e"> </span><span class="ff3 fc0">jednostka <span class="_ _5"></span>jest <span class="_ _5"></span>w<span class="_ _5"></span> <span class="_ _5"></span>stan<span class="_ _5"></span>ie <span class="_ _5"></span>ziden<span class="_ _5"></span>tyﬁk<span class="_ _17"></span>ować <span class="_ _5"></span>p<span class="_ _5"></span>ra<span class="_ _17"></span>wa<span class="_ _5"></span> <span class="_ _5"></span>każdej <span class="_ _5"></span>ze <span class="_ _32"></span>stron <span class="_ _5"></span>d<span class="_ _5"></span>otyczące <span class="_ _5"></span>dóbr <span class="_ _32"></span>lub <span class="_ _32"></span>usług, <span class="_ _32"></span>które <span class="_ _32"></span>mają <span class="_ _5"></span>zostać <span class="_ _32"></span>przeka<span class="_ _17"></span>-</span></span></div><div class="t m0 x3b h4 y1a7 ff3 fs1 fc0 sc0 ls0 ws0">zane; </div><div class="t m0 x1 h4 y1a8 ff7 fs1 fc5 sc0 ls0 ws0"><span class="ff8"> <span class="_ _2e"> </span><span class="ff3 fc0">jednostka jest <span class="_ _17"></span>w stan<span class="_ _5"></span>ie zidentyﬁk<span class="_ _17"></span>ować warunki płatności za dobra lub usługi, które mają z<span class="_ _17"></span>os<span class="_ _5"></span>tać przek<span class="_ _17"></span>azane;  </span></span></div><div class="t m0 x1 h4 y2c0 ff7 fs1 fc5 sc0 ls0 ws0"><span class="ff8"> <span class="_ _2e"> </span><span class="ff3 fc0">umowa ma tr<span class="_ _17"></span>e<span class="_ _5"></span>ść ek<span class="_ _17"></span>ono<span class="_ _5"></span>miczną oraz  </span></span></div><div class="t m0 x1 h4 y1ab ff7 fs1 fc5 sc0 ls0 ws0"><span class="ff8"> <span class="_ _2e"> </span><span class="ff3 fc0">jest <span class="_ _17"></span>prawdopodobne, <span class="_ _7"></span>że S<span class="_ _17"></span>p<span class="_ _5"></span>ółka <span class="_ _17"></span>otrzyma <span class="_ _17"></span>wyna<span class="_ _5"></span>grodzenie<span class="_ _17"></span>, <span class="_ _17"></span>które będzie <span class="_ _17"></span>jej <span class="_ _17"></span>p<span class="_ _5"></span>rzysługiwało <span class="_ _17"></span>w z<span class="_ _17"></span>a<span class="_ _5"></span>mian <span class="_ _17"></span>za <span class="_ _17"></span>dob<span class="_ _5"></span>ra <span class="_ _17"></span>lub usł<span class="_ _2"></span>ugi, </span></span></div><div class="t m0 x3b h4 y1ac ff3 fs1 fc0 sc0 ls0 ws0">które zostaną prze<span class="_ _17"></span>kazane kli<span class="_ _17"></span>e<span class="_ _5"></span>ntowi.  </div><div class="t m0 x1 h4 y2c1 ff3 fs1 fc0 sc0 ls0 ws0">Przychód na<span class="_ _5"></span>leży rozpozna<span class="_ _17"></span>wać <span class="_ _5"></span>w momencie, kiedy <span class="_ _5"></span>spełnion<span class="_ _5"></span>e zostaje <span class="_ _5"></span>zobowi<span class="_ _2"></span>ązanie do <span class="_ _5"></span>wyk<span class="_ _17"></span>onan<span class="_ _5"></span>ia świadczenia poprzez </div><div class="t m0 x1 h4 y1ae ff3 fs1 fc0 sc0 ls0 ws0">przekaz<span class="_ _17"></span>an<span class="_ _5"></span>ie <span class="_ _32"></span>przyrzeczonego <span class="_ _32"></span>towaru <span class="_ _5"></span>lub<span class="_ _5"></span> <span class="_ _32"></span>usług<span class="_ _5"></span>i <span class="_ _32"></span>klientowi. <span class="_ _2f"></span>Przekaz<span class="_ _17"></span>a<span class="_ _5"></span>nie <span class="_ _2f"></span>składnika <span class="_ _32"></span>aktywów <span class="_ _32"></span>następuje <span class="_ _2f"></span>w <span class="_ _32"></span>momen<span class="_ _5"></span>cie,<span class="_ _17"></span> <span class="_ _2f"></span>gdy </div><div class="t m0 x1 h4 y1af ff3 fs1 fc0 sc0 ls0 ws0">klient <span class="_ _31"> </span>uzyskuje <span class="_ _31"> </span>kontrolę <span class="_ _31"> </span>nad <span class="_ _b"> </span>tym <span class="_ _31"> </span>składnikiem <span class="_ _b"> </span>aktywów<span class="_ _7"></span>. <span class="_ _b"> </span>Ponadto <span class="_ _b"> </span>przychód <span class="_ _31"> </span>uznaje <span class="_ _b"> </span>się <span class="_ _31"> </span>za <span class="_ _31"> </span>osią<span class="_ _5"></span>gnięty<span class="_ _7"></span>, <span class="_ _b"> </span>jeż<span class="_ _17"></span>eli<span class="_ _5"></span> <span class="_ _31"> </span>kwotę </div></div><div class="pi" ></div></div><div id="pf18" class="pf w0 h0" ><div class="pc pc18 w0 h0"><img class="bi x11 y14f wc h31" alt="" src="data:image/png;base64,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class="t m0 x1 h2 y1 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 ya8 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h3 y53 ff1 fs0 fc1 sc0 ls0 ws0">Jednostkowe sprawozdanie ﬁnansowe Dekpol S.A.<span class="ff2"> <span class="_ _14"> </span> <span class="_ _4f"> </span><span class="ff3 fc0">za okres od 01.01.2023 do 31.12.2023</span></span></div><div class="t m0 x3c h4 y54 ff3 fs1 fc0 sc0 ls0 ws0"> <span class="_ _3"></span> </div><div class="t m0 x35 hf y53 ff3 fs0 fc0 sc0 ls0 ws0"> (dane w tys.zł)</div><div class="t m0 x3d h4 y54 ff3 fs1 fc0 sc0 ls0 ws0"> <span class="_ _31"> </span> <span class="_ _57"> </span> </div><div class="t m0 x3e h3 y53 ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 xe h5 ya9 ff1 fs2 fc0 sc0 ls0 ws0">24</div><div class="t m0 x13 h16 y56 ff4 fs9 fc5 sc0 ls0 ws0">Wprowadzenie</div><div class="c x14 y57 wd h17"><div class="t m0 x0 h16 y58 ff4 fs9 fc5 sc0 ls0 ws0"> </div></div><div class="t m0 x15 h18 y59 ff1 fs9 fc6 sc0 ls0 ws0">Sprawozdanie  </div><div class="t m0 x15 h18 y5a ff1 fs9 fc6 sc0 ls0 ws0">z sytuacji </div><div class="t m0 x15 h18 y5b ff1 fs9 fc6 sc0 ls0 ws0">ﬁnansowej </div><div class="t m0 x16 h18 y5c ff1 fs9 fc6 sc0 ls0 ws0">Sprawozdanie  </div><div class="t m0 x16 h18 y5d ff1 fs9 fc6 sc0 ls0 ws0">z całkowitych  </div><div class="t m0 x16 h18 y5e ff1 fs9 fc6 sc0 ls0 ws0">dochodów </div><div class="t m0 x17 h18 y5f ff1 fs9 fc6 sc0 ls0 ws0">Sprawozdanie  </div><div class="t m0 x17 h18 y60 ff1 fs9 fc6 sc0 ls0 ws0">z przepływów </div><div class="t m0 x17 h18 y61 ff1 fs9 fc6 sc0 ls0 ws0">pieniężnych </div><div class="t m0 x18 h18 y5c ff1 fs9 fc6 sc0 ls0 ws0">Sprawozdanie  </div><div class="t m0 x18 h18 y5d ff1 fs9 fc6 sc0 ls0 ws0">ze zmian w kapitale </div><div class="t m0 x18 h18 y5e ff1 fs9 fc6 sc0 ls0 ws0">własnym </div><div class="t m0 x19 h18 y62 ff1 fs9 fc6 sc0 ls0 ws0">Dodatkowe  </div><div class="t m0 x19 h18 y63 ff1 fs9 fc6 sc0 ls0 ws0">noty  </div><div class="t m0 x19 h18 y64 ff1 fs9 fc6 sc0 ls0 ws0">objaśniające </div><div class="t m0 x1 h4 yf2 ff3 fs1 fc0 sc0 ls0 ws0">przychodów można wiarygodnie oszacować <span class="_ _2"></span>i istnieje pra<span class="_ _17"></span>wd<span class="_ _5"></span>opodobieństwo, <span class="_ _2"></span>że jednostka gospodarcza <span class="_ _2"></span>uzyska k<span class="_ _17"></span>orzyści </div><div class="t m0 x1 h4 y65 ff3 fs1 fc0 sc0 ls0 ws0">ek<span class="_ _17"></span>onomiczne z tytułu transak<span class="_ _17"></span>cji oraz jeż<span class="_ _17"></span>e<span class="_ _5"></span>li poniesione k<span class="_ _17"></span>os<span class="_ _5"></span>zty można wycenić w sposób wiary<span class="_ _17"></span>g<span class="_ _5"></span>odny<span class="_ _7"></span>. </div><div class="t m0 x1 h4 y23e ff3 fs1 fc0 sc0 ls0 ws0">Przychody <span class="_ _2f"></span>ze <span class="_ _2f"></span>sprzedaży <span class="_ _2f"></span>produk<span class="_ _17"></span>cji<span class="_ _5"></span> <span class="_ _2f"></span>deweloperskiej <span class="_ _2f"></span>rozpoznawane <span class="_ _2f"></span>są <span class="_ _2f"></span>w <span class="_ _44"></span>momencie <span class="_ _2f"></span>p<span class="_ _5"></span>rzek<span class="_ _17"></span>azania <span class="_ _2f"></span>n<span class="_ _5"></span>a <span class="_ _2f"></span>ﬁnalnego <span class="_ _44"></span>odbiorcę </div><div class="t m0 x1 h4 y178 ff3 fs1 fc0 sc0 ls0 ws0">k<span class="_ _17"></span>on<span class="_ _5"></span>troli<span class="_ _17"></span> <span class="_ _5"></span>n<span class="_ _5"></span>ad <span class="_ _5"></span>nabywaną <span class="_ _5"></span>nieruch<span class="_ _5"></span>omością. <span class="_ _5"></span>Prz<span class="_ _2"></span>esłanką <span class="_ _5"></span>wskazującą <span class="_ _5"></span>na <span class="_ _5"></span>przeniesienie <span class="_ _5"></span>k<span class="_ _17"></span>o<span class="_ _5"></span>ntroli jes<span class="_ _5"></span>t p<span class="_ _5"></span>rzeniesienie <span class="_ _5"></span>wszystkich </div><div class="t m0 x1 h4 y179 ff3 fs1 fc0 sc0 ls0 ws0">znaczących <span class="_ _32"></span>ryzyk <span class="_ _2f"></span>oraz <span class="_ _2f"></span>k<span class="_ _17"></span>orzyści <span class="_ _2f"></span>wynikając<span class="_ _17"></span>ych<span class="_ _5"></span> <span class="_ _32"></span>z <span class="_ _2f"></span>p<span class="_ _5"></span>osiadania <span class="_ _2f"></span>nieruchomości. <span class="_ _2f"></span>Spółka <span class="_ _32"></span>uzna<span class="_ _5"></span>je,<span class="_ _17"></span> <span class="_ _44"></span>że <span class="_ _32"></span>transfer <span class="_ _2f"></span>ryzyk <span class="_ _32"></span>i<span class="_ _5"></span> <span class="_ _2f"></span>k<span class="_ _17"></span>orzyści </div><div class="t m0 x1 h4 y23f ff3 fs1 fc0 sc0 ls0 ws0">następuje po spełnieniu następujących warunk<span class="_ _17"></span>ów: </div><div class="t m0 x1 h4 y17a ff7 fs1 fc5 sc0 ls0 ws0"><span class="ff8"> <span class="_ _2e"> </span><span class="ff3 fc0">zak<span class="_ _17"></span>ończenia budowy<span class="_ _7"></span>, </span></span></div><div class="t m0 x1 h4 y264 ff7 fs1 fc5 sc0 ls0 ws0"><span class="ff8"> <span class="_ _2e"> </span><span class="ff3 fc0">wcześniejszeg<span class="_ _17"></span>o<span class="_ _5"></span> z dwóch zdar<span class="_ _17"></span>zeń: odbioru lokalu protok<span class="_ _7"></span>o<span class="_ _5"></span>łem prz<span class="_ _17"></span>e<span class="_ _5"></span>kaza<span class="_ _17"></span>nia lub w sprzedaży w formie aktu<span class="fc1">.</span> </span></span></div><div class="t m0 x1 h4 y17c ff3 fs1 fc0 sc0 ls0 ws0">Przy <span class="_ _5"></span>ustalaniu <span class="_ _5"></span>momen<span class="_ _5"></span>tu o<span class="_ _5"></span>siągnięcia <span class="_ _5"></span>p<span class="_ _5"></span>rzychodów <span class="_ _5"></span>stosuje <span class="_ _5"></span>się <span class="_ _5"></span>Mię<span class="_ _5"></span>dzynarodowe Warunki Han<span class="_ _5"></span>dlu <span class="_ _5"></span>– <span class="_ _5"></span>„Incoterms”<span class="_ _7"></span>. <span class="_ _5"></span>(Interna-</div><div class="t m0 x1 h4 y2b9 ff3 fs1 fc0 sc0 ls0 ws0">tional Commercial <span class="_ _2"></span>T<span class="_ _7"></span>erms), opracowane prz<span class="_ _17"></span>ez Międzynarodową Izbę Handlową w Paryżu,<span class="_ _17"></span> z<span class="_ _5"></span>waną MIH.  </div><div class="t m0 x1 h4 y2c2 ff3 fs1 fc0 sc0 ls0 ws0">Zgodnie z<span class="_ _17"></span>e wskaz<span class="_ _17"></span>a<span class="_ _5"></span>niami standardu <span class="_ _17"></span>przychody ze <span class="_ _17"></span>sprzedaży <span class="_ _2"></span>ujmuje si<span class="_ _2"></span>ę w <span class="_ _17"></span>mo<span class="_ _5"></span>mencie or<span class="_ _17"></span>a<span class="_ _5"></span>z w <span class="_ _17"></span>stopniu odzwierciedlającym </div><div class="t m0 x1 h4 y2c3 ff3 fs1 fc0 sc0 ls0 ws0">spełnienie p<span class="_ _5"></span>rze<span class="_ _2"></span>z Jednostkę zo<span class="_ _2"></span>bowiązania do wykonania świadczenia lub dostawy towaru. Spełn<span class="_ _5"></span>ienie zobowiązania na-</div><div class="t m0 x1 h4 y2c4 ff3 fs1 fc0 sc0 ls0 ws0">stępuje <span class="_ _5"></span>w <span class="_ _32"></span>momencie <span class="_ _32"></span>uzyskania <span class="_ _5"></span>przez <span class="_ _5"></span>klienta <span class="_ _5"></span>kontroli <span class="_ _5"></span>nad <span class="_ _5"></span>p<span class="_ _5"></span>rzekaz<span class="_ _17"></span>anym <span class="_ _5"></span>składnikiem <span class="_ _32"></span>aktywów<span class="_ _17"></span>. <span class="_ _32"></span>Przychody <span class="_ _5"></span>ze <span class="_ _5"></span>s<span class="_ _5"></span>przedaży </div><div class="t m0 x1 h4 y2c5 ff3 fs1 fc0 sc0 ls0 ws0">ujmuje <span class="_ _17"></span>się <span class="_ _17"></span>w <span class="_ _2"></span>wysok<span class="_ _17"></span>oś<span class="_ _5"></span>ci <span class="_ _17"></span>ceny <span class="_ _17"></span>transak<span class="_ _17"></span>cyjnej, <span class="_ _7"></span>tj. w <span class="_ _7"></span>wysokości,<span class="_ _2"></span> <span class="_ _17"></span>co<span class="_ _5"></span> <span class="_ _17"></span>do k<span class="_ _17"></span>tórej oc<span class="_ _2"></span>zekuj<span class="_ _2"></span>e <span class="_ _17"></span>się z<span class="_ _17"></span>ap<span class="_ _5"></span>łaty<span class="_ _7"></span>. <span class="_ _17"></span>W <span class="_ _17"></span>przypad<span class="_ _5"></span>ku, <span class="_ _7"></span>gdy wy<span class="_ _17"></span>s<span class="_ _5"></span>ok<span class="_ _17"></span>ość </div><div class="t m0 x1 h4 y2c6 ff3 fs1 fc0 sc0 ls0 ws0">przychodu <span class="_ _32"></span>jest <span class="_ _32"></span>zmienna, <span class="_ _32"></span>zgodnie <span class="_ _5"></span>z <span class="_ _32"></span>nowym <span class="_ _32"></span>standardem <span class="_ _32"></span>kwoty <span class="_ _5"></span>zmienne<span class="_ _5"></span> <span class="_ _32"></span>są <span class="_ _32"></span>zaliczane <span class="_ _5"></span>do <span class="_ _32"></span>przychodów<span class="_ _17"></span>, <span class="_ _32"></span>o <span class="_ _32"></span>ile <span class="_ _32"></span>istnieje <span class="_ _32"></span>duże </div><div class="t m0 x1 h4 y2c7 ff3 fs1 fc0 sc0 ls0 ws0">pra<span class="_ _17"></span>wdop<span class="_ _5"></span>odobieństwo,<span class="_ _17"></span> że w przyszłości nie nastąpi odwrócenie ujęcia przychodu w wynik<span class="_ _17"></span>u<span class="_ _5"></span> przeszacowania wartości. </div><div class="t m0 x1 h4 y2c8 ff3 fs1 fc0 sc0 ls0 ws0">Spółka <span class="_ _17"></span>p<span class="_ _5"></span>rzenosi <span class="_ _17"></span>ko<span class="_ _17"></span>nt<span class="_ _5"></span>rolę n<span class="_ _17"></span>a<span class="_ _5"></span>d dobr<span class="_ _17"></span>e<span class="_ _5"></span>m <span class="_ _2"></span>lub usługą <span class="_ _17"></span>w miarę upływu <span class="_ _17"></span>czasu i <span class="_ _17"></span>tym samym <span class="_ _17"></span>spe<span class="_ _5"></span>łnia zobowiązanie <span class="_ _17"></span>do wyk<span class="_ _17"></span>onania </div><div class="t m0 x1 h4 y2c9 ff3 fs1 fc0 sc0 ls0 ws0">świadczenia or<span class="_ _17"></span>a<span class="_ _5"></span>z ujmuje przychody w miarę upły<span class="_ _17"></span>wu<span class="_ _5"></span> czasu, jeśli spełniony j<span class="_ _17"></span>e<span class="_ _5"></span>st jeden z nas<span class="_ _5"></span>tępując<span class="_ _2"></span>ych warunk<span class="_ _17"></span>ów:  </div><div class="t m0 x1 h4 y84 ff7 fs1 fc5 sc0 ls0 ws0"><span class="ff8"> <span class="_ _2e"> </span><span class="ff3 fc0">klient jednocześnie otrzym<span class="_ _2"></span>uje i czerpie k<span class="_ _17"></span>orzyści płynące ze świ<span class="_ _2"></span>adczenia w miarę jego wyk<span class="_ _17"></span>onywania,  </span></span></div><div class="t m0 x1 h4 y2ca ff7 fs1 fc5 sc0 ls0 ws0"><span class="ff8"> <span class="_ _2e"> </span><span class="ff3 fc0">w wynik<span class="_ _17"></span>u wyk<span class="_ _17"></span>on<span class="_ _5"></span>ania świadcz<span class="_ _17"></span>en<span class="_ _5"></span>ia powstaj<span class="_ _17"></span>e<span class="_ _5"></span> lub <span class="_ _17"></span>zostaje ulepszony <span class="_ _17"></span>składnik aktywów<span class="_ _7"></span>,<span class="_ _5"></span> a <span class="_ _17"></span>kontrolę <span class="_ _17"></span>nad tym składnikiem </span></span></div><div class="t m0 x3b h4 y2cb ff3 fs1 fc0 sc0 ls0 ws0">aktywów – w mi<span class="_ _2"></span>arę jego powstawania lub ul<span class="_ _2"></span>epszania – sprawu<span class="_ _17"></span>je klien<span class="_ _5"></span>t,  </div><div class="t m0 x1 h4 y2cc ff7 fs1 fc5 sc0 ls0 ws0"><span class="ff8"> <span class="_ _2e"> </span><span class="ff3 fc0">w wyniku wyk<span class="_ _17"></span>ona<span class="_ _5"></span>nia świadczenia nie powstaje składnik <span class="_ _5"></span>o alternatywnym zastosowaniu dla Spółki, a <span class="_ _5"></span>przysługuje jej </span></span></div><div class="t m0 x3b h4 y2cd ff3 fs1 fc0 sc0 ls0 ws0">egzekwowalne pr<span class="_ _17"></span>awo d<span class="_ _17"></span>o<span class="_ _5"></span> z<span class="_ _17"></span>a<span class="_ _5"></span>płaty <span class="_ _17"></span>za dotychczas wyk<span class="_ _7"></span>ona<span class="_ _5"></span>ne ś<span class="_ _17"></span>wiadczenie. W<span class="_ _17"></span> przypadku k<span class="_ _7"></span>o<span class="_ _5"></span>ntr<span class="_ _17"></span>a<span class="_ _5"></span>któw <span class="_ _17"></span>gen<span class="_ _5"></span>eralnego wy<span class="_ _17"></span>-</div><div class="t m0 x3b h4 y2ce ff3 fs1 fc0 sc0 ls0 ws0">k<span class="_ _17"></span>on<span class="_ _5"></span>a<span class="_ _2"></span>wstwa spełniają niniejsze <span class="_ _2"></span>kryterium.  </div><div class="t m0 x1 h4 y2cf ff3 fs1 fc0 sc0 ls0 ws0">Zarówno <span class="_ _32"></span>w <span class="_ _2f"></span>przypadku <span class="_ _32"></span>świadczenia <span class="_ _2f"></span>przez <span class="_ _5"></span>Spółk<span class="_ _17"></span>ę<span class="_ _5"></span> <span class="_ _32"></span>usług <span class="_ _2f"></span>budowlanych <span class="_ _32"></span>jak <span class="_ _2f"></span>i <span class="_ _32"></span>do<span class="_ _5"></span>stawy <span class="_ _32"></span>osprzętu <span class="_ _32"></span>do <span class="_ _2f"></span>maszyn <span class="_ _2f"></span>budowlanych </div><div class="t m0 x1 h4 y2d0 ff3 fs1 fc0 sc0 ls0 ws0">zasadniczo powstaj<span class="_ _17"></span>e<span class="_ _5"></span> jedno z<span class="_ _2"></span>obowiązanie do wy<span class="_ _17"></span>konania świadcze<span class="_ _17"></span>nia. T<span class="_ _7"></span>ym samym kwestia przypisania cen<span class="_ _17"></span>y transak<span class="_ _17"></span>cyj-</div><div class="t m0 x1 h4 y2d1 ff3 fs1 fc0 sc0 ls0 ws0">nej do z<span class="_ _17"></span>obowiązania do <span class="_ _17"></span>wykonania <span class="_ _17"></span>świadczenia nie <span class="_ _17"></span>wymaga szacowania. <span class="_ _17"></span>W przypadku um<span class="_ _17"></span>ów o usługę <span class="_ _17"></span>b<span class="_ _5"></span>udowlaną sza<span class="_ _17"></span>-</div><div class="t m0 x1 h4 y2d2 ff3 fs1 fc0 sc0 ls0 ws0">cunku wym<span class="_ _17"></span>a<span class="_ _5"></span>ga stopień zaawansowani<span class="_ _17"></span>a<span class="_ _5"></span> prac or<span class="_ _17"></span>a<span class="_ _5"></span>z oczekiwanej m<span class="_ _17"></span>a<span class="_ _5"></span>rży<span class="_ _7"></span>. </div><div class="t m0 x1 h4 y2d3 ff3 fs1 fc0 sc0 ls0 ws0">W przypadku, gdy <span class="_ _5"></span>cena zależna <span class="_ _5"></span>jest od zdarzeń przyszłych lu<span class="_ _5"></span>b jeżeli istnieje zamiar udziel<span class="_ _5"></span>enia rabatu n<span class="_ _5"></span>a k<span class="_ _17"></span>o<span class="_ _5"></span>niec trwania </div><div class="t m0 x1 h4 y2d4 ff3 fs1 fc0 sc0 ls0 ws0">umowy <span class="_ _5"></span>Spółka szacuje <span class="_ _5"></span>cenę<span class="_ _5"></span> <span class="_ _5"></span>za wyk<span class="_ _2"></span>onanie <span class="_ _5"></span>zobowiązania i <span class="_ _5"></span>zalicza <span class="_ _5"></span>do <span class="_ _5"></span>ceny transakc<span class="_ _17"></span>yjnej <span class="_ _5"></span>część <span class="_ _5"></span>lub <span class="_ _5"></span>całość <span class="_ _5"></span>kwoty <span class="_ _5"></span>wyna-</div><div class="t m0 x1 h4 y2d5 ff3 fs1 fc0 sc0 ls0 ws0">grodze<span class="_ _2"></span>nia zmiennego wyłącznie w takim zakresi<span class="_ _17"></span>e, w jakim istnieje wysokie pra<span class="_ _2"></span>wdopodobieństwo, ż<span class="_ _17"></span>e<span class="_ _5"></span> nie nastąpi odwró-</div><div class="t m0 x1 h4 y2d6 ff3 fs1 fc0 sc0 ls0 ws0">cenie. </div><div class="t m0 x1 h4 y2d7 ff3 fs1 fc0 sc0 ls0 ws0">K<span class="_ _17"></span>o<span class="_ _5"></span>szty prowizji<span class="_ _17"></span> ze sprzedaży rozli<span class="_ _17"></span>czane s<span class="_ _5"></span>ą w momencie sprzedaży lokalu.<span class="_ _17"></span>  </div><div class="t m0 x1 h4 y2d8 ff3 fs1 fc0 sc0 ls0 ws0">Spółka nie <span class="_ _5"></span>identyﬁkuje k<span class="_ _17"></span>ompon<span class="_ _5"></span>entu <span class="_ _5"></span>ﬁnansującego <span class="_ _5"></span>w u<span class="_ _5"></span>mowach <span class="_ _5"></span>w od<span class="_ _5"></span>niesieniu d<span class="_ _5"></span>o kaucji <span class="_ _5"></span>zatrzymanyc<span class="_ _2"></span>h, <span class="_ _5"></span>w <span class="_ _5"></span>których <span class="_ _5"></span>kwota </div><div class="t m0 x1 h4 y2d9 ff3 fs1 fc0 sc0 ls0 ws0">zatrzymana stanowi z<span class="_ _17"></span>a<span class="_ _5"></span>bezpieczenie dobr<span class="_ _17"></span>eg<span class="_ _5"></span>o wyk<span class="_ _17"></span>onania k<span class="_ _17"></span>ontraktu ze <span class="_ _17"></span>względu na<span class="_ _5"></span> niewielk<span class="_ _17"></span>ą<span class="_ _5"></span> istotność. </div><div class="t m0 x1 h4 y2da ff3 fs1 fc0 sc0 ls0 ws0">Dla <span class="_ _5"></span>każdego <span class="_ _5"></span>zobowiązania <span class="_ _5"></span>do <span class="_ _32"></span>wyk<span class="_ _17"></span>onania <span class="_ _32"></span>świadczenia <span class="_ _5"></span>spełnianego <span class="_ _32"></span>w <span class="_ _5"></span>miarę <span class="_ _32"></span>upływu <span class="_ _32"></span>czasu <span class="_ _32"></span>Spółka <span class="_ _5"></span>ujmuje <span class="_ _5"></span>przych<span class="_ _5"></span>ody <span class="_ _5"></span>w<span class="_ _5"></span> </div><div class="t m0 x1 h4 y2db ff3 fs1 fc0 sc0 ls0 ws0">oparciu o metody pomiaru oparte na nakładach<span class="_ _5"></span> (metoda udziału k<span class="_ _17"></span>osztów poniesionych do dnia ustalenia przychodów w </div><div class="t m0 x1 h4 y2dc ff3 fs1 fc0 sc0 ls0 ws0">całk<span class="_ _17"></span>owitych k<span class="_ _17"></span>osztach świadczenia). </div><div class="t m0 x1 h4 y2dd ff3 fs1 fc0 sc0 ls0 ws0">Dywidendy należy ujmować <span class="_ _17"></span>w<span class="_ _5"></span> momencie ustalenia pra<span class="_ _17"></span>w udz<span class="_ _5"></span>iałowców do i<span class="_ _17"></span>ch<span class="_ _5"></span> otrzymania. </div><div class="t m0 x1 h2b y18f ff2 fsa fc2 sc3 ls0 ws0">Przych<span class="_ _5"></span>o<span class="_ _5"></span>dy<span class="_ _5"></span> <span class="_ _5"></span>ﬁ<span class="_ _5"></span>nansowe<span class="_ _5"></span> <span class="_ _31"> </span> </div><div class="t m0 x1 h4 y2de ff3 fs1 fc0 sc0 ls0 ws0">Przychody i <span class="_ _5"></span>k<span class="_ _17"></span>oszty <span class="_ _5"></span>uzyskane ze <span class="_ _5"></span>sprzedaży instrumentów ﬁnan<span class="_ _5"></span>sowych wykazuje s<span class="_ _5"></span>ię w <span class="_ _5"></span>dacie <span class="_ _5"></span>wyłączenia zbywanego <span class="_ _5"></span>in-</div><div class="t m0 x1 h4 y2df ff3 fs1 fc0 sc0 ls0 ws0">strumentu ﬁnansowego z bilansu zgodnie z MSSF <span class="_ _17"></span>9<span class="_ _5"></span>. </div><div class="t m0 x1 h4 y2e0 ff3 fs1 fc0 sc0 ls0 ws0">Dywidendy należy ujmować <span class="_ _17"></span>w<span class="_ _5"></span> momencie ustalenia pra<span class="_ _17"></span>w udz<span class="_ _5"></span>iałowców do i<span class="_ _17"></span>ch<span class="_ _5"></span> otrzymania. Przychody z tytułu odsetek od </div><div class="t m0 x1 h4 y2e1 ff3 fs1 fc0 sc0 ls0 ws0">aktywów <span class="_ _32"></span>ﬁna<span class="_ _5"></span>nsowych <span class="_ _32"></span>(<span class="_ _5"></span>wyceni<span class="_ _17"></span>a<span class="_ _5"></span>nych <span class="_ _32"></span>odpowiednio: <span class="_ _2f"></span>w <span class="_ _2f"></span>zamortyzowan<span class="_ _17"></span>ym <span class="_ _2f"></span>k<span class="_ _17"></span>o<span class="_ _5"></span>szcie<span class="_ _17"></span>, <span class="_ _44"></span>w <span class="_ _2f"></span>wartości <span class="_ _2f"></span>godziwej <span class="_ _2f"></span>przez <span class="_ _32"></span>rachunek<span class="_ _5"></span> </div><div class="t m0 x1 h4 y2e2 ff3 fs1 fc0 sc0 ls0 ws0">zysk<span class="_ _17"></span>ów <span class="_ _5"></span>i <span class="_ _5"></span>strat <span class="_ _5"></span>lub <span class="_ _32"></span>w <span class="_ _5"></span>war<span class="_ _5"></span>tości <span class="_ _5"></span>g<span class="_ _5"></span>odziwej <span class="_ _5"></span>przez rachunek <span class="_ _5"></span>innych <span class="_ _5"></span>całko<span class="_ _17"></span>witych<span class="_ _5"></span> <span class="_ _5"></span>dochodów) <span class="_ _5"></span>ujmowane <span class="_ _5"></span>s<span class="_ _5"></span>ą <span class="_ _5"></span>w <span class="_ _5"></span>przychoda<span class="_ _5"></span>ch <span class="_ _5"></span>ﬁ-</div><div class="t m0 x1 h4 y2e3 ff3 fs1 fc0 sc0 ls0 ws0">nansowych. </div></div><div class="pi" ></div></div><div id="pf19" class="pf w0 h0" ><div class="pc pc19 w0 h0"><img class="bi x11 y14f wc h31" alt="" 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"/><div class="t m0 x1 h2 y1 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 ya8 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h3 y53 ff1 fs0 fc1 sc0 ls0 ws0">Jednostkowe sprawozdanie ﬁnansowe Dekpol S.A.<span class="ff2"> <span class="_ _14"> </span> <span class="_ _4f"> </span><span class="ff3 fc0">za okres od 01.01.2023 do 31.12.2023</span></span></div><div class="t m0 x3c h4 y54 ff3 fs1 fc0 sc0 ls0 ws0"> <span class="_ _3"></span> </div><div class="t m0 x35 hf y53 ff3 fs0 fc0 sc0 ls0 ws0"> (dane w tys.zł)</div><div class="t m0 x3d h4 y54 ff3 fs1 fc0 sc0 ls0 ws0"> <span class="_ _31"> </span> <span class="_ _57"> </span> </div><div class="t m0 x3e h3 y53 ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 xe h5 ya9 ff1 fs2 fc0 sc0 ls0 ws0">25</div><div class="t m0 x13 h16 y56 ff4 fs9 fc5 sc0 ls0 ws0">Wprowadzenie</div><div class="c x14 y57 wd h17"><div class="t m0 x0 h16 y58 ff4 fs9 fc5 sc0 ls0 ws0"> </div></div><div class="t m0 x15 h18 y59 ff1 fs9 fc6 sc0 ls0 ws0">Sprawozdanie  </div><div class="t m0 x15 h18 y5a ff1 fs9 fc6 sc0 ls0 ws0">z sytuacji </div><div class="t m0 x15 h18 y5b ff1 fs9 fc6 sc0 ls0 ws0">ﬁnansowej </div><div class="t m0 x16 h18 y5c ff1 fs9 fc6 sc0 ls0 ws0">Sprawozdanie  </div><div class="t m0 x16 h18 y5d ff1 fs9 fc6 sc0 ls0 ws0">z całkowitych  </div><div class="t m0 x16 h18 y5e ff1 fs9 fc6 sc0 ls0 ws0">dochodów </div><div class="t m0 x17 h18 y5f ff1 fs9 fc6 sc0 ls0 ws0">Sprawozdanie  </div><div class="t m0 x17 h18 y60 ff1 fs9 fc6 sc0 ls0 ws0">z przepływów </div><div class="t m0 x17 h18 y61 ff1 fs9 fc6 sc0 ls0 ws0">pieniężnych </div><div class="t m0 x18 h18 y5c ff1 fs9 fc6 sc0 ls0 ws0">Sprawozdanie  </div><div class="t m0 x18 h18 y5d ff1 fs9 fc6 sc0 ls0 ws0">ze zmian w kapitale </div><div class="t m0 x18 h18 y5e ff1 fs9 fc6 sc0 ls0 ws0">własnym </div><div class="t m0 x19 h18 y62 ff1 fs9 fc6 sc0 ls0 ws0">Dodatkowe  </div><div class="t m0 x19 h18 y63 ff1 fs9 fc6 sc0 ls0 ws0">noty  </div><div class="t m0 x19 h18 y64 ff1 fs9 fc6 sc0 ls0 ws0">objaśniające </div><div class="t m0 x1 h2b ycd ff2 fsa fc2 sc3 ls0 ws0">Koszty <span class="_ _44"></span> </div><div class="t m0 x1 h4 yce ff3 fs1 fc0 sc0 ls0 ws0">K<span class="_ _17"></span>o<span class="_ _5"></span>szty ujmowane <span class="_ _5"></span>są <span class="_ _5"></span>w <span class="_ _5"></span>ciężar <span class="_ _5"></span>wyniku w <span class="_ _5"></span>dacie <span class="_ _5"></span>ich p<span class="_ _5"></span>oniesienia, <span class="_ _5"></span>tzn. <span class="_ _5"></span>w <span class="_ _5"></span>dacie <span class="_ _5"></span>wyłączenia <span class="_ _5"></span>aktywów lub <span class="_ _5"></span>ujęcia <span class="_ _5"></span>zobowiązań, </div><div class="t m0 x1 h4 ycf ff3 fs1 fc0 sc0 ls0 ws0">którym odpowiadają. </div><div class="t m0 x1 h4 y2e4 ff3 fs1 fc0 sc0 ls0 ws0">K<span class="_ _17"></span>o<span class="_ _5"></span>szty świadczeń pr<span class="_ _17"></span>acowniczych ujmowane są w okresie<span class="_ _17"></span>, w którym pracownicy świ<span class="_ _2"></span>adczyli do<span class="_ _5"></span>tycz<span class="_ _17"></span>ą<span class="_ _5"></span>cą ich pracę </div><div class="t m0 x1 h2b y2e5 ff2 fsa fc2 sc3 ls0 ws0">Koszty <span class="_ _5"></span>ﬁnansowan<span class="_ _5"></span>i<span class="_ _5"></span>a ze<span class="_ _5"></span>wnęt<span class="_ _5"></span>rzne<span class="_ _5"></span>g<span class="_ _5"></span>o<span class="_ _5"></span> <span class="_ _53"> </span> </div><div class="t m0 x1 h4 y2e6 ff3 fs1 fc0 sc0 ls0 ws0">Ujmowane są <span class="_ _5"></span>jako k<span class="_ _17"></span>osz<span class="_ _5"></span>ty okresu, w<span class="_ _5"></span> którym <span class="_ _5"></span>je <span class="_ _5"></span>poniesion<span class="_ _5"></span>o<span class="_ _2"></span>, z <span class="_ _32"></span>wyjątkiem kosztów<span class="_ _7"></span>, <span class="_ _5"></span>które <span class="_ _5"></span>można <span class="_ _5"></span>bezpośrednio przyporząd-</div><div class="t m0 x1 h4 y2e7 ff3 fs1 fc0 sc0 ls0 ws0">k<span class="_ _17"></span>ować <span class="_ _32"></span>na<span class="_ _5"></span>byci<span class="_ _17"></span>u,<span class="_ _5"></span> <span class="_ _32"></span>budowie <span class="_ _32"></span>lub <span class="_ _2f"></span>wytworzeniu <span class="_ _5"></span>dostos<span class="_ _5"></span>owywanego <span class="_ _32"></span>składnika <span class="_ _5"></span>a<span class="_ _5"></span>ktywów<span class="_ _7"></span>. <span class="_ _32"></span>Należy<span class="_ _5"></span> <span class="_ _32"></span>je <span class="_ _32"></span>wówczas <span class="_ _32"></span>aktywować <span class="_ _32"></span>jak<span class="_ _17"></span>o </div><div class="t m0 x1 h4 y2e8 ff3 fs1 fc0 sc0 ls0 ws0">część cen<span class="_ _17"></span>y na<span class="_ _5"></span>bycia l<span class="_ _17"></span>ub kosztu wytworzenia tego składnik<span class="_ _17"></span>a aktywów<span class="_ _7"></span>.<span class="_ _5"></span> </div><div class="t m0 x1 h2b y2e9 ff2 fsa fc2 sc3 ls0 ws0">Zasady<span class="_ _5"></span> <span class="_ _5"></span>ro<span class="_ _5"></span>zl<span class="_ _5"></span>icza<span class="_ _5"></span>n<span class="_ _5"></span>ia um<span class="_ _5"></span>ów<span class="_ _5"></span> <span class="_ _5"></span>o bud<span class="_ _5"></span>o<span class="_ _5"></span>wę<span class="_ _53"> </span> </div><div class="t m0 x1 h4 y2d ff3 fs1 fc0 sc0 ls0 ws0">Dla realiz<span class="_ _2"></span>owanyc<span class="_ _17"></span>h<span class="_ _5"></span> um<span class="_ _2"></span>ów o <span class="_ _17"></span>b<span class="_ _5"></span>udowę niestano<span class="_ _17"></span>wiącą działalności <span class="_ _17"></span>d<span class="_ _5"></span>eweloperskiej, dl<span class="_ _17"></span>a<span class="_ _5"></span> których <span class="_ _17"></span>zo<span class="_ _5"></span>bowiązania <span class="_ _17"></span>do<span class="_ _5"></span> <span class="_ _2"></span>wyk<span class="_ _17"></span>onania </div><div class="t m0 x1 h4 y2ea ff3 fs1 fc0 sc0 ls0 ws0">świadczenia <span class="_ _32"></span>na <span class="_ _32"></span>rzecz <span class="_ _32"></span>Klienta <span class="_ _2f"></span>spełniane <span class="_ _2f"></span>są <span class="_ _32"></span>w <span class="_ _2f"></span>czasie <span class="_ _32"></span>Spółka <span class="_ _32"></span>ujmuje <span class="_ _32"></span>p<span class="_ _5"></span>rzychody <span class="_ _32"></span>w <span class="_ _2f"></span>miarę <span class="_ _32"></span>upływu <span class="_ _2f"></span>czasu, <span class="_ _32"></span>mierząc <span class="_ _32"></span>stopień<span class="_ _5"></span> </div><div class="t m0 x1 h4 y2eb ff3 fs1 fc0 sc0 ls0 ws0">całk<span class="_ _17"></span>owitego spełnienia tego zobowiązania do wyk<span class="_ _7"></span>onania świadczenia na podstawie z<span class="_ _17"></span>aawansowania prac<span class="_ _17"></span>.<span class="_ _5"></span> </div><div class="t m0 x1 h4 y2ec ff3 fs1 fc0 sc0 ls0 ws0">Zaawansowanie prac<span class="_ _2"></span>, jeśli jest to możliwe, ustalane jest na <span class="_ _5"></span>podstawi<span class="_ _17"></span>e<span class="_ _5"></span> udziału k<span class="_ _17"></span>o<span class="_ _5"></span>sztów poniesionych do k<span class="_ _17"></span>osztów budże-</div><div class="t m0 x1 h4 y2ed ff3 fs1 fc0 sc0 ls0 ws0">towan<span class="_ _17"></span>ych <span class="_ _5"></span>dla <span class="_ _5"></span>projektu. Do <span class="_ _5"></span>kosztów poniesionych nie <span class="_ _5"></span>uwzględnia się <span class="_ _5"></span>wartości materiałów <span class="_ _5"></span>przekaz<span class="_ _17"></span>anych <span class="_ _5"></span>na <span class="_ _5"></span>budowę, ale </div><div class="t m0 x1 h4 y2ee ff3 fs1 fc0 sc0 ls0 ws0">niewbudowan<span class="_ _2"></span>ych zgodnie z prz<span class="_ _17"></span>eznaczeniem. </div><div class="t m0 x1 h4 y2ef ff3 fs1 fc0 sc0 ls0 ws0">Marża rozpoz<span class="_ _17"></span>nawana jest na podstawie <span class="_ _17"></span>p<span class="_ _5"></span>orównania wartości <span class="_ _17"></span>kontr<span class="_ _2"></span>aktu do planowanych k<span class="_ _7"></span>os<span class="_ _5"></span>ztów (budżetu). </div><div class="t m0 x1 h4 y2f0 ff3 fs1 fc0 sc0 ls0 ws0">Łączną różnicę m<span class="_ _17"></span>ięd<span class="_ _5"></span>zy przychodami oszacowan<span class="_ _17"></span>ymi a przych<span class="_ _5"></span>odami z<span class="_ _17"></span>af<span class="_ _5"></span>akturowan<span class="_ _17"></span>ymi ujmu<span class="_ _5"></span>je się jak<span class="_ _17"></span>o należności z tytułu </div><div class="t m0 x1 h4 y2f1 ff3 fs1 fc0 sc0 ls0 ws0">umów o budowę (ró<span class="_ _17"></span>ż<span class="_ _5"></span>nica dodatnia) lub zobo<span class="_ _2"></span>wiązania z tytułu umó<span class="_ _17"></span>w<span class="_ _5"></span> o budowę (różnica ujem<span class="_ _17"></span>na<span class="_ _5"></span>). </div><div class="t m0 x1 h2b y2f2 ff2 fsa fc2 sc3 ls0 ws0">Roz<span class="_ _5"></span>liczanie <span class="_ _5"></span>kosztów dz<span class="_ _32"></span>iał<span class="_ _5"></span>alności <span class="_ _5"></span>d<span class="_ _5"></span>ewelo<span class="_ _5"></span>pe<span class="_ _5"></span>rskiej<span class="_ _14"> </span> </div><div class="t m0 x1 h4 y2f3 ff3 fs1 fc0 sc0 ls0 ws0">Do k<span class="_ _17"></span>osztu wytworzenia obiektów w <span class="_ _2"></span>ramach pro<span class="_ _17"></span>wa<span class="_ _5"></span>dzonej działalności dewelo<span class="_ _17"></span>pe<span class="_ _5"></span>rskiej, ujmuje się k<span class="_ _17"></span>oszty spełniające kry<span class="_ _17"></span>-</div><div class="t m0 x1 h4 y2f4 ff3 fs1 fc0 sc0 ls0 ws0">teria technicznego k<span class="_ _17"></span>osztu wytworzenia, obejmujące: </div><div class="t m0 x1 h4 y2f5 ff7 fs1 fc5 sc0 ls0 ws0"><span class="ff8"> <span class="_ _2e"> </span><span class="ff3 fc0">Bezpośrednie k<span class="_ _7"></span>o<span class="_ _5"></span>szty wytworz<span class="_ _17"></span>en<span class="_ _5"></span>ia, </span></span></div><div class="t m0 x1 h4 y2f6 ff7 fs1 fc5 sc0 ls0 ws0"><span class="ff8"> <span class="_ _2e"> </span><span class="ff3 fc0">Pośrednie k<span class="_ _17"></span>oszty związane w wytworz<span class="_ _17"></span>e<span class="_ _5"></span>niem obiektów<span class="_ _17"></span>, w szcz<span class="_ _17"></span>eg<span class="_ _5"></span>ólności: </span></span></div><div class="t m0 x3a h4 y2f7 ff9 fs1 fc0 sc0 ls0 ws0">o<span class="ff8"> <span class="_ _4f"> </span><span class="ff3">Koszty wydziałowe log<span class="_ _5"></span>istyki (p<span class="_ _5"></span>aliwo,<span class="_ _17"></span> <span class="_ _5"></span>utrzy<span class="_ _5"></span>manie samoch<span class="_ _5"></span>odów<span class="_ _7"></span>, <span class="_ _5"></span>zarządzanie <span class="_ _5"></span>logistyką, wynagrodzenia </span></span></div><div class="t m0 x43 h4 y2f8 ff3 fs1 fc0 sc0 ls0 ws0">kierowców <span class="_ _7"></span>w <span class="_ _17"></span>s<span class="_ _5"></span>ytuacji, <span class="_ _17"></span>gdy <span class="_ _17"></span>s<span class="_ _5"></span>amochod<span class="_ _5"></span>y <span class="_ _17"></span>wyk<span class="_ _17"></span>orzystywane <span class="_ _17"></span>są na <span class="_ _7"></span>różnych <span class="_ _17"></span>projektach) – <span class="_ _7"></span>rozliczane <span class="_ _17"></span>na<span class="_ _5"></span> <span class="_ _17"></span>pro-</div><div class="t m0 x43 h4 y2f9 ff3 fs1 fc0 sc0 ls0 ws0">jekty deweloperskie oraz g<span class="_ _5"></span>eneralne wyk<span class="_ _17"></span>on<span class="_ _5"></span>awstw<span class="_ _17"></span>o<span class="_ _5"></span> według klucza b<span class="_ _5"></span>ezpośrednich k<span class="_ _17"></span>osz<span class="_ _5"></span>tów wytworze-</div><div class="t m0 x43 h4 y2fa ff3 fs1 fc0 sc0 ls0 ws0">nia. </div><div class="t m0 x3a h4 y2fb ff9 fs1 fc0 sc0 ls0 ws0">o<span class="ff8"> <span class="_ _4f"> </span><span class="ff3">Koszty <span class="_ _2f"></span>działu <span class="_ _2f"></span>zaopatrzenia <span class="_ _2f"></span>generalnego <span class="_ _2f"></span>wyk<span class="_ _17"></span>onawstwa <span class="_ _2f"></span>i <span class="_ _2f"></span>dzia<span class="_ _5"></span>łalności <span class="_ _2f"></span>deweloperskiej <span class="_ _2f"></span>- <span class="_ _2f"></span>rozlicz<span class="_ _2"></span>ane <span class="_ _44"></span>na </span></span></div><div class="t m0 x43 h4 y2fc ff3 fs1 fc0 sc0 ls0 ws0">projekty deweloperskie oraz generalne wyk<span class="_ _17"></span>onawstwo według klucz<span class="_ _17"></span>a<span class="_ _5"></span> bezpośrednich ko<span class="_ _2"></span>sztów wytwo-</div><div class="t m0 x43 h4 y2fd ff3 fs1 fc0 sc0 ls0 ws0">rzenia. </div><div class="t m0 x1 h4 y2fe ff3 fs1 fc0 sc0 ls0 ws0">Spółka wyodrębnia urządzenia k<span class="_ _17"></span>sięgowe <span class="_ _5"></span>(k<span class="_ _17"></span>on<span class="_ _5"></span>ta) dla każdego projektu deweloperskiego (Zlecenie<span class="_ _5"></span>). Kryterium wyodręb-</div><div class="t m0 x1 h4 y2ff ff3 fs1 fc0 sc0 ls0 ws0">nienia Zlecenia jest przewidywan<span class="_ _17"></span>y czas uk<span class="_ _17"></span>ończenia budowy wszystki<span class="_ _2"></span>ch obiektów (budynk<span class="_ _17"></span>ów i budowli) objętych dan<span class="_ _17"></span>ym<span class="_ _5"></span> </div><div class="t m0 x1 h4 y300 ff3 fs1 fc0 sc0 ls0 ws0">zleceniem oraz <span class="_ _17"></span>podo<span class="_ _5"></span>bieństwo <span class="_ _17"></span>ob<span class="_ _5"></span>iektów <span class="_ _17"></span>o<span class="_ _5"></span>bjętych Zl<span class="_ _17"></span>ece<span class="_ _5"></span>niem. W <span class="_ _17"></span>ramach jednego zlecenia nie <span class="_ _2"></span>należy uj<span class="_ _2"></span>mować nakładów </div><div class="t m0 x1 h4 y301 ff3 fs1 fc0 sc0 ls0 ws0">na <span class="_ _2f"></span>wytworzenie <span class="_ _32"></span>ob<span class="_ _5"></span>iektów<span class="_ _7"></span>, <span class="_ _2f"></span>których <span class="_ _2f"></span>planowane <span class="_ _2f"></span>uk<span class="_ _17"></span>ończenie <span class="_ _2f"></span>używania <span class="_ _2f"></span>różni <span class="_ _32"></span>się <span class="_ _2f"></span>o <span class="_ _2f"></span>więce<span class="_ _5"></span>j <span class="_ _32"></span>niż <span class="_ _2f"></span>6 <span class="_ _2f"></span>miesięcy <span class="_ _2f"></span>(tj. <span class="_ _2f"></span>najwcześniej </div><div class="t m0 x1 h4 y302 ff3 fs1 fc0 sc0 ls0 ws0">uk<span class="_ _17"></span>ończony <span class="_ _5"></span>w <span class="_ _2f"></span>ramach <span class="_ _2f"></span>zlecenia <span class="_ _2f"></span>obiekt <span class="_ _32"></span>zostanie <span class="_ _2f"></span>uk<span class="_ _17"></span>oń<span class="_ _5"></span>cz<span class="_ _17"></span>o<span class="_ _5"></span>ny <span class="_ _5"></span>wcześniej <span class="_ _32"></span>niż <span class="_ _2f"></span>6 <span class="_ _2f"></span>miesięcy <span class="_ _32"></span>przed <span class="_ _2f"></span>ostatnim <span class="_ _32"></span>ukończon<span class="_ _17"></span>ym <span class="_ _32"></span>w<span class="_ _5"></span> <span class="_ _32"></span>ra-</div><div class="t m0 x1 h4 y303 ff3 fs1 fc0 sc0 ls0 ws0">mach <span class="_ _32"></span>zlece<span class="_ _5"></span>nia <span class="_ _32"></span>obiektem). <span class="_ _32"></span>W <span class="_ _2f"></span>ramach <span class="_ _32"></span>jednego <span class="_ _2f"></span>zlecenia <span class="_ _32"></span>nie <span class="_ _32"></span>na<span class="_ _5"></span>leży <span class="_ _5"></span>ujmować <span class="_ _32"></span>o<span class="_ _5"></span>biektów<span class="_ _7"></span>, <span class="_ _2f"></span>dla <span class="_ _2f"></span>których <span class="_ _32"></span>przewidywan<span class="_ _2"></span>y <span class="_ _32"></span>k<span class="_ _17"></span>os<span class="_ _5"></span>zt </div><div class="t m0 x1 h4 y304 ff3 fs1 fc0 sc0 ls0 ws0">wytworzenia <span class="_ _2"></span>PU (powi<span class="_ _17"></span>e<span class="_ _5"></span>rzchni <span class="_ _17"></span>użytko<span class="_ _17"></span>wej lokalu) ró<span class="_ _17"></span>żn<span class="_ _5"></span>i si<span class="_ _17"></span>ę bardziej niż <span class="_ _17"></span>o 20%. Po <span class="_ _17"></span>ukończ<span class="_ _17"></span>e<span class="_ _5"></span>niu zlecenia, k<span class="_ _7"></span>o<span class="_ _5"></span>szty są <span class="_ _17"></span>rozliczane </div><div class="t m0 x1 h4 y273 ff3 fs1 fc0 sc0 ls0 ws0">na metr kwadrato<span class="_ _2"></span>wy PU według następującego algorytmu: </div><div class="t m0 x1 h4 y305 ff7 fs1 fc5 sc0 ls0 ws0"><span class="ff8"> <span class="_ _2e"> </span><span class="ff3 fc0">TKW 1m2 PU = [(PKZR) – (POPS)*(CPOPS)]/(PUO) </span></span></div><div class="t m0 x1 h4 y306 ff7 fs1 fc5 sc0 ls0 ws0"><span class="ff8"> <span class="_ _2e"> </span><span class="ff3 fc0">Gdzie: </span></span></div><div class="t m0 x3a h4 y12d ff9 fs1 fc0 sc0 ls0 ws0">o<span class="ff8"> <span class="_ _4f"> </span><span class="ff3">TKW – techniczny k<span class="_ _17"></span>oszt wytworzenia </span></span></div><div class="t m0 x3a h4 y307 ff9 fs1 fc0 sc0 ls0 ws0">o<span class="ff8"> <span class="_ _4f"> </span><span class="ff3">PKZR – ponie<span class="_ _5"></span>sione k<span class="_ _17"></span>oszty zlecenia razem<span class="_ _2"></span> </span></span></div><div class="t m0 x3a h4 y308 ff9 fs1 fc0 sc0 ls0 ws0">o<span class="ff8"> <span class="_ _4f"> </span><span class="ff3">POPS – powierzchnia obiektów pomocniczych podlegającyc<span class="_ _17"></span>h<span class="_ _5"></span> sprzedaży (gar<span class="_ _17"></span>a<span class="_ _5"></span>że<span class="_ _2"></span>, piwnice) </span></span></div></div><div class="pi" ></div></div><div id="pf1a" class="pf w0 h0" ><div class="pc pc1a w0 h0"><img class="bi x11 y14f wc h31" alt="" 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"/><div class="t m0 x1 h2 y1 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 ya8 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h3 y53 ff1 fs0 fc1 sc0 ls0 ws0">Jednostkowe sprawozdanie ﬁnansowe Dekpol S.A.<span class="ff2"> <span class="_ _14"> </span> <span class="_ _4f"> </span><span class="ff3 fc0">za okres od 01.01.2023 do 31.12.2023</span></span></div><div class="t m0 x3c h4 y54 ff3 fs1 fc0 sc0 ls0 ws0"> <span class="_ _3"></span> </div><div class="t m0 x35 hf y53 ff3 fs0 fc0 sc0 ls0 ws0"> (dane w tys.zł)</div><div class="t m0 x3d h4 y54 ff3 fs1 fc0 sc0 ls0 ws0"> <span class="_ _31"> </span> <span class="_ _57"> </span> </div><div class="t m0 x3e h3 y53 ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 xe h5 ya9 ff1 fs2 fc0 sc0 ls0 ws0">26</div><div class="t m0 x13 h16 y56 ff4 fs9 fc5 sc0 ls0 ws0">Wprowadzenie</div><div class="c x14 y57 wd h17"><div class="t m0 x0 h16 y58 ff4 fs9 fc5 sc0 ls0 ws0"> </div></div><div class="t m0 x15 h18 y59 ff1 fs9 fc6 sc0 ls0 ws0">Sprawozdanie  </div><div class="t m0 x15 h18 y5a ff1 fs9 fc6 sc0 ls0 ws0">z sytuacji </div><div class="t m0 x15 h18 y5b ff1 fs9 fc6 sc0 ls0 ws0">ﬁnansowej </div><div class="t m0 x16 h18 y5c ff1 fs9 fc6 sc0 ls0 ws0">Sprawozdanie  </div><div class="t m0 x16 h18 y5d ff1 fs9 fc6 sc0 ls0 ws0">z całkowitych  </div><div class="t m0 x16 h18 y5e ff1 fs9 fc6 sc0 ls0 ws0">dochodów </div><div class="t m0 x17 h18 y5f ff1 fs9 fc6 sc0 ls0 ws0">Sprawozdanie  </div><div class="t m0 x17 h18 y60 ff1 fs9 fc6 sc0 ls0 ws0">z przepływów </div><div class="t m0 x17 h18 y61 ff1 fs9 fc6 sc0 ls0 ws0">pieniężnych </div><div class="t m0 x18 h18 y5c ff1 fs9 fc6 sc0 ls0 ws0">Sprawozdanie  </div><div class="t m0 x18 h18 y5d ff1 fs9 fc6 sc0 ls0 ws0">ze zmian w kapitale </div><div class="t m0 x18 h18 y5e ff1 fs9 fc6 sc0 ls0 ws0">własnym </div><div class="t m0 x19 h18 y62 ff1 fs9 fc6 sc0 ls0 ws0">Dodatkowe  </div><div class="t m0 x19 h18 y63 ff1 fs9 fc6 sc0 ls0 ws0">noty  </div><div class="t m0 x19 h18 y64 ff1 fs9 fc6 sc0 ls0 ws0">objaśniające </div><div class="t m0 x3a h4 yf2 ff9 fs1 fc0 sc0 ls0 ws0">o<span class="ff8"> <span class="_ _4f"> </span><span class="ff3">CPOPS – oczekiwana cena sprzedaży metr<span class="_ _17"></span>a<span class="_ _5"></span> kwadrato<span class="_ _17"></span>weg<span class="_ _5"></span>o obiektów pomocniczych </span></span></div><div class="t m0 x3a h4 y23d ff9 fs1 fc0 sc0 ls0 ws0">o<span class="ff8"> <span class="_ _4f"> </span><span class="ff3">PUO – powierzchnia użytk<span class="_ _7"></span>owa<span class="_ _5"></span> lokali ogółem </span></span></div><div class="t m0 x1 h4 y150 ff3 fs1 fc0 sc0 ls0 ws0">Powyż<span class="_ _2"></span>szy <span class="_ _32"></span>algo<span class="_ _5"></span>rytm <span class="_ _32"></span>zakłada, <span class="_ _2f"></span>że <span class="_ _2f"></span>powierzc<span class="_ _17"></span>h<span class="_ _5"></span>nie <span class="_ _32"></span>p<span class="_ _5"></span>omocnicze <span class="_ _32"></span>podlegają <span class="_ _2f"></span>wycenie <span class="_ _32"></span>według <span class="_ _2f"></span>spodziewanyc<span class="_ _17"></span>h<span class="_ _5"></span> <span class="_ _32"></span>przychodów <span class="_ _2f"></span>ze </div><div class="t m0 x1 h4 y151 ff3 fs1 fc0 sc0 ls0 ws0">sprzedaży<span class="_ _7"></span>, <span class="_ _32"></span>ana<span class="_ _5"></span>logicznie <span class="_ _5"></span>jak <span class="_ _2f"></span>produk<span class="_ _17"></span>cja <span class="_ _32"></span>pomocnicza. <span class="_ _32"></span>Koszty <span class="_ _5"></span>obie<span class="_ _5"></span>któw <span class="_ _5"></span>wspólnych <span class="_ _32"></span>rozlicz<span class="_ _17"></span>a<span class="_ _5"></span>ne <span class="_ _32"></span>są <span class="_ _32"></span>proporcjonalnie <span class="_ _32"></span>n<span class="_ _5"></span>a <span class="_ _32"></span>metr </div><div class="t m0 x1 h4 y2b7 ff3 fs1 fc0 sc0 ls0 ws0">kwadratowy P<span class="_ _17"></span>U. </div><div class="t m0 x1 h4 y240 ff3 fs1 fc0 sc0 ls0 ws0">W przypadku, <span class="_ _17"></span>gdy<span class="_ _5"></span> dane w ramach danego zlecenia obie<span class="_ _5"></span>kt z<span class="_ _2"></span>ostał uk<span class="_ _17"></span>ończony i podlega sprzedaży lub oddaniu do używa<span class="_ _17"></span>-</div><div class="t m0 x1 h4 y153 ff3 fs1 fc0 sc0 ls0 ws0">nia <span class="_ _17"></span>przed <span class="_ _17"></span>uk<span class="_ _17"></span>o<span class="_ _5"></span>ńczeniem <span class="_ _7"></span>innych <span class="_ _17"></span>obiektów <span class="_ _17"></span>(o <span class="_ _2"></span>ile <span class="_ _17"></span>inne <span class="_ _17"></span>ob<span class="_ _5"></span>iekty <span class="_ _17"></span>planowane <span class="_ _17"></span>są <span class="_ _17"></span>do<span class="_ _5"></span> <span class="_ _17"></span>uk<span class="_ _17"></span>oń<span class="_ _5"></span>cz<span class="_ _17"></span>en<span class="_ _5"></span>ia <span class="_ _17"></span>nie <span class="_ _17"></span>później <span class="_ _17"></span>niż w <span class="_ _7"></span>ciągu 6<span class="_ _17"></span> m<span class="_ _2"></span>iesięcy </div><div class="t m0 x1 h4 y264 ff3 fs1 fc0 sc0 ls0 ws0">od uk<span class="_ _7"></span>oń<span class="_ _5"></span>czenia <span class="_ _17"></span>pierwszego <span class="_ _17"></span>o<span class="_ _5"></span>biektu <span class="_ _17"></span>w<span class="_ _5"></span> r<span class="_ _17"></span>amach zlecenia), wó<span class="_ _2"></span>wczas <span class="_ _17"></span>koszty<span class="_ _17"></span> rozlicz<span class="_ _17"></span>an<span class="_ _5"></span>e są <span class="_ _17"></span>na metr <span class="_ _17"></span>kwadratowy PU <span class="_ _17"></span>ukończo-</div><div class="t m0 x1 h4 y2b8 ff3 fs1 fc0 sc0 ls0 ws0">nego obiektu według następującego algorytmu: </div><div class="t m0 x1 h4 y2b9 ff7 fs1 fc5 sc0 ls0 ws0"><span class="ff8"> <span class="_ _2e"> </span><span class="ff3 fc0">FTKW 1m2 PU = [(PKZR) + (FKZR) – (POPS)*(CPOPS)]/(PUO) </span></span></div><div class="t m0 x1 h4 y157 ff7 fs1 fc5 sc0 ls0 ws0"><span class="ff8"> <span class="_ _2e"> </span><span class="ff3 fc0">Gdzie: </span></span></div><div class="t m0 x3a h4 y2c3 ff9 fs1 fc0 sc0 ls0 ws0">o<span class="ff8"> <span class="_ _4f"> </span><span class="ff3">TKW – szacowany techniczn<span class="_ _17"></span>y koszty wy<span class="_ _2"></span>tworzenia </span></span></div><div class="t m0 x3a h4 y159 ff9 fs1 fc0 sc0 ls0 ws0">o<span class="ff8"> <span class="_ _4f"> </span><span class="ff3">FKZR – Szacowane przyszłe k<span class="_ _17"></span>oszty niezbędne do uk<span class="_ _17"></span>ończenia zlecenia </span></span></div><div class="t m0 x1 h4 y2c6 ff3 fs1 fc0 sc0 ls0 ws0">Po <span class="_ _17"></span>uk<span class="_ _17"></span>o<span class="_ _5"></span>ńczeniu <span class="_ _17"></span>zlecenia <span class="_ _17"></span>(nie dal<span class="_ _17"></span>e<span class="_ _5"></span>j <span class="_ _17"></span>niż <span class="_ _17"></span>w<span class="_ _5"></span> <span class="_ _17"></span>ciągu 6 <span class="_ _17"></span>miesięcy) <span class="_ _17"></span>k<span class="_ _17"></span>osz<span class="_ _5"></span>ty <span class="_ _17"></span>ustalan<span class="_ _5"></span>e <span class="_ _17"></span>są ostatecznie <span class="_ _7"></span>i <span class="_ _17"></span>FTKW jest <span class="_ _17"></span>k<span class="_ _17"></span>orygowany <span class="_ _17"></span>do <span class="_ _17"></span>TKW<span class="_ _7"></span>. </div><div class="t m0 x1 h4 y15b ff3 fs1 fc0 sc0 ls0 ws0">W <span class="_ _17"></span>p<span class="_ _5"></span>rzypadku, <span class="_ _17"></span>gdy pierwotne <span class="_ _2"></span>założenie<span class="_ _17"></span>, ż<span class="_ _17"></span>e<span class="_ _5"></span> <span class="_ _17"></span>wszys<span class="_ _5"></span>tkie <span class="_ _17"></span>ob<span class="_ _5"></span>iekty w <span class="_ _17"></span>ramach zlecenia <span class="_ _17"></span>zostaną zak<span class="_ _7"></span>o<span class="_ _5"></span>ńczone <span class="_ _17"></span>w ciągu <span class="_ _17"></span>6 miesięcy </div><div class="t m0 x1 h4 y15c ff3 fs1 fc0 sc0 ls0 ws0">a <span class="_ _2f"></span>wartość <span class="_ _2f"></span>k<span class="_ _17"></span>osztu<span class="_ _5"></span> <span class="_ _2f"></span>wytworzenia <span class="_ _2f"></span>1 <span class="_ _2f"></span>m2 <span class="_ _2f"></span>PU<span class="_ _5"></span> <span class="_ _32"></span>rea<span class="_ _5"></span>lizo<span class="_ _17"></span>wanych <span class="_ _2f"></span>obiektów <span class="_ _2f"></span>nie<span class="_ _5"></span> <span class="_ _32"></span>b<span class="_ _5"></span>ędzie <span class="_ _2f"></span>się <span class="_ _2f"></span>różnić <span class="_ _32"></span>b<span class="_ _5"></span>ardziej <span class="_ _2f"></span>niż <span class="_ _2f"></span>o <span class="_ _2f"></span>2<span class="_ _5"></span>0% <span class="_ _2f"></span>nie <span class="_ _2f"></span>zn<span class="_ _5"></span>ajdzie </div><div class="t m0 x1 h4 y309 ff3 fs1 fc0 sc0 ls0 ws0">potwierdzenia, <span class="_ _32"></span>spółka <span class="_ _32"></span>rozdziela <span class="_ _32"></span>zlecenia <span class="_ _2f"></span>zgodnie <span class="_ _2f"></span>z <span class="_ _32"></span>o<span class="_ _5"></span>bowiązuj<span class="_ _17"></span>ą<span class="_ _5"></span>cymi <span class="_ _32"></span>kryteriami <span class="_ _2f"></span>i <span class="_ _2f"></span>wszystkie <span class="_ _2f"></span>wcześniej <span class="_ _2f"></span>poniesione <span class="_ _2f"></span>w <span class="_ _2f"></span>ra<span class="_ _17"></span>-</div><div class="t m0 x1 h4 y30a ff3 fs1 fc0 sc0 ls0 ws0">mach zlecenia k<span class="_ _17"></span>osz<span class="_ _5"></span>ty podlegają ponownej dekret<span class="_ _2"></span>acji w podziale na nowe zlecenia. </div><div class="t m0 x1 h4 y84 ff3 fs1 fc0 sc0 ls0 ws0">Jeżeli spółk<span class="_ _17"></span>a<span class="_ _5"></span> pon<span class="_ _5"></span>osi istotne nakłady n<span class="_ _5"></span>a części wspólne d<span class="_ _5"></span>otyczące wielu z<span class="_ _5"></span>leceń, nakład<span class="_ _5"></span>y te po<span class="_ _5"></span>dlegają podziałowi na z<span class="_ _5"></span>le-</div><div class="t m0 x1 h4 y30b ff3 fs1 fc0 sc0 ls0 ws0">cenia pr<span class="_ _2"></span>oporcjonalnie do <span class="_ _17"></span>PU, przy <span class="_ _17"></span>czym rozlicz<span class="_ _17"></span>en<span class="_ _5"></span>ia dok<span class="_ _17"></span>onuje się <span class="_ _17"></span>wyłącznie w odniesieniu do <span class="_ _17"></span>zleceń otwartych lub <span class="_ _17"></span>plan<span class="_ _5"></span>o-</div><div class="t m0 x1 h4 y30c ff3 fs1 fc0 sc0 ls0 ws0">wanych do otwarcia w <span class="_ _17"></span>cią<span class="_ _5"></span>gu 12 miesięcy od dnia poniesienia ty<span class="_ _17"></span>ch<span class="_ _5"></span> nakładów<span class="_ _17"></span>. </div><div class="t m0 x1 h2b y30d ff2 fsa fc2 sc3 ls0 ws0">Segm<span class="_ _5"></span>en<span class="_ _5"></span>ty<span class="_ _44"></span> </div><div class="t m0 x1 h4 y246 ff3 fs1 fc0 sc0 ls0 ws0">Kierownictwo Spółki <span class="_ _5"></span>- <span class="_ _32"></span>zdecydowało o <span class="_ _5"></span>zorganizowaniu jej <span class="_ _5"></span>w <span class="_ _32"></span>oparciu <span class="_ _5"></span>o <span class="_ _5"></span>kryterium <span class="_ _5"></span>zróżnicowanych <span class="_ _5"></span>produktów <span class="_ _5"></span>i us<span class="_ _5"></span>ług. <span class="_ _5"></span>Nie </div><div class="t m0 x1 h4 y247 ff3 fs1 fc0 sc0 ls0 ws0">wyodrębnia <span class="_ _32"></span>się <span class="_ _5"></span>seg<span class="_ _5"></span>mentu, <span class="_ _5"></span>jeżeli <span class="_ _5"></span>przychod<span class="_ _5"></span>y <span class="_ _5"></span>lub <span class="_ _32"></span>zyski/str<span class="_ _17"></span>aty <span class="_ _32"></span>lub<span class="_ _5"></span> <span class="_ _32"></span>aktywa <span class="_ _32"></span>segmentu <span class="_ _32"></span>stanowią <span class="_ _32"></span>mniej <span class="_ _32"></span>niż <span class="_ _32"></span>10% <span class="_ _32"></span>odpowiednio </div><div class="t m0 x1 h4 y163 ff3 fs1 fc0 sc0 ls0 ws0">przychodów<span class="_ _17"></span>, <span class="_ _2f"></span>zysk<span class="_ _17"></span>ów/<span class="_ _17"></span>s<span class="_ _5"></span>trat <span class="_ _32"></span>lub <span class="_ _44"></span>aktywów <span class="_ _32"></span>wszystkich <span class="_ _2f"></span>segmentów<span class="_ _17"></span>, <span class="_ _2f"></span>przy <span class="_ _2f"></span>czy<span class="_ _5"></span>m <span class="_ _2f"></span>w <span class="_ _2f"></span>podziale <span class="_ _2f"></span>na<span class="_ _5"></span> <span class="_ _2f"></span>segmenty <span class="_ _2f"></span>prezentuje <span class="_ _32"></span>się <span class="_ _2f"></span>co </div><div class="t m0 x1 h4 y164 ff3 fs1 fc0 sc0 ls0 ws0">najmniej 75% jednostk<span class="_ _17"></span>owych przychodów<span class="_ _17"></span>, zysk<span class="_ _17"></span>ów i aktywó<span class="_ _2"></span>w z MSSF 8 „Segmenty operacyjne”<span class="_ _7"></span>.  </div><div class="t m0 x1 h4 y18a ff3 fs1 fc0 sc0 ls0 ws0">Podział na<span class="_ _5"></span> seg<span class="_ _5"></span>menty od<span class="_ _5"></span>powiada pod<span class="_ _5"></span>ziałowi na <span class="_ _5"></span>podobne <span class="_ _5"></span>produkty lub <span class="_ _5"></span>usługi. <span class="_ _5"></span>W związ<span class="_ _5"></span>ku z r<span class="_ _5"></span>eorganizacją Grupy Dekpol <span class="_ _5"></span>i </div><div class="t m0 x1 h4 y18b ff3 fs1 fc0 sc0 ls0 ws0">wydzieleniem <span class="_ _32"></span>segmentów <span class="_ _32"></span>do <span class="_ _32"></span>os<span class="_ _5"></span>obnych <span class="_ _5"></span>pod<span class="_ _5"></span>miotów <span class="_ _5"></span>pełna<span class="_ _5"></span> <span class="_ _32"></span>informacja <span class="_ _32"></span>na <span class="_ _32"></span>temat<span class="_ _5"></span> <span class="_ _32"></span>segmentów <span class="_ _32"></span>działalności <span class="_ _32"></span>prezentowana </div><div class="t m0 x1 h4 y167 ff3 fs1 fc0 sc0 ls0 ws0">jest w sk<span class="_ _17"></span>onsolidowanym spr<span class="_ _17"></span>awozdaniu ﬁnansowym<span class="_ _2"></span> Grupy Dekpol.  </div><div class="t m0 x1 h2b y30e ff2 fsa fc2 sc3 ls0 ws0">Ujaw<span class="_ _5"></span>nieni<span class="_ _5"></span>a <span class="_ _5"></span>d<span class="_ _5"></span>otycząc<span class="_ _5"></span>e <span class="_ _5"></span>wa<span class="_ _32"></span>rtoś<span class="_ _5"></span>ci <span class="_ _5"></span>g<span class="_ _5"></span>odz<span class="_ _5"></span>i<span class="_ _5"></span>wej <span class="_ _5"></span>akty<span class="_ _32"></span>wó<span class="_ _5"></span>w <span class="_ _32"></span>i<span class="_ _5"></span> zo<span class="_ _5"></span>bowiąz<span class="_ _5"></span>ań<span class="_ _f"> </span> <span class="_ _5"></span> </div><div class="t m0 x11 h4 y28e ff3 fs1 fc0 sc0 ls0 ws0">Spółka <span class="_ _17"></span>wycenia <span class="_ _17"></span>w <span class="_ _17"></span>wa<span class="_ _5"></span>rtości <span class="_ _17"></span>godziwej <span class="_ _17"></span>wyłącznie in<span class="_ _17"></span>westycje <span class="_ _17"></span>w nieruchomości <span class="_ _17"></span>oraz <span class="_ _17"></span>instrumenty <span class="_ _17"></span>pochod<span class="_ _5"></span>ne. <span class="_ _7"></span>Stosowane <span class="_ _17"></span>wy-</div><div class="t m0 x11 h4 y1ed ff3 fs1 fc0 sc0 ls0 ws0">ceny z<span class="_ _2"></span>amieszczane są <span class="_ _5"></span>w spra<span class="_ _17"></span>wozdaniach ﬁnansowych, przy czym wycen<span class="_ _5"></span>a nieruchomości inwestycyj<span class="_ _17"></span>nych jes<span class="_ _5"></span>t dok<span class="_ _2"></span>ony<span class="_ _17"></span>-</div><div class="t m0 x11 h4 y1ee ff3 fs1 fc0 sc0 ls0 ws0">wana, stosowanie do polityki rachunk<span class="_ _17"></span>owości, r<span class="_ _17"></span>az do<span class="_ _5"></span> roku.<span class="_ _17"></span>  </div><div class="t m0 x11 h4 y1a3 ff3 fs1 fc0 sc0 ls0 ws0">Przyjęte <span class="_ _17"></span>metod<span class="_ _5"></span>y <span class="_ _17"></span>os<span class="_ _5"></span>zacowania <span class="_ _17"></span>wartoś<span class="_ _5"></span>ci <span class="_ _17"></span>godziwe<span class="_ _5"></span>j <span class="_ _17"></span>ujawniane są <span class="_ _17"></span>w dodatk<span class="_ _17"></span>owej <span class="_ _17"></span>n<span class="_ _5"></span>ocie objaśnia<span class="_ _17"></span>ją<span class="_ _5"></span>cej. <span class="_ _17"></span> Nieruchomości <span class="_ _17"></span>wyce-</div><div class="t m0 x11 h4 y1a4 ff3 fs1 fc0 sc0 ls0 ws0">niane są <span class="_ _17"></span>z zastosowaniem <span class="_ _17"></span>metod z <span class="_ _17"></span>poziomu 3 <span class="_ _17"></span>hie<span class="_ _5"></span>rarchii<span class="_ _17"></span> wartości godziwej <span class="_ _17"></span>(metody poró<span class="_ _17"></span>wnawcze, <span class="_ _7"></span>p<span class="_ _5"></span>ozostałościowe <span class="_ _17"></span>itp.). </div><div class="t m0 x11 h4 y1a5 ff3 fs1 fc0 sc0 ls0 ws0">Instrumenty <span class="_ _17"></span>pochodne<span class="_ _5"></span> <span class="_ _17"></span>wyceniane<span class="_ _5"></span> <span class="_ _17"></span>są z <span class="_ _7"></span>zastosowaniem <span class="_ _17"></span>wyceny <span class="_ _17"></span>do <span class="_ _17"></span>war<span class="_ _5"></span>tości <span class="_ _17"></span>godziwej przygotowanej <span class="_ _17"></span>przez <span class="_ _7"></span>p<span class="_ _5"></span>rofesjonalny<span class="_ _17"></span> </div><div class="t m0 x11 h4 y1a6 ff3 fs1 fc0 sc0 ls0 ws0">podmiot z zastosowaniem metod z 2 <span class="_ _17"></span>p<span class="_ _5"></span>oziomu hier<span class="_ _2"></span>archii wartości godziwej.  </div><div class="t m0 x11 h4 y285 ff3 fs1 fc0 sc0 ls0 ws0">W <span class="_ _17"></span>okresie <span class="_ _17"></span>ob<span class="_ _5"></span>jętym <span class="_ _17"></span>historycznymi <span class="_ _17"></span>danymi <span class="_ _17"></span>ﬁnan<span class="_ _5"></span>sowymi <span class="_ _7"></span>nie<span class="_ _5"></span> <span class="_ _17"></span>wystąpiły <span class="_ _17"></span>p<span class="_ _5"></span>rzeniesienia <span class="_ _17"></span>między po<span class="_ _17"></span>ziomem 1 <span class="_ _17"></span>a <span class="_ _17"></span>2<span class="_ _5"></span> <span class="_ _17"></span>hierarchii <span class="_ _17"></span>war<span class="_ _17"></span>-</div><div class="t m0 x11 h4 y30f ff3 fs1 fc0 sc0 ls0 ws0">tości godziwej.  </div><div class="t m0 x11 h4 y310 ff3 fs1 fc0 sc0 ls0 ws0">Ze <span class="_ _17"></span>względu na charakter <span class="_ _17"></span>a<span class="_ _5"></span>ktywów <span class="_ _17"></span>i zobowiązań <span class="_ _17"></span>ﬁn<span class="_ _5"></span>ansowyc<span class="_ _17"></span>h<span class="_ _5"></span> Spółk<span class="_ _17"></span>a<span class="_ _5"></span> nie <span class="_ _17"></span>iden<span class="_ _5"></span>tyﬁkuje <span class="_ _17"></span>przesłanek, dla który<span class="_ _17"></span>ch miałaby wy<span class="_ _17"></span>-</div><div class="t m0 x11 h4 y311 ff3 fs1 fc0 sc0 ls0 ws0">stępować <span class="_ _5"></span>istotna <span class="_ _5"></span>różnica <span class="_ _5"></span>między ich <span class="_ _5"></span>wa<span class="_ _5"></span>rtością <span class="_ _5"></span>bilansową <span class="_ _5"></span>a <span class="_ _5"></span>wa<span class="_ _5"></span>rtością god<span class="_ _5"></span>ziwą. <span class="_ _5"></span>W <span class="_ _5"></span>szczególności istotne<span class="_ _5"></span> <span class="_ _5"></span>zobowiąz<span class="_ _17"></span>an<span class="_ _5"></span>ia </div><div class="t m0 x11 h4 y312 ff3 fs1 fc0 sc0 ls0 ws0">ﬁnansowe oprocentowane są <span class="_ _17"></span>na<span class="_ _5"></span> zasadach rynk<span class="_ _7"></span>owych, z zastosowaniem zmiennej stopy procentow<span class="_ _17"></span>e<span class="_ _5"></span>j. W z<span class="_ _17"></span>akres<span class="_ _5"></span>ie akty<span class="_ _17"></span>-</div><div class="t m0 x11 h4 y2c1 ff3 fs1 fc0 sc0 ls0 ws0">wów <span class="_ _17"></span>ﬁn<span class="_ _5"></span>ansowych wy<span class="_ _2"></span>stępują g<span class="_ _17"></span>łównie należności wy<span class="_ _17"></span>mag<span class="_ _5"></span>alne w <span class="_ _17"></span>terminie do 1 <span class="_ _17"></span>roku or<span class="_ _17"></span>az<span class="_ _5"></span> śr<span class="_ _17"></span>o<span class="_ _5"></span>dki <span class="_ _17"></span>pieniężne. Spółk<span class="_ _17"></span>a nie przy<span class="_ _17"></span>-</div><div class="t m0 x11 h4 y1ae ff3 fs1 fc0 sc0 ls0 ws0">gotowuje wycen wartości godziwej akty<span class="_ _2"></span>wów i zobowiązań ﬁ<span class="_ _17"></span>na<span class="_ _5"></span>nsowych dla celów <span class="_ _2"></span>zarządczych.  </div></div><div class="pi" ></div></div><div id="pf1b" class="pf w0 h0" ><div class="pc pc1b w0 h0"><img class="bi x11 y14f wc h31" alt="" 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"/><div class="t m0 x1 h2 y1 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 ya8 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h3 y53 ff1 fs0 fc1 sc0 ls0 ws0">Jednostkowe sprawozdanie ﬁnansowe Dekpol S.A.<span class="ff2"> <span class="_ _14"> </span> <span class="_ _4f"> </span><span class="ff3 fc0">za okres od 01.01.2023 do 31.12.2023</span></span></div><div class="t m0 x3c h4 y54 ff3 fs1 fc0 sc0 ls0 ws0"> <span class="_ _3"></span> </div><div class="t m0 x35 hf y53 ff3 fs0 fc0 sc0 ls0 ws0"> (dane w tys.zł)</div><div class="t m0 x3d h4 y54 ff3 fs1 fc0 sc0 ls0 ws0"> <span class="_ _31"> </span> <span class="_ _57"> </span> </div><div class="t m0 x3e h3 y53 ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 xe h5 ya9 ff1 fs2 fc0 sc0 ls0 ws0">27</div><div class="t m0 x13 h16 y56 ff4 fs9 fc5 sc0 ls0 ws0">Wprowadzenie</div><div class="c x14 y57 wd h17"><div class="t m0 x0 h16 y58 ff4 fs9 fc5 sc0 ls0 ws0"> </div></div><div class="t m0 x15 h18 y59 ff1 fs9 fc6 sc0 ls0 ws0">Sprawozdanie  </div><div class="t m0 x15 h18 y5a ff1 fs9 fc6 sc0 ls0 ws0">z sytuacji </div><div class="t m0 x15 h18 y5b ff1 fs9 fc6 sc0 ls0 ws0">ﬁnansowej </div><div class="t m0 x16 h18 y5c ff1 fs9 fc6 sc0 ls0 ws0">Sprawozdanie  </div><div class="t m0 x16 h18 y5d ff1 fs9 fc6 sc0 ls0 ws0">z całkowitych  </div><div class="t m0 x16 h18 y5e ff1 fs9 fc6 sc0 ls0 ws0">dochodów </div><div class="t m0 x17 h18 y5f ff1 fs9 fc6 sc0 ls0 ws0">Sprawozdanie  </div><div class="t m0 x17 h18 y60 ff1 fs9 fc6 sc0 ls0 ws0">z przepływów </div><div class="t m0 x17 h18 y61 ff1 fs9 fc6 sc0 ls0 ws0">pieniężnych </div><div class="t m0 x18 h18 y5c ff1 fs9 fc6 sc0 ls0 ws0">Sprawozdanie  </div><div class="t m0 x18 h18 y5d ff1 fs9 fc6 sc0 ls0 ws0">ze zmian w kapitale </div><div class="t m0 x18 h18 y5e ff1 fs9 fc6 sc0 ls0 ws0">własnym </div><div class="t m0 x19 h18 y62 ff1 fs9 fc6 sc0 ls0 ws0">Dodatkowe  </div><div class="t m0 x19 h18 y63 ff1 fs9 fc6 sc0 ls0 ws0">noty  </div><div class="t m0 x19 h18 y64 ff1 fs9 fc6 sc0 ls0 ws0">objaśniające </div><div class="t m0 x1 h2b ycd ff2 fsa fc2 sc3 ls0 ws0">Zys<span class="_ _5"></span>k<span class="_ _5"></span> przy<span class="_ _5"></span>p<span class="_ _5"></span>a<span class="_ _5"></span>daj<span class="_ _32"></span>ący <span class="_ _5"></span>na j<span class="_ _5"></span>e<span class="_ _5"></span>dn<span class="_ _5"></span>ą <span class="_ _5"></span>akcję <span class="_ _0"> </span> </div><div class="t m0 x1 h4 yce ff3 fs1 fc0 sc0 ls0 ws0">Zgodnie <span class="_ _32"></span>z <span class="_ _32"></span>MSR <span class="_ _32"></span>33 <span class="_ _5"></span>po<span class="_ _5"></span>dstawowy <span class="_ _5"></span>zysk <span class="_ _32"></span>przypadający <span class="_ _32"></span>na <span class="_ _32"></span>jedną <span class="_ _32"></span>a<span class="_ _5"></span>k<span class="_ _17"></span>cję <span class="_ _32"></span>przedstawion<span class="_ _17"></span>y <span class="_ _32"></span>jest <span class="_ _32"></span>jako <span class="_ _5"></span>ilo<span class="_ _5"></span>r<span class="_ _2"></span>az <span class="_ _32"></span>zysku <span class="_ _5"></span>lub <span class="_ _32"></span>straty<span class="_ _17"></span>, <span class="_ _32"></span>która </div><div class="t m0 x1 h4 ycf ff3 fs1 fc0 sc0 ls0 ws0">przypada <span class="_ _5"></span>na <span class="_ _5"></span>zwykłych akcj<span class="_ _17"></span>o<span class="_ _5"></span>nariuszy <span class="_ _5"></span>jednos<span class="_ _5"></span>tki dominującej <span class="_ _5"></span>do <span class="_ _5"></span>średniej ważonej <span class="_ _5"></span>liczby akcji zwykłych <span class="_ _5"></span>występujących w </div><div class="t m0 x1 h4 yd0 ff3 fs1 fc0 sc0 ls0 ws0">ciągu danego okr<span class="_ _17"></span>esu. Do wyli<span class="_ _2"></span>czenia zysk<span class="_ _17"></span>u przypadającego na <span class="_ _17"></span>zwykłych ak<span class="_ _17"></span>cjonariuszy jednostka bi<span class="_ _17"></span>e<span class="_ _5"></span>rze p<span class="_ _17"></span>o<span class="_ _5"></span>d uwagę <span class="_ _2"></span>zysk </div><div class="t m0 x1 h4 y1b0 ff3 fs1 fc0 sc0 ls0 ws0">lub str<span class="_ _17"></span>atę z<span class="_ _5"></span> działalności <span class="_ _2"></span>k<span class="_ _17"></span>ontynuowane<span class="_ _5"></span>j przy<span class="_ _17"></span>p<span class="_ _5"></span>adającej na jednostk<span class="_ _17"></span>ę oraz <span class="_ _17"></span>zysku lub <span class="_ _17"></span>st<span class="_ _5"></span>raty <span class="_ _17"></span>p<span class="_ _5"></span>rzypadającej na jednostk<span class="_ _17"></span>ę do-</div><div class="t m0 x1 h4 y21d ff3 fs1 fc0 sc0 ls0 ws0">minującą. Powyższe <span class="_ _5"></span>kwoty <span class="_ _5"></span>k<span class="_ _17"></span>o<span class="_ _5"></span>rygowane są <span class="_ _32"></span>o <span class="_ _5"></span>wartość <span class="_ _5"></span>dywidend <span class="_ _5"></span>uprzywilejowanych po <span class="_ _5"></span>o<span class="_ _5"></span>podatk<span class="_ _17"></span>owaniu, <span class="_ _5"></span>różnice <span class="_ _5"></span>z <span class="_ _5"></span>tytułu </div><div class="t m0 x1 h4 y21e ff3 fs1 fc0 sc0 ls0 ws0">rozlicz<span class="_ _17"></span>e<span class="_ _5"></span>nia <span class="_ _32"></span>ak<span class="_ _17"></span>cji <span class="_ _2f"></span>uprzywilejowanych <span class="_ _32"></span>oraz <span class="_ _5"></span>o<span class="_ _5"></span> <span class="_ _32"></span>inne <span class="_ _2f"></span>podobne <span class="_ _32"></span>wpływy <span class="_ _32"></span>akcj<span class="_ _2"></span>i <span class="_ _32"></span>uprzywilejowanych, <span class="_ _32"></span>zaklasyﬁk<span class="_ _17"></span>owanych <span class="_ _32"></span>jak<span class="_ _17"></span>o<span class="_ _5"></span> <span class="_ _32"></span>in-</div><div class="t m0 x1 h4 y195 ff3 fs1 fc0 sc0 ls0 ws0">strumenty k<span class="_ _17"></span>ap<span class="_ _5"></span>itałowe<span class="_ _17"></span>. </div><div class="t m0 x1 h28 y313 ff4 fsc fc2 sc0 ls0 ws0">Zarządz<span class="_ _17"></span>anie ryzykiem ﬁnanso<span class="_ _17"></span>wym </div><div class="t m0 x1 h4 y314 ff3 fs1 fc0 sc0 ls0 ws0">W działalności Dekpol S.A. istotne są poniższe ro<span class="_ _17"></span>dzaje ryzyk ﬁnansowych: </div><div class="t m0 x1 h4 y315 ff7 fs1 fc5 sc0 ls0 ws0"><span class="ff8"> <span class="_ _2e"> </span><span class="ff3 fc0">Ryzyk<span class="_ _17"></span>o stopy procentowej <span class="_ _17"></span>– w ramach pro<span class="_ _17"></span>wadzonej działalności <span class="_ _17"></span>Spółka narażona jest <span class="_ _17"></span>na<span class="_ _5"></span> ryzyk<span class="_ _17"></span>o stopy <span class="_ _17"></span>procen<span class="_ _5"></span>towej. </span></span></div><div class="t m0 x3b h4 y316 ff3 fs1 fc0 sc0 ls0 ws0">Spółka <span class="_ _5"></span>posia<span class="_ _5"></span>da <span class="_ _32"></span>zobowiąz<span class="_ _17"></span>an<span class="_ _5"></span>ia <span class="_ _5"></span>ﬁn<span class="_ _5"></span>ansowe, <span class="_ _5"></span>których <span class="_ _5"></span>koszt <span class="_ _5"></span>ﬁna<span class="_ _5"></span>nsowy <span class="_ _5"></span>l<span class="_ _5"></span>iczon<span class="_ _17"></span>y <span class="_ _2f"></span>jest <span class="_ _32"></span>w <span class="_ _32"></span>op<span class="_ _5"></span>arciu <span class="_ _5"></span>o <span class="_ _2f"></span>zmienną<span class="_ _5"></span> <span class="_ _32"></span>bazową <span class="_ _5"></span>stopę </div><div class="t m0 x3b h4 y317 ff3 fs1 fc0 sc0 ls0 ws0">procentową WIBOR <span class="_ _2"></span>i stałą marżę.  </div><div class="t m0 x1 h4 y318 ff7 fs1 fc5 sc0 ls0 ws0"><span class="ff8"> <span class="_ _2e"> </span><span class="ff3 fc0">Ryzyk<span class="_ _17"></span>o <span class="_ _5"></span>kursowe <span class="_ _5"></span>– <span class="_ _5"></span>Spółka <span class="_ _5"></span>naraż<span class="_ _17"></span>o<span class="_ _5"></span>na <span class="_ _5"></span>jest <span class="_ _5"></span>na <span class="_ _5"></span>ryzyk<span class="_ _17"></span>o<span class="_ _5"></span> <span class="_ _5"></span>walutowe <span class="_ _5"></span>z <span class="_ _5"></span>tytułu <span class="_ _5"></span>zawier<span class="_ _2"></span>anych t<span class="_ _5"></span>ransak<span class="_ _17"></span>cji. <span class="_ _5"></span>Ryzyk<span class="_ _17"></span>o <span class="_ _32"></span>takie <span class="_ _5"></span>powstaje </span></span></div><div class="t m0 x3b h4 y319 ff3 fs1 fc0 sc0 ls0 ws0">w wynik<span class="_ _17"></span>u d<span class="_ _5"></span>ok<span class="_ _17"></span>onywania przez Emi<span class="_ _17"></span>ten<span class="_ _5"></span>ta sprzedaży lub zak<span class="_ _17"></span>upów w walutach innych niż waluta kr<span class="_ _17"></span>ajowa.<span class="_ _5"></span>  </div><div class="t m0 x1 h4 y31a ff3 fs1 fc0 sc0 ls0 ws0">W celu ograniczenia ry<span class="_ _2"></span>zyka wahań k<span class="_ _17"></span>ursów walutowych, w rozlicz<span class="_ _2"></span>eniach walutowych związan<span class="_ _17"></span>ych ze sprzedażą ek<span class="_ _2"></span>spor<span class="_ _17"></span>-</div><div class="t m0 x1 h4 y31b ff3 fs1 fc0 sc0 ls0 ws0">tową <span class="_ _5"></span>i <span class="_ _32"></span>zakupami <span class="_ _5"></span>z <span class="_ _2f"></span>importu, <span class="_ _32"></span>w <span class="_ _2f"></span>Spółce <span class="_ _32"></span>w <span class="_ _32"></span>dużej <span class="_ _5"></span>mierze <span class="_ _32"></span>wyk<span class="_ _17"></span>o<span class="_ _5"></span>rzystuje <span class="_ _32"></span>się <span class="_ _32"></span>naturalny <span class="_ _5"></span>hed<span class="_ _5"></span>ging, <span class="_ _5"></span>s<span class="_ _5"></span>kutk<span class="_ _17"></span>ujący <span class="_ _5"></span>zrównoważeniem </div><div class="t m0 x1 h4 y31c ff3 fs1 fc0 sc0 ls0 ws0">przepływów <span class="_ _2f"></span>walutowych. <span class="_ _33"> </span>W<span class="_ _17"></span> <span class="_ _33"> </span>czasie <span class="_ _2f"></span>krótkoterm<span class="_ _2"></span>inowej <span class="_ _44"></span>i <span class="_ _44"></span>daj<span class="_ _5"></span>ącej <span class="_ _44"></span>się <span class="_ _33"> </span>ustalić <span class="_ _2f"></span>nier<span class="_ _5"></span>ównowagi <span class="_ _44"></span>w <span class="_ _44"></span>przepływach <span class="_ _44"></span>walutowych </div><div class="t m0 x1 h4 y31d ff3 fs1 fc0 sc0 ls0 ws0">Spółka wykorzystu<span class="_ _17"></span>je<span class="_ _5"></span> <span class="_ _5"></span>walutowe instrumenty <span class="_ _5"></span>poch<span class="_ _5"></span>odne <span class="_ _5"></span>do <span class="_ _5"></span>zabezpiecza<span class="_ _17"></span>n<span class="_ _5"></span>ia <span class="_ _5"></span>w <span class="_ _5"></span>sposób <span class="_ _5"></span>n<span class="_ _5"></span>ierz<span class="_ _17"></span>eczywisty <span class="_ _5"></span>przyszłych <span class="_ _5"></span>przepły<span class="_ _2"></span>-</div><div class="t m0 x1 h4 y31e ff3 fs1 fc0 sc0 ls0 ws0">wów pieniężn<span class="_ _17"></span>ych. </div><div class="t m0 x1 h4 y31f ff3 fs1 fc0 sc0 ls0 ws0">Ryzyk<span class="_ _17"></span>o <span class="_ _32"></span>kredytowe <span class="_ _2f"></span>– <span class="_ _32"></span>Spółka <span class="_ _2f"></span>jest <span class="_ _32"></span>n<span class="_ _5"></span>arażona <span class="_ _32"></span>na <span class="_ _2f"></span>ryzyk<span class="_ _17"></span>o <span class="_ _2f"></span>kredytowe <span class="_ _32"></span>rozumiane <span class="_ _2f"></span>jak<span class="_ _17"></span>o <span class="_ _2f"></span>ryzyk<span class="_ _17"></span>o, <span class="_ _32"></span>że <span class="_ _2f"></span>dłużnicy <span class="_ _32"></span>nie <span class="_ _2f"></span>wywiążą <span class="_ _32"></span>s<span class="_ _5"></span>ię <span class="_ _32"></span>ze </div><div class="t m0 x1 h4 y320 ff3 fs1 fc0 sc0 ls0 ws0">swoich <span class="_ _2f"></span>zobowiąz<span class="_ _17"></span>a<span class="_ _5"></span>ń <span class="_ _2f"></span>i <span class="_ _2f"></span>tym <span class="_ _32"></span>s<span class="_ _5"></span>amym <span class="_ _32"></span>spowodują <span class="_ _2f"></span>poniesie<span class="_ _5"></span>nie <span class="_ _2f"></span>strat <span class="_ _32"></span>przez <span class="_ _32"></span>Spółkę<span class="_ _17"></span>. <span class="_ _2f"></span>Dzięki <span class="_ _2f"></span>bieżącemu <span class="_ _32"></span>mon<span class="_ _5"></span>itorowaniu <span class="_ _32"></span>stanów </div><div class="t m0 x1 h4 y321 ff3 fs1 fc0 sc0 ls0 ws0">należności <span class="_ _17"></span>o<span class="_ _5"></span>raz <span class="_ _17"></span>podejmowaniu <span class="_ _17"></span>dz<span class="_ _5"></span>iałań <span class="_ _2"></span>windykacy<span class="_ _2"></span>jnych, <span class="_ _17"></span>narażenie Spółk<span class="_ _17"></span>i<span class="_ _5"></span> <span class="_ _2"></span>na ryzyk<span class="_ _7"></span>o<span class="_ _5"></span> <span class="_ _17"></span>nie<span class="_ _5"></span>ściągalnych <span class="_ _17"></span>na<span class="_ _5"></span>leżności <span class="_ _17"></span>jest ogr<span class="_ _2"></span>a-</div><div class="t m0 x1 h4 y322 ff3 fs1 fc0 sc0 ls0 ws0">niczone. Ryzyk<span class="_ _7"></span>o <span class="_ _5"></span>kredytowe roz<span class="_ _17"></span>umiane<span class="_ _5"></span> jest jak<span class="_ _17"></span>o <span class="_ _5"></span>możliwość niewywiąz<span class="_ _17"></span>a<span class="_ _5"></span>nia się d<span class="_ _5"></span>łużnik<span class="_ _17"></span>ów Spółki z zobowiązań i jest zwią-</div><div class="t m0 x1 h4 y323 ff3 fs1 fc0 sc0 ls0 ws0">zane z trzema gł<span class="_ _17"></span>ównymi obszarami: </div><div class="t m0 x1 h4 y146 ff7 fs1 fc5 sc0 ls0 ws0"><span class="ff8"> <span class="_ _2e"> </span><span class="ff3 fc0">wiarygodnością kredytową kl<span class="_ _17"></span>i<span class="_ _5"></span>entów<span class="_ _17"></span>, z którymi za<span class="_ _17"></span>w<span class="_ _5"></span>iera się transak<span class="_ _17"></span>cje sprzedaży<span class="_ _7"></span>, </span></span></div><div class="t m0 x1 h4 y324 ff7 fs1 fc5 sc0 ls0 ws0"><span class="ff8"> <span class="_ _2e"> </span><span class="ff3 fc0">wiarygodnością <span class="_ _32"></span>kredytową <span class="_ _5"></span>instytucji <span class="_ _32"></span>ﬁna<span class="_ _5"></span>nsowych, <span class="_ _5"></span>z <span class="_ _32"></span>który<span class="_ _5"></span>mi <span class="_ _5"></span>zawiera <span class="_ _5"></span>się <span class="_ _2f"></span>transak<span class="_ _17"></span>cje <span class="_ _32"></span>zabezpieczające <span class="_ _32"></span>lub <span class="_ _5"></span>które <span class="_ _32"></span>p<span class="_ _5"></span>o-</span></span></div><div class="t m0 x3b h4 y325 ff3 fs1 fc0 sc0 ls0 ws0">średniczą w i<span class="_ _17"></span>ch zawieraniu, a także tych w który<span class="_ _17"></span>ch loko<span class="_ _17"></span>wa<span class="_ _5"></span>ne są wolne środki pieniężne,<span class="_ _17"></span> </div><div class="t m0 x1 h4 y326 ff7 fs1 fc5 sc0 ls0 ws0"><span class="ff8"> <span class="_ _2e"> </span><span class="ff3 fc0">k<span class="_ _17"></span>on<span class="_ _5"></span>dycją ﬁnansową spółek z<span class="_ _17"></span>a<span class="_ _5"></span>leżn<span class="_ _17"></span>ych – pożyczk<span class="_ _17"></span>obiorców<span class="_ _17"></span>. </span></span></div><div class="t m0 x1 h4 y327 ff3 fs1 fc0 sc0 ls0 ws0">W ujęciu szc<span class="_ _17"></span>ze<span class="_ _5"></span>gółowym źródła ek<span class="_ _17"></span>spozycji na ryzyk<span class="_ _7"></span>o kredytowe stanowią: </div><div class="t m0 x1 h4 y328 ff7 fs1 fc5 sc0 ls0 ws0"><span class="ff8"> <span class="_ _2e"> </span><span class="ff3 fc0">środki pieniężne i <span class="_ _17"></span>lokaty banko<span class="_ _17"></span>we, </span></span></div><div class="t m0 x1 h4 y329 ff7 fs1 fc5 sc0 ls0 ws0"><span class="ff8"> <span class="_ _2e"> </span><span class="ff3 fc0">instrumenty pochodne, </span></span></div><div class="t m0 x1 h4 y32a ff7 fs1 fc5 sc0 ls0 ws0"><span class="ff8"> <span class="_ _2e"> </span><span class="ff3 fc0">należności od odbiorców<span class="_ _7"></span>, </span></span></div><div class="t m0 x1 h4 y32b ff7 fs1 fc5 sc0 ls0 ws0"><span class="ff8"> <span class="_ _2e"> </span><span class="ff3 fc0">udzielone pożyczki, </span></span></div><div class="t m0 x1 h4 y32c ff7 fs1 fc5 sc0 ls0 ws0"><span class="ff8"> <span class="_ _2e"> </span><span class="ff3 fc0">udzielone gwarancje i poręcz<span class="_ _17"></span>enia  </span></span></div><div class="t m0 x1 h4 y32d ff7 fs1 fc5 sc0 ls0 ws0"><span class="ff8"> <span class="_ _2e"> </span><span class="ff3 fc0">pozostałe <span class="_ _17"></span>a<span class="_ _5"></span>ktywa ﬁnansowe.<span class="_ _17"></span> </span></span></div><div class="t m0 x1 h4 y32e ff3 fs1 fc0 sc0 ls0 ws0">Odpis <span class="_ _17"></span>na<span class="_ _5"></span> <span class="_ _17"></span>oczekiwane <span class="_ _17"></span>straty <span class="_ _17"></span>kredytowe <span class="_ _17"></span>wycenia się <span class="_ _17"></span>w <span class="_ _17"></span>kwocie <span class="_ _17"></span>równej <span class="_ _17"></span>o<span class="_ _5"></span>czekiwan<span class="_ _17"></span>ym <span class="_ _17"></span>s<span class="_ _5"></span>tratom <span class="_ _17"></span>kredytowym <span class="_ _17"></span>w <span class="_ _17"></span>całym okresie </div><div class="t m0 x1 h4 y32f ff3 fs1 fc0 sc0 ls0 ws0">życia <span class="_ _5"></span>n<span class="_ _5"></span>ależności. <span class="_ _32"></span>Na <span class="_ _32"></span>potrzeby <span class="_ _32"></span>estymacji <span class="_ _32"></span>wyodrębniono <span class="_ _32"></span>7 <span class="_ _32"></span>grup <span class="_ _32"></span>ryzyka <span class="_ _32"></span>w <span class="_ _32"></span>op<span class="_ _5"></span>arciu <span class="_ _5"></span>o <span class="_ _2f"></span>kryterium <span class="_ _32"></span>dni <span class="_ _2f"></span>opóźnienia <span class="_ _32"></span>w <span class="_ _32"></span>terminie </div><div class="t m0 x1 h4 y330 ff3 fs1 fc0 sc0 ls0 ws0">płatności, <span class="_ _5"></span>zgodnie <span class="_ _5"></span>z <span class="_ _5"></span>przedziałami przeds<span class="_ _5"></span>ta<span class="_ _2"></span>wionym<span class="_ _17"></span>i<span class="_ _5"></span> <span class="_ _5"></span>poniżej. <span class="_ _5"></span>W<span class="_ _17"></span>s<span class="_ _5"></span>półczynniki niewypełnien<span class="_ _5"></span>ia <span class="_ _5"></span>zobowiązania <span class="_ _5"></span>oblicz<span class="_ _2"></span>a <span class="_ _5"></span>się <span class="_ _5"></span>dla </div><div class="t m0 x1 h4 y331 ff3 fs1 fc0 sc0 ls0 ws0">następujących prze<span class="_ _2"></span>działów: </div><div class="t m0 x1 h4 y332 ff3 fs1 fc0 sc0 ls0 ws0">1.<span class="ff8"> <span class="_ _45"> </span></span>należności nieprzetermi<span class="_ _17"></span>n<span class="_ _5"></span>owane </div><div class="t m0 x1 h4 y333 ff3 fs1 fc0 sc0 ls0 ws0">2.<span class="ff8"> <span class="_ _45"> </span></span>należności przetermi<span class="_ _17"></span>n<span class="_ _5"></span>owane od 1 do 30 dni </div></div><div class="pi" ></div></div><div id="pf1c" class="pf w0 h0" ><div class="pc pc1c w0 h0"><img class="bi x11 y14f wc h31" alt="" src="data:image/png;base64,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class="t m0 x1 h2 y1 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 ya8 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h3 y53 ff1 fs0 fc1 sc0 ls0 ws0">Jednostkowe sprawozdanie ﬁnansowe Dekpol S.A.<span class="ff2"> <span class="_ _14"> </span> <span class="_ _4f"> </span><span class="ff3 fc0">za okres od 01.01.2023 do 31.12.2023</span></span></div><div class="t m0 x3c h4 y54 ff3 fs1 fc0 sc0 ls0 ws0"> <span class="_ _3"></span> </div><div class="t m0 x35 hf y53 ff3 fs0 fc0 sc0 ls0 ws0"> (dane w tys.zł)</div><div class="t m0 x3d h4 y54 ff3 fs1 fc0 sc0 ls0 ws0"> <span class="_ _31"> </span> <span class="_ _57"> </span> </div><div class="t m0 x3e h3 y53 ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 xe h5 ya9 ff1 fs2 fc0 sc0 ls0 ws0">28</div><div class="t m0 x13 h16 y56 ff4 fs9 fc5 sc0 ls0 ws0">Wprowadzenie</div><div class="c x14 y57 wd h17"><div class="t m0 x0 h16 y58 ff4 fs9 fc5 sc0 ls0 ws0"> </div></div><div class="t m0 x15 h18 y59 ff1 fs9 fc6 sc0 ls0 ws0">Sprawozdanie  </div><div class="t m0 x15 h18 y5a ff1 fs9 fc6 sc0 ls0 ws0">z sytuacji </div><div class="t m0 x15 h18 y5b ff1 fs9 fc6 sc0 ls0 ws0">ﬁnansowej </div><div class="t m0 x16 h18 y5c ff1 fs9 fc6 sc0 ls0 ws0">Sprawozdanie  </div><div class="t m0 x16 h18 y5d ff1 fs9 fc6 sc0 ls0 ws0">z całkowitych  </div><div class="t m0 x16 h18 y5e ff1 fs9 fc6 sc0 ls0 ws0">dochodów </div><div class="t m0 x17 h18 y5f ff1 fs9 fc6 sc0 ls0 ws0">Sprawozdanie  </div><div class="t m0 x17 h18 y60 ff1 fs9 fc6 sc0 ls0 ws0">z przepływów </div><div class="t m0 x17 h18 y61 ff1 fs9 fc6 sc0 ls0 ws0">pieniężnych </div><div class="t m0 x18 h18 y5c ff1 fs9 fc6 sc0 ls0 ws0">Sprawozdanie  </div><div class="t m0 x18 h18 y5d ff1 fs9 fc6 sc0 ls0 ws0">ze zmian w kapitale </div><div class="t m0 x18 h18 y5e ff1 fs9 fc6 sc0 ls0 ws0">własnym </div><div class="t m0 x19 h18 y62 ff1 fs9 fc6 sc0 ls0 ws0">Dodatkowe  </div><div class="t m0 x19 h18 y63 ff1 fs9 fc6 sc0 ls0 ws0">noty  </div><div class="t m0 x19 h18 y64 ff1 fs9 fc6 sc0 ls0 ws0">objaśniające </div><div class="t m0 x1 h4 yf2 ff3 fs1 fc0 sc0 ls0 ws0">3.<span class="ff8"> <span class="_ _45"> </span></span>należności przetermi<span class="_ _17"></span>n<span class="_ _5"></span>owane od 31 do 60 <span class="_ _2"></span>dni </div><div class="t m0 x1 h4 y23d ff3 fs1 fc0 sc0 ls0 ws0">4.<span class="ff8"> <span class="_ _45"> </span></span>należności przetermi<span class="_ _17"></span>n<span class="_ _5"></span>owane od 61 do 90 <span class="_ _2"></span>dni </div><div class="t m0 x1 h4 y150 ff3 fs1 fc0 sc0 ls0 ws0">5.<span class="ff8"> <span class="_ _45"> </span></span>należności przetermi<span class="_ _17"></span>n<span class="_ _5"></span>owane od 91 do 180 <span class="_ _2"></span>dni </div><div class="t m0 x1 h4 y179 ff3 fs1 fc0 sc0 ls0 ws0">6.<span class="ff8"> <span class="_ _45"> </span></span>należności przetermi<span class="_ _17"></span>n<span class="_ _5"></span>owane od 180 do 1 rok<span class="_ _17"></span>u </div><div class="t m0 x1 h4 y152 ff3 fs1 fc0 sc0 ls0 ws0">7.<span class="ff8"> <span class="_ _45"> </span></span>powyżej 1<span class="_ _17"></span> roku </div><div class="t m0 x1 h4 y153 ff3 fs1 fc0 sc0 ls0 ws0">Spółka stosuje m<span class="_ _17"></span>o<span class="_ _5"></span>del uproszcz<span class="_ _17"></span>o<span class="_ _5"></span>ny <span class="_ _17"></span>(<span class="_ _5"></span>przy wyk<span class="_ _17"></span>orzystaniu matrycy rez<span class="_ _17"></span>erw) w oparciu o wiedzę ekspe<span class="_ _17"></span>rcką w którym odpisy </div><div class="t m0 x1 h4 y264 ff3 fs1 fc0 sc0 ls0 ws0">oblicza <span class="_ _2f"></span>się <span class="_ _44"></span>dla <span class="_ _44"></span>na<span class="_ _5"></span>leżności <span class="_ _2f"></span>ha<span class="_ _5"></span>ndlowych <span class="_ _2f"></span>zaliczan<span class="_ _17"></span>ych <span class="_ _44"></span>do <span class="_ _44"></span>różnych <span class="_ _2f"></span>przedziałów <span class="_ _2f"></span>wie<span class="_ _5"></span>k<span class="_ _17"></span>owych <span class="_ _2f"></span>(<span class="_ _5"></span>okresów <span class="_ _2f"></span>przeterminowania), </div><div class="t m0 x1 h4 y2b8 ff3 fs1 fc0 sc0 ls0 ws0">przy zastosowaniu współczynnika niewy<span class="_ _2"></span>pełnienia zobowiązania. W<span class="_ _7"></span>s<span class="_ _5"></span>półczynnik niewypełnienia zobowiązania ustala się </div><div class="t m0 x1 h4 y155 ff3 fs1 fc0 sc0 ls0 ws0">w <span class="_ _17"></span>o<span class="_ _5"></span>parciu <span class="_ _17"></span>o dane historyczne <span class="_ _17"></span>(wyliczone <span class="_ _2"></span>na bazie <span class="_ _17"></span>ostan<span class="_ _5"></span>iego <span class="_ _17"></span>1 roku) <span class="_ _17"></span>sk<span class="_ _17"></span>orygowane o <span class="_ _17"></span>wpływ przyszłych <span class="_ _17"></span>czynnikó<span class="_ _2"></span>w<span class="_ _17"></span>.  <span class="_ _17"></span>Mod<span class="_ _5"></span>el </div><div class="t m0 x1 h4 y156 ff3 fs1 fc0 sc0 ls0 ws0">uwzględnia wpływ czynnik<span class="_ _17"></span>ów makroek<span class="_ _17"></span>onomicznych. </div><div class="t m0 x1 h4 y2bb ff3 fs1 fc0 sc0 ls0 ws0">W 2023r wystąpiło prz<span class="_ _2"></span>ekroczenie 10% wartości <span class="_ _17"></span>przych<span class="_ _5"></span>odów ze sprzed<span class="_ _2"></span>aży Spółki u jednego k<span class="_ _17"></span>ontrahenta.  </div><div class="t m0 x1 h4 y159 ff3 fs1 fc0 sc0 ls0 ws0">W ocenie Zarządu na<span class="_ _5"></span> pods<span class="_ _5"></span>tawi<span class="_ _17"></span>e <span class="_ _5"></span>dostępnych danych historycznych oraz wieloletniego doświadczenia we współpracy z </div><div class="t m0 x1 h4 y15a ff3 fs1 fc0 sc0 ls0 ws0">klucz<span class="_ _2"></span>owymi klientami, występuje niski stopień ryzyk<span class="_ _2"></span>a kredytowego dla znaczące<span class="_ _2"></span>go k<span class="_ _17"></span>ontrahenta.  </div><div class="t m0 x1 h4 y15b ff3 fs1 fc0 sc0 ls0 ws0">Ryzyk<span class="_ _17"></span>o płynności – Spółka jest naraż<span class="_ _17"></span>ona na<span class="_ _5"></span> ryzyk<span class="_ _17"></span>o utraty płynności rozum<span class="_ _17"></span>ia<span class="_ _5"></span>ne jak<span class="_ _17"></span>o ryzyk<span class="_ _17"></span>o utraty zdolności do regulowa<span class="_ _17"></span>-</div><div class="t m0 x1 h4 y15c ff3 fs1 fc0 sc0 ls0 ws0">nia z<span class="_ _17"></span>ob<span class="_ _5"></span>owiąz<span class="_ _17"></span>a<span class="_ _5"></span>ń w <span class="_ _17"></span>określon<span class="_ _17"></span>ych termi<span class="_ _17"></span>na<span class="_ _5"></span>ch. <span class="_ _17"></span>Ryzyko <span class="_ _17"></span>wynika <span class="_ _17"></span>z potencjalnego ogr<span class="_ _17"></span>aniczenia <span class="_ _17"></span>d<span class="_ _5"></span>ostępu <span class="_ _17"></span>do rynk<span class="_ _17"></span>ów <span class="_ _17"></span>ﬁnan<span class="_ _5"></span>sowyc<span class="_ _2"></span>h, </div><div class="t m0 x1 h4 y309 ff3 fs1 fc0 sc0 ls0 ws0">co może skutk<span class="_ _7"></span>ować <span class="_ _5"></span>brakiem <span class="_ _5"></span>możliwości pozyska<span class="_ _17"></span>nia <span class="_ _5"></span>nowego ﬁna<span class="_ _5"></span>nsowania lub reﬁnansowania swojego zadłużenia. Po-</div><div class="t m0 x1 h4 y30a ff3 fs1 fc0 sc0 ls0 ws0">nadto <span class="_ _32"></span>ryzyk<span class="_ _17"></span>o <span class="_ _32"></span>dotyczy <span class="_ _5"></span>sytuacji <span class="_ _5"></span>poten<span class="_ _5"></span>cjalnego <span class="_ _5"></span>naruszenia <span class="_ _5"></span>ko<span class="_ _17"></span>wenantów <span class="_ _32"></span>umów <span class="_ _5"></span>kredytowych <span class="_ _5"></span>lub <span class="_ _5"></span>zawartyc<span class="_ _17"></span>h<span class="_ _5"></span> <span class="_ _5"></span>w <span class="_ _32"></span>warunkach </div><div class="t m0 x1 h4 y334 ff3 fs1 fc0 sc0 ls0 ws0">emisji <span class="_ _32"></span>o<span class="_ _5"></span>bligacji, <span class="_ _2f"></span>które <span class="_ _2f"></span>mogą <span class="_ _2f"></span>skutk<span class="_ _17"></span>ować <span class="_ _2f"></span>postawieniem <span class="_ _32"></span>zobowiązań <span class="_ _2f"></span>w <span class="_ _2f"></span>stan <span class="_ _2f"></span>na<span class="_ _5"></span>tychmiastowe<span class="_ _17"></span>j <span class="_ _2f"></span>wy<span class="_ _5"></span>magalności. <span class="_ _32"></span>Spółka <span class="_ _2f"></span>za-</div><div class="t m0 x1 h4 y335 ff3 fs1 fc0 sc0 ls0 ws0">wiera umowy kredytowe <span class="_ _5"></span>w ce<span class="_ _5"></span>lu ﬁnan<span class="_ _5"></span>sowania inwestycji z różnymi bankami. T<span class="_ _7"></span>ermin<span class="_ _17"></span>y <span class="_ _5"></span>pła<span class="_ _5"></span>t kolejn<span class="_ _17"></span>ych <span class="_ _5"></span>rat dostosowywane </div><div class="t m0 x1 h4 y2ca ff3 fs1 fc0 sc0 ls0 ws0">są <span class="_ _2f"></span>do<span class="_ _5"></span> <span class="_ _2f"></span>przewidywan<span class="_ _17"></span>ych <span class="_ _44"></span>wpływów <span class="_ _32"></span>ze <span class="_ _2f"></span>s<span class="_ _5"></span>przedaży <span class="_ _32"></span>p<span class="_ _5"></span>oszcz<span class="_ _17"></span>ególnych <span class="_ _2f"></span>inwestycji<span class="_ _17"></span>.<span class="_ _5"></span> <span class="_ _2f"></span>Pona<span class="_ _5"></span>dto <span class="_ _2f"></span>Spółka <span class="_ _2f"></span>emituje <span class="_ _2f"></span>obligacje, <span class="_ _2f"></span>których </div><div class="t m0 x1 h4 y2cb ff3 fs1 fc0 sc0 ls0 ws0">terminy <span class="_ _17"></span>wykupów są <span class="_ _17"></span>rozłożone w <span class="_ _17"></span>czasie, <span class="_ _17"></span>b<span class="_ _5"></span>ez <span class="_ _2"></span>nadmiernej kumulacji <span class="_ _17"></span>w<span class="_ _5"></span> jednym <span class="_ _17"></span>okresie. Spółk<span class="_ _17"></span>a<span class="_ _5"></span> zarz<span class="_ _17"></span>ą<span class="_ _5"></span>dza ry<span class="_ _17"></span>z<span class="_ _5"></span>ykiem <span class="_ _2"></span>płynno-</div><div class="t m0 x1 h4 y336 ff3 fs1 fc0 sc0 ls0 ws0">ści pop<span class="_ _5"></span>rze<span class="_ _17"></span>z<span class="_ _5"></span> mon<span class="_ _5"></span>itorowanie terminów płatno<span class="_ _5"></span>ści oraz <span class="_ _5"></span>zapotrzebowania na <span class="_ _5"></span>środki p<span class="_ _5"></span>ieniężne w <span class="_ _5"></span>zakresie o<span class="_ _5"></span>bsługi krótk<span class="_ _2"></span>oter<span class="_ _17"></span>-</div><div class="t m0 x1 h4 y337 ff3 fs1 fc0 sc0 ls0 ws0">minowych <span class="_ _5"></span>płatno<span class="_ _5"></span>ści <span class="_ _5"></span>(transakcj<span class="_ _17"></span>e <span class="_ _2f"></span>bieżące) <span class="_ _32"></span>oraz <span class="_ _5"></span>długoterminowego <span class="_ _32"></span>zapotrzebowania <span class="_ _5"></span>na <span class="_ _32"></span>gotówk<span class="_ _17"></span>ę <span class="_ _32"></span>n<span class="_ _5"></span>a <span class="_ _32"></span>podstawi<span class="_ _2"></span>e <span class="_ _32"></span>prognoz </div><div class="t m0 x1 h4 y338 ff3 fs1 fc0 sc0 ls0 ws0">przepływów pieniężnych aktualizowan<span class="_ _17"></span>ych<span class="_ _5"></span> <span class="_ _5"></span>w <span class="_ _5"></span>okresach <span class="_ _5"></span>kwartaln<span class="_ _17"></span>ych. <span class="_ _5"></span>Zapo<span class="_ _5"></span>trzebowanie na <span class="_ _5"></span>go<span class="_ _5"></span>tówk<span class="_ _17"></span>ę <span class="_ _5"></span>porówn<span class="_ _17"></span>ywa<span class="_ _5"></span>ne jes<span class="_ _5"></span>t z </div><div class="t m0 x1 h4 y339 ff3 fs1 fc0 sc0 ls0 ws0">dostępnymi <span class="_ _5"></span>źródłami <span class="_ _32"></span>pozyskania <span class="_ _5"></span>ś<span class="_ _5"></span>rodk<span class="_ _17"></span>ów <span class="_ _32"></span>(w <span class="_ _32"></span>tym <span class="_ _32"></span>zwłaszcza <span class="_ _32"></span>pop<span class="_ _5"></span>rzez <span class="_ _5"></span>ocenę <span class="_ _32"></span>zdolności <span class="_ _32"></span>pozyskania <span class="_ _5"></span>ﬁnansowania <span class="_ _32"></span>w <span class="_ _32"></span>po-</div><div class="t m0 x1 h4 y2cf ff3 fs1 fc0 sc0 ls0 ws0">staci <span class="_ _32"></span>kredytów <span class="_ _32"></span>i<span class="_ _5"></span> <span class="_ _32"></span>obligacji,<span class="_ _5"></span> <span class="_ _32"></span>możliwością <span class="_ _2f"></span>zwolnienia <span class="_ _2f"></span>środk<span class="_ _17"></span>ów <span class="_ _32"></span>z <span class="_ _2f"></span>rachunk<span class="_ _17"></span>ów <span class="_ _2f"></span>powierniczych). <span class="_ _5"></span>T<span class="_ _7"></span>e<span class="_ _5"></span>rmin<span class="_ _17"></span>y<span class="_ _5"></span> <span class="_ _32"></span>wymag<span class="_ _5"></span>alności <span class="_ _32"></span>istot-</div><div class="t m0 x1 h4 y2d0 ff3 fs1 fc0 sc0 ls0 ws0">nych aktywó<span class="_ _17"></span>w <span class="_ _5"></span>i zobowiązań zapre<span class="_ _17"></span>zentowano w dodatko<span class="_ _17"></span>wych n<span class="_ _5"></span>otach objaśniających do roczn<span class="_ _17"></span>ych <span class="_ _5"></span>sprawo<span class="_ _17"></span>zdań ﬁnanso-</div><div class="t m0 x1 h4 y2d1 ff3 fs1 fc0 sc0 ls0 ws0">wych. Zamieszcz<span class="_ _17"></span>on<span class="_ _5"></span>o tam też sz<span class="_ _17"></span>czegółową specyﬁk<span class="_ _2"></span>ację wartości istotn<span class="_ _17"></span>ych s<span class="_ _5"></span>kładnik<span class="_ _17"></span>ów zobowi<span class="_ _17"></span>ą<span class="_ _5"></span>zań ﬁnansowych. </div><div class="t m0 x1 h4 y33a ff3 fs1 fc0 sc0 ls0 ws0">Poz<span class="_ _2"></span>ostałe ryzyka wpływające na działalność Spółki<span class="_ _17"></span> zostały szerzej opisane w Spr<span class="_ _17"></span>awozdaniu Zarz<span class="_ _17"></span>ądu z działalno<span class="_ _5"></span>ści </div><div class="t m0 x1 h4 y33b ff3 fs1 fc0 sc0 ls0 ws0">Dekpol S.A. </div><div class="t m0 x1 h2b y33c ff2 fsa fc2 sc3 ls0 ws0">Zarzą<span class="_ _5"></span>dz<span class="_ _5"></span>a<span class="_ _5"></span>nie<span class="_ _5"></span> <span class="_ _5"></span>kapi<span class="_ _5"></span>tałem <span class="_ _31"> </span> </div><div class="t m0 x11 h4 y33d ff3 fs1 fc0 sc0 ls0 ws0">Główny<span class="_ _17"></span>m<span class="_ _5"></span> <span class="_ _44"></span>celem <span class="_ _44"></span>zarządzania <span class="_ _2f"></span>kapitałem <span class="_ _44"></span>Spółki <span class="_ _44"></span>jest <span class="_ _44"></span>zapewnienie <span class="_ _44"></span>zdolności <span class="_ _2f"></span>do <span class="_ _33"> </span>k<span class="_ _7"></span>ontyn<span class="_ _5"></span>uowania <span class="_ _44"></span>działalności, <span class="_ _2f"></span>utrzyman<span class="_ _5"></span>ie </div><div class="t m0 x11 h4 y33e ff3 fs1 fc0 sc0 ls0 ws0">bezpiecznych wskaźnik<span class="_ _17"></span>ów <span class="_ _5"></span>kapitałowy<span class="_ _2"></span>ch <span class="_ _5"></span>oraz <span class="_ _5"></span>dobreg<span class="_ _5"></span>o <span class="_ _5"></span>ratingu kredytowego. Spółka <span class="_ _32"></span>monitoruje <span class="_ _5"></span>stan <span class="_ _32"></span>kapitałów stosując </div><div class="t m0 x11 h4 y33f ff3 fs1 fc0 sc0 ls0 ws0">wskaźnik <span class="_ _17"></span>dźwigni, który <span class="_ _17"></span>jest liczon<span class="_ _17"></span>y jak<span class="_ _17"></span>o stosunek <span class="_ _17"></span>zadłużenia netto <span class="_ _17"></span>do sum<span class="_ _17"></span>y kapitałó<span class="_ _17"></span>w<span class="_ _5"></span> <span class="_ _17"></span>p<span class="_ _5"></span>owiększ<span class="_ _17"></span>onych o <span class="_ _17"></span>zadłużenie <span class="_ _17"></span>netto. </div><div class="t m0 x11 h4 y340 ff3 fs1 fc0 sc0 ls0 ws0">Do zadłużenia netto Spółka wlicza kredyty<span class="_ _7"></span>, <span class="_ _5"></span>pożyczki, zobowiązania z tytułu emisji pap<span class="_ _5"></span>ierów dłużnych, zobowiązania z ty<span class="_ _17"></span>-</div><div class="t m0 x11 h4 y341 ff3 fs1 fc0 sc0 ls0 ws0">tułu <span class="_ _17"></span>leasingu ﬁnansowego<span class="_ _17"></span>, <span class="_ _17"></span>zobowiązania <span class="_ _17"></span>z ty<span class="_ _17"></span>tu<span class="_ _5"></span>łu <span class="_ _17"></span>dostaw <span class="_ _17"></span>i <span class="_ _2"></span>usług <span class="_ _17"></span>oraz i<span class="_ _17"></span>nn<span class="_ _5"></span>e <span class="_ _17"></span>zobowiązania, <span class="_ _17"></span>pomniejszone <span class="_ _17"></span>o <span class="_ _17"></span>środki <span class="_ _17"></span>pien<span class="_ _5"></span>iężne </div><div class="t m0 x11 h4 y342 ff3 fs1 fc0 sc0 ls0 ws0">i ekwiwalenty środk<span class="_ _17"></span>ów pieniężn<span class="_ _17"></span>ych<span class="_ _5"></span>. </div><div class="t m0 x1 h2b y343 ff2 fsa fc2 sc3 ls0 ws0">W<span class="_ _17"></span>a<span class="_ _5"></span>żne os<span class="_ _5"></span>z<span class="_ _5"></span>acowa<span class="_ _5"></span>nia <span class="_ _5"></span>i os<span class="_ _5"></span>ądy<span class="_ _53"> </span> </div><div class="t m0 x1 h4 y344 ff3 fs1 fc0 sc0 ls0 ws0">Szacunki Zarz<span class="_ _17"></span>ądu DEK<span class="_ _5"></span>POL S.A., wpływające na wartości wykazane w spr<span class="_ _17"></span>awozdaniu <span class="_ _17"></span>ﬁn<span class="_ _5"></span>ansowym, dotyczą gł<span class="_ _2"></span>ównie: </div><div class="t m0 x1 h4 y345 ff3 fs1 fc0 sc0 ls0 ws0">przewidywanego okresu ek<span class="_ _7"></span>onomicznej użyteczności środk<span class="_ _2"></span>ów tr<span class="_ _17"></span>wałych i war<span class="_ _5"></span>tości niematerialnych i pr<span class="_ _17"></span>awnyc<span class="_ _17"></span>h<span class="_ _5"></span>, </div><div class="t m0 x1 h4 y346 ff3 fs1 fc0 sc0 ls0 ws0">odpisów aktualizując<span class="_ _2"></span>ych składniki aktywów<span class="_ _7"></span>, w t<span class="_ _5"></span>ym m.in.: aktywów prze<span class="_ _17"></span>zn<span class="_ _5"></span>aczon<span class="_ _2"></span>ych do sprzedaży<span class="_ _7"></span>, </div><div class="t m0 x1 h4 y347 ff3 fs1 fc0 sc0 ls0 ws0">zaa<span class="_ _2"></span>wansowania prac ustalanego <span class="_ _5"></span>dla celów rozlicz<span class="_ _17"></span>e<span class="_ _5"></span>nia kontr<span class="_ _17"></span>aktów o usługę b<span class="_ _5"></span>udowlaną wraz z <span class="_ _5"></span>określeniem planowanej </div><div class="t m0 x1 h4 y348 ff3 fs1 fc0 sc0 ls0 ws0">marży realiz<span class="_ _2"></span>owanej na k<span class="_ _17"></span>ontrak<span class="_ _17"></span>cie, </div></div><div class="pi" ></div></div><div id="pf1d" class="pf w0 h0" ><div class="pc pc1d w0 h0"><img class="bi x11 y349 wc h38" alt="" 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"/><div class="t m0 x1 h2 y1 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 ya8 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h3 y53 ff1 fs0 fc1 sc0 ls0 ws0">Jednostkowe sprawozdanie ﬁnansowe Dekpol S.A.<span class="ff2"> <span class="_ _14"> </span> <span class="_ _4f"> </span><span class="ff3 fc0">za okres od 01.01.2023 do 31.12.2023</span></span></div><div class="t m0 x3c h4 y54 ff3 fs1 fc0 sc0 ls0 ws0"> <span class="_ _3"></span> </div><div class="t m0 x35 hf y53 ff3 fs0 fc0 sc0 ls0 ws0"> (dane w tys.zł)</div><div class="t m0 x3d h4 y54 ff3 fs1 fc0 sc0 ls0 ws0"> <span class="_ _31"> </span> <span class="_ _57"> </span> </div><div class="t m0 x3e h3 y53 ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 xe h5 ya9 ff1 fs2 fc0 sc0 ls0 ws0">29</div><div class="t m0 x13 h16 y56 ff4 fs9 fc5 sc0 ls0 ws0">Wprowadzenie</div><div class="c x14 y57 wd h17"><div class="t m0 x0 h16 y58 ff4 fs9 fc5 sc0 ls0 ws0"> </div></div><div class="t m0 x15 h18 y59 ff1 fs9 fc6 sc0 ls0 ws0">Sprawozdanie  </div><div class="t m0 x15 h18 y5a ff1 fs9 fc6 sc0 ls0 ws0">z sytuacji </div><div class="t m0 x15 h18 y5b ff1 fs9 fc6 sc0 ls0 ws0">ﬁnansowej </div><div class="t m0 x16 h18 y5c ff1 fs9 fc6 sc0 ls0 ws0">Sprawozdanie  </div><div class="t m0 x16 h18 y5d ff1 fs9 fc6 sc0 ls0 ws0">z całkowitych  </div><div class="t m0 x16 h18 y5e ff1 fs9 fc6 sc0 ls0 ws0">dochodów </div><div class="t m0 x17 h18 y5f ff1 fs9 fc6 sc0 ls0 ws0">Sprawozdanie  </div><div class="t m0 x17 h18 y60 ff1 fs9 fc6 sc0 ls0 ws0">z przepływów </div><div class="t m0 x17 h18 y61 ff1 fs9 fc6 sc0 ls0 ws0">pieniężnych </div><div class="t m0 x18 h18 y5c ff1 fs9 fc6 sc0 ls0 ws0">Sprawozdanie  </div><div class="t m0 x18 h18 y5d ff1 fs9 fc6 sc0 ls0 ws0">ze zmian w kapitale </div><div class="t m0 x18 h18 y5e ff1 fs9 fc6 sc0 ls0 ws0">własnym </div><div class="t m0 x19 h18 y62 ff1 fs9 fc6 sc0 ls0 ws0">Dodatkowe  </div><div class="t m0 x19 h18 y63 ff1 fs9 fc6 sc0 ls0 ws0">noty  </div><div class="t m0 x19 h18 y64 ff1 fs9 fc6 sc0 ls0 ws0">objaśniające </div><div class="t m0 x1 h4 yf2 ff3 fs1 fc0 sc0 ls0 ws0">dysk<span class="_ _17"></span>onta, przewidywanego wzrostu wynagrodz<span class="_ _17"></span>eń oraz założ<span class="_ _17"></span>eń<span class="_ _5"></span> aktuarialny<span class="_ _17"></span>ch używanych przy oblicz<span class="_ _2"></span>aniu rezerw na od-</div><div class="t m0 x1 h4 y65 ff3 fs1 fc0 sc0 ls0 ws0">pra<span class="_ _17"></span>wy emerytalne i rentowe, </div><div class="t m0 x1 h4 y23e ff3 fs1 fc0 sc0 ls0 ws0">wartości godziwej nieruchomości in<span class="_ _17"></span>westycyjnych, </div><div class="t m0 x1 h4 y151 ff3 fs1 fc0 sc0 ls0 ws0">przyszłych wynik<span class="_ _17"></span>ów podatk<span class="_ _17"></span>owych, uwzględnian<span class="_ _17"></span>ych p<span class="_ _5"></span>rzy ustalaniu akty<span class="_ _17"></span>wów na od<span class="_ _5"></span>roczon<span class="_ _17"></span>y podatek docho<span class="_ _5"></span>dowy<span class="_ _7"></span>. </div><div class="t m0 x11 h4 y23f ff3 fs1 fc0 sc0 ls0 ws0">Stosowana metodologia <span class="_ _17"></span>us<span class="_ _5"></span>talania wartości <span class="_ _17"></span>szacunk<span class="_ _2"></span>owych opier<span class="_ _17"></span>a<span class="_ _5"></span> się <span class="_ _17"></span>n<span class="_ _5"></span>a najlepszej <span class="_ _17"></span>wied<span class="_ _5"></span>zy <span class="_ _2"></span>Zarządu Spółki <span class="_ _17"></span>i jest zgodna z </div><div class="t m0 x11 h4 y240 ff3 fs1 fc0 sc0 ls0 ws0">wymogami MSSF<span class="_ _55"></span>.<span class="_ _5"></span> Metod<span class="_ _5"></span>ologia ustalania wartości szacunko<span class="_ _17"></span>wych jest stosowan<span class="_ _5"></span>a w sposób ciągły względem os<span class="_ _5"></span>tatniego </div><div class="t m0 x11 h4 y153 ff3 fs1 fc0 sc0 ls0 ws0">okresu <span class="_ _44"></span>sprawo<span class="_ _17"></span>zdawczego<span class="_ _17"></span>, <span class="_ _44"></span>za <span class="_ _44"></span>wyjątkiem <span class="_ _44"></span>metodologii <span class="_ _44"></span>szacowania <span class="_ _33"> </span>odpi<span class="_ _17"></span>s<span class="_ _5"></span>ów <span class="_ _2f"></span>a<span class="_ _5"></span>ktualizujących <span class="_ _44"></span>na <span class="_ _44"></span>straty <span class="_ _44"></span>kredytowe <span class="_ _44"></span>doty-</div><div class="t m0 x11 h4 y264 ff3 fs1 fc0 sc0 ls0 ws0">czące należności <span class="_ _5"></span>handlowych, zgodnie <span class="_ _5"></span>z metod<span class="_ _5"></span>ologią o<span class="_ _5"></span>kreśl<span class="_ _17"></span>on<span class="_ _5"></span>ą <span class="_ _5"></span>w MSSF 15<span class="_ _5"></span> „P<span class="_ _5"></span>rzychody z<span class="_ _5"></span> umów z<span class="_ _5"></span> <span class="_ _5"></span>klientami”<span class="_ _7"></span>. <span class="_ _5"></span>W <span class="_ _5"></span>ocenie </div><div class="t m0 x11 h4 y2b8 ff3 fs1 fc0 sc0 ls0 ws0">Zarządu <span class="_ _2f"></span>zastosowanie <span class="_ _2f"></span>n<span class="_ _5"></span>owej <span class="_ _32"></span>metod<span class="_ _5"></span>ologii <span class="_ _2f"></span>szacowania <span class="_ _2f"></span>odpisów <span class="_ _2f"></span>aktualizujących <span class="_ _2f"></span>należno<span class="_ _5"></span>ści <span class="_ _32"></span>nie <span class="_ _44"></span>wpłynę<span class="_ _5"></span>łoby <span class="_ _32"></span>istotnie <span class="_ _44"></span>na </div><div class="t m0 x11 h4 y155 ff3 fs1 fc0 sc0 ls0 ws0">dane porówna<span class="_ _17"></span>wcze. <span class="_ _17"></span>Zmian<span class="_ _17"></span>y<span class="_ _5"></span> odpisów <span class="_ _17"></span>aktualizujących <span class="_ _17"></span>przedstawiono w <span class="_ _17"></span>dalszej <span class="_ _2"></span>części <span class="_ _17"></span>infor<span class="_ _5"></span>macji, <span class="_ _17"></span>w<span class="_ _5"></span> dodatk<span class="_ _17"></span>owych <span class="_ _17"></span>no<span class="_ _5"></span>tach </div><div class="t m0 x11 h4 y156 ff3 fs1 fc0 sc0 ls0 ws0">objaśniających do poszc<span class="_ _17"></span>zególnych pozycji <span class="_ _17"></span>akt<span class="_ _5"></span>ywów<span class="_ _17"></span>. </div><div class="t m0 x1 h2b y34a ff2 fsa fc2 sc3 ls0 ws0">Doda<span class="_ _5"></span>tko<span class="_ _5"></span>we<span class="_ _5"></span> uj<span class="_ _5"></span>aw<span class="_ _5"></span>nienia <span class="_ _5"></span>d<span class="_ _5"></span>otyczą<span class="_ _5"></span>ce <span class="_ _5"></span>z<span class="_ _5"></span>asad <span class="_ _32"></span>wyce<span class="_ _5"></span>ny<span class="_ _15"> </span>  </div><div class="t m0 x11 h4 y19c ff3 fs1 fc0 sc0 ls0 ws0">Uśrednione stawki amortyzacyjne <span class="_ _5"></span>wynikają z tab<span class="_ _5"></span>el <span class="_ _5"></span>prez<span class="_ _17"></span>en<span class="_ _5"></span>tującyc<span class="_ _17"></span>h<span class="_ _5"></span> n<span class="_ _5"></span>aliczenie amortyzacji za o<span class="_ _5"></span>kres i <span class="_ _5"></span>wartość b<span class="_ _5"></span>rutto (po-</div><div class="t m0 x11 h4 y17e ff3 fs1 fc0 sc0 ls0 ws0">czątk<span class="_ _17"></span>ową) dla każd<span class="_ _17"></span>ej kategorii środk<span class="_ _17"></span>ów trwałych.   </div><div class="t m0 x11 h4 y180 ff3 fs1 fc0 sc0 ls0 ws0">Środki trw<span class="_ _2"></span>ałe i wartości niemater<span class="_ _5"></span>ialne amortyzowane są <span class="_ _17"></span>w n<span class="_ _5"></span>astępującyc<span class="_ _17"></span>h<span class="_ _5"></span> okresach:  </div><div class="t m0 x6 h1d y34b ff4 fsb fc0 sc0 ls0 ws0">Grupa <span class="_ _69"> </span>Okres</div><div class="c x4c y34c w24 h1e"><div class="t m0 x0 h1d y6c ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x4d h1d y34b ff4 fsb fc0 sc0 ls0 ws0">Stawk<span class="_ _2"></span>a amor<span class="_ _17"></span>t<span class="_ _5"></span>yzacji<span class="_ _2"></span> rocznej</div><div class="c x4e y34c w25 h1e"><div class="t m0 x0 h1d y6c ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y334 ff3 fsb fc0 sc0 ls0 ws0">Budynki i budo<span class="_ _17"></span>wle   <span class="_ _6a"> </span>40 lat</div><div class="c x4c y34d w24 h23"><div class="t m0 x0 h1b y72 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x4f h1b y334 ff3 fsb fc0 sc0 ls0 ws0">2,5%</div><div class="c x4e y34d w25 h23"><div class="t m0 x0 h1b y72 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y34e ff3 fsb fc0 sc0 ls0 ws0">Maszyny <span class="_ _17"></span>i<span class="_ _5"></span> urządz<span class="_ _17"></span>enia   <span class="_ _6b"> </span>2 - 10 lat</div><div class="c x4c y34f w24 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x46 h1b y34e ff3 fsb fc0 sc0 ls0 ws0">10-50%</div><div class="c x4e y34f w25 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y350 ff3 fsb fc0 sc0 ls0 ws0">Środki tra<span class="_ _17"></span>nsportu   <span class="_ _35"> </span>3 - 7 lat</div><div class="c x4c y205 w24 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x46 h1b y350 ff3 fsb fc0 sc0 ls0 ws0">14-33%</div><div class="c x4e y205 w25 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y351 ff3 fsb fc0 sc0 ls0 ws0">Pozosta<span class="_ _17"></span>ł<span class="_ _5"></span>e środk<span class="_ _17"></span>i trwałe   <span class="_ _6c"> </span>1 - 10 lat</div><div class="c x4c y352 w24 h1e"><div class="t m0 x0 h1b y85 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x50 h1b y351 ff3 fsb fc0 sc0 ls0 ws0">10-100%</div><div class="c x4e y352 w25 h1e"><div class="t m0 x0 h1b y85 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y353 ff3 fsb fc0 sc0 ls0 ws0">Licencje i opro<span class="_ _17"></span>gramowanie k<span class="_ _7"></span>om<span class="_ _5"></span>putero<span class="_ _17"></span>we   <span class="_ _6d"> </span>2 - 5 lat</div><div class="c x4c y354 w24 h26"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x46 h1b y353 ff3 fsb fc0 sc0 ls0 ws0">20-50%</div><div class="c x4e y354 w25 h26"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y355 ff3 fsb fc0 sc0 ls0 ws0">Pozosta<span class="_ _17"></span>ł<span class="_ _5"></span>e wartoś<span class="_ _17"></span>c<span class="_ _5"></span>i niemateria<span class="_ _2"></span>lne   <span class="_ _41"> </span>5 lat</div><div class="c x4c y356 w24 h1e"><div class="t m0 x0 h1b y85 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x51 h1b y355 ff3 fsb fc0 sc0 ls0 ws0">20%</div><div class="c x4e y356 w25 h1e"><div class="t m0 x0 h1b y85 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x11 h4 ye0 ff3 fs1 fc0 sc0 ls0 ws0">Na poziomie jednostki nie występują wartości<span class="_ _2"></span> niematerialne o nieokreślonym <span class="_ _17"></span>czasie użytk<span class="_ _17"></span>o<span class="_ _5"></span>wania.  </div><div class="t m0 x11 h4 y357 ff3 fs1 fc0 sc0 ls0 ws0">W okresie objętym historyc<span class="_ _17"></span>z<span class="_ _5"></span>nymi informacjami ﬁnansowymi tr<span class="_ _17"></span>ansa<span class="_ _5"></span>k<span class="_ _17"></span>cje leasingu zwrotnego nie wystąpiły<span class="_ _7"></span>.  </div><div class="t m0 x1 h2b y33b ff2 fsa fc2 sc3 ls0 ws0">L<span class="_ _5"></span>easing<span class="_ _5"></span>i – <span class="_ _5"></span>S<span class="_ _5"></span>pół<span class="_ _5"></span>ka <span class="_ _5"></span>jako<span class="_ _5"></span> l<span class="_ _5"></span>easi<span class="_ _5"></span>ngo<span class="_ _5"></span>d<span class="_ _5"></span>awca<span class="_ _53"> </span> <span class="_ _5"></span> </div><div class="t m0 x11 h4 y358 ff3 fs1 fc0 sc0 ls0 ws0">Spółka występuje <span class="_ _5"></span>jako lea<span class="_ _5"></span>singodawca <span class="_ _5"></span>w <span class="_ _5"></span>zakresie <span class="_ _5"></span>umów wy<span class="_ _5"></span>najmu <span class="_ _5"></span>nieruchomości, <span class="_ _5"></span>w <span class="_ _5"></span>T<span class="_ _7"></span>orun<span class="_ _5"></span>iu przy<span class="_ _5"></span> <span class="_ _5"></span>ul. <span class="_ _5"></span>W<span class="_ _2"></span>apiennej <span class="_ _5"></span>oraz <span class="_ _5"></span>w </div><div class="t m0 x11 h4 y359 ff3 fs1 fc0 sc0 ls0 ws0">Pinczynie przy <span class="_ _17"></span>ul. Gajowej, <span class="_ _2"></span>prezentowan<span class="_ _17"></span>ych jak<span class="_ _17"></span>o „nieruchomości <span class="_ _17"></span>inwestycyjne <span class="_ _2"></span>oddane w <span class="_ _2"></span>najem”<span class="_ _7"></span>. L<span class="_ _17"></span>e<span class="_ _5"></span>asing tych <span class="_ _17"></span>n<span class="_ _5"></span>ierucho-</div><div class="t m0 x11 h4 y35a ff3 fs1 fc0 sc0 ls0 ws0">mości ma <span class="_ _17"></span>cha<span class="_ _5"></span>rakter operac<span class="_ _17"></span>yjny<span class="_ _17"></span>. W odniesieniu <span class="_ _17"></span>d<span class="_ _5"></span>o nieruchomości będący<span class="_ _17"></span>ch<span class="_ _5"></span> prz<span class="_ _17"></span>ed<span class="_ _5"></span>miotem umów <span class="_ _17"></span>lea<span class="_ _5"></span>singu operacyj<span class="_ _17"></span>ne<span class="_ _5"></span>go </div><div class="t m0 x11 h4 y35b ff3 fs1 fc0 sc0 ls0 ws0">Spółka <span class="_ _44"></span>zachowuje <span class="_ _44"></span>pe<span class="_ _5"></span>łne <span class="_ _44"></span>p<span class="_ _5"></span>ra<span class="_ _17"></span>wa<span class="_ _5"></span> <span class="_ _44"></span>własno<span class="_ _5"></span>ści, <span class="_ _44"></span>oddając <span class="_ _33"> </span>pra<span class="_ _17"></span>wo<span class="_ _5"></span> <span class="_ _33"> </span>do <span class="_ _44"></span>użytk<span class="_ _17"></span>owania <span class="_ _33"> </span>nieruchomości <span class="_ _44"></span>na<span class="_ _5"></span>jemcom <span class="_ _33"> </span>na <span class="_ _44"></span>warunkach </div><div class="t m0 x11 h4 ye7 ff3 fs1 fc0 sc0 ls0 ws0">określonych w <span class="_ _17"></span>umowach.  </div><div class="t m0 x1 h2b y340 ff2 fsa fc2 sc3 ls0 ws0">Spe<span class="_ _5"></span>cy<span class="_ _5"></span>ﬁ<span class="_ _5"></span>kacj<span class="_ _5"></span>a <span class="_ _5"></span>przych<span class="_ _5"></span>o<span class="_ _5"></span>dów z <span class="_ _5"></span>um<span class="_ _5"></span>ów <span class="_ _5"></span>l<span class="_ _5"></span>easi<span class="_ _5"></span>ngu <span class="_ _5"></span>o<span class="_ _32"></span>pe<span class="_ _5"></span>ra<span class="_ _32"></span>cyj<span class="_ _5"></span>ne<span class="_ _5"></span>g<span class="_ _5"></span>o:<span class="_ _5"></span> <span class="_ _15"> </span> <span class="_ _5"></span> </div><div class="t m0 x6 h1d y35c ff4 fsb fc0 sc0 ls0 ws0">Dane w tys.<span class="_ _2"></span> zł  <span class="_ _6e"> </span>2023</div><div class="c x29 y35d w24 h23"><div class="t m0 x0 h1d y92 ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x52 h1d y35c ff4 fsb fc0 sc0 ls0 ws0">2022</div><div class="c x4 y35d w24 h23"><div class="t m0 x0 h1d y92 ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y35e ff3 fsb fc0 sc0 ls0 ws0">Przychody z tyt<span class="_ _17"></span>u<span class="_ _5"></span>łu leasingu ope<span class="_ _17"></span>racyjnego <span class="_ _17"></span> <span class="_ _6f"> </span>3 206</div><div class="c x29 y35f w24 h26"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x53 h1b y35e ff3 fsb fc0 sc0 ls0 ws0">2 710</div><div class="c x4 y35f w24 h26"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y360 ff3 fsb fc0 sc0 ls0 ws0">- w tym zmienne op<span class="_ _17"></span>łaty leasingowe, któ<span class="_ _17"></span>re nie są zale<span class="_ _17"></span>ż<span class="_ _5"></span>ne od indek<span class="_ _17"></span>su lub stopy <span class="_ _17"></span> <span class="_ _70"> </span>0</div><div class="c x29 y361 w24 h1e"><div class="t m0 x0 h1b y85 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x54 h1b y360 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x4 y361 w24 h1e"><div class="t m0 x0 h1b y85 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x1 h4 y10e ff3 fs1 fc0 sc0 ls0 ws0">Specyﬁk<span class="_ _2"></span>acja przyszłych, stałych opłat lea<span class="_ _5"></span>singowych wynik<span class="_ _17"></span>a<span class="_ _5"></span>jący<span class="_ _17"></span>ch <span class="_ _5"></span>z zawartych umów leasingu operacyj<span class="_ _17"></span>ne<span class="_ _5"></span>go (bez opłat </div><div class="t m0 x1 h4 y10f ff3 fs1 fc0 sc0 ls0 ws0">zmiennych) – wynik<span class="_ _17"></span>ające<span class="_ _5"></span> z umo<span class="_ _2"></span>wy wynajmu nieruchomości położonej w Pi<span class="_ _17"></span>ncz<span class="_ _5"></span>ynie i w T<span class="_ _55"></span>orun<span class="_ _5"></span>iu.  </div><div class="t m0 x6 h1d y362 ff4 fsb fc0 sc0 ls0 ws0">Dane w tys.<span class="_ _2"></span> zł <span class="_ _71"> </span>2024</div><div class="c x55 ya6 w26 h1e"><div class="t m0 x0 h1d y8d ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x56 h1d y362 ff4 fsb fc0 sc0 ls0 ws0">2025</div><div class="c x57 ya6 w24 h1e"><div class="t m0 x0 h1d y8d ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x9 h1d y362 ff4 fsb fc0 sc0 ls0 ws0">2026</div><div class="c x58 ya6 w22 h1e"><div class="t m0 x0 h1d y8d ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x2c h1d y362 ff4 fsb fc0 sc0 ls0 ws0">2027</div><div class="c x3 ya6 w27 h1e"><div class="t m0 x0 h1d y8d ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="c x59 y363 w27 h1e"><div class="t m0 x0 h1d y8d ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x5a h1d y362 ff4 fsb fc0 sc0 ls0 ws0">2028</div><div class="c x59 ya6 w27 h1e"><div class="t m0 x0 h1d y8d ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x5b h1d y364 ff4 fsb fc0 sc0 ls0 ws0">K<span class="_ _17"></span>olejne lata </div><div class="t m0 x5c h1d y362 ff4 fsb fc0 sc0 ls0 ws0">do 2032 r<span class="_ _7"></span>.</div><div class="c x47 ya6 w22 h1e"><div class="t m0 x0 h1d y8d ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y365 ff3 fsb fc0 sc0 ls0 ws0">Niezdy<span class="_ _17"></span>s<span class="_ _5"></span>k<span class="_ _17"></span>ontowane opłaty<span class="_ _17"></span> l<span class="_ _5"></span>ea<span class="_ _17"></span>-</div><div class="t m0 x6 h1b y366 ff3 fsb fc0 sc0 ls0 ws0">singowe do o<span class="_ _17"></span>t<span class="_ _5"></span>rzymania w k<span class="_ _17"></span>o-</div><div class="t m0 x6 h1b y367 ff3 fsb fc0 sc0 ls0 ws0">lejnych lata<span class="_ _17"></span>ch <span class="_ _72"> </span>3 286</div><div class="c x55 y368 w26 h23"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x5d h1b y367 ff3 fsb fc0 sc0 ls0 ws0">3 368</div><div class="c x57 y368 w24 h23"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x5e h1b y367 ff3 fsb fc0 sc0 ls0 ws0">3 453</div><div class="c x58 y368 w22 h23"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x28 h1b y367 ff3 fsb fc0 sc0 ls0 ws0">3 539</div><div class="c x3 y368 w27 h23"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x5f h1b y367 ff3 fsb fc0 sc0 ls0 ws0">3 627</div><div class="c x59 y368 w27 h23"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x49 h1b y367 ff3 fsb fc0 sc0 ls0 ws0">19 543</div><div class="c x47 y368 w22 h23"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf1e" class="pf w0 h0" ><div class="pc pc1e w0 h0"><img class="bi x11 y369 wc h39" alt="" 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"/><div class="t m0 x1 h2 y1 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 ya8 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h3 y53 ff1 fs0 fc1 sc0 ls0 ws0">Jednostkowe sprawozdanie ﬁnansowe Dekpol S.A.<span class="ff2"> <span class="_ _14"> </span> <span class="_ _4f"> </span><span class="ff3 fc0">za okres od 01.01.2023 do 31.12.2023</span></span></div><div class="t m0 x3c h4 y54 ff3 fs1 fc0 sc0 ls0 ws0"> <span class="_ _3"></span> </div><div class="t m0 x35 hf y53 ff3 fs0 fc0 sc0 ls0 ws0"> (dane w tys.zł)</div><div class="t m0 x3d h4 y54 ff3 fs1 fc0 sc0 ls0 ws0"> <span class="_ _31"> </span> <span class="_ _57"> </span> </div><div class="t m0 x3e h3 y53 ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 xe h5 ya9 ff1 fs2 fc0 sc0 ls0 ws0">30</div><div class="t m0 x13 h16 y56 ff4 fs9 fc5 sc0 ls0 ws0">Wprowadzenie</div><div class="c x14 y57 wd h17"><div class="t m0 x0 h16 y58 ff4 fs9 fc5 sc0 ls0 ws0"> </div></div><div class="t m0 x15 h18 y59 ff1 fs9 fc6 sc0 ls0 ws0">Sprawozdanie  </div><div class="t m0 x15 h18 y5a ff1 fs9 fc6 sc0 ls0 ws0">z sytuacji </div><div class="t m0 x15 h18 y5b ff1 fs9 fc6 sc0 ls0 ws0">ﬁnansowej </div><div class="t m0 x16 h18 y5c ff1 fs9 fc6 sc0 ls0 ws0">Sprawozdanie  </div><div class="t m0 x16 h18 y5d ff1 fs9 fc6 sc0 ls0 ws0">z całkowitych  </div><div class="t m0 x16 h18 y5e ff1 fs9 fc6 sc0 ls0 ws0">dochodów </div><div class="t m0 x17 h18 y5f ff1 fs9 fc6 sc0 ls0 ws0">Sprawozdanie  </div><div class="t m0 x17 h18 y60 ff1 fs9 fc6 sc0 ls0 ws0">z przepływów </div><div class="t m0 x17 h18 y61 ff1 fs9 fc6 sc0 ls0 ws0">pieniężnych </div><div class="t m0 x18 h18 y5c ff1 fs9 fc6 sc0 ls0 ws0">Sprawozdanie  </div><div class="t m0 x18 h18 y5d ff1 fs9 fc6 sc0 ls0 ws0">ze zmian w kapitale </div><div class="t m0 x18 h18 y5e ff1 fs9 fc6 sc0 ls0 ws0">własnym </div><div class="t m0 x19 h18 y62 ff1 fs9 fc6 sc0 ls0 ws0">Dodatkowe  </div><div class="t m0 x19 h18 y63 ff1 fs9 fc6 sc0 ls0 ws0">noty  </div><div class="t m0 x19 h18 y64 ff1 fs9 fc6 sc0 ls0 ws0">objaśniające </div><div class="t m0 x1 h2b ycd ff2 fsa fc2 sc3 ls0 ws0">L<span class="_ _5"></span>easing<span class="_ _5"></span>i – <span class="_ _5"></span>S<span class="_ _5"></span>pół<span class="_ _5"></span>ka <span class="_ _5"></span>jako<span class="_ _5"></span> l<span class="_ _5"></span>easi<span class="_ _5"></span>ngo<span class="_ _5"></span>b<span class="_ _5"></span>i<span class="_ _5"></span>o<span class="_ _5"></span>rca<span class="_ _53"> </span>  </div><div class="t m0 x11 h4 yce ff3 fs1 fc0 sc0 ls0 ws0">Spółka j<span class="_ _2"></span>est stroną umów leasingu. <span class="_ _17"></span>Aktywa będące przedmiotem umó<span class="_ _17"></span>w<span class="_ _5"></span> leasingu wyk<span class="_ _17"></span>orzystywane są w działalności ope-</div><div class="t m0 x11 h4 ycf ff3 fs1 fc0 sc0 ls0 ws0">racy<span class="_ _17"></span>jne<span class="_ _5"></span>j Spółki. <span class="_ _5"></span>Spółka stos<span class="_ _5"></span>uje uproszcze<span class="_ _17"></span>n<span class="_ _5"></span>ia w <span class="_ _5"></span>odniesien<span class="_ _5"></span>iu do umów <span class="_ _5"></span>leasingu krótkotermi<span class="_ _2"></span>nowego <span class="_ _5"></span>(do 12 <span class="_ _5"></span>miesięcy) oraz </div><div class="t m0 x11 h4 yd0 ff3 fs1 fc0 sc0 ls0 ws0">leasingów o n<span class="_ _5"></span>iskiej wartości (wartość przedmiotu leasingu <span class="_ _5"></span>pon<span class="_ _5"></span>iż<span class="_ _17"></span>ej 40 <span class="_ _5"></span>tys. zł), n<span class="_ _5"></span>ie ujmując i<span class="_ _5"></span>ch jak<span class="_ _17"></span>o<span class="_ _5"></span> pra<span class="_ _2"></span>wa do <span class="_ _5"></span>użytk<span class="_ _17"></span>owania </div><div class="t m0 x11 h4 y1b0 ff3 fs1 fc0 sc0 ls0 ws0">aktywów<span class="_ _7"></span>. Leas<span class="_ _5"></span>ingi tego rodzaj<span class="_ _17"></span>u n<span class="_ _5"></span>ie są istotne w działalności Spółki.  </div><div class="t m0 x11 h4 y21e ff3 fs1 fc0 sc0 ls0 ws0">Spółka <span class="_ _2f"></span>nie <span class="_ _44"></span>była <span class="_ _44"></span>w <span class="_ _2f"></span><span class="fc1">okresie<span class="_ _5"></span> <span class="_ _2f"></span>objętym <span class="_ _2f"></span>d<span class="_ _5"></span>anymi <span class="_ _2f"></span>historycznymi <span class="_ _2f"></span>s<span class="_ _5"></span>troną <span class="_ _44"></span>subleasingu <span class="_ _2f"></span>nie<span class="_ _5"></span> <span class="_ _2f"></span>występ<span class="_ _5"></span>o<span class="_ _2"></span>wały <span class="_ _2f"></span>zmien<span class="_ _5"></span>ne <span class="_ _44"></span>opłaty <span class="_ _2f"></span>lea<span class="_ _5"></span>sin-</span></div><div class="t m0 x11 h4 y195 ff3 fs1 fc1 sc0 ls0 ws0">gowe.<span class="_ _17"></span> W<span class="_ _5"></span> 20<span class="_ _17"></span>2<span class="_ _5"></span>3r<span class="_ _7"></span>. Spółk<span class="_ _17"></span>a<span class="_ _5"></span> b<span class="_ _17"></span>y<span class="_ _5"></span>ła stroną umowy <span class="_ _17"></span>lea<span class="_ _5"></span>singu zwrotnego<span class="_ _17"></span>, z której z<span class="_ _17"></span>o<span class="_ _5"></span>stał wy<span class="_ _17"></span>g<span class="_ _5"></span>enerowany <span class="_ _17"></span>zysk o wartości 384 ty<span class="_ _2"></span>s. zł, </div><div class="t m0 x11 h4 y196 ff3 fs1 fc1 sc0 ls0 ws0">rozlicz<span class="_ _17"></span>a<span class="_ _5"></span>ny <span class="_ _17"></span>w czasie zgodnie z okres<span class="_ _17"></span>e<span class="_ _5"></span>m umowy <span class="_ _17"></span>lea<span class="_ _5"></span>singu. Na dzień bilansowy wartość p<span class="_ _2"></span>ozostała do r<span class="_ _17"></span>ozliczenia to 320 ty<span class="_ _17"></span>s. </div><div class="t m0 x11 h4 y197 ff3 fs1 fc1 sc0 ls0 ws0">zł., prez<span class="_ _17"></span>en<span class="_ _5"></span>towane w bilansie w po<span class="_ _17"></span>zycji „Przychody przyszłych okresów”<span class="_ _17"></span>. </div><div class="t m0 x11 h4 y27e ff3 fs1 fc0 sc0 ls0 ws0">Umowy <span class="_ _17"></span>lea<span class="_ _5"></span>singu <span class="_ _17"></span>zawier<span class="_ _2"></span>ają opcję <span class="_ _17"></span>przedłużenia <span class="_ _17"></span>lub wypowi<span class="_ _2"></span>edzenia, <span class="_ _2"></span>nie z<span class="_ _17"></span>awierają <span class="_ _17"></span>gwa<span class="_ _5"></span>r<span class="_ _2"></span>ancji <span class="_ _17"></span>war<span class="_ _5"></span>tości <span class="_ _17"></span>k<span class="_ _2"></span>ońcowej <span class="_ _17"></span>a<span class="_ _5"></span>ni k<span class="_ _7"></span>owe-</div><div class="t m0 x11 h4 y36a ff3 fs1 fc0 sc0 ls0 ws0">nantów<span class="_ _17"></span>. Nie występują nierozpocz<span class="_ _17"></span>ę<span class="_ _5"></span>te leasingi, do który<span class="_ _17"></span>ch Sp<span class="_ _5"></span>ółka by<span class="_ _17"></span>łaby zobowiązana jak<span class="_ _17"></span>o leasingobiorca.   </div><div class="t m0 x1 h3a y36b ff2 fs1 fc4 sc5 ls0 ws0">Dod<span class="_ _5"></span>atkowe <span class="_ _5"></span>ujawnieni<span class="_ _5"></span>a dotycz<span class="_ _5"></span>ące <span class="_ _5"></span>prawa d<span class="_ _32"></span>o uż<span class="_ _5"></span>ytkowania akty<span class="_ _5"></span>wów został<span class="_ _5"></span>a pr<span class="_ _5"></span>zedsta<span class="_ _5"></span>wiona <span class="_ _5"></span>poniżej<span class="_ _5"></span>:<span class="_ _4f"> </span>  </div><div class="t m0 x6 h1d y36c ff4 fsb fc0 sc0 ls0 ws0">Dane w tys.<span class="_ _2"></span> <span class="ff5">zł</span> <span class="_ _73"> </span>2023 r<span class="_ _7"></span>.</div><div class="c x60 y36d w24 h1e"><div class="t m0 x0 h1d y6c ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x49 h1d y36c ff4 fsb fc0 sc0 ls0 ws0">2022 r<span class="_ _7"></span>.</div><div class="c x47 y36d w24 h1e"><div class="t m0 x0 h1d y6c ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y36e ff3 fsb fc0 sc0 ls0 ws0">Maszyny <span class="_ _17"></span>i<span class="_ _5"></span> urządz<span class="_ _17"></span>enia (netto)  <span class="_ _74"> </span>3 287</div><div class="c x60 y36f w24 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x48 h1b y36e ff3 fsb fc0 sc0 ls0 ws0">1 318</div><div class="c x47 y36f w24 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y370 ff3 fsb fc0 sc0 ls0 ws0">Środki tra<span class="_ _17"></span>nsportu (netto)  <span class="_ _75"> </span>778</div><div class="c x60 y371 w24 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x48 h1b y370 ff3 fsb fc0 sc0 ls0 ws0">1 089</div><div class="c x47 y371 w24 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y372 ff3 fsb fc0 sc0 ls0 ws0">Pozosta<span class="_ _17"></span>ł<span class="_ _5"></span>e środk<span class="_ _17"></span>i trwałe (netto)  <span class="_ _76"> </span>682</div><div class="c x60 y243 w24 h1e"><div class="t m0 x0 h1b y72 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xc h1b y372 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x47 y243 w24 h1e"><div class="t m0 x0 h1b y72 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y373 ff3 fsb fc0 sc0 ls0 ws0">Amortyzacja p<span class="_ _17"></span>raw do użytk<span class="_ _7"></span>owania aktywów ujęty<span class="_ _17"></span>ch jako<span class="_ _2"></span> środki<span class="_ _2"></span> trwałe w okre<span class="_ _17"></span>sie  <span class="_ _77"> </span>614</div><div class="c x60 yda w24 h21"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x4b h1b y373 ff3 fsb fc0 sc0 ls0 ws0">494</div><div class="c x47 yda w24 h21"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y374 ff3 fsb fc0 sc0 ls0 ws0">Zwięk<span class="_ _2"></span>szeni<span class="_ _17"></span>a praw do użytk<span class="_ _7"></span>owania aktywó<span class="_ _2"></span>w w okresie<span class="_ _17"></span>  <span class="_ _78"> </span>3 604</div><div class="c x60 y375 w24 h23"><div class="t m0 x0 h1b y72 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x4b h1b y374 ff3 fsb fc0 sc0 ls0 ws0">330</div><div class="c x47 y375 w24 h23"><div class="t m0 x0 h1b y72 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y2ca ff3 fsb fc0 sc0 ls0 ws0">K<span class="_ _2"></span>oszty odsetek o<span class="_ _2"></span>d zobo<span class="_ _17"></span>wiązań z tytułu leasingu <span class="_ _17"></span> <span class="_ _79"> </span>294</div><div class="c x60 y376 w24 h23"><div class="t m0 x0 h1b y72 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x4b h1b y2ca ff3 fsb fc0 sc0 ls0 ws0">116</div><div class="c x47 y376 w24 h23"><div class="t m0 x0 h1b y72 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x1 h4 y377 ff3 fs1 fc0 sc0 ls0 ws0">Na dzień bilansowy <span class="_ _17"></span>Spółka posiada salda dla <span class="_ _17"></span>leasin<span class="_ _5"></span>gu <span class="_ _2"></span>krótk<span class="_ _17"></span>oterminowego na 1.059 <span class="_ _17"></span>tys.<span class="_ _5"></span> zł <span class="_ _17"></span>o<span class="_ _5"></span>raz dla <span class="_ _17"></span>d<span class="_ _5"></span>ługoterminowego na </div><div class="t m0 x1 h4 y378 ff3 fs1 fc0 sc0 ls0 ws0">kwotę 2.552 tys. <span class="_ _17"></span>z<span class="_ _5"></span>ł. </div><div class="t m0 x1 h2b y379 ff2 fsa fc2 sc3 ls0 ws0">Zmiany<span class="_ _5"></span> p<span class="_ _5"></span>o<span class="_ _5"></span>l<span class="_ _5"></span>ityk<span class="_ _5"></span>i rachu<span class="_ _5"></span>nkowości<span class="_ _5"></span> i<span class="_ _5"></span> stwi<span class="_ _5"></span>erdzone <span class="_ _5"></span>bł<span class="_ _5"></span>ędy<span class="_ _32"></span> do<span class="_ _5"></span>tyc<span class="_ _5"></span>zą<span class="_ _5"></span>ce <span class="_ _5"></span>lat <span class="_ _5"></span>popr<span class="_ _5"></span>zedn<span class="_ _5"></span>i<span class="_ _5"></span>ch<span class="_ _5"></span> i<span class="_ _57"> </span> <span class="_ _5"></span>ic<span class="_ _5"></span>h<span class="_ _5"></span> <span class="_ _5"></span>w<span class="_ _5"></span>pł<span class="_ _5"></span>y<span class="_ _5"></span>w <span class="_ _5"></span>n<span class="_ _5"></span>a<span class="_ _5"></span> wynik </div><div class="t m0 x1 h2b y37a ff2 fsa fc2 sc3 ls0 ws0">ﬁ<span class="_ _5"></span>nansowy<span class="_ _5"></span> <span class="_ _5"></span>i <span class="_ _5"></span>kapi<span class="_ _5"></span>tał <span class="_ _5"></span>wł<span class="_ _5"></span>asny<span class="_ _b"> </span> </div><div class="t m0 x1 h4 y37b ff3 fs1 fc0 sc0 ls0 ws0">Zasady <span class="_ _32"></span>(polityki) <span class="_ _32"></span>rachunk<span class="_ _17"></span>owości <span class="_ _5"></span>zastosowane <span class="_ _32"></span>do <span class="_ _32"></span>spo<span class="_ _5"></span>rządze<span class="_ _2"></span>nia <span class="_ _32"></span>sprawo<span class="_ _17"></span>zdania <span class="_ _32"></span>ﬁnansowego <span class="_ _32"></span>są <span class="_ _32"></span>spójne <span class="_ _32"></span>z <span class="_ _32"></span>tymi, <span class="_ _32"></span>które <span class="_ _32"></span>za-</div><div class="t m0 x1 h4 y37c ff3 fs1 fc0 sc0 ls0 ws0">stosowano <span class="_ _17"></span>przy <span class="_ _17"></span>spor<span class="_ _5"></span>ządzaniu <span class="_ _7"></span>rocznego spr<span class="_ _17"></span>awoz<span class="_ _2"></span>dania <span class="_ _17"></span>ﬁnansowego S<span class="_ _17"></span>p<span class="_ _5"></span>ółki <span class="_ _17"></span>za <span class="_ _17"></span>rok <span class="_ _17"></span>zak<span class="_ _17"></span>o<span class="_ _5"></span>ńczon<span class="_ _17"></span>y <span class="_ _17"></span>dnia 31<span class="_ _17"></span> grudnia <span class="_ _17"></span>2022 <span class="_ _17"></span>roku, </div><div class="t m0 x1 h4 y37d ff3 fs1 fc0 sc0 ls0 ws0">z <span class="_ _5"></span>wyjątkiem <span class="_ _32"></span>niewielkich <span class="_ _32"></span>zmian <span class="_ _32"></span>(które <span class="_ _5"></span>nie <span class="_ _2f"></span>mają <span class="_ _5"></span>is<span class="_ _5"></span>totnego <span class="_ _32"></span>wpływu <span class="_ _5"></span>na <span class="_ _32"></span>dan<span class="_ _5"></span>e <span class="_ _5"></span>sprawoz<span class="_ _17"></span>d<span class="_ _5"></span>a<span class="_ _2"></span>wcze) <span class="_ _5"></span>oraz <span class="_ _5"></span>zastosowania <span class="_ _32"></span>nowych </div><div class="t m0 x1 h4 y37e ff3 fs1 fc0 sc0 ls0 ws0">lub <span class="_ _33"> </span>zmienionych <span class="_ _33"> </span>standardów <span class="_ _33"> </span>or<span class="_ _17"></span>a<span class="_ _5"></span>z  interpret<span class="_ _17"></span>acji  obowiązującyc<span class="_ _17"></span>h<span class="_ _5"></span> <span class="_ _33"> </span>dla  okresów <span class="_ _44"></span>rocz<span class="_ _5"></span>nych <span class="_ _33"> </span>r<span class="_ _17"></span>ozpoczynających <span class="_ _33"> </span>się  d<span class="_ _17"></span>n<span class="_ _5"></span>ia  1<span class="_ _2"></span> </div><div class="t m0 x1 h4 y37f ff3 fs1 fc0 sc0 ls0 ws0">stycznia 20232 rok<span class="_ _2"></span>u i później.  </div><div class="t m0 x1 h4 y380 ff3 fs1 fc0 sc0 ls0 ws0">W o<span class="_ _5"></span>kresie <span class="_ _5"></span>sprawo<span class="_ _17"></span>zdawczym nie <span class="_ _32"></span>stwierdzono błęd<span class="_ _5"></span>ów dotyczących <span class="_ _5"></span>lat po<span class="_ _5"></span>przednich <span class="_ _5"></span>w <span class="_ _5"></span>dotychczas <span class="_ _5"></span>publik<span class="_ _17"></span>owany<span class="_ _2"></span>ch <span class="_ _5"></span>spra-</div><div class="t m0 x1 h4 y107 ff3 fs1 fc0 sc0 ls0 ws0">wozd<span class="_ _2"></span>aniach ﬁnansowych, <span class="_ _17"></span>które miałyb<span class="_ _17"></span>y istotny <span class="_ _17"></span>wp<span class="_ _5"></span>ływ na <span class="_ _17"></span>wyn<span class="_ _5"></span>ik ﬁnansowy <span class="_ _17"></span>lub/ i k<span class="_ _17"></span>a<span class="_ _5"></span>pitał <span class="_ _17"></span>włas<span class="_ _5"></span>ny<span class="_ _7"></span>. S<span class="_ _17"></span>p<span class="_ _5"></span>ra<span class="_ _17"></span>wozdanie<span class="_ _5"></span> ﬁ<span class="_ _17"></span>nansowe </div><div class="t m0 x1 h4 y108 ff3 fs1 fc0 sc0 ls0 ws0">roku 2023 stworzone je<span class="_ _5"></span>st z <span class="_ _5"></span>zastosowaniem nowych lub <span class="_ _5"></span>zmienionych standardów o<span class="_ _5"></span>raz interpretacji obowiązujących dla </div><div class="t m0 x1 h28 y381 ff3 fs1 fc0 sc0 ls0 ws0">okresów roczn<span class="_ _17"></span>ych rozpoczynającyc<span class="_ _17"></span>h<span class="_ _5"></span> się dnia 1 stycznia 2023 roku <span class="_ _2"></span>i później. <span class="ff4 fsc fc2"> </span></div><div class="t m0 x1 h28 y382 ff4 fsc fc2 sc0 ls0 ws0">Platforma <span class="_ _3c"> </span>z<span class="_ _17"></span>as<span class="_ _5"></span>toso<span class="_ _17"></span>wany<span class="_ _17"></span>ch <span class="_ _3c"> </span>Międzyn<span class="_ _17"></span>arodowy<span class="_ _17"></span>ch <span class="_ _3c"> </span>S<span class="_ _5"></span>tand<span class="_ _17"></span>ardów <span class="_ _3c"> </span>Spra<span class="_ _17"></span>woz<span class="_ _17"></span>-</div><div class="t m0 x1 h28 y1cd ff4 fsc fc2 sc0 ls0 ws0">da<span class="_ _17"></span>wc<span class="_ _5"></span>z<span class="_ _17"></span>ości Finansowej </div><div class="t m0 x1 h2b y383 ff2 fsa fc2 sc3 ls0 ws0">Ośw<span class="_ _5"></span>iadcz<span class="_ _5"></span>e<span class="_ _5"></span>nie o <span class="_ _5"></span>zg<span class="_ _5"></span>od<span class="_ _5"></span>noś<span class="_ _5"></span>ci<span class="_ _5"></span> <span class="_ _b"> </span> </div><div class="t m0 x1 h4 y384 ff3 fs1 fc0 sc0 ls0 ws0">Niniejsze <span class="_ _44"></span>sprawo<span class="_ _17"></span>zdanie <span class="_ _33"> </span>ﬁnansowe <span class="_ _44"></span>zostało <span class="_ _44"></span>sporządzone <span class="_ _44"></span>zgodnie <span class="_ _33"> </span>z <span class="_ _44"></span>Międzynarodowymi<span class="_ _17"></span> <span class="_ _33"> </span>Standardami <span class="_ _44"></span>Rach<span class="_ _5"></span>unk<span class="_ _17"></span>owości, </div><div class="t m0 x1 h4 y385 ff3 fs1 fc0 sc0 ls0 ws0">Międzynarodowymi <span class="_ _17"></span>Standardami S<span class="_ _2"></span>pra<span class="_ _17"></span>wozdawcz<span class="_ _17"></span>o<span class="_ _5"></span>ści <span class="_ _17"></span>Fina<span class="_ _5"></span>nsowej <span class="_ _17"></span>oraz związ<span class="_ _17"></span>a<span class="_ _5"></span>nym<span class="_ _17"></span>i z nimi <span class="_ _17"></span>in<span class="_ _5"></span>terpretacjami <span class="_ _17"></span>og<span class="_ _5"></span>łoszon<span class="_ _17"></span>ymi w </div><div class="t m0 x1 h4 y386 ff3 fs1 fc0 sc0 ls0 ws0">formie Rozporządzeń <span class="_ _17"></span>Komisji Europejskiej zwan<span class="_ _17"></span>ymi dalej MSSF<span class="_ _7"></span>. </div><div class="t m0 x1 h2b y387 ff2 fsa fc2 sc3 ls0 ws0">Wcze<span class="_ _5"></span>śniejsze <span class="_ _5"></span>z<span class="_ _5"></span>astosowa<span class="_ _5"></span>n<span class="_ _5"></span>ie s<span class="_ _5"></span>ta<span class="_ _5"></span>n<span class="_ _5"></span>da<span class="_ _32"></span>rdó<span class="_ _5"></span>w i<span class="_ _5"></span> i<span class="_ _5"></span>nte<span class="_ _32"></span>rpre<span class="_ _5"></span>tacj<span class="_ _5"></span>i<span class="_ _7a"> </span> </div><div class="t m0 x1 h4 y388 ff3 fs1 fc0 sc0 ls0 ws0">Spółka nie z<span class="_ _17"></span>as<span class="_ _5"></span>tosowała żadny<span class="_ _17"></span>ch stand<span class="_ _5"></span>ardów i<span class="_ _2"></span> interpretacji przed wejściem <span class="_ _17"></span>w życie. </div></div><div class="pi" ></div></div><div id="pf1f" class="pf w0 h0" ><div class="pc pc1f w0 h0"><img class="bi x11 y14f wc h31" alt="" 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"/><div class="t m0 x1 h2 y1 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 ya8 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h3 y53 ff1 fs0 fc1 sc0 ls0 ws0">Jednostkowe sprawozdanie ﬁnansowe Dekpol S.A.<span class="ff2"> <span class="_ _14"> </span> <span class="_ _4f"> </span><span class="ff3 fc0">za okres od 01.01.2023 do 31.12.2023</span></span></div><div class="t m0 x3c h4 y54 ff3 fs1 fc0 sc0 ls0 ws0"> <span class="_ _3"></span> </div><div class="t m0 x35 hf y53 ff3 fs0 fc0 sc0 ls0 ws0"> (dane w tys.zł)</div><div class="t m0 x3d h4 y54 ff3 fs1 fc0 sc0 ls0 ws0"> <span class="_ _31"> </span> <span class="_ _57"> </span> </div><div class="t m0 x3e h3 y53 ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 xe h5 ya9 ff1 fs2 fc0 sc0 ls0 ws0">31</div><div class="t m0 x13 h16 y56 ff4 fs9 fc5 sc0 ls0 ws0">Wprowadzenie</div><div class="c x14 y57 wd h17"><div class="t m0 x0 h16 y58 ff4 fs9 fc5 sc0 ls0 ws0"> </div></div><div class="t m0 x15 h18 y59 ff1 fs9 fc6 sc0 ls0 ws0">Sprawozdanie  </div><div class="t m0 x15 h18 y5a ff1 fs9 fc6 sc0 ls0 ws0">z sytuacji </div><div class="t m0 x15 h18 y5b ff1 fs9 fc6 sc0 ls0 ws0">ﬁnansowej </div><div class="t m0 x16 h18 y5c ff1 fs9 fc6 sc0 ls0 ws0">Sprawozdanie  </div><div class="t m0 x16 h18 y5d ff1 fs9 fc6 sc0 ls0 ws0">z całkowitych  </div><div class="t m0 x16 h18 y5e ff1 fs9 fc6 sc0 ls0 ws0">dochodów </div><div class="t m0 x17 h18 y5f ff1 fs9 fc6 sc0 ls0 ws0">Sprawozdanie  </div><div class="t m0 x17 h18 y60 ff1 fs9 fc6 sc0 ls0 ws0">z przepływów </div><div class="t m0 x17 h18 y61 ff1 fs9 fc6 sc0 ls0 ws0">pieniężnych </div><div class="t m0 x18 h18 y5c ff1 fs9 fc6 sc0 ls0 ws0">Sprawozdanie  </div><div class="t m0 x18 h18 y5d ff1 fs9 fc6 sc0 ls0 ws0">ze zmian w kapitale </div><div class="t m0 x18 h18 y5e ff1 fs9 fc6 sc0 ls0 ws0">własnym </div><div class="t m0 x19 h18 y62 ff1 fs9 fc6 sc0 ls0 ws0">Dodatkowe  </div><div class="t m0 x19 h18 y63 ff1 fs9 fc6 sc0 ls0 ws0">noty  </div><div class="t m0 x19 h18 y64 ff1 fs9 fc6 sc0 ls0 ws0">objaśniające </div><div class="t m0 x1 h2b ycd ff2 fsa fc2 sc3 ls0 ws0">Wpro<span class="_ _5"></span>wa<span class="_ _32"></span>dz<span class="_ _5"></span>enie <span class="_ _5"></span>nowyc<span class="_ _5"></span>h stan<span class="_ _5"></span>dardów z<span class="_ _5"></span>as<span class="_ _5"></span>to<span class="_ _5"></span>sowane <span class="_ _5"></span>po <span class="_ _5"></span>ra<span class="_ _5"></span>z<span class="_ _5"></span> pi<span class="_ _5"></span>e<span class="_ _5"></span>rws<span class="_ _5"></span>zy<span class="_ _5"></span> <span class="_ _5"></span>o<span class="_ _5"></span>d<span class="_ _5"></span> <span class="_ _5"></span>1 <span class="_ _5"></span>styc<span class="_ _32"></span>zn<span class="_ _5"></span>ia <span class="_ _5"></span> 202<span class="_ _5"></span>3<span class="_ _5"></span> <span class="_ _5"></span>r<span class="_ _7"></span>.<span class="_ _58"> </span> </div><div class="t m0 x1 h30 yce ff4 fs1 fc0 sc0 ls0 ws0">Popra<span class="_ _17"></span>wki <span class="_ _2f"></span>do <span class="_ _2f"></span>MSR <span class="_ _2f"></span>1 <span class="_ _32"></span>“Prezentacja <span class="_ _5"></span>s<span class="_ _5"></span>pra<span class="_ _2"></span>woz<span class="_ _17"></span>d<span class="_ _5"></span>ań <span class="_ _32"></span>ﬁ<span class="_ _5"></span>nansowy<span class="_ _17"></span>ch”<span class="ff3">, <span class="_ _5"></span>za<span class="_ _5"></span>mieniają <span class="_ _2f"></span>wymóg <span class="_ _32"></span>ujawniania <span class="_ _2f"></span>znaczących <span class="_ _32"></span>info<span class="_ _5"></span>rmacji </span></div><div class="t m0 x1 h4 ycf ff3 fs1 fc0 sc0 ls0 ws0">do-tyczących <span class="_ _5"></span>zasad <span class="_ _5"></span>rachunk<span class="_ _17"></span>owości <span class="_ _5"></span>na <span class="_ _32"></span>te, k<span class="_ _5"></span>tóre <span class="_ _32"></span>są <span class="_ _5"></span>istotne. <span class="_ _5"></span>Z <span class="_ _32"></span>obecnych <span class="_ _5"></span>rozbudowanych <span class="_ _5"></span>opisów zasa<span class="_ _5"></span>d <span class="_ _5"></span>rachunko<span class="_ _17"></span>woś<span class="_ _5"></span>ci, </div><div class="t m0 x1 h4 yd0 ff3 fs1 fc0 sc0 ls0 ws0">stan-dard wymaga zamieszcz<span class="_ _17"></span>enia info<span class="_ _5"></span>rmacji spec<span class="_ _17"></span>yﬁcznych dla jedno<span class="_ _5"></span>stki i nie<span class="_ _17"></span>z<span class="_ _5"></span>będnych dla zrozumi<span class="_ _17"></span>en<span class="_ _5"></span>ia wyborów i osą-</div><div class="t m0 x1 h4 y1b0 ff3 fs1 fc0 sc0 ls0 ws0">dów <span class="_ _5"></span>do<span class="_ _5"></span>k<span class="_ _17"></span>onanych <span class="_ _32"></span>przy <span class="_ _32"></span>doborze <span class="_ _5"></span>zasad <span class="_ _32"></span>rachunk<span class="_ _17"></span>owości. <span class="_ _5"></span>Zmiany <span class="_ _32"></span>do <span class="_ _32"></span>MSR1 <span class="_ _32"></span>doprecyzowują <span class="_ _5"></span>także <span class="_ _5"></span>kwes<span class="_ _5"></span>tie <span class="_ _5"></span>z<span class="_ _5"></span>łamania <span class="_ _32"></span>k<span class="_ _17"></span>owe-</div><div class="t m0 x1 h4 y21d ff3 fs1 fc0 sc0 ls0 ws0">nantów w umowach kredytowy<span class="_ _2"></span>ch i związanego<span class="_ _5"></span> z tym wymogu klasy<span class="_ _17"></span>ﬁkacji długu jako zobo<span class="_ _17"></span>wiązania krótk<span class="_ _17"></span>oterminowego. </div><div class="t m0 x1 h4 y21e ff3 fs1 fc0 sc0 ls0 ws0">Zmiana nie miała wpływu na sprawo<span class="_ _17"></span>zdanie ﬁnansowe.  </div><div class="t m0 x1 h30 y196 ff4 fs1 fc0 sc0 ls0 ws0">Zmiana <span class="_ _17"></span>MSR 8 <span class="_ _17"></span>“Zas<span class="_ _5"></span>ady <span class="_ _17"></span>(polityka) <span class="_ _17"></span>rachunk<span class="_ _17"></span>owości, zmian<span class="_ _17"></span>y w<span class="_ _2"></span>artości sz<span class="_ _17"></span>acunkowy<span class="_ _17"></span>ch <span class="_ _17"></span>i k<span class="_ _17"></span>or<span class="_ _5"></span>ygow<span class="_ _17"></span>anie błędów”<span class="ff3">, <span class="_ _17"></span>dotyczy<span class="_ _5"></span> </span></div><div class="t m0 x1 h4 y197 ff3 fs1 fc0 sc0 ls0 ws0">wprowadz<span class="_ _2"></span>enia <span class="_ _5"></span>do <span class="_ _5"></span>stan<span class="_ _5"></span>dardu deﬁnicji <span class="_ _5"></span>szacunku <span class="_ _5"></span>k<span class="_ _17"></span>sięgowego: <span class="_ _5"></span>Szacunki <span class="_ _5"></span>ksi<span class="_ _17"></span>ęg<span class="_ _5"></span>owe <span class="_ _5"></span>to <span class="_ _5"></span>kwoty <span class="_ _5"></span>pieniężne <span class="_ _5"></span>w <span class="_ _5"></span>sprawoz<span class="_ _17"></span>d<span class="_ _5"></span>aniu ﬁ-</div><div class="t m0 x1 h4 y198 ff3 fs1 fc0 sc0 ls0 ws0">nansowym, które podlegają niepewności wyc<span class="_ _17"></span>e<span class="_ _5"></span>ny<span class="_ _7"></span>. Zmiana nie wpłynęła na sprawo<span class="_ _2"></span>zdanie ﬁnansowe<span class="_ _17"></span>.  </div><div class="t m0 x1 h30 y36a ff4 fs1 fc0 sc0 ls0 ws0">Zmiany <span class="_ _2f"></span>d<span class="_ _5"></span>o <span class="_ _44"></span>MSR <span class="_ _33"></span>1<span class="_ _17"></span>2 <span class="_ _33"> </span>“Podatek <span class="_ _44"></span>dochodowy”<span class="ff3"> <span class="_ _33"> </span>wpro<span class="_ _17"></span>wa<span class="_ _5"></span>dzają <span class="_ _44"></span>wymóg <span class="_ _33"> </span>ujmo<span class="_ _2"></span>wania <span class="_ _33"> </span>podatku <span class="_ _2f"></span>odroczonego <span class="_ _44"></span>od <span class="_ _33"> </span>określon<span class="_ _17"></span>ych </span></div><div class="t m0 x1 h4 y34a ff3 fs1 fc0 sc0 ls0 ws0">transak<span class="_ _17"></span>cji, a <span class="_ _5"></span>dodatko<span class="_ _17"></span>wa <span class="_ _5"></span>kolejna zmiana <span class="_ _5"></span>do <span class="_ _5"></span>MSR <span class="_ _5"></span>12 <span class="_ _5"></span>wprowadza zwolnienie <span class="_ _5"></span>z <span class="_ _5"></span>ustalania <span class="_ _5"></span>podatku odroczonego w <span class="_ _5"></span>związku </div><div class="t m0 x1 h4 y17d ff3 fs1 fc0 sc0 ls0 ws0">ze <span class="_ _5"></span>z<span class="_ _5"></span>mianami <span class="_ _5"></span>w <span class="_ _32"></span>przepisach<span class="_ _5"></span> <span class="_ _5"></span>p<span class="_ _5"></span>odatk<span class="_ _17"></span>owych <span class="_ _32"></span>dotyczących <span class="_ _5"></span>globalneg<span class="_ _5"></span>o <span class="_ _32"></span>podatku <span class="_ _5"></span>minimalnego. <span class="_ _5"></span>Ra<span class="_ _5"></span>da <span class="_ _32"></span>wprowadziła <span class="_ _5"></span>zasad<span class="_ _5"></span>ę, <span class="_ _5"></span>iż </div><div class="t m0 x1 h4 y19c ff3 fs1 fc0 sc0 ls0 ws0">jeśli w <span class="_ _5"></span>wyniku transak<span class="_ _17"></span>cji powstają <span class="_ _5"></span>równocześnie dodatnie i u<span class="_ _5"></span>jemne różnice p<span class="_ _5"></span>rzejściowe w tej samej kwocie, należy <span class="_ _5"></span>ująć </div><div class="t m0 x1 h4 y17e ff3 fs1 fc0 sc0 ls0 ws0">aktywa i <span class="_ _17"></span>rezerwę na <span class="_ _17"></span>o<span class="_ _5"></span>drocz<span class="_ _17"></span>ony podatek dochodowy <span class="_ _17"></span>nawet wówcz<span class="_ _17"></span>as, gdy tr<span class="_ _17"></span>an<span class="_ _5"></span>sak<span class="_ _17"></span>cja nie wynik<span class="_ _17"></span>a<span class="_ _5"></span> z <span class="_ _17"></span>p<span class="_ _5"></span>ołączenia, <span class="_ _17"></span>an<span class="_ _5"></span>i nie <span class="_ _17"></span>m<span class="_ _5"></span>a </div><div class="t m0 x1 h4 y17f ff3 fs1 fc0 sc0 ls0 ws0">wpływu <span class="_ _32"></span>n<span class="_ _5"></span>a <span class="_ _2f"></span>wynik <span class="_ _44"></span>k<span class="_ _17"></span>s<span class="_ _5"></span>ięgowy <span class="_ _2f"></span>lub <span class="_ _44"></span>podatk<span class="_ _17"></span>owy<span class="_ _17"></span>. <span class="_ _2f"></span>Oznacza <span class="_ _2f"></span>to <span class="_ _2f"></span>konieczność <span class="_ _32"></span>ujmowania <span class="_ _2f"></span>a<span class="_ _5"></span>ktywów <span class="_ _32"></span>i <span class="_ _44"></span>rezerwy <span class="_ _32"></span>na <span class="_ _44"></span>podatek <span class="_ _2f"></span>odro-</div><div class="t m0 x1 h4 y180 ff3 fs1 fc0 sc0 ls0 ws0">czon<span class="_ _2"></span>y<span class="_ _7"></span>. Nie<span class="_ _5"></span> została zmieniona <span class="_ _5"></span>zasada mówiąca o tym,<span class="_ _5"></span> że aktywa <span class="_ _5"></span>i zobowiązania z tytułu odroczonego podatku dochodo-</div><div class="t m0 x1 h4 y242 ff3 fs1 fc0 sc0 ls0 ws0">wego k<span class="_ _17"></span>ompensuje się, jeśli k<span class="_ _17"></span>ompensacie podlegają aktywa i zobowiązania z ty<span class="_ _17"></span>tułu pod<span class="_ _5"></span>atku bież<span class="_ _17"></span>ąceg<span class="_ _5"></span>o.<span class="_ _2"></span> Zmiana wprowa-</div><div class="t m0 x1 h4 y243 ff3 fs1 fc0 sc0 ls0 ws0">dza <span class="_ _17"></span>tymczasowe <span class="_ _17"></span>zwolnienie z <span class="_ _7"></span>ujmowania <span class="_ _17"></span>pod<span class="_ _5"></span>atku <span class="_ _7"></span>od<span class="_ _5"></span>roczonego <span class="_ _17"></span>wynikającego <span class="_ _17"></span>z <span class="_ _17"></span>wdrożenia <span class="_ _7"></span>m<span class="_ _5"></span>iędzynarodowej <span class="_ _17"></span>reform <span class="_ _17"></span>po-</div><div class="t m0 x1 h4 y15d ff3 fs1 fc0 sc0 ls0 ws0">datk<span class="_ _17"></span>owej <span class="_ _32"></span>(Filar <span class="_ _32"></span>II) <span class="_ _2f"></span>i <span class="_ _32"></span>o<span class="_ _5"></span>bowiązek <span class="_ _5"></span>wprowadzenia <span class="_ _32"></span>dodatk<span class="_ _17"></span>owych <span class="_ _32"></span>ujawnień <span class="_ _32"></span>z <span class="_ _32"></span>tym <span class="_ _2f"></span>związanyc<span class="_ _17"></span>h<span class="_ _5"></span>. <span class="_ _32"></span>Zmiana <span class="_ _32"></span>n<span class="_ _5"></span>ie <span class="_ _32"></span>wpłynęła <span class="_ _32"></span>na <span class="_ _2f"></span>spra<span class="_ _17"></span>-</div><div class="t m0 x1 h4 y19f ff3 fs1 fc0 sc0 ls0 ws0">wozd<span class="_ _2"></span>anie ﬁnansowe.<span class="_ _17"></span>  </div><div class="t m0 x1 h30 y244 ff4 fs1 fc0 sc0 ls0 ws0">Nowy <span class="_ _5"></span>standard <span class="_ _5"></span>rachunk<span class="_ _17"></span>owości <span class="_ _5"></span>MSSF <span class="_ _5"></span>17 <span class="_ _5"></span>“Umowy <span class="_ _5"></span>ub<span class="_ _5"></span>ezpiecz<span class="_ _17"></span>enia”<span class="ff3"> <span class="_ _5"></span>zrewolucjonizo<span class="_ _17"></span>wał <span class="_ _5"></span>pod<span class="_ _5"></span>ejście <span class="_ _5"></span>księgowe do <span class="_ _5"></span>umów </span></div><div class="t m0 x1 h4 y186 ff3 fs1 fc0 sc0 ls0 ws0">spełniających <span class="_ _5"></span>deﬁnicję <span class="_ _32"></span>umowy <span class="_ _32"></span>ubezpieczeniowej. <span class="_ _5"></span>Zmienia <span class="_ _32"></span>on <span class="_ _32"></span>zasady <span class="_ _32"></span>wyceny <span class="_ _5"></span>oraz <span class="_ _5"></span>na<span class="_ _5"></span>liczania <span class="_ _5"></span>z<span class="_ _5"></span>ysk<span class="_ _7"></span>ów <span class="_ _32"></span>i <span class="_ _32"></span>strat <span class="_ _5"></span>w <span class="_ _2f"></span>każdym<span class="_ _17"></span> </div><div class="t m0 x1 h4 y187 ff3 fs1 fc0 sc0 ls0 ws0">okresie rozlicz<span class="_ _17"></span>en<span class="_ _5"></span>iowym oraz wpro<span class="_ _17"></span>wa<span class="_ _5"></span>dza duże zmi<span class="_ _2"></span>any w raportowaniu k<span class="_ _17"></span>ontraktów ubezpiecze<span class="_ _17"></span>n<span class="_ _5"></span>iowych. Wy<span class="_ _17"></span>tyczne<span class="_ _5"></span> stan-</div><div class="t m0 x1 h4 y160 ff3 fs1 fc0 sc0 ls0 ws0">dardu w <span class="_ _5"></span>dużej mierze <span class="_ _5"></span>bazują <span class="_ _5"></span>na szacunkach i <span class="_ _5"></span>założeniach. Wpro<span class="_ _17"></span>wa<span class="_ _5"></span>dzenie tego s<span class="_ _5"></span>tandardu ma <span class="_ _5"></span>nie ty<span class="_ _5"></span>lk<span class="_ _17"></span>o <span class="_ _5"></span>wpływ n<span class="_ _5"></span>a <span class="_ _5"></span>ubez<span class="_ _2"></span>-</div><div class="t m0 x1 h4 y161 ff3 fs1 fc0 sc0 ls0 ws0">pieczycieli, <span class="_ _17"></span>ale obejmuje <span class="_ _17"></span>też <span class="_ _17"></span>w<span class="_ _5"></span>szystkie <span class="_ _17"></span>umowy<span class="_ _7"></span>, w <span class="_ _17"></span>których strona <span class="_ _17"></span>przyjmuje <span class="_ _2"></span>na siebie <span class="_ _17"></span>ryzyk<span class="_ _17"></span>o nieﬁnansowe<span class="_ _17"></span>. Nowy <span class="_ _17"></span>standard </div><div class="t m0 x1 h4 y162 ff3 fs1 fc0 sc0 ls0 ws0">nie wpłynął na spra<span class="_ _17"></span>wozdanie Spółki. </div><div class="t m0 x1 h2b y124 ff2 fsa fc2 sc3 ls0 ws0">Zat<span class="_ _5"></span>wie<span class="_ _5"></span>rdz<span class="_ _5"></span>on<span class="_ _5"></span>e s<span class="_ _5"></span>tan<span class="_ _5"></span>d<span class="_ _5"></span>a<span class="_ _5"></span>rdy<span class="_ _5"></span> <span class="_ _5"></span>p<span class="_ _5"></span>rzez<span class="_ _5"></span> RM<span class="_ _5"></span>SR <span class="_ _5"></span>d<span class="_ _5"></span>o <span class="_ _5"></span>stoso<span class="_ _5"></span>wan<span class="_ _5"></span>ia <span class="_ _5"></span>po <span class="_ _5"></span>1<span class="_ _5"></span> s<span class="_ _5"></span>tycznia <span class="_ _5"></span>2<span class="_ _5"></span>02<span class="_ _5"></span>4<span class="_ _5"></span> <span class="_ _5"></span>r<span class="_ _7"></span>.<span class="_ _52"> </span> </div><div class="t m0 x1 h30 y1e7 ff4 fs1 fc0 sc0 ls0 ws0">Zmiany do MSSF 16 „Le<span class="_ _2"></span>asing”<span class="ff3"> – zobowiąz<span class="_ _17"></span>a<span class="_ _5"></span>nia leasingowe w tr<span class="_ _17"></span>ansakcjach sprzed<span class="_ _17"></span>a<span class="_ _5"></span>ży i leasingu zwrotnego </span></div><div class="t m0 x1 h30 y389 ff4 fs1 fc0 sc0 ls0 ws0">Zmiany <span class="_ _17"></span>do MSR 1 „Prez<span class="_ _17"></span>entacja sprawo<span class="_ _17"></span>zdań ﬁnansowy<span class="_ _2"></span>ch”<span class="ff3"> - <span class="_ _17"></span>klasyﬁkacja z<span class="_ _17"></span>o<span class="_ _5"></span>bowiązań jak<span class="_ _7"></span>o krótk<span class="_ _17"></span>oterminowe lub <span class="_ _17"></span>d<span class="_ _5"></span>ługo-</span></div><div class="t m0 x1 h4 y2bf ff3 fs1 fc0 sc0 ls0 ws0">terminowe </div><div class="t m0 x1 h30 y1eb ff4 fs1 fc0 sc0 ls0 ws0">Zmiany <span class="_ _7"></span>d<span class="_ _5"></span>o <span class="_ _17"></span>MSR 7 <span class="_ _17"></span>“Rachunek przepływ<span class="_ _17"></span>ów pienię<span class="_ _17"></span>żnych<span class="_ _17"></span>” oraz <span class="_ _17"></span>MSSF <span class="_ _17"></span>7<span class="_ _5"></span> <span class="_ _17"></span>“Instrumenty ﬁnansowe <span class="_ _17"></span>- uja<span class="_ _17"></span>wnianie inf<span class="_ _17"></span>or<span class="_ _5"></span>ma-</div><div class="t m0 x1 h2b y1ec ff4 fs1 fc0 sc0 ls0 ws0">cji”<span class="ff3">- umowy <span class="_ _2"></span>ﬁnans<span class="_ _5"></span>owania z<span class="_ _17"></span>o<span class="_ _5"></span>bowiąz<span class="_ _2"></span>ań wobec dostawców<span class="ff2 fsa"> </span></span></div><div class="t m0 x1 h2b y1ca ff2 fsa fc2 sc3 ls0 ws0">Stand<span class="_ _5"></span>a<span class="_ _5"></span>r<span class="_ _5"></span>dy<span class="_ _5"></span> oraz <span class="_ _5"></span>zmi<span class="_ _5"></span>any <span class="_ _5"></span>do<span class="_ _32"></span> standa<span class="_ _5"></span>rd<span class="_ _5"></span>ów p<span class="_ _5"></span>rzy<span class="_ _5"></span>j<span class="_ _5"></span>ęt<span class="_ _5"></span>e <span class="_ _5"></span>pr<span class="_ _5"></span>ze<span class="_ _5"></span>z <span class="_ _5"></span>RM<span class="_ _5"></span>SR,<span class="_ _5"></span> <span class="_ _5"></span>ale <span class="_ _5"></span>jeszcze <span class="_ _5"></span>nie<span class="_ _5"></span>zatwi<span class="_ _5"></span>erdz<span class="_ _5"></span>one <span class="_ _5"></span>przez<span class="_ _5"></span> UE<span class="_ _1"> </span><span class="fc1 sc6"> </span></div><div class="t m0 x1 h30 y38a ff4 fs1 fc0 sc0 ls0 ws0">MSSF <span class="_ _5"></span>14 <span class="_ _32"></span>„Regulacyjne <span class="_ _5"></span>rozliczenia <span class="_ _5"></span>międzyo<span class="_ _17"></span>k<span class="_ _5"></span>resowe”<span class="ff3"> –<span class="_ _5"></span> <span class="_ _5"></span>zgod<span class="_ _5"></span>nie <span class="_ _5"></span>z <span class="_ _32"></span>decyzją <span class="_ _5"></span>Komisji <span class="_ _5"></span>Europejskiej <span class="_ _5"></span>proces <span class="_ _32"></span>zatwierdzania </span></div><div class="t m0 x1 h4 y259 ff3 fs1 fc0 sc0 ls0 ws0">standardu w wersji wstępnej nie zostanie zainicjo<span class="_ _17"></span>wany przed ukaz<span class="_ _17"></span>a<span class="_ _5"></span>niem się standardu w wersji ostatecznej (obowiązu-</div><div class="t m0 x1 h4 y25a ff3 fs1 fc0 sc0 ls0 ws0">jący w odniesieniu do okresów<span class="_ _2"></span> roczn<span class="_ _17"></span>ych rozpoczynających się dnia 1 sty<span class="_ _2"></span>cznia 2016 roku <span class="_ _2"></span>lub po tej dacie),<span class="sc2"> </span></div><div class="t m0 x1 h30 y25c ff4 fs1 fc0 sc0 ls0 ws0">Zmiany <span class="_ _5"></span>do <span class="_ _32"></span>M<span class="_ _5"></span>SSF <span class="_ _32"></span>10 <span class="_ _32"></span>„Sk<span class="_ _17"></span>onsolidowane <span class="_ _32"></span>sprawo<span class="_ _17"></span>zdanie <span class="_ _32"></span>ﬁnansowe” <span class="_ _32"></span>i <span class="_ _32"></span>MSR <span class="_ _32"></span>28 <span class="_ _32"></span>„Inwesty<span class="_ _2"></span>cje <span class="_ _32"></span>w <span class="_ _32"></span>jednostkach <span class="_ _32"></span>stowarzy<span class="_ _17"></span>-</div><div class="t m0 x1 h30 y25d ff4 fs1 fc0 sc0 ls0 ws0">szony<span class="_ _17"></span>ch <span class="_ _32"></span>i <span class="_ _32"></span>wspólny<span class="_ _17"></span>ch <span class="_ _32"></span>p<span class="_ _5"></span>rzedsięwzięciach<span class="_ _17"></span>” <span class="_ _32"></span><span class="ff3"> <span class="_ _32"></span>w<span class="_ _5"></span> <span class="_ _32"></span>zakresie <span class="_ _5"></span>sprzedaż<span class="_ _5"></span>y <span class="_ _5"></span>lub<span class="_ _5"></span> <span class="_ _5"></span>p<span class="_ _5"></span>rzeniesienia <span class="_ _5"></span>a<span class="_ _5"></span>ktywów <span class="_ _5"></span>pomiędzy <span class="_ _2f"></span>inwestorem <span class="_ _5"></span>a </span></div><div class="t m0 x1 h4 y25e ff3 fs1 fc0 sc0 ls0 ws0">jego <span class="_ _2f"></span>jednostkami<span class="_ _17"></span> <span class="_ _2f"></span>stowarzyszon<span class="_ _17"></span>ymi<span class="_ _5"></span> <span class="_ _32"></span>lub <span class="_ _2f"></span>wspólnymi <span class="_ _32"></span>przedsięwzięciami<span class="_ _17"></span>.<span class="_ _5"></span> <span class="_ _32"></span> <span class="_ _32"></span>T<span class="_ _7"></span>ermin <span class="_ _32"></span>we<span class="_ _5"></span>jścia <span class="_ _32"></span>w <span class="_ _2f"></span>życie <span class="_ _32"></span>został <span class="_ _2f"></span>odroczon<span class="_ _2"></span>y <span class="_ _32"></span>przez </div><div class="t m0 x1 h4 y25f ff3 fs1 fc0 sc0 ls0 ws0">RMSR na czas nieokreślon<span class="_ _17"></span>y<span class="_ _17"></span>,<span class="sc2"> </span></div><div class="t m0 x1 h30 y24d ff4 fs1 fc0 sc0 ls0 ws0">Zmiany do <span class="_ _32"></span>MSR <span class="_ _5"></span>21 <span class="_ _32"></span>„Skutki zmian <span class="_ _5"></span>kursów <span class="_ _5"></span>wymiany <span class="_ _5"></span>walut <span class="_ _5"></span>obcych<span class="_ _17"></span>”<span class="ff3"> <span class="_ _32"></span>– <span class="_ _5"></span>b<span class="_ _5"></span>rak <span class="_ _5"></span>możliwości <span class="_ _5"></span>wymiany (ob<span class="_ _5"></span>owiązujące <span class="_ _5"></span>w od-</span></div><div class="t m0 x1 h4 y38b ff3 fs1 fc0 sc0 ls0 ws0">niesieniu do okresów roczn<span class="_ _17"></span>ych rozpoczynających się 1<span class="_ _17"></span> stycznia 2025 roku lub <span class="_ _17"></span>po tej<span class="_ _5"></span> dacie).<span class="sc2"> </span></div></div><div class="pi" ></div></div><div id="pf20" class="pf w0 h0" ><div class="pc pc20 w0 h0"><img class="bi x11 y38c wc h3b" alt="" src="data:image/png;base64,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"/><div class="t m0 x1 h2 y1 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 ya8 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h3 y53 ff1 fs0 fc1 sc0 ls0 ws0">Jednostkowe sprawozdanie ﬁnansowe Dekpol S.A.<span class="ff2"> <span class="_ _14"> </span> <span class="_ _4f"> </span><span class="ff3 fc0">za okres od 01.01.2023 do 31.12.2023 <span class="_ _7"></span> (dane w tys.zł)</span></span></div><div class="t m0 x12 h4 y54 ff3 fs1 fc0 sc0 ls0 ws0"> <span class="_ _15"> </span> </div><div class="t m0 x2 h2 y53 ff1 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 xe h5 y55 ff1 fs2 fc0 sc0 ls0 ws0">32</div><div class="t m0 x13 h18 y56 ff1 fs9 fc6 sc0 ls0 ws0">Wprowadzenie </div><div class="t m0 x15 h16 y59 ff4 fs9 fc5 sc0 ls0 ws0">Sprawozdanie </div><div class="c x61 y38d w28 h17"><div class="t m0 x0 h16 y38e ff4 fs9 fc5 sc0 ls0 ws0"> </div></div><div class="t m0 x15 h16 y5a ff4 fs9 fc5 sc0 ls0 ws0">z sytuacji </div><div class="t m0 x15 h16 y5b ff4 fs9 fc5 sc0 ls0 ws0">ﬁnansowej </div><div class="t m0 x16 h18 y5c ff1 fs9 fc6 sc0 ls0 ws0">Sprawozdanie  </div><div class="t m0 x16 h18 y5d ff1 fs9 fc6 sc0 ls0 ws0">z całkowitych  </div><div class="t m0 x16 h18 y5e ff1 fs9 fc6 sc0 ls0 ws0">dochodów </div><div class="t m0 x17 h18 y5f ff1 fs9 fc6 sc0 ls0 ws0">Sprawozdanie  </div><div class="t m0 x17 h18 y60 ff1 fs9 fc6 sc0 ls0 ws0">z przepływów </div><div class="t m0 x17 h18 y61 ff1 fs9 fc6 sc0 ls0 ws0">pieniężnych </div><div class="t m0 x18 h18 y5c ff1 fs9 fc6 sc0 ls0 ws0">Sprawozdanie  </div><div class="t m0 x18 h18 y5d ff1 fs9 fc6 sc0 ls0 ws0">ze zmian w kapitale </div><div class="t m0 x18 h18 y5e ff1 fs9 fc6 sc0 ls0 ws0">własnym </div><div class="t m0 x19 h18 y62 ff1 fs9 fc6 sc0 ls0 ws0">Dodatkowe  </div><div class="t m0 x19 h18 y63 ff1 fs9 fc6 sc0 ls0 ws0">noty  </div><div class="t m0 x19 h18 y64 ff1 fs9 fc6 sc0 ls0 ws0">objaśniające </div><div class="t m0 x1 h12 y177 ff4 fs7 fc4 sc0 ls0 ws0">Spra<span class="_ _17"></span>wo<span class="_ _17"></span>zdanie z s<span class="_ _17"></span>ytuacji ﬁn<span class="_ _5"></span>ansowej </div><div class="t m0 x1 h28 y38f ff4 fsc fc2 sc0 ls0 ws0">Aktywa<span class="_ _2"></span> </div><div class="t m0 x6 h1d y390 ff4 fsb fc0 sc0 ls0 ws0">Opis <span class="_ _7b"> </span>Nota</div><div class="c x62 y391 w26 h23"><div class="t m0 x0 h1d y72 ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x63 h1d y390 ff4 fsb fc0 sc0 ls0 ws0">31.12.2023</div><div class="c x64 y391 w22 h23"><div class="t m0 x0 h1d y72 ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x22 h1d y390 ff4 fsb fc0 sc0 ls0 ws0">31.12.2022</div><div class="c x47 y391 w22 h23"><div class="t m0 x0 h1d y72 ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1d y392 ff4 fsb fc0 sc0 ls0 ws0">Aktywa trw<span class="_ _17"></span>ałe <span class="_ _7c"> </span>1.</div><div class="c x62 y393 w26 h21"><div class="t m0 x0 h1d y6c ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x65 h1d y392 ff4 fsb fc0 sc0 ls0 ws0">399 255</div><div class="c x64 y393 w22 h21"><div class="t m0 x0 h1d y6c ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x46 h1d y392 ff4 fsb fc0 sc0 ls0 ws0">378 988</div><div class="c x47 y393 w22 h21"><div class="t m0 x0 h1d y6c ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y394 ff3 fsb fc0 sc0 ls0 ws0">Rzecz<span class="_ _17"></span>owe aktywa trwałe </div><div class="c x62 y395 w26 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x66 h1b y394 ff3 fsb fc0 sc0 ls0 ws0">17 196</div><div class="c x64 y395 w22 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x49 h1b y394 ff3 fsb fc0 sc0 ls0 ws0">13 611</div><div class="c x47 y395 w22 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y396 ff3 fsb fc0 sc0 ls0 ws0">Nieruchomości in<span class="_ _2"></span>westyc<span class="_ _17"></span>yjne <span class="_ _7d"> </span>2.</div><div class="c x62 y397 w26 h21"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x66 h1b y396 ff3 fsb fc0 sc0 ls0 ws0">31 766</div><div class="c x64 y397 w22 h21"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x49 h1b y396 ff3 fsb fc0 sc0 ls0 ws0">31 754</div><div class="c x47 y397 w22 h21"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y398 ff3 fsb fc0 sc0 ls0 ws0">W<span class="_ _17"></span>artość firmy<span class="_ _2"></span> </div><div class="c x62 y399 w26 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x67 h1b y398 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x64 y399 w22 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xc h1b y398 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x47 y399 w22 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y39a ff3 fsb fc0 sc0 ls0 ws0">W<span class="_ _17"></span>artości niematerialne<span class="_ _17"></span> <span class="_ _7e"> </span>3.</div><div class="c x62 y39b w26 h21"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x68 h1b y39a ff3 fsb fc0 sc0 ls0 ws0">7 291</div><div class="c x64 y39b w22 h21"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x48 h1b y39a ff3 fsb fc0 sc0 ls0 ws0">6 565</div><div class="c x47 y39b w22 h21"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y39c ff3 fsb fc0 sc0 ls0 ws0">Ak<span class="_ _17"></span>cje i udziały  </div><div class="c x62 y39d w26 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x65 h1b y39c ff3 fsb fc0 sc0 ls0 ws0">232 704</div><div class="c x64 y39d w22 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x46 h1b y39c ff3 fsb fc0 sc0 ls0 ws0">232 694</div><div class="c x47 y39d w22 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y39e ff3 fsb fc0 sc0 ls0 ws0">Należności <span class="_ _2"></span>z tytułu dosta<span class="_ _17"></span>w i usług oraz inne na<span class="_ _17"></span>leżności długotermino<span class="_ _17"></span>we </div><div class="c x62 y39f w26 h21"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x68 h1b y39e ff3 fsb fc0 sc0 ls0 ws0">5 582</div><div class="c x64 y39f w22 h21"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x48 h1b y39e ff3 fsb fc0 sc0 ls0 ws0">6 916</div><div class="c x47 y39f w22 h21"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y3a0 ff3 fsb fc0 sc0 ls0 ws0">Pozosta<span class="_ _17"></span>ł<span class="_ _5"></span>e długotermi<span class="_ _17"></span>nowe aktywa finansow<span class="_ _17"></span>e </div><div class="c x62 y3a1 w26 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x65 h1b y3a0 ff3 fsb fc0 sc0 ls0 ws0">101 444</div><div class="c x64 y3a1 w22 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x49 h1b y3a0 ff3 fsb fc0 sc0 ls0 ws0">83 353</div><div class="c x47 y3a1 w22 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y3a2 ff3 fsb fc0 sc0 ls0 ws0">Aktywa z tytułu<span class="_ _2"></span> odroczon<span class="_ _17"></span>ego podatku do<span class="_ _2"></span>chodowego<span class="_ _17"></span> </div><div class="c x62 yb3 w26 h21"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x68 h1b y3a2 ff3 fsb fc0 sc0 ls0 ws0">3 272</div><div class="c x64 yb3 w22 h21"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x48 h1b y3a2 ff3 fsb fc0 sc0 ls0 ws0">4 094</div><div class="c x47 yb3 w22 h21"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1d y3a3 ff4 fsb fc0 sc0 ls0 ws0">Aktywa obro<span class="_ _17"></span>towe </div><div class="c x62 y3a4 w26 h1e"><div class="t m0 x0 h1d y6c ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x65 h1d y3a3 ff4 fsb fc0 sc0 ls0 ws0">131 393</div><div class="c x64 y3a4 w22 h1e"><div class="t m0 x0 h1d y6c ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x46 h1d y3a3 ff4 fsb fc0 sc0 ls0 ws0">231 506</div><div class="c x47 y3a4 w22 h1e"><div class="t m0 x0 h1d y6c ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y3a5 ff3 fsb fc0 sc0 ls0 ws0">Zapasy </div><div class="c x62 ydc w26 h21"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x68 h1b y3a5 ff3 fsb fc0 sc0 ls0 ws0">9 619</div><div class="c x64 ydc w22 h21"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x49 h1b y3a5 ff3 fsb fc0 sc0 ls0 ws0">10 398</div><div class="c x47 ydc w22 h21"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y3a6 ff3 fsb fc0 sc0 ls0 ws0">Należności <span class="_ _2"></span>z tytułu umó<span class="_ _2"></span>w z klientami </div><div class="c x62 y3a7 w26 h21"><div class="t m0 x0 h1b y8a ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x67 h1b y3a6 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x64 y3a7 w22 h21"><div class="t m0 x0 h1b y8a ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xc h1b y3a6 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x47 y3a7 w22 h21"><div class="t m0 x0 h1b y8a ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y3a8 ff3 fsb fc0 sc0 ls0 ws0">Należności <span class="_ _2"></span>z tytułu dosta<span class="_ _17"></span>w i usług oraz po<span class="_ _17"></span>zostałe należn<span class="_ _2"></span>ości krótk<span class="_ _7"></span>otermi-</div><div class="t m0 x6 h1b y3a9 ff3 fsb fc0 sc0 ls0 ws0">nowe </div><div class="c x62 y2f2 w26 h1e"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x66 h1b y3a9 ff3 fsb fc0 sc0 ls0 ws0">21 324</div><div class="c x64 y2f2 w22 h1e"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x46 h1b y3a9 ff3 fsb fc0 sc0 ls0 ws0">120 845</div><div class="c x47 y2f2 w22 h1e"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y3aa ff3 fsb fc0 sc0 ls0 ws0">Należności <span class="_ _2"></span>z tytułu bież<span class="_ _2"></span>ącego pod<span class="_ _17"></span>atku dochodowego<span class="_ _17"></span> </div><div class="c x62 y3ab w26 h26"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x38 h1b y3aa ff3 fsb fc0 sc0 ls0 ws0">792</div><div class="c x64 y3ab w22 h26"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xc h1b y3aa ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x47 y3ab w22 h26"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y3ac ff3 fsb fc0 sc0 ls0 ws0">Pozosta<span class="_ _17"></span>ł<span class="_ _5"></span>e krótk<span class="_ _7"></span>oterminowe aktyw<span class="_ _17"></span>a f<span class="_ _5"></span>inansowe<span class="_ _17"></span> </div><div class="c x62 y3ad w26 h1e"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x66 h1b y3ac ff3 fsb fc0 sc0 ls0 ws0">43 678</div><div class="c x64 y3ad w22 h1e"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x49 h1b y3ac ff3 fsb fc0 sc0 ls0 ws0">80 715</div><div class="c x47 y3ad w22 h1e"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y3ae ff3 fsb fc0 sc0 ls0 ws0">Środki pienię<span class="_ _17"></span>żne i ich ekwiwalenty </div><div class="c x62 y3af w26 h26"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x66 h1b y3ae ff3 fsb fc0 sc0 ls0 ws0">55 979</div><div class="c x64 y3af w22 h26"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x49 h1b y3ae ff3 fsb fc0 sc0 ls0 ws0">19 548</div><div class="c x47 y3af w22 h26"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y3b0 ff3 fsb fc0 sc0 ls0 ws0">w tym środki p<span class="_ _17"></span>ieniężne o ograni<span class="_ _17"></span>czonej możliwośc<span class="_ _17"></span>i<span class="_ _5"></span> dyspono<span class="_ _17"></span>wania </div><div class="c x62 y3b1 w26 h1e"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x38 h1b y3b0 ff3 fsb fc0 sc0 ls0 ws0">542</div><div class="c x64 y3b1 w22 h1e"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xc h1b y3b0 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x47 y3b1 w22 h1e"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h3c y3b2 ff5 fsb fc0 sc0 ls0 ws0">Aktywa obr<span class="_ _17"></span>otowe inne niż a<span class="_ _2"></span>ktywa trwałe l<span class="_ _17"></span>ub gr<span class="_ _5"></span>upy do z<span class="_ _2"></span>bycia zakl<span class="_ _17"></span>asyfik<span class="_ _17"></span>o-</div><div class="t m0 x6 h3c y166 ff5 fsb fc0 sc0 ls0 ws0">wane jak<span class="_ _7"></span>o przeznacz<span class="_ _17"></span>one do sprzedaży </div><div class="c x62 y3b3 w26 h1e"><div class="t m0 x0 h3c y8a ff5 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x65 h3c y166 ff5 fsb fc0 sc0 ls0 ws0">131 393</div><div class="c x64 y3b3 w22 h1e"><div class="t m0 x0 h3c y8a ff5 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x46 h3c y166 ff5 fsb fc0 sc0 ls0 ws0">231 506</div><div class="c x47 y3b3 w22 h1e"><div class="t m0 x0 h3c y8a ff5 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y105 ff3 fsb fc0 sc0 ls0 ws0">Aktywa zak<span class="_ _2"></span>lasyfik<span class="_ _7"></span>owane jak<span class="_ _17"></span>o przeznacz<span class="_ _17"></span>one do sprzeda<span class="_ _2"></span>ży  </div><div class="c x62 y3b4 w26 h1e"><div class="t m0 x0 h1b y8a ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x67 h1b y105 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x64 y3b4 w22 h1e"><div class="t m0 x0 h1b y8a ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xc h1b y105 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x47 y3b4 w22 h1e"><div class="t m0 x0 h1b y8a ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1d y3b5 ff4 fsb fc0 sc0 ls0 ws0">Aktywa ra<span class="_ _2"></span>zem<span class="_ _2"></span> </div><div class="c x62 y3b6 w26 h1e"><div class="t m0 x0 h1d y8a ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x65 h1d y3b5 ff4 fsb fc0 sc0 ls0 ws0">530 647</div><div class="c x64 y3b6 w22 h1e"><div class="t m0 x0 h1d y8a ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x46 h1d y3b5 ff4 fsb fc0 sc0 ls0 ws0">610 494</div><div class="c x47 y3b6 w22 h1e"><div class="t m0 x0 h1d y8a ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x1 h3d y3b7 ff4 fsc fc2 sc0 ls0 ws0">Pas<span class="_ _17"></span>ywa<span class="ffd fs7 fc8"> </span></div><div class="t m0 x6 h1d y3b8 ff4 fsb fc0 sc0 ls0 ws0">Opis <span class="_ _7f"> </span>Nota</div><div class="c x1d y3b9 w26 h1e"><div class="t m0 x0 h1d y92 ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x69 h1d y3b8 ff4 fsb fc0 sc0 ls0 ws0">31.12.2023</div><div class="c x6a y3b9 w24 h1e"><div class="t m0 x0 h1d y92 ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6b h1d y3b8 ff4 fsb fc0 sc0 ls0 ws0">31.12.2022</div><div class="c x4e y3b9 w25 h1e"><div class="t m0 x0 h1d y92 ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1d y1a4 ff4 fsb fc0 sc0 ls0 ws0">Kapitał wła<span class="_ _2"></span>sny<span class="_ _17"></span> <span class="_ _80"> </span>10</div><div class="c x1d y3ba w26 h1e"><div class="t m0 x0 h1d y8d ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6c h1d y1a4 ff4 fsb fc0 sc0 ls0 ws0">300 412</div><div class="c x6a y3ba w24 h1e"><div class="t m0 x0 h1d y8d ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x19 h1d y1a4 ff4 fsb fc0 sc0 ls0 ws0">288 679</div><div class="c x4e y3ba w25 h1e"><div class="t m0 x0 h1d y8d ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y3bb ff3 fsb fc0 sc0 ls0 ws0">Kapitał<span class="_ _2"></span> podstaw<span class="_ _17"></span>owy <span class="_ _7e"> </span>10.<span class="_ _5"></span>1</div><div class="c x1d y3bc w26 h1e"><div class="t m0 x0 h1b y8a ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x20 h1b y3bb ff3 fsb fc0 sc0 ls0 ws0">8 363</div><div class="c x6a y3bc w24 h1e"><div class="t m0 x0 h1b y8a ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x52 h1b y3bb ff3 fsb fc0 sc0 ls0 ws0">8 363</div><div class="c x4e y3bc w25 h1e"><div class="t m0 x0 h1b y8a ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y3bd ff3 fsb fc0 sc0 ls0 ws0">Kapitał<span class="_ _2"></span> ze sprz<span class="_ _17"></span>edaży ak<span class="_ _17"></span>cji powyżej<span class="_ _2"></span> ich wartości nomin<span class="_ _2"></span>alnej </div><div class="c x1d y3be w26 h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x2f h1b y3bd ff3 fsb fc0 sc0 ls0 ws0">26 309</div><div class="c x6a y3be w24 h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6d h1b y3bd ff3 fsb fc0 sc0 ls0 ws0">26 309</div><div class="c x4e y3be w25 h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y3bf ff3 fsb fc0 sc0 ls0 ws0">Ak<span class="_ _17"></span>cje własne (-) </div><div class="c x1d y3c0 w26 h1e"><div class="t m0 x0 h1b y85 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6e h1b y3bf ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x6a y3c0 w24 h1e"><div class="t m0 x0 h1b y85 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6f h1b y3bf ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x4e y3c0 w25 h1e"><div class="t m0 x0 h1b y85 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y3c1 ff3 fsb fc0 sc0 ls0 ws0">Pozosta<span class="_ _17"></span>ł<span class="_ _5"></span>e k<span class="_ _2"></span>apitały re<span class="_ _17"></span>zerwowe z<span class="_ _2"></span> wyceny<span class="_ _17"></span> </div><div class="c x1d y3c2 w26 h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x21 h1b y3c1 ff3 fsb fc0 sc0 ls0 ws0">-534</div><div class="c x6a y3c2 w24 h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x70 h1b y3c1 ff3 fsb fc0 sc0 ls0 ws0">29</div><div class="c x4e y3c2 w25 h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y3c3 ff3 fsb fc0 sc0 ls0 ws0">Zyski zatrzy<span class="_ _17"></span>mane: </div><div class="c x1d y3c4 w26 h1e"><div class="t m0 x0 h1b y85 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6c h1b y3c3 ff3 fsb fc0 sc0 ls0 ws0">266 274</div><div class="c x6a y3c4 w24 h1e"><div class="t m0 x0 h1b y85 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x19 h1b y3c3 ff3 fsb fc0 sc0 ls0 ws0">253 978</div><div class="c x4e y3c4 w25 h1e"><div class="t m0 x0 h1b y85 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1d yc9 ff4 fsb fc0 sc0 ls0 ws0">Wynik <span class="_ _2"></span>roku<span class="_ _17"></span> <span class="_ _5"></span>bieżą<span class="_ _17"></span>c<span class="_ _5"></span>ego </div><div class="c x1d y3c5 w26 h1e"><div class="t m0 x0 h1d y92 ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x2f h1d yc9 ff4 fsb fc0 sc0 ls0 ws0">12 378</div><div class="c x6a y3c5 w24 h1e"><div class="t m0 x0 h1d y92 ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x52 h1d yc9 ff4 fsb fc0 sc0 ls0 ws0">1 208</div><div class="c x4e y3c5 w25 h1e"><div class="t m0 x0 h1d y92 ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y23b ff3 fsb fc0 sc0 ls0 ws0">Inne udziały k<span class="_ _17"></span>apitałowe </div><div class="c x1d y3c6 w26 h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6e h1b y23b ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x6a y3c6 w24 h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6f h1b y23b ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x4e y3c6 w25 h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1d y3c7 ff4 fsb fc0 sc0 ls0 ws0">Zobowiąza<span class="_ _17"></span>nia </div><div class="c x1d y333 w26 h1e"><div class="t m0 x0 h1d y92 ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6c h1d y3c7 ff4 fsb fc0 sc0 ls0 ws0">230 235</div><div class="c x6a y333 w24 h1e"><div class="t m0 x0 h1d y92 ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x19 h1d y3c7 ff4 fsb fc0 sc0 ls0 ws0">321 815</div><div class="c x4e y333 w25 h1e"><div class="t m0 x0 h1d y92 ff4 fsb fc0 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf21" class="pf w0 h0" ><div class="pc pc21 w0 h0"><img class="bi x11 y3c8 wc h3e" alt="" 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"/><div class="t m0 x1 h2 y1 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 ya8 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h3 y53 ff1 fs0 fc1 sc0 ls0 ws0">Jednostkowe sprawozdanie ﬁnansowe Dekpol S.A.<span class="ff2"> <span class="_ _14"> </span> <span class="_ _4f"> </span><span class="ff3 fc0">za okres od 01.01.2023 do 31.12.2023</span></span></div><div class="t m0 x3c h4 y54 ff3 fs1 fc0 sc0 ls0 ws0"> <span class="_ _3"></span> </div><div class="t m0 x35 hf y53 ff3 fs0 fc0 sc0 ls0 ws0"> (dane w tys.zł)</div><div class="t m0 x3d h4 y54 ff3 fs1 fc0 sc0 ls0 ws0"> <span class="_ _31"> </span> <span class="_ _57"> </span> </div><div class="t m0 x3e h3 y53 ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 xe h5 ya9 ff1 fs2 fc0 sc0 ls0 ws0">33</div><div class="t m0 x13 h18 y56 ff1 fs9 fc6 sc0 ls0 ws0">Wprowadzenie </div><div class="t m0 x15 h16 y59 ff4 fs9 fc5 sc0 ls0 ws0">Sprawozdanie </div><div class="c x61 y38d w28 h17"><div class="t m0 x0 h16 y38e ff4 fs9 fc5 sc0 ls0 ws0"> </div></div><div class="t m0 x15 h16 y5a ff4 fs9 fc5 sc0 ls0 ws0">z sytuacji </div><div class="t m0 x15 h16 y5b ff4 fs9 fc5 sc0 ls0 ws0">ﬁnansowej </div><div class="t m0 x16 h18 y5c ff1 fs9 fc6 sc0 ls0 ws0">Sprawozdanie  </div><div class="t m0 x16 h18 y5d ff1 fs9 fc6 sc0 ls0 ws0">z całkowitych  </div><div class="t m0 x16 h18 y5e ff1 fs9 fc6 sc0 ls0 ws0">dochodów </div><div class="t m0 x17 h18 y5f ff1 fs9 fc6 sc0 ls0 ws0">Sprawozdanie  </div><div class="t m0 x17 h18 y60 ff1 fs9 fc6 sc0 ls0 ws0">z przepływów </div><div class="t m0 x17 h18 y61 ff1 fs9 fc6 sc0 ls0 ws0">pieniężnych </div><div class="t m0 x18 h18 y5c ff1 fs9 fc6 sc0 ls0 ws0">Sprawozdanie  </div><div class="t m0 x18 h18 y5d ff1 fs9 fc6 sc0 ls0 ws0">ze zmian w kapitale </div><div class="t m0 x18 h18 y5e ff1 fs9 fc6 sc0 ls0 ws0">własnym </div><div class="t m0 x19 h18 y62 ff1 fs9 fc6 sc0 ls0 ws0">Dodatkowe  </div><div class="t m0 x19 h18 y63 ff1 fs9 fc6 sc0 ls0 ws0">noty  </div><div class="t m0 x19 h18 y64 ff1 fs9 fc6 sc0 ls0 ws0">objaśniające </div><div class="t m0 x6 h1d y3c9 ff4 fsb fc0 sc0 ls0 ws0">Zobowiąza<span class="_ _17"></span>nia długoterminowe<span class="_ _17"></span> <span class="_ _42"> </span>13<span class="_ _5"></span>.1</div><div class="c x1d y3ca w26 h1e"><div class="t m0 x0 h1d y3cb ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6c h1d y3c9 ff4 fsb fc0 sc0 ls0 ws0">164 318</div><div class="c x6a y3ca w24 h1e"><div class="t m0 x0 h1d y3cb ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x19 h1d y3c9 ff4 fsb fc0 sc0 ls0 ws0">148 048</div><div class="c x4e y3ca w25 h1e"><div class="t m0 x0 h1d y3cb ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y3cc ff3 fsb fc0 sc0 ls0 ws0">Rez<span class="_ _17"></span>erwa z tytułu odroczo<span class="_ _2"></span>nego pod<span class="_ _17"></span>at<span class="_ _5"></span>ku d<span class="_ _17"></span>ochodowego <span class="_ _2d"> </span>18<span class="_ _17"></span>.<span class="_ _5"></span>4</div><div class="c x1d y3cd w26 h20"><div class="t m0 x0 h1b y72 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x2f h1b y3cc ff3 fsb fc0 sc0 ls0 ws0">14 981</div><div class="c x6a y3cd w24 h20"><div class="t m0 x0 h1b y72 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6d h1b y3cc ff3 fsb fc0 sc0 ls0 ws0">15 290</div><div class="c x4e y3cd w25 h20"><div class="t m0 x0 h1b y72 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b yf3 ff3 fsb fc0 sc0 ls0 ws0">Rez<span class="_ _17"></span>erwy z t<span class="_ _5"></span>ytułu <span class="_ _17"></span>ś<span class="_ _5"></span>wiadcze<span class="_ _17"></span>ń pracowniczy<span class="_ _17"></span>ch <span class="_ _81"> </span>11.</div><div class="c x1d y3ce w26 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x71 h1b yf3 ff3 fsb fc0 sc0 ls0 ws0">51</div><div class="c x6a y3ce w24 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x70 h1b yf3 ff3 fsb fc0 sc0 ls0 ws0">41</div><div class="c x4e y3ce w25 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y3cf ff3 fsb fc0 sc0 ls0 ws0">Pozosta<span class="_ _17"></span>ł<span class="_ _5"></span>e re<span class="_ _17"></span>zerwy długoterminow<span class="_ _17"></span>e <span class="_ _82"> </span>11.</div><div class="c x1d y3d0 w26 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6e h1b y3cf ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x6a y3d0 w24 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6f h1b y3cf ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x4e y3d0 w25 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y3d1 ff3 fsb fc0 sc0 ls0 ws0">Kredyty<span class="_ _7"></span>, pożyczki i in<span class="_ _17"></span>s<span class="_ _5"></span>trumenty dłu<span class="_ _2"></span>żne długotermin<span class="_ _17"></span>owe <span class="_ _83"> </span>12.</div><div class="c x1d y3d2 w26 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6c h1b y3d1 ff3 fsb fc0 sc0 ls0 ws0">146 177</div><div class="c x6a y3d2 w24 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x19 h1b y3d1 ff3 fsb fc0 sc0 ls0 ws0">131 035</div><div class="c x4e y3d2 w25 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y3d3 ff3 fsb fc0 sc0 ls0 ws0">Pozosta<span class="_ _17"></span>ł<span class="_ _5"></span>e z<span class="_ _17"></span>obowiązania finansow<span class="_ _17"></span>e długoterminowe </div><div class="c x1d y3d4 w26 h1f"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6e h1b y3d3 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x6a y3d4 w24 h1f"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6f h1b y3d3 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x4e y3d4 w25 h1f"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y3d5 ff3 fsb fc0 sc0 ls0 ws0">Zobow<span class="_ _17"></span>i<span class="_ _5"></span>ązania z tyt<span class="_ _17"></span>u<span class="_ _5"></span>łu leasingu<span class="_ _2"></span> długotermin<span class="_ _17"></span>owe <span class="_ _84"> </span>12.</div><div class="c x1d y3d6 w26 h1f"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x20 h1b y3d5 ff3 fsb fc0 sc0 ls0 ws0">2 552</div><div class="c x6a y3d6 w24 h1f"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x72 h1b y3d5 ff3 fsb fc0 sc0 ls0 ws0">846</div><div class="c x4e y3d6 w25 h1f"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y3d7 ff3 fsb fc0 sc0 ls0 ws0">Zobow<span class="_ _17"></span>i<span class="_ _5"></span>ązania z tyt<span class="_ _17"></span>u<span class="_ _5"></span>łu dosta<span class="_ _17"></span>w i usług oraz <span class="_ _2"></span>inne zob<span class="_ _2"></span>owiązan<span class="_ _2"></span>ia długotermi<span class="_ _17"></span>-</div><div class="t m0 x6 h1b y3d8 ff3 fsb fc0 sc0 ls0 ws0">nowe <span class="_ _76"> </span>13.1</div><div class="c x1d y3d9 w26 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x73 h1b y3d8 ff3 fsb fc0 sc0 ls0 ws0">555</div><div class="c x6a y3d9 w24 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x72 h1b y3d8 ff3 fsb fc0 sc0 ls0 ws0">836</div><div class="c x4e y3d9 w25 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y265 ff3 fsb fc0 sc0 ls0 ws0">Pozosta<span class="_ _17"></span>ł<span class="_ _5"></span>e z<span class="_ _17"></span>obowiązania długoter<span class="_ _17"></span>mi<span class="_ _5"></span>nowe<span class="_ _17"></span><span class="sc2"> <span class="_ _85"> </span><span class="sc0">13.1</span></span></div><div class="c x1d y3da w26 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc2 ls0 ws0"> </div></div><div class="t m0 x73 h1b y265 ff3 fsb fc0 sc0 ls0 ws0">555</div><div class="c x6a y3da w24 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc2 ls0 ws0"> </div></div><div class="t m0 x72 h1b y265 ff3 fsb fc0 sc0 ls0 ws0">836</div><div class="c x4e y3da w25 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc2 ls0 ws0"> </div></div><div class="t m0 x6 h1d y3db ff4 fsb fc0 sc0 ls0 ws0">Zobowiąza<span class="_ _17"></span>nia krótk<span class="_ _17"></span>oterminowe<span class="_ _17"></span> <span class="_ _86"> </span>13.2</div><div class="c x1d y3dc w26 h1e"><div class="t m0 x0 h1d y6c ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x2f h1d y3db ff4 fsb fc0 sc0 ls0 ws0">65 918</div><div class="c x6a y3dc w24 h1e"><div class="t m0 x0 h1d y6c ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x19 h1d y3db ff4 fsb fc0 sc0 ls0 ws0">173 767</div><div class="c x4e y3dc w25 h1e"><div class="t m0 x0 h1d y6c ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y3dd ff3 fsb fc0 sc0 ls0 ws0">Rez<span class="_ _17"></span>erwy z t<span class="_ _5"></span>ytułu <span class="_ _17"></span>ś<span class="_ _5"></span>wiadcze<span class="_ _17"></span>ń pracowniczy<span class="_ _17"></span>ch <span class="_ _81"> </span>11.</div><div class="c x1d y3de w26 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6e h1b y3dd ff3 fsb fc0 sc0 ls0 ws0">1</div><div class="c x6a y3de w24 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6f h1b y3dd ff3 fsb fc0 sc0 ls0 ws0">1</div><div class="c x4e y3de w25 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y3df ff3 fsb fc0 sc0 ls0 ws0">Pozosta<span class="_ _17"></span>ł<span class="_ _5"></span>e re<span class="_ _17"></span>zerwy krótk<span class="_ _17"></span>oterminow<span class="_ _17"></span>e <span class="_ _87"> </span>11.</div><div class="c x1d y3e0 w26 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x20 h1b y3df ff3 fsb fc0 sc0 ls0 ws0">1 972</div><div class="c x6a y3e0 w24 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x52 h1b y3df ff3 fsb fc0 sc0 ls0 ws0">1 842</div><div class="c x4e y3e0 w25 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y298 ff3 fsb fc0 sc0 ls0 ws0">Kredyty<span class="_ _7"></span>, pożyczki i in<span class="_ _17"></span>s<span class="_ _5"></span>trumenty dłu<span class="_ _2"></span>żne krótk<span class="_ _17"></span>oterminow<span class="_ _17"></span>e <span class="_ _88"> </span>12.</div><div class="c x1d y3e1 w26 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x2f h1b y298 ff3 fsb fc0 sc0 ls0 ws0">52 110</div><div class="c x6a y3e1 w24 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6d h1b y298 ff3 fsb fc0 sc0 ls0 ws0">55 530</div><div class="c x4e y3e1 w25 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y3e2 ff3 fsb fc0 sc0 ls0 ws0">Pozosta<span class="_ _17"></span>ł<span class="_ _5"></span>e z<span class="_ _17"></span>obowiązania finansow<span class="_ _17"></span>e krótk<span class="_ _17"></span>oterminowe <span class="_ _89"> </span>12.</div><div class="c x1d y3e3 w26 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x20 h1b y3e2 ff3 fsb fc0 sc0 ls0 ws0">1 112</div><div class="c x6a y3e3 w24 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6f h1b y3e2 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x4e y3e3 w25 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y3e4 ff3 fsb fc0 sc0 ls0 ws0">Zobow<span class="_ _17"></span>i<span class="_ _5"></span>ązania z tyt<span class="_ _17"></span>u<span class="_ _5"></span>łu leasingu<span class="_ _2"></span> krótk<span class="_ _7"></span>oterminowe <span class="_ _8a"> </span>12.</div><div class="c x1d y3e5 w26 h21"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x20 h1b y3e4 ff3 fsb fc0 sc0 ls0 ws0">1 059</div><div class="c x6a y3e5 w24 h21"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x72 h1b y3e4 ff3 fsb fc0 sc0 ls0 ws0">777</div><div class="c x4e y3e5 w25 h21"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y3e6 ff3 fsb fc0 sc0 ls0 ws0">Zobow<span class="_ _17"></span>i<span class="_ _5"></span>ązania z tyt<span class="_ _17"></span>u<span class="_ _5"></span>łu umó<span class="_ _17"></span>w<span class="_ _5"></span> z klientam<span class="_ _2"></span>i </div><div class="c x1d y3e7 w26 h22"><div class="t m0 x0 h1b y72 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6e h1b y3e6 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x6a y3e7 w24 h22"><div class="t m0 x0 h1b y72 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6f h1b y3e6 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x4e y3e7 w25 h22"><div class="t m0 x0 h1b y72 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y3e8 ff3 fsb fc0 sc0 ls0 ws0">Zobow<span class="_ _17"></span>i<span class="_ _5"></span>ązania z tyt<span class="_ _17"></span>u<span class="_ _5"></span>łu dosta<span class="_ _17"></span>w i usług oraz po<span class="_ _17"></span>zostałe zob<span class="_ _2"></span>owiąza<span class="_ _17"></span>ni<span class="_ _5"></span>a kr<span class="_ _17"></span>ótko-</div><div class="t m0 x6 h1b y3e9 ff3 fsb fc0 sc0 ls0 ws0">terminowe<span class="_ _17"></span> <span class="_ _8b"> </span>13.2</div><div class="c x1d y120 w26 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x20 h1b y3e9 ff3 fsb fc0 sc0 ls0 ws0">9 665</div><div class="c x6a y120 w24 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x19 h1b y3e9 ff3 fsb fc0 sc0 ls0 ws0">115 042</div><div class="c x4e y120 w25 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y3ea ff3 fsb fc0 sc0 ls0 ws0">Zobow<span class="_ _17"></span>i<span class="_ _5"></span>ązania z tyt<span class="_ _17"></span>u<span class="_ _5"></span>łu bież<span class="_ _17"></span>ącego podatku<span class="_ _2"></span> dochodowego<span class="_ _17"></span> <span class="_ _8c"> </span>13.2</div><div class="c x1d y31c w26 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6e h1b y3ea ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x6a y31c w24 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x72 h1b y3ea ff3 fsb fc0 sc0 ls0 ws0">574</div><div class="c x4e y31c w25 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y2cb ff3 fsb fc0 sc0 ls0 ws0">Zobow<span class="_ _17"></span>i<span class="_ _5"></span>ązania kró<span class="_ _2"></span>tk<span class="_ _17"></span>oterminow<span class="_ _2"></span>e inne niż związa<span class="_ _17"></span>ne z aktywami prze<span class="_ _17"></span>zna-</div><div class="t m0 x6 h1b y352 ff3 fsb fc0 sc0 ls0 ws0">czony<span class="_ _17"></span>mi do sprzedaży<span class="_ _17"></span> </div><div class="c x1d yb7 w26 h1e"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x2f h1b y352 ff3 fsb fc0 sc0 ls0 ws0">65 918</div><div class="c x6a yb7 w24 h1e"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x19 h1b y352 ff3 fsb fc0 sc0 ls0 ws0">173 767</div><div class="c x4e yb7 w25 h1e"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y3eb ff3 fsb fc0 sc0 ls0 ws0">Zobow<span class="_ _17"></span>i<span class="_ _5"></span>ązania z<span class="_ _17"></span>w<span class="_ _5"></span>iązane z<span class="_ _17"></span> akt<span class="_ _5"></span>ywami pr<span class="_ _2"></span>zez<span class="_ _17"></span>naczonymi d<span class="_ _17"></span>o s<span class="_ _5"></span>przed<span class="_ _17"></span>aży <span class="_ _8d"> </span> <span class="_ _23"> </span>0</div><div class="c x6a y3ec w24 h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6f h1b y3eb ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x4e y3ec w25 h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1d y3ed ff4 fsb fc0 sc0 ls0 ws0">Pasyw<span class="_ _17"></span>a razem </div><div class="c x1d y3ee w26 h1e"><div class="t m0 x0 h1d y85 ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6c h1d y3ed ff4 fsb fc0 sc0 ls0 ws0">530 647</div><div class="c x6a y3ee w24 h1e"><div class="t m0 x0 h1d y85 ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x19 h1d y3ed ff4 fsb fc0 sc0 ls0 ws0">610 494</div><div class="c x4e y3ee w25 h1e"><div class="t m0 x0 h1d y85 ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x1 h3f y3ef ffe fsa fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h40 y3f0 ffa fs1 fc0 sc0 ls0 ws0"> </div></div><div class="pi" ></div></div><div id="pf22" class="pf w0 h0" ><div class="pc pc22 w0 h0"><img class="bi x11 y3f1 wc h41" alt="" 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"/><div class="t m0 x1 h2 y1 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h3 y53 ff1 fs0 fc1 sc0 ls0 ws0">Jednostkowe sprawozdanie ﬁnansowe Dekpol S.A.<span class="ff2"> <span class="_ _14"> </span> <span class="_ _4f"> </span><span class="ff3 fc0">za okres od 01.01.2023 do 31.12.2023</span></span></div><div class="t m0 x3c h4 y54 ff3 fs1 fc0 sc0 ls0 ws0"> <span class="_ _3"></span> </div><div class="t m0 x35 hf y53 ff3 fs0 fc0 sc0 ls0 ws0"> (dane w tys.zł)</div><div class="t m0 x3d h4 y54 ff3 fs1 fc0 sc0 ls0 ws0"> <span class="_ _31"> </span> <span class="_ _57"> </span> </div><div class="t m0 x3e h3 y53 ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 xe h5 ya9 ff1 fs2 fc0 sc0 ls0 ws0">34</div><div class="t m0 x13 h18 y56 ff1 fs9 fc6 sc0 ls0 ws0">Wprowadzenie </div><div class="t m0 x15 h18 y59 ff1 fs9 fc6 sc0 ls0 ws0">Sprawozdanie  </div><div class="t m0 x15 h18 y5a ff1 fs9 fc6 sc0 ls0 ws0">z sytuacji </div><div class="t m0 x15 h18 y5b ff1 fs9 fc6 sc0 ls0 ws0">ﬁnansowej </div><div class="t m0 x16 h16 y5c ff4 fs9 fc5 sc0 ls0 ws0">Sprawozdanie  </div><div class="t m0 x16 h16 y5d ff4 fs9 fc5 sc0 ls0 ws0">z całkowitych  </div><div class="t m0 x16 h16 y5e ff4 fs9 fc5 sc0 ls0 ws0">dochodów </div><div class="t m0 x17 h18 y5f ff1 fs9 fc6 sc0 ls0 ws0">Sprawozdanie  </div><div class="t m0 x17 h18 y60 ff1 fs9 fc6 sc0 ls0 ws0">z przepływów </div><div class="t m0 x17 h18 y61 ff1 fs9 fc6 sc0 ls0 ws0">pieniężnych </div><div class="t m0 x18 h18 y5c ff1 fs9 fc6 sc0 ls0 ws0">Sprawozdanie  </div><div class="t m0 x18 h18 y5d ff1 fs9 fc6 sc0 ls0 ws0">ze zmian w kapitale </div><div class="t m0 x18 h18 y5e ff1 fs9 fc6 sc0 ls0 ws0">własnym </div><div class="t m0 x19 h18 y62 ff1 fs9 fc6 sc0 ls0 ws0">Dodatkowe  </div><div class="t m0 x19 h18 y63 ff1 fs9 fc6 sc0 ls0 ws0">noty  </div><div class="t m0 x19 h18 y64 ff1 fs9 fc6 sc0 ls0 ws0">objaśniające </div><div class="t m0 x1 h12 y3f2 ff4 fs7 fc4 sc0 ls0 ws0">Spra<span class="_ _17"></span>wo<span class="_ _17"></span>zdanie z całk<span class="_ _7"></span>owity<span class="_ _17"></span>ch d<span class="_ _5"></span>ochodów </div><div class="t m0 x1 h29 y3f3 ff5 fsa fc2 sc0 ls0 ws0">W<span class="_ _55"></span>ARI<span class="_ _5"></span>ANT KALKULA<span class="_ _17"></span>C<span class="_ _2"></span>Y<span class="_ _55"></span>JNY<span class="ff4"> </span></div><div class="t m0 x6 h1d y3f4 ff4 fsb fc0 sc0 ls0 ws0">Opis <span class="_ _8e"> </span>Nota</div><div class="c x74 y3f5 w26 h1f"><div class="t m0 x0 h1d y6c ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x75 h1d y3f4 ff4 fsb fc0 sc0 ls0 ws0">01.01.-31.12.20<span class="_ _17"></span>23</div><div class="c x76 y3f5 w24 h1f"><div class="t m0 x0 h1d y6c ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x77 h1d y3f4 ff4 fsb fc0 sc0 ls0 ws0">01.01.-31.12.20<span class="_ _17"></span>22</div><div class="c x47 y3f5 w24 h1f"><div class="t m0 x0 h1d y6c ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y3f6 ff3 fsb fc0 sc0 ls0 ws0">Przychody ze<span class="_ _17"></span> sprzedaży<span class="_ _17"></span> <span class="_ _8f"> </span>15.1</div><div class="c x74 y3f7 w26 h1f"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x2f h1b y3f6 ff3 fsb fc0 sc0 ls0 ws0">54 518</div><div class="c x76 y3f7 w24 h1f"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x46 h1b y3f6 ff3 fsb fc0 sc0 ls0 ws0">276 201</div><div class="c x47 y3f7 w24 h1f"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y3f8 ff3 fsb fc0 sc0 ls0 ws0">K<span class="_ _2"></span>oszt własn<span class="_ _2"></span>y sprze<span class="_ _17"></span>daży <span class="_ _90"> </span>15.3</div><div class="c x74 y3f9 w26 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x2f h1b y3f8 ff3 fsb fc0 sc0 ls0 ws0">42 213</div><div class="c x76 y3f9 w24 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x46 h1b y3f8 ff3 fsb fc0 sc0 ls0 ws0">262 706</div><div class="c x47 y3f9 w24 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1d y3fa ff4 fsb fc0 sc0 ls0 ws0">Zysk (str<span class="_ _17"></span>at<span class="_ _5"></span>a) brutto <span class="_ _17"></span>ze sprzedaży<span class="_ _17"></span> </div><div class="c x74 y3fb w26 h1e"><div class="t m0 x0 h1d y6c ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x2f h1d y3fa ff4 fsb fc0 sc0 ls0 ws0">12 306</div><div class="c x76 y3fb w24 h1e"><div class="t m0 x0 h1d y6c ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x49 h1d y3fa ff4 fsb fc0 sc0 ls0 ws0">13 495</div><div class="c x47 y3fb w24 h1e"><div class="t m0 x0 h1d y6c ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y3fc ff3 fsb fc0 sc0 ls0 ws0">K<span class="_ _2"></span>oszty sprz<span class="_ _17"></span>edaży <span class="_ _6f"> </span>15.2</div><div class="c x74 y3fd w26 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x78 h1b y3fc ff3 fsb fc0 sc0 ls0 ws0">252</div><div class="c x76 y3fd w24 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x4b h1b y3fc ff3 fsb fc0 sc0 ls0 ws0">484</div><div class="c x47 y3fd w24 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y3fe ff3 fsb fc0 sc0 ls0 ws0">K<span class="_ _2"></span>oszty ogólnego<span class="_ _17"></span> zarządu <span class="_ _91"> </span>15.2</div><div class="c x74 y3ff w26 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x2f h1b y3fe ff3 fsb fc0 sc0 ls0 ws0">10 192</div><div class="c x76 y3ff w24 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x48 h1b y3fe ff3 fsb fc0 sc0 ls0 ws0">8 009</div><div class="c x47 y3ff w24 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y400 ff3 fsb fc0 sc0 ls0 ws0">Pozosta<span class="_ _17"></span>ł<span class="_ _5"></span>e przychody<span class="_ _17"></span> operacyjne <span class="_ _92"> </span>15.4</div><div class="c x74 y401 w26 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x30 h1b y400 ff3 fsb fc0 sc0 ls0 ws0">6 524</div><div class="c x76 y401 w24 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x48 h1b y400 ff3 fsb fc0 sc0 ls0 ws0">5 191</div><div class="c x47 y401 w24 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y402 ff3 fsb fc0 sc0 ls0 ws0">Zysk z ok<span class="_ _17"></span>azyjnego nabycia<span class="_ _17"></span> </div><div class="c x74 y403 w26 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x79 h1b y402 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x76 y403 w24 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xc h1b y402 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x47 y403 w24 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y404 ff3 fsb fc0 sc0 ls0 ws0">Pozosta<span class="_ _17"></span>ł<span class="_ _5"></span>e k<span class="_ _17"></span>oszty opera<span class="_ _17"></span>cyjne <span class="_ _3a"> </span>15.5</div><div class="c x74 y405 w26 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x30 h1b y404 ff3 fsb fc0 sc0 ls0 ws0">2 429</div><div class="c x76 y405 w24 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x48 h1b y404 ff3 fsb fc0 sc0 ls0 ws0">1 940</div><div class="c x47 y405 w24 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1d y406 ff4 fsb fc0 sc0 ls0 ws0">Zysk (str<span class="_ _17"></span>at<span class="_ _5"></span>a) z dzia<span class="_ _2"></span>łalności opera<span class="_ _17"></span>cyjnej </div><div class="c x74 y407 w26 h1e"><div class="t m0 x0 h1d y6c ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x30 h1d y406 ff4 fsb fc0 sc0 ls0 ws0">5 956</div><div class="c x76 y407 w24 h1e"><div class="t m0 x0 h1d y6c ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x48 h1d y406 ff4 fsb fc0 sc0 ls0 ws0">8 254</div><div class="c x47 y407 w24 h1e"><div class="t m0 x0 h1d y6c ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y408 ff3 fsb fc0 sc0 ls0 ws0">Udział w zysk<span class="_ _17"></span>u (stracie) jedn<span class="_ _2"></span>ostek wyce<span class="_ _17"></span>ni<span class="_ _5"></span>anyc<span class="_ _17"></span>h metodą pra<span class="_ _17"></span>w wła-</div><div class="t m0 x6 h1b y409 ff3 fsb fc0 sc0 ls0 ws0">sności </div><div class="c x74 y40a w26 h1e"><div class="t m0 x0 h1b y72 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x79 h1b y409 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x76 y40a w24 h1e"><div class="t m0 x0 h1b y72 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xc h1b y409 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x47 y40a w24 h1e"><div class="t m0 x0 h1b y72 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y84 ff3 fsb fc0 sc0 ls0 ws0">Przychody finan<span class="_ _17"></span>s<span class="_ _5"></span>owe <span class="_ _93"> </span>16.1</div><div class="c x74 y40b w26 h23"><div class="t m0 x0 h1b y72 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x2f h1b y84 ff3 fsb fc0 sc0 ls0 ws0">35 721</div><div class="c x76 y40b w24 h23"><div class="t m0 x0 h1b y72 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x49 h1b y84 ff3 fsb fc0 sc0 ls0 ws0">11 816</div><div class="c x47 y40b w24 h23"><div class="t m0 x0 h1b y72 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y40c ff3 fsb fc0 sc0 ls0 ws0">K<span class="_ _2"></span>oszty finansow<span class="_ _17"></span>e<span class="sc2"> <span class="_ _6f"> </span></span>16.2</div><div class="c x74 y1e1 w26 h1e"><div class="t m0 x0 h1b y72 ff3 fsb fc0 sc2 ls0 ws0"> </div></div><div class="t m0 x2f h1b y40c ff3 fsb fc0 sc0 ls0 ws0">29 590</div><div class="c x76 y1e1 w24 h1e"><div class="t m0 x0 h1b y72 ff3 fsb fc0 sc2 ls0 ws0"> </div></div><div class="t m0 x49 h1b y40c ff3 fsb fc0 sc0 ls0 ws0">18 576</div><div class="c x47 y1e1 w24 h1e"><div class="t m0 x0 h1b y72 ff3 fsb fc0 sc2 ls0 ws0"> </div></div><div class="t m0 x6 h1b y40d ff3 fsb fc0 sc0 ls0 ws0">Zysk (strat<span class="_ _2"></span>a) prz<span class="_ _2"></span>ed opodatk<span class="_ _7"></span>owaniem </div><div class="c x74 y40e w26 h22"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x2f h1b y40d ff3 fsb fc0 sc0 ls0 ws0">12 087</div><div class="c x76 y40e w24 h22"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x48 h1b y40d ff3 fsb fc0 sc0 ls0 ws0">1 494</div><div class="c x47 y40e w24 h22"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y40f ff3 fsb fc0 sc0 ls0 ws0">Podatek dochodo<span class="_ _17"></span>wy<span class="sc2"> <span class="_ _94"> </span></span>17.1</div><div class="c x74 y410 w26 h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc2 ls0 ws0"> </div></div><div class="t m0 x7a h1b y40f ff3 fsb fc0 sc0 ls0 ws0">-291</div><div class="c x76 y410 w24 h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc2 ls0 ws0"> </div></div><div class="t m0 x4b h1b y40f ff3 fsb fc0 sc0 ls0 ws0">286</div><div class="c x47 y410 w24 h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc2 ls0 ws0"> </div></div><div class="t m0 x6 h1b y338 ff3 fsb fc0 sc0 ls0 ws0">Zysk (strat<span class="_ _2"></span>a) z działalności<span class="_ _17"></span> kontyn<span class="_ _2"></span>uowanej<span class="_ _2"></span> </div><div class="c x74 y411 w26 h1e"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x2f h1b y338 ff3 fsb fc0 sc0 ls0 ws0">12 378</div><div class="c x76 y411 w24 h1e"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x48 h1b y338 ff3 fsb fc0 sc0 ls0 ws0">1 208</div><div class="c x47 y411 w24 h1e"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1d y412 ff4 fsb fc0 sc0 ls0 ws0">Zysk (str<span class="_ _17"></span>at<span class="_ _5"></span>a) netto<span class="_ _2"></span> </div><div class="c x74 y254 w26 h1e"><div class="t m0 x0 h1d y92 ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x2f h1d y412 ff4 fsb fc0 sc0 ls0 ws0">12 378</div><div class="c x76 y254 w24 h1e"><div class="t m0 x0 h1d y92 ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x48 h1d y412 ff4 fsb fc0 sc0 ls0 ws0">1 208</div><div class="c x47 y254 w24 h1e"><div class="t m0 x0 h1d y92 ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y413 ff3 fsb fc0 sc0 ls0 ws0">Inne całk<span class="_ _17"></span>owite dochody<span class="_ _7"></span>, które nie <span class="_ _2"></span>mogą być prz<span class="_ _17"></span>eniesione do wyni<span class="_ _17"></span>ku </div><div class="c x74 y414 w26 h1e"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x79 h1b y413 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x76 y414 w24 h1e"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xc h1b y413 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x47 y414 w24 h1e"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y415 ff3 fsb fc0 sc0 ls0 ws0">Inne całk<span class="_ _17"></span>owite dochody<span class="_ _7"></span>, które mog<span class="_ _17"></span>ą być przenie<span class="_ _17"></span>s<span class="_ _5"></span>ione do wynik<span class="_ _17"></span>u </div><div class="c x74 y37b w26 h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x7a h1b y415 ff3 fsb fc0 sc0 ls0 ws0">-563</div><div class="c x76 y37b w24 h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x4a h1b y415 ff3 fsb fc0 sc0 ls0 ws0">29</div><div class="c x47 y37b w24 h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y416 ff3 fsb fc0 sc0 ls0 ws0">Różnice k<span class="_ _17"></span>u<span class="_ _5"></span>rsow<span class="_ _2"></span>e z prz<span class="_ _2"></span>eliczeni<span class="_ _17"></span>a j<span class="_ _5"></span>ednostek za<span class="_ _17"></span>graniczny<span class="_ _2"></span>ch </div><div class="c x74 y417 w26 h1e"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x79 h1b y416 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x76 y417 w24 h1e"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xc h1b y416 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x47 y417 w24 h1e"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y418 ff3 fsb fc0 sc0 ls0 ws0">Inne całk<span class="_ _17"></span>owite dochody prz<span class="_ _17"></span>ed opodatk<span class="_ _17"></span>owaniem </div><div class="c x74 y1e8 w26 h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x7a h1b y418 ff3 fsb fc0 sc0 ls0 ws0">-563</div><div class="c x76 y1e8 w24 h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x4a h1b y418 ff3 fsb fc0 sc0 ls0 ws0">29</div><div class="c x47 y1e8 w24 h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y9b ff3 fsb fc0 sc0 ls0 ws0">Podatek dochodo<span class="_ _17"></span>wy od innych cał<span class="_ _17"></span>kowityc<span class="_ _17"></span>h dochodów<span class="_ _17"></span>, które nie </div><div class="t m0 x6 h1b y419 ff3 fsb fc0 sc0 ls0 ws0">mogą być prz<span class="_ _17"></span>eniesione do wyni<span class="_ _17"></span>ku </div><div class="c x74 y41a w26 h1e"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x79 h1b y419 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x76 y41a w24 h1e"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xc h1b y419 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x47 y41a w24 h1e"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y41b ff3 fsb fc0 sc0 ls0 ws0">Podatek dochodo<span class="_ _17"></span>wy od innych cał<span class="_ _17"></span>kowityc<span class="_ _17"></span>h dochodów<span class="_ _17"></span>, które mogą </div><div class="t m0 x6 h1b y41c ff3 fsb fc0 sc0 ls0 ws0">być prz<span class="_ _17"></span>eniesione do wynik<span class="_ _17"></span>u </div><div class="c x74 y41d w26 h26"><div class="t m0 x0 h1b y8a ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x79 h1b y41c ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x76 y41d w24 h26"><div class="t m0 x0 h1b y8a ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xc h1b y41c ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x47 y41d w24 h26"><div class="t m0 x0 h1b y8a ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y41e ff3 fsb fc0 sc0 ls0 ws0">Inne całk<span class="_ _17"></span>owite dochody <span class="_ _17"></span>net<span class="_ _5"></span>to </div><div class="c x74 y41f w26 h1e"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x7a h1b y41e ff3 fsb fc0 sc0 ls0 ws0">-563</div><div class="c x76 y41f w24 h1e"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x4a h1b y41e ff3 fsb fc0 sc0 ls0 ws0">29</div><div class="c x47 y41f w24 h1e"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1d y420 ff4 fsb fc0 sc0 ls0 ws0">Całk<span class="_ _17"></span>owite dochody<span class="ff5"> <span class="_ _65"> </span></span> <span class="_ _95"> </span>11 815</div><div class="c x76 y421 w24 h26"><div class="t m0 x0 h3c y8a ff5 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x48 h1d y420 ff4 fsb fc0 sc0 ls0 ws0">1 237</div><div class="c x47 y421 w24 h26"><div class="t m0 x0 h3c y8a ff5 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x1 h4 y422 ff3 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="pi" ></div></div><div id="pf23" class="pf w0 h0" ><div class="pc pc23 w0 h0"><img class="bi x11 y423 wc h42" alt="" 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"/><div class="t m0 x1 h2 y1 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 ya8 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h3 y53 ff1 fs0 fc1 sc0 ls0 ws0">Jednostkowe sprawozdanie ﬁnansowe Dekpol S.A.<span class="ff2"> <span class="_ _14"> </span> <span class="_ _4f"> </span><span class="ff3 fc0">za okres od 01.01.2023 do 31.12.2023</span></span></div><div class="t m0 x3c h4 y54 ff3 fs1 fc0 sc0 ls0 ws0"> <span class="_ _3"></span> </div><div class="t m0 x35 hf y53 ff3 fs0 fc0 sc0 ls0 ws0"> (dane w tys.zł)</div><div class="t m0 x3d h4 y54 ff3 fs1 fc0 sc0 ls0 ws0"> <span class="_ _31"> </span> <span class="_ _57"> </span> </div><div class="t m0 x3e h3 y53 ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 xe h5 ya9 ff1 fs2 fc0 sc0 ls0 ws0">35</div><div class="t m0 x13 h18 y424 ff1 fs9 fc6 sc0 ls0 ws0">Wprowadzenie </div><div class="t m0 x15 h18 y425 ff1 fs9 fc6 sc0 ls0 ws0">Sprawozdanie  </div><div class="t m0 x15 h18 y426 ff1 fs9 fc6 sc0 ls0 ws0">z sytuacji </div><div class="t m0 x15 h18 y427 ff1 fs9 fc6 sc0 ls0 ws0">ﬁnansowej </div><div class="t m0 x17 h16 y428 ff4 fs9 fc5 sc0 ls0 ws0">Sprawozdanie  </div><div class="t m0 x17 h16 y429 ff4 fs9 fc5 sc0 ls0 ws0">z przepływów </div><div class="t m0 x17 h16 y42a ff4 fs9 fc5 sc0 ls0 ws0">pieniężnych </div><div class="t m0 x18 h18 y42b ff1 fs9 fc6 sc0 ls0 ws0">Sprawozdanie  </div><div class="t m0 x18 h18 y42c ff1 fs9 fc6 sc0 ls0 ws0">ze zmian w kapitale </div><div class="t m0 x18 h18 y42d ff1 fs9 fc6 sc0 ls0 ws0">własnym </div><div class="t m0 x19 h18 y42e ff1 fs9 fc6 sc0 ls0 ws0">Dodatkowe  </div><div class="t m0 x19 h18 y42f ff1 fs9 fc6 sc0 ls0 ws0">noty  </div><div class="t m0 x19 h18 y430 ff1 fs9 fc6 sc0 ls0 ws0">objaśniające </div><div class="t m0 x16 h18 y42b ff1 fs9 fc6 sc0 ls0 ws0">Sprawozdanie  </div><div class="t m0 x16 h18 y42c ff1 fs9 fc6 sc0 ls0 ws0">z całkowitych  </div><div class="t m0 x16 h18 y42d ff1 fs9 fc6 sc0 ls0 ws0">dochodów </div><div class="t m0 x1 h12 y49 ff4 fs7 fc4 sc0 ls0 ws0">Spra<span class="_ _17"></span>wo<span class="_ _17"></span>zdanie z przepływów pieniężn<span class="_ _7"></span>ych </div><div class="t m0 x1 h29 y431 ff5 fsa fc2 sc0 ls0 ws0">MET<span class="_ _17"></span>OD<span class="_ _17"></span>A POŚREDNIA<span class="_ _5"></span><span class="ff4"> </span></div><div class="t m0 x6 h1d y1d9 ff4 fsb fc0 sc0 ls0 ws0">Opis <span class="_ _96"> </span>01.01.-31.12.20<span class="_ _17"></span>23</div><div class="c x6a y432 w29 h1f"><div class="t m0 x0 h1d y6c ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x77 h1d y1d9 ff4 fsb fc0 sc0 ls0 ws0">01.01.-31.12.20<span class="_ _17"></span>22</div><div class="c x47 y432 w23 h1f"><div class="t m0 x0 h1d y6c ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1d y433 ff4 fsb fc0 sc0 ls0 ws0">Zysk (str<span class="_ _17"></span>at<span class="_ _5"></span>a) prze<span class="_ _17"></span>d opodatkow<span class="_ _17"></span>aniem <span class="_ _11"> </span>12 087</div><div class="c x6a y434 w29 h20"><div class="t m0 x0 h1d y72 ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x48 h1d y433 ff4 fsb fc0 sc0 ls0 ws0">1 494</div><div class="c x47 y434 w23 h20"><div class="t m0 x0 h1d y72 ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1d y435 ff4 fsb fc0 sc0 ls0 ws0">K<span class="_ _17"></span>orekty: <span class="_ _97"> </span>-8 015</div><div class="c x6a y436 w29 h22"><div class="t m0 x0 h1d y6c ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x49 h1d y435 ff4 fsb fc0 sc0 ls0 ws0">53 784</div><div class="c x47 y436 w23 h22"><div class="t m0 x0 h1d y6c ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y437 ff3 fsb fc0 sc0 ls0 ws0">Amortyzacja<span class="_ _17"></span> <span class="_ _98"> </span>2 649</div><div class="c x6a y438 w29 h21"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x48 h1b y437 ff3 fsb fc0 sc0 ls0 ws0">2 318</div><div class="c x47 y438 w23 h21"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y439 ff3 fsb fc0 sc0 ls0 ws0">Zmiana wartości godziw<span class="_ _17"></span>ej nieruchomości<span class="_ _17"></span> i<span class="_ _5"></span>nwestyc<span class="_ _17"></span>yjnych<span class="_ _17"></span> <span class="_ _3d"> </span>0</div><div class="c x6a y43a w29 h1e"><div class="t m0 x0 h1b y85 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xc h1b y439 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x47 y43a w23 h1e"><div class="t m0 x0 h1b y85 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y43b ff3 fsb fc0 sc0 ls0 ws0">Zmiana wartości godziw<span class="_ _17"></span>ej aktywów (z<span class="_ _17"></span>obowiązań) finan<span class="_ _17"></span>s<span class="_ _5"></span>. wycenian<span class="_ _17"></span>ych prze<span class="_ _17"></span>z wynik <span class="_ _99"> </span>0</div><div class="c x6a y43c w29 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xc h1b y43b ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x47 y43c w23 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y43d ff3 fsb fc0 sc0 ls0 ws0">Instrumenty zabe<span class="_ _17"></span>zpieczające prz<span class="_ _17"></span>epływy środk<span class="_ _7"></span>ów pieniężny<span class="_ _2"></span>ch przen<span class="_ _17"></span>iesione z kapi-</div><div class="t m0 x6 h1b y43e ff3 fsb fc0 sc0 ls0 ws0">tału <span class="_ _9a"> </span>0</div><div class="c x6a y43f w29 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xc h1b y43e ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x47 y43f w23 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y440 ff3 fsb fc0 sc0 ls0 ws0">Odpisy aktua<span class="_ _17"></span>li<span class="_ _5"></span>zujące <span class="_ _2"></span>ujęte w wynik<span class="_ _17"></span>u finansowym <span class="_ _9b"> </span>0</div><div class="c x6a y441 w29 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xc h1b y440 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x47 y441 w23 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y370 ff3 fsb fc0 sc0 ls0 ws0">Zysk (strat<span class="_ _2"></span>a) ze sp<span class="_ _17"></span>rzedaży aktywó<span class="_ _2"></span>w trwałych<span class="_ _17"></span> <span class="_ _9c"> </span>-562</div><div class="c x6a y371 w29 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x51 h1b y370 ff3 fsb fc0 sc0 ls0 ws0">-360</div><div class="c x47 y371 w23 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y442 ff3 fsb fc0 sc0 ls0 ws0">Zyski (str<span class="_ _17"></span>at<span class="_ _5"></span>y) z tytułu ró<span class="_ _17"></span>żnic kurso<span class="_ _17"></span>wych <span class="_ _9d"> </span>335</div><div class="c x6a y443 w29 h21"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x51 h1b y442 ff3 fsb fc0 sc0 ls0 ws0">-181</div><div class="c x47 y443 w23 h21"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y444 ff3 fsb fc0 sc0 ls0 ws0">K<span class="_ _2"></span>oszty z tytułu odsetek<span class="_ _17"></span> <span class="_ _9e"> </span>26 416</div><div class="c x6a y334 w29 h1e"><div class="t m0 x0 h1b y85 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x49 h1b y444 ff3 fsb fc0 sc0 ls0 ws0">17 312</div><div class="c x47 y334 w23 h1e"><div class="t m0 x0 h1b y85 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y445 ff3 fsb fc0 sc0 ls0 ws0">Przychody z odse<span class="_ _2"></span>tek <span class="_ _9f"> </span>-22 976</div><div class="c x6a y446 w29 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x7b h1b y445 ff3 fsb fc0 sc0 ls0 ws0">-8 153</div><div class="c x47 y446 w23 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y447 ff3 fsb fc0 sc0 ls0 ws0">Przychody z dy<span class="_ _17"></span>w<span class="_ _5"></span>idend <span class="_ _a0"> </span>-10 000</div><div class="c x6a y448 w29 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xc h1b y447 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x47 y448 w23 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y449 ff3 fsb fc0 sc0 ls0 ws0">Podatek dochodo<span class="_ _17"></span>wy od zysku prz<span class="_ _17"></span>ed opodatk<span class="_ _17"></span>owaniem <span class="_ _a1"> </span>0</div><div class="c x6a y15f w29 h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xc h1b y449 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x47 y15f w23 h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y44a ff3 fsb fc0 sc0 ls0 ws0">Zmiana stanu zapa<span class="_ _17"></span>sów <span class="_ _a2"> </span>779</div><div class="c x6a y44b w29 h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x48 h1b y44a ff3 fsb fc0 sc0 ls0 ws0">2 127</div><div class="c x47 y44b w23 h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y44c ff3 fsb fc0 sc0 ls0 ws0">Zmiana stanu nale<span class="_ _17"></span>żności <span class="_ _8e"> </span>100 918</div><div class="c x6a y44d w29 h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x7b h1b y44c ff3 fsb fc0 sc0 ls0 ws0">-7 551</div><div class="c x47 y44d w23 h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y44e ff3 fsb fc0 sc0 ls0 ws0">Zmiana stanu <span class="_ _2"></span>zobowią<span class="_ _17"></span>zań <span class="_ _a3"> </span>-105 714</div><div class="c x6a y44f w29 h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x49 h1b y44e ff3 fsb fc0 sc0 ls0 ws0">48 812</div><div class="c x47 y44f w23 h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y450 ff3 fsb fc0 sc0 ls0 ws0">Zmiana stanu <span class="_ _2"></span>reze<span class="_ _17"></span>rw <span class="_ _a4"> </span>140</div><div class="c x6a y451 w29 h23"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x51 h1b y450 ff3 fsb fc0 sc0 ls0 ws0">-538</div><div class="c x47 y451 w23 h23"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y452 ff3 fsb fc0 sc0 ls0 ws0">Przepływy pie<span class="_ _17"></span>niężne z działalności<span class="_ _17"></span> (wykorz<span class="_ _17"></span>ys<span class="_ _5"></span>tane w dz<span class="_ _17"></span>i<span class="_ _5"></span>ałalnośc<span class="_ _17"></span>i<span class="_ _5"></span>) <span class="_ _a5"> </span>4 071</div><div class="c x6a y453 w29 h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x49 h1b y452 ff3 fsb fc0 sc0 ls0 ws0">55 278</div><div class="c x47 y453 w23 h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y454 ff3 fsb fc0 sc0 ls0 ws0">Zapłacony<span class="_ _17"></span> podatek dochodowy<span class="_ _17"></span><span class="sc2"> <span class="_ _a6"> </span><span class="sc0">-513</span></span></div><div class="c x6a y455 w29 h1e"><div class="t m0 x0 h1b y85 ff3 fsb fc0 sc2 ls0 ws0"> </div></div><div class="t m0 x51 h1b y454 ff3 fsb fc0 sc0 ls0 ws0">-789</div><div class="c x47 y455 w23 h1e"><div class="t m0 x0 h1b y85 ff3 fsb fc0 sc2 ls0 ws0"> </div></div><div class="t m0 x6 h1d y456 ff4 fsb fc0 sc0 ls0 ws0">Środki pie<span class="_ _2"></span>niężne net<span class="_ _2"></span>to z działalno<span class="_ _17"></span>ści operacyjnej<span class="_ _17"></span> <span class="_ _a7"> </span>3 559</div><div class="c x6a y457 w29 h1e"><div class="t m0 x0 h1d y92 ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x49 h1d y456 ff4 fsb fc0 sc0 ls0 ws0">54 489</div><div class="c x47 y457 w23 h1e"><div class="t m0 x0 h1d y92 ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y458 ff3 fsb fc0 sc0 ls0 ws0">Wydatki<span class="_ _17"></span> na <span class="_ _5"></span>nab<span class="_ _2"></span>ycie wartośc<span class="_ _17"></span>i<span class="_ _5"></span> niemateria<span class="_ _17"></span>l<span class="_ _5"></span>nych<span class="_ _17"></span> <span class="_ _a8"> </span>-887</div><div class="c x6a y459 w29 h23"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x7b h1b y458 ff3 fsb fc0 sc0 ls0 ws0">-1 390</div><div class="c x47 y459 w23 h23"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y45a ff3 fsb fc0 sc0 ls0 ws0">Wpływy z<span class="_ _17"></span>e sprzedaży warto<span class="_ _17"></span>ści niematerialnych<span class="_ _17"></span> <span class="_ _a9"> </span>0</div><div class="c x6a y45b w29 h1e"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xc h1b y45a ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x47 y45b w23 h1e"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y45c ff3 fsb fc0 sc0 ls0 ws0">Wydatki<span class="_ _17"></span> na <span class="_ _5"></span>nab<span class="_ _2"></span>ycie rze<span class="_ _17"></span>czowych a<span class="_ _17"></span>ktywów trwałych <span class="_ _aa"> </span>-2 803</div><div class="c x6a y45d w29 h1e"><div class="t m0 x0 h1b y8a ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x7b h1b y45c ff3 fsb fc0 sc0 ls0 ws0">-2 214</div><div class="c x47 y45d w23 h1e"><div class="t m0 x0 h1b y8a ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y45e ff3 fsb fc0 sc0 ls0 ws0">Wpływy z<span class="_ _17"></span>e sprzedaży rz<span class="_ _17"></span>eczowych<span class="_ _17"></span> aktywów trwałych<span class="_ _17"></span> <span class="_ _1c"> </span>773</div><div class="c x6a y45f w29 h26"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x4b h1b y45e ff3 fsb fc0 sc0 ls0 ws0">137</div><div class="c x47 y45f w23 h26"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y460 ff3 fsb fc0 sc0 ls0 ws0">Wydatki<span class="_ _17"></span> na <span class="_ _5"></span>nab<span class="_ _2"></span>ycie nierucho<span class="_ _17"></span>mości inwestyc<span class="_ _2"></span>yjnych<span class="_ _17"></span> <span class="_ _ab"> </span>0</div><div class="c x6a y461 w29 h26"><div class="t m0 x0 h1b y8a ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x51 h1b y460 ff3 fsb fc0 sc0 ls0 ws0">-378</div><div class="c x47 y461 w23 h26"><div class="t m0 x0 h1b y8a ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y462 ff3 fsb fc0 sc0 ls0 ws0">Wpływy z<span class="_ _17"></span>e sprzedaży nier<span class="_ _17"></span>uchomości inwesty<span class="_ _2"></span>cyjn<span class="_ _17"></span>ych <span class="_ _ac"> </span>0</div><div class="c x6a y463 w29 h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xc h1b y462 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x47 y463 w23 h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y382 ff3 fsb fc0 sc0 ls0 ws0">Wydatki<span class="_ _17"></span> net<span class="_ _5"></span>to na nab<span class="_ _17"></span>ycie jednostek zale<span class="_ _17"></span>żnych <span class="_ _ad"> </span>-10</div><div class="c x6a y464 w29 h1e"><div class="t m0 x0 h1b y8a ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x7c h1b y382 ff3 fsb fc0 sc0 ls0 ws0">-16 205</div><div class="c x47 y464 w23 h1e"><div class="t m0 x0 h1b y8a ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y465 ff3 fsb fc0 sc0 ls0 ws0">Wpływy netto<span class="_ _2"></span> ze spr<span class="_ _17"></span>zedaży jednostek za<span class="_ _2"></span>leżn<span class="_ _17"></span>ych  <span class="_ _ae"> </span>0</div><div class="c x6a y466 w29 h1e"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x49 h1b y465 ff3 fsb fc0 sc0 ls0 ws0">15 936</div><div class="c x47 y466 w23 h1e"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y237 ff3 fsb fc0 sc0 ls0 ws0">Wydatki<span class="_ _17"></span> na <span class="_ _5"></span>nab<span class="_ _2"></span>ycie poz<span class="_ _17"></span>ostałych akty<span class="_ _2"></span>wów finansow<span class="_ _17"></span>ych <span class="_ _1e"> </span>0</div><div class="c x6a y467 w29 h1e"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x7d h1b y237 ff3 fsb fc0 sc0 ls0 ws0">-50</div><div class="c x47 y467 w23 h1e"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y304 ff3 fsb fc0 sc0 ls0 ws0">Wpływy z<span class="_ _17"></span>e sprzedaży po<span class="_ _17"></span>zostałych<span class="_ _2"></span> aktywów finan<span class="_ _17"></span>s<span class="_ _5"></span>owy<span class="_ _2"></span>ch <span class="_ _af"> </span>736</div><div class="c x6a y468 w29 h1e"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xc h1b y304 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x47 y468 w23 h1e"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y469 ff3 fsb fc0 sc0 ls0 ws0">Pożyczki <span class="_ _17"></span>u<span class="_ _5"></span>dzielone<span class="_ _2"></span><span class="sc2"> <span class="_ _b0"> </span><span class="sc0">-61 092</span></span></div><div class="c x6a y46a w29 h1e"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc2 ls0 ws0"> </div></div><div class="t m0 x7c h1b y469 ff3 fsb fc0 sc0 ls0 ws0">-66 633</div><div class="c x47 y46a w23 h1e"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc2 ls0 ws0"> </div></div><div class="t m0 x6 h1b y46b ff3 fsb fc0 sc0 ls0 ws0">Otrzymane sp<span class="_ _2"></span>łaty pożycz<span class="_ _17"></span>ek udzielonych<span class="_ _2"></span> <span class="_ _b1"> </span>70 446</div><div class="c x6a y1a w29 h23"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x49 h1b y46b ff3 fsb fc0 sc0 ls0 ws0">11 478</div><div class="c x47 y1a w23 h23"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y386 ff3 fsb fc0 sc0 ls0 ws0">Otrzymane odsetki<span class="_ _17"></span> <span class="_ _b2"> </span>25 580</div><div class="c x6a y46c w29 h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x48 h1b y386 ff3 fsb fc0 sc0 ls0 ws0">3 966</div><div class="c x47 y46c w23 h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y46d ff3 fsb fc0 sc0 ls0 ws0">Otrzymane dy<span class="_ _17"></span>w<span class="_ _5"></span>idendy <span class="_ _b3"> </span>10 000</div><div class="c x6a y44 w29 h23"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xc h1b y46d ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x47 y44 w23 h23"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y46e ff3 fsb fc0 sc0 ls0 ws0">Przepływy pie<span class="_ _17"></span>niężne wynika<span class="_ _17"></span>j<span class="_ _5"></span>ące z<span class="_ _17"></span>e z<span class="_ _5"></span>mniejsz<span class="_ _17"></span>enia (zwiększ<span class="_ _17"></span>enia) wartości kró<span class="_ _2"></span>tk<span class="_ _17"></span>oter<span class="_ _17"></span>-</div><div class="t m0 x6 h1b y46f ff3 fsb fc0 sc0 ls0 ws0">minowych depo<span class="_ _17"></span>zytów i inwest<span class="_ _17"></span>ycji <span class="_ _b4"> </span>0</div><div class="c x6a y470 w29 h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xc h1b y46f ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x47 y470 w23 h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1d y471 ff4 fsb fc0 sc0 ls0 ws0">Środki pie<span class="_ _2"></span>niężne net<span class="_ _2"></span>to z działalno<span class="_ _17"></span>ści inwestyc<span class="_ _17"></span>yjnej <span class="_ _b5"> </span>42 743</div><div class="c x6a y472 w29 h1e"><div class="t m0 x0 h1d y85 ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x7c h1d y471 ff4 fsb fc0 sc0 ls0 ws0">-55 354</div><div class="c x47 y472 w23 h1e"><div class="t m0 x0 h1d y85 ff4 fsb fc0 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf24" class="pf w0 h0" ><div class="pc pc24 w0 h0"><img class="bi x11 y473 wc h43" alt="" src="data:image/png;base64,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"/><div class="t m0 x1 h2 y1 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 ya8 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h3 y53 ff1 fs0 fc1 sc0 ls0 ws0">Jednostkowe sprawozdanie ﬁnansowe Dekpol S.A.<span class="ff2"> <span class="_ _14"> </span> <span class="_ _4f"> </span><span class="ff3 fc0">za okres od 01.01.2023 do 31.12.2023</span></span></div><div class="t m0 x3c h4 y54 ff3 fs1 fc0 sc0 ls0 ws0"> <span class="_ _3"></span> </div><div class="t m0 x35 hf y53 ff3 fs0 fc0 sc0 ls0 ws0"> (dane w tys.zł)</div><div class="t m0 x3d h4 y54 ff3 fs1 fc0 sc0 ls0 ws0"> <span class="_ _31"> </span> <span class="_ _57"> </span> </div><div class="t m0 x3e h3 y53 ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 xe h5 ya9 ff1 fs2 fc0 sc0 ls0 ws0">36</div><div class="t m0 x13 h18 y424 ff1 fs9 fc6 sc0 ls0 ws0">Wprowadzenie </div><div class="t m0 x15 h18 y425 ff1 fs9 fc6 sc0 ls0 ws0">Sprawozdanie  </div><div class="t m0 x15 h18 y426 ff1 fs9 fc6 sc0 ls0 ws0">z sytuacji </div><div class="t m0 x15 h18 y427 ff1 fs9 fc6 sc0 ls0 ws0">ﬁnansowej </div><div class="t m0 x17 h16 y428 ff4 fs9 fc5 sc0 ls0 ws0">Sprawozdanie  </div><div class="t m0 x17 h16 y429 ff4 fs9 fc5 sc0 ls0 ws0">z przepływów </div><div class="t m0 x17 h16 y42a ff4 fs9 fc5 sc0 ls0 ws0">pieniężnych </div><div class="t m0 x18 h18 y42b ff1 fs9 fc6 sc0 ls0 ws0">Sprawozdanie  </div><div class="t m0 x18 h18 y42c ff1 fs9 fc6 sc0 ls0 ws0">ze zmian w kapitale </div><div class="t m0 x18 h18 y42d ff1 fs9 fc6 sc0 ls0 ws0">własnym </div><div class="t m0 x19 h18 y42e ff1 fs9 fc6 sc0 ls0 ws0">Dodatkowe  </div><div class="t m0 x19 h18 y42f ff1 fs9 fc6 sc0 ls0 ws0">noty  </div><div class="t m0 x19 h18 y430 ff1 fs9 fc6 sc0 ls0 ws0">objaśniające </div><div class="t m0 x16 h18 y42b ff1 fs9 fc6 sc0 ls0 ws0">Sprawozdanie  </div><div class="t m0 x16 h18 y42c ff1 fs9 fc6 sc0 ls0 ws0">z całkowitych  </div><div class="t m0 x16 h18 y42d ff1 fs9 fc6 sc0 ls0 ws0">dochodów </div><div class="t m0 x6 h1b y474 ff3 fsb fc0 sc0 ls0 ws0">Wpływy netto<span class="_ _2"></span> z tytułu emis<span class="_ _17"></span>ji<span class="_ _5"></span> ak<span class="_ _17"></span>cji <span class="_ _69"> </span>0</div><div class="c x6a y475 w29 h1e"><div class="t m0 x0 h1b y3cb ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xc h1b y474 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x47 y475 w23 h1e"><div class="t m0 x0 h1b y3cb ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y476 ff3 fsb fc0 sc0 ls0 ws0">Wpływy z tyt<span class="_ _17"></span>ułu emisji dłużnych pa<span class="_ _17"></span>pierów wartości<span class="_ _2"></span>owych <span class="_ _b6"> </span>69 942</div><div class="c x6a y477 w29 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x49 h1b y476 ff3 fsb fc0 sc0 ls0 ws0">29 835</div><div class="c x47 y477 w23 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y478 ff3 fsb fc0 sc0 ls0 ws0">Inne wpływy (wyd<span class="_ _17"></span>atki) z działalności finans<span class="_ _17"></span>owej <span class="_ _b7"> </span>0</div><div class="c x6a y3cf w29 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x7b h1b y478 ff3 fsb fc0 sc0 ls0 ws0">-1 100</div><div class="c x47 y3cf w23 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y479 ff3 fsb fc0 sc0 ls0 ws0">Wpływy z otrz<span class="_ _2"></span>yman<span class="_ _17"></span>ych dotacji <span class="_ _b8"> </span>0</div><div class="c x6a y47a w29 h1f"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xc h1b y479 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x47 y47a w23 h1f"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y4a ff3 fsb fc0 sc0 ls0 ws0">Wyk<span class="_ _17"></span>u<span class="_ _5"></span>p dłużn<span class="_ _17"></span>ych papierów<span class="_ _2"></span> wartościo<span class="_ _2"></span>wych <span class="_ _b9"> </span>-52 228</div><div class="c x6a y47b w29 h1f"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xc h1b y4a ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x47 y47b w23 h1f"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y47c ff3 fsb fc0 sc0 ls0 ws0">Wpływy z tyt<span class="_ _17"></span>ułu zaciągnięcia kred<span class="_ _17"></span>ytów i pożycz<span class="_ _17"></span>ek <span class="_ _ba"> </span>0</div><div class="c x6a y47d w29 h23"><div class="t m0 x0 h1b y72 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x49 h1b y47c ff3 fsb fc0 sc0 ls0 ws0">12 800</div><div class="c x47 y47d w23 h23"><div class="t m0 x0 h1b y72 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y47e ff3 fsb fc0 sc0 ls0 ws0">Spłaty kredytó<span class="_ _17"></span>w<span class="_ _5"></span> i poży<span class="_ _17"></span>czek<span class="sc2"> <span class="_ _74"> </span></span>-<span class="_ _5"></span>1 676</div><div class="c x6a y47f w29 h1f"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc2 ls0 ws0"> </div></div><div class="t m0 x7c h1b y47e ff3 fsb fc0 sc0 ls0 ws0">-20 832</div><div class="c x47 y47f w23 h1f"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc2 ls0 ws0"> </div></div><div class="t m0 x6 h1b y480 ff3 fsb fc0 sc0 ls0 ws0">Spłata zob<span class="_ _17"></span>owiązań z tytułu leasing<span class="_ _17"></span>u finansowego <span class="_ _bb"> </span>-1 264</div><div class="c x6a y481 w29 h22"><div class="t m0 x0 h1b y72 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x51 h1b y480 ff3 fsb fc0 sc0 ls0 ws0">-741</div><div class="c x47 y481 w23 h22"><div class="t m0 x0 h1b y72 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y2ba ff3 fsb fc0 sc0 ls0 ws0">Odsetki zapła<span class="_ _2"></span>cone <span class="_ _bc"> </span>-24 645</div><div class="c x6a y482 w29 h23"><div class="t m0 x0 h1b y72 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x7c h1b y2ba ff3 fsb fc0 sc0 ls0 ws0">-14 151</div><div class="c x47 y482 w23 h23"><div class="t m0 x0 h1b y72 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y483 ff3 fsb fc0 sc0 ls0 ws0">Dywidendy wypł<span class="_ _2"></span>acone<span class="sc2"> <span class="_ _bd"> </span></span>0</div><div class="c x6a y19a w29 h1e"><div class="t m0 x0 h1b y72 ff3 fsb fc0 sc2 ls0 ws0"> </div></div><div class="t m0 xc h1b y483 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x47 y19a w23 h1e"><div class="t m0 x0 h1b y72 ff3 fsb fc0 sc2 ls0 ws0"> </div></div><div class="t m0 x6 h1d y484 ff4 fsb fc0 sc0 ls0 ws0">Środki pie<span class="_ _2"></span>niężne net<span class="_ _2"></span>to z działalno<span class="_ _17"></span>ści finansowej <span class="_ _be"> </span>-9 871</div><div class="c x6a y485 w29 h1e"><div class="t m0 x0 h1d y6c ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x48 h1d y484 ff4 fsb fc0 sc0 ls0 ws0">5 811</div><div class="c x47 y485 w23 h1e"><div class="t m0 x0 h1d y6c ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1d y486 ff4 fsb fc0 sc0 ls0 ws0">Zmiana netto sta<span class="_ _17"></span>n<span class="_ _5"></span>u środk<span class="_ _17"></span>ów pie<span class="_ _17"></span>n<span class="_ _5"></span>iężn<span class="_ _17"></span>ych i ich ekwiw<span class="_ _17"></span>alentów <span class="_ _bf"> </span>36 431</div><div class="c x6a y487 w29 h23"><div class="t m0 x0 h1d y72 ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x48 h1d y486 ff4 fsb fc0 sc0 ls0 ws0">4 946</div><div class="c x47 y487 w23 h23"><div class="t m0 x0 h1d y72 ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y39d ff3 fsb fc0 sc0 ls0 ws0">Środki pienię<span class="_ _17"></span>żne i ich ekwiwalenty <span class="_ _17"></span>na poc<span class="_ _5"></span>ząt<span class="_ _17"></span>ek okresu <span class="_ _af"> </span>19 548</div><div class="c x6a y488 w29 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x49 h1b y39d ff3 fsb fc0 sc0 ls0 ws0">14 602</div><div class="c x47 y488 w23 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1d y489 ff4 fsb fc0 sc0 ls0 ws0">Środki pie<span class="_ _2"></span>niężne i ic<span class="_ _17"></span>h<span class="_ _5"></span> ekwiwale<span class="_ _2"></span>nty na k<span class="_ _17"></span>oniec okresu<span class="_ _17"></span> <span class="_ _86"> </span>55 979</div><div class="c x6a y48a w29 h1e"><div class="t m0 x0 h1d y6c ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x49 h1d y489 ff4 fsb fc0 sc0 ls0 ws0">19 548</div><div class="c x47 y48a w23 h1e"><div class="t m0 x0 h1d y6c ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y1b9 ff3 fsb fc0 sc0 ls0 ws0">w tym o ogran<span class="_ _17"></span>i<span class="_ _5"></span>czone<span class="_ _17"></span>j m<span class="_ _5"></span>o<span class="_ _17"></span>ż<span class="_ _5"></span>liwości dyspo<span class="_ _17"></span>nowania <span class="_ _6b"> </span>542</div><div class="c x6a y48b w29 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x48 h1b y1b9 ff3 fsb fc0 sc0 ls0 ws0">2 850</div><div class="c x47 y48b w23 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x1 h4 y48c ff3 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h4 y48d ff3 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h4 y48e ff3 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h4 y48f ff3 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h4 y490 ff3 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h4 y491 ff3 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h4 y492 ff3 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h4 y100 ff3 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h4 y493 ff3 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h4 y494 ff3 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h4 y495 ff3 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h4 y323 ff3 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h4 y496 ff3 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h4 y497 ff3 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h4 y498 ff3 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h4 y499 ff3 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="pi" ></div></div><div id="pf25" class="pf w2a h44" ><div class="pc pc25 w2a h44"><img class="bi x7e y49a w2b h45" alt="" 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"/><div class="t m0 x7f h46 y49b ff1 fsf fc0 sc0 ls0 ws0">  </div><div class="t m0 x7f h46 y49c ff1 fsf fc0 sc0 ls0 ws0"> </div><div class="t m0 x7f h47 y49d ff1 fsf fc1 sc0 ls0 ws0">Jednostkowe sprawozdanie ﬁnansowe Dekpol S.A.<span class="ff2"> <span class="_ _14"> </span> <span class="_ _4f"> </span><span class="ff3 fc0">za okres od 01.01.2023 do 31.12.2023</span></span></div><div class="t m0 x80 h48 y49e ff3 fs10 fc0 sc0 ls0 ws0"> <span class="_ _3"></span> <span class="_ _4"> </span> <span class="_ _4"> </span> </div><div class="t m0 x81 h47 y49d ff2 fsf fc1 sc0 ls0 ws0"> </div><div class="c x82 y49f w2c h49"><div class="t m0 x0 h4a y4a0 ff1 fs11 fc0 sc0 ls0 ws0">37</div></div><div class="t m0 x83 h4b y4a1 ff1 fs12 fc6 sc0 ls0 ws0">Wprowadzenie </div><div class="t m0 x84 h4b y4a2 ff1 fs12 fc6 sc0 ls0 ws0">Sprawozdanie  </div><div class="t m0 x84 h4b y4a3 ff1 fs12 fc6 sc0 ls0 ws0">z sytuacji </div><div class="t m0 x84 h4b y4a4 ff1 fs12 fc6 sc0 ls0 ws0">ﬁnansowej </div><div class="t m0 x85 h4b y4a5 ff1 fs12 fc6 sc0 ls0 ws0">Sprawozdanie  </div><div class="t m0 x85 h4b y4a6 ff1 fs12 fc6 sc0 ls0 ws0">z przepływów </div><div class="t m0 x85 h4b y4a7 ff1 fs12 fc6 sc0 ls0 ws0">pieniężnych </div><div class="t m0 x86 h4c y4a2 ff4 fs12 fc5 sc0 ls0 ws0">Sprawozdanie  </div><div class="t m0 x86 h4c y4a3 ff4 fs12 fc5 sc0 ls0 ws0">ze zmian w kapitale </div><div class="t m0 x86 h4c y4a8 ff4 fs12 fc5 sc0 ls0 ws0">własnym </div><div class="t m0 x87 h4b y4a1 ff1 fs12 fc6 sc0 ls0 ws0">Dodatkowe  </div><div class="t m0 x87 h4b y4a9 ff1 fs12 fc6 sc0 ls0 ws0">noty  </div><div class="t m0 x87 h4b y4aa ff1 fs12 fc6 sc0 ls0 ws0">objaśniające </div><div class="t m0 x88 h4b y4a2 ff1 fs12 fc6 sc0 ls0 ws0">Sprawozdanie  </div><div class="t m0 x88 h4b y4a3 ff1 fs12 fc6 sc0 ls0 ws0">z całkowitych  </div><div class="t m0 x88 h4b y4a8 ff1 fs12 fc6 sc0 ls0 ws0">dochodów </div><div class="t m0 x7f h4d y4ab ff4 fs13 fc4 sc0 ls0 ws0">Spra<span class="_ _17"></span>woz<span class="_ _17"></span>danie ze zmian w k<span class="_ _17"></span>apitale wł<span class="_ _5"></span>asn<span class="_ _17"></span>ym w okresie spra<span class="_ _17"></span>woz<span class="_ _55"></span>-</div><div class="t m0 x7f h4d y4ac ff4 fs13 fc4 sc0 ls0 ws0">da<span class="_ _17"></span>wczym </div><div class="t m0 x89 h4e y4ad ff4 fs14 fc0 sc0 ls0 ws0">Opis </div><div class="t m0 x8a h4e y4ae ff4 fs14 fc0 sc0 ls0 ws0">Kapitał po<span class="_ _17"></span>d-</div><div class="t m0 x16 h4e y4ad ff4 fs14 fc0 sc0 ls0 ws0">stawo<span class="_ _17"></span>wy</div><div class="c x8b y4af w22 h23"><div class="t m0 x0 h4e y72 ff4 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x17 h4e y4b0 ff4 fs14 fc0 sc0 ls0 ws0">Kapitał <span class="_ _17"></span>ze </div><div class="t m0 x8c h4e y4b1 ff4 fs14 fc0 sc0 ls0 ws0">sprzedaży ak<span class="_ _7"></span>-</div><div class="t m0 x8d h4e y4b2 ff4 fs14 fc0 sc0 ls0 ws0">cji powyżej<span class="_ _17"></span> <span class="_ _5"></span>ich </div><div class="t m0 x8e h4e y4ae ff4 fs14 fc0 sc0 ls0 ws0">wartości no-</div><div class="t m0 x8f h4e y4ad ff4 fs14 fc0 sc0 ls0 ws0">minalnej</div><div class="c x90 y4af w23 h23"><div class="t m0 x0 h4e y72 ff4 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x91 h4e y4ae ff4 fs14 fc0 sc0 ls0 ws0">Ak<span class="_ _17"></span>cje własne </div><div class="t m0 x92 h4e y4ad ff4 fs14 fc0 sc0 ls0 ws0">(-)</div><div class="c x93 y4af w23 h23"><div class="t m0 x0 h4e y72 ff4 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x94 h4e y4b1 ff4 fs14 fc0 sc0 ls0 ws0">Pozostał<span class="_ _2"></span>e k<span class="_ _2"></span>a-</div><div class="t m0 x95 h4e y4b2 ff4 fs14 fc0 sc0 ls0 ws0">pitały rez<span class="_ _17"></span>er-</div><div class="t m0 x95 h4e y4ae ff4 fs14 fc0 sc0 ls0 ws0">wowe z wy<span class="_ _17"></span>-</div><div class="t m0 x96 h4e y4ad ff4 fs14 fc0 sc0 ls0 ws0">ceny</div><div class="c x54 y4af w24 h23"><div class="t m0 x0 h4e y72 ff4 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x97 h4e y4ae ff4 fs14 fc0 sc0 ls0 ws0">Zyski<span class="_ _17"></span> </div><div class="t m0 x98 h4e y4ad ff4 fs14 fc0 sc0 ls0 ws0">zatrzymane</div><div class="c x99 y4af w2d h23"><div class="t m0 x0 h4e y72 ff4 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x9a h4e y4ae ff4 fs14 fc0 sc0 ls0 ws0">Inne udziały </div><div class="t m0 x9b h4e y4ad ff4 fs14 fc0 sc0 ls0 ws0">kapitało<span class="_ _17"></span>we</div><div class="c x9c y4af w24 h23"><div class="t m0 x0 h4e y72 ff4 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x9d h4e y4ae ff4 fs14 fc0 sc0 ls0 ws0">Udziały nieda<span class="_ _17"></span>-</div><div class="t m0 x9e h4e y4ad ff4 fs14 fc0 sc0 ls0 ws0">jące k<span class="_ _17"></span>ontroli</div><div class="c x9f y4af w27 h23"><div class="t m0 x0 h4e y72 ff4 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xa0 h4e y4ad ff4 fs14 fc0 sc0 ls0 ws0">Razem</div><div class="c xa1 y4af w24 h23"><div class="t m0 x0 h4e y72 ff4 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x89 h4e y4b3 ff4 fs14 fc0 sc0 ls0 ws0">Saldo na począ<span class="_ _17"></span>tek okresu <span class="_ _c0"> </span>8 363</div><div class="c x8b y4b4 w22 h1e"><div class="t m0 x0 h4e y6c ff4 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xa2 h4e y4b3 ff4 fs14 fc0 sc0 ls0 ws0">26 309</div><div class="c x90 y4b4 w23 h1e"><div class="t m0 x0 h4e y6c ff4 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xa3 h4e y4b3 ff4 fs14 fc0 sc0 ls0 ws0">0</div><div class="c x93 y4b4 w23 h1e"><div class="t m0 x0 h4e y6c ff4 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xa4 h4e y4b3 ff4 fs14 fc0 sc0 ls0 ws0">29</div><div class="c x54 y4b4 w24 h1e"><div class="t m0 x0 h4e y6c ff4 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xa5 h4e y4b3 ff4 fs14 fc0 sc0 ls0 ws0">253 978</div><div class="c x99 y4b4 w2d h1e"><div class="t m0 x0 h4e y6c ff4 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xa6 h4e y4b3 ff4 fs14 fc0 sc0 ls0 ws0">0</div><div class="c x9c y4b4 w24 h1e"><div class="t m0 x0 h4e y6c ff4 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xa7 h4e y4b3 ff4 fs14 fc0 sc0 ls0 ws0">0</div><div class="c x9f y4b4 w27 h1e"><div class="t m0 x0 h4e y6c ff4 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xa8 h4e y4b3 ff4 fs14 fc0 sc0 ls0 ws0">288 679</div><div class="c xa1 y4b4 w24 h1e"><div class="t m0 x0 h4e y6c ff4 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x89 h4f y4b5 ff3 fs14 fc0 sc0 ls0 ws0">K<span class="_ _2"></span>orekty błędó<span class="_ _17"></span>w lat poprzednic<span class="_ _17"></span>h <span class="_ _c1"> </span>0</div><div class="c x8b y4b6 w22 h1e"><div class="t m0 x0 h4f y6c ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xa9 h4f y4b5 ff3 fs14 fc0 sc0 ls0 ws0">0</div><div class="c x90 y4b6 w23 h1e"><div class="t m0 x0 h4f y6c ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xa3 h4f y4b5 ff3 fs14 fc0 sc0 ls0 ws0">0</div><div class="c x93 y4b6 w23 h1e"><div class="t m0 x0 h4f y6c ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xaa h4f y4b5 ff3 fs14 fc0 sc0 ls0 ws0">0</div><div class="c x54 y4b6 w24 h1e"><div class="t m0 x0 h4f y6c ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xab h4f y4b5 ff3 fs14 fc0 sc0 ls0 ws0">0</div><div class="c x99 y4b6 w2d h1e"><div class="t m0 x0 h4f y6c ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xa6 h4f y4b5 ff3 fs14 fc0 sc0 ls0 ws0">0</div><div class="c x9c y4b6 w24 h1e"><div class="t m0 x0 h4f y6c ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xa7 h4f y4b5 ff3 fs14 fc0 sc0 ls0 ws0">0</div><div class="c x9f y4b6 w27 h1e"><div class="t m0 x0 h4f y6c ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xac h4f y4b5 ff3 fs14 fc0 sc0 ls0 ws0">0</div><div class="c xa1 y4b6 w24 h1e"><div class="t m0 x0 h4f y6c ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x89 h4f y4b7 ff3 fs14 fc0 sc0 ls0 ws0">Saldo na pocz<span class="_ _17"></span>ątek okresu po zmia<span class="_ _2"></span>nach <span class="_ _16"> </span>8 363</div><div class="c x8b y4b8 w22 h1e"><div class="t m0 x0 h4f y6c ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xa2 h4f y4b7 ff3 fs14 fc0 sc0 ls0 ws0">26 309</div><div class="c x90 y4b8 w23 h1e"><div class="t m0 x0 h4f y6c ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xa3 h4f y4b7 ff3 fs14 fc0 sc0 ls0 ws0">0</div><div class="c x93 y4b8 w23 h1e"><div class="t m0 x0 h4f y6c ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xa4 h4f y4b7 ff3 fs14 fc0 sc0 ls0 ws0">29</div><div class="c x54 y4b8 w24 h1e"><div class="t m0 x0 h4f y6c ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xa5 h4f y4b7 ff3 fs14 fc0 sc0 ls0 ws0">253 978</div><div class="c x99 y4b8 w2d h1e"><div class="t m0 x0 h4f y6c ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xa6 h4f y4b7 ff3 fs14 fc0 sc0 ls0 ws0">0</div><div class="c x9c y4b8 w24 h1e"><div class="t m0 x0 h4f y6c ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xa7 h4f y4b7 ff3 fs14 fc0 sc0 ls0 ws0">0</div><div class="c x9f y4b8 w27 h1e"><div class="t m0 x0 h4f y6c ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xa8 h4f y4b7 ff3 fs14 fc0 sc0 ls0 ws0">288 679</div><div class="c xa1 y4b8 w24 h1e"><div class="t m0 x0 h4f y6c ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x89 h4e y4b9 ff4 fs14 fc0 sc0 ls0 ws0">Zysk (<span class="_ _17"></span>st<span class="_ _5"></span>rata) netto<span class="_ _2"></span> <span class="_ _a7"> </span>0</div><div class="c x8b y4ba w22 h22"><div class="t m0 x0 h4e y72 ff4 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xa9 h4e y4b9 ff4 fs14 fc0 sc0 ls0 ws0">0</div><div class="c x90 y4ba w23 h22"><div class="t m0 x0 h4e y72 ff4 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xa3 h4e y4b9 ff4 fs14 fc0 sc0 ls0 ws0">0</div><div class="c x93 y4ba w23 h22"><div class="t m0 x0 h4e y72 ff4 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xaa h4e y4b9 ff4 fs14 fc0 sc0 ls0 ws0">0</div><div class="c x54 y4ba w24 h22"><div class="t m0 x0 h4e y72 ff4 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xad h4e y4b9 ff4 fs14 fc0 sc0 ls0 ws0">12 378</div><div class="c x99 y4ba w2d h22"><div class="t m0 x0 h4e y72 ff4 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xa6 h4e y4b9 ff4 fs14 fc0 sc0 ls0 ws0">0</div><div class="c x9c y4ba w24 h22"><div class="t m0 x0 h4e y72 ff4 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xa7 h4e y4b9 ff4 fs14 fc0 sc0 ls0 ws0">0</div><div class="c x9f y4ba w27 h22"><div class="t m0 x0 h4e y72 ff4 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xae h4e y4b9 ff4 fs14 fc0 sc0 ls0 ws0">12 378</div><div class="c xa1 y4ba w24 h22"><div class="t m0 x0 h4e y72 ff4 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x89 h4f y4bb ff3 fs14 fc0 sc0 ls0 ws0">Inne całk<span class="_ _17"></span>owite dochody <span class="_ _2"></span>netto <span class="_ _c2"> </span>0</div><div class="c x8b y4bc w22 h23"><div class="t m0 x0 h4f y72 ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xa9 h4f y4bb ff3 fs14 fc0 sc0 ls0 ws0">0</div><div class="c x90 y4bc w23 h23"><div class="t m0 x0 h4f y72 ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xa3 h4f y4bb ff3 fs14 fc0 sc0 ls0 ws0">0</div><div class="c x93 y4bc w23 h23"><div class="t m0 x0 h4f y72 ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x49 h4f y4bb ff3 fs14 fc0 sc0 ls0 ws0">-563</div><div class="c x54 y4bc w24 h23"><div class="t m0 x0 h4f y72 ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xab h4f y4bb ff3 fs14 fc0 sc0 ls0 ws0">0</div><div class="c x99 y4bc w2d h23"><div class="t m0 x0 h4f y72 ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xa6 h4f y4bb ff3 fs14 fc0 sc0 ls0 ws0">0</div><div class="c x9c y4bc w24 h23"><div class="t m0 x0 h4f y72 ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xa7 h4f y4bb ff3 fs14 fc0 sc0 ls0 ws0">0</div><div class="c x9f y4bc w27 h23"><div class="t m0 x0 h4f y72 ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xaf h4f y4bb ff3 fs14 fc0 sc0 ls0 ws0">-563</div><div class="c xa1 y4bc w24 h23"><div class="t m0 x0 h4f y72 ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x89 h4f y4bd ff3 fs14 fc0 sc0 ls0 ws0">Całk<span class="_ _17"></span>owite dochody<span class="_ _17"></span> <span class="_ _3a"> </span>0</div><div class="c x8b y4be w22 h1e"><div class="t m0 x0 h4f y6c ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xa9 h4f y4bd ff3 fs14 fc0 sc0 ls0 ws0">0</div><div class="c x90 y4be w23 h1e"><div class="t m0 x0 h4f y6c ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xa3 h4f y4bd ff3 fs14 fc0 sc0 ls0 ws0">0</div><div class="c x93 y4be w23 h1e"><div class="t m0 x0 h4f y6c ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x49 h4f y4bd ff3 fs14 fc0 sc0 ls0 ws0">-563</div><div class="c x54 y4be w24 h1e"><div class="t m0 x0 h4f y6c ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xad h4f y4bd ff3 fs14 fc0 sc0 ls0 ws0">12 378</div><div class="c x99 y4be w2d h1e"><div class="t m0 x0 h4f y6c ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xa6 h4f y4bd ff3 fs14 fc0 sc0 ls0 ws0">0</div><div class="c x9c y4be w24 h1e"><div class="t m0 x0 h4f y6c ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xa7 h4f y4bd ff3 fs14 fc0 sc0 ls0 ws0">0</div><div class="c x9f y4be w27 h1e"><div class="t m0 x0 h4f y6c ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xae h4f y4bd ff3 fs14 fc0 sc0 ls0 ws0">11 815</div><div class="c xa1 y4be w24 h1e"><div class="t m0 x0 h4f y6c ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x89 h4f y4bf ff3 fs14 fc0 sc0 ls0 ws0">Emisja ak<span class="_ _17"></span>cji <span class="_ _c3"> </span>0</div><div class="c x8b y4c0 w22 h1e"><div class="t m0 x0 h4f y6c ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xa9 h4f y4bf ff3 fs14 fc0 sc0 ls0 ws0">0</div><div class="c x90 y4c0 w23 h1e"><div class="t m0 x0 h4f y6c ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xa3 h4f y4bf ff3 fs14 fc0 sc0 ls0 ws0">0</div><div class="c x93 y4c0 w23 h1e"><div class="t m0 x0 h4f y6c ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xaa h4f y4bf ff3 fs14 fc0 sc0 ls0 ws0">0</div><div class="c x54 y4c0 w24 h1e"><div class="t m0 x0 h4f y6c ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xab h4f y4bf ff3 fs14 fc0 sc0 ls0 ws0">0</div><div class="c x99 y4c0 w2d h1e"><div class="t m0 x0 h4f y6c ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xa6 h4f y4bf ff3 fs14 fc0 sc0 ls0 ws0">0</div><div class="c x9c y4c0 w24 h1e"><div class="t m0 x0 h4f y6c ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xa7 h4f y4bf ff3 fs14 fc0 sc0 ls0 ws0">0</div><div class="c x9f y4c0 w27 h1e"><div class="t m0 x0 h4f y6c ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xac h4f y4bf ff3 fs14 fc0 sc0 ls0 ws0">0</div><div class="c xa1 y4c0 w24 h1e"><div class="t m0 x0 h4f y6c ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x89 h4f y4c1 ff3 fs14 fc0 sc0 ls0 ws0">Dywidendy <span class="_ _c4"> </span>0</div><div class="c x8b y4c2 w22 h1e"><div class="t m0 x0 h4f y6c ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xa9 h4f y4c1 ff3 fs14 fc0 sc0 ls0 ws0">0</div><div class="c x90 y4c2 w23 h1e"><div class="t m0 x0 h4f y6c ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xa3 h4f y4c1 ff3 fs14 fc0 sc0 ls0 ws0">0</div><div class="c x93 y4c2 w23 h1e"><div class="t m0 x0 h4f y6c ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xaa h4f y4c1 ff3 fs14 fc0 sc0 ls0 ws0">0</div><div class="c x54 y4c2 w24 h1e"><div class="t m0 x0 h4f y6c ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xab h4f y4c1 ff3 fs14 fc0 sc0 ls0 ws0">0</div><div class="c x99 y4c2 w2d h1e"><div class="t m0 x0 h4f y6c ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xa6 h4f y4c1 ff3 fs14 fc0 sc0 ls0 ws0">0</div><div class="c x9c y4c2 w24 h1e"><div class="t m0 x0 h4f y6c ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xa7 h4f y4c1 ff3 fs14 fc0 sc0 ls0 ws0">0</div><div class="c x9f y4c2 w27 h1e"><div class="t m0 x0 h4f y6c ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xac h4f y4c1 ff3 fs14 fc0 sc0 ls0 ws0">0</div><div class="c xa1 y4c2 w24 h1e"><div class="t m0 x0 h4f y6c ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x89 h4f y4c3 ff3 fs14 fc0 sc0 ls0 ws0">Nabycie <span class="_ _2"></span>ak<span class="_ _17"></span>cji własnych<span class="_ _17"></span> <span class="_ _92"> </span>0</div><div class="c x8b y4c4 w22 h1e"><div class="t m0 x0 h4f y6c ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xa9 h4f y4c3 ff3 fs14 fc0 sc0 ls0 ws0">0</div><div class="c x90 y4c4 w23 h1e"><div class="t m0 x0 h4f y6c ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xa3 h4f y4c3 ff3 fs14 fc0 sc0 ls0 ws0">0</div><div class="c x93 y4c4 w23 h1e"><div class="t m0 x0 h4f y6c ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xaa h4f y4c3 ff3 fs14 fc0 sc0 ls0 ws0">0</div><div class="c x54 y4c4 w24 h1e"><div class="t m0 x0 h4f y6c ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xab h4f y4c3 ff3 fs14 fc0 sc0 ls0 ws0">0</div><div class="c x99 y4c4 w2d h1e"><div class="t m0 x0 h4f y6c ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xa6 h4f y4c3 ff3 fs14 fc0 sc0 ls0 ws0">0</div><div class="c x9c y4c4 w24 h1e"><div class="t m0 x0 h4f y6c ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xa7 h4f y4c3 ff3 fs14 fc0 sc0 ls0 ws0">0</div><div class="c x9f y4c4 w27 h1e"><div class="t m0 x0 h4f y6c ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xac h4f y4c3 ff3 fs14 fc0 sc0 ls0 ws0">0</div><div class="c xa1 y4c4 w24 h1e"><div class="t m0 x0 h4f y6c ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x89 h4f y4c5 ff3 fs14 fc0 sc0 ls0 ws0">Inne zmiany<span class="_ _17"></span> <span class="_ _c5"> </span>0</div><div class="c x8b y4c6 w22 h1e"><div class="t m0 x0 h4f y6c ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xa9 h4f y4c5 ff3 fs14 fc0 sc0 ls0 ws0">0</div><div class="c x90 y4c6 w23 h1e"><div class="t m0 x0 h4f y6c ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xa3 h4f y4c5 ff3 fs14 fc0 sc0 ls0 ws0">0</div><div class="c x93 y4c6 w23 h1e"><div class="t m0 x0 h4f y6c ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xaa h4f y4c5 ff3 fs14 fc0 sc0 ls0 ws0">0</div><div class="c x54 y4c6 w24 h1e"><div class="t m0 x0 h4f y6c ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xb0 h4f y4c5 ff3 fs14 fc0 sc0 ls0 ws0">-81</div><div class="c x99 y4c6 w2d h1e"><div class="t m0 x0 h4f y6c ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xa6 h4f y4c5 ff3 fs14 fc0 sc0 ls0 ws0">0</div><div class="c x9c y4c6 w24 h1e"><div class="t m0 x0 h4f y6c ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xa7 h4f y4c5 ff3 fs14 fc0 sc0 ls0 ws0">0</div><div class="c x9f y4c6 w27 h1e"><div class="t m0 x0 h4f y6c ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xac h4f y4c5 ff3 fs14 fc0 sc0 ls0 ws0">0</div><div class="c xa1 y4c6 w24 h1e"><div class="t m0 x0 h4f y6c ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x89 h4e y4c7 ff4 fs14 fc0 sc0 ls0 ws0">Razem zmian<span class="_ _17"></span>y w kapi<span class="_ _17"></span>tale własnym<span class="_ _17"></span> <span class="_ _c6"> </span>0</div><div class="c x8b y4c8 w22 h1e"><div class="t m0 x0 h4e y8d ff4 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xa9 h4e y4c7 ff4 fs14 fc0 sc0 ls0 ws0">0</div><div class="c x90 y4c8 w23 h1e"><div class="t m0 x0 h4e y8d ff4 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xa3 h4e y4c7 ff4 fs14 fc0 sc0 ls0 ws0">0</div><div class="c x93 y4c8 w23 h1e"><div class="t m0 x0 h4e y8d ff4 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xb1 h4e y4c7 ff4 fs14 fc0 sc0 ls0 ws0">-563</div><div class="c x54 y4c8 w24 h1e"><div class="t m0 x0 h4e y8d ff4 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xad h4e y4c7 ff4 fs14 fc0 sc0 ls0 ws0">12 297</div><div class="c x99 y4c8 w2d h1e"><div class="t m0 x0 h4e y8d ff4 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xa6 h4e y4c7 ff4 fs14 fc0 sc0 ls0 ws0">0</div><div class="c x9c y4c8 w24 h1e"><div class="t m0 x0 h4e y8d ff4 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xa7 h4e y4c7 ff4 fs14 fc0 sc0 ls0 ws0">0</div><div class="c x9f y4c8 w27 h1e"><div class="t m0 x0 h4e y8d ff4 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xae h4e y4c7 ff4 fs14 fc0 sc0 ls0 ws0">11 734</div><div class="c xa1 y4c8 w24 h1e"><div class="t m0 x0 h4e y8d ff4 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x89 h4e y4c9 ff4 fs14 fc0 sc0 ls0 ws0">Saldo na k<span class="_ _17"></span>oniec okresu<span class="_ _17"></span> <span class="_ _c7"> </span>8 363</div><div class="c x8b y4ca w22 h1e"><div class="t m0 x0 h4e y8d ff4 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xa2 h4e y4c9 ff4 fs14 fc0 sc0 ls0 ws0">26 309</div><div class="c x90 y4ca w23 h1e"><div class="t m0 x0 h4e y8d ff4 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xa3 h4e y4c9 ff4 fs14 fc0 sc0 ls0 ws0">0</div><div class="c x93 y4ca w23 h1e"><div class="t m0 x0 h4e y8d ff4 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xb1 h4e y4c9 ff4 fs14 fc0 sc0 ls0 ws0">-534</div><div class="c x54 y4ca w24 h1e"><div class="t m0 x0 h4e y8d ff4 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xa5 h4e y4c9 ff4 fs14 fc0 sc0 ls0 ws0">266 274</div><div class="c x99 y4ca w2d h1e"><div class="t m0 x0 h4e y8d ff4 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xa6 h4e y4c9 ff4 fs14 fc0 sc0 ls0 ws0">0</div><div class="c x9c y4ca w24 h1e"><div class="t m0 x0 h4e y8d ff4 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xa7 h4e y4c9 ff4 fs14 fc0 sc0 ls0 ws0">0</div><div class="c x9f y4ca w27 h1e"><div class="t m0 x0 h4e y8d ff4 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xa8 h4e y4c9 ff4 fs14 fc0 sc0 ls0 ws0">300 412</div><div class="c xa1 y4ca w24 h1e"><div class="t m0 x0 h4e y8d ff4 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x7f h48 y4cb ff3 fs10 fc0 sc0 ls0 ws0"> </div><div class="t m0 x7f h48 y4cc ff3 fs10 fc0 sc0 ls0 ws0"> </div><div class="t m0 x7f h48 y4cd ffa fs10 fc0 sc0 ls0 ws0"> <span class="_ _30"> </span><span class="ff3"> </span></div></div><div class="pi" ></div></div><div id="pf26" class="pf w2a h44" ><div class="pc pc26 w2a h44"><img class="bi x7e y4ce w2b h50" alt="" 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"/><div class="t m0 x7f h46 y49b ff1 fsf fc0 sc0 ls0 ws0">  </div><div class="t m0 x7f h46 y49c ff1 fsf fc0 sc0 ls0 ws0"> </div><div class="t m0 x7f h47 y49d ff1 fsf fc1 sc0 ls0 ws0">Jednostkowe sprawozdanie ﬁnansowe Dekpol S.A.<span class="ff2"> <span class="_ _14"> </span> <span class="_ _4f"> </span><span class="ff3 fc0">za okres od 01.01.2023 do 31.12.2023</span></span></div><div class="t m0 x80 h48 y49e ff3 fs10 fc0 sc0 ls0 ws0"> <span class="_ _3"></span> <span class="_ _4"> </span> <span class="_ _4"> </span> </div><div class="t m0 x81 h47 y49d ff2 fsf fc1 sc0 ls0 ws0"> </div><div class="c x82 y49f w2c h49"><div class="t m0 x0 h4a y4a0 ff1 fs11 fc0 sc0 ls0 ws0">38</div></div><div class="t m0 x83 h4b y4a1 ff1 fs12 fc6 sc0 ls0 ws0">Wprowadzenie </div><div class="t m0 x84 h4b y4a2 ff1 fs12 fc6 sc0 ls0 ws0">Sprawozdanie  </div><div class="t m0 x84 h4b y4a3 ff1 fs12 fc6 sc0 ls0 ws0">z sytuacji </div><div class="t m0 x84 h4b y4a4 ff1 fs12 fc6 sc0 ls0 ws0">ﬁnansowej </div><div class="t m0 x85 h4b y4a5 ff1 fs12 fc6 sc0 ls0 ws0">Sprawozdanie  </div><div class="t m0 x85 h4b y4a6 ff1 fs12 fc6 sc0 ls0 ws0">z przepływów </div><div class="t m0 x85 h4b y4a7 ff1 fs12 fc6 sc0 ls0 ws0">pieniężnych </div><div class="t m0 x86 h4c y4a2 ff4 fs12 fc5 sc0 ls0 ws0">Sprawozdanie  </div><div class="t m0 x86 h4c y4a3 ff4 fs12 fc5 sc0 ls0 ws0">ze zmian w kapitale </div><div class="t m0 x86 h4c y4a8 ff4 fs12 fc5 sc0 ls0 ws0">własnym </div><div class="t m0 x87 h4b y4a1 ff1 fs12 fc6 sc0 ls0 ws0">Dodatkowe  </div><div class="t m0 x87 h4b y4a9 ff1 fs12 fc6 sc0 ls0 ws0">noty  </div><div class="t m0 x87 h4b y4aa ff1 fs12 fc6 sc0 ls0 ws0">objaśniające </div><div class="t m0 x88 h4b y4a2 ff1 fs12 fc6 sc0 ls0 ws0">Sprawozdanie  </div><div class="t m0 x88 h4b y4a3 ff1 fs12 fc6 sc0 ls0 ws0">z całkowitych  </div><div class="t m0 x88 h4b y4a8 ff1 fs12 fc6 sc0 ls0 ws0">dochodów </div><div class="t m0 x7f h4d y4cf ff4 fs13 fc4 sc0 ls0 ws0">Spra<span class="_ _17"></span>woz<span class="_ _17"></span>danie ze zmian w k<span class="_ _17"></span>apitale wł<span class="_ _5"></span>asn<span class="_ _17"></span>ym w poprzednim okre<span class="_ _17"></span>s<span class="_ _5"></span>ie </div><div class="t m0 x7f h4d y4d0 ff4 fs13 fc4 sc0 ls0 ws0">spra<span class="_ _17"></span>wo<span class="_ _17"></span>zda<span class="_ _17"></span>wczym<span class="_ _5"></span> </div><div class="t m0 x89 h4e y4d1 ff4 fs14 fc0 sc0 ls0 ws0">Opis </div><div class="t m0 x8a h4e y4d2 ff4 fs14 fc0 sc0 ls0 ws0">Kapitał po<span class="_ _17"></span>d-</div><div class="t m0 x16 h4e y4d1 ff4 fs14 fc0 sc0 ls0 ws0">stawo<span class="_ _17"></span>wy</div><div class="c x8b y4d3 w22 h23"><div class="t m0 x0 h4e y72 ff4 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x17 h4e y4d4 ff4 fs14 fc0 sc0 ls0 ws0">Kapitał <span class="_ _17"></span>ze </div><div class="t m0 x8c h4e y4d5 ff4 fs14 fc0 sc0 ls0 ws0">sprzedaży ak<span class="_ _7"></span>-</div><div class="t m0 x8d h4e y4d6 ff4 fs14 fc0 sc0 ls0 ws0">cji powyżej<span class="_ _17"></span> <span class="_ _5"></span>ich </div><div class="t m0 x8e h4e y4d2 ff4 fs14 fc0 sc0 ls0 ws0">wartości no-</div><div class="t m0 x8f h4e y4d1 ff4 fs14 fc0 sc0 ls0 ws0">minalnej</div><div class="c x90 y4d3 w23 h23"><div class="t m0 x0 h4e y72 ff4 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x91 h4e y4d2 ff4 fs14 fc0 sc0 ls0 ws0">Ak<span class="_ _17"></span>cje własne </div><div class="t m0 x92 h4e y4d1 ff4 fs14 fc0 sc0 ls0 ws0">(-)</div><div class="c x93 y4d3 w23 h23"><div class="t m0 x0 h4e y72 ff4 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x94 h4e y4d5 ff4 fs14 fc0 sc0 ls0 ws0">Pozostał<span class="_ _2"></span>e k<span class="_ _2"></span>a-</div><div class="t m0 x95 h4e y4d6 ff4 fs14 fc0 sc0 ls0 ws0">pitały rez<span class="_ _17"></span>er-</div><div class="t m0 x95 h4e y4d2 ff4 fs14 fc0 sc0 ls0 ws0">wowe z wy<span class="_ _17"></span>-</div><div class="t m0 x96 h4e y4d1 ff4 fs14 fc0 sc0 ls0 ws0">ceny</div><div class="c x54 y4d3 w24 h23"><div class="t m0 x0 h4e y72 ff4 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x97 h4e y4d2 ff4 fs14 fc0 sc0 ls0 ws0">Zyski<span class="_ _17"></span> </div><div class="t m0 x98 h4e y4d1 ff4 fs14 fc0 sc0 ls0 ws0">zatrzymane</div><div class="c x99 y4d3 w2d h23"><div class="t m0 x0 h4e y72 ff4 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x9a h4e y4d2 ff4 fs14 fc0 sc0 ls0 ws0">Inne udziały </div><div class="t m0 x9b h4e y4d1 ff4 fs14 fc0 sc0 ls0 ws0">kapitało<span class="_ _17"></span>we</div><div class="c x9c y4d3 w24 h23"><div class="t m0 x0 h4e y72 ff4 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x9d h4e y4d2 ff4 fs14 fc0 sc0 ls0 ws0">Udziały nieda<span class="_ _17"></span>-</div><div class="t m0 x9e h4e y4d1 ff4 fs14 fc0 sc0 ls0 ws0">jące k<span class="_ _17"></span>ontroli</div><div class="c x9f y4d3 w27 h23"><div class="t m0 x0 h4e y72 ff4 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xa0 h4e y4d1 ff4 fs14 fc0 sc0 ls0 ws0">Razem</div><div class="c xa1 y4d3 w24 h23"><div class="t m0 x0 h4e y72 ff4 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x89 h4e y4d7 ff4 fs14 fc0 sc0 ls0 ws0">Saldo na począ<span class="_ _17"></span>tek okresu <span class="_ _c0"> </span>8 363</div><div class="c x8b y4d8 w22 h1e"><div class="t m0 x0 h4e y6c ff4 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xa2 h4e y4d7 ff4 fs14 fc0 sc0 ls0 ws0">26 309</div><div class="c x90 y4d8 w23 h1e"><div class="t m0 x0 h4e y6c ff4 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xa3 h4e y4d7 ff4 fs14 fc0 sc0 ls0 ws0">0</div><div class="c x93 y4d8 w23 h1e"><div class="t m0 x0 h4e y6c ff4 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xaa h4e y4d7 ff4 fs14 fc0 sc0 ls0 ws0">0</div><div class="c x54 y4d8 w24 h1e"><div class="t m0 x0 h4e y6c ff4 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xa5 h4e y4d7 ff4 fs14 fc0 sc0 ls0 ws0">252 688</div><div class="c x99 y4d8 w2d h1e"><div class="t m0 x0 h4e y6c ff4 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xa6 h4e y4d7 ff4 fs14 fc0 sc0 ls0 ws0">0</div><div class="c x9c y4d8 w24 h1e"><div class="t m0 x0 h4e y6c ff4 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xa7 h4e y4d7 ff4 fs14 fc0 sc0 ls0 ws0">0</div><div class="c x9f y4d8 w27 h1e"><div class="t m0 x0 h4e y6c ff4 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xa8 h4e y4d7 ff4 fs14 fc0 sc0 ls0 ws0">287 360</div><div class="c xa1 y4d8 w24 h1e"><div class="t m0 x0 h4e y6c ff4 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x89 h4f y4d9 ff3 fs14 fc0 sc0 ls0 ws0">K<span class="_ _2"></span>orekty błędó<span class="_ _17"></span>w lat poprzednic<span class="_ _17"></span>h <span class="_ _c1"> </span>0</div><div class="c x8b y4da w22 h1e"><div class="t m0 x0 h4f y6c ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xa9 h4f y4d9 ff3 fs14 fc0 sc0 ls0 ws0">0</div><div class="c x90 y4da w23 h1e"><div class="t m0 x0 h4f y6c ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xa3 h4f y4d9 ff3 fs14 fc0 sc0 ls0 ws0">0</div><div class="c x93 y4da w23 h1e"><div class="t m0 x0 h4f y6c ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xaa h4f y4d9 ff3 fs14 fc0 sc0 ls0 ws0">0</div><div class="c x54 y4da w24 h1e"><div class="t m0 x0 h4f y6c ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xb2 h4f y4d9 ff3 fs14 fc0 sc0 ls0 ws0">81</div><div class="c x99 y4da w2d h1e"><div class="t m0 x0 h4f y6c ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xa6 h4f y4d9 ff3 fs14 fc0 sc0 ls0 ws0">0</div><div class="c x9c y4da w24 h1e"><div class="t m0 x0 h4f y6c ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xa7 h4f y4d9 ff3 fs14 fc0 sc0 ls0 ws0">0</div><div class="c x9f y4da w27 h1e"><div class="t m0 x0 h4f y6c ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x82 h4f y4d9 ff3 fs14 fc0 sc0 ls0 ws0">81</div><div class="c xa1 y4da w24 h1e"><div class="t m0 x0 h4f y6c ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x89 h4f y4db ff3 fs14 fc0 sc0 ls0 ws0">Saldo na pocz<span class="_ _17"></span>ątek okresu po zmia<span class="_ _2"></span>nach <span class="_ _16"> </span>8 363</div><div class="c x8b y4dc w22 h1e"><div class="t m0 x0 h4f y6c ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xa2 h4f y4db ff3 fs14 fc0 sc0 ls0 ws0">26 309</div><div class="c x90 y4dc w23 h1e"><div class="t m0 x0 h4f y6c ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xa3 h4f y4db ff3 fs14 fc0 sc0 ls0 ws0">0</div><div class="c x93 y4dc w23 h1e"><div class="t m0 x0 h4f y6c ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xaa h4f y4db ff3 fs14 fc0 sc0 ls0 ws0">0</div><div class="c x54 y4dc w24 h1e"><div class="t m0 x0 h4f y6c ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xa5 h4f y4db ff3 fs14 fc0 sc0 ls0 ws0">252 770</div><div class="c x99 y4dc w2d h1e"><div class="t m0 x0 h4f y6c ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xa6 h4f y4db ff3 fs14 fc0 sc0 ls0 ws0">0</div><div class="c x9c y4dc w24 h1e"><div class="t m0 x0 h4f y6c ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xa7 h4f y4db ff3 fs14 fc0 sc0 ls0 ws0">0</div><div class="c x9f y4dc w27 h1e"><div class="t m0 x0 h4f y6c ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xa8 h4f y4db ff3 fs14 fc0 sc0 ls0 ws0">287 442</div><div class="c xa1 y4dc w24 h1e"><div class="t m0 x0 h4f y6c ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x89 h4e y4dd ff4 fs14 fc0 sc0 ls0 ws0">Zysk (<span class="_ _17"></span>st<span class="_ _5"></span>rata) netto<span class="_ _2"></span> <span class="_ _a7"> </span>0</div><div class="c x8b y4de w22 h22"><div class="t m0 x0 h4e y72 ff4 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xa9 h4e y4dd ff4 fs14 fc0 sc0 ls0 ws0">0</div><div class="c x90 y4de w23 h22"><div class="t m0 x0 h4e y72 ff4 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xa3 h4e y4dd ff4 fs14 fc0 sc0 ls0 ws0">0</div><div class="c x93 y4de w23 h22"><div class="t m0 x0 h4e y72 ff4 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xaa h4e y4dd ff4 fs14 fc0 sc0 ls0 ws0">0</div><div class="c x54 y4de w24 h22"><div class="t m0 x0 h4e y72 ff4 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x97 h4e y4dd ff4 fs14 fc0 sc0 ls0 ws0">1 208</div><div class="c x99 y4de w2d h22"><div class="t m0 x0 h4e y72 ff4 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xa6 h4e y4dd ff4 fs14 fc0 sc0 ls0 ws0">0</div><div class="c x9c y4de w24 h22"><div class="t m0 x0 h4e y72 ff4 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xa7 h4e y4dd ff4 fs14 fc0 sc0 ls0 ws0">0</div><div class="c x9f y4de w27 h22"><div class="t m0 x0 h4e y72 ff4 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xb3 h4e y4dd ff4 fs14 fc0 sc0 ls0 ws0">1 208</div><div class="c xa1 y4de w24 h22"><div class="t m0 x0 h4e y72 ff4 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x89 h4f y4df ff3 fs14 fc0 sc0 ls0 ws0">Inne całk<span class="_ _17"></span>owite dochody <span class="_ _2"></span>netto <span class="_ _c2"> </span>0</div><div class="c x8b y4e0 w22 h23"><div class="t m0 x0 h4f y72 ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xa9 h4f y4df ff3 fs14 fc0 sc0 ls0 ws0">0</div><div class="c x90 y4e0 w23 h23"><div class="t m0 x0 h4f y72 ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xa3 h4f y4df ff3 fs14 fc0 sc0 ls0 ws0">0</div><div class="c x93 y4e0 w23 h23"><div class="t m0 x0 h4f y72 ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xa4 h4f y4df ff3 fs14 fc0 sc0 ls0 ws0">29</div><div class="c x54 y4e0 w24 h23"><div class="t m0 x0 h4f y72 ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xab h4f y4df ff3 fs14 fc0 sc0 ls0 ws0">0</div><div class="c x99 y4e0 w2d h23"><div class="t m0 x0 h4f y72 ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xa6 h4f y4df ff3 fs14 fc0 sc0 ls0 ws0">0</div><div class="c x9c y4e0 w24 h23"><div class="t m0 x0 h4f y72 ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xa7 h4f y4df ff3 fs14 fc0 sc0 ls0 ws0">0</div><div class="c x9f y4e0 w27 h23"><div class="t m0 x0 h4f y72 ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x82 h4f y4df ff3 fs14 fc0 sc0 ls0 ws0">29</div><div class="c xa1 y4e0 w24 h23"><div class="t m0 x0 h4f y72 ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x89 h4f y4e1 ff3 fs14 fc0 sc0 ls0 ws0">Całk<span class="_ _17"></span>owite dochody<span class="_ _17"></span> <span class="_ _3a"> </span>0</div><div class="c x8b y4e2 w22 h1e"><div class="t m0 x0 h4f y6c ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xa9 h4f y4e1 ff3 fs14 fc0 sc0 ls0 ws0">0</div><div class="c x90 y4e2 w23 h1e"><div class="t m0 x0 h4f y6c ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xa3 h4f y4e1 ff3 fs14 fc0 sc0 ls0 ws0">0</div><div class="c x93 y4e2 w23 h1e"><div class="t m0 x0 h4f y6c ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xa4 h4f y4e1 ff3 fs14 fc0 sc0 ls0 ws0">29</div><div class="c x54 y4e2 w24 h1e"><div class="t m0 x0 h4f y6c ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x97 h4f y4e1 ff3 fs14 fc0 sc0 ls0 ws0">1 208</div><div class="c x99 y4e2 w2d h1e"><div class="t m0 x0 h4f y6c ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xa6 h4f y4e1 ff3 fs14 fc0 sc0 ls0 ws0">0</div><div class="c x9c y4e2 w24 h1e"><div class="t m0 x0 h4f y6c ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xa7 h4f y4e1 ff3 fs14 fc0 sc0 ls0 ws0">0</div><div class="c x9f y4e2 w27 h1e"><div class="t m0 x0 h4f y6c ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xb3 h4f y4e1 ff3 fs14 fc0 sc0 ls0 ws0">1 237</div><div class="c xa1 y4e2 w24 h1e"><div class="t m0 x0 h4f y6c ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x89 h4f y4e3 ff3 fs14 fc0 sc0 ls0 ws0">Emisja ak<span class="_ _17"></span>cji <span class="_ _c3"> </span>0</div><div class="c x8b y4e4 w22 h1e"><div class="t m0 x0 h4f y6c ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xa9 h4f y4e3 ff3 fs14 fc0 sc0 ls0 ws0">0</div><div class="c x90 y4e4 w23 h1e"><div class="t m0 x0 h4f y6c ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xa3 h4f y4e3 ff3 fs14 fc0 sc0 ls0 ws0">0</div><div class="c x93 y4e4 w23 h1e"><div class="t m0 x0 h4f y6c ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xaa h4f y4e3 ff3 fs14 fc0 sc0 ls0 ws0">0</div><div class="c x54 y4e4 w24 h1e"><div class="t m0 x0 h4f y6c ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xab h4f y4e3 ff3 fs14 fc0 sc0 ls0 ws0">0</div><div class="c x99 y4e4 w2d h1e"><div class="t m0 x0 h4f y6c ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xa6 h4f y4e3 ff3 fs14 fc0 sc0 ls0 ws0">0</div><div class="c x9c y4e4 w24 h1e"><div class="t m0 x0 h4f y6c ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xa7 h4f y4e3 ff3 fs14 fc0 sc0 ls0 ws0">0</div><div class="c x9f y4e4 w27 h1e"><div class="t m0 x0 h4f y6c ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xac h4f y4e3 ff3 fs14 fc0 sc0 ls0 ws0">0</div><div class="c xa1 y4e4 w24 h1e"><div class="t m0 x0 h4f y6c ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x89 h4f y4e5 ff3 fs14 fc0 sc0 ls0 ws0">Dywidendy <span class="_ _c4"> </span>0</div><div class="c x8b y4e6 w22 h1e"><div class="t m0 x0 h4f y6c ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xa9 h4f y4e5 ff3 fs14 fc0 sc0 ls0 ws0">0</div><div class="c x90 y4e6 w23 h1e"><div class="t m0 x0 h4f y6c ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xa3 h4f y4e5 ff3 fs14 fc0 sc0 ls0 ws0">0</div><div class="c x93 y4e6 w23 h1e"><div class="t m0 x0 h4f y6c ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xaa h4f y4e5 ff3 fs14 fc0 sc0 ls0 ws0">0</div><div class="c x54 y4e6 w24 h1e"><div class="t m0 x0 h4f y6c ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xab h4f y4e5 ff3 fs14 fc0 sc0 ls0 ws0">0</div><div class="c x99 y4e6 w2d h1e"><div class="t m0 x0 h4f y6c ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xa6 h4f y4e5 ff3 fs14 fc0 sc0 ls0 ws0">0</div><div class="c x9c y4e6 w24 h1e"><div class="t m0 x0 h4f y6c ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xa7 h4f y4e5 ff3 fs14 fc0 sc0 ls0 ws0">0</div><div class="c x9f y4e6 w27 h1e"><div class="t m0 x0 h4f y6c ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xac h4f y4e5 ff3 fs14 fc0 sc0 ls0 ws0">0</div><div class="c xa1 y4e6 w24 h1e"><div class="t m0 x0 h4f y6c ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x89 h4f y4e7 ff3 fs14 fc0 sc0 ls0 ws0">Nabycie <span class="_ _2"></span>ak<span class="_ _17"></span>cji własnych<span class="_ _17"></span> <span class="_ _92"> </span>0</div><div class="c x8b y4e8 w22 h1e"><div class="t m0 x0 h4f y6c ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xa9 h4f y4e7 ff3 fs14 fc0 sc0 ls0 ws0">0</div><div class="c x90 y4e8 w23 h1e"><div class="t m0 x0 h4f y6c ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xa3 h4f y4e7 ff3 fs14 fc0 sc0 ls0 ws0">0</div><div class="c x93 y4e8 w23 h1e"><div class="t m0 x0 h4f y6c ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xaa h4f y4e7 ff3 fs14 fc0 sc0 ls0 ws0">0</div><div class="c x54 y4e8 w24 h1e"><div class="t m0 x0 h4f y6c ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xab h4f y4e7 ff3 fs14 fc0 sc0 ls0 ws0">0</div><div class="c x99 y4e8 w2d h1e"><div class="t m0 x0 h4f y6c ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xa6 h4f y4e7 ff3 fs14 fc0 sc0 ls0 ws0">0</div><div class="c x9c y4e8 w24 h1e"><div class="t m0 x0 h4f y6c ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xa7 h4f y4e7 ff3 fs14 fc0 sc0 ls0 ws0">0</div><div class="c x9f y4e8 w27 h1e"><div class="t m0 x0 h4f y6c ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xac h4f y4e7 ff3 fs14 fc0 sc0 ls0 ws0">0</div><div class="c xa1 y4e8 w24 h1e"><div class="t m0 x0 h4f y6c ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x89 h4f y4e9 ff3 fs14 fc0 sc0 ls0 ws0">Inne zmiany<span class="_ _17"></span> <span class="_ _c5"> </span>0</div><div class="c x8b y4ea w22 h1e"><div class="t m0 x0 h4f y6c ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xa9 h4f y4e9 ff3 fs14 fc0 sc0 ls0 ws0">0</div><div class="c x90 y4ea w23 h1e"><div class="t m0 x0 h4f y6c ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xa3 h4f y4e9 ff3 fs14 fc0 sc0 ls0 ws0">0</div><div class="c x93 y4ea w23 h1e"><div class="t m0 x0 h4f y6c ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xaa h4f y4e9 ff3 fs14 fc0 sc0 ls0 ws0">0</div><div class="c x54 y4ea w24 h1e"><div class="t m0 x0 h4f y6c ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xab h4f y4e9 ff3 fs14 fc0 sc0 ls0 ws0">0</div><div class="c x99 y4ea w2d h1e"><div class="t m0 x0 h4f y6c ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xa6 h4f y4e9 ff3 fs14 fc0 sc0 ls0 ws0">0</div><div class="c x9c y4ea w24 h1e"><div class="t m0 x0 h4f y6c ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xa7 h4f y4e9 ff3 fs14 fc0 sc0 ls0 ws0">0</div><div class="c x9f y4ea w27 h1e"><div class="t m0 x0 h4f y6c ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xac h4f y4e9 ff3 fs14 fc0 sc0 ls0 ws0">0</div><div class="c xa1 y4ea w24 h1e"><div class="t m0 x0 h4f y6c ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x89 h4e y4eb ff4 fs14 fc0 sc0 ls0 ws0">Razem zmian<span class="_ _17"></span>y w kapi<span class="_ _17"></span>tale własnym<span class="_ _17"></span> <span class="_ _c6"> </span>0</div><div class="c x8b y4ec w22 h21"><div class="t m0 x0 h4e y6c ff4 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xa9 h4e y4eb ff4 fs14 fc0 sc0 ls0 ws0">0</div><div class="c x90 y4ec w23 h21"><div class="t m0 x0 h4e y6c ff4 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xa3 h4e y4eb ff4 fs14 fc0 sc0 ls0 ws0">0</div><div class="c x93 y4ec w23 h21"><div class="t m0 x0 h4e y6c ff4 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xa4 h4e y4eb ff4 fs14 fc0 sc0 ls0 ws0">29</div><div class="c x54 y4ec w24 h21"><div class="t m0 x0 h4e y6c ff4 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x97 h4e y4eb ff4 fs14 fc0 sc0 ls0 ws0">1 208</div><div class="c x99 y4ec w2d h21"><div class="t m0 x0 h4e y6c ff4 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xa6 h4e y4eb ff4 fs14 fc0 sc0 ls0 ws0">0</div><div class="c x9c y4ec w24 h21"><div class="t m0 x0 h4e y6c ff4 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xa7 h4e y4eb ff4 fs14 fc0 sc0 ls0 ws0">0</div><div class="c x9f y4ec w27 h21"><div class="t m0 x0 h4e y6c ff4 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xb3 h4e y4eb ff4 fs14 fc0 sc0 ls0 ws0">1 237</div><div class="c xa1 y4ec w24 h21"><div class="t m0 x0 h4e y6c ff4 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x89 h4e y4ed ff4 fs14 fc0 sc0 ls0 ws0">Saldo na k<span class="_ _17"></span>oniec okresu<span class="_ _17"></span> <span class="_ _c7"> </span>8 363</div><div class="c x8b y4ee w22 h1e"><div class="t m0 x0 h4e y8d ff4 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xa2 h4e y4ed ff4 fs14 fc0 sc0 ls0 ws0">26 309</div><div class="c x90 y4ee w23 h1e"><div class="t m0 x0 h4e y8d ff4 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xa3 h4e y4ed ff4 fs14 fc0 sc0 ls0 ws0">0</div><div class="c x93 y4ee w23 h1e"><div class="t m0 x0 h4e y8d ff4 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xa4 h4e y4ed ff4 fs14 fc0 sc0 ls0 ws0">29</div><div class="c x54 y4ee w24 h1e"><div class="t m0 x0 h4e y8d ff4 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xa5 h4e y4ed ff4 fs14 fc0 sc0 ls0 ws0">253 978</div><div class="c x99 y4ee w2d h1e"><div class="t m0 x0 h4e y8d ff4 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xa6 h4e y4ed ff4 fs14 fc0 sc0 ls0 ws0">0</div><div class="c x9c y4ee w24 h1e"><div class="t m0 x0 h4e y8d ff4 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xa7 h4e y4ed ff4 fs14 fc0 sc0 ls0 ws0">0</div><div class="c x9f y4ee w27 h1e"><div class="t m0 x0 h4e y8d ff4 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xa8 h4e y4ed ff4 fs14 fc0 sc0 ls0 ws0">288 679</div><div class="c xa1 y4ee w24 h1e"><div class="t m0 x0 h4e y8d ff4 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x7f h48 y4ef ff3 fs10 fc0 sc0 ls0 ws0"> </div><div class="t m0 x7f h48 y4cc ff3 fs10 fc0 sc0 ls0 ws0"> </div><div class="t m0 x7f h48 y4f0 ff3 fs10 fc0 sc0 ls0 ws0"> </div><div class="t m0 x7f h48 y4f1 ff3 fs10 fc0 sc0 ls0 ws0"> </div></div><div class="pi" ></div></div><div id="pf27" class="pf w0 h0" ><div class="pc pc27 w0 h0"><img class="bi x0 y4f2 w1 h51" alt="" 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class="t m0 x1 h2 y1 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h3 y53 ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h52 y4f3 ff4 fs15 fc4 sc0 ls0 ws0">Dodatk<span class="_ _3"></span>owe noty <span class="_ _17"></span> </div><div class="t m0 x1 h52 y4f4 ff4 fs15 fc4 sc0 ls0 ws0">objaśni<span class="_ _17"></span>ając<span class="_ _5"></span>e </div><div class="t m0 x1 ha y4f5 ff5 fs4 fc2 sc0 ls0 ws0">do Jednostk<span class="_ _55"></span>owego Spra<span class="_ _17"></span>woz<span class="_ _17"></span>dania Finansow<span class="_ _17"></span>e<span class="_ _5"></span>go  </div><div class="t m0 x1 h12 y4f6 ff5 fs4 fc2 sc0 ls0 ws0">Dekpol S.A.<span class="ff4 fs7 fc4"> </span></div><div class="t m0 x1 h4 y4f7 ff3 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h4 y4f8 ff3 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h4 y4f9 ff3 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h4 y4fa ff3 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h4 y4fb ff3 fs1 fc0 sc0 ls0 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"/><div class="t m0 x1 h2 y1 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 ya8 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h3 y53 ff1 fs0 fc1 sc0 ls0 ws0">Jednostkowe sprawozdanie ﬁnansowe Dekpol S.A.<span class="ff2"> <span class="_ _14"> </span> <span class="_ _4f"> </span><span class="ff3 fc0">za okres od 01.01.2023 do 31.12.2023</span></span></div><div class="t m0 x3c h4 y54 ff3 fs1 fc0 sc0 ls0 ws0"> <span class="_ _3"></span> <span class="_ _4"> </span> <span class="_ _4"> </span> </div><div class="t m0 xb4 h3 y53 ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="c x54 y50d w2e h54"><div class="t m0 x0 h5 y50e ff1 fs2 fc0 sc0 ls0 ws0">40</div></div><div class="t m0 x13 h18 y56 ff1 fs9 fc6 sc0 ls0 ws0">Wprowadzenie </div><div class="t m0 x15 h18 y59 ff1 fs9 fc6 sc0 ls0 ws0">Sprawozdanie  </div><div class="t m0 x15 h18 y5a ff1 fs9 fc6 sc0 ls0 ws0">z sytuacji </div><div class="t m0 x15 h18 y5b ff1 fs9 fc6 sc0 ls0 ws0">ﬁnansowej </div><div class="t m0 x17 h18 y5f ff1 fs9 fc6 sc0 ls0 ws0">Sprawozdanie  </div><div class="t m0 x17 h18 y60 ff1 fs9 fc6 sc0 ls0 ws0">z przepływów </div><div class="t m0 x17 h18 y61 ff1 fs9 fc6 sc0 ls0 ws0">pieniężnych </div><div class="t m0 x18 h18 y5c ff1 fs9 fc6 sc0 ls0 ws0">Sprawozdanie  </div><div class="t m0 x18 h18 y5d ff1 fs9 fc6 sc0 ls0 ws0">ze zmian w kapitale </div><div class="t m0 x18 h18 y5e ff1 fs9 fc6 sc0 ls0 ws0">własnym </div><div class="t m0 x19 h16 y62 ff4 fs9 fc5 sc0 ls0 ws0">Dodatkowe  </div><div class="t m0 x19 h16 y63 ff4 fs9 fc5 sc0 ls0 ws0">noty  </div><div class="t m0 x19 h16 y64 ff4 fs9 fc5 sc0 ls0 ws0">objaśniające </div><div class="t m0 x16 h18 y5c ff1 fs9 fc6 sc0 ls0 ws0">Sprawozdanie  </div><div class="t m0 x16 h18 y5d ff1 fs9 fc6 sc0 ls0 ws0">z całkowitych  </div><div class="t m0 x16 h18 y5e ff1 fs9 fc6 sc0 ls0 ws0">dochodów </div><div class="t m0 x1 h12 y3f2 ff4 fs7 fc4 sc0 ls0 ws0">Spis not objaśn<span class="_ _5"></span>iając<span class="_ _7"></span>ych </div><div class="t m0 x1 h55 y50f ff2 fs1 fc5 sc7 ls0 ws0">1.<span class="_ _5"></span><span class="fs6 fc1 sc6"> <span class="_ _14"> </span></span>R<span class="_ _5"></span>zeczowe<span class="_ _5"></span> <span class="_ _5"></span>akty<span class="_ _5"></span>wa trwał<span class="_ _5"></span>e<span class="_ _c8"> </span> <span class="_ _c9"> </span>43<span class="_ _5"></span><span class="fs6 fc1 sc6"> </span></div><div class="t m0 xb5 h13 y510 ff3 fs1 fc0 sc0 ls0 ws0">1.1.<span class="fs6 fc1"> <span class="_ _f"> </span></span>Rzeczow<span class="_ _17"></span>e aktywa trwałe <span class="_ _ca"> </span>43<span class="fs6 fc1"> </span></div><div class="t m0 xb5 h13 y511 ff3 fs1 fc0 sc0 ls0 ws0">1.2.<span class="fs6 fc1"> <span class="_ _f"> </span></span>Rzeczow<span class="_ _17"></span>e aktywa trwałe w okresie sprawo<span class="_ _17"></span>zdawczym <span class="_ _93"> </span>44<span class="fs6 fc1"> </span></div><div class="t m0 xb5 h13 y512 ff3 fs1 fc0 sc0 ls0 ws0">1.3.<span class="fs6 fc1"> <span class="_ _f"> </span></span>Rzeczow<span class="_ _17"></span>e aktywa trwałe w poprzednim okresie sprawo<span class="_ _17"></span>zdaw<span class="_ _17"></span>czym <span class="_ _cb"> </span>45<span class="fs6 fc1"> </span></div><div class="t m0 x1 h55 y513 ff2 fs1 fc5 sc7 ls0 ws0">2.<span class="_ _5"></span><span class="fs6 fc1 sc6"> <span class="_ _14"> </span></span>Nieru<span class="_ _5"></span>chomości<span class="_ _5"></span> inwe<span class="_ _5"></span>s<span class="_ _5"></span>tycyj<span class="_ _5"></span>n<span class="_ _5"></span>e<span class="_ _31"> </span> <span class="_ _cc"> </span>46<span class="_ _5"></span><span class="fs6 fc1 sc6"> </span></div><div class="t m0 xb5 h13 y514 ff3 fs1 fc0 sc0 ls0 ws0">2.1.<span class="fs6 fc1"> <span class="_ _f"> </span></span>Nieruchomości inwesty<span class="_ _17"></span>cy<span class="_ _5"></span>jne <span class="_ _cd"> </span>46<span class="fs6 fc1"> </span></div><div class="t m0 xb5 h13 y515 ff3 fs1 fc0 sc0 ls0 ws0">2.2. Nieruchomości in<span class="_ _17"></span>we<span class="_ _5"></span>stycyjne w okresie spra<span class="_ _17"></span>wozda<span class="_ _17"></span>wczym <span class="_ _8f"> </span>46<span class="fs6 fc1"> </span></div><div class="t m0 x1 h55 y516 ff2 fs1 fc5 sc7 ls0 ws0">3.<span class="_ _5"></span><span class="fs6 fc1 sc6"> <span class="_ _14"> </span></span>Wartość ﬁrmy i poz<span class="_ _5"></span>ostał<span class="_ _5"></span>e <span class="_ _5"></span>w<span class="_ _5"></span>artośc<span class="_ _5"></span>i <span class="_ _5"></span>niemat<span class="_ _5"></span>erialne<span class="_ _f"> </span> <span class="_ _ce"> </span>47<span class="_ _5"></span><span class="fs6 fc1 sc6"> </span></div><div class="t m0 xb5 h13 y517 ff3 fs1 fc0 sc0 ls0 ws0">3.1.<span class="fs6 fc1"> <span class="_ _f"> </span></span>W<span class="_ _17"></span>a<span class="_ _5"></span>rtości niematerialne <span class="_ _cf"> </span>47<span class="fs6 fc1"> </span></div><div class="t m0 xb5 h13 y518 ff3 fs1 fc0 sc0 ls0 ws0">3.2.<span class="fs6 fc1"> <span class="_ _f"> </span></span>W<span class="_ _17"></span>a<span class="_ _5"></span>rtości niematerialne w okre<span class="_ _2"></span>sie spra<span class="_ _17"></span>wozdawczym<span class="_ _17"></span> <span class="_ _d0"> </span>47<span class="fs6 fc1"> </span></div><div class="t m0 xb5 h13 y519 ff3 fs1 fc0 sc0 ls0 ws0">3.3.<span class="fs6 fc1"> <span class="_ _f"> </span></span>W<span class="_ _17"></span>a<span class="_ _5"></span>rtości niematerialne w poprzednim<span class="_ _2"></span> okresie spra<span class="_ _17"></span>wozda<span class="_ _2"></span>wczym <span class="_ _82"> </span>48<span class="fs6 fc1"> </span></div><div class="t m0 x1 h55 y51a ff2 fs1 fc5 sc7 ls0 ws0">4.<span class="_ _5"></span><span class="fs6 fc1 sc6"> <span class="_ _14"> </span></span>Udz<span class="_ _5"></span>i<span class="_ _5"></span>ały i<span class="_ _5"></span> akcje  <span class="_ _d1"> </span>48<span class="_ _5"></span><span class="fs6 fc1 sc6"> </span></div><div class="t m0 x1 h55 y51b ff2 fs1 fc5 sc7 ls0 ws0">5.<span class="_ _5"></span><span class="fs6 fc1 sc6"> <span class="_ _14"> </span></span>Poz<span class="_ _5"></span>ostał<span class="_ _5"></span>e akty<span class="_ _5"></span>w<span class="_ _5"></span>a ﬁnan<span class="_ _5"></span>sow<span class="_ _5"></span>e<span class="_ _31"> </span> <span class="_ _d2"> </span>49<span class="_ _5"></span><span class="fs6 fc1 sc6"> </span></div><div class="t m0 xb5 h13 y29e ff3 fs1 fc0 sc0 ls0 ws0">5.1.<span class="fs6 fc1"> <span class="_ _f"> </span></span>Pozostałe aktywa ﬁnansowe <span class="_ _d3"> </span>49<span class="fs6 fc1"> </span></div><div class="t m0 x1 h55 y51c ff2 fs1 fc5 sc7 ls0 ws0">6.<span class="_ _5"></span><span class="fs6 fc1 sc6"> <span class="_ _14"> </span></span>Zapasy<span class="_ _44"></span> <span class="_ _d4"> </span>51<span class="_ _5"></span><span class="fs6 fc1 sc6"> </span></div><div class="t m0 xb5 h13 y51d ff3 fs1 fc0 sc0 ls0 ws0">6.1.<span class="fs6 fc1"> <span class="_ _f"> </span></span>Struktura zapasów<span class="_ _2"></span> <span class="_ _d5"> </span>51<span class="fs6 fc1"> </span></div><div class="t m0 xb5 h13 y51e ff3 fs1 fc0 sc0 ls0 ws0">6.2. Odpisy <span class="_ _2"></span>aktualizujące zapasy <span class="_ _d6"> </span>51<span class="fs6 fc1"> </span></div><div class="t m0 x1 h55 y51f ff2 fs1 fc5 sc7 ls0 ws0">7.<span class="_ _5"></span><span class="fs6 fc1 sc6"> <span class="_ _14"> </span></span>Nal<span class="_ _5"></span>e<span class="_ _5"></span>żności<span class="_ _44"></span> <span class="_ _d7"> </span>51<span class="_ _5"></span><span class="fs6 fc1 sc6"> </span></div><div class="t m0 xb5 h13 y520 ff3 fs1 fc0 sc0 ls0 ws0">7.1.<span class="fs6 fc1"> <span class="_ _f"> </span></span>Należności długoterminowe <span class="_ _73"> </span>51<span class="fs6 fc1"> </span></div><div class="t m0 xb5 h13 y414 ff3 fs1 fc0 sc0 ls0 ws0">7.2.<span class="fs6 fc1"> <span class="_ _f"> </span></span>Odpisy aktualizujące należności <span class="_ _2"></span>długoterminowe <span class="_ _d8"> </span>52<span class="fs6 fc1"> </span></div><div class="t m0 xb5 h13 y145 ff3 fs1 fc0 sc0 ls0 ws0">7.3.<span class="fs6 fc1"> <span class="_ _f"> </span></span>Należności krótk<span class="_ _17"></span>oterminowe <span class="_ _d9"> </span>52<span class="fs6 fc1"> </span></div><div class="t m0 xb5 h13 ybd ff3 fs1 fc0 sc0 ls0 ws0">7.4.<span class="fs6 fc1"> <span class="_ _f"> </span></span>Odpisy aktualizujące należności <span class="_ _2"></span>krótk<span class="_ _17"></span>oterminowe <span class="_ _da"> </span>52<span class="fs6 fc1"> </span></div><div class="t m0 xb5 h13 y521 ff3 fs1 fc0 sc0 ls0 ws0">7.5.<span class="fs6 fc1"> <span class="_ _f"> </span></span>Struktura wymagalności w okresie spra<span class="_ _17"></span>wozdawczym<span class="_ _17"></span> <span class="_ _b7"> </span>53<span class="fs6 fc1"> </span></div><div class="t m0 xb5 h13 y522 ff3 fs1 fc0 sc0 ls0 ws0">7.6.<span class="fs6 fc1"> <span class="_ _f"> </span></span>Struktura wymagalności w poprzednim okresi<span class="_ _17"></span>e<span class="_ _5"></span> spra<span class="_ _17"></span>wozdaw<span class="_ _17"></span>czym <span class="_ _db"> </span>53<span class="fs6 fc1"> </span></div><div class="t m0 xb5 h13 y210 ff3 fs1 fc0 sc0 ls0 ws0">7.7.<span class="fs6 fc1"> <span class="_ _f"> </span></span>Struktura prz<span class="_ _17"></span>e<span class="_ _5"></span>terminowania należności w okresie spr<span class="_ _17"></span>awozd<span class="_ _17"></span>awczym <span class="_ _3b"> </span>54<span class="fs6 fc1"> </span></div><div class="t m0 xb5 h13 y523 ff3 fs1 fc0 sc0 ls0 ws0">7.8.<span class="fs6 fc1"> <span class="_ _f"> </span></span>Struktura prz<span class="_ _17"></span>e<span class="_ _5"></span>terminowania należności w poprzednim <span class="_ _17"></span>o<span class="_ _5"></span>kresie spr<span class="_ _2"></span>awoz<span class="_ _17"></span>dawczym <span class="_ _5b"> </span>54<span class="fs6 fc1"> </span></div><div class="t m0 x1 h55 y524 ff2 fs1 fc5 sc7 ls0 ws0">8. Śr<span class="_ _5"></span>od<span class="_ _5"></span>ki pienięż<span class="_ _5"></span>ne<span class="_ _c8"> </span> <span class="_ _dc"> </span>55<span class="_ _5"></span><span class="fs6 fc1 sc6"> </span></div><div class="t m0 xb5 h13 y525 ff3 fs1 fc0 sc0 ls0 ws0">8.1.<span class="fs6 fc1"> <span class="_ _f"> </span></span> Specyﬁk<span class="_ _2"></span>acja środk<span class="_ _17"></span>ów pieniężny<span class="_ _17"></span>ch <span class="_ _dd"> </span>55<span class="fs6 fc1"> </span></div><div class="t m0 x1 h55 y526 ff2 fs1 fc5 sc7 ls0 ws0">9. Roz<span class="_ _5"></span>l<span class="_ _5"></span>ic<span class="_ _5"></span>zeni<span class="_ _5"></span>a mi<span class="_ _5"></span>ędz<span class="_ _5"></span>yok<span class="_ _5"></span>resow<span class="_ _5"></span>e<span class="_ _c8"> </span> <span class="_ _de"> </span>55<span class="_ _5"></span><span class="fs6 fc1 sc6"> </span></div><div class="t m0 xb5 h13 y527 ff3 fs1 fc0 sc0 ls0 ws0">9.1. Rozlicz<span class="_ _17"></span>e<span class="_ _5"></span>nia międzyokresowe <span class="_ _17"></span>a<span class="_ _5"></span>ktywne <span class="_ _df"> </span>55<span class="fs6 fc1"> </span></div><div class="t m0 x1 h55 y528 ff2 fs1 fc5 sc7 ls0 ws0">10.<span class="_ _5"></span><span class="fs6 fc1 sc6"> <span class="_ _e0"> </span></span>Kapi<span class="_ _5"></span>tał<span class="_ _5"></span>y<span class="_ _32"></span> <span class="_ _e1"> </span>55<span class="_ _5"></span><span class="fs6 fc1 sc6"> </span></div><div class="t m0 xb5 h13 y25b ff3 fs1 fc0 sc0 ls0 ws0">10.1.<span class="fs6 fc1"> <span class="_ _32"></span></span>Kapitał podstawowy <span class="_ _e2"> </span>55<span class="fs6 fc1"> </span></div><div class="t m0 xb5 h13 y529 ff3 fs1 fc0 sc0 ls0 ws0">10.2.<span class="fs6 fc1"> <span class="_ _32"></span></span>Zmiana liczby ak<span class="_ _17"></span>cji <span class="_ _d5"> </span>56<span class="fs6 fc1"> </span></div><div class="t m0 x1 h55 y52a ff2 fs1 fc5 sc7 ls0 ws0">11. <span class="_ _5"></span>R<span class="_ _5"></span>ezerwy<span class="_ _44"></span> <span class="_ _e3"> </span>56<span class="_ _5"></span><span class="fs6 fc1 sc6"> </span></div><div class="t m0 xb5 h13 y52b ff3 fs1 fc0 sc0 ls0 ws0">11.1.<span class="fs6 fc1"> <span class="_ _32"></span></span>Specyﬁkacja rez<span class="_ _17"></span>e<span class="_ _5"></span>rw <span class="_ _e4"> </span>56<span class="fs6 fc1"> </span></div><div class="t m0 xb5 h13 y52c ff3 fs1 fc0 sc0 ls0 ws0">11.2.<span class="fs6 fc1"> <span class="_ _32"></span></span>Zmiana stanu<span class="_ _5"></span> rez<span class="_ _17"></span>erw w okresie spra<span class="_ _17"></span>wozdawczym<span class="_ _2"></span> <span class="_ _e5"> </span>58<span class="fs6 fc1"> </span></div><div class="t m0 xb5 h13 y52d ff3 fs1 fc0 sc0 ls0 ws0">11.3.<span class="fs6 fc1"> <span class="_ _32"></span></span>Zmiana stanu<span class="_ _5"></span> rez<span class="_ _17"></span>erw w poprzednim okresie spra<span class="_ _17"></span>wozda<span class="_ _17"></span>wczym <span class="_ _e6"> </span>58<span class="fs6 fc1"> </span></div><div class="t m0 x1 h55 y52e ff2 fs1 fc5 sc7 ls0 ws0">12.<span class="_ _5"></span><span class="fs6 fc1 sc6"> <span class="_ _e0"> </span></span>Zobowiązania<span class="_ _5"></span> ﬁna<span class="_ _5"></span>nsowe<span class="_ _b"> </span> <span class="_ _e7"> </span>59<span class="_ _5"></span><span class="fs6 fc1 sc6"> </span></div><div class="t m0 xb5 h13 y52f ff3 fs1 fc0 sc0 ls0 ws0">12.1.<span class="fs6 fc1"> <span class="_ _32"></span></span>Specyﬁkacja zobowiąza<span class="_ _17"></span>ń ﬁn<span class="_ _5"></span>ansowy<span class="_ _17"></span>ch<span class="_ _5"></span> <span class="_ _e8"> </span>59<span class="fs6 fc1"> </span></div></div><div class="pi" ></div></div><div id="pf29" class="pf w0 h0" ><div class="pc pc29 w0 h0"><img class="bi x3f y530 w20 h56" alt="" 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"/><div class="t m0 x1 h2 y1 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 ya8 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h3 y53 ff1 fs0 fc1 sc0 ls0 ws0">Jednostkowe sprawozdanie ﬁnansowe Dekpol S.A.<span class="ff2"> <span class="_ _14"> </span> <span class="_ _4f"> </span><span class="ff3 fc0">za okres od 01.01.2023 do 31.12.2023</span></span></div><div class="t m0 x3c h4 y54 ff3 fs1 fc0 sc0 ls0 ws0"> <span class="_ _3"></span> <span class="_ _4"> </span> <span class="_ _4"> </span> </div><div class="t m0 xb4 h3 y53 ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="c x54 y50d w2e h54"><div class="t m0 x0 h5 y50e ff1 fs2 fc0 sc0 ls0 ws0">41</div></div><div class="t m0 x13 h18 y56 ff1 fs9 fc6 sc0 ls0 ws0">Wprowadzenie </div><div class="t m0 x15 h18 y59 ff1 fs9 fc6 sc0 ls0 ws0">Sprawozdanie  </div><div class="t m0 x15 h18 y5a ff1 fs9 fc6 sc0 ls0 ws0">z sytuacji </div><div class="t m0 x15 h18 y5b ff1 fs9 fc6 sc0 ls0 ws0">ﬁnansowej </div><div class="t m0 x17 h18 y5f ff1 fs9 fc6 sc0 ls0 ws0">Sprawozdanie  </div><div class="t m0 x17 h18 y60 ff1 fs9 fc6 sc0 ls0 ws0">z przepływów </div><div class="t m0 x17 h18 y61 ff1 fs9 fc6 sc0 ls0 ws0">pieniężnych </div><div class="t m0 x18 h18 y5c ff1 fs9 fc6 sc0 ls0 ws0">Sprawozdanie  </div><div class="t m0 x18 h18 y5d ff1 fs9 fc6 sc0 ls0 ws0">ze zmian w kapitale </div><div class="t m0 x18 h18 y5e ff1 fs9 fc6 sc0 ls0 ws0">własnym </div><div class="t m0 x19 h16 y62 ff4 fs9 fc5 sc0 ls0 ws0">Dodatkowe  </div><div class="t m0 x19 h16 y63 ff4 fs9 fc5 sc0 ls0 ws0">noty  </div><div class="t m0 x19 h16 y64 ff4 fs9 fc5 sc0 ls0 ws0">objaśniające </div><div class="t m0 x16 h18 y5c ff1 fs9 fc6 sc0 ls0 ws0">Sprawozdanie  </div><div class="t m0 x16 h18 y5d ff1 fs9 fc6 sc0 ls0 ws0">z całkowitych  </div><div class="t m0 x16 h18 y5e ff1 fs9 fc6 sc0 ls0 ws0">dochodów </div><div class="t m0 xb5 h13 y531 ff3 fs1 fc0 sc0 ls0 ws0">12.2. W<span class="_ _2"></span>ymagalnoś<span class="_ _5"></span>ć z<span class="_ _2"></span>obowiązań ﬁnansowyc<span class="_ _2"></span>h w okresie spra<span class="_ _17"></span>wozdawczym<span class="_ _2"></span> <span class="_ _66"> </span>59<span class="fs6 fc1"> </span></div><div class="t m0 xb5 h13 y532 ff3 fs1 fc0 sc0 ls0 ws0">12.3. W<span class="_ _2"></span>ymagalnoś<span class="_ _5"></span>ć z<span class="_ _2"></span>obowiązań ﬁnansowyc<span class="_ _2"></span>h w poprzednim okresi<span class="_ _2"></span>e spra<span class="_ _17"></span>wozdawczym <span class="_ _e9"> </span>60<span class="fs6 fc1"> </span></div><div class="t m0 xb5 h13 y2e4 ff3 fs1 fc0 sc0 ls0 ws0">12.4.<span class="fs6 fc1"> <span class="_ _32"></span></span>W<span class="_ _2"></span>arunki zobowiąza<span class="_ _2"></span>ń ﬁnansowych <span class="_ _ea"> </span>60<span class="fs6 fc1"> </span></div><div class="t m0 x1 h55 y533 ff2 fs1 fc5 sc7 ls0 ws0">13.<span class="_ _5"></span><span class="fs6 fc1 sc6"> <span class="_ _e0"> </span></span>Zobowiązania<span class="_ _5"></span> ha<span class="_ _5"></span>ndl<span class="_ _5"></span>owe<span class="_ _31"> </span> <span class="_ _eb"> </span>65<span class="_ _5"></span><span class="fs6 fc1 sc6"> </span></div><div class="t m0 xb5 h13 y534 ff3 fs1 fc0 sc0 ls0 ws0">13.1.<span class="fs6 fc1"> <span class="_ _32"></span></span>Zobowiązania długoterminowe <span class="_ _ec"> </span>65<span class="fs6 fc1"> </span></div><div class="t m0 xb5 h13 y535 ff3 fs1 fc0 sc0 ls0 ws0">13.2.<span class="fs6 fc1"> <span class="_ _32"></span></span>Zobowiązania krótk<span class="_ _17"></span>oterminowe <span class="_ _ed"> </span>65<span class="fs6 fc1"> </span></div><div class="t m0 xb5 h13 y536 ff3 fs1 fc0 sc0 ls0 ws0">13.3.<span class="fs6 fc1"> <span class="_ _32"></span></span>Wymagalność zobowiązań w okresi<span class="_ _17"></span>e<span class="_ _5"></span> spra<span class="_ _2"></span>woz<span class="_ _17"></span>dawczym <span class="_ _8f"> </span>66<span class="fs6 fc1"> </span></div><div class="t m0 xb5 h13 y537 ff3 fs1 fc0 sc0 ls0 ws0">13.4.<span class="fs6 fc1"> <span class="_ _32"></span></span>Wymagalność zobowiązań w poprz<span class="_ _17"></span>ednim okresie sprawo<span class="_ _17"></span>zdawczym <span class="_ _ee"> </span>66<span class="fs6 fc1"> </span></div><div class="t m0 xb5 h13 y538 ff3 fs1 fc0 sc0 ls0 ws0">13.5.<span class="fs6 fc1"> <span class="_ _32"></span></span>Przeterminowanie zobowiąza<span class="_ _2"></span>ń w okresie spra<span class="_ _17"></span>wozdawczym<span class="_ _17"></span> <span class="_ _2a"> </span>67<span class="fs6 fc1"> </span></div><div class="t m0 xb5 h13 y399 ff3 fs1 fc0 sc0 ls0 ws0">13.6.<span class="fs6 fc1"> <span class="_ _32"></span></span>Przeterminowanie zobowiąza<span class="_ _2"></span>ń w poprzednim <span class="_ _17"></span>o<span class="_ _5"></span>kresie spra<span class="_ _17"></span>wozdawczym <span class="_ _ef"> </span>67<span class="fs6 fc1"> </span></div><div class="t m0 x1 h55 y539 ff2 fs1 fc5 sc7 ls0 ws0">14. <span class="_ _5"></span>Przychody przy<span class="_ _5"></span>sz<span class="_ _5"></span>ł<span class="_ _5"></span>ych okres<span class="_ _5"></span>ów<span class="_ _53"> </span> <span class="_ _f0"> </span>67<span class="_ _5"></span><span class="fs6 fc1 sc6"> </span></div><div class="t m0 xb5 h13 y1ff ff3 fs1 fc0 sc0 ls0 ws0">14.1.<span class="fs6 fc1"> <span class="_ _32"></span></span>Specyﬁkacja rozli<span class="_ _17"></span>czeń międzyokresowych w okresi<span class="_ _17"></span>e<span class="_ _5"></span> spra<span class="_ _17"></span>wozdawczym<span class="_ _17"></span> <span class="_ _85"> </span>67<span class="fs6 fc1"> </span></div><div class="t m0 xb5 h13 y53a ff3 fs1 fc0 sc0 ls0 ws0">14.2.<span class="fs6 fc1"> <span class="_ _32"></span></span>Specyﬁkacja rozli<span class="_ _17"></span>czeń międzyokresowych w poprz<span class="_ _17"></span>e<span class="_ _5"></span>dnim okresie spra<span class="_ _17"></span>wozdawczym<span class="_ _17"></span> <span class="_ _f1"> </span>68<span class="fs6 fc1"> </span></div><div class="t m0 x1 h55 y53b ff2 fs1 fc5 sc7 ls0 ws0">15.<span class="_ _5"></span><span class="fs6 fc1 sc6"> <span class="_ _e0"> </span></span>Przy<span class="_ _5"></span>chod<span class="_ _5"></span>y i koszty operacyjne<span class="_ _53"> </span> <span class="_ _f2"> </span>68<span class="_ _5"></span><span class="fs6 fc1 sc6"> </span></div><div class="t m0 xb5 h13 y34b ff3 fs1 fc0 sc0 ls0 ws0">15.1.<span class="fs6 fc1"> <span class="_ _32"></span></span>Przychody ze sprzedaży <span class="_ _f3"> </span>68<span class="fs6 fc1"> </span></div><div class="t m0 xb5 h13 y53c ff3 fs1 fc0 sc0 ls0 ws0">15.2.<span class="fs6 fc1"> <span class="_ _32"></span></span>Koszty według rodz<span class="_ _17"></span>a<span class="_ _5"></span>ju <span class="_ _f4"> </span>68<span class="fs6 fc1"> </span></div><div class="t m0 xb5 h13 y86 ff3 fs1 fc0 sc0 ls0 ws0">15.3.<span class="fs6 fc1"> <span class="_ _32"></span></span>Koszt własny<span class="_ _17"></span> sprzedaż<span class="_ _5"></span>y <span class="_ _f5"> </span>69<span class="fs6 fc1"> </span></div><div class="t m0 xb5 h13 y53d ff3 fs1 fc0 sc0 ls0 ws0">15.4.<span class="fs6 fc1"> <span class="_ _32"></span></span>Pozostałe przychody operacyj<span class="_ _17"></span>ne <span class="_ _f6"> </span>69<span class="fs6 fc1"> </span></div><div class="t m0 xb5 h13 y378 ff3 fs1 fc0 sc0 ls0 ws0">15.5.<span class="fs6 fc1"> <span class="_ _32"></span></span>Pozostałe k<span class="_ _17"></span>oszty operacyjne <span class="_ _d3"> </span>69<span class="fs6 fc1"> </span></div><div class="t m0 x1 h55 y53e ff2 fs1 fc5 sc7 ls0 ws0">16.<span class="_ _5"></span><span class="fs6 fc1 sc6"> <span class="_ _e0"> </span></span>Przy<span class="_ _5"></span>chod<span class="_ _5"></span>y i koszty ﬁnansow<span class="_ _5"></span>e<span class="_ _0"> </span> <span class="_ _34"> </span>70<span class="_ _5"></span><span class="fs6 fc1 sc6"> </span></div><div class="t m0 xb5 h13 y53f ff3 fs1 fc0 sc0 ls0 ws0">16.1.<span class="fs6 fc1"> <span class="_ _32"></span></span>Przychody ﬁnan<span class="_ _5"></span>sowe <span class="_ _f7"> </span>70<span class="fs6 fc1"> </span></div><div class="t m0 xb5 h13 y540 ff3 fs1 fc0 sc0 ls0 ws0">16.2.<span class="fs6 fc1"> <span class="_ _32"></span></span>Koszty ﬁnansowe <span class="_ _f8"> </span>70<span class="fs6 fc1"> </span></div><div class="t m0 x1 h55 y28a ff2 fs1 fc5 sc7 ls0 ws0">17.<span class="_ _5"></span><span class="fs6 fc1 sc6"> <span class="_ _e0"> </span></span>Poda<span class="_ _5"></span>tek<span class="_ _5"></span> dochod<span class="_ _5"></span>owy<span class="_ _c8"> </span> <span class="_ _f9"> </span>71<span class="_ _5"></span><span class="fs6 fc1 sc6"> </span></div><div class="t m0 xb5 h13 y541 ff3 fs1 fc0 sc0 ls0 ws0">17.1.<span class="fs6 fc1"> <span class="_ _32"></span></span>Poda<span class="_ _5"></span>tek dochodowy <span class="_ _eb"> </span>71<span class="fs6 fc1"> </span></div><div class="t m0 xb5 h13 y542 ff3 fs1 fc0 sc0 ls0 ws0">17.2.<span class="fs6 fc1"> <span class="_ _32"></span></span>Efektywn<span class="_ _5"></span>a stopa opodatk<span class="_ _17"></span>owania <span class="_ _f6"> </span>71<span class="fs6 fc1"> </span></div><div class="t m0 x1 h55 y1c5 ff2 fs1 fc5 sc7 ls0 ws0">18.<span class="_ _5"></span><span class="fs6 fc1 sc6"> <span class="_ _e0"> </span></span>Odroczony poda<span class="_ _5"></span>tek do<span class="_ _5"></span>chodowy<span class="_ _53"> </span> <span class="_ _d9"> </span>71<span class="fs6 fc1 sc6"> </span></div><div class="t m0 xb5 h13 y543 ff3 fs1 fc0 sc0 ls0 ws0">18.1.<span class="fs6 fc1"> <span class="_ _32"></span></span>Poda<span class="_ _5"></span>tek odroczon<span class="_ _17"></span>y <span class="_ _fa"> </span>71<span class="fs6 fc1"> </span></div><div class="t m0 xb5 h13 y544 ff3 fs1 fc0 sc0 ls0 ws0">18.2.<span class="fs6 fc1"> <span class="_ _32"></span></span>Aktywa z tytułu odroczonego podatku dochodow<span class="_ _17"></span>e<span class="_ _5"></span>go w okresie spr<span class="_ _17"></span>awozda<span class="_ _17"></span>wczym <span class="_ _72"> </span>72<span class="fs6 fc1"> </span></div><div class="t m0 xb5 h13 y545 ff3 fs1 fc0 sc0 ls0 ws0">18.3<span class="fs6 fc1">  </span>Aktywa z tytułu odroczonego podatku dochodow<span class="_ _17"></span>e<span class="_ _5"></span>go w poprzednim okresie spr<span class="_ _17"></span>awozda<span class="_ _17"></span>wczym <span class="_ _fb"> </span>72<span class="fs6 fc1"> </span></div><div class="t m0 xb5 h13 y421 ff3 fs1 fc0 sc0 ls0 ws0">18.4.<span class="fs6 fc1"> <span class="_ _32"></span></span>Rezerwy z tytułu odroczo<span class="_ _17"></span>n<span class="_ _5"></span>ego podatku dochodo<span class="_ _17"></span>wego<span class="_ _5"></span> w okre<span class="_ _17"></span>s<span class="_ _5"></span>ie spra<span class="_ _17"></span>wozdawczym<span class="_ _2"></span> <span class="_ _88"> </span>72<span class="fs6 fc1"> </span></div><div class="t m0 xb5 h13 y546 ff3 fs1 fc0 sc0 ls0 ws0">18.5.<span class="fs6 fc1"> <span class="_ _32"></span></span>Rezerwy z tytułu odroczo<span class="_ _17"></span>n<span class="_ _5"></span>ego podatku dochodo<span class="_ _17"></span>wego<span class="_ _5"></span> w poprzednim<span class="_ _17"></span> okresie<span class="_ _5"></span> spra<span class="_ _17"></span>wozda<span class="_ _2"></span>wczym <span class="_ _fc"> </span>73<span class="fs6 fc1"> </span></div><div class="t m0 x1 h55 y547 ff2 fs1 fc5 sc7 ls0 ws0">19.<span class="_ _5"></span><span class="fs6 fc1 sc6"> <span class="_ _e0"> </span></span>Instrume<span class="_ _5"></span>nt<span class="_ _5"></span>y ﬁ<span class="_ _5"></span>nanso<span class="_ _5"></span>we<span class="_ _c8"> </span> <span class="_ _fd"> </span>73<span class="_ _5"></span><span class="fs6 fc1 sc6"> </span></div><div class="t m0 xb5 h13 y548 ff3 fs1 fc0 sc0 ls0 ws0">19.1.<span class="fs6 fc1"> <span class="_ _32"></span></span>In<span class="_ _5"></span>strumenty ﬁnansowe – aktywa <span class="_ _a4"> </span>73<span class="fs6 fc1"> </span></div><div class="t m0 xb5 h13 y549 ff3 fs1 fc0 sc0 ls0 ws0">19.2.<span class="fs6 fc1"> <span class="_ _32"></span></span>In<span class="_ _5"></span>strumenty ﬁnansowe – zobo<span class="_ _17"></span>wiązania <span class="_ _fe"> </span>74<span class="fs6 fc1"> </span></div><div class="t m0 x1 h55 y54a ff2 fs1 fc5 sc7 ls0 ws0">20.<span class="_ _5"></span><span class="fs6 fc1 sc6"> <span class="_ _e0"> </span></span>Ry<span class="_ _5"></span>zy<span class="_ _5"></span>ka instrumen<span class="_ _5"></span>tów ﬁna<span class="_ _5"></span>nsow<span class="_ _5"></span>ych<span class="_ _0"> </span> <span class="_ _ff"> </span>74<span class="_ _5"></span><span class="fs6 fc1 sc6"> </span></div><div class="t m0 xb5 h13 y54b ff3 fs1 fc0 sc0 ls0 ws0">20.1.<span class="fs6 fc1"> <span class="_ _32"></span></span>Ekspozycja na ryzyk<span class="_ _7"></span>o walutowe w okresie spra<span class="_ _2"></span>wozda<span class="_ _17"></span>wczym <span class="_ _be"> </span>7<span class="_ _17"></span>4<span class="fs6 fc1"> </span></div><div class="t m0 xb5 h13 y54c ff3 fs1 fc0 sc0 ls0 ws0">20.2.<span class="fs6 fc1"> <span class="_ _32"></span></span>Ekspozycja na ryzyk<span class="_ _7"></span>o walutowe w poprzednim okresie spr<span class="_ _17"></span>awozda<span class="_ _17"></span>wczym <span class="_ _6d"> </span>75<span class="fs6 fc1"> </span></div><div class="t m0 xb5 h13 y43 ff3 fs1 fc0 sc0 ls0 ws0">20.3. Ek<span class="_ _17"></span>spozycja na ryzyk<span class="_ _17"></span>o stopy procentowej w okresie spra<span class="_ _7"></span>wozdawczym <span class="_ _c2"> </span>75<span class="fs6 fc1"> </span></div><div class="t m0 xb5 h13 y54d ff3 fs1 fc0 sc0 ls0 ws0">20.4. Ek<span class="_ _17"></span>spozycja na ryzyk<span class="_ _17"></span>o stopy procentowej w poprzednim <span class="_ _17"></span>okres<span class="_ _5"></span>ie spra<span class="_ _17"></span>wozda<span class="_ _17"></span>wczym <span class="_ _72"> </span>76<span class="fs6 fc1"> </span></div><div class="t m0 x1 h55 y54e ff2 fs1 fc5 sc7 ls0 ws0">21.<span class="_ _5"></span><span class="fs6 fc1 sc6"> <span class="_ _e0"> </span></span>Struk<span class="_ _5"></span>tur<span class="_ _5"></span>a geogr<span class="_ _5"></span>aﬁcz<span class="_ _5"></span>na<span class="_ _31"> </span> <span class="_ _100"> </span>76<span class="_ _5"></span><span class="fs6 fc1 sc6"> </span></div><div class="t m0 x1 h55 y54f ff2 fs1 fc5 sc7 ls0 ws0">22.<span class="_ _5"></span><span class="fs6 fc1 sc6"> <span class="_ _e0"> </span></span>Usług<span class="_ _5"></span>i bu<span class="_ _5"></span>dow<span class="_ _5"></span>lane  <span class="_ _101"> </span>76<span class="_ _5"></span><span class="fs6 fc1 sc6"> </span></div></div><div class="pi" ></div></div><div id="pf2a" class="pf w0 h0" ><div class="pc pc2a w0 h0"><img class="bi x3f y550 w20 h57" alt="" src="data:image/png;base64,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"/><div class="t m0 x1 h2 y1 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 ya8 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h3 y53 ff1 fs0 fc1 sc0 ls0 ws0">Jednostkowe sprawozdanie ﬁnansowe Dekpol S.A.<span class="ff2"> <span class="_ _14"> </span> <span class="_ _4f"> </span><span class="ff3 fc0">za okres od 01.01.2023 do 31.12.2023</span></span></div><div class="t m0 x3c h4 y54 ff3 fs1 fc0 sc0 ls0 ws0"> <span class="_ _3"></span> <span class="_ _4"> </span> <span class="_ _4"> </span> </div><div class="t m0 xb4 h3 y53 ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="c x54 y50d w2e h54"><div class="t m0 x0 h5 y50e ff1 fs2 fc0 sc0 ls0 ws0">42</div></div><div class="t m0 x13 h18 y56 ff1 fs9 fc6 sc0 ls0 ws0">Wprowadzenie </div><div class="t m0 x15 h18 y59 ff1 fs9 fc6 sc0 ls0 ws0">Sprawozdanie  </div><div class="t m0 x15 h18 y5a ff1 fs9 fc6 sc0 ls0 ws0">z sytuacji </div><div class="t m0 x15 h18 y5b ff1 fs9 fc6 sc0 ls0 ws0">ﬁnansowej </div><div class="t m0 x17 h18 y5f ff1 fs9 fc6 sc0 ls0 ws0">Sprawozdanie  </div><div class="t m0 x17 h18 y60 ff1 fs9 fc6 sc0 ls0 ws0">z przepływów </div><div class="t m0 x17 h18 y61 ff1 fs9 fc6 sc0 ls0 ws0">pieniężnych </div><div class="t m0 x18 h18 y5c ff1 fs9 fc6 sc0 ls0 ws0">Sprawozdanie  </div><div class="t m0 x18 h18 y5d ff1 fs9 fc6 sc0 ls0 ws0">ze zmian w kapitale </div><div class="t m0 x18 h18 y5e ff1 fs9 fc6 sc0 ls0 ws0">własnym </div><div class="t m0 x19 h16 y62 ff4 fs9 fc5 sc0 ls0 ws0">Dodatkowe  </div><div class="t m0 x19 h16 y63 ff4 fs9 fc5 sc0 ls0 ws0">noty  </div><div class="t m0 x19 h16 y64 ff4 fs9 fc5 sc0 ls0 ws0">objaśniające </div><div class="t m0 x16 h18 y5c ff1 fs9 fc6 sc0 ls0 ws0">Sprawozdanie  </div><div class="t m0 x16 h18 y5d ff1 fs9 fc6 sc0 ls0 ws0">z całkowitych  </div><div class="t m0 x16 h18 y5e ff1 fs9 fc6 sc0 ls0 ws0">dochodów </div><div class="t m0 xb5 h13 y551 ff3 fs1 fc0 sc0 ls0 ws0">22.1.<span class="fs6 fc1"> <span class="_ _32"></span></span>Umowy na usługi budowlane <span class="_ _102"> </span>76<span class="fs6 fc1"> </span></div><div class="t m0 x1 h55 y552 ff2 fs1 fc5 sc7 ls0 ws0">23.<span class="_ _5"></span><span class="fs6 fc1 sc6"> <span class="_ _e0"> </span></span>Transakcj<span class="_ _5"></span>e z<span class="_ _5"></span> jednostkami<span class="_ _5"></span> powiąz<span class="_ _5"></span>anymi<span class="_ _53"> </span> <span class="_ _103"> </span>77<span class="_ _5"></span><span class="fs6 fc1 sc6"> </span></div><div class="t m0 xb5 h13 y553 ff3 fs1 fc0 sc0 ls0 ws0">23.1. Świadczenia dla personelu <span class="_ _17"></span>k<span class="_ _5"></span>ierowniczego <span class="_ _104"> </span>77<span class="fs6 fc1"> </span></div><div class="t m0 xb5 h13 y554 ff3 fs1 fc0 sc0 ls0 ws0">23.2.<span class="fs6 fc1"> <span class="_ _32"></span></span>T<span class="_ _17"></span>ransakcje i<span class="_ _2"></span> salda z jednostkami<span class="_ _2"></span> powiązanymi w <span class="_ _17"></span>o<span class="_ _5"></span>kresie spra<span class="_ _17"></span>wozdawczym<span class="_ _17"></span> <span class="_ _105"> </span>77<span class="fs6 fc1"> </span></div><div class="t m0 xb5 h13 y555 ff3 fs1 fc0 sc0 ls0 ws0">23.3.<span class="fs6 fc1"> <span class="_ _32"></span></span>T<span class="_ _17"></span>ransakcje i<span class="_ _2"></span> salda z jednostkami<span class="_ _2"></span> powiązanymi w <span class="_ _17"></span>p<span class="_ _5"></span>oprzednim okresie spra<span class="_ _17"></span>wozda<span class="_ _17"></span>wczy <span class="_ _106"> </span>77<span class="fs6 fc1"> </span></div><div class="t m0 x1 h55 y556 ff2 fs1 fc5 sc7 ls0 ws0">24.<span class="_ _5"></span><span class="fs6 fc1 sc6"> <span class="_ _e0"> </span></span>Inne <span class="_ _5"></span>infor<span class="_ _5"></span>ma<span class="_ _5"></span>cj<span class="_ _5"></span>e  <span class="_ _107"> </span>78<span class="_ _5"></span><span class="fs6 fc1 sc6"> </span></div><div class="t m0 xb5 h13 y557 ff3 fs1 fc0 sc0 ls0 ws0">24.1.<span class="fs6 fc1"> <span class="_ _32"></span></span>Przeciętne zatrudnienie <span class="_ _97"> </span>78<span class="fs6 fc1"> </span></div><div class="t m0 xb5 h13 y558 ff3 fs1 fc0 sc0 ls0 ws0">24.2.<span class="fs6 fc1"> <span class="_ _32"></span></span>Wynagrodzenie audytora<span class="_ _17"></span> <span class="_ _cc"> </span>78<span class="fs6 fc1"> </span></div><div class="t m0 x1 h55 y559 ff2 fs1 fc5 sc7 ls0 ws0">25.<span class="_ _5"></span><span class="fs6 fc1 sc6"> <span class="_ _e0"> </span></span>Zdar<span class="_ _5"></span>zenia <span class="_ _5"></span>po d<span class="_ _32"></span>niu <span class="_ _5"></span>bi<span class="_ _5"></span>lansowym<span class="_ _b"> </span> <span class="_ _f2"> </span>79<span class="fs6 fc1 sc6"> </span></div><div class="t m0 x1 h3a y55a ff2 fs1 fc5 sc7 ls0 ws0">26. <span class="_ _5"></span>C<span class="_ _5"></span>z<span class="_ _5"></span>ynni<span class="_ _5"></span>ki i zda<span class="_ _5"></span>rz<span class="_ _5"></span>enie, w t<span class="_ _5"></span>ym <span class="_ _5"></span>o nietypowym <span class="_ _5"></span>c<span class="_ _5"></span>harakter<span class="_ _5"></span>ze<span class="_ _5"></span>, wpływaj<span class="_ _5"></span>ące <span class="_ _5"></span>na dz<span class="_ _5"></span>i<span class="_ _5"></span>ał<span class="_ _5"></span>alność i<span class="_ _5"></span> sp<span class="_ _5"></span>rawoz<span class="_ _5"></span>d<span class="_ _5"></span>anie </div><div class="t m0 x1 h55 y55b ff2 fs1 fc5 sc7 ls0 ws0">ﬁnansowe<span class="_ _33"></span> <span class="_ _108"> </span>80<span class="_ _5"></span><span class="fs6 fc1 sc6"> </span></div><div class="t m0 x1 h55 y55c ff2 fs1 fc5 sc7 ls0 ws0">27.<span class="_ _5"></span><span class="fs6 fc1 sc6"> <span class="_ _e0"> </span></span>Zobowiązania<span class="_ _5"></span> i akt<span class="_ _5"></span>yw<span class="_ _5"></span>a <span class="_ _5"></span>war<span class="_ _5"></span>unkowe<span class="_ _0"> </span> <span class="_ _109"> </span>81<span class="_ _5"></span><span class="fs6 fc1 sc6"> </span></div><div class="t m0 xb5 h13 y55d ff3 fs1 fc0 sc0 ls0 ws0">27.1.<span class="fs6 fc1"> <span class="_ _32"></span></span>Specyﬁkacja zobowiąza<span class="_ _17"></span>ń i aktywów warunk<span class="_ _17"></span>owych <span class="_ _6a"> </span>8<span class="_ _2"></span>1<span class="fs6 fc1"> </span></div><div class="t m0 x1 h55 y55e ff2 fs1 fc5 sc7 ls0 ws0">28.<span class="_ _5"></span><span class="fs6 fc1 sc6"> <span class="_ _e0"> </span></span>Zysk na <span class="_ _5"></span>akcję  <span class="_ _10a"> </span>82<span class="_ _5"></span><span class="fs6 fc1 sc6"> </span></div><div class="t m0 xb5 h4 y80 ff3 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h4 y181 ff3 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h4 y183 ff3 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h4 y185 ff3 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h4 y15f ff3 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h4 y245 ff3 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h4 y247 ff3 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h4 y164 ff3 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h4 y18a ff3 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h4 y167 ff3 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h4 y169 ff3 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h4 y1a1 ff3 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h4 y18e ff3 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h4 y16d ff3 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h12 y55f ffa fs1 fc0 sc0 ls0 ws0"> <span class="_ _30"> </span><span class="ff4 fs7 fc4"> </span></div></div><div class="pi" ></div></div><div id="pf2b" class="pf w0 h0" ><div class="pc pc2b w0 h0"><img class="bi x11 y560 wc h58" alt="" 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"/><div class="t m0 x1 h2 y1 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 ya8 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h3 y53 ff1 fs0 fc1 sc0 ls0 ws0">Jednostkowe sprawozdanie ﬁnansowe Dekpol S.A.<span class="ff2"> <span class="_ _14"> </span> <span class="_ _4f"> </span><span class="ff3 fc0">za okres od 01.01.2023 do 31.12.2023</span></span></div><div class="t m0 x3c h4 y54 ff3 fs1 fc0 sc0 ls0 ws0"> <span class="_ _3"></span> <span class="_ _4"> </span> <span class="_ _4"> </span> </div><div class="t m0 xb4 h3 y53 ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="c x54 y50d w2e h54"><div class="t m0 x0 h5 y50e ff1 fs2 fc0 sc0 ls0 ws0">43</div></div><div class="t m0 x13 h18 y56 ff1 fs9 fc6 sc0 ls0 ws0">Wprowadzenie </div><div class="t m0 x15 h18 y59 ff1 fs9 fc6 sc0 ls0 ws0">Sprawozdanie  </div><div class="t m0 x15 h18 y5a ff1 fs9 fc6 sc0 ls0 ws0">z sytuacji </div><div class="t m0 x15 h18 y5b ff1 fs9 fc6 sc0 ls0 ws0">ﬁnansowej </div><div class="t m0 x17 h18 y5f ff1 fs9 fc6 sc0 ls0 ws0">Sprawozdanie  </div><div class="t m0 x17 h18 y60 ff1 fs9 fc6 sc0 ls0 ws0">z przepływów </div><div class="t m0 x17 h18 y61 ff1 fs9 fc6 sc0 ls0 ws0">pieniężnych </div><div class="t m0 x18 h18 y5c ff1 fs9 fc6 sc0 ls0 ws0">Sprawozdanie  </div><div class="t m0 x18 h18 y5d ff1 fs9 fc6 sc0 ls0 ws0">ze zmian w kapitale </div><div class="t m0 x18 h18 y5e ff1 fs9 fc6 sc0 ls0 ws0">własnym </div><div class="t m0 x19 h16 y62 ff4 fs9 fc5 sc0 ls0 ws0">Dodatkowe  </div><div class="t m0 x19 h16 y63 ff4 fs9 fc5 sc0 ls0 ws0">noty  </div><div class="t m0 x19 h16 y64 ff4 fs9 fc5 sc0 ls0 ws0">objaśniające </div><div class="t m0 x16 h18 y5c ff1 fs9 fc6 sc0 ls0 ws0">Sprawozdanie  </div><div class="t m0 x16 h18 y5d ff1 fs9 fc6 sc0 ls0 ws0">z całkowitych  </div><div class="t m0 x16 h18 y5e ff1 fs9 fc6 sc0 ls0 ws0">dochodów </div><div class="t m0 x1 h12 y3f2 ff4 fs7 fc4 sc0 ls0 ws0">1. <span class="_ _5"></span>Rz<span class="_ _17"></span>eczowe aktywa trwałe </div><div class="t m0 x1 h28 y4f4 ff4 fsc fc2 sc0 ls0 ws0">1.1. <span class="_ _58"> </span>Rze<span class="_ _17"></span>czowe aktyw<span class="_ _17"></span>a trwałe </div><div class="t m0 x6 h1d yad ff4 fsb fc0 sc0 ls0 ws0">Opis <span class="_ _10b"> </span>31.12.2023</div><div class="c x45 y561 w22 h1e"><div class="t m0 x0 h1d y6c ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6b h1d yad ff4 fsb fc0 sc0 ls0 ws0">31.12.2022</div><div class="c x4e y561 w27 h1e"><div class="t m0 x0 h1d y6c ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y562 ff3 fsb fc0 sc0 ls0 ws0">Grunty <span class="_ _10c"> </span>4 676</div><div class="c x45 y563 w22 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x52 h1b y562 ff3 fsb fc0 sc0 ls0 ws0">4 756</div><div class="c x4e y563 w27 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y564 ff3 fsb fc0 sc0 ls0 ws0">Budynki i budo<span class="_ _17"></span>wle <span class="_ _bd"> </span>16<span class="_ _17"></span>4</div><div class="c x45 y565 w22 h23"><div class="t m0 x0 h1b y72 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x72 h1b y564 ff3 fsb fc0 sc0 ls0 ws0">173</div><div class="c x4e y565 w27 h23"><div class="t m0 x0 h1b y72 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y566 ff3 fsb fc0 sc0 ls0 ws0">Maszyny <span class="_ _17"></span>i<span class="_ _5"></span> urządz<span class="_ _17"></span>enia <span class="_ _10d"> </span>6 763</div><div class="c x45 y567 w22 h22"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x52 h1b y566 ff3 fsb fc0 sc0 ls0 ws0">4 933</div><div class="c x4e y567 w27 h22"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y568 ff3 fsb fc0 sc0 ls0 ws0">Środki tra<span class="_ _17"></span>nsportu <span class="_ _10e"> </span>731</div><div class="c x45 y569 w22 h21"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x52 h1b y568 ff3 fsb fc0 sc0 ls0 ws0">1 108</div><div class="c x4e y569 w27 h21"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y56a ff3 fsb fc0 sc0 ls0 ws0">Pozosta<span class="_ _17"></span>ł<span class="_ _5"></span>e środk<span class="_ _17"></span>i trwałe <span class="_ _10f"> </span>723</div><div class="c x45 y2c5 w22 h1e"><div class="t m0 x0 h1b y85 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x72 h1b y56a ff3 fsb fc0 sc0 ls0 ws0">506</div><div class="c x4e y2c5 w27 h1e"><div class="t m0 x0 h1b y85 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y56b ff3 fsb fc0 sc0 ls0 ws0">Środki trwałe <span class="_ _17"></span>w bu<span class="_ _5"></span>do<span class="_ _17"></span>w<span class="_ _5"></span>ie <span class="_ _110"> </span>3 173</div><div class="c x45 y56c w22 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x52 h1b y56b ff3 fsb fc0 sc0 ls0 ws0">1 965</div><div class="c x4e y56c w27 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y19d ff3 fsb fc0 sc0 ls0 ws0">Zaliczki na śro<span class="_ _17"></span>dki t<span class="_ _5"></span>rwałe <span class="_ _111"> </span>966</div><div class="c x45 y56d w22 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x72 h1b y19d ff3 fsb fc0 sc0 ls0 ws0">171</div><div class="c x4e y56d w27 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1d y56e ff4 fsb fc0 sc0 ls0 ws0">W<span class="_ _17"></span>artość netto rzecz<span class="_ _17"></span>owych<span class="_ _2"></span> aktywów<span class="_ _17"></span> <span class="_ _5"></span>trwały<span class="_ _17"></span>ch <span class="_ _65"> </span>17 196</div><div class="c x45 y56f w22 h1e"><div class="t m0 x0 h1d y6c ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6d h1d y56e ff4 fsb fc0 sc0 ls0 ws0">13 611</div><div class="c x4e y56f w27 h1e"><div class="t m0 x0 h1d y6c ff4 fsb fc0 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf2c" class="pf w2a h44" ><div class="pc pc2c w2a h44"><img class="bi xb6 y570 w2f h59" alt="" 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class="t m0 xb7 h46 y49b ff1 fsf fc0 sc0 ls0 ws0">  </div><div class="t m0 xb7 h46 y49c ff1 fsf fc0 sc0 ls0 ws0"> </div><div class="t m0 xb7 h47 y49d ff1 fsf fc1 sc0 ls0 ws0">Jednostkowe sprawozdanie ﬁnansowe Dekpol Budownictwo sp. z o.o.<span class="ff2">  <span class="_ _17"></span> <span class="_ _1"> </span> <span class="_ _1"> </span><span class="ff3 fc0">za okres od 01.01.2023 do 31.12.2023</span></span></div><div class="t m0 x37 h48 y49e ff3 fs10 fc0 sc0 ls0 ws0"> <span class="_ _3"></span> <span class="_ _4"> </span> <span class="_ _4"> </span> </div><div class="t m0 x69 h47 y49d ff2 fsf fc1 sc0 ls0 ws0"> </div><div class="t m0 xb8 h4a y571 ff1 fs11 fc0 sc0 ls0 ws0">44</div><div class="t m0 x3e h4b y4a1 ff1 fs12 fc6 sc0 ls0 ws0">Wprowadzenie </div><div class="t m0 x5f h4b y4a2 ff1 fs12 fc6 sc0 ls0 ws0">Sprawozdanie  </div><div class="t m0 x5f h4b y4a3 ff1 fs12 fc6 sc0 ls0 ws0">z sytuacji </div><div class="t m0 x5f h4b y4a4 ff1 fs12 fc6 sc0 ls0 ws0">ﬁnansowej </div><div class="t m0 xb9 h4b y4a5 ff1 fs12 fc6 sc0 ls0 ws0">Sprawozdanie  </div><div class="t m0 xb9 h4b y4a6 ff1 fs12 fc6 sc0 ls0 ws0">z przepływów </div><div class="t m0 xb9 h4b y4a7 ff1 fs12 fc6 sc0 ls0 ws0">pieniężnych </div><div class="t m0 xba h4b y4a2 ff1 fs12 fc6 sc0 ls0 ws0">Sprawozdanie  </div><div class="t m0 xba h4b y4a3 ff1 fs12 fc6 sc0 ls0 ws0">ze zmian w kapitale </div><div class="t m0 xba h4b y4a8 ff1 fs12 fc6 sc0 ls0 ws0">własnym </div><div class="t m0 x9f h4c y4a1 ff4 fs12 fc5 sc0 ls0 ws0">Dodatkowe  </div><div class="t m0 x9f h4c y4a9 ff4 fs12 fc5 sc0 ls0 ws0">noty  </div><div class="t m0 x9f h4c y4aa ff4 fs12 fc5 sc0 ls0 ws0">objaśniające </div><div class="t m0 x51 h4b y4a2 ff1 fs12 fc6 sc0 ls0 ws0">Sprawozdanie  </div><div class="t m0 x51 h4b y4a3 ff1 fs12 fc6 sc0 ls0 ws0">z całkowitych  </div><div class="t m0 x51 h4b y4a8 ff1 fs12 fc6 sc0 ls0 ws0">dochodów </div><div class="t m0 xb7 h5a y572 ff4 fs16 fc2 sc0 ls0 ws0">1.2.<span class="fff"> <span class="_ _112"> </span></span>Rze<span class="_ _17"></span>czowe aktyw<span class="_ _17"></span>a trwałe w okr<span class="_ _17"></span>esie spraw<span class="_ _17"></span>ozda<span class="_ _7"></span>wc<span class="_ _5"></span>zym </div><div class="t m0 xbb h4e y573 ff4 fs14 fc0 sc0 ls0 ws0">Opis <span class="_ _113"> </span>Grunty</div><div class="c x58 y574 w2d h1e"><div class="t m0 x0 h4e y6c ff4 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xa2 h4e y575 ff4 fs14 fc0 sc0 ls0 ws0">Budynki i </div><div class="t m0 x24 h4e y573 ff4 fs14 fc0 sc0 ls0 ws0">budowle</div><div class="c xbc y574 w22 h1e"><div class="t m0 x0 h4e y6c ff4 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xbd h4e y575 ff4 fs14 fc0 sc0 ls0 ws0">Maszyn<span class="_ _17"></span>y i </div><div class="t m0 x68 h4e y573 ff4 fs14 fc0 sc0 ls0 ws0">urządz<span class="_ _17"></span>enia</div><div class="c xb y574 w23 h1e"><div class="t m0 x0 h4e y6c ff4 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6d h4e y575 ff4 fs14 fc0 sc0 ls0 ws0">Środki </div><div class="t m0 x22 h4e y573 ff4 fs14 fc0 sc0 ls0 ws0">transportu</div><div class="c x4e y574 w22 h1e"><div class="t m0 x0 h4e y6c ff4 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xbe h4e y575 ff4 fs14 fc0 sc0 ls0 ws0">Pozostał<span class="_ _2"></span>e </div><div class="t m0 xbf h4e y573 ff4 fs14 fc0 sc0 ls0 ws0">środki trwa<span class="_ _17"></span>łe</div><div class="c xc0 y574 w23 h1e"><div class="t m0 x0 h4e y6c ff4 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xc1 h4e y575 ff4 fs14 fc0 sc0 ls0 ws0">Środki trwałe<span class="_ _17"></span> </div><div class="t m0 xc2 h4e y573 ff4 fs14 fc0 sc0 ls0 ws0">w budowie</div><div class="c xc3 y574 w29 h1e"><div class="t m0 x0 h4e y6c ff4 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xc4 h4e y575 ff4 fs14 fc0 sc0 ls0 ws0">Zaliczki na </div><div class="t m0 xc5 h4e y573 ff4 fs14 fc0 sc0 ls0 ws0">środki trwa<span class="_ _17"></span>łe</div><div class="c xc6 y574 w22 h1e"><div class="t m0 x0 h4e y6c ff4 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xa8 h4e y573 ff4 fs14 fc0 sc0 ls0 ws0">Razem</div><div class="c xc7 y574 w22 h1e"><div class="t m0 x0 h4e y6c ff4 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xbb h4e y576 ff4 fs14 fc0 sc0 ls0 ws0">W<span class="_ _17"></span>artość bilansowa <span class="_ _17"></span>b<span class="_ _5"></span>rutto na po<span class="_ _17"></span>c<span class="_ _5"></span>zątek okr<span class="_ _17"></span>esu <span class="_ _60"> </span>6 004</div><div class="c x58 y577 w2d h20"><div class="t m0 x0 h4e y72 ff4 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xa9 h4e y576 ff4 fs14 fc0 sc0 ls0 ws0">219</div><div class="c xbc y577 w22 h20"><div class="t m0 x0 h4e y72 ff4 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x25 h4e y576 ff4 fs14 fc0 sc0 ls0 ws0">10 306</div><div class="c xb y577 w23 h20"><div class="t m0 x0 h4e y72 ff4 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x52 h4e y576 ff4 fs14 fc0 sc0 ls0 ws0">3 992</div><div class="c x4e y577 w22 h20"><div class="t m0 x0 h4e y72 ff4 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xc8 h4e y576 ff4 fs14 fc0 sc0 ls0 ws0">1 479</div><div class="c xc0 y577 w23 h20"><div class="t m0 x0 h4e y72 ff4 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xc9 h4e y576 ff4 fs14 fc0 sc0 ls0 ws0">1 965</div><div class="c xc3 y577 w29 h20"><div class="t m0 x0 h4e y72 ff4 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xca h4e y576 ff4 fs14 fc0 sc0 ls0 ws0">171</div><div class="c xc6 y577 w22 h20"><div class="t m0 x0 h4e y72 ff4 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xcb h4e y576 ff4 fs14 fc0 sc0 ls0 ws0">24 136</div><div class="c xc7 y577 w22 h20"><div class="t m0 x0 h4e y72 ff4 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xbb h4f y578 ff3 fs14 fc0 sc0 ls0 ws0">Nabycia be<span class="_ _17"></span>zpośrednie <span class="_ _93"> </span>0</div><div class="c x58 y579 w2d h1f"><div class="t m0 x0 h4f y6c ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x69 h4f y578 ff3 fs14 fc0 sc0 ls0 ws0">0</div><div class="c xbc y579 w22 h1f"><div class="t m0 x0 h4f y6c ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x60 h4f y578 ff3 fs14 fc0 sc0 ls0 ws0">3 554</div><div class="c xb y579 w23 h1f"><div class="t m0 x0 h4f y6c ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x72 h4f y578 ff3 fs14 fc0 sc0 ls0 ws0">250</div><div class="c x4e y579 w22 h1f"><div class="t m0 x0 h4f y6c ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xcc h4f y578 ff3 fs14 fc0 sc0 ls0 ws0">724</div><div class="c xc0 y579 w23 h1f"><div class="t m0 x0 h4f y6c ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xc9 h4f y578 ff3 fs14 fc0 sc0 ls0 ws0">1 500</div><div class="c xc3 y579 w29 h1f"><div class="t m0 x0 h4f y6c ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xcd h4f y578 ff3 fs14 fc0 sc0 ls0 ws0">0</div><div class="c xc6 y579 w22 h1f"><div class="t m0 x0 h4f y6c ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xce h4f y578 ff3 fs14 fc0 sc0 ls0 ws0">6 028</div><div class="c xc7 y579 w22 h1f"><div class="t m0 x0 h4f y6c ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xbb h4f y57a ff3 fs14 fc0 sc0 ls0 ws0">Przyjęcia z<span class="_ _2"></span>e środk<span class="_ _7"></span>ów trwałych w budo<span class="_ _17"></span>w<span class="_ _5"></span>ie <span class="_ _c1"> </span>0</div><div class="c x58 y57b w2d h1e"><div class="t m0 x0 h4f y57c ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x69 h4f y57a ff3 fs14 fc0 sc0 ls0 ws0">0</div><div class="c xbc y57b w22 h1e"><div class="t m0 x0 h4f y57c ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x77 h4f y57a ff3 fs14 fc0 sc0 ls0 ws0">0</div><div class="c xb y57b w23 h1e"><div class="t m0 x0 h4f y57c ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6f h4f y57a ff3 fs14 fc0 sc0 ls0 ws0">0</div><div class="c x4e y57b w22 h1e"><div class="t m0 x0 h4f y57c ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xcf h4f y57a ff3 fs14 fc0 sc0 ls0 ws0">0</div><div class="c xc0 y57b w23 h1e"><div class="t m0 x0 h4f y57c ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xd0 h4f y57a ff3 fs14 fc0 sc0 ls0 ws0">-292</div><div class="c xc3 y57b w29 h1e"><div class="t m0 x0 h4f y57c ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xcd h4f y57a ff3 fs14 fc0 sc0 ls0 ws0">0</div><div class="c xc6 y57b w22 h1e"><div class="t m0 x0 h4f y57c ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xb3 h4f y57a ff3 fs14 fc0 sc0 ls0 ws0">-292</div><div class="c xc7 y57b w22 h1e"><div class="t m0 x0 h4f y57c ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xbb h4f y57d ff3 fs14 fc0 sc0 ls0 ws0">Zwięks<span class="_ _17"></span>zenia z tytułu po<span class="_ _17"></span>ł<span class="_ _5"></span>ączenia je<span class="_ _17"></span>dnostek gospodarczych<span class="_ _17"></span> <span class="_ _114"> </span>0</div><div class="c x58 y57e w2d h1f"><div class="t m0 x0 h4f y6c ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x69 h4f y57d ff3 fs14 fc0 sc0 ls0 ws0">0</div><div class="c xbc y57e w22 h1f"><div class="t m0 x0 h4f y6c ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x77 h4f y57d ff3 fs14 fc0 sc0 ls0 ws0">0</div><div class="c xb y57e w23 h1f"><div class="t m0 x0 h4f y6c ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6f h4f y57d ff3 fs14 fc0 sc0 ls0 ws0">0</div><div class="c x4e y57e w22 h1f"><div class="t m0 x0 h4f y6c ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xcf h4f y57d ff3 fs14 fc0 sc0 ls0 ws0">0</div><div class="c xc0 y57e w23 h1f"><div class="t m0 x0 h4f y6c ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xd1 h4f y57d ff3 fs14 fc0 sc0 ls0 ws0">0</div><div class="c xc3 y57e w29 h1f"><div class="t m0 x0 h4f y6c ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xcd h4f y57d ff3 fs14 fc0 sc0 ls0 ws0">0</div><div class="c xc6 y57e w22 h1f"><div class="t m0 x0 h4f y6c ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xd2 h4f y57d ff3 fs14 fc0 sc0 ls0 ws0">0</div><div class="c xc7 y57e w22 h1f"><div class="t m0 x0 h4f y6c ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xbb h4f y57f ff3 fs14 fc0 sc0 ls0 ws0">Reklasyfik<span class="_ _17"></span>acje <span class="_ _115"> </span>0</div><div class="c x58 y580 w2d h23"><div class="t m0 x0 h4f y72 ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x69 h4f y57f ff3 fs14 fc0 sc0 ls0 ws0">0</div><div class="c xbc y580 w22 h23"><div class="t m0 x0 h4f y72 ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x77 h4f y57f ff3 fs14 fc0 sc0 ls0 ws0">0</div><div class="c xb y580 w23 h23"><div class="t m0 x0 h4f y72 ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6f h4f y57f ff3 fs14 fc0 sc0 ls0 ws0">0</div><div class="c x4e y580 w22 h23"><div class="t m0 x0 h4f y72 ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xcf h4f y57f ff3 fs14 fc0 sc0 ls0 ws0">0</div><div class="c xc0 y580 w23 h23"><div class="t m0 x0 h4f y72 ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xd1 h4f y57f ff3 fs14 fc0 sc0 ls0 ws0">0</div><div class="c xc3 y580 w29 h23"><div class="t m0 x0 h4f y72 ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xcd h4f y57f ff3 fs14 fc0 sc0 ls0 ws0">0</div><div class="c xc6 y580 w22 h23"><div class="t m0 x0 h4f y72 ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xd2 h4f y57f ff3 fs14 fc0 sc0 ls0 ws0">0</div><div class="c xc7 y580 w22 h23"><div class="t m0 x0 h4f y72 ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xbb h4f y4b3 ff3 fs14 fc0 sc0 ls0 ws0">Zmniejsze<span class="_ _17"></span>ni<span class="_ _5"></span>e/zwięk<span class="_ _17"></span>szenie z tyt<span class="_ _2"></span>ułu aportu Z<span class="_ _17"></span>CP <span class="_ _2b"> </span>0</div><div class="c x58 y4b4 w2d h1e"><div class="t m0 x0 h4f y6c ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x69 h4f y4b3 ff3 fs14 fc0 sc0 ls0 ws0">0</div><div class="c xbc y4b4 w22 h1e"><div class="t m0 x0 h4f y6c ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x77 h4f y4b3 ff3 fs14 fc0 sc0 ls0 ws0">0</div><div class="c xb y4b4 w23 h1e"><div class="t m0 x0 h4f y6c ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6f h4f y4b3 ff3 fs14 fc0 sc0 ls0 ws0">0</div><div class="c x4e y4b4 w22 h1e"><div class="t m0 x0 h4f y6c ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xcf h4f y4b3 ff3 fs14 fc0 sc0 ls0 ws0">0</div><div class="c xc0 y4b4 w23 h1e"><div class="t m0 x0 h4f y6c ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xd1 h4f y4b3 ff3 fs14 fc0 sc0 ls0 ws0">0</div><div class="c xc3 y4b4 w29 h1e"><div class="t m0 x0 h4f y6c ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xcd h4f y4b3 ff3 fs14 fc0 sc0 ls0 ws0">0</div><div class="c xc6 y4b4 w22 h1e"><div class="t m0 x0 h4f y6c ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xd2 h4f y4b3 ff3 fs14 fc0 sc0 ls0 ws0">0</div><div class="c xc7 y4b4 w22 h1e"><div class="t m0 x0 h4f y6c ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xbb h4f y581 ff3 fs14 fc0 sc0 ls0 ws0">Zmniejsze<span class="_ _17"></span>ni<span class="_ _5"></span>a z tytuł<span class="_ _17"></span>u<span class="_ _5"></span> sprzedaży<span class="_ _17"></span> <span class="_ _116"> </span>0</div><div class="c x58 y582 w2d h1e"><div class="t m0 x0 h4f y6c ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x69 h4f y581 ff3 fs14 fc0 sc0 ls0 ws0">0</div><div class="c xbc y582 w22 h1e"><div class="t m0 x0 h4f y6c ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x5a h4f y581 ff3 fs14 fc0 sc0 ls0 ws0">-690</div><div class="c xb y582 w23 h1e"><div class="t m0 x0 h4f y6c ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6f h4f y581 ff3 fs14 fc0 sc0 ls0 ws0">0</div><div class="c x4e y582 w22 h1e"><div class="t m0 x0 h4f y6c ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xd3 h4f y581 ff3 fs14 fc0 sc0 ls0 ws0">-548</div><div class="c xc0 y582 w23 h1e"><div class="t m0 x0 h4f y6c ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xd1 h4f y581 ff3 fs14 fc0 sc0 ls0 ws0">0</div><div class="c xc3 y582 w29 h1e"><div class="t m0 x0 h4f y6c ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xcd h4f y581 ff3 fs14 fc0 sc0 ls0 ws0">0</div><div class="c xc6 y582 w22 h1e"><div class="t m0 x0 h4f y6c ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xd4 h4f y581 ff3 fs14 fc0 sc0 ls0 ws0">-1 238</div><div class="c xc7 y582 w22 h1e"><div class="t m0 x0 h4f y6c ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xbb h4f y583 ff3 fs14 fc0 sc0 ls0 ws0">Zmniejsze<span class="_ _17"></span>ni<span class="_ _5"></span>a z tytuł<span class="_ _17"></span>u<span class="_ _5"></span> likwidacji <span class="_ _d"> </span>0</div><div class="c x58 y584 w2d h1e"><div class="t m0 x0 h4f y6c ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x69 h4f y583 ff3 fs14 fc0 sc0 ls0 ws0">0</div><div class="c xbc y584 w22 h1e"><div class="t m0 x0 h4f y6c ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x5a h4f y583 ff3 fs14 fc0 sc0 ls0 ws0">-352</div><div class="c xb y584 w23 h1e"><div class="t m0 x0 h4f y6c ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x4f h4f y583 ff3 fs14 fc0 sc0 ls0 ws0">-213</div><div class="c x4e y584 w22 h1e"><div class="t m0 x0 h4f y6c ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xcf h4f y583 ff3 fs14 fc0 sc0 ls0 ws0">0</div><div class="c xc0 y584 w23 h1e"><div class="t m0 x0 h4f y6c ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xd1 h4f y583 ff3 fs14 fc0 sc0 ls0 ws0">0</div><div class="c xc3 y584 w29 h1e"><div class="t m0 x0 h4f y6c ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xcd h4f y583 ff3 fs14 fc0 sc0 ls0 ws0">0</div><div class="c xc6 y584 w22 h1e"><div class="t m0 x0 h4f y6c ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xb3 h4f y583 ff3 fs14 fc0 sc0 ls0 ws0">-565</div><div class="c xc7 y584 w22 h1e"><div class="t m0 x0 h4f y6c ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xbb h4f y585 ff3 fs14 fc0 sc0 ls0 ws0">Inne k<span class="_ _17"></span>orekty <span class="_ _117"> </span>0</div><div class="c x58 y586 w2d h1e"><div class="t m0 x0 h4f y6c ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x69 h4f y585 ff3 fs14 fc0 sc0 ls0 ws0">0</div><div class="c xbc y586 w22 h1e"><div class="t m0 x0 h4f y6c ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x77 h4f y585 ff3 fs14 fc0 sc0 ls0 ws0">0</div><div class="c xb y586 w23 h1e"><div class="t m0 x0 h4f y6c ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6f h4f y585 ff3 fs14 fc0 sc0 ls0 ws0">3</div><div class="c x4e y586 w22 h1e"><div class="t m0 x0 h4f y6c ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xcf h4f y585 ff3 fs14 fc0 sc0 ls0 ws0">0</div><div class="c xc0 y586 w23 h1e"><div class="t m0 x0 h4f y6c ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xd1 h4f y585 ff3 fs14 fc0 sc0 ls0 ws0">0</div><div class="c xc3 y586 w29 h1e"><div class="t m0 x0 h4f y6c ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xca h4f y585 ff3 fs14 fc0 sc0 ls0 ws0">796</div><div class="c xc6 y586 w22 h1e"><div class="t m0 x0 h4f y6c ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xaf h4f y585 ff3 fs14 fc0 sc0 ls0 ws0">799</div><div class="c xc7 y586 w22 h1e"><div class="t m0 x0 h4f y6c ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xbb h4f y587 ff3 fs14 fc0 sc0 ls0 ws0">W<span class="_ _17"></span>artość bilansowa brutt<span class="_ _2"></span>o na k<span class="_ _17"></span>oniec okre<span class="_ _2"></span>su <span class="_ _118"> </span>6 004</div><div class="c x58 y588 w2d h1e"><div class="t m0 x0 h4f y6c ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xa9 h4f y587 ff3 fs14 fc0 sc0 ls0 ws0">219</div><div class="c xbc y588 w22 h1e"><div class="t m0 x0 h4f y6c ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x25 h4f y587 ff3 fs14 fc0 sc0 ls0 ws0">12 818</div><div class="c xb y588 w23 h1e"><div class="t m0 x0 h4f y6c ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xd5 h4f y587 ff3 fs14 fc0 sc0 ls0 ws0">4 033</div><div class="c x4e y588 w22 h1e"><div class="t m0 x0 h4f y6c ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xc8 h4f y587 ff3 fs14 fc0 sc0 ls0 ws0">1 655</div><div class="c xc0 y588 w23 h1e"><div class="t m0 x0 h4f y6c ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xc9 h4f y587 ff3 fs14 fc0 sc0 ls0 ws0">3 173</div><div class="c xc3 y588 w29 h1e"><div class="t m0 x0 h4f y6c ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xca h4f y587 ff3 fs14 fc0 sc0 ls0 ws0">966</div><div class="c xc6 y588 w22 h1e"><div class="t m0 x0 h4f y6c ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xcb h4f y587 ff3 fs14 fc0 sc0 ls0 ws0">28 869</div><div class="c xc7 y588 w22 h1e"><div class="t m0 x0 h4f y6c ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xbb h4e y589 ff4 fs14 fc0 sc0 ls0 ws0">W<span class="_ _17"></span>artość umorzenia<span class="_ _17"></span> na <span class="_ _5"></span>począ<span class="_ _17"></span>t<span class="_ _5"></span>ek okr<span class="_ _17"></span>esu <span class="_ _c6"> </span>-1 248</div><div class="c x58 y58a w2d h1e"><div class="t m0 x0 h4e y6c ff4 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x39 h4e y589 ff4 fs14 fc0 sc0 ls0 ws0">-46</div><div class="c xbc y58a w22 h1e"><div class="t m0 x0 h4e y6c ff4 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6a h4e y589 ff4 fs14 fc0 sc0 ls0 ws0">-5 374</div><div class="c xb y58a w23 h1e"><div class="t m0 x0 h4e y6c ff4 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x49 h4e y589 ff4 fs14 fc0 sc0 ls0 ws0">-2 885</div><div class="c x4e y58a w22 h1e"><div class="t m0 x0 h4e y6c ff4 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xd3 h4e y589 ff4 fs14 fc0 sc0 ls0 ws0">-973</div><div class="c xc0 y58a w23 h1e"><div class="t m0 x0 h4e y6c ff4 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xd1 h4e y589 ff4 fs14 fc0 sc0 ls0 ws0">0</div><div class="c xc3 y58a w29 h1e"><div class="t m0 x0 h4e y6c ff4 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xcd h4e y589 ff4 fs14 fc0 sc0 ls0 ws0">0</div><div class="c xc6 y58a w22 h1e"><div class="t m0 x0 h4e y6c ff4 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xd6 h4e y589 ff4 fs14 fc0 sc0 ls0 ws0">-10 525</div><div class="c xc7 y58a w22 h1e"><div class="t m0 x0 h4e y6c ff4 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xbb h4f y58b ff3 fs14 fc0 sc0 ls0 ws0">Zwięks<span class="_ _17"></span>zenie amortyza<span class="_ _17"></span>c<span class="_ _5"></span>ji za<span class="_ _2"></span> okres<span class="sc2"> <span class="_ _119"> </span></span>-80</div><div class="c x58 y58c w2d h1e"><div class="t m0 x0 h4f y6c ff3 fs14 fc0 sc2 ls0 ws0"> </div></div><div class="t m0 xd7 h4f y58b ff3 fs14 fc0 sc0 ls0 ws0">-9</div><div class="c xbc y58c w22 h1e"><div class="t m0 x0 h4f y6c ff3 fs14 fc0 sc2 ls0 ws0"> </div></div><div class="t m0 x6a h4f y58b ff3 fs14 fc0 sc0 ls0 ws0">-1 635</div><div class="c xb y58c w23 h1e"><div class="t m0 x0 h4f y6c ff3 fs14 fc0 sc2 ls0 ws0"> </div></div><div class="t m0 x4f h4f y58b ff3 fs14 fc0 sc0 ls0 ws0">-532</div><div class="c x4e y58c w22 h1e"><div class="t m0 x0 h4f y6c ff3 fs14 fc0 sc2 ls0 ws0"> </div></div><div class="t m0 xd3 h4f y58b ff3 fs14 fc0 sc0 ls0 ws0">-231</div><div class="c xc0 y58c w23 h1e"><div class="t m0 x0 h4f y6c ff3 fs14 fc0 sc2 ls0 ws0"> </div></div><div class="t m0 xd1 h4f y58b ff3 fs14 fc0 sc0 ls0 ws0">0</div><div class="c xc3 y58c w29 h1e"><div class="t m0 x0 h4f y6c ff3 fs14 fc0 sc2 ls0 ws0"> </div></div><div class="t m0 xcd h4f y58b ff3 fs14 fc0 sc0 ls0 ws0">0</div><div class="c xc6 y58c w22 h1e"><div class="t m0 x0 h4f y6c ff3 fs14 fc0 sc2 ls0 ws0"> </div></div><div class="t m0 xd4 h4f y58b ff3 fs14 fc0 sc0 ls0 ws0">-2 488</div><div class="c xc7 y58c w22 h1e"><div class="t m0 x0 h4f y6c ff3 fs14 fc0 sc2 ls0 ws0"> </div></div><div class="t m0 xbb h4f y58d ff3 fs14 fc0 sc0 ls0 ws0">Zwięks<span class="_ _17"></span>zenia z tytułu po<span class="_ _17"></span>ł<span class="_ _5"></span>ączenia je<span class="_ _17"></span>dnostek gospodarczych<span class="_ _17"></span> <span class="_ _114"> </span>0</div><div class="c x58 y58e w2d h1e"><div class="t m0 x0 h4f y6c ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x69 h4f y58d ff3 fs14 fc0 sc0 ls0 ws0">0</div><div class="c xbc y58e w22 h1e"><div class="t m0 x0 h4f y6c ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x77 h4f y58d ff3 fs14 fc0 sc0 ls0 ws0">0</div><div class="c xb y58e w23 h1e"><div class="t m0 x0 h4f y6c ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6f h4f y58d ff3 fs14 fc0 sc0 ls0 ws0">0</div><div class="c x4e y58e w22 h1e"><div class="t m0 x0 h4f y6c ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xcf h4f y58d ff3 fs14 fc0 sc0 ls0 ws0">0</div><div class="c xc0 y58e w23 h1e"><div class="t m0 x0 h4f y6c ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xd1 h4f y58d ff3 fs14 fc0 sc0 ls0 ws0">0</div><div class="c xc3 y58e w29 h1e"><div class="t m0 x0 h4f y6c ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xcd h4f y58d ff3 fs14 fc0 sc0 ls0 ws0">0</div><div class="c xc6 y58e w22 h1e"><div class="t m0 x0 h4f y6c ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xd2 h4f y58d ff3 fs14 fc0 sc0 ls0 ws0">0</div><div class="c xc7 y58e w22 h1e"><div class="t m0 x0 h4f y6c ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xbb h4f y58f ff3 fs14 fc0 sc0 ls0 ws0">Reklasyfik<span class="_ _17"></span>acje <span class="_ _115"> </span>0</div><div class="c x58 y590 w2d h21"><div class="t m0 x0 h4f y6c ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x69 h4f y58f ff3 fs14 fc0 sc0 ls0 ws0">0</div><div class="c xbc y590 w22 h21"><div class="t m0 x0 h4f y6c ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x77 h4f y58f ff3 fs14 fc0 sc0 ls0 ws0">0</div><div class="c xb y590 w23 h21"><div class="t m0 x0 h4f y6c ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6f h4f y58f ff3 fs14 fc0 sc0 ls0 ws0">0</div><div class="c x4e y590 w22 h21"><div class="t m0 x0 h4f y6c ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xcf h4f y58f ff3 fs14 fc0 sc0 ls0 ws0">0</div><div class="c xc0 y590 w23 h21"><div class="t m0 x0 h4f y6c ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xd1 h4f y58f ff3 fs14 fc0 sc0 ls0 ws0">0</div><div class="c xc3 y590 w29 h21"><div class="t m0 x0 h4f y6c ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xcd h4f y58f ff3 fs14 fc0 sc0 ls0 ws0">0</div><div class="c xc6 y590 w22 h21"><div class="t m0 x0 h4f y6c ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xd2 h4f y58f ff3 fs14 fc0 sc0 ls0 ws0">0</div><div class="c xc7 y590 w22 h21"><div class="t m0 x0 h4f y6c ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xbb h4f y591 ff3 fs14 fc0 sc0 ls0 ws0">Zmniejsze<span class="_ _17"></span>ni<span class="_ _5"></span>e/zwięk<span class="_ _17"></span>szenie z tyt<span class="_ _2"></span>ułu aportu Z<span class="_ _17"></span>CP <span class="_ _2b"> </span>0</div><div class="c x58 y592 w2d h22"><div class="t m0 x0 h4f y72 ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x69 h4f y591 ff3 fs14 fc0 sc0 ls0 ws0">0</div><div class="c xbc y592 w22 h22"><div class="t m0 x0 h4f y72 ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x77 h4f y591 ff3 fs14 fc0 sc0 ls0 ws0">0</div><div class="c xb y592 w23 h22"><div class="t m0 x0 h4f y72 ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6f h4f y591 ff3 fs14 fc0 sc0 ls0 ws0">0</div><div class="c x4e y592 w22 h22"><div class="t m0 x0 h4f y72 ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xcf h4f y591 ff3 fs14 fc0 sc0 ls0 ws0">0</div><div class="c xc0 y592 w23 h22"><div class="t m0 x0 h4f y72 ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xd1 h4f y591 ff3 fs14 fc0 sc0 ls0 ws0">0</div><div class="c xc3 y592 w29 h22"><div class="t m0 x0 h4f y72 ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xcd h4f y591 ff3 fs14 fc0 sc0 ls0 ws0">0</div><div class="c xc6 y592 w22 h22"><div class="t m0 x0 h4f y72 ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xd2 h4f y591 ff3 fs14 fc0 sc0 ls0 ws0">0</div><div class="c xc7 y592 w22 h22"><div class="t m0 x0 h4f y72 ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xbb h4f y593 ff3 fs14 fc0 sc0 ls0 ws0">Zmniejsze<span class="_ _17"></span>ni<span class="_ _5"></span>a z tytuł<span class="_ _17"></span>u<span class="_ _5"></span> likwidacji <span class="_ _d"> </span>0</div><div class="c x58 y594 w2d h1e"><div class="t m0 x0 h4f y8d ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x69 h4f y593 ff3 fs14 fc0 sc0 ls0 ws0">0</div><div class="c xbc y594 w22 h1e"><div class="t m0 x0 h4f y8d ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xd8 h4f y593 ff3 fs14 fc0 sc0 ls0 ws0">610</div><div class="c xb y594 w23 h1e"><div class="t m0 x0 h4f y8d ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x72 h4f y593 ff3 fs14 fc0 sc0 ls0 ws0">114</div><div class="c x4e y594 w22 h1e"><div class="t m0 x0 h4f y8d ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xcf h4f y593 ff3 fs14 fc0 sc0 ls0 ws0">0</div><div class="c xc0 y594 w23 h1e"><div class="t m0 x0 h4f y8d ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xd1 h4f y593 ff3 fs14 fc0 sc0 ls0 ws0">0</div><div class="c xc3 y594 w29 h1e"><div class="t m0 x0 h4f y8d ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xcd h4f y593 ff3 fs14 fc0 sc0 ls0 ws0">0</div><div class="c xc6 y594 w22 h1e"><div class="t m0 x0 h4f y8d ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xaf h4f y593 ff3 fs14 fc0 sc0 ls0 ws0">724</div><div class="c xc7 y594 w22 h1e"><div class="t m0 x0 h4f y8d ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xbb h4f y595 ff3 fs14 fc0 sc0 ls0 ws0">Zmniejsze<span class="_ _17"></span>ni<span class="_ _5"></span>a z tytuł<span class="_ _17"></span>u<span class="_ _5"></span> sprzedaży<span class="_ _17"></span> <span class="_ _116"> </span>0</div><div class="c x58 y596 w2d h1e"><div class="t m0 x0 h4f y92 ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x69 h4f y595 ff3 fs14 fc0 sc0 ls0 ws0">0</div><div class="c xbc y596 w22 h1e"><div class="t m0 x0 h4f y92 ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xd8 h4f y595 ff3 fs14 fc0 sc0 ls0 ws0">344</div><div class="c xb y596 w23 h1e"><div class="t m0 x0 h4f y92 ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6f h4f y595 ff3 fs14 fc0 sc0 ls0 ws0">0</div><div class="c x4e y596 w22 h1e"><div class="t m0 x0 h4f y92 ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xcc h4f y595 ff3 fs14 fc0 sc0 ls0 ws0">271</div><div class="c xc0 y596 w23 h1e"><div class="t m0 x0 h4f y92 ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xd1 h4f y595 ff3 fs14 fc0 sc0 ls0 ws0">0</div><div class="c xc3 y596 w29 h1e"><div class="t m0 x0 h4f y92 ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xcd h4f y595 ff3 fs14 fc0 sc0 ls0 ws0">0</div><div class="c xc6 y596 w22 h1e"><div class="t m0 x0 h4f y92 ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xaf h4f y595 ff3 fs14 fc0 sc0 ls0 ws0">615</div><div class="c xc7 y596 w22 h1e"><div class="t m0 x0 h4f y92 ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xbb h4f y597 ff3 fs14 fc0 sc0 ls0 ws0">Inne k<span class="_ _17"></span>orekty <span class="_ _117"> </span>0</div><div class="c x58 y598 w2d h1e"><div class="t m0 x0 h4f y92 ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x69 h4f y597 ff3 fs14 fc0 sc0 ls0 ws0">0</div><div class="c xbc y598 w22 h1e"><div class="t m0 x0 h4f y92 ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x77 h4f y597 ff3 fs14 fc0 sc0 ls0 ws0">0</div><div class="c xb y598 w23 h1e"><div class="t m0 x0 h4f y92 ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6f h4f y597 ff3 fs14 fc0 sc0 ls0 ws0">0</div><div class="c x4e y598 w22 h1e"><div class="t m0 x0 h4f y92 ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xcf h4f y597 ff3 fs14 fc0 sc0 ls0 ws0">0</div><div class="c xc0 y598 w23 h1e"><div class="t m0 x0 h4f y92 ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xd1 h4f y597 ff3 fs14 fc0 sc0 ls0 ws0">0</div><div class="c xc3 y598 w29 h1e"><div class="t m0 x0 h4f y92 ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xcd h4f y597 ff3 fs14 fc0 sc0 ls0 ws0">0</div><div class="c xc6 y598 w22 h1e"><div class="t m0 x0 h4f y92 ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xd2 h4f y597 ff3 fs14 fc0 sc0 ls0 ws0">0</div><div class="c xc7 y598 w22 h1e"><div class="t m0 x0 h4f y92 ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xbb h4f y599 ff3 fs14 fc0 sc0 ls0 ws0">W<span class="_ _17"></span>artość umorzen<span class="_ _17"></span>i<span class="_ _5"></span>a na k<span class="_ _17"></span>oniec okre<span class="_ _17"></span>su <span class="_ _36"> </span>-1 328</div><div class="c x58 y59a w2d h23"><div class="t m0 x0 h4f y92 ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x39 h4f y599 ff3 fs14 fc0 sc0 ls0 ws0">-55</div><div class="c xbc y59a w22 h23"><div class="t m0 x0 h4f y92 ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6a h4f y599 ff3 fs14 fc0 sc0 ls0 ws0">-6 055</div><div class="c xb y59a w23 h23"><div class="t m0 x0 h4f y92 ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x96 h4f y599 ff3 fs14 fc0 sc0 ls0 ws0">-3 303</div><div class="c x4e y59a w22 h23"><div class="t m0 x0 h4f y92 ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xd3 h4f y599 ff3 fs14 fc0 sc0 ls0 ws0">-933</div><div class="c xc0 y59a w23 h23"><div class="t m0 x0 h4f y92 ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xd1 h4f y599 ff3 fs14 fc0 sc0 ls0 ws0">0</div><div class="c xc3 y59a w29 h23"><div class="t m0 x0 h4f y92 ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xcd h4f y599 ff3 fs14 fc0 sc0 ls0 ws0">0</div><div class="c xc6 y59a w22 h23"><div class="t m0 x0 h4f y92 ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xd6 h4f y599 ff3 fs14 fc0 sc0 ls0 ws0">-11 674</div><div class="c xc7 y59a w22 h23"><div class="t m0 x0 h4f y92 ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xbb h4f y59b ff3 fs14 fc0 sc0 ls0 ws0">W<span class="_ _17"></span>artość odpisów akt<span class="_ _17"></span>u<span class="_ _5"></span>alizując<span class="_ _17"></span>ych na początek okr<span class="_ _17"></span>esu <span class="_ _e9"> </span>0</div><div class="c x58 y59c w2d h1e"><div class="t m0 x0 h4f y92 ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x69 h4f y59b ff3 fs14 fc0 sc0 ls0 ws0">0</div><div class="c xbc y59c w22 h1e"><div class="t m0 x0 h4f y92 ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x77 h4f y59b ff3 fs14 fc0 sc0 ls0 ws0">0</div><div class="c xb y59c w23 h1e"><div class="t m0 x0 h4f y92 ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6f h4f y59b ff3 fs14 fc0 sc0 ls0 ws0">0</div><div class="c x4e y59c w22 h1e"><div class="t m0 x0 h4f y92 ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xcf h4f y59b ff3 fs14 fc0 sc0 ls0 ws0">0</div><div class="c xc0 y59c w23 h1e"><div class="t m0 x0 h4f y92 ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xd1 h4f y59b ff3 fs14 fc0 sc0 ls0 ws0">0</div><div class="c xc3 y59c w29 h1e"><div class="t m0 x0 h4f y92 ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xcd h4f y59b ff3 fs14 fc0 sc0 ls0 ws0">0</div><div class="c xc6 y59c w22 h1e"><div class="t m0 x0 h4f y92 ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xd2 h4f y59b ff3 fs14 fc0 sc0 ls0 ws0">0</div><div class="c xc7 y59c w22 h1e"><div class="t m0 x0 h4f y92 ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xbb h4f y59d ff3 fs14 fc0 sc0 ls0 ws0">Zwięks<span class="_ _17"></span>zenia w ciągu okres<span class="_ _17"></span>u <span class="_ _11a"> </span>0</div><div class="c x58 y59e w2d h1e"><div class="t m0 x0 h4f y8a ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x69 h4f y59d ff3 fs14 fc0 sc0 ls0 ws0">0</div><div class="c xbc y59e w22 h1e"><div class="t m0 x0 h4f y8a ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x77 h4f y59d ff3 fs14 fc0 sc0 ls0 ws0">0</div><div class="c xb y59e w23 h1e"><div class="t m0 x0 h4f y8a ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6f h4f y59d ff3 fs14 fc0 sc0 ls0 ws0">0</div><div class="c x4e y59e w22 h1e"><div class="t m0 x0 h4f y8a ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xcf h4f y59d ff3 fs14 fc0 sc0 ls0 ws0">0</div><div class="c xc0 y59e w23 h1e"><div class="t m0 x0 h4f y8a ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xd1 h4f y59d ff3 fs14 fc0 sc0 ls0 ws0">0</div><div class="c xc3 y59e w29 h1e"><div class="t m0 x0 h4f y8a ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xcd h4f y59d ff3 fs14 fc0 sc0 ls0 ws0">0</div><div class="c xc6 y59e w22 h1e"><div class="t m0 x0 h4f y8a ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xd2 h4f y59d ff3 fs14 fc0 sc0 ls0 ws0">0</div><div class="c xc7 y59e w22 h1e"><div class="t m0 x0 h4f y8a ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xbb h4e y59f ff4 fs14 fc0 sc0 ls0 ws0">W<span class="_ _17"></span>artość odpisów aktual<span class="_ _17"></span>iz<span class="_ _5"></span>ując<span class="_ _2"></span>yc<span class="_ _2"></span>h na k<span class="_ _17"></span>oniec okresu <span class="_ _27"> </span>0</div><div class="c x58 y5a0 w2d h1e"><div class="t m0 x0 h4e y8d ff4 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x69 h4e y59f ff4 fs14 fc0 sc0 ls0 ws0">0</div><div class="c xbc y5a0 w22 h1e"><div class="t m0 x0 h4e y8d ff4 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x77 h4e y59f ff4 fs14 fc0 sc0 ls0 ws0">0</div><div class="c xb y5a0 w23 h1e"><div class="t m0 x0 h4e y8d ff4 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6f h4e y59f ff4 fs14 fc0 sc0 ls0 ws0">0</div><div class="c x4e y5a0 w22 h1e"><div class="t m0 x0 h4e y8d ff4 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xcf h4e y59f ff4 fs14 fc0 sc0 ls0 ws0">0</div><div class="c xc0 y5a0 w23 h1e"><div class="t m0 x0 h4e y8d ff4 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xd1 h4e y59f ff4 fs14 fc0 sc0 ls0 ws0">0</div><div class="c xc3 y5a0 w29 h1e"><div class="t m0 x0 h4e y8d ff4 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xcd h4e y59f ff4 fs14 fc0 sc0 ls0 ws0">0</div><div class="c xc6 y5a0 w22 h1e"><div class="t m0 x0 h4e y8d ff4 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xd2 h4e y59f ff4 fs14 fc0 sc0 ls0 ws0">0</div><div class="c xc7 y5a0 w22 h1e"><div class="t m0 x0 h4e y8d ff4 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xbb h4e y5a1 ff4 fs14 fc0 sc0 ls0 ws0">W<span class="_ _17"></span>artość netto na k<span class="_ _17"></span>oniec okresu<span class="_ _17"></span> <span class="_ _b6"> </span>4 676</div><div class="c x58 y5a2 w2d h1e"><div class="t m0 x0 h4e y85 ff4 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xa9 h4e y5a1 ff4 fs14 fc0 sc0 ls0 ws0">164</div><div class="c xbc y5a2 w22 h1e"><div class="t m0 x0 h4e y85 ff4 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x60 h4e y5a1 ff4 fs14 fc0 sc0 ls0 ws0">6 763</div><div class="c xb y5a2 w23 h1e"><div class="t m0 x0 h4e y85 ff4 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x72 h4e y5a1 ff4 fs14 fc0 sc0 ls0 ws0">731</div><div class="c x4e y5a2 w22 h1e"><div class="t m0 x0 h4e y85 ff4 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xcc h4e y5a1 ff4 fs14 fc0 sc0 ls0 ws0">723</div><div class="c xc0 y5a2 w23 h1e"><div class="t m0 x0 h4e y85 ff4 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xc9 h4e y5a1 ff4 fs14 fc0 sc0 ls0 ws0">3 173</div><div class="c xc3 y5a2 w29 h1e"><div class="t m0 x0 h4e y85 ff4 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xca h4e y5a1 ff4 fs14 fc0 sc0 ls0 ws0">966</div><div class="c xc6 y5a2 w22 h1e"><div class="t m0 x0 h4e y85 ff4 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xcb h4e y5a1 ff4 fs14 fc0 sc0 ls0 ws0">17 196</div><div class="c xc7 y5a2 w22 h1e"><div class="t m0 x0 h4e y85 ff4 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xb7 h48 y5a3 ff3 fs10 fc0 sc0 ls0 ws0"> </div></div><div class="pi" ></div></div><div id="pf2d" class="pf w2a h44" ><div class="pc pc2d w2a h44"><img class="bi xb6 y5a4 w2f h5b" alt="" 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"/><div class="t m0 xb7 h46 y49b ff1 fsf fc0 sc0 ls0 ws0">  </div><div class="t m0 xb7 h5c y5a5 ff3 fs17 fc2 sc3 ls0 ws0"> </div><div class="t m0 xb7 h47 y49d ff1 fsf fc1 sc0 ls0 ws0">Jednostkowe sprawozdanie ﬁnansowe Dekpol Budownictwo sp. z o.o.<span class="ff2">  <span class="_ _17"></span> <span class="_ _1"> </span> <span class="_ _1"> </span><span class="ff3 fc0">za okres od 01.01.2023 do 31.12.2023</span></span></div><div class="t m0 x37 h48 y49e ff3 fs10 fc0 sc0 ls0 ws0"> <span class="_ _3"></span> <span class="_ _4"> </span> <span class="_ _4"> </span> </div><div class="t m0 x69 h47 y49d ff2 fsf fc1 sc0 ls0 ws0"> </div><div class="t m0 xd9 h4a y5a6 ff1 fs11 fc0 sc0 ls0 ws0">45</div><div class="t m0 x3e h4b y4a1 ff1 fs12 fc6 sc0 ls0 ws0">Wprowadzenie </div><div class="t m0 x5f h4b y4a2 ff1 fs12 fc6 sc0 ls0 ws0">Sprawozdanie  </div><div class="t m0 x5f h4b y4a3 ff1 fs12 fc6 sc0 ls0 ws0">z sytuacji </div><div class="t m0 x5f h4b y4a4 ff1 fs12 fc6 sc0 ls0 ws0">ﬁnansowej </div><div class="t m0 xb9 h4b y4a5 ff1 fs12 fc6 sc0 ls0 ws0">Sprawozdanie  </div><div class="t m0 xb9 h4b y4a6 ff1 fs12 fc6 sc0 ls0 ws0">z przepływów </div><div class="t m0 xb9 h4b y4a7 ff1 fs12 fc6 sc0 ls0 ws0">pieniężnych </div><div class="t m0 xba h4b y4a2 ff1 fs12 fc6 sc0 ls0 ws0">Sprawozdanie  </div><div class="t m0 xba h4b y4a3 ff1 fs12 fc6 sc0 ls0 ws0">ze zmian w kapitale </div><div class="t m0 xba h4b y4a8 ff1 fs12 fc6 sc0 ls0 ws0">własnym </div><div class="t m0 x9f h4c y4a1 ff4 fs12 fc5 sc0 ls0 ws0">Dodatkowe  </div><div class="t m0 x9f h4c y4a9 ff4 fs12 fc5 sc0 ls0 ws0">noty  </div><div class="t m0 x9f h4c y4aa ff4 fs12 fc5 sc0 ls0 ws0">objaśniające </div><div class="t m0 x51 h4b y4a2 ff1 fs12 fc6 sc0 ls0 ws0">Sprawozdanie  </div><div class="t m0 x51 h4b y4a3 ff1 fs12 fc6 sc0 ls0 ws0">z całkowitych  </div><div class="t m0 x51 h4b y4a8 ff1 fs12 fc6 sc0 ls0 ws0">dochodów </div><div class="t m0 xb7 h5a y5a7 ff4 fs16 fc2 sc0 ls0 ws0">1.3.<span class="fff"> <span class="_ _112"> </span></span>Rze<span class="_ _17"></span>czowe aktyw<span class="_ _17"></span>a trwałe w poprz<span class="_ _17"></span>ednim okresie sp<span class="_ _17"></span>ra<span class="_ _2"></span>woz<span class="_ _17"></span>da<span class="_ _2"></span>wczym </div><div class="t m0 xbb h4e y5a8 ff4 fs14 fc0 sc0 ls0 ws0">Opis <span class="_ _113"> </span>Grunty</div><div class="c x58 y5a9 w2d h20"><div class="t m0 x0 h4e y72 ff4 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xa2 h4e y5aa ff4 fs14 fc0 sc0 ls0 ws0">Budynki i </div><div class="t m0 x24 h4e y5a8 ff4 fs14 fc0 sc0 ls0 ws0">budowle</div><div class="c xbc y5a9 w22 h20"><div class="t m0 x0 h4e y72 ff4 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xbd h4e y5aa ff4 fs14 fc0 sc0 ls0 ws0">Maszyn<span class="_ _17"></span>y i </div><div class="t m0 x68 h4e y5a8 ff4 fs14 fc0 sc0 ls0 ws0">urządz<span class="_ _17"></span>enia</div><div class="c xb y5a9 w23 h20"><div class="t m0 x0 h4e y72 ff4 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6d h4e y5aa ff4 fs14 fc0 sc0 ls0 ws0">Środki </div><div class="t m0 x22 h4e y5a8 ff4 fs14 fc0 sc0 ls0 ws0">transportu</div><div class="c x4e y5a9 w22 h20"><div class="t m0 x0 h4e y72 ff4 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xbe h4e y5aa ff4 fs14 fc0 sc0 ls0 ws0">Pozostał<span class="_ _2"></span>e </div><div class="t m0 xbf h4e y5a8 ff4 fs14 fc0 sc0 ls0 ws0">środki trwa<span class="_ _17"></span>łe</div><div class="c xc0 y5a9 w23 h20"><div class="t m0 x0 h4e y72 ff4 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xc1 h4e y5aa ff4 fs14 fc0 sc0 ls0 ws0">Środki trwałe<span class="_ _17"></span> </div><div class="t m0 xc2 h4e y5a8 ff4 fs14 fc0 sc0 ls0 ws0">w budowie</div><div class="c xc3 y5a9 w29 h20"><div class="t m0 x0 h4e y72 ff4 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xc4 h4e y5aa ff4 fs14 fc0 sc0 ls0 ws0">Zaliczki na </div><div class="t m0 xc5 h4e y5a8 ff4 fs14 fc0 sc0 ls0 ws0">środki trwa<span class="_ _17"></span>łe</div><div class="c xc6 y5a9 w22 h20"><div class="t m0 x0 h4e y72 ff4 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xa8 h4e y5a8 ff4 fs14 fc0 sc0 ls0 ws0">Razem</div><div class="c xc7 y5a9 w22 h20"><div class="t m0 x0 h4e y72 ff4 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xbb h4e y5ab ff4 fs14 fc0 sc0 ls0 ws0">W<span class="_ _17"></span>artość bilansowa <span class="_ _17"></span>b<span class="_ _5"></span>rutto na po<span class="_ _17"></span>c<span class="_ _5"></span>zątek okr<span class="_ _17"></span>esu <span class="_ _60"> </span>6 004</div><div class="c x58 y5ac w2d h20"><div class="t m0 x0 h4e y72 ff4 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xa9 h4e y5ab ff4 fs14 fc0 sc0 ls0 ws0">219</div><div class="c xbc y5ac w22 h20"><div class="t m0 x0 h4e y72 ff4 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x60 h4e y5ab ff4 fs14 fc0 sc0 ls0 ws0">9 540</div><div class="c xb y5ac w23 h20"><div class="t m0 x0 h4e y72 ff4 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xd5 h4e y5ab ff4 fs14 fc0 sc0 ls0 ws0">3 659</div><div class="c x4e y5ac w22 h20"><div class="t m0 x0 h4e y72 ff4 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xc8 h4e y5ab ff4 fs14 fc0 sc0 ls0 ws0">1 514</div><div class="c xc0 y5ac w23 h20"><div class="t m0 x0 h4e y72 ff4 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xc9 h4e y5ab ff4 fs14 fc0 sc0 ls0 ws0">1 151</div><div class="c xc3 y5ac w29 h20"><div class="t m0 x0 h4e y72 ff4 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xcd h4e y5ab ff4 fs14 fc0 sc0 ls0 ws0">0</div><div class="c xc6 y5ac w22 h20"><div class="t m0 x0 h4e y72 ff4 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xcb h4e y5ab ff4 fs14 fc0 sc0 ls0 ws0">22 087</div><div class="c xc7 y5ac w22 h20"><div class="t m0 x0 h4e y72 ff4 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xbb h4f y5ad ff3 fs14 fc0 sc0 ls0 ws0">Nabycia be<span class="_ _17"></span>zpośrednie <span class="_ _93"> </span>0</div><div class="c x58 y5ae w2d h23"><div class="t m0 x0 h4f y72 ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x69 h4f y5ad ff3 fs14 fc0 sc0 ls0 ws0">0</div><div class="c xbc y5ae w22 h23"><div class="t m0 x0 h4f y72 ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x60 h4f y5ad ff3 fs14 fc0 sc0 ls0 ws0">1 181</div><div class="c xb y5ae w23 h23"><div class="t m0 x0 h4f y72 ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x72 h4f y5ad ff3 fs14 fc0 sc0 ls0 ws0">333</div><div class="c x4e y5ae w22 h23"><div class="t m0 x0 h4f y72 ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xda h4f y5ad ff3 fs14 fc0 sc0 ls0 ws0">19</div><div class="c xc0 y5ae w23 h23"><div class="t m0 x0 h4f y72 ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xba h4f y5ad ff3 fs14 fc0 sc0 ls0 ws0">814</div><div class="c xc3 y5ae w29 h23"><div class="t m0 x0 h4f y72 ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xca h4f y5ad ff3 fs14 fc0 sc0 ls0 ws0">171</div><div class="c xc6 y5ae w22 h23"><div class="t m0 x0 h4f y72 ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xce h4f y5ad ff3 fs14 fc0 sc0 ls0 ws0">2 517</div><div class="c xc7 y5ae w22 h23"><div class="t m0 x0 h4f y72 ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xbb h4f y5af ff3 fs14 fc0 sc0 ls0 ws0">Przyjęcia z<span class="_ _2"></span>e środk<span class="_ _7"></span>ów trwałych w budo<span class="_ _17"></span>w<span class="_ _5"></span>ie <span class="_ _c1"> </span>0</div><div class="c x58 y5b0 w2d h1e"><div class="t m0 x0 h4f y6c ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x69 h4f y5af ff3 fs14 fc0 sc0 ls0 ws0">0</div><div class="c xbc y5b0 w22 h1e"><div class="t m0 x0 h4f y6c ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x77 h4f y5af ff3 fs14 fc0 sc0 ls0 ws0">0</div><div class="c xb y5b0 w23 h1e"><div class="t m0 x0 h4f y6c ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6f h4f y5af ff3 fs14 fc0 sc0 ls0 ws0">0</div><div class="c x4e y5b0 w22 h1e"><div class="t m0 x0 h4f y6c ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xcf h4f y5af ff3 fs14 fc0 sc0 ls0 ws0">0</div><div class="c xc0 y5b0 w23 h1e"><div class="t m0 x0 h4f y6c ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xd1 h4f y5af ff3 fs14 fc0 sc0 ls0 ws0">0</div><div class="c xc3 y5b0 w29 h1e"><div class="t m0 x0 h4f y6c ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xcd h4f y5af ff3 fs14 fc0 sc0 ls0 ws0">0</div><div class="c xc6 y5b0 w22 h1e"><div class="t m0 x0 h4f y6c ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xd2 h4f y5af ff3 fs14 fc0 sc0 ls0 ws0">0</div><div class="c xc7 y5b0 w22 h1e"><div class="t m0 x0 h4f y6c ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xbb h4f y5b1 ff3 fs14 fc0 sc0 ls0 ws0">Zwięks<span class="_ _17"></span>zenia z tytułu po<span class="_ _17"></span>ł<span class="_ _5"></span>ączenia je<span class="_ _17"></span>dnostek gospodarczych<span class="_ _17"></span> <span class="_ _114"> </span>0</div><div class="c x58 y5b2 w2d h1e"><div class="t m0 x0 h4f y6c ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x69 h4f y5b1 ff3 fs14 fc0 sc0 ls0 ws0">0</div><div class="c xbc y5b2 w22 h1e"><div class="t m0 x0 h4f y6c ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x77 h4f y5b1 ff3 fs14 fc0 sc0 ls0 ws0">0</div><div class="c xb y5b2 w23 h1e"><div class="t m0 x0 h4f y6c ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6f h4f y5b1 ff3 fs14 fc0 sc0 ls0 ws0">0</div><div class="c x4e y5b2 w22 h1e"><div class="t m0 x0 h4f y6c ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xcf h4f y5b1 ff3 fs14 fc0 sc0 ls0 ws0">0</div><div class="c xc0 y5b2 w23 h1e"><div class="t m0 x0 h4f y6c ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xd1 h4f y5b1 ff3 fs14 fc0 sc0 ls0 ws0">0</div><div class="c xc3 y5b2 w29 h1e"><div class="t m0 x0 h4f y6c ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xcd h4f y5b1 ff3 fs14 fc0 sc0 ls0 ws0">0</div><div class="c xc6 y5b2 w22 h1e"><div class="t m0 x0 h4f y6c ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xd2 h4f y5b1 ff3 fs14 fc0 sc0 ls0 ws0">0</div><div class="c xc7 y5b2 w22 h1e"><div class="t m0 x0 h4f y6c ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xbb h4f y5b3 ff3 fs14 fc0 sc0 ls0 ws0">Reklasyfik<span class="_ _17"></span>acje <span class="_ _115"> </span>0</div><div class="c x58 y5b4 w2d h1e"><div class="t m0 x0 h4f y6c ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x69 h4f y5b3 ff3 fs14 fc0 sc0 ls0 ws0">0</div><div class="c xbc y5b4 w22 h1e"><div class="t m0 x0 h4f y6c ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x77 h4f y5b3 ff3 fs14 fc0 sc0 ls0 ws0">8</div><div class="c xb y5b4 w23 h1e"><div class="t m0 x0 h4f y6c ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6f h4f y5b3 ff3 fs14 fc0 sc0 ls0 ws0">0</div><div class="c x4e y5b4 w22 h1e"><div class="t m0 x0 h4f y6c ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xcf h4f y5b3 ff3 fs14 fc0 sc0 ls0 ws0">0</div><div class="c xc0 y5b4 w23 h1e"><div class="t m0 x0 h4f y6c ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xd1 h4f y5b3 ff3 fs14 fc0 sc0 ls0 ws0">0</div><div class="c xc3 y5b4 w29 h1e"><div class="t m0 x0 h4f y6c ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xcd h4f y5b3 ff3 fs14 fc0 sc0 ls0 ws0">0</div><div class="c xc6 y5b4 w22 h1e"><div class="t m0 x0 h4f y6c ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xd2 h4f y5b3 ff3 fs14 fc0 sc0 ls0 ws0">8</div><div class="c xc7 y5b4 w22 h1e"><div class="t m0 x0 h4f y6c ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xbb h4f y5b5 ff3 fs14 fc0 sc0 ls0 ws0">Zmniejsze<span class="_ _17"></span>ni<span class="_ _5"></span>e/zwięk<span class="_ _17"></span>szenie z tyt<span class="_ _2"></span>ułu aportu Z<span class="_ _17"></span>CP <span class="_ _2b"> </span>0</div><div class="c x58 y5b6 w2d h1e"><div class="t m0 x0 h4f y6c ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x69 h4f y5b5 ff3 fs14 fc0 sc0 ls0 ws0">0</div><div class="c xbc y5b6 w22 h1e"><div class="t m0 x0 h4f y6c ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x77 h4f y5b5 ff3 fs14 fc0 sc0 ls0 ws0">0</div><div class="c xb y5b6 w23 h1e"><div class="t m0 x0 h4f y6c ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6f h4f y5b5 ff3 fs14 fc0 sc0 ls0 ws0">0</div><div class="c x4e y5b6 w22 h1e"><div class="t m0 x0 h4f y6c ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xcf h4f y5b5 ff3 fs14 fc0 sc0 ls0 ws0">0</div><div class="c xc0 y5b6 w23 h1e"><div class="t m0 x0 h4f y6c ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xd1 h4f y5b5 ff3 fs14 fc0 sc0 ls0 ws0">0</div><div class="c xc3 y5b6 w29 h1e"><div class="t m0 x0 h4f y6c ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xcd h4f y5b5 ff3 fs14 fc0 sc0 ls0 ws0">0</div><div class="c xc6 y5b6 w22 h1e"><div class="t m0 x0 h4f y6c ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xd2 h4f y5b5 ff3 fs14 fc0 sc0 ls0 ws0">0</div><div class="c xc7 y5b6 w22 h1e"><div class="t m0 x0 h4f y6c ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xbb h4f y5b7 ff3 fs14 fc0 sc0 ls0 ws0">Zmniejsze<span class="_ _17"></span>ni<span class="_ _5"></span>a z tytuł<span class="_ _17"></span>u<span class="_ _5"></span> sprzedaży<span class="_ _17"></span> <span class="_ _116"> </span>0</div><div class="c x58 y5b8 w2d h21"><div class="t m0 x0 h4f y6c ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x69 h4f y5b7 ff3 fs14 fc0 sc0 ls0 ws0">0</div><div class="c xbc y5b8 w22 h21"><div class="t m0 x0 h4f y6c ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x5a h4f y5b7 ff3 fs14 fc0 sc0 ls0 ws0">-414</div><div class="c xb y5b8 w23 h21"><div class="t m0 x0 h4f y6c ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6f h4f y5b7 ff3 fs14 fc0 sc0 ls0 ws0">0</div><div class="c x4e y5b8 w22 h21"><div class="t m0 x0 h4f y6c ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xcf h4f y5b7 ff3 fs14 fc0 sc0 ls0 ws0">0</div><div class="c xc0 y5b8 w23 h21"><div class="t m0 x0 h4f y6c ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xd1 h4f y5b7 ff3 fs14 fc0 sc0 ls0 ws0">0</div><div class="c xc3 y5b8 w29 h21"><div class="t m0 x0 h4f y6c ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xcd h4f y5b7 ff3 fs14 fc0 sc0 ls0 ws0">0</div><div class="c xc6 y5b8 w22 h21"><div class="t m0 x0 h4f y6c ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xb3 h4f y5b7 ff3 fs14 fc0 sc0 ls0 ws0">-414</div><div class="c xc7 y5b8 w22 h21"><div class="t m0 x0 h4f y6c ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xbb h4f y5b9 ff3 fs14 fc0 sc0 ls0 ws0">Zmniejsze<span class="_ _17"></span>ni<span class="_ _5"></span>a z tytuł<span class="_ _17"></span>u<span class="_ _5"></span> likwidacji <span class="_ _d"> </span>0</div><div class="c x58 y5ba w2d h1e"><div class="t m0 x0 h4f y85 ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x69 h4f y5b9 ff3 fs14 fc0 sc0 ls0 ws0">0</div><div class="c xbc y5ba w22 h1e"><div class="t m0 x0 h4f y85 ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xdb h4f y5b9 ff3 fs14 fc0 sc0 ls0 ws0">-8</div><div class="c xb y5ba w23 h1e"><div class="t m0 x0 h4f y85 ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6f h4f y5b9 ff3 fs14 fc0 sc0 ls0 ws0">0</div><div class="c x4e y5ba w22 h1e"><div class="t m0 x0 h4f y85 ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xb2 h4f y5b9 ff3 fs14 fc0 sc0 ls0 ws0">-53</div><div class="c xc0 y5ba w23 h1e"><div class="t m0 x0 h4f y85 ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xd1 h4f y5b9 ff3 fs14 fc0 sc0 ls0 ws0">0</div><div class="c xc3 y5ba w29 h1e"><div class="t m0 x0 h4f y85 ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xcd h4f y5b9 ff3 fs14 fc0 sc0 ls0 ws0">0</div><div class="c xc6 y5ba w22 h1e"><div class="t m0 x0 h4f y85 ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xdc h4f y5b9 ff3 fs14 fc0 sc0 ls0 ws0">-62</div><div class="c xc7 y5ba w22 h1e"><div class="t m0 x0 h4f y85 ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xbb h4f y5bb ff3 fs14 fc0 sc0 ls0 ws0">Inne k<span class="_ _17"></span>orekty <span class="_ _117"> </span>0</div><div class="c x58 y5bc w2d h1e"><div class="t m0 x0 h4f y6c ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x69 h4f y5bb ff3 fs14 fc0 sc0 ls0 ws0">0</div><div class="c xbc y5bc w22 h1e"><div class="t m0 x0 h4f y6c ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x77 h4f y5bb ff3 fs14 fc0 sc0 ls0 ws0">0</div><div class="c xb y5bc w23 h1e"><div class="t m0 x0 h4f y6c ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6f h4f y5bb ff3 fs14 fc0 sc0 ls0 ws0">0</div><div class="c x4e y5bc w22 h1e"><div class="t m0 x0 h4f y6c ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xcf h4f y5bb ff3 fs14 fc0 sc0 ls0 ws0">0</div><div class="c xc0 y5bc w23 h1e"><div class="t m0 x0 h4f y6c ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xd1 h4f y5bb ff3 fs14 fc0 sc0 ls0 ws0">0</div><div class="c xc3 y5bc w29 h1e"><div class="t m0 x0 h4f y6c ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xcd h4f y5bb ff3 fs14 fc0 sc0 ls0 ws0">0</div><div class="c xc6 y5bc w22 h1e"><div class="t m0 x0 h4f y6c ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xd2 h4f y5bb ff3 fs14 fc0 sc0 ls0 ws0">0</div><div class="c xc7 y5bc w22 h1e"><div class="t m0 x0 h4f y6c ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xbb h4f y5bd ff3 fs14 fc0 sc0 ls0 ws0">W<span class="_ _17"></span>artość bilansowa brutt<span class="_ _2"></span>o na k<span class="_ _17"></span>oniec okre<span class="_ _2"></span>su <span class="_ _118"> </span>6 004</div><div class="c x58 y5be w2d h1e"><div class="t m0 x0 h4f y6c ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xa9 h4f y5bd ff3 fs14 fc0 sc0 ls0 ws0">219</div><div class="c xbc y5be w22 h1e"><div class="t m0 x0 h4f y6c ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x25 h4f y5bd ff3 fs14 fc0 sc0 ls0 ws0">10 306</div><div class="c xb y5be w23 h1e"><div class="t m0 x0 h4f y6c ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xd5 h4f y5bd ff3 fs14 fc0 sc0 ls0 ws0">3 992</div><div class="c x4e y5be w22 h1e"><div class="t m0 x0 h4f y6c ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xc8 h4f y5bd ff3 fs14 fc0 sc0 ls0 ws0">1 479</div><div class="c xc0 y5be w23 h1e"><div class="t m0 x0 h4f y6c ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xc9 h4f y5bd ff3 fs14 fc0 sc0 ls0 ws0">1 965</div><div class="c xc3 y5be w29 h1e"><div class="t m0 x0 h4f y6c ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xca h4f y5bd ff3 fs14 fc0 sc0 ls0 ws0">171</div><div class="c xc6 y5be w22 h1e"><div class="t m0 x0 h4f y6c ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xcb h4f y5bd ff3 fs14 fc0 sc0 ls0 ws0">24 136</div><div class="c xc7 y5be w22 h1e"><div class="t m0 x0 h4f y6c ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xbb h4e y5bf ff4 fs14 fc0 sc0 ls0 ws0">W<span class="_ _17"></span>artość umorzenia<span class="_ _17"></span> na <span class="_ _5"></span>począ<span class="_ _17"></span>t<span class="_ _5"></span>ek okr<span class="_ _17"></span>esu <span class="_ _c6"> </span>-1 216</div><div class="c x58 y5c0 w2d h1e"><div class="t m0 x0 h4e y72 ff4 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x39 h4e y5bf ff4 fs14 fc0 sc0 ls0 ws0">-38</div><div class="c xbc y5c0 w22 h1e"><div class="t m0 x0 h4e y72 ff4 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6a h4e y5bf ff4 fs14 fc0 sc0 ls0 ws0">-4 522</div><div class="c xb y5c0 w23 h1e"><div class="t m0 x0 h4e y72 ff4 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x49 h4e y5bf ff4 fs14 fc0 sc0 ls0 ws0">-2 178</div><div class="c x4e y5c0 w22 h1e"><div class="t m0 x0 h4e y72 ff4 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xd3 h4e y5bf ff4 fs14 fc0 sc0 ls0 ws0">-786</div><div class="c xc0 y5c0 w23 h1e"><div class="t m0 x0 h4e y72 ff4 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xd1 h4e y5bf ff4 fs14 fc0 sc0 ls0 ws0">0</div><div class="c xc3 y5c0 w29 h1e"><div class="t m0 x0 h4e y72 ff4 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xcd h4e y5bf ff4 fs14 fc0 sc0 ls0 ws0">0</div><div class="c xc6 y5c0 w22 h1e"><div class="t m0 x0 h4e y72 ff4 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xd4 h4e y5bf ff4 fs14 fc0 sc0 ls0 ws0">-8 740</div><div class="c xc7 y5c0 w22 h1e"><div class="t m0 x0 h4e y72 ff4 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xbb h4f y5c1 ff3 fs14 fc0 sc0 ls0 ws0">Zwięks<span class="_ _17"></span>zenie amortyza<span class="_ _17"></span>c<span class="_ _5"></span>ji za<span class="_ _2"></span> okres<span class="sc2"> <span class="_ _119"> </span></span>-32</div><div class="c x58 y5c2 w2d h1e"><div class="t m0 x0 h4f y6c ff3 fs14 fc0 sc2 ls0 ws0"> </div></div><div class="t m0 xd7 h4f y5c1 ff3 fs14 fc0 sc0 ls0 ws0">-9</div><div class="c xbc y5c2 w22 h1e"><div class="t m0 x0 h4f y6c ff3 fs14 fc0 sc2 ls0 ws0"> </div></div><div class="t m0 x6a h4f y5c1 ff3 fs14 fc0 sc0 ls0 ws0">-1 266</div><div class="c xb y5c2 w23 h1e"><div class="t m0 x0 h4f y6c ff3 fs14 fc0 sc2 ls0 ws0"> </div></div><div class="t m0 x4f h4f y5c1 ff3 fs14 fc0 sc0 ls0 ws0">-795</div><div class="c x4e y5c2 w22 h1e"><div class="t m0 x0 h4f y6c ff3 fs14 fc0 sc2 ls0 ws0"> </div></div><div class="t m0 xd3 h4f y5c1 ff3 fs14 fc0 sc0 ls0 ws0">-217</div><div class="c xc0 y5c2 w23 h1e"><div class="t m0 x0 h4f y6c ff3 fs14 fc0 sc2 ls0 ws0"> </div></div><div class="t m0 xd1 h4f y5c1 ff3 fs14 fc0 sc0 ls0 ws0">0</div><div class="c xc3 y5c2 w29 h1e"><div class="t m0 x0 h4f y6c ff3 fs14 fc0 sc2 ls0 ws0"> </div></div><div class="t m0 xcd h4f y5c1 ff3 fs14 fc0 sc0 ls0 ws0">0</div><div class="c xc6 y5c2 w22 h1e"><div class="t m0 x0 h4f y6c ff3 fs14 fc0 sc2 ls0 ws0"> </div></div><div class="t m0 xd4 h4f y5c1 ff3 fs14 fc0 sc0 ls0 ws0">-2 318</div><div class="c xc7 y5c2 w22 h1e"><div class="t m0 x0 h4f y6c ff3 fs14 fc0 sc2 ls0 ws0"> </div></div><div class="t m0 xbb h4f y5c3 ff3 fs14 fc0 sc0 ls0 ws0">Zwięks<span class="_ _17"></span>zenia z tytułu po<span class="_ _17"></span>ł<span class="_ _5"></span>ączenia je<span class="_ _17"></span>dnostek gospodarczych<span class="_ _17"></span> <span class="_ _114"> </span>0</div><div class="c x58 y5c4 w2d h1e"><div class="t m0 x0 h4f y6c ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x69 h4f y5c3 ff3 fs14 fc0 sc0 ls0 ws0">0</div><div class="c xbc y5c4 w22 h1e"><div class="t m0 x0 h4f y6c ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x77 h4f y5c3 ff3 fs14 fc0 sc0 ls0 ws0">0</div><div class="c xb y5c4 w23 h1e"><div class="t m0 x0 h4f y6c ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6f h4f y5c3 ff3 fs14 fc0 sc0 ls0 ws0">0</div><div class="c x4e y5c4 w22 h1e"><div class="t m0 x0 h4f y6c ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xcf h4f y5c3 ff3 fs14 fc0 sc0 ls0 ws0">0</div><div class="c xc0 y5c4 w23 h1e"><div class="t m0 x0 h4f y6c ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xd1 h4f y5c3 ff3 fs14 fc0 sc0 ls0 ws0">0</div><div class="c xc3 y5c4 w29 h1e"><div class="t m0 x0 h4f y6c ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xcd h4f y5c3 ff3 fs14 fc0 sc0 ls0 ws0">0</div><div class="c xc6 y5c4 w22 h1e"><div class="t m0 x0 h4f y6c ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xd2 h4f y5c3 ff3 fs14 fc0 sc0 ls0 ws0">0</div><div class="c xc7 y5c4 w22 h1e"><div class="t m0 x0 h4f y6c ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xbb h4f y5c5 ff3 fs14 fc0 sc0 ls0 ws0">Reklasyfik<span class="_ _17"></span>acje <span class="_ _115"> </span>0</div><div class="c x58 y5c6 w2d h1e"><div class="t m0 x0 h4f y72 ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x69 h4f y5c5 ff3 fs14 fc0 sc0 ls0 ws0">0</div><div class="c xbc y5c6 w22 h1e"><div class="t m0 x0 h4f y72 ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x77 h4f y5c5 ff3 fs14 fc0 sc0 ls0 ws0">0</div><div class="c xb y5c6 w23 h1e"><div class="t m0 x0 h4f y72 ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6f h4f y5c5 ff3 fs14 fc0 sc0 ls0 ws0">0</div><div class="c x4e y5c6 w22 h1e"><div class="t m0 x0 h4f y72 ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xcf h4f y5c5 ff3 fs14 fc0 sc0 ls0 ws0">0</div><div class="c xc0 y5c6 w23 h1e"><div class="t m0 x0 h4f y72 ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xd1 h4f y5c5 ff3 fs14 fc0 sc0 ls0 ws0">0</div><div class="c xc3 y5c6 w29 h1e"><div class="t m0 x0 h4f y72 ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xcd h4f y5c5 ff3 fs14 fc0 sc0 ls0 ws0">0</div><div class="c xc6 y5c6 w22 h1e"><div class="t m0 x0 h4f y72 ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xd2 h4f y5c5 ff3 fs14 fc0 sc0 ls0 ws0">0</div><div class="c xc7 y5c6 w22 h1e"><div class="t m0 x0 h4f y72 ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xbb h4f y5c7 ff3 fs14 fc0 sc0 ls0 ws0">Zmniejsze<span class="_ _17"></span>ni<span class="_ _5"></span>e/zwięk<span class="_ _17"></span>szenie z tyt<span class="_ _2"></span>ułu aportu Z<span class="_ _17"></span>CP <span class="_ _2b"> </span>0</div><div class="c x58 y5c8 w2d h1e"><div class="t m0 x0 h4f y6c ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x69 h4f y5c7 ff3 fs14 fc0 sc0 ls0 ws0">0</div><div class="c xbc y5c8 w22 h1e"><div class="t m0 x0 h4f y6c ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x77 h4f y5c7 ff3 fs14 fc0 sc0 ls0 ws0">0</div><div class="c xb y5c8 w23 h1e"><div class="t m0 x0 h4f y6c ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6f h4f y5c7 ff3 fs14 fc0 sc0 ls0 ws0">0</div><div class="c x4e y5c8 w22 h1e"><div class="t m0 x0 h4f y6c ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xcf h4f y5c7 ff3 fs14 fc0 sc0 ls0 ws0">0</div><div class="c xc0 y5c8 w23 h1e"><div class="t m0 x0 h4f y6c ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xd1 h4f y5c7 ff3 fs14 fc0 sc0 ls0 ws0">0</div><div class="c xc3 y5c8 w29 h1e"><div class="t m0 x0 h4f y6c ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xcd h4f y5c7 ff3 fs14 fc0 sc0 ls0 ws0">0</div><div class="c xc6 y5c8 w22 h1e"><div class="t m0 x0 h4f y6c ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xd2 h4f y5c7 ff3 fs14 fc0 sc0 ls0 ws0">0</div><div class="c xc7 y5c8 w22 h1e"><div class="t m0 x0 h4f y6c ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xbb h4f y5c9 ff3 fs14 fc0 sc0 ls0 ws0">Zmniejsze<span class="_ _17"></span>ni<span class="_ _5"></span>a z tytuł<span class="_ _17"></span>u<span class="_ _5"></span> likwidacji <span class="_ _d"> </span>0</div><div class="c x58 y5ca w2d h5d"><div class="t m0 x0 h4f y92 ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x69 h4f y5c9 ff3 fs14 fc0 sc0 ls0 ws0">0</div><div class="c xbc y5ca w22 h5d"><div class="t m0 x0 h4f y92 ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x77 h4f y5c9 ff3 fs14 fc0 sc0 ls0 ws0">0</div><div class="c xb y5ca w23 h5d"><div class="t m0 x0 h4f y92 ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x70 h4f y5c9 ff3 fs14 fc0 sc0 ls0 ws0">88</div><div class="c x4e y5ca w22 h5d"><div class="t m0 x0 h4f y92 ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xda h4f y5c9 ff3 fs14 fc0 sc0 ls0 ws0">30</div><div class="c xc0 y5ca w23 h5d"><div class="t m0 x0 h4f y92 ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xd1 h4f y5c9 ff3 fs14 fc0 sc0 ls0 ws0">0</div><div class="c xc3 y5ca w29 h5d"><div class="t m0 x0 h4f y92 ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xcd h4f y5c9 ff3 fs14 fc0 sc0 ls0 ws0">0</div><div class="c xc6 y5ca w22 h5d"><div class="t m0 x0 h4f y92 ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xaf h4f y5c9 ff3 fs14 fc0 sc0 ls0 ws0">118</div><div class="c xc7 y5ca w22 h5d"><div class="t m0 x0 h4f y92 ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xbb h4f y5cb ff3 fs14 fc0 sc0 ls0 ws0">Zmniejsze<span class="_ _17"></span>ni<span class="_ _5"></span>a z tytuł<span class="_ _17"></span>u<span class="_ _5"></span> sprzedaży<span class="_ _17"></span> <span class="_ _116"> </span>0</div><div class="c x58 y5cc w2d h1e"><div class="t m0 x0 h4f y85 ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x69 h4f y5cb ff3 fs14 fc0 sc0 ls0 ws0">0</div><div class="c xbc y5cc w22 h1e"><div class="t m0 x0 h4f y85 ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xd8 h4f y5cb ff3 fs14 fc0 sc0 ls0 ws0">414</div><div class="c xb y5cc w23 h1e"><div class="t m0 x0 h4f y85 ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6f h4f y5cb ff3 fs14 fc0 sc0 ls0 ws0">0</div><div class="c x4e y5cc w22 h1e"><div class="t m0 x0 h4f y85 ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xcf h4f y5cb ff3 fs14 fc0 sc0 ls0 ws0">0</div><div class="c xc0 y5cc w23 h1e"><div class="t m0 x0 h4f y85 ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xd1 h4f y5cb ff3 fs14 fc0 sc0 ls0 ws0">0</div><div class="c xc3 y5cc w29 h1e"><div class="t m0 x0 h4f y85 ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xcd h4f y5cb ff3 fs14 fc0 sc0 ls0 ws0">0</div><div class="c xc6 y5cc w22 h1e"><div class="t m0 x0 h4f y85 ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xaf h4f y5cb ff3 fs14 fc0 sc0 ls0 ws0">414</div><div class="c xc7 y5cc w22 h1e"><div class="t m0 x0 h4f y85 ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xbb h4f y5cd ff3 fs14 fc0 sc0 ls0 ws0">Inne k<span class="_ _17"></span>orekty <span class="_ _117"> </span>0</div><div class="c x58 y5ce w2d h1e"><div class="t m0 x0 h4f y92 ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x69 h4f y5cd ff3 fs14 fc0 sc0 ls0 ws0">0</div><div class="c xbc y5ce w22 h1e"><div class="t m0 x0 h4f y92 ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x77 h4f y5cd ff3 fs14 fc0 sc0 ls0 ws0">0</div><div class="c xb y5ce w23 h1e"><div class="t m0 x0 h4f y92 ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6f h4f y5cd ff3 fs14 fc0 sc0 ls0 ws0">0</div><div class="c x4e y5ce w22 h1e"><div class="t m0 x0 h4f y92 ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xcf h4f y5cd ff3 fs14 fc0 sc0 ls0 ws0">0</div><div class="c xc0 y5ce w23 h1e"><div class="t m0 x0 h4f y92 ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xd1 h4f y5cd ff3 fs14 fc0 sc0 ls0 ws0">0</div><div class="c xc3 y5ce w29 h1e"><div class="t m0 x0 h4f y92 ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xcd h4f y5cd ff3 fs14 fc0 sc0 ls0 ws0">0</div><div class="c xc6 y5ce w22 h1e"><div class="t m0 x0 h4f y92 ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xd2 h4f y5cd ff3 fs14 fc0 sc0 ls0 ws0">0</div><div class="c xc7 y5ce w22 h1e"><div class="t m0 x0 h4f y92 ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xbb h4f y5cf ff3 fs14 fc0 sc0 ls0 ws0">W<span class="_ _17"></span>artość umorzen<span class="_ _17"></span>i<span class="_ _5"></span>a na k<span class="_ _17"></span>oniec okre<span class="_ _17"></span>su <span class="_ _36"> </span>-1 248</div><div class="c x58 y5d0 w2d h23"><div class="t m0 x0 h4f y8d ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x39 h4f y5cf ff3 fs14 fc0 sc0 ls0 ws0">-46</div><div class="c xbc y5d0 w22 h23"><div class="t m0 x0 h4f y8d ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6a h4f y5cf ff3 fs14 fc0 sc0 ls0 ws0">-5 374</div><div class="c xb y5d0 w23 h23"><div class="t m0 x0 h4f y8d ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x96 h4f y5cf ff3 fs14 fc0 sc0 ls0 ws0">-2 885</div><div class="c x4e y5d0 w22 h23"><div class="t m0 x0 h4f y8d ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xd3 h4f y5cf ff3 fs14 fc0 sc0 ls0 ws0">-973</div><div class="c xc0 y5d0 w23 h23"><div class="t m0 x0 h4f y8d ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xd1 h4f y5cf ff3 fs14 fc0 sc0 ls0 ws0">0</div><div class="c xc3 y5d0 w29 h23"><div class="t m0 x0 h4f y8d ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xcd h4f y5cf ff3 fs14 fc0 sc0 ls0 ws0">0</div><div class="c xc6 y5d0 w22 h23"><div class="t m0 x0 h4f y8d ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xd6 h4f y5cf ff3 fs14 fc0 sc0 ls0 ws0">-10 525</div><div class="c xc7 y5d0 w22 h23"><div class="t m0 x0 h4f y8d ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xbb h4f y5d1 ff3 fs14 fc0 sc0 ls0 ws0">W<span class="_ _17"></span>artość odpisów akt<span class="_ _17"></span>u<span class="_ _5"></span>alizując<span class="_ _17"></span>ych na początek okr<span class="_ _17"></span>esu <span class="_ _e9"> </span>0</div><div class="c x58 y5d2 w2d h1e"><div class="t m0 x0 h4f y8d ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x69 h4f y5d1 ff3 fs14 fc0 sc0 ls0 ws0">0</div><div class="c xbc y5d2 w22 h1e"><div class="t m0 x0 h4f y8d ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x77 h4f y5d1 ff3 fs14 fc0 sc0 ls0 ws0">0</div><div class="c xb y5d2 w23 h1e"><div class="t m0 x0 h4f y8d ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6f h4f y5d1 ff3 fs14 fc0 sc0 ls0 ws0">0</div><div class="c x4e y5d2 w22 h1e"><div class="t m0 x0 h4f y8d ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xcf h4f y5d1 ff3 fs14 fc0 sc0 ls0 ws0">0</div><div class="c xc0 y5d2 w23 h1e"><div class="t m0 x0 h4f y8d ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xd1 h4f y5d1 ff3 fs14 fc0 sc0 ls0 ws0">0</div><div class="c xc3 y5d2 w29 h1e"><div class="t m0 x0 h4f y8d ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xcd h4f y5d1 ff3 fs14 fc0 sc0 ls0 ws0">0</div><div class="c xc6 y5d2 w22 h1e"><div class="t m0 x0 h4f y8d ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xd2 h4f y5d1 ff3 fs14 fc0 sc0 ls0 ws0">0</div><div class="c xc7 y5d2 w22 h1e"><div class="t m0 x0 h4f y8d ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xbb h4f y5d3 ff3 fs14 fc0 sc0 ls0 ws0">Zwięks<span class="_ _17"></span>zenia w ciągu okres<span class="_ _17"></span>u <span class="_ _11a"> </span>0</div><div class="c x58 y5d4 w2d h1e"><div class="t m0 x0 h4f y8a ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x69 h4f y5d3 ff3 fs14 fc0 sc0 ls0 ws0">0</div><div class="c xbc y5d4 w22 h1e"><div class="t m0 x0 h4f y8a ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x77 h4f y5d3 ff3 fs14 fc0 sc0 ls0 ws0">0</div><div class="c xb y5d4 w23 h1e"><div class="t m0 x0 h4f y8a ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6f h4f y5d3 ff3 fs14 fc0 sc0 ls0 ws0">0</div><div class="c x4e y5d4 w22 h1e"><div class="t m0 x0 h4f y8a ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xcf h4f y5d3 ff3 fs14 fc0 sc0 ls0 ws0">0</div><div class="c xc0 y5d4 w23 h1e"><div class="t m0 x0 h4f y8a ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xd1 h4f y5d3 ff3 fs14 fc0 sc0 ls0 ws0">0</div><div class="c xc3 y5d4 w29 h1e"><div class="t m0 x0 h4f y8a ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xcd h4f y5d3 ff3 fs14 fc0 sc0 ls0 ws0">0</div><div class="c xc6 y5d4 w22 h1e"><div class="t m0 x0 h4f y8a ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xd2 h4f y5d3 ff3 fs14 fc0 sc0 ls0 ws0">0</div><div class="c xc7 y5d4 w22 h1e"><div class="t m0 x0 h4f y8a ff3 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xbb h4e y5d5 ff4 fs14 fc0 sc0 ls0 ws0">W<span class="_ _17"></span>artość odpisów aktual<span class="_ _17"></span>iz<span class="_ _5"></span>ując<span class="_ _2"></span>yc<span class="_ _2"></span>h na k<span class="_ _17"></span>oniec okresu <span class="_ _27"> </span>0</div><div class="c x58 y5d6 w2d h26"><div class="t m0 x0 h4e y8d ff4 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x69 h4e y5d5 ff4 fs14 fc0 sc0 ls0 ws0">0</div><div class="c xbc y5d6 w22 h26"><div class="t m0 x0 h4e y8d ff4 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x77 h4e y5d5 ff4 fs14 fc0 sc0 ls0 ws0">0</div><div class="c xb y5d6 w23 h26"><div class="t m0 x0 h4e y8d ff4 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6f h4e y5d5 ff4 fs14 fc0 sc0 ls0 ws0">0</div><div class="c x4e y5d6 w22 h26"><div class="t m0 x0 h4e y8d ff4 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xcf h4e y5d5 ff4 fs14 fc0 sc0 ls0 ws0">0</div><div class="c xc0 y5d6 w23 h26"><div class="t m0 x0 h4e y8d ff4 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xd1 h4e y5d5 ff4 fs14 fc0 sc0 ls0 ws0">0</div><div class="c xc3 y5d6 w29 h26"><div class="t m0 x0 h4e y8d ff4 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xcd h4e y5d5 ff4 fs14 fc0 sc0 ls0 ws0">0</div><div class="c xc6 y5d6 w22 h26"><div class="t m0 x0 h4e y8d ff4 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xd2 h4e y5d5 ff4 fs14 fc0 sc0 ls0 ws0">0</div><div class="c xc7 y5d6 w22 h26"><div class="t m0 x0 h4e y8d ff4 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xbb h4e y5d7 ff4 fs14 fc0 sc0 ls0 ws0">W<span class="_ _17"></span>artość netto na k<span class="_ _17"></span>oniec okresu<span class="_ _17"></span> <span class="_ _b6"> </span>4 756</div><div class="c x58 y5d8 w2d h26"><div class="t m0 x0 h4e y8a ff4 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xa9 h4e y5d7 ff4 fs14 fc0 sc0 ls0 ws0">173</div><div class="c xbc y5d8 w22 h26"><div class="t m0 x0 h4e y8a ff4 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x60 h4e y5d7 ff4 fs14 fc0 sc0 ls0 ws0">4 933</div><div class="c xb y5d8 w23 h26"><div class="t m0 x0 h4e y8a ff4 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xd5 h4e y5d7 ff4 fs14 fc0 sc0 ls0 ws0">1 108</div><div class="c x4e y5d8 w22 h26"><div class="t m0 x0 h4e y8a ff4 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xcc h4e y5d7 ff4 fs14 fc0 sc0 ls0 ws0">506</div><div class="c xc0 y5d8 w23 h26"><div class="t m0 x0 h4e y8a ff4 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xc9 h4e y5d7 ff4 fs14 fc0 sc0 ls0 ws0">1 965</div><div class="c xc3 y5d8 w29 h26"><div class="t m0 x0 h4e y8a ff4 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xca h4e y5d7 ff4 fs14 fc0 sc0 ls0 ws0">171</div><div class="c xc6 y5d8 w22 h26"><div class="t m0 x0 h4e y8a ff4 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xcb h4e y5d7 ff4 fs14 fc0 sc0 ls0 ws0">13 611</div><div class="c xc7 y5d8 w22 h26"><div class="t m0 x0 h4e y8a ff4 fs14 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xb7 h5e y5d9 ff4 fs18 fc2 sc0 ls0 ws0"> </div></div><div class="pi" ></div></div><div id="pf2e" class="pf w0 h0" ><div class="pc pc2e w0 h0"><img class="bi x11 y5da wc h5f" alt="" 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"/><div class="t m0 x1 h2 y1 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h2 y5db ff1 fs0 fc1 sc0 ls0 ws0">Jednostkowe sprawozdanie ﬁnansowe Dekpol Budownictwo sp. z o.o.  <span class="_ _17"></span> <span class="_ _1"> </span> <span class="_ _1"> </span>za okres od 01.01.2023 do 31.12.2023 <span class="_ _57"> </span> <span class="_ _1"> </span> <span class="_ _1"> </span> <span class="_ _1"> </span> <span class="_ _4f"> </span> <span class="_ _1"> </span> <span class="_ _1"> </span> <span class="_ _1"> </span> <span class="_ _4f"> </span> <span class="_ _1"> </span> <span class="_ _1"> </span> </div><div class="t m0 xdd h5 y5dc ff1 fs2 fc0 sc0 ls0 ws0">46 </div><div class="t m0 x13 h18 y56 ff1 fs9 fc6 sc0 ls0 ws0">Wprowadzenie </div><div class="t m0 x15 h18 y59 ff1 fs9 fc6 sc0 ls0 ws0">Sprawozdanie  </div><div class="t m0 x15 h18 y5a ff1 fs9 fc6 sc0 ls0 ws0">z sytuacji </div><div class="t m0 x15 h18 y5b ff1 fs9 fc6 sc0 ls0 ws0"> ﬁnansowej </div><div class="t m0 x17 h18 y5f ff1 fs9 fc6 sc0 ls0 ws0">Sprawozdanie  </div><div class="t m0 x17 h18 y60 ff1 fs9 fc6 sc0 ls0 ws0">z przepływów </div><div class="t m0 x17 h18 y61 ff1 fs9 fc6 sc0 ls0 ws0">pieniężnych </div><div class="t m0 x18 h18 y5c ff1 fs9 fc6 sc0 ls0 ws0">Sprawozdanie  </div><div class="t m0 x18 h18 y5d ff1 fs9 fc6 sc0 ls0 ws0">ze zmian w kapitale </div><div class="t m0 x18 h18 y5e ff1 fs9 fc6 sc0 ls0 ws0">własnym </div><div class="t m0 x19 h16 y62 ff4 fs9 fc5 sc0 ls0 ws0">Dodatkowe  </div><div class="t m0 x19 h16 y63 ff4 fs9 fc5 sc0 ls0 ws0">noty  </div><div class="t m0 x19 h16 y64 ff4 fs9 fc5 sc0 ls0 ws0">objaśniające </div><div class="t m0 x16 h18 y5c ff1 fs9 fc6 sc0 ls0 ws0">Sprawozdanie  </div><div class="t m0 x16 h18 y5d ff1 fs9 fc6 sc0 ls0 ws0">z całkowitych  </div><div class="t m0 x16 h18 y5e ff1 fs9 fc6 sc0 ls0 ws0">dochodów </div><div class="t m0 x1 h12 y3f2 ff4 fs7 fc4 sc0 ls0 ws0">2. <span class="_ _5"></span>Nieruchomości inwesty<span class="_ _17"></span>c<span class="_ _17"></span>y<span class="_ _5"></span>jne </div><div class="t m0 x1 h28 y4f4 ff4 fsc fc2 sc0 ls0 ws0">2.1. <span class="_ _58"> </span>Nieruchomości i<span class="_ _17"></span>nwesty<span class="_ _17"></span>cyjne<span class="_ _17"></span> </div><div class="t m0 x6 h1d yad ff4 fsb fc0 sc0 ls0 ws0">Opis <span class="_ _98"> </span>31.12.202<span class="_ _2"></span>3</div><div class="c xde y561 w24 h1e"><div class="t m0 x0 h1d y6c ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6b h1d yad ff4 fsb fc0 sc0 ls0 ws0">31.12.2022</div><div class="c x4e y561 w25 h1e"><div class="t m0 x0 h1d y6c ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y562 ff3 fsb fc0 sc0 ls0 ws0">Grunty nie oddane <span class="_ _17"></span>w najem <span class="_ _11b"> </span>0</div><div class="c xde y563 w24 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6f h1b y562 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x4e y563 w25 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y564 ff3 fsb fc0 sc0 ls0 ws0">Nieruchomości oddan<span class="_ _17"></span>e w najem <span class="_ _11c"> </span>31 766</div><div class="c xde y565 w24 h23"><div class="t m0 x0 h1b y72 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6d h1b y564 ff3 fsb fc0 sc0 ls0 ws0">31 754</div><div class="c x4e y565 w25 h23"><div class="t m0 x0 h1b y72 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y566 ff3 fsb fc0 sc0 ls0 ws0">Zaliczki na nier<span class="_ _2"></span>uchomości inw<span class="_ _17"></span>estycyjne <span class="_ _11d"> </span>0</div><div class="c xde y567 w24 h22"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6f h1b y566 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x4e y567 w25 h22"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1d y568 ff4 fsb fc0 sc0 ls0 ws0">W<span class="_ _17"></span>artość bilansowa <span class="_ _17"></span>n<span class="_ _5"></span>etto <span class="_ _a3"> </span>31 766</div><div class="c xde y569 w24 h21"><div class="t m0 x0 h1d y6c ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6d h1d y568 ff4 fsb fc0 sc0 ls0 ws0">31 754</div><div class="c x4e y569 w25 h21"><div class="t m0 x0 h1d y6c ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x1 h28 y5dd ff4 fsc fc2 sc0 ls0 ws0">2.2. Nieruch<span class="_ _2"></span>omości in<span class="_ _17"></span>westyc<span class="_ _17"></span>yjne w okr<span class="_ _17"></span>esie spra<span class="_ _17"></span>wozda<span class="_ _7"></span>wc<span class="_ _5"></span>zym<span class="_ _17"></span> </div><div class="t m0 x6 h1d y140 ff4 fsb fc0 sc0 ls0 ws0">Opis </div><div class="t m0 xdf h1d y5de ff4 fsb fc0 sc0 ls0 ws0">Grunty nie odda<span class="_ _2"></span>ne </div><div class="t m0 x56 h1d y140 ff4 fsb fc0 sc0 ls0 ws0">w najem</div><div class="c xe0 y5df w24 h22"><div class="t m0 x0 h1d y72 ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xe1 h1d y5e0 ff4 fsb fc0 sc0 ls0 ws0">Nieruchomości in-</div><div class="t m0 xe2 h1d y5de ff4 fsb fc0 sc0 ls0 ws0">westyc<span class="_ _17"></span>yjne od-</div><div class="t m0 xe3 h1d y140 ff4 fsb fc0 sc0 ls0 ws0">dane w najem</div><div class="c xe4 y5df w2d h22"><div class="t m0 x0 h1d y72 ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x28 h1d y5e0 ff4 fsb fc0 sc0 ls0 ws0">Zaliczki na nier<span class="_ _2"></span>u-</div><div class="t m0 x33 h1d y5de ff4 fsb fc0 sc0 ls0 ws0">chomości in-</div><div class="t m0 x3 h1d y140 ff4 fsb fc0 sc0 ls0 ws0">westyc<span class="_ _17"></span>yjne</div><div class="c x29 y5df w24 h22"><div class="t m0 x0 h1d y72 ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xe5 h1d y140 ff4 fsb fc0 sc0 ls0 ws0">Razem</div><div class="c x4e y5df w25 h22"><div class="t m0 x0 h1d y72 ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y3ea ff3 fsb fc0 sc0 ls0 ws0">Nieruchomości in<span class="_ _2"></span>westyc<span class="_ _17"></span>yjne na początek </div><div class="t m0 x6 h1b y5e1 ff3 fsb fc0 sc0 ls0 ws0">okresu<span class="_ _2"></span> <span class="_ _94"> </span>0</div><div class="c xe0 y5e2 w24 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xb4 h1b y5e1 ff3 fsb fc0 sc0 ls0 ws0">31 754</div><div class="c xe4 y5e2 w2d h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x60 h1b y5e1 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x29 y5e2 w24 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6d h1b y5e1 ff3 fsb fc0 sc0 ls0 ws0">31 754</div><div class="c x4e y5e2 w25 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y5e3 ff3 fsb fc0 sc0 ls0 ws0">Nabycie <span class="_ _2"></span>nieruchomości<span class="_ _2"></span> <span class="_ _11e"> </span>0</div><div class="c xe0 y5e4 w24 h26"><div class="t m0 x0 h1b y8a ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x81 h1b y5e3 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c xe4 y5e4 w2d h26"><div class="t m0 x0 h1b y8a ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x60 h1b y5e3 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x29 y5e4 w24 h26"><div class="t m0 x0 h1b y8a ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6f h1b y5e3 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x4e y5e4 w25 h26"><div class="t m0 x0 h1b y8a ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y5e5 ff3 fsb fc0 sc0 ls0 ws0">Odwrócenie odp<span class="_ _17"></span>isu z tytułu utraty <span class="_ _17"></span>w<span class="_ _5"></span>artości<span class="_ _2"></span> <span class="_ _11f"> </span>0</div><div class="c xe0 y5e6 w24 h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x81 h1b y5e5 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c xe4 y5e6 w2d h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x60 h1b y5e5 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x29 y5e6 w24 h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6f h1b y5e5 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x4e y5e6 w25 h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y5e7 ff3 fsb fc0 sc0 ls0 ws0">Odpis z tytułu ut<span class="_ _17"></span>raty wartości (-) <span class="_ _105"> </span>0</div><div class="c xe0 y5e8 w24 h1e"><div class="t m0 x0 h1b y8a ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x81 h1b y5e7 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c xe4 y5e8 w2d h1e"><div class="t m0 x0 h1b y8a ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x60 h1b y5e7 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x29 y5e8 w24 h1e"><div class="t m0 x0 h1b y8a ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6f h1b y5e7 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x4e y5e8 w25 h1e"><div class="t m0 x0 h1b y8a ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y5e9 ff3 fsb fc0 sc0 ls0 ws0">Inne zmiany<span class="_ _2"></span> (reklas<span class="_ _17"></span>yfikacje,<span class="_ _17"></span> przeniesienia itp<span class="_ _17"></span>.) </div><div class="t m0 x6 h1b y5ea ff3 fsb fc0 sc0 ls0 ws0">(+/-) <span class="_ _120"> </span>0</div><div class="c xe0 y5eb w24 h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x81 h1b y5ea ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c xe4 y5eb w2d h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x60 h1b y5ea ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x29 y5eb w24 h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6f h1b y5ea ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x4e y5eb w25 h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y5ec ff3 fsb fc0 sc0 ls0 ws0">Przesza<span class="_ _17"></span>cowanie do wartości<span class="_ _2"></span> godziwej (+/-)<span class="_ _17"></span> <span class="_ _121"> </span>0</div><div class="c xe0 y5ed w24 h1e"><div class="t m0 x0 h1b y85 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xe6 h1b y5ec ff3 fsb fc0 sc0 ls0 ws0">12</div><div class="c xe4 y5ed w2d h1e"><div class="t m0 x0 h1b y85 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x60 h1b y5ec ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x29 y5ed w24 h1e"><div class="t m0 x0 h1b y85 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x70 h1b y5ec ff3 fsb fc0 sc0 ls0 ws0">12</div><div class="c x4e y5ed w25 h1e"><div class="t m0 x0 h1b y85 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1d y5ee ff4 fsb fc0 sc0 ls0 ws0">Nieruchomości in<span class="_ _17"></span>westyc<span class="_ _2"></span>yjne na k<span class="_ _17"></span>oniec </div><div class="t m0 x6 h1d y1e7 ff4 fsb fc0 sc0 ls0 ws0">okresu<span class="_ _2"></span> <span class="_ _b7"> </span>0</div><div class="c xe0 y5ef w24 h1e"><div class="t m0 x0 h1d y8d ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xb4 h1d y1e7 ff4 fsb fc0 sc0 ls0 ws0">31 766</div><div class="c xe4 y5ef w2d h1e"><div class="t m0 x0 h1d y8d ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x60 h1d y1e7 ff4 fsb fc0 sc0 ls0 ws0">0</div><div class="c x29 y5ef w24 h1e"><div class="t m0 x0 h1d y8d ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6d h1d y1e7 ff4 fsb fc0 sc0 ls0 ws0">31 766</div><div class="c x4e y5ef w25 h1e"><div class="t m0 x0 h1d y8d ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x1 h4 y5f0 ff3 fs1 fc0 sc0 ls0 ws0">Nieruchomości objęte wyceną w okresie spra<span class="_ _17"></span>wozda<span class="_ _17"></span>wczym to<span class="_ _5"></span> nieruchomości położo<span class="_ _2"></span>ne w T<span class="_ _55"></span>oruniu i Pinczynie. </div><div class="t m0 x1 h4 y380 ff3 fs1 fc0 sc0 ls0 ws0">W<span class="_ _17"></span>artość <span class="_ _32"></span>nieruchomo<span class="_ _5"></span>ści <span class="_ _5"></span>grunt<span class="_ _5"></span>owej <span class="_ _5"></span>położonej <span class="_ _32"></span>w <span class="_ _32"></span>Pinczynie<span class="_ _5"></span> <span class="_ _5"></span>n<span class="_ _5"></span>a <span class="_ _32"></span>ul. <span class="_ _2f"></span>Gajowej <span class="_ _5"></span>o<span class="_ _5"></span> <span class="_ _32"></span>powierzchni <span class="_ _5"></span>d<span class="_ _5"></span>ziałki <span class="_ _32"></span>6 <span class="_ _32"></span>992 <span class="_ _2f"></span>m2 <span class="_ _32"></span>zabudowane<span class="_ _5"></span>j </div><div class="t m0 x1 h4 y107 ff3 fs1 fc0 sc0 ls0 ws0">halą <span class="_ _2f"></span>produk<span class="_ _17"></span>cyjno-magazynowa <span class="_ _32"></span>z <span class="_ _44"></span>częścią <span class="_ _32"></span>biurową <span class="_ _32"></span>o <span class="_ _2f"></span>powierzchni <span class="_ _32"></span>użytk<span class="_ _2"></span>owej <span class="_ _32"></span>2121,50 <span class="_ _2f"></span>m2, <span class="_ _2f"></span>numer <span class="_ _2f"></span>księgi <span class="_ _32"></span>wieczystej <span class="_ _2f"></span>KW </div><div class="t m0 x1 h4 y108 ff3 fs1 fc0 sc0 ls0 ws0">GD1A/00015721/5, <span class="_ _17"></span>została <span class="_ _17"></span>ustalon<span class="_ _5"></span>a n<span class="_ _17"></span>a podsta<span class="_ _17"></span>wie oper<span class="_ _17"></span>atu sz<span class="_ _17"></span>acunkowe<span class="_ _17"></span>g<span class="_ _5"></span>o <span class="_ _17"></span>n<span class="_ _5"></span>iez<span class="_ _17"></span>ależnego <span class="_ _17"></span>rzeczozna<span class="_ _17"></span>wcy<span class="_ _17"></span>. <span class="_ _17"></span>Na <span class="_ _2"></span>potrzeby <span class="_ _7"></span>wy-</div><div class="t m0 x1 h4 y381 ff3 fs1 fc0 sc0 ls0 ws0">ceny <span class="_ _17"></span>nieruchomości gru<span class="_ _17"></span>n<span class="_ _5"></span>towej <span class="_ _17"></span>zabudowanej zasto<span class="_ _2"></span>sowano p<span class="_ _17"></span>od<span class="_ _5"></span>ejście <span class="_ _17"></span>porównawcze<span class="_ _17"></span>, <span class="_ _2"></span>metodę <span class="_ _17"></span>po<span class="_ _5"></span>równy<span class="_ _17"></span>wa<span class="_ _5"></span>nia <span class="_ _17"></span>parami, <span class="_ _17"></span>n<span class="_ _5"></span>a-</div><div class="t m0 x1 h4 y5f1 ff3 fs1 fc0 sc0 ls0 ws0">tomiast d<span class="_ _5"></span>la o<span class="_ _5"></span>kreślenia wartoś<span class="_ _5"></span>ci rynko<span class="_ _17"></span>wej <span class="_ _5"></span>nieruchomoś<span class="_ _5"></span>ci g<span class="_ _5"></span>runtowej z <span class="_ _5"></span>wyłączeniem za<span class="_ _5"></span>budowań <span class="_ _5"></span>zastosowano pod<span class="_ _5"></span>ejście </div><div class="t m0 x1 h4 y5f2 ff3 fs1 fc0 sc0 ls0 ws0">porównawc<span class="_ _17"></span>ze, metodę k<span class="_ _17"></span>orygowania cen<span class="_ _17"></span>y średniej. </div><div class="t m0 x1 h2b y5f3 ff2 fsa fc2 sc3 ls0 ws0">Me<span class="_ _5"></span>to<span class="_ _5"></span>da <span class="_ _32"></span>po<span class="_ _32"></span>ró<span class="_ _5"></span>wny<span class="_ _5"></span>wania <span class="_ _5"></span>parami<span class="_ _b"> </span> </div><div class="t m0 x1 h4 y237 ff3 fs1 fc0 sc0 ls0 ws0">Przy <span class="_ _44"></span>stosowaniu <span class="_ _2f"></span>metod<span class="_ _5"></span>y <span class="_ _2f"></span>porównywania <span class="_ _44"></span>parami <span class="_ _2f"></span>porównuje <span class="_ _44"></span>obie<span class="_ _5"></span>kt <span class="_ _2f"></span>wyceniany <span class="_ _2f"></span>–<span class="_ _5"></span> <span class="_ _2f"></span>k<span class="_ _5"></span>tórego <span class="_ _44"></span>cechy <span class="_ _2f"></span>są <span class="_ _44"></span>zna<span class="_ _5"></span>ne, <span class="_ _2f"></span>lecz <span class="_ _44"></span>nie <span class="_ _44"></span>jest </div><div class="t m0 x1 h4 y271 ff3 fs1 fc0 sc0 ls0 ws0">znana <span class="_ _17"></span>jego <span class="_ _17"></span>wartość <span class="_ _17"></span>–<span class="_ _5"></span> <span class="_ _7"></span>kolejno <span class="_ _7"></span>z obiektami, <span class="_ _7"></span>które <span class="_ _17"></span>były <span class="_ _17"></span>przedmiotem <span class="_ _17"></span>obrotu <span class="_ _7"></span>rynkowego <span class="_ _7"></span>i <span class="_ _17"></span>których <span class="_ _17"></span>ce<span class="_ _5"></span>ch<span class="_ _2"></span>y <span class="_ _17"></span>są <span class="_ _17"></span>znan<span class="_ _5"></span>e, <span class="_ _7"></span>jak <span class="_ _17"></span>również </div><div class="t m0 x1 h4 y5f4 ff3 fs1 fc0 sc0 ls0 ws0">ceny uzy<span class="_ _17"></span>s<span class="_ _5"></span>kane w obrocie<span class="_ _17"></span>. </div><div class="t m0 x1 h4 y5f5 ff3 fs1 fc0 sc0 ls0 ws0">Określenie wartości <span class="_ _17"></span>rynk<span class="_ _17"></span>owej nieruchomości lub <span class="_ _17"></span>prawa <span class="_ _17"></span>majątko<span class="_ _2"></span>wego wymaga z<span class="_ _17"></span>realizowania <span class="_ _17"></span>p<span class="_ _5"></span>ewnej proc<span class="_ _17"></span>e<span class="_ _5"></span>dury<span class="_ _7"></span>. Jest <span class="_ _17"></span>to:<span class="_ _5"></span> </div><div class="t m0 x3b h4 y5f6 ff3 fs1 fc0 sc0 ls0 ws0">1.<span class="ff8"> <span class="_ _45"> </span></span>wybór obiektów porówna<span class="_ _17"></span>wczych, </div><div class="t m0 x3b h4 y5f7 ff3 fs1 fc0 sc0 ls0 ws0">2.<span class="ff8"> <span class="_ _45"> </span></span>określenie zesta<span class="_ _17"></span>wu cech do porównania i wybór jednostki porówna<span class="_ _17"></span>wczej, </div><div class="t m0 x3b h4 y5f8 ff3 fs1 fc0 sc0 ls0 ws0">3.<span class="ff8"> <span class="_ _45"> </span></span>analiza i weryﬁk<span class="_ _17"></span>acja<span class="_ _5"></span> danych w <span class="_ _2"></span>obiektach porównawcz<span class="_ _2"></span>ych, </div></div><div class="pi" ></div></div><div id="pf2f" class="pf w0 h0" ><div class="pc pc2f w0 h0"><img class="bi x11 y5f9 wc h60" alt="" src="data:image/png;base64,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"/><div class="t m0 x1 h2 y1 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h3 y53 ff1 fs0 fc1 sc0 ls0 ws0">Jednostkowe sprawozdanie ﬁnansowe Dekpol S.A.<span class="ff2"> <span class="_ _14"> </span> <span class="_ _4f"> </span><span class="ff3 fc0">za okres od 01.01.2023 do 31.12.2023</span></span></div><div class="t m0 x3c h4 y54 ff3 fs1 fc0 sc0 ls0 ws0"> <span class="_ _3"></span> <span class="_ _4"> </span> <span class="_ _4"> </span> </div><div class="t m0 xb4 h3 y53 ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="c x54 y5fa w2e h6"><div class="t m0 x0 h5 y5fb ff1 fs2 fc0 sc0 ls0 ws0">47</div></div><div class="t m0 x13 h18 y56 ff1 fs9 fc6 sc0 ls0 ws0">Wprowadzenie </div><div class="t m0 x15 h18 y59 ff1 fs9 fc6 sc0 ls0 ws0">Sprawozdanie  </div><div class="t m0 x15 h18 y5a ff1 fs9 fc6 sc0 ls0 ws0">z sytuacji </div><div class="t m0 x15 h18 y5b ff1 fs9 fc6 sc0 ls0 ws0">ﬁnansowej </div><div class="t m0 x17 h18 y5f ff1 fs9 fc6 sc0 ls0 ws0">Sprawozdanie  </div><div class="t m0 x17 h18 y60 ff1 fs9 fc6 sc0 ls0 ws0">z przepływów </div><div class="t m0 x17 h18 y61 ff1 fs9 fc6 sc0 ls0 ws0">pieniężnych </div><div class="t m0 x18 h18 y5c ff1 fs9 fc6 sc0 ls0 ws0">Sprawozdanie  </div><div class="t m0 x18 h18 y5d ff1 fs9 fc6 sc0 ls0 ws0">ze zmian w kapitale </div><div class="t m0 x18 h18 y5e ff1 fs9 fc6 sc0 ls0 ws0">własnym </div><div class="t m0 x19 h16 y62 ff4 fs9 fc5 sc0 ls0 ws0">Dodatkowe  </div><div class="t m0 x19 h16 y63 ff4 fs9 fc5 sc0 ls0 ws0">noty  </div><div class="t m0 x19 h16 y64 ff4 fs9 fc5 sc0 ls0 ws0">objaśniające </div><div class="t m0 x16 h18 y5c ff1 fs9 fc6 sc0 ls0 ws0">Sprawozdanie  </div><div class="t m0 x16 h18 y5d ff1 fs9 fc6 sc0 ls0 ws0">z całkowitych  </div><div class="t m0 x16 h18 y5e ff1 fs9 fc6 sc0 ls0 ws0">dochodów </div><div class="t m0 x3b h4 y5fc ff3 fs1 fc0 sc0 ls0 ws0">4.<span class="ff8"> <span class="_ _45"> </span></span>k<span class="_ _17"></span>orygowanie cen obiektó<span class="_ _17"></span>w porównawczych z <span class="_ _17"></span>tytułu występujących <span class="_ _2"></span>różnic w <span class="_ _17"></span>wartościach cech<span class="_ _5"></span> obiektu <span class="_ _17"></span>i przed-</div><div class="t m0 x40 h4 y3f2 ff3 fs1 fc0 sc0 ls0 ws0">miocie oszacowania, </div><div class="t m0 x3b h4 y5fd ff3 fs1 fc0 sc0 ls0 ws0">5.<span class="ff8"> <span class="_ _45"> </span></span>określenie wartości obiektu szacowanego<span class="_ _17"></span>. </div><div class="t m0 x1 h4 y5fe ff3 fs1 fc0 sc0 ls0 ws0">W<span class="_ _17"></span>artość <span class="_ _32"></span>nieruchomości <span class="_ _5"></span>g<span class="_ _5"></span>runtowej <span class="_ _5"></span>położonej <span class="_ _5"></span>w <span class="_ _5"></span>T<span class="_ _7"></span>oruniu <span class="_ _5"></span>n<span class="_ _5"></span>a <span class="_ _5"></span>u<span class="_ _5"></span>l. <span class="_ _5"></span>W<span class="_ _17"></span>apie<span class="_ _5"></span>nnej <span class="_ _5"></span>o <span class="_ _32"></span>łączne<span class="_ _5"></span>j <span class="_ _5"></span>powierzchni <span class="_ _5"></span>działki <span class="_ _32"></span>41 <span class="_ _32"></span>066 <span class="_ _5"></span>m2<span class="_ _5"></span> <span class="_ _5"></span>oraz </div><div class="t m0 x1 h4 y5ff ff3 fs1 fc0 sc0 ls0 ws0">powierzchni zabudowy równej 7 <span class="_ _5"></span>910,68 m<span class="_ _5"></span>2, nu<span class="_ _5"></span>mer księgi wi<span class="_ _5"></span>eczystej T<span class="_ _17"></span>O1T<span class="_ _7"></span>/00042725/4, została <span class="_ _5"></span>ustalona <span class="_ _5"></span>na <span class="_ _5"></span>podstawie </div><div class="t m0 x1 h4 y600 ff3 fs1 fc0 sc0 ls0 ws0">operatu <span class="_ _32"></span>szacunko<span class="_ _17"></span>we<span class="_ _5"></span>go <span class="_ _32"></span>n<span class="_ _5"></span>iezale<span class="_ _2"></span>żnego <span class="_ _2f"></span>rzeczoz<span class="_ _2"></span>nawc<span class="_ _17"></span>y<span class="_ _17"></span>. <span class="_ _2f"></span>Na <span class="_ _2f"></span>pot<span class="_ _5"></span>rzeby <span class="_ _32"></span>wyceny <span class="_ _32"></span>zastosowano<span class="_ _5"></span> <span class="_ _32"></span>po<span class="_ _5"></span>deście <span class="_ _2f"></span>porównawc<span class="_ _17"></span>ze, <span class="_ _32"></span>me-</div><div class="t m0 x1 h4 y601 ff3 fs1 fc0 sc0 ls0 ws0">todę porównywa<span class="_ _2"></span>nia parami. </div><div class="t m0 x1 h4 y3d8 ff3 fs1 fc0 sc0 ls0 ws0">Przychody z na<span class="_ _5"></span>jmu nieruchomości in<span class="_ _17"></span>wes<span class="_ _5"></span>tyc<span class="_ _17"></span>yjn<span class="_ _5"></span>ej położonej w Pinczynie wynosiły 614 tys. zł <span class="_ _5"></span>oraz nieruchomości położo-</div><div class="t m0 x1 h4 y602 ff3 fs1 fc0 sc0 ls0 ws0">nej <span class="_ _32"></span>w <span class="_ _32"></span>T<span class="_ _7"></span>oruniu <span class="_ _2f"></span>2.52 <span class="_ _2f"></span>tys. <span class="_ _2f"></span>zł <span class="_ _2f"></span>Jednocześnie <span class="_ _32"></span>koszty <span class="_ _5"></span>pon<span class="_ _5"></span>iesione <span class="_ _32"></span>na<span class="_ _5"></span> <span class="_ _32"></span>ww<span class="_ _17"></span>.<span class="_ _5"></span> <span class="_ _32"></span>nieruchomościach<span class="_ _5"></span> <span class="_ _32"></span>inwestycyjn<span class="_ _17"></span>ych <span class="_ _2f"></span>w <span class="_ _2f"></span>2023 <span class="_ _2f"></span>r<span class="_ _55"></span>.<span class="_ _5"></span>, <span class="_ _32"></span>od<span class="_ _5"></span>po-</div><div class="t m0 x1 h4 y603 ff3 fs1 fc0 sc0 ls0 ws0">wiednio: Pinczyn 238tys. zł or<span class="_ _17"></span>a<span class="_ _5"></span>z T<span class="_ _55"></span>oruń 337 tys. zł.  </div><div class="t m0 x1 h12 y604 ff4 fs7 fc4 sc0 ls0 ws0">3. <span class="_ _5"></span>W<span class="_ _55"></span>art<span class="_ _5"></span>ość ﬁrm<span class="_ _17"></span>y<span class="_ _5"></span> i poz<span class="_ _17"></span>ostałe wartości niema-</div><div class="t m0 x1 h12 y605 ff4 fs7 fc4 sc0 ls0 ws0">terialne <span class="_ _14"> </span> </div><div class="t m0 x1 h28 y606 ff4 fsc fc2 sc0 ls0 ws0">3.1. <span class="_ _58"> </span>W<span class="_ _7"></span>artości niematerialne </div><div class="t m0 x6 h1d y607 ff4 fsb fc0 sc0 ls0 ws0">Opis <span class="_ _6e"> </span>31.12.<span class="_ _17"></span>2<span class="_ _5"></span>023</div><div class="c x34 y608 w27 h1e"><div class="t m0 x0 h1d y6c ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6b h1d y607 ff4 fsb fc0 sc0 ls0 ws0">31.12.2022</div><div class="c x4e y608 w25 h1e"><div class="t m0 x0 h1d y6c ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y609 ff3 fsb fc0 sc0 ls0 ws0">W<span class="_ _17"></span>artość firmy<span class="_ _2"></span> <span class="_ _122"> </span>0</div><div class="c x34 y60a w27 h23"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6f h1b y609 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x4e y60a w25 h23"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y36 ff3 fsb fc0 sc0 ls0 ws0">Patenty i licencje<span class="_ _17"></span> <span class="_ _123"> </span>653</div><div class="c x34 y60b w27 h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x72 h1b y36 ff3 fsb fc0 sc0 ls0 ws0">200</div><div class="c x4e y60b w25 h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y60c ff3 fsb fc0 sc0 ls0 ws0">K<span class="_ _2"></span>oszty prac<span class="_ _2"></span> rozwoj<span class="_ _17"></span>owych <span class="_ _124"> </span>0</div><div class="c x34 y60d w27 h1e"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6f h1b y60c ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x4e y60d w25 h1e"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y60e ff3 fsb fc0 sc0 ls0 ws0">Pozosta<span class="_ _17"></span>ł<span class="_ _5"></span>e wartoś<span class="_ _17"></span>c<span class="_ _5"></span>i niemateria<span class="_ _2"></span>lne  <span class="_ _125"> </span>6 638</div><div class="c x34 y2a2 w27 h1e"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xd5 h1b y60e ff3 fsb fc0 sc0 ls0 ws0">6 366</div><div class="c x4e y2a2 w25 h1e"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1d y60f ff4 fsb fc0 sc0 ls0 ws0">W<span class="_ _17"></span>artości niematerialne net<span class="_ _17"></span>to <span class="_ _126"> </span>7 291</div><div class="c x34 y610 w27 h23"><div class="t m0 x0 h1d y8d ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xd5 h1d y60f ff4 fsb fc0 sc0 ls0 ws0">6 565</div><div class="c x4e y610 w25 h23"><div class="t m0 x0 h1d y8d ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x1 h4 y611 ff3 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h4 y612 ff3 fs1 fc0 sc0 ls0 ws0">Znaczącą <span class="_ _5"></span>wartość <span class="_ _5"></span>w <span class="_ _5"></span>pozostałych wartoś<span class="_ _5"></span>ciach <span class="_ _5"></span>niematerialnych stanowi <span class="_ _5"></span>wdrożenie <span class="_ _5"></span>w roku 2023 <span class="_ _5"></span>systemu <span class="_ _5"></span>klasy ERP <span class="_ _32"></span>IFS </div><div class="t m0 x1 h4 y613 ff3 fs1 fc0 sc0 ls0 ws0">Applications <span class="_ _17"></span>na <span class="_ _17"></span>kwot<span class="_ _5"></span>ę <span class="_ _17"></span>brutto 6 <span class="_ _17"></span>561 <span class="_ _2"></span>tys. <span class="_ _17"></span>zł.  <span class="_ _7"></span>Lata <span class="_ _2"></span>2021 <span class="_ _17"></span>-<span class="_ _5"></span> <span class="_ _17"></span>2022 b<span class="_ _17"></span>y<span class="_ _5"></span>ły <span class="_ _17"></span>okresem <span class="_ _17"></span>wprowadzania, <span class="_ _17"></span>tes<span class="_ _5"></span>towania <span class="_ _17"></span> <span class="_ _17"></span>i adaptacji <span class="_ _17"></span>systemu. </div><div class="t m0 x1 h4 y614 ff3 fs1 fc0 sc0 ls0 ws0">Zintegrowan<span class="_ _17"></span>y <span class="_ _32"></span>system <span class="_ _5"></span>ERP <span class="_ _5"></span>ws<span class="_ _5"></span>piera <span class="_ _5"></span>Grupę <span class="_ _5"></span>Kapitałową <span class="_ _5"></span>Dekpol <span class="_ _32"></span>w <span class="_ _5"></span>szybs<span class="_ _5"></span>zym <span class="_ _5"></span>rozwoju <span class="_ _5"></span>procesów <span class="_ _5"></span>i <span class="_ _5"></span>pomaga <span class="_ _32"></span>w <span class="_ _32"></span>dostarczeniu </div><div class="t m0 x1 h4 y615 ff3 fs1 fc0 sc0 ls0 ws0">rzeteln<span class="_ _17"></span>ych info<span class="_ _5"></span>rmacji <span class="_ _2"></span>na temat majątku, projektó<span class="_ _2"></span>w budowlan<span class="_ _17"></span>y<span class="_ _5"></span>ch i relacji z k<span class="_ _7"></span>o<span class="_ _5"></span>ntrahentami. </div><div class="t m0 x1 h28 y616 ff4 fsc fc2 sc0 ls0 ws0">3.2. <span class="_ _58"> </span>W<span class="_ _7"></span>artości niematerialne w okr<span class="_ _17"></span>esie spr<span class="_ _2"></span>awo<span class="_ _17"></span>zda<span class="_ _17"></span>wczym </div><div class="t m0 x6 h1d y617 ff4 fsb fc0 sc0 ls0 ws0">Opis </div><div class="t m0 xe7 h1d y618 ff4 fsb fc0 sc0 ls0 ws0">W<span class="_ _17"></span>artość </div><div class="t m0 xe8 h1d y617 ff4 fsb fc0 sc0 ls0 ws0">Firmy</div><div class="c xe9 y619 w2d h1e"><div class="t m0 x0 h1d y85 ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xea h1d y618 ff4 fsb fc0 sc0 ls0 ws0">Patenty i li-</div><div class="t m0 x8 h1d y617 ff4 fsb fc0 sc0 ls0 ws0">cencje</div><div class="c x58 y619 w2d h1e"><div class="t m0 x0 h1d y85 ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x1f h1d y618 ff4 fsb fc0 sc0 ls0 ws0">K<span class="_ _17"></span>oszty prac </div><div class="t m0 x12 h1d y617 ff4 fsb fc0 sc0 ls0 ws0">rozwojo<span class="_ _17"></span>wych</div><div class="c xeb y619 w22 h1e"><div class="t m0 x0 h1d y85 ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x78 h1d y61a ff4 fsb fc0 sc0 ls0 ws0">Pozostał<span class="_ _2"></span>e </div><div class="t m0 xec h1d y618 ff4 fsb fc0 sc0 ls0 ws0">wartości nie-</div><div class="t m0 x7a h1d y617 ff4 fsb fc0 sc0 ls0 ws0">materialne</div><div class="c x59 y619 w2d h1e"><div class="t m0 x0 h1d y85 ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6d h1d y617 ff4 fsb fc0 sc0 ls0 ws0">Razem</div><div class="c x47 y619 w24 h1e"><div class="t m0 x0 h1d y85 ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1d y61b ff4 fsb fc0 sc0 ls0 ws0">W<span class="_ _17"></span>artość bilansowa <span class="_ _17"></span>b<span class="_ _5"></span>rutto na po<span class="_ _17"></span>czątek </div><div class="t m0 x6 h1d y61c ff4 fsb fc0 sc0 ls0 ws0">okresu<span class="_ _2"></span> <span class="_ _1c"> </span>1 141</div><div class="c xe9 y61d w2d h1e"><div class="t m0 x0 h1d y8a ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x5e h1d y61c ff4 fsb fc0 sc0 ls0 ws0">1 964</div><div class="c x58 y61d w2d h1e"><div class="t m0 x0 h1d y8a ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x69 h1d y61c ff4 fsb fc0 sc0 ls0 ws0">0</div><div class="c xeb y61d w22 h1e"><div class="t m0 x0 h1d y8a ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x5f h1d y61c ff4 fsb fc0 sc0 ls0 ws0">6 366</div><div class="c x59 y61d w2d h1e"><div class="t m0 x0 h1d y8a ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x48 h1d y61c ff4 fsb fc0 sc0 ls0 ws0">9 471</div><div class="c x47 y61d w24 h1e"><div class="t m0 x0 h1d y8a ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y1a7 ff3 fsb fc0 sc0 ls0 ws0">Nabycie<span class="_ _2"></span> <span class="_ _7d"> </span>0</div><div class="c xe9 y61e w2d h1e"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xed h1b y1a7 ff3 fsb fc0 sc0 ls0 ws0">615</div><div class="c x58 y61e w2d h1e"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x69 h1b y1a7 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c xeb y61e w22 h1e"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xee h1b y1a7 ff3 fsb fc0 sc0 ls0 ws0">272</div><div class="c x59 y61e w2d h1e"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x4b h1b y1a7 ff3 fsb fc0 sc0 ls0 ws0">887</div><div class="c x47 y61e w24 h1e"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y61f ff3 fsb fc0 sc0 ls0 ws0">Reklasyfik<span class="_ _17"></span>acje <span class="_ _e"> </span>0</div><div class="c xe9 y620 w2d h1e"><div class="t m0 x0 h1b y8a ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x8d h1b y61f ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x58 y620 w2d h1e"><div class="t m0 x0 h1b y8a ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x69 h1b y61f ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c xeb y620 w22 h1e"><div class="t m0 x0 h1b y8a ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xd h1b y61f ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x59 y620 w2d h1e"><div class="t m0 x0 h1b y8a ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xc h1b y61f ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x47 y620 w24 h1e"><div class="t m0 x0 h1b y8a ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y621 ff3 fsb fc0 sc0 ls0 ws0">Zmniejsze<span class="_ _2"></span>nie/zwięk<span class="_ _17"></span>szenie z tyt<span class="_ _2"></span>ułu aportu ZC<span class="_ _17"></span>P <span class="_ _49"> </span>0</div><div class="c xe9 y622 w2d h1e"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x8d h1b y621 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x58 y622 w2d h1e"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x69 h1b y621 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c xeb y622 w22 h1e"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xd h1b y621 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x59 y622 w2d h1e"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xc h1b y621 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x47 y622 w24 h1e"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y24c ff3 fsb fc0 sc0 ls0 ws0">Zmniejsze<span class="_ _2"></span>nia z tytułu likw<span class="_ _17"></span>i<span class="_ _5"></span>dacji <span class="_ _70"> </span>0</div><div class="c xe9 y623 w2d h1e"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xef h1b y24c ff3 fsb fc0 sc0 ls0 ws0">-218</div><div class="c x58 y623 w2d h1e"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x69 h1b y24c ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c xeb y623 w22 h1e"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xd h1b y24c ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x59 y623 w2d h1e"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x51 h1b y24c ff3 fsb fc0 sc0 ls0 ws0">-218</div><div class="c x47 y623 w24 h1e"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1d y624 ff4 fsb fc0 sc0 ls0 ws0">W<span class="_ _17"></span>artość bilansowa <span class="_ _17"></span>b<span class="_ _5"></span>rutto na k<span class="_ _17"></span>oniec okresu<span class="_ _17"></span> <span class="_ _127"> </span>1 141</div><div class="c xe9 y625 w2d h1e"><div class="t m0 x0 h1d y92 ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x5e h1d y624 ff4 fsb fc0 sc0 ls0 ws0">2 360</div><div class="c x58 y625 w2d h1e"><div class="t m0 x0 h1d y92 ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x69 h1d y624 ff4 fsb fc0 sc0 ls0 ws0">0</div><div class="c xeb y625 w22 h1e"><div class="t m0 x0 h1d y92 ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x5f h1d y624 ff4 fsb fc0 sc0 ls0 ws0">6 638</div><div class="c x59 y625 w2d h1e"><div class="t m0 x0 h1d y92 ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x49 h1d y624 ff4 fsb fc0 sc0 ls0 ws0">10 140</div><div class="c x47 y625 w24 h1e"><div class="t m0 x0 h1d y92 ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1d y626 ff4 fsb fc0 sc0 ls0 ws0">W<span class="_ _17"></span>artość umorzenia<span class="_ _17"></span> na <span class="_ _5"></span>pocz<span class="_ _2"></span>ątek okre<span class="_ _17"></span>su <span class="_ _128"> </span>-1 141</div><div class="c xe9 y45 w2d h1e"><div class="t m0 x0 h1d y85 ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xe3 h1d y626 ff4 fsb fc0 sc0 ls0 ws0">-1 765</div><div class="c x58 y45 w2d h1e"><div class="t m0 x0 h1d y85 ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x69 h1d y626 ff4 fsb fc0 sc0 ls0 ws0">0</div><div class="c xeb y45 w22 h1e"><div class="t m0 x0 h1d y85 ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xd h1d y626 ff4 fsb fc0 sc0 ls0 ws0">0</div><div class="c x59 y45 w2d h1e"><div class="t m0 x0 h1d y85 ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x7b h1d y626 ff4 fsb fc0 sc0 ls0 ws0">-2 906</div><div class="c x47 y45 w24 h1e"><div class="t m0 x0 h1d y85 ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y627 ff3 fsb fc0 sc0 ls0 ws0">Zwięk<span class="_ _2"></span>szeni<span class="_ _17"></span>e amortyzacji za okre<span class="_ _17"></span>s <span class="_ _89"> </span>0</div><div class="c xe9 y628 w2d h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xef h1b y627 ff3 fsb fc0 sc0 ls0 ws0">-161</div><div class="c x58 y628 w2d h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x69 h1b y627 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c xeb y628 w22 h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xd h1b y627 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x59 y628 w2d h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x51 h1b y627 ff3 fsb fc0 sc0 ls0 ws0">-161</div><div class="c x47 y628 w24 h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf30" class="pf w0 h0" ><div class="pc pc30 w0 h0"><img class="bi x11 y5f9 wc h60" alt="" 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5s22jZF1EMP2xYRbdPVGrXEzp2773TZGn/34X+IOpnPSkT9rgef+C9+9CndZKxprZumf/NvX7jt0OVIQ0SK2tSamqatNYahfOELl9WaF6bLKbqnPP30haXcj7vGsnM+7Dzp5GMeeeop8+HWnKd796xfcP5Fe/asbhx+Ums0TR3G9euvv/m//sFb+9nSMO+6brJpc/P6//zKE+5/dI31UtdSipzjE/9w0Z7dQxnb6WR5Nps94KTjX/yS72+npen25XbnT77o+488anPbplpz38fHPnZe1K7WeP/7PlLGNJ0sljIsLOWf+OlnH3f8Ie1kX25nL/rZ5z7gpONTiulkoUkLV1157Ze+/KXcRK2l73t/ggAARETbTZpS+7ZJfV/ybeeWRFfTYl8jd7mklVqPHodN3WRo22a+nlNKKdccOUps3nRkGVM7pjQru/fesntptc8xKXnbbGXTvuU7W3V9fbjqqq+WcZJzznnc/pgHb9q8kPLYdUu1lOXl9tRHPf797/5kKbXp9gx1dV7HIcWXr7xqz9o8muU+1qObv/VPP/T2v/h4k5tSUooUabx1160p5aGMtZms9f0VX73hmHsdF21Xmn4+1NysDH2JZta0bSpjrRF1Oh/qmGvUhcizlOeRm0u/fOVYtox1b2qGph0feerJk0lEypE2RSxvPSodfd+t11x/TeSFplu48OJLVufRtc1Xr7p6YXEy9qvdtHbT4dTtD25y1FradnrooYsnnXy/y798dSnjZDIZ+vKFL1xy0okPatsmOZsFAICNLj/mmHt1XbNn79qkW7l9u3NNkcZIY6Qm0hB5PpmUEutr870pdynllOpY1rZtXXjm9z0hNzHm2Ls+u+6qqw+fH5LGXNJQ2j3bTjrszladzfq1tVnOCyXFWIbDDttU6tDUqHWMVGqNQw/deuADkWk6nZZxXsbYecuucYi0cbJKbb529XVN00RNpdau6/q+r7W07SS3w/psX8RsbX3vbQ8Qbbuuxrzt8tDPUumbpqlRbrjhxv/wH173h3/8qslkIWpKqY7jsHffvjKOpdTF6XRtfushW5f2H+oeJWKodbJt66EpXVuj1jrs3rN3Mklra3V1dVZLpLRxbno59NBNJdaaJteSxiGOOebI27fv17jllp0RkVLj7w8AgP1dvuWQzW2XFhYmQz+mfMcDv8eIPiIizSOt1TRZWUmbti7lXFLKKaWjjj72x3/8h7/rwcfVWtejnvnhv+9nzWHjpvVb5wtbp7dMZs2RkztdNXeTyXS9j5wjcl1dHSKalErEkKJGavat7jlwvmEax9I0k5xjaWk557YOGznbbjt0uri0UErJOa+vr7fNUs651miaXGJL5L3zfhZRI5WIqDWtra+vrCyNpW+bppQ+RbOwsPiZCz//pje87adf9KMpd01KNbXjWHLOTe6GYUyR71DPY8Qw9pP5rKaUUlPHMl9cnDZNtE1q20mNea0xnw+TxZjPx8lC3jhNMqXYt3e+/wz1SBExnU6jRkqplnpg7xAAAPfsLp9OmxPud9znLrx5WJt3k3ogym9TIvVjWeumiz/y/Gf95Iu+LzX7u3zjBnOtJaW0+5b+TX/0rjo5/IZ9k+Ujt90wu+6oY45ebu/0fvDKSrv1kEOu3rOrabphGD7/+Uv72TOapZwipZTmfb388ssPvLaOY79t27ac48gjjzpweTlifMVvvviRj3zwwmKez8viYq4l6v5D1mMcI7Vj09S9ezbOL49aYzpdHMbZwx7+wJNPvt+b3/yXOS1HTGrp3vLf3vE9z3jaMfc+PDc1pxw1xjJENLWmrpucf95nI/55RETkiKaW+NrXboiIlOs4nx1z7DElyvJy2nLIpj27bhmGUiPKGF+45Mvf9dATcqpjbSPi85+79I5794899phIETGOZbzjGTgAANxj5bHMH3vGqbP5vqZNtZac8zAMOTcppqV0/RBN7iKlts39sNa20TbR5JpTrTH2/RiRb7h+52te+nvXXLxzXhZuWclXLazu3ppPPvnBh+Y73V9eI7Y/5rsj5vN+X27yJz5+3qWXfLUMNcdk6GPHJ8797MWXRKSc8zD2Nfr7Hn/sWOqhh20+/PBtwzCfTNp+6D9y9lnLm3PN/cLyWGIWbb3k0kvO/vtPfuIT539ix3nnnnvuOI45R41SYqylTrpJ28V/fN3Lf+Knn338/Y5JeayllnG6a2f/7jM/1rZRazuWWmvdOD29lBo1f/qcCz71ycvKEGVsxrE9+6Ofu+Lyrw1Dn/OYm/Exj3lU2+SxDKee+t0b+2Sa3O7ZPfvzP3vfbG0oY1fGevZHL/7sxV+oNcZxVmO+snly8sknR8QwjJPJxJ8gAAAR0TbN+NjHnv5Hv3/m2mqJqCmliFxKreMk1ZxTrK3msW/XV8e2WUiRo+aIKDXKGEM/nv135/3pn/7FeWdfcvjm+9w67N68ZbK0tS3ztcc89MQ0i+ju7O1AfdYPPu0v/+Kvl5aWZ+tl1875L//Sq//ljz3niCMPvea6r7zxT/58fbU2KTdNKlGPP+HY4084IjfjWIZTH/2QM685Z8++W9u2nvWBjzz0IQ956tMfN1lu+7Ge88lPv/q3/9MVX7mmn02XV/J9jtv2trf/t1ktESVizDmvrq0dduTCYYe3qWl+7iUv/MWf/61xGHOeLkwmb/urv3nOc598xFErGxc3n8+6bjHVXEqarddf+eVXP+/5P3TCCcd++fIr3/ym987ntW27SGVl08KTn3L6vF9PKT/r2U/473/1jjK2bbPctJvOfNffRqpPevLpO3fu/v3X/9kwRM4p0ljT2lOf/qTDDz28lEgpea4QAAD7u7yU4QEPOPK00x/9oQ9+IlLNOY8ljWP596964+JSjOP84s98ZdpuLWP+8IfOueGGXVGasc5Knc9ns8su+8pll17Z5qV289aysPdVL3z2U5/4iOWFvraxvrRpTzNsvpMwz838xJPu/fwXPPtP/uvbFyaHprJ443WzV7zsD5p2nPW7Nm/aujDdsm/PuLjURB1e8GP/YmVzV+pqbtIzv+9J73r7P0wmbW7KfN9hv/WKN7zjbWdtPXR5HIYLLrhk986ha47umrJ3960v/tlfaJocUSJKpLGU0rVdSuP6vCwtp9Mf+7AzHnf62R/+bBnb1DQ337j393/vzb/xyp9KKZUy5pxrHSKiljyW5uYb11/3mjeO41jrGHWSUlfKuL6651+/6F8df8K9Zv1a18Xx9zv6B5/zvX/+lg/Ufto0bZe3vP89HzvznR+YTpdyrPTzmpuhpvXj7nv4T/zU95daIiKlNAyDfSwAAEREm1JEip//+eft+PhF+/btzjlKRBnLme88q8Rq09RUl3M+pMnNZZd+5ZLPf7FJmyPNIs9rLTm103ZrGbv5UnnZa17yqDw798XPnX3ls/2Rhz3kt1/TnvGMzXe2bJrVKD/zsz9y4/XrHz7rvDJ0/ax2zdamGaOm1b3jOMyXl7fVWHvJS170Pc/4Z+O4L+VZm6enPOj+P/GTP/KmN/7VvJ/V+WG5mX/m/GtzO+/7fmFySBsLMSy2C3t/5dd/Zvup3103ntiTIqKknEoppYxNEznVbtL85E++4PxzXnHrLbPZ+phy8573vP9Rjznxe57xhGEYmqbp+3nTtCnlqF0/SzlPcmpKLSkNKeXcxHO+/wdf8IJnlBI5p1qHnJuf/4Xn793V/s17P5GizXkpUu4WF9bX+pyiaSa56Tcfsvk3f+vXDj/ykJTGlGIYBp/5BABgQ/OyX/utNqfNmyeRVj99zieG9VhoN+eYRGqb2JTqSqqT2DgpJXVtXsg55dTlWGibTbVM5+ulbdozfuCUn374fa753hdsufzSvt99wnWr/T988bDnP6WbbPnGq0Z0TbswmT7hiY+68YYrLr3sgnHc3TUplVxL6dq6vNyfeNKWX/nVH/vBZ50xmaSumbRpOce0yeURj/zOk07eeuVV5872NfP1WxcmXZS8NF3uZ+tdO5xyyne85Jcf96xnP6Ftx4iUSv7TP/mrcRZNKpNJP5n0L3jeD04nuY79EYev9P3NF5z/6S4vNalNdbj8S186bfv2z190/ecvumKMMTdRyrzpxpyj69qmmTZ5YRyuPuzw7t/88r/8qRd9z9Jy0zS1a2qquW26Sds89rGnLCwOV1752bXVW/rZ2qSbtLmO463LK7PTz3jga17z7x74wONyqlEiStp5843ve887ItYnXZqvr//ETz9rumC7OQDAPVQa+rFp8nw+jkN5+cte/94zz86xZZjnNL3t+fB1/5EmUe9wezdFpFJKzs0wDL/7upd8xxfOrS9/7bi486tL+07YuzAbtx399j844mnf8w1XLXWWUpNqW2vM18fLLv3a2R/95FVXfW223i+vLHzHccfc/8T7PPwRpyyvTGvUJudI+1cupURE3/fDMJz/qS9/9rNfvvLKK9fW1o444ogjjjz0xBNP+O6HPnBxcwzD0HU5pWbs00c+fE6OhclkUutY0uzRp53STaLUErXbt3d+3jmfT9FFTZHnY6yd/MD7v/XNH/7TP3nPaj+fLjQ11p/9nGfe+95HfuELX951675tWw8/8X5HPenJpx5z7KGRIjcRqUYMEbnWPAwl1dw06bprd190waWf/OQFN9xw89Li0gNOOuG007/r+Pvdu2mjlJqbKKWkyPv2rp1zzmfapk21LSVOf/yD2s6J5gAA91BtbqLG2LTRNO2v/fqLbrzhlnM++blm0pV8W3/foc9vO+wvRa01t6mUvunisK1bhj37FtvpsBZHTKbNeo1J2+/ac2er1pqjpkg1pdRN0ykPvs8p33WffhgipZyjbdJYx3GcR5rnHGNJTZre8dun02nTNI8+44GnPf6UqNEP4ziO02kXUVOqUXPXdRHjOPaR8uOe8IiokSLVGrmpNfW1jrWMOTeTSfO4Jzy01oiaIpcaq7U0q+s3lbqvbZbL2A917X73P/o5z31qjah1/2nqTZNTiqEMObUREdHUWodh7Nq2RtQSRx29+YgjH/Gkpz485zT0tetSjUgpakTOKWo0uak1Nm1eeuITTy0lSomcIrf+GgEA7rnyWOal9k0zpjwsb5q+/j+/7FnPeUo7XY+aozZRmihtlC7KJMo0yuS2f+iaxfXVPmrTNpMLrvzitkc94LrFdmmYHnVTuzlvuv7w5UPOePCdrdrkrtaotUaqNY39sBq5bydj085Tno+1T1En3UJEU8bc5Ns/PJpSKqX0fR8RKQ0R/VDWIs0m01pjntIYaSg1ImopNVLNTUl53nRjbsemjUiRcwzjLFIZx/lkmvtxNdJ6TSWir3UstXbdQkpdqpvKsLAw3TIMtdZIaUx5PZq11PQlZmOdtW068OSjXGvqunYYx1rLWOZjned2yF0p0bfTWlKJXIexbPzKKUUpkXOUUkutuYmmqzUXe80BAO7J2rZpImpEyTkNpSytTH/tpT91/xPv+4Y/+dB1116fm3boS6251hQ11xpd147jkHKtJU+nK02Tc4orrrnuqGc/d/6jP/DVt//1vhuvXdy2+Tue96w4+qj/xcLNbeumaCZNxJCijdjYYJ0iIkrkaOK2+r39ig/cWK5tRHTN191KjxpNExtnn9daUhpzLhHzqF1s/LSISV7YeHMQEZM8jUi15JSmtaYmT+q4GGUp1ZVUo58NQ981OTb2rETUpp3XmlLKB7b3pIjIOUdE2+aNMUaUiD6iNk2uteacInLb5YjY2ArUNBERzf6yH1OUpqkRnWd/AgDcc7s8oo0YNyqzaVJETTl+6LlPfeKTHv+Wt7z3bf/9fXt2rw5DLCys9P0YkYZhtWlTxDjWIfL4oIc86IUvfM7pj7l/14/Hv/QXD/3ex1x39eWHHLLtyMf8s1hbiMX/9erpwFcTGyej1/Q/RfbtL/zH7uzg7zTs/2mRorb7vzfFgZJuDhxNuPHc0Bo1R60RaRwjp9q1k3GsNa3XmLdNbZp+/1pp47vu+O3pDpdy21cc+I3qgSW+flv+N5CdYg4AcA+XNj5JufHwnVprrTlFGxFDjKVtL2MAACAASURBVMM45mguv/xrl37hK1deee2uW3ft3HnrwsJkYXHx3vc++r7feexJJ91v27blWmuuKaUm0tDmoQ7raTKZD03U6aT7pi/k626K16+P3fwtHvK9HtFFNLdH8u0/5x8bD9R2P9Z9Ubr3vGvHR//2wj7GyTQPZfVZP/i0005/xG3jauo3bOuNpxfd8Z1GuvPf8xtHekpulgMA3IO7vFZ3agEA4C7mYZMAAKDLAQAAXQ4AALocAADQ5QAAoMsBAABdDgAAuhwAANDlAACgywEAAF0OAAC6HAAA0OUAAKDLAQAAXQ4AALocAADQ5QAAoMsBAABdDgAAuhwAANDlAACgywEAAF0OAAC6HAAA0OUAAKDLAQAAXQ4AALocAADQ5QAAoMsBAABdDgAAuhwAANDlAACgywEAAF0OAAC6HAAA0OUAAKDLAQAAXQ4AALocAADQ5QAAoMsBAABdDgAAuhwAANDlAACgywEAAF0OAAC6HAAA0OUAAKDLAQAAXQ4AALocAADQ5QAAoMsBAABdDgAAuhwAANDlAACgywEAAF0OAAC6HAAA0OUAAKDLAQAAXQ4AALocAADQ5QAAoMsBAABdDgAAuhwAANDlAACgywEAAF0OAAC6HAAA0OUAAKDLAQAAXQ4AALocAADQ5QAAoMsBAABdDgAAuhwAANDlAACgywEAAF0OAAC6HAAA0OUAAKDLAQAAXQ4AALocAADQ5QAAoMsBAABdDgAAuhwAANDlAACgywEAAF0OAAC6HAAA0OUAAKDLAQAAXQ4AALocAADQ5QAAoMsBAABdDgAA9xStEQAA3L2UUlZXV83h4FhZWTk4C7lfDgAAdz1dDgAAuhwAgG814LKE0+UAAIAuBwAAXQ4AAOhyAADQ5QAAgC4HAABdDgAA6HIAANDlAACALgcAAF0OAADocgAA0OUAAIAuBwAAXQ4AAOhyAADQ5QAAgC4HAABdDgAA6HIAANDlAACALgcA4BuptRqCLgcAQJejywEAQJcDAAC6HAAAdDkAAPD/jzYiduzYYRAAAPCPbd++/eAslHyeFwDg7mU2m1144YWHHXaYURwExx9/vC4HAOAbKKWsrq6aw8GxsrJycBayvxwAAO56uhwAAHQ5AADfasBlCafLAQAAXQ4AALocAADQ5QAAoMsBAABdDgAAuhwAANDlAACgywEAAF0OAAC6HAAA0OUAAKDLAQAAXQ4AALocAADQ5QAAoMsBAABdDgAAuhwAANDlAACgywEAAF0OAAC6HAAA0OUAAKDLAQAAXQ4AAPcorREAANy9zGaziy++2BwOju3btx+8Lt+xY4eJAwDcjeSct2zZYg7fTlKt1RQAAO5GSimrq6vmcHCsrKwcpPdaZg0AAHc5XQ4AALocAIBvNeCyhNPlAACALgcAAF0OAADocgAA0OUAAIAuBwAAXQ4AAOhyAADQ5QAAgC4HAABdDgAA6HIAANDlAACALgcAAF0OAADocgAA0OUAAIAuBwAAXQ4AAOhyAADQ5QAAgC4HAABdDgAA6HIAANDlAACALgcAgHuU1ggAAO5eZrPZxRdfbA4Hx/bt2w9el+/YscPEAQDuRlJKS0tL5vBt9f9prdUUAADuRkopq6ur5nBwrKysHJyF7C8HAIC7ni4HAABdDgDAtxpwWcLpcgAAQJcDAIAuBwAAdDkAAOhyAABAlwMAgC4HAAB0OQAA6HIAAECXAwCALgcAAHQ5AADocgAAQJcDAIAuBwAAdDkAAOhyAABAlwMAgC4HAAB0OQAA6HIAAECXAwCALgcAAHQ5AADocgAAQJcDAMA9SmsEAAB3L7PZ7OKLLzaHg2P79u0Hr8t37Nhh4gAAdy+TycQQvp2kWqspAADcjZRS9u3bN46jURwEhxxyyMFZyD4WAIC7n5RS2wq5bys+9wkAALocAIBvNeCyhNPlAACALgcAAF0OAADocgAA0OUAAIAuBwAAXQ4AAOhyAADQ5QAAgC4HAABdDgAA6HIAANDlAACALgcAAF0OAADocgAA0OUAAIAuBwAAXQ4AAOhyAADQ5QAAgC4HAABdDgAA6HIAANDlAACALgcAAF0OAADocgAA0OUAAIAuBwAAXQ4AAOhyAADQ5QAAgC4HAABdDgAA6HIAANDlAACALgcAAF0OAADocgAA0OUAAIAuBwAAXQ4AANylWiMAALh7mc1mF198sTkcHNu3bz94Xb5jxw4TBwC4e5lOp4bw7STVWk0BAOBupJSyb9++UopRHARbtmw5OAvZxwIAcPeTUmqaxhy+nfjcJwAA6HIAAL7VgMsSTpcDAAC6HAAAdDkAAKDLAQBAlwMAALocAAB0OQAAoMsBAECXAwAAuhwAAHQ5AACgywEAQJcDAAC6HAAAdDkAAKDLAQBAlwMAALocAAB0OQAAoMsBAECXAwAAuhwAAHQ5AACgywEAQJcDAAC6HAAAdDkAAKDLAQBAlwMAALocAAB0OQAAoMsBAECXAwAAuhwAAHQ5AACgywEAQJcDAAC6HAAAdDkAAKDLAQBAlwMAALocAAB0OQAAcJdqjQAA4O5lNptdfPHF5nBwbN++/eB1+Y4dO0wcAOBuJOe8ZcsWc/h2kmqtpgAAcDdSSlldXTWHg2NlZeUgvdcyawAAuMvpcgAA0OUAAHyrAZclnC4HAAB0OQAA6HIAAECXAwCALgcAAHQ5AADocgAAQJcDAIAuBwAAdDkAAOhyAABAlwMAgC4HAAB0OQAA6HIAAECXAwCALgcAAHQ5AADocgAAQJcDAIAuBwAAdDkAAOhyAABAlwMAgC4HAAB0OQAA6HIAAOCgSkYAAAB3ptZ6kLr8oK0EAADcGftYAABAlwMAALocAAB0OQAAoMsBAECXAwAAuhwAAHQ5AACgywEAQJcDAAC6HAAAdDkAAKDLAQBAlwMAALocAAB0OQAAoMsBAECXAwAAuhwAAHQ5AACgywEAQJcDAAC6HAAAdDkAAKDLAQBAlwMAALocAAB0OQAAoMsBAECXAwAAuhwAAHQ5AACgywEAQJcDAAC6HAAAdDkAAKDLAQBAlwMAALocAAB0OQAAoMsBAECXAwAAuhwAAHQ5AACgywEAQJcDAAC6HAAAdDkAAKDLAQBAlwMAALocAAB0OQAAoMsBAECXAwAAuhwAAHQ5AACgywEAQJcDAAC6HAAAdDkAAKDLAQBAlwMAALocAAB0OQAAoMsBAECXAwAAuhwAAHQ5AACgywEAQJcDAAC6HAAAdDkAAKDLAQBAlwMAALocAAB0OQAAoMsBAECXAwAAuhwAAHQ5AACgywEAQJcDAAC6HAAAdDkAAKDLAQBAlwMAALocAAB0OQAAoMsBAECXAwAAuhwAAHQ5AACgywEAQJcDAAC6HAAAdDkAAKDLAQBAlwMAALocAAB0OQAAoMsBAECXAwAAuhwAAHQ5AACgywEAQJcDAAC6HAAAdDkAAKDLAQBAlwMAALocAAB0OQAAoMsBAECXAwAAuhwAAHQ5AACgywEAQJcDAAC6HAAAdDkAAKDLAQBAlwMAALocAAB0OQAAoMsBAECXAwAAuhwAAHQ5AACgywEAAF0OAAC6HAAA0OUAAKDLAQAAXQ4AALocAADQ5QAAoMsBAABdDgAAuhwAANDlAACgywEAAF0OAAC6HAAA0OUAAKDLAQAAXQ4AALocAADQ5QAA8E9RawQAAHcvN6xe98IPPsccDo53f9/ZB6/Lv/edZ5g4AADchexjAQAAXQ4AAESkWqspAADcjawP6+devcMcDo7Tjnu8LgcA4BsopayurprDwbGysnJwFrKPBQAA7nq6HADg7hZwWcLpcgAAQJcDAIAuBwAAdDkAAOhyAABAlwMAgC4HAAB0OQAA6HIAAECXAwCALgcAAHQ5AADocgAAQJcDAIAuBwAAdDkAAOhyAABAlwMAgC4HAAB0OQAA6HIAAECXAwCALgcAAHQ5AADocgAAQJcDAIAuBwAAdDkAAOhyAABAlwMAgC4HAAB0OQAA6HIAAECXAwCALgcAAHQ5AADocgAAQJcDAIAuBwAAdDkAAOhyAABAlwMAgC4HAAB0OQAA6HIAAECXAwCALjcCAADQ5QAAgC4HAABdDgAA6HIAANDlAACALgcAAF0OAADocgAA0OUAAIAuBwAAXQ4AAOhyAADQ5QAAgC4HAABdDgAA6HIAANDlAACALgcAAF0OAADocgAA+CepNQIAgLuXK6644r73va85HBy11oPX5SklEwcAuBtZXl5+5jOfaQ7fTtqD+SYAAID/e6WU1dVVc/g2Y385AADocgAAQJcDANz9Ai5LOF0OAADocgAA0OX/o507WI3iSeA43t02/gfpkBBjECNBD2HAk9c6yD6AsLJv4AP4bgsLPsCe6jrDnHwAPamXTFo7kKr/A0w8RHZrrM7n8wIFv6Hpb4aaAAAAuhwAAHQ5AACgywEAQJcDAAC6HAAAdDkAAKDLAQBAlwMAALocAAB0OQAAoMsBAECXAwAAuhwAAHQ5AACgywEAQJcDAAC6HAAAdDkAAKDLAQBAlwMAALocAAB0OQAAoMsBAECXAwAAuhwAAHQ5AACgywEAQJcDAAC6HAAAdDkAAKDLAQBAlwMAALocAAB0OQAAoMsBAECXAwAAuhwAAHQ5AACgywEAQJcDAAB71TdNE2M0BAAA7AohlDmozTmbGwCgItM0rdfrp0+fmqKA8/NzXQ4AwC1SSuM42qGMYRjKHOR+OQAA7J8uBwAAXQ4AwF0DrpNwuhwAANDlAACgywEAAF0OAAC6HAAA0OUAAKDLAQAAXQ4AALocAADQ5QAAoMsBAABdDgAAuhwAANDlAACgywEAAF0OAAC6HAAA0OUAAKDLAQAAXQ4AALocAADQ5QAAoMsBAABdDgAAuhwAANDlAABwr/QmAACoyzRNm83GDmWEEMp1eYzR4gAAFWnbdhgGO8zqM805WwEAoCIppXEc7VBGsb9/3C8HAID90+UAAKDLAQC4a8B1Ek6XAwAAuhwAAHQ5AACgywEAQJcDAAC6HAAAdDkAAKDLAQBAlwMAALocAAB0OQAAoMsBAECXAwAAuhwAAHQ5AACgywEAQJcDAAC6HAAAdDkAAKDLAQBAlwMAALocAAB0OQAAoMsBAECXAwAAuhwAAO6V3gQAAHWZpmmz2dihjBBCuS6PMVocAKAuf/31lxHmpM05WwEAoCIppaurq5SSKQo4PDwsc5B7LAAA9Wnb9sGDB3aYE7/7BAAAXQ4AwF0DrpNwuhwAANDlAACgywEAAF0OAAC6HAAA0OUAAKDLAQAAXQ4AALocAADQ5QAAoMsBAABdDgAAuhwAANDlAACgywEAAF0OAAC6HAAA0OUAAKDLAQAAXQ4AALocAADQ5QAAoMsBAABdDgAAuhwAANDlAABwr/QmAACoyzRNm83GDmWEEMp1eYzR4gAAdWnb1giz+kBzzlYAAKhISmm73V5fX5uigJOTkzIHuccCAFCfrusWi4UdZvWZmgAAAHQ5AAB3DLhOwulyAABAlwMAgC4HAAB0OQAA6HIAAECXAwCALgcAAHQ5AADocgAAQJcDAIAuBwAAdDkAAOhyAABAlwMAgC4HAAB0OQAA6HIAAECXAwCALgcAAHQ5AADocgAAQJcDAIAuBwAAdDkAAOhyAABAlwMAgC4HAACK6pumiTEaAgAAdoUQyhzU5pzNDQBQkWma1uv18+fPTVHAs2fPdDkAALdIKY3jaIcyhmEoc5D75QAAsH+6HACgtoDrJJwuBwAAdDkAAOhyAABAlwMAgC4HAAB0OQAA6HIAAECXAwCALgcAAHQ5AADocgAAQJcDAIAuBwAAdDkAAOhyAABAlwMAgC4HAAB0OQAA6HIAAECXAwCALgcAAHQ5AADocgAAQJcDAIAuBwAAdDkAAOhyAACgqL5pmhijIQAAYFcIocxBbc7Z3AAAFZmmab1en56emqKAFy9e6HIAAG6RUhrH0Q5lDMNQ5iD3ywEAYP90OQAA6HIAAO4acJ2E0+UAAIAuBwAAXQ4AAOhyAADQ5QAAgC4HAABdDgAA6HIAANDlAACALgcAAF0OAADocgAA0OUAAIAuBwAAXQ4AAOhyAADQ5QAAgC4HAABdDgAA6HIAANDlAACALgcAAF0OAADocgAA0OUAAIAuBwCAe6VvmibGaAgAANgVQihzUJtzNjcAQEWmaVqtVsfHx6Yo4OLiQpcDAHCLlNI4jnYoYxiGMge5Xw4AAPunywEAQJcDAHDXgOsknC4HAAB0OQAA6HIAAECXAwCALgcAAHQ5AADocgAAQJcDAIAuBwAAdDkAAOhyAABAlwMAgC4HAAB0OQAA6HIAAECXAwCALgcAAHQ5AADocgAAQJcDAIAuBwAAdDkAAOhyAABAlwMAgC4HAAB0OQAA3Cu9CQAA6jJN02azsUMZIYRyXR5jtDgAQF0ePnxohDlpc85WAACoSErp6urq5ubGFAUcHR2VOcg9FgCA+rRt2/dCblb87hMAAHQ5AAB3DbhOwulyAABAlwMAgC4HAAB0OQAA6HIAAECXAwCALgcAAHQ5AADocgAAQJcDAIAuBwAAdDkAAOhyAABAlwMAgC4HAAB0OQAA6HIAAECXAwCALgcAAHQ5AADocgAAQJcDAIAuBwAAdDkAAOhyAABAlwMAwL3SmwAAoC7TNG02GzuUEUIo1+UxRosDAMAetTlnKwAAVCSltN1uf/78aYoCTk9PyxzkHgsAQH26rnv06JEdZvWZmgAAAHQ5AAB3DLhOwulyAABAlwMAgC4HAAB0OQAA6HIAAECXAwCALgcAAHQ5AADocgAAQJcDAIAuBwAAdDkAAOhyAABAlwMAgC4HAAB0OQAA6HIAAECXAwCALgcAAHQ5AADocgAAQJcDAIAuBwAAdDkAAOhyAABAlwMAgC4HAACK6pumiTEaAgAAdoUQyhzU5pzNDQBQkWma1uv12dmZKQootrMuBwCoTEppHEc7lDEMQ5mD3C8HAID90+UAALUFXCfhdDkAAKDLAQBAlwMAALocAAB0OQAAoMsBAECXAwAAuhwAAHQ5AACgywEAQJcDAAC6HAAAdDkAAKDLAQBAlwMAALocAAB0OQAAoMsBAECXAwAAuhwAAHQ5AACgywEAQJcDAAC6HAAAdDkAAKDLAQBAlwMAAEX1TdPEGA0BAAC7QghlDmpzzuYGAKjINE3r9frJkyemKODly5e6HACAW6SUxnG0QxnDMJQ5yP1yAADYP10OAAC6HACAuwZcJ+F0OQAAoMsBAECXAwAAuhwAAHQ5AACgywEAQJcDAAC6HAAAdDkAAKDLAQBAlwMAALocAAB0OQAAoMsBAECXAwAAuhwAAHQ5AACgywEAQJcDAAC6HAAAdDkAAKDLAQBAlwMAALocAAB0OQAAoMsBAOBe6ZumiTEaAgAAdoUQyhzU5pzNDQBQkWmaVqvV0dGRKQpYLpe6HACAW6SUxnG0QxnDMJQ5yP1yAADYP10OAAC6HACAuwZcJ+F0OQAAoMsBAECXAwAAuhwAAHQ5AACgywEAQJcDAAC6HAAAdDkAAKDLAQBAlwMAALocAAB0OQAAoMsBAECXAwAAuhwAAHQ5AACgywEAQJcDAAC6HAAAdDkAAKDLAQBAlwMAALocAAB0OQAAoMsBAECXAwAAuhwAAHQ5AACgywEAQJcDAAC6HAAAdDkAAKDLAQBAlwMAALocAAB0OQAAoMsBAECXAwAAuhwAAHQ5AACgywEAQJcDAAB71TdNE2M0BAAA7AohlDmozTmbGwCgItM0rVar4+NjUxRwcXGhywEAuEVKaRxHO5QxDEOZg9wvBwCA/dPlAACgywEAuGvAdRJOlwMAALocAAB0OQAAoMsBAECXAwAAuhwAAHQ5AACgywEAQJcDAAC6HAAAdDkAAKDLAQBAlwMAALocAAB0OQAAoMsBAECXAwAAuhwAAHQ5AACgywEAQJcDAAC6HAAAdDkAAKDLAQBAlwMAALocAAB0OQAAoMsBAECXAwAAuhwAAHQ5AACgywEAQJcDAAC6HAAAdDkAAKDLAQBAlwMAALocAAB0OQAAoMsBAECXAwAAuhwAAHQ5AACwV33TNDFGQwAAwK4QQpmD2pyzuQEAKjJN03q9Pjs7M0UBxXbW5QAAlUkpjeNohzKGYShzkPvlAACwf7ocAKC2gOsknC4HAAB0OQAA6HIAAECXAwCALgcAAHQ5AADocgAAQJcDAIAuBwAAdDkAAOhyAABAlwMAgC4HAAB0OQAA6HIAAECXAwCALgcAAHQ5AADocgAAQJcDAIAuBwAAdDkAAOhyAABAlwMAgC4HAAB0OQAA6HIAAECXAwDAPdOaAAAAfiXnXKjLi50EAAD8inssAACgywEAAF0OAAC6HAAA0OUAAKDLAQAAXQ4AALocAADQ5QAAoMsBAABdDgAAuhwAANDlAACgywEAAF0OAAC6HAAA0OUAAKDLAQAAXQ4AALocAADQ5QAAoMsBAABdDgAAuhwAANDlAACgywEAAF0OAAC6HAAA0OUAAKDLAQAAXQ4AALocAADQ5QAAoMsBAABdDgAAuhwAANDlAACgywEAAF0OAAC6HAAA0OUAAKDLAQAAXQ4AALocAADQ5QAAoMsBAABdDgAAuhwAANDlAACgywEAAF0OAAC6HAAA0OUAAKDLAQAAXQ4AALocAADQ5QAAoMsBAABdDgAAuhwAANDlAACgywEAAF0OAAC6HAAA0OUAAKDLAQAAXQ4AALocAADQ5QAAoMsBAABdDgAAuhwAANDlAACgywEAAF0OAAC6HAAA0OUAAKDLAQAAXQ4AALocAADQ5QAAoMsBAABdDgAAuhwAANDlAACgywEAAF0OAAC6HAAA0OUAAKDLAQAAXQ4AALocAADQ5QAAoMsBAABdDgAAuhwAANDlAACgywEAAF0OAAC6HAAA0OUAAKDLAQAAXQ4AALocAADQ5QAAoMsBAABdDgAAuhwAANDlAACgywEAAF0OAAC6HAAA0OUAAKDLAQAAXQ4AALocAADQ5QAAoMsBAABdDgAAuhwAANDlAACgywEAAF0OAAC6HAAA0OUAAKDLAQAAXQ4AALocAADQ5QAAgC4HAABdDgAA6HIAANDlAACALgcAAF0OAADocgAA0OUAAIAuBwAAXQ4AAOhyAADQ5QAAgC4HAABdDgAA6HIAANDlAACALgcAAF0OAADocgAA0OUAAMBt+qZp/vnvfxgCAAB2/edf/y1zkO/LAQBg/9qcsxUAAGC/fF8OAAC6HAAA0OUAAKDLAQAAXQ4AALocAADQ5QAAoMsBAABdDgAAuhwAANDlAACgywEAAF0OAAC6HAAA0OUAAKDLAQAAXQ4AALocAADQ5QAAoMsBAABdDgAAuhwAANDlAACgywEAAF0OAAC6HAAA0OUAAKDLAQAAXQ4AALocAADQ5QAAoMsBAABdDgAAuhwAANDlAACgywEAAF0OAAC6HAAA0OUAAKDLAQAAXQ4AALocAADQ5QAAoMsBAABdDgAAuhwAANDlAACgywEAAF0OAAC6HAAA0OUAAKDLAQAAXQ4AALocAADQ5QAAoMsBAABdDgAAuhwAANDlAACgywEAAF0OAAC6HAAA0OUAAKDLAQAAXQ4AALocAADQ5QAAoMsBAABdDgAAuhwAANDlAAAwF33TNDFGQ0CNDg4OLi8v7TA/JycnX79+tQPAnyCEUOagNudsbqhRjPH8/NwOc3V2dmaEWZqmab1e+3w9uaDLYT62260RZmwYBiPMUkppHEc7eHJhl/vlUKvFYmEEANDlwJ71fW8EqO+923nzArocAAB0OQAAoMsBAECXAwAAuhwAAHQ5AACgywEAQJcDAAC6HAAAdDkAAKDLAQBAlwMAALocAAB0OQAAoMsBAECXAwAAuhwAAHQ5AACgywEAQJcDAAC6HAAAdDnw/5dSMgJUJ+dsBECXgy4HdDmgywEAAF0OAAC6HAAA0OUAAPAH65umWS6XhoAavX79erVa2WF+3r59+/HjRzsA/Ak+ffpUrsuLHQb8Dy2Xyzdv3rx588YUXgNU5PPnz+/evXv//r0pZunDhw9G4Le1/mETVGq73RphxoZhMMIspZTGcbSDJxd2uV8OAAC6HPhdi8XCCACgy4E96/veCFDfe7fz5gV0OQAA6HIAAECXAwCALgcAAHQ5AADocgAAQJcDAIAuBwAAdDkAAOhyAABAlwMAgC4HAAB0OQAA6HIAAECXAwCALgcAAHQ5AADocgAAQJcDAIAuBwAAdDnMX0rJCFCdnLMRAF0OuhzQ5YAuBwAAdDkAAOhyAABAlwMAwB+sb5omxmgIqNEwDNvt1g7z8/jx42/fvtkB4E8QQihzUOuH4VCpGOPx8bEd5mq5XBphlqZpWq1WR0dHpvDkgi6HmfBN+bwNw2CEWUopjeNoB08u7HK/HAAAdDnwuxaLhREAQJcDe9b3vRGgvvdu580L6HIAANDlAACALgcAAF0OAADocgAA0OUAAIAuBwAAXQ4AAOhyAADQ5QAAgC4HAABdDgAA6HIAANDlAACALgcAAF0OAADocgAA0OUAAIAuBwAAXQ4AAOhymL+csxEAQJcDe3Zzc2MEqE5KyQiALgcAAF0OAADocgAA0OUAAMAv9SaASn3//v3Lly8/fvwwxfwcHh6+evXKDrN0fX292WzsMFchBCPw29qcc4zREFCjg4MDI8zV5eWlEWb76m3bYRjs4MnFn1u3dLm5oUbb7dYIM6bb5iqlNI6jHTy5sMv9cgAA0OXA71osFkYAAF0O7Fnf+902VPje7bx5AV0OAAC6HAAA0OUAAKDLAQAAXQ4AALocAADQ5QAAoMsBAABdDgAAuhwAANDlAACgywEAAF0OAAC6HAAA0OUAAKDLAQAAXQ4AALocAADQ5QAAoMsBAABdDgAAuhwAANDlAACgywEAAF0OAAC6HAAA0OUAAFCf1gQAAPArty4RgAAAAApJREFUOecyB/0Nemy3FqO8wcgAAAAASUVORK5CYII="/><div class="t m0 x1 h2 y1 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h3 y53 ff1 fs0 fc1 sc0 ls0 ws0">Jednostkowe sprawozdanie ﬁnansowe Dekpol S.A.<span class="ff2"> <span class="_ _14"> </span> <span class="_ _4f"> </span><span class="ff3 fc0">za okres od 01.01.2023 do 31.12.2023</span></span></div><div class="t m0 x3c h4 y54 ff3 fs1 fc0 sc0 ls0 ws0"> <span class="_ _3"></span> <span class="_ _4"> </span> <span class="_ _4"> </span> </div><div class="t m0 xb4 h3 y53 ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="c x54 y5fa w2e h6"><div class="t m0 x0 h5 y5fb ff1 fs2 fc0 sc0 ls0 ws0">48</div></div><div class="t m0 x13 h18 y56 ff1 fs9 fc6 sc0 ls0 ws0">Wprowadzenie </div><div class="t m0 x15 h18 y59 ff1 fs9 fc6 sc0 ls0 ws0">Sprawozdanie  </div><div class="t m0 x15 h18 y5a ff1 fs9 fc6 sc0 ls0 ws0">z sytuacji </div><div class="t m0 x15 h18 y5b ff1 fs9 fc6 sc0 ls0 ws0">ﬁnansowej </div><div class="t m0 x17 h18 y5f ff1 fs9 fc6 sc0 ls0 ws0">Sprawozdanie  </div><div class="t m0 x17 h18 y60 ff1 fs9 fc6 sc0 ls0 ws0">z przepływów </div><div class="t m0 x17 h18 y61 ff1 fs9 fc6 sc0 ls0 ws0">pieniężnych </div><div class="t m0 x18 h18 y5c ff1 fs9 fc6 sc0 ls0 ws0">Sprawozdanie  </div><div class="t m0 x18 h18 y5d ff1 fs9 fc6 sc0 ls0 ws0">ze zmian w kapitale </div><div class="t m0 x18 h18 y5e ff1 fs9 fc6 sc0 ls0 ws0">własnym </div><div class="t m0 x19 h16 y62 ff4 fs9 fc5 sc0 ls0 ws0">Dodatkowe  </div><div class="t m0 x19 h16 y63 ff4 fs9 fc5 sc0 ls0 ws0">noty  </div><div class="t m0 x19 h16 y64 ff4 fs9 fc5 sc0 ls0 ws0">objaśniające </div><div class="t m0 x16 h18 y5c ff1 fs9 fc6 sc0 ls0 ws0">Sprawozdanie  </div><div class="t m0 x16 h18 y5d ff1 fs9 fc6 sc0 ls0 ws0">z całkowitych  </div><div class="t m0 x16 h18 y5e ff1 fs9 fc6 sc0 ls0 ws0">dochodów </div><div class="t m0 x6 h1b y474 ff3 fsb fc0 sc0 ls0 ws0">Reklasyfik<span class="_ _17"></span>acje <span class="_ _e"> </span>0</div><div class="c xe9 y475 w2d h1e"><div class="t m0 x0 h1b y3cb ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x8d h1b y474 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x58 y475 w2d h1e"><div class="t m0 x0 h1b y3cb ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x69 h1b y474 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c xeb y475 w22 h1e"><div class="t m0 x0 h1b y3cb ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xd h1b y474 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x59 y475 w2d h1e"><div class="t m0 x0 h1b y3cb ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xc h1b y474 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x47 y475 w24 h1e"><div class="t m0 x0 h1b y3cb ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y476 ff3 fsb fc0 sc0 ls0 ws0">Zmniejsze<span class="_ _2"></span>nie/zwięk<span class="_ _17"></span>szenie z tyt<span class="_ _2"></span>ułu aportu ZC<span class="_ _17"></span>P <span class="_ _49"> </span>0</div><div class="c xe9 y477 w2d h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x8d h1b y476 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x58 y477 w2d h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x69 h1b y476 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c xeb y477 w22 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xd h1b y476 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x59 y477 w2d h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xc h1b y476 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x47 y477 w24 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y478 ff3 fsb fc0 sc0 ls0 ws0">Zmniejsze<span class="_ _2"></span>nia z tytułu likw<span class="_ _17"></span>i<span class="_ _5"></span>dacji <span class="_ _70"> </span>0</div><div class="c xe9 y3cf w2d h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xed h1b y478 ff3 fsb fc0 sc0 ls0 ws0">218</div><div class="c x58 y3cf w2d h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x69 h1b y478 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c xeb y3cf w22 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xd h1b y478 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x59 y3cf w2d h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x4b h1b y478 ff3 fsb fc0 sc0 ls0 ws0">218</div><div class="c x47 y3cf w24 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1d y479 ff4 fsb fc0 sc0 ls0 ws0">W<span class="_ _17"></span>artość umorzenia<span class="_ _17"></span> na <span class="_ _5"></span>k<span class="_ _17"></span>oniec okresu<span class="_ _17"></span> <span class="_ _129"> </span>-1 141</div><div class="c xe9 y47a w2d h1f"><div class="t m0 x0 h1d y6c ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xe3 h1d y479 ff4 fsb fc0 sc0 ls0 ws0">-1 707</div><div class="c x58 y47a w2d h1f"><div class="t m0 x0 h1d y6c ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x69 h1d y479 ff4 fsb fc0 sc0 ls0 ws0">0</div><div class="c xeb y47a w22 h1f"><div class="t m0 x0 h1d y6c ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xd h1d y479 ff4 fsb fc0 sc0 ls0 ws0">0</div><div class="c x59 y47a w2d h1f"><div class="t m0 x0 h1d y6c ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x7b h1d y479 ff4 fsb fc0 sc0 ls0 ws0">-2 849</div><div class="c x47 y47a w24 h1f"><div class="t m0 x0 h1d y6c ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y6a ff3 fsb fc0 sc0 ls0 ws0">W<span class="_ _17"></span>artość odpisów akt<span class="_ _17"></span>u<span class="_ _5"></span>alizując<span class="_ _17"></span>ych na początek </div><div class="t m0 x6 h1b y1c ff3 fsb fc0 sc0 ls0 ws0">okresu<span class="_ _2"></span> <span class="_ _12a"> </span>0</div><div class="c xe9 y153 w2d h23"><div class="t m0 x0 h1b y72 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x8d h1b y1c ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x58 y153 w2d h23"><div class="t m0 x0 h1b y72 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x69 h1b y1c ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c xeb y153 w22 h23"><div class="t m0 x0 h1b y72 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xd h1b y1c ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x59 y153 w2d h23"><div class="t m0 x0 h1b y72 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xc h1b y1c ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x47 y153 w24 h23"><div class="t m0 x0 h1b y72 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b yd2 ff3 fsb fc0 sc0 ls0 ws0">W<span class="_ _17"></span>artość odpisów akt<span class="_ _17"></span>u<span class="_ _5"></span>alizując<span class="_ _17"></span>ych na k<span class="_ _17"></span>oniec </div><div class="t m0 x6 h1b y629 ff3 fsb fc0 sc0 ls0 ws0">okresu<span class="_ _2"></span> <span class="_ _12a"> </span>0</div><div class="c xe9 y62a w2d h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x8d h1b y629 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x58 y62a w2d h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x69 h1b y629 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c xeb y62a w22 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xd h1b y629 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x59 y62a w2d h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xc h1b y629 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x47 y62a w24 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1d y62b ff4 fsb fc0 sc0 ls0 ws0">W<span class="_ _17"></span>artość netto na k<span class="_ _17"></span>oniec okresu<span class="_ _17"></span> <span class="_ _12b"> </span>0</div><div class="c xe9 y139 w2d h1e"><div class="t m0 x0 h1d y6c ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xed h1d y62b ff4 fsb fc0 sc0 ls0 ws0">653</div><div class="c x58 y139 w2d h1e"><div class="t m0 x0 h1d y6c ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x69 h1d y62b ff4 fsb fc0 sc0 ls0 ws0">0</div><div class="c xeb y139 w22 h1e"><div class="t m0 x0 h1d y6c ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x5f h1d y62b ff4 fsb fc0 sc0 ls0 ws0">6 638</div><div class="c x59 y139 w2d h1e"><div class="t m0 x0 h1d y6c ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x48 h1d y62b ff4 fsb fc0 sc0 ls0 ws0">7 291</div><div class="c x47 y139 w24 h1e"><div class="t m0 x0 h1d y6c ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x1 h1b y564 ff3 fsb fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h28 y62c ff4 fsc fc2 sc0 ls0 ws0">3.3. <span class="_ _58"> </span>W<span class="_ _7"></span>artości niematerialne w popr<span class="_ _17"></span>zednim okr<span class="_ _17"></span>esie spra<span class="_ _17"></span>wozda<span class="_ _7"></span>wczym <span class="_ _e0"></span> </div><div class="t m0 x6 h1d y62d ff4 fsb fc0 sc0 ls0 ws0">Opis </div><div class="t m0 xe7 h1d y62e ff4 fsb fc0 sc0 ls0 ws0">W<span class="_ _17"></span>artość </div><div class="t m0 xe8 h1d y62d ff4 fsb fc0 sc0 ls0 ws0">Firmy</div><div class="c xe9 y62f w2d h1e"><div class="t m0 x0 h1d y6c ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xea h1d y62e ff4 fsb fc0 sc0 ls0 ws0">Patenty i li-</div><div class="t m0 x8 h1d y62d ff4 fsb fc0 sc0 ls0 ws0">cencje</div><div class="c x58 y62f w2d h1e"><div class="t m0 x0 h1d y6c ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x1f h1d y62e ff4 fsb fc0 sc0 ls0 ws0">K<span class="_ _17"></span>oszty prac </div><div class="t m0 x12 h1d y62d ff4 fsb fc0 sc0 ls0 ws0">rozwojo<span class="_ _17"></span>wych</div><div class="c xeb y62f w22 h1e"><div class="t m0 x0 h1d y6c ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x78 h1d y440 ff4 fsb fc0 sc0 ls0 ws0">Pozostał<span class="_ _2"></span>e </div><div class="t m0 xec h1d y62e ff4 fsb fc0 sc0 ls0 ws0">wartości nie-</div><div class="t m0 x7a h1d y62d ff4 fsb fc0 sc0 ls0 ws0">materialne</div><div class="c x59 y62f w2d h1e"><div class="t m0 x0 h1d y6c ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6d h1d y62d ff4 fsb fc0 sc0 ls0 ws0">Razem</div><div class="c x47 y62f w24 h1e"><div class="t m0 x0 h1d y6c ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1d y630 ff4 fsb fc0 sc0 ls0 ws0">W<span class="_ _17"></span>artość bilansowa <span class="_ _17"></span>b<span class="_ _5"></span>rutto na po<span class="_ _17"></span>czątek </div><div class="t m0 x6 h1d y631 ff4 fsb fc0 sc0 ls0 ws0">okresu<span class="_ _2"></span> <span class="_ _1c"> </span>1 141</div><div class="c xe9 y632 w2d h22"><div class="t m0 x0 h1d y6c ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x5e h1d y631 ff4 fsb fc0 sc0 ls0 ws0">1 709</div><div class="c x58 y632 w2d h22"><div class="t m0 x0 h1d y6c ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x69 h1d y631 ff4 fsb fc0 sc0 ls0 ws0">0</div><div class="c xeb y632 w22 h22"><div class="t m0 x0 h1d y6c ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x5f h1d y631 ff4 fsb fc0 sc0 ls0 ws0">5 236</div><div class="c x59 y632 w2d h22"><div class="t m0 x0 h1d y6c ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x48 h1d y631 ff4 fsb fc0 sc0 ls0 ws0">8 086</div><div class="c x47 y632 w24 h22"><div class="t m0 x0 h1d y6c ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b yb5 ff3 fsb fc0 sc0 ls0 ws0">Nabycie<span class="_ _2"></span> <span class="_ _7d"> </span>0</div><div class="c xe9 y633 w2d h21"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xed h1b yb5 ff3 fsb fc0 sc0 ls0 ws0">259</div><div class="c x58 y633 w2d h21"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x69 h1b yb5 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c xeb y633 w22 h21"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xd h1b yb5 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x59 y633 w2d h21"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x4b h1b yb5 ff3 fsb fc0 sc0 ls0 ws0">259</div><div class="c x47 y633 w24 h21"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y634 ff3 fsb fc0 sc0 ls0 ws0">Reklasyfik<span class="_ _17"></span>acje <span class="_ _e"> </span>0</div><div class="c xe9 y30c w2d h1e"><div class="t m0 x0 h1b y85 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xf0 h1b y634 ff3 fsb fc0 sc0 ls0 ws0">-4</div><div class="c x58 y30c w2d h1e"><div class="t m0 x0 h1b y85 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x69 h1b y634 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c xeb y30c w22 h1e"><div class="t m0 x0 h1b y85 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x5f h1b y634 ff3 fsb fc0 sc0 ls0 ws0">1 130</div><div class="c x59 y30c w2d h1e"><div class="t m0 x0 h1b y85 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x48 h1b y634 ff3 fsb fc0 sc0 ls0 ws0">1 126</div><div class="c x47 y30c w24 h1e"><div class="t m0 x0 h1b y85 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y635 ff3 fsb fc0 sc0 ls0 ws0">Zmniejsze<span class="_ _2"></span>nie/zwięk<span class="_ _17"></span>szenie z tyt<span class="_ _2"></span>ułu aportu ZC<span class="_ _17"></span>P <span class="_ _49"> </span>0</div><div class="c xe9 y636 w2d h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x8d h1b y635 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x58 y636 w2d h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x69 h1b y635 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c xeb y636 w22 h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xd h1b y635 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x59 y636 w2d h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xc h1b y635 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x47 y636 w24 h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y637 ff3 fsb fc0 sc0 ls0 ws0">Zmniejsze<span class="_ _2"></span>nia z tytułu likw<span class="_ _17"></span>i<span class="_ _5"></span>dacji <span class="_ _70"> </span>0</div><div class="c xe9 y638 w2d h1e"><div class="t m0 x0 h1b y85 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x8d h1b y637 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x58 y638 w2d h1e"><div class="t m0 x0 h1b y85 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x69 h1b y637 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c xeb y638 w22 h1e"><div class="t m0 x0 h1b y85 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xd h1b y637 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x59 y638 w2d h1e"><div class="t m0 x0 h1b y85 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xc h1b y637 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x47 y638 w24 h1e"><div class="t m0 x0 h1b y85 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1d y3aa ff4 fsb fc0 sc0 ls0 ws0">W<span class="_ _17"></span>artość bilansowa <span class="_ _17"></span>b<span class="_ _5"></span>rutto na k<span class="_ _17"></span>oniec okresu<span class="_ _17"></span> <span class="_ _127"> </span>1 141</div><div class="c xe9 y3ab w2d h26"><div class="t m0 x0 h1d y8d ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x5e h1d y3aa ff4 fsb fc0 sc0 ls0 ws0">1 964</div><div class="c x58 y3ab w2d h26"><div class="t m0 x0 h1d y8d ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x69 h1d y3aa ff4 fsb fc0 sc0 ls0 ws0">0</div><div class="c xeb y3ab w22 h26"><div class="t m0 x0 h1d y8d ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x5f h1d y3aa ff4 fsb fc0 sc0 ls0 ws0">6 366</div><div class="c x59 y3ab w2d h26"><div class="t m0 x0 h1d y8d ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x48 h1d y3aa ff4 fsb fc0 sc0 ls0 ws0">9 471</div><div class="c x47 y3ab w24 h26"><div class="t m0 x0 h1d y8d ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1d y639 ff4 fsb fc0 sc0 ls0 ws0">W<span class="_ _17"></span>artość umorzenia<span class="_ _17"></span> na <span class="_ _5"></span>pocz<span class="_ _2"></span>ątek okre<span class="_ _17"></span>su <span class="_ _128"> </span>-1 141</div><div class="c xe9 y63a w2d h26"><div class="t m0 x0 h1d y8a ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xe3 h1d y639 ff4 fsb fc0 sc0 ls0 ws0">-1 617</div><div class="c x58 y63a w2d h26"><div class="t m0 x0 h1d y8a ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x69 h1d y639 ff4 fsb fc0 sc0 ls0 ws0">0</div><div class="c xeb y63a w22 h26"><div class="t m0 x0 h1d y8a ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xd h1d y639 ff4 fsb fc0 sc0 ls0 ws0">0</div><div class="c x59 y63a w2d h26"><div class="t m0 x0 h1d y8a ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x7b h1d y639 ff4 fsb fc0 sc0 ls0 ws0">-2 759</div><div class="c x47 y63a w24 h26"><div class="t m0 x0 h1d y8a ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y495 ff3 fsb fc0 sc0 ls0 ws0">Zwięk<span class="_ _2"></span>szeni<span class="_ _17"></span>e amortyzacji za okre<span class="_ _17"></span>s <span class="_ _89"> </span>0</div><div class="c xe9 ye1 w2d h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xef h1b y495 ff3 fsb fc0 sc0 ls0 ws0">-147</div><div class="c x58 ye1 w2d h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x69 h1b y495 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c xeb ye1 w22 h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xd h1b y495 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x59 ye1 w2d h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x51 h1b y495 ff3 fsb fc0 sc0 ls0 ws0">-147</div><div class="c x47 ye1 w24 h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y63b ff3 fsb fc0 sc0 ls0 ws0">Reklasyfik<span class="_ _17"></span>acje <span class="_ _e"> </span>0</div><div class="c xe9 y1e6 w2d h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x8d h1b y63b ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x58 y1e6 w2d h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x69 h1b y63b ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c xeb y1e6 w22 h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xd h1b y63b ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x59 y1e6 w2d h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xc h1b y63b ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x47 y1e6 w24 h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y63c ff3 fsb fc0 sc0 ls0 ws0">Zmniejsze<span class="_ _2"></span>nie/zwięk<span class="_ _17"></span>szenie z tyt<span class="_ _2"></span>ułu aportu ZC<span class="_ _17"></span>P <span class="_ _49"> </span>0</div><div class="c xe9 y63d w2d h23"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x8d h1b y63c ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x58 y63d w2d h23"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x69 h1b y63c ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c xeb y63d w22 h23"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xd h1b y63c ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x59 y63d w2d h23"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xc h1b y63c ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x47 y63d w24 h23"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y63e ff3 fsb fc0 sc0 ls0 ws0">Zmniejsze<span class="_ _2"></span>nia z tytułu likw<span class="_ _17"></span>i<span class="_ _5"></span>dacji <span class="_ _70"> </span>0</div><div class="c xe9 y63f w2d h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x8d h1b y63e ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x58 y63f w2d h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x69 h1b y63e ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c xeb y63f w22 h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xd h1b y63e ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x59 y63f w2d h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xc h1b y63e ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x47 y63f w24 h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1d y640 ff4 fsb fc0 sc0 ls0 ws0">W<span class="_ _17"></span>artość umorzenia<span class="_ _17"></span> na <span class="_ _5"></span>k<span class="_ _17"></span>oniec okresu<span class="_ _17"></span> <span class="_ _129"> </span>-1 141</div><div class="c xe9 y641 w2d h1e"><div class="t m0 x0 h1d y8d ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xe3 h1d y640 ff4 fsb fc0 sc0 ls0 ws0">-1 765</div><div class="c x58 y641 w2d h1e"><div class="t m0 x0 h1d y8d ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x69 h1d y640 ff4 fsb fc0 sc0 ls0 ws0">0</div><div class="c xeb y641 w22 h1e"><div class="t m0 x0 h1d y8d ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xd h1d y640 ff4 fsb fc0 sc0 ls0 ws0">0</div><div class="c x59 y641 w2d h1e"><div class="t m0 x0 h1d y8d ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x7b h1d y640 ff4 fsb fc0 sc0 ls0 ws0">-2 906</div><div class="c x47 y641 w24 h1e"><div class="t m0 x0 h1d y8d ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y642 ff3 fsb fc0 sc0 ls0 ws0">W<span class="_ _17"></span>artość odpisów akt<span class="_ _17"></span>u<span class="_ _5"></span>alizując<span class="_ _17"></span>ych na początek </div><div class="t m0 x6 h1b y643 ff3 fsb fc0 sc0 ls0 ws0">okresu<span class="_ _2"></span> <span class="_ _12a"> </span>0</div><div class="c xe9 y644 w2d h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x8d h1b y643 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x58 y644 w2d h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x69 h1b y643 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c xeb y644 w22 h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xd h1b y643 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x59 y644 w2d h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xc h1b y643 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x47 y644 w24 h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y645 ff3 fsb fc0 sc0 ls0 ws0">W<span class="_ _17"></span>artość odpisów akt<span class="_ _17"></span>u<span class="_ _5"></span>alizując<span class="_ _17"></span>ych na k<span class="_ _17"></span>oniec </div><div class="t m0 x6 h1b y234 ff3 fsb fc0 sc0 ls0 ws0">okresu<span class="_ _2"></span> <span class="_ _12a"> </span>0</div><div class="c xe9 y646 w2d h1e"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x8d h1b y234 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x58 y646 w2d h1e"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x69 h1b y234 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c xeb y646 w22 h1e"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xd h1b y234 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x59 y646 w2d h1e"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xc h1b y234 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x47 y646 w24 h1e"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1d y647 ff4 fsb fc0 sc0 ls0 ws0">W<span class="_ _17"></span>artość netto na k<span class="_ _17"></span>oniec okresu<span class="_ _17"></span> <span class="_ _12b"> </span>0</div><div class="c xe9 y648 w2d h1e"><div class="t m0 x0 h1d y8d ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xed h1d y647 ff4 fsb fc0 sc0 ls0 ws0">200</div><div class="c x58 y648 w2d h1e"><div class="t m0 x0 h1d y8d ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x69 h1d y647 ff4 fsb fc0 sc0 ls0 ws0">0</div><div class="c xeb y648 w22 h1e"><div class="t m0 x0 h1d y8d ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x5f h1d y647 ff4 fsb fc0 sc0 ls0 ws0">6 366</div><div class="c x59 y648 w2d h1e"><div class="t m0 x0 h1d y8d ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x48 h1d y647 ff4 fsb fc0 sc0 ls0 ws0">6 565</div><div class="c x47 y648 w24 h1e"><div class="t m0 x0 h1d y8d ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x1 h12 y1cd ff4 fs7 fc4 sc0 ls0 ws0">4. <span class="_ _5"></span>Udziały i ak<span class="_ _7"></span>c<span class="_ _5"></span>je </div><div class="t m0 x6 h1d y1a9 ff4 fsb fc0 sc0 ls0 ws0">Udziały i ak<span class="_ _17"></span>cje <span class="_ _12c"> </span>Siedziba </div><div class="t m0 xf1 h1d y649 ff4 fsb fc0 sc0 ls0 ws0">W<span class="_ _17"></span>artość bez  </div><div class="t m0 xf2 h1d y1a9 ff4 fsb fc0 sc0 ls0 ws0">pomniejsze<span class="_ _17"></span>n<span class="_ _5"></span>ia o odpis<span class="_ _17"></span>y </div><div class="t m0 x33 h1d y64a ff4 fsb fc0 sc0 ls0 ws0">% posiadany<span class="_ _7"></span>c<span class="_ _5"></span>h udziałó<span class="_ _17"></span>w<span class="_ _5"></span> /  </div><div class="t m0 xbc h1d y649 ff4 fsb fc0 sc0 ls0 ws0">% posiadany<span class="_ _7"></span>c<span class="_ _5"></span>h głosów<span class="_ _2"></span> /  </div><div class="t m0 x6c h1d y1a9 ff4 fsb fc0 sc0 ls0 ws0">% udziału w zy<span class="_ _17"></span>skach </div><div class="t m0 x6 h1d y1d1 ff4 fsb fc0 sc0 ls0 ws0">Nazwa jednos<span class="_ _17"></span>t<span class="_ _5"></span>ki <span class="_ _12d"> </span> <span class="_ _12e"> </span>31.12.2023</div><div class="c x8a y64b w26 h1e"><div class="t m0 x0 h1d y92 ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x9 h1d y1d1 ff4 fsb fc0 sc0 ls0 ws0">31.12.2022</div><div class="c xf3 y64b w26 h1e"><div class="t m0 x0 h1d y92 ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x91 h1d y1d1 ff4 fsb fc0 sc0 ls0 ws0">31.12.2023</div><div class="c x5a y64b w29 h1e"><div class="t m0 x0 h1d y92 ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x22 h1d y1d1 ff4 fsb fc0 sc0 ls0 ws0">31.12.2022</div><div class="c x47 y64b w23 h1e"><div class="t m0 x0 h1d y92 ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y64c ff3 fsb fc0 sc0 ls0 ws0">UAB DEK<span class="_ _17"></span> L<span class="_ _55"></span>T Stadyba (Litwa)<span class="_ _17"></span> <span class="_ _37"> </span>Litwa <span class="_ _12f"> </span>10</div><div class="c x8a y64d w26 h1e"><div class="t m0 x0 h1b y85 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x17 h1b y64c ff3 fsb fc0 sc0 ls0 ws0">10</div><div class="c xf3 y64d w26 h1e"><div class="t m0 x0 h1b y85 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x73 h1b y64c ff3 fsb fc0 sc0 ls0 ws0">100%</div><div class="c x5a y64d w29 h1e"><div class="t m0 x0 h1b y85 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x48 h1b y64c ff3 fsb fc0 sc0 ls0 ws0">100%</div><div class="c x47 y64d w23 h1e"><div class="t m0 x0 h1b y85 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y64e ff3 fsb fc0 sc0 ls0 ws0">Betpref Sp<span class="_ _17"></span>. z o.o<span class="_ _17"></span>. <span class="_ _130"> </span>Pinczyn <span class="_ _131"> </span>1 076</div><div class="c x8a y2b6 w26 h1e"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x8e h1b y64e ff3 fsb fc0 sc0 ls0 ws0">1 076</div><div class="c xf3 y2b6 w26 h1e"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x73 h1b y64e ff3 fsb fc0 sc0 ls0 ws0">100%</div><div class="c x5a y2b6 w29 h1e"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x48 h1b y64e ff3 fsb fc0 sc0 ls0 ws0">100%</div><div class="c x47 y2b6 w23 h1e"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y64f ff3 fsb fc0 sc0 ls0 ws0">Dekpol Dewe<span class="_ _17"></span>l<span class="_ _5"></span>oper Sp<span class="_ _17"></span>. z o.o<span class="_ _17"></span>. <span class="_ _132"> </span>Pinczyn <span class="_ _133"> </span>165 362</div><div class="c x8a y650 w26 h23"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xf4 h1b y64f ff3 fsb fc0 sc0 ls0 ws0">165 362</div><div class="c xf3 y650 w26 h23"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x73 h1b y64f ff3 fsb fc0 sc0 ls0 ws0">100%</div><div class="c x5a y650 w29 h23"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x48 h1b y64f ff3 fsb fc0 sc0 ls0 ws0">100%</div><div class="c x47 y650 w23 h23"><div class="t m0 x0 h1b y8d ff3 fsb fc0 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 x11 y651 wc h61" alt="" src="data:image/png;base64,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"/><div class="t m0 x1 h2 y1 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h3 y53 ff1 fs0 fc1 sc0 ls0 ws0">Jednostkowe sprawozdanie ﬁnansowe Dekpol S.A.<span class="ff2"> <span class="_ _14"> </span> <span class="_ _4f"> </span><span class="ff3 fc0">za okres od 01.01.2023 do 31.12.2023</span></span></div><div class="t m0 x3c h4 y54 ff3 fs1 fc0 sc0 ls0 ws0"> <span class="_ _3"></span> <span class="_ _4"> </span> <span class="_ _4"> </span> </div><div class="t m0 xb4 h3 y53 ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="c x54 y5fa w2e h6"><div class="t m0 x0 h5 y5fb ff1 fs2 fc0 sc0 ls0 ws0">49</div></div><div class="t m0 x13 h18 y56 ff1 fs9 fc6 sc0 ls0 ws0">Wprowadzenie </div><div class="t m0 x15 h18 y59 ff1 fs9 fc6 sc0 ls0 ws0">Sprawozdanie  </div><div class="t m0 x15 h18 y5a ff1 fs9 fc6 sc0 ls0 ws0">z sytuacji </div><div class="t m0 x15 h18 y5b ff1 fs9 fc6 sc0 ls0 ws0">ﬁnansowej </div><div class="t m0 x17 h18 y5f ff1 fs9 fc6 sc0 ls0 ws0">Sprawozdanie  </div><div class="t m0 x17 h18 y60 ff1 fs9 fc6 sc0 ls0 ws0">z przepływów </div><div class="t m0 x17 h18 y61 ff1 fs9 fc6 sc0 ls0 ws0">pieniężnych </div><div class="t m0 x18 h18 y5c ff1 fs9 fc6 sc0 ls0 ws0">Sprawozdanie  </div><div class="t m0 x18 h18 y5d ff1 fs9 fc6 sc0 ls0 ws0">ze zmian w kapitale </div><div class="t m0 x18 h18 y5e ff1 fs9 fc6 sc0 ls0 ws0">własnym </div><div class="t m0 x19 h16 y62 ff4 fs9 fc5 sc0 ls0 ws0">Dodatkowe  </div><div class="t m0 x19 h16 y63 ff4 fs9 fc5 sc0 ls0 ws0">noty  </div><div class="t m0 x19 h16 y64 ff4 fs9 fc5 sc0 ls0 ws0">objaśniające </div><div class="t m0 x16 h18 y5c ff1 fs9 fc6 sc0 ls0 ws0">Sprawozdanie  </div><div class="t m0 x16 h18 y5d ff1 fs9 fc6 sc0 ls0 ws0">z całkowitych  </div><div class="t m0 x16 h18 y5e ff1 fs9 fc6 sc0 ls0 ws0">dochodów </div><div class="t m0 x6 h1b y474 ff3 fsb fc0 sc0 ls0 ws0">Dekpol Steel Sp<span class="_ _17"></span>. z o.o<span class="_ _17"></span>. <span class="_ _134"> </span>Pinczyn <span class="_ _21"> </span>43 735</div><div class="c x8a y475 w26 h1e"><div class="t m0 x0 h1b y3cb ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xf5 h1b y474 ff3 fsb fc0 sc0 ls0 ws0">43 735</div><div class="c xf3 y475 w26 h1e"><div class="t m0 x0 h1b y3cb ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x73 h1b y474 ff3 fsb fc0 sc0 ls0 ws0">100%</div><div class="c x5a y475 w29 h1e"><div class="t m0 x0 h1b y3cb ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x48 h1b y474 ff3 fsb fc0 sc0 ls0 ws0">100%</div><div class="c x47 y475 w23 h1e"><div class="t m0 x0 h1b y3cb ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y476 ff3 fsb fc0 sc0 ls0 ws0">Dekpol Budow<span class="_ _17"></span>ni<span class="_ _5"></span>ctwo Sp<span class="_ _17"></span>. z o.o<span class="_ _17"></span>. <span class="_ _15"> </span>Pinczyn <span class="_ _131"> </span>2 859</div><div class="c x8a y477 w26 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x8e h1b y476 ff3 fsb fc0 sc0 ls0 ws0">2 859</div><div class="c xf3 y477 w26 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x73 h1b y476 ff3 fsb fc0 sc0 ls0 ws0">100%</div><div class="c x5a y477 w29 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x48 h1b y476 ff3 fsb fc0 sc0 ls0 ws0">100%</div><div class="c x47 y477 w23 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y478 ff3 fsb fc0 sc0 ls0 ws0">K<span class="_ _2"></span>ombet Sp<span class="_ _17"></span>. z<span class="_ _5"></span> o.<span class="_ _17"></span>o. <span class="_ _22"> </span>Działdowo <span class="_ _128"> </span>16 205</div><div class="c x8a y3cf w26 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xf5 h1b y478 ff3 fsb fc0 sc0 ls0 ws0">16 205</div><div class="c xf3 y3cf w26 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x73 h1b y478 ff3 fsb fc0 sc0 ls0 ws0">100%</div><div class="c x5a y3cf w29 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x48 h1b y478 ff3 fsb fc0 sc0 ls0 ws0">100%</div><div class="c x47 y3cf w23 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y479 ff3 fsb fc0 sc0 ls0 ws0">Dekpol Capital Sp<span class="_ _17"></span>. o.o<span class="_ _17"></span>. <span class="_ _135"> </span>Pinczyn <span class="_ _8c"> </span>5</div><div class="c x8a y47a w26 h1f"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x8f h1b y479 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c xf3 y47a w26 h1f"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x73 h1b y479 ff3 fsb fc0 sc0 ls0 ws0">100%</div><div class="c x5a y47a w29 h1f"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x48 h1b y479 ff3 fsb fc0 sc0 ls0 ws0">100%</div><div class="c x47 y47a w23 h1f"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y4a ff3 fsb fc0 sc0 ls0 ws0">Dekpol Ka<span class="_ _17"></span>m<span class="_ _5"></span>esznica Sp<span class="_ _17"></span>. z o.<span class="_ _17"></span>o. <span class="_ _57"> </span>Pinczyn <span class="_ _8c"> </span>5</div><div class="c x8a y47b w26 h1f"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x8f h1b y4a ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c xf3 y47b w26 h1f"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x73 h1b y4a ff3 fsb fc0 sc0 ls0 ws0">100%</div><div class="c x5a y47b w29 h1f"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x48 h1b y4a ff3 fsb fc0 sc0 ls0 ws0">100%</div><div class="c x47 y47b w23 h1f"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1d y47c ff4 fsb fc0 sc0 ls0 ws0">Razem:<span class="_ _2"></span> <span class="_ _121"> </span> <span class="_ _136"> </span>229 258</div><div class="c x8a y47d w26 h23"><div class="t m0 x0 h1d y72 ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xf4 h1d y47c ff4 fsb fc0 sc0 ls0 ws0">229 248</div><div class="c xf3 y47d w26 h23"><div class="t m0 x0 h1d y72 ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="c x5a y47d w29 h23"><div class="t m0 x0 h1d y72 ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="c x47 y47d w23 h23"><div class="t m0 x0 h1d y72 ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x1 h4 y652 ff3 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h12 y653 ff4 fs7 fc4 sc0 ls0 ws0">5. <span class="_ _5"></span>Poz<span class="_ _17"></span>ostałe aktywa ﬁnan<span class="_ _5"></span>sowe </div><div class="t m0 x1 h28 y654 ff4 fsc fc2 sc0 ls0 ws0">5.1. <span class="_ _58"> </span>Poz<span class="_ _17"></span>ostałe aktyw<span class="_ _17"></span>a ﬁnansowe </div><div class="t m0 x6 h1d ya ff4 fsb fc0 sc0 ls0 ws0">Opis <span class="_ _137"> </span>31.12.2023</div><div class="c x67 y655 w23 h1e"><div class="t m0 x0 h1d y6c ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x22 h1d ya ff4 fsb fc0 sc0 ls0 ws0">31.12.2022</div><div class="c x47 y655 w22 h1e"><div class="t m0 x0 h1d y6c ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y182 ff3 fsb fc0 sc0 ls0 ws0">Pochodne instru<span class="_ _17"></span>m<span class="_ _5"></span>enty finansow<span class="_ _17"></span>e <span class="_ _138"> </span>0</div><div class="c x67 y656 w23 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xc h1b y182 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x47 y656 w22 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y657 ff3 fsb fc0 sc0 ls0 ws0">Pozosta<span class="_ _17"></span>ł<span class="_ _5"></span>e aktywa fi<span class="_ _2"></span>nansowe d<span class="_ _17"></span>łu<span class="_ _5"></span>goterminow<span class="_ _17"></span>e <span class="_ _90"> </span>2 046</div><div class="c x67 y658 w23 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x48 h1b y657 ff3 fsb fc0 sc0 ls0 ws0">2 770</div><div class="c x47 y658 w22 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y659 ff3 fsb fc0 sc0 ls0 ws0">Pożyczki <span class="_ _17"></span>u<span class="_ _5"></span>dzielone długote<span class="_ _2"></span>rmino<span class="_ _17"></span>we <span class="_ _139"> </span>99 397</div><div class="c x67 y65a w23 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x49 h1b y659 ff3 fsb fc0 sc0 ls0 ws0">80 584</div><div class="c x47 y65a w22 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1d y65b ff4 fsb fc0 sc0 ls0 ws0">Pozostał<span class="_ _2"></span>e długotermi<span class="_ _17"></span>n<span class="_ _5"></span>owe ak<span class="_ _17"></span>t<span class="_ _5"></span>ywa finansowe<span class="_ _17"></span> <span class="_ _13a"> </span>101 444</div><div class="c x67 y65c w23 h5d"><div class="t m0 x0 h1d y92 ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x49 h1d y65b ff4 fsb fc0 sc0 ls0 ws0">83 353</div><div class="c x47 y65c w22 h5d"><div class="t m0 x0 h1d y92 ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y65d ff3 fsb fc0 sc0 ls0 ws0">Pożyczki k<span class="_ _17"></span>rótkoter<span class="_ _17"></span>minowe <span class="_ _13b"> </span>43 225</div><div class="c x67 y1e3 w23 h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x49 h1b y65d ff3 fsb fc0 sc0 ls0 ws0">77 792</div><div class="c x47 y1e3 w22 h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y60b ff3 fsb fc0 sc0 ls0 ws0">Jednostki ucze<span class="_ _17"></span>stnictwa w FIO <span class="_ _b8"> </span>0</div><div class="c x67 y65e w23 h1e"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xc h1b y60b ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x47 y65e w22 h1e"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y65f ff3 fsb fc0 sc0 ls0 ws0">Pozosta<span class="_ _17"></span>ł<span class="_ _5"></span>e krótk<span class="_ _7"></span>oterm. aktywa finan<span class="_ _17"></span>s<span class="_ _5"></span>owe<span class="sc2"> <span class="_ _9d"> </span></span>0</div><div class="c x67 y660 w23 h1e"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc2 ls0 ws0"> </div></div><div class="t m0 xc h1b y65f ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x47 y660 w22 h1e"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc2 ls0 ws0"> </div></div><div class="t m0 x6 h1b y661 ff3 fsb fc0 sc0 ls0 ws0">Pochodne kró<span class="_ _17"></span>t<span class="_ _5"></span>k<span class="_ _17"></span>oter<span class="_ _7"></span>. instrumenty fi<span class="_ _2"></span>nansowe<span class="_ _17"></span><span class="sc2"> <span class="_ _13c"> </span><span class="sc0">453</span></span></div><div class="c x67 y662 w23 h1e"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc2 ls0 ws0"> </div></div><div class="t m0 x48 h1b y661 ff3 fsb fc0 sc0 ls0 ws0">2 923</div><div class="c x47 y662 w22 h1e"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc2 ls0 ws0"> </div></div><div class="t m0 x6 h1d y663 ff4 fsb fc0 sc0 ls0 ws0">Pozostał<span class="_ _2"></span>e krótk<span class="_ _17"></span>otermino<span class="_ _17"></span>we aktywa finansowe<span class="_ _17"></span> <span class="_ _be"> </span>43 678</div><div class="c x67 y664 w23 h1e"><div class="t m0 x0 h1d y8d ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x49 h1d y663 ff4 fsb fc0 sc0 ls0 ws0">80 715</div><div class="c x47 y664 w22 h1e"><div class="t m0 x0 h1d y8d ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x1 h4 y416 ff3 fs1 fc0 sc0 ls0 ws0">Spółka w celu ogr<span class="_ _17"></span>an<span class="_ _5"></span>iczenia ryzyk<span class="_ _2"></span>a wzrostu stopy procentow<span class="_ _17"></span>e<span class="_ _5"></span>j związanego ze <span class="_ _17"></span>zobowiązaniami <span class="_ _2"></span>ﬁnans<span class="_ _5"></span>owymi <span class="_ _17"></span>s<span class="_ _5"></span>półki (obli-</div><div class="t m0 x1 h4 y2d3 ff3 fs1 fc0 sc0 ls0 ws0">gacje) , <span class="_ _17"></span>zawarła <span class="_ _17"></span>w dniu 5 maja 2<span class="_ _2"></span>022 rok<span class="_ _17"></span>u transak<span class="_ _17"></span>cje C<span class="_ _17"></span>AP na kwotę <span class="_ _17"></span>19,150 mln zł. <span class="_ _17"></span>Wycenę opcji C<span class="_ _17"></span>AP w <span class="_ _17"></span>war<span class="_ _5"></span>tości godziwej </div><div class="t m0 x1 h4 y2d4 ff3 fs1 fc0 sc0 ls0 ws0">ujawniono <span class="_ _c8"> </span>w  pozycji <span class="_ _c8"> </span>pozostał<span class="_ _17"></span>e<span class="_ _5"></span> <span class="_ _c8"> </span>krótk<span class="_ _17"></span>oterminowe <span class="_ _e0"> </span>aktywa <span class="_ _c8"> </span>ﬁn<span class="_ _5"></span>ansowe<span class="_ _2"></span>. <span class="_ _e0"> </span>O<span class="_ _5"></span>pcja <span class="_ _c8"> </span>obejmuje <span class="_ _c8"> </span>okres  od <span class="_ _c8"> </span>23.05.2022 <span class="_ _c8"> </span>rok<span class="_ _17"></span>u <span class="_ _c8"> </span>do<span class="_ _5"></span> </div><div class="t m0 x1 h4 y2d5 ff3 fs1 fc0 sc0 ls0 ws0">23.08.2024 <span class="_ _2"></span>roku. <span class="_ _17"></span>Właś<span class="_ _5"></span>ciciel opcji<span class="_ _17"></span> otrzymuje odsetki w wysok<span class="_ _17"></span>ości dodatniej ró<span class="_ _17"></span>ż<span class="_ _5"></span>nicy<span class="_ _17"></span> między WIBOR 6M <span class="_ _17"></span>a<span class="_ _5"></span> stopą <span class="_ _17"></span>3,5%. Wy<span class="_ _17"></span>-</div><div class="t m0 x1 h4 y2d6 ff3 fs1 fc0 sc0 ls0 ws0">cena <span class="_ _2f"></span>opcji <span class="_ _2f"></span>w <span class="_ _2f"></span>części <span class="_ _2f"></span>stan<span class="_ _5"></span>owiącej <span class="_ _32"></span>efektywne <span class="_ _44"></span>zabezpieczenie<span class="_ _2"></span> <span class="_ _32"></span>o<span class="_ _5"></span>dnoszona <span class="_ _2f"></span>jest <span class="_ _32"></span>kapitał <span class="_ _2f"></span>z<span class="_ _5"></span> <span class="_ _2f"></span>aktualizacji <span class="_ _2f"></span>wyceny <span class="_ _32"></span>(<span class="_ _32"></span>jak<span class="_ _5"></span> <span class="_ _32"></span>op<span class="_ _5"></span>isano </div><div class="t m0 x1 h4 y665 ff3 fs1 fc0 sc0 ls0 ws0">powyżej). </div><div class="t m0 x1 h4 y2d8 ff3 fs1 fc0 sc0 ls0 ws0">Spółka w celu ogr<span class="_ _17"></span>an<span class="_ _5"></span>iczenia ryzyk<span class="_ _2"></span>a wzrostu stopy procentow<span class="_ _17"></span>e<span class="_ _5"></span>j związanego ze <span class="_ _17"></span>zobowiązaniami <span class="_ _2"></span>ﬁnans<span class="_ _5"></span>owymi <span class="_ _17"></span>s<span class="_ _5"></span>półki (obli-</div><div class="t m0 x1 h4 y2d9 ff3 fs1 fc0 sc0 ls0 ws0">gacje) <span class="_ _5"></span> <span class="_ _5"></span>zawarła w <span class="_ _5"></span>dniu <span class="_ _5"></span>5 <span class="_ _5"></span>ma<span class="_ _5"></span>ja <span class="_ _5"></span>2022 roku <span class="_ _5"></span>transak<span class="_ _17"></span>cje <span class="_ _5"></span>CAP na <span class="_ _5"></span>kwotę <span class="_ _5"></span>11 <span class="_ _5"></span>mln <span class="_ _5"></span>PLN. <span class="_ _5"></span>Wycenę <span class="_ _5"></span>opcji <span class="_ _5"></span>CAP w <span class="_ _5"></span>war<span class="_ _5"></span>tości go<span class="_ _5"></span>dziwej </div><div class="t m0 x1 h4 y666 ff3 fs1 fc0 sc0 ls0 ws0">ujawniono <span class="_ _c8"> </span>w  pozycji <span class="_ _c8"> </span>pozostał<span class="_ _17"></span>e<span class="_ _5"></span> <span class="_ _c8"> </span>krótk<span class="_ _17"></span>oterminowe <span class="_ _e0"> </span>aktywa <span class="_ _c8"> </span>ﬁn<span class="_ _5"></span>ansowe<span class="_ _2"></span>. <span class="_ _e0"> </span>O<span class="_ _5"></span>pcja <span class="_ _c8"> </span>obejmuje <span class="_ _c8"> </span>okres  od <span class="_ _c8"> </span>23.05.2022 <span class="_ _c8"> </span>rok<span class="_ _17"></span>u <span class="_ _c8"> </span>do<span class="_ _5"></span> </div><div class="t m0 x1 h4 y667 ff3 fs1 fc0 sc0 ls0 ws0">22.06.2024 <span class="_ _17"></span>roku. <span class="_ _17"></span>W<span class="_ _5"></span>łaściciel <span class="_ _17"></span>opcji otrzymuje <span class="_ _17"></span>od<span class="_ _5"></span>setki <span class="_ _17"></span>w wysokości<span class="_ _17"></span> dodatniej różnic<span class="_ _17"></span>y mi<span class="_ _17"></span>ęd<span class="_ _5"></span>zy <span class="_ _17"></span>W<span class="_ _5"></span>IBOR <span class="_ _2"></span>6M, <span class="_ _17"></span>a stopą 3,<span class="_ _17"></span>5%<span class="_ _5"></span>. <span class="_ _17"></span>Wy<span class="_ _17"></span>-</div><div class="t m0 x1 h4 y668 ff3 fs1 fc0 sc0 ls0 ws0">cena <span class="_ _5"></span>opcji w <span class="_ _5"></span>części stanowiącej <span class="_ _5"></span>efe<span class="_ _5"></span>ktywne zabezpieczenie odnoszona jest w <span class="_ _5"></span>kapitał z <span class="_ _5"></span>aktualizacji wyceny (<span class="_ _32"></span>jak <span class="_ _5"></span>opisano </div><div class="t m0 x1 h4 y669 ff3 fs1 fc0 sc0 ls0 ws0">powyżej). <span class="_ _17"></span> </div><div class="t m0 x1 h4 y66a ff3 fs1 fc0 sc0 ls0 ws0">Jednocześnie w celu ogr<span class="_ _17"></span>a<span class="_ _5"></span>niczenia ryzyk<span class="_ _17"></span>a<span class="_ _5"></span> zamian<span class="_ _17"></span>y stóp procentowych Spółka z<span class="_ _2"></span>awarła tr<span class="_ _17"></span>ansakcję IRS. </div><div class="t m0 x1 h4 y66b ff3 fs1 fc0 sc0 ls0 ws0">Spółka <span class="_ _17"></span>D<span class="_ _5"></span>ekpol S.A. <span class="_ _17"></span>w<span class="_ _5"></span> celu ogr<span class="_ _17"></span>a<span class="_ _5"></span>niczenia ry<span class="_ _17"></span>z<span class="_ _5"></span>yka <span class="_ _17"></span>wzros<span class="_ _5"></span>tu <span class="_ _17"></span>s<span class="_ _5"></span>topy procento<span class="_ _17"></span>wej związanego  ze <span class="_ _17"></span>zobowiązaniami <span class="_ _17"></span>ﬁn<span class="_ _5"></span>ansowymi </div><div class="t m0 x1 h4 y66c ff3 fs1 fc0 sc0 ls0 ws0">spółki (kredyt)  <span class="_ _5"></span>za<span class="_ _17"></span>wa<span class="_ _5"></span>rła w dnia<span class="_ _5"></span>ch 11 <span class="_ _5"></span>i 14 <span class="_ _5"></span>marca 2022 roku dwie transakcj<span class="_ _17"></span>e<span class="_ _5"></span> IRS n<span class="_ _5"></span>a sumę 1,<span class="_ _5"></span>055 mln EUR<span class="_ _5"></span>. Wycenę IRS’a w </div><div class="t m0 x1 h4 y66d ff3 fs1 fc0 sc0 ls0 ws0">wartości godziwej <span class="_ _17"></span>ujawniono w po<span class="_ _17"></span>zycji pozostałe <span class="_ _17"></span>krótk<span class="_ _2"></span>oterminowe akty<span class="_ _17"></span>wa<span class="_ _5"></span> ﬁnansowe<span class="_ _17"></span>. T<span class="_ _7"></span>ransakcj<span class="_ _2"></span>a IRS <span class="_ _17"></span>o<span class="_ _5"></span>bejmuje okres <span class="_ _17"></span>od<span class="_ _5"></span> </div><div class="t m0 x1 h4 y66e ff3 fs1 fc0 sc0 ls0 ws0">15.03.2022 <span class="_ _17"></span>roku do <span class="_ _17"></span>16.07.2026 <span class="_ _17"></span>roku. <span class="_ _17"></span>W wyniku <span class="_ _7"></span>zawarcia <span class="_ _17"></span>pow<span class="_ _5"></span>yższej <span class="_ _17"></span>transak<span class="_ _17"></span>cji <span class="_ _17"></span>Spółka otrz<span class="_ _2"></span>ymuje stopę <span class="_ _17"></span>stałą w <span class="_ _17"></span>wysok<span class="_ _17"></span>o<span class="_ _5"></span>ści </div><div class="t m0 x1 h4 y66f ff3 fs1 fc0 sc0 ls0 ws0">0,7%. Wy<span class="_ _17"></span>ce<span class="_ _5"></span>na na dzień 31.12.2023 wyniosła 72 tys. zł. </div><div class="t m0 x1 h4 y670 ff3 fs1 fc0 sc0 ls0 ws0">Następnie <span class="_ _5"></span>Spółka w <span class="_ _5"></span>celu og<span class="_ _5"></span>raniczenia ryzyka wzrostu <span class="_ _5"></span>stopy <span class="_ _5"></span>procentowej związanego <span class="_ _5"></span> ze zobowiązaniami ﬁnan<span class="_ _5"></span>sowymi<span class="_ _2"></span> </div><div class="t m0 x1 h4 y671 ff3 fs1 fc0 sc0 ls0 ws0">spółki <span class="_ _5"></span>(kredyt) <span class="_ _5"></span>zawarła w<span class="_ _5"></span> <span class="_ _5"></span>dniu <span class="_ _32"></span>30 <span class="_ _5"></span>sierpnia <span class="_ _5"></span>2022 <span class="_ _5"></span>roku <span class="_ _5"></span>transak<span class="_ _17"></span>cje <span class="_ _32"></span>IRS <span class="_ _5"></span>na <span class="_ _5"></span>kwotę <span class="_ _32"></span>2,738 <span class="_ _5"></span>mln <span class="_ _32"></span>EUR. <span class="_ _5"></span>Wycenę <span class="_ _5"></span>IRS’a <span class="_ _5"></span>w <span class="_ _5"></span>wartości </div><div class="t m0 x1 h4 y672 ff3 fs1 fc0 sc0 ls0 ws0">godziwej <span class="_ _b"> </span>uja<span class="_ _17"></span>wnion<span class="_ _5"></span>o <span class="_ _b"> </span>w <span class="_ _31"> </span>pozycji <span class="_ _b"> </span>pozostałe <span class="_ _31"> </span>krótk<span class="_ _2"></span>oterminowe <span class="_ _b"> </span>aktywa <span class="_ _31"> </span>ﬁnans<span class="_ _5"></span>owe.<span class="_ _17"></span> <span class="_ _b"> </span>T<span class="_ _17"></span>ransak<span class="_ _17"></span>cja <span class="_ _31"> </span>IRS<span class="_ _5"></span> <span class="_ _b"> </span>obejmuje <span class="_ _b"> </span>okres <span class="_ _31"> </span>od </div></div><div class="pi" ></div></div><div id="pf32" class="pf w0 h0" ><div class="pc pc32 w0 h0"><img class="bi x11 y673 wc h62" alt="" 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"/><div class="t m0 x1 h2 y1 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h3 y53 ff1 fs0 fc1 sc0 ls0 ws0">Jednostkowe sprawozdanie ﬁnansowe Dekpol S.A.<span class="ff2"> <span class="_ _14"> </span> <span class="_ _4f"> </span><span class="ff3 fc0">za okres od 01.01.2023 do 31.12.2023</span></span></div><div class="t m0 x3c h4 y54 ff3 fs1 fc0 sc0 ls0 ws0"> <span class="_ _3"></span> <span class="_ _4"> </span> <span class="_ _4"> </span> </div><div class="t m0 xb4 h3 y53 ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="c x54 y5fa w2e h6"><div class="t m0 x0 h5 y5fb ff1 fs2 fc0 sc0 ls0 ws0">50</div></div><div class="t m0 x13 h18 y56 ff1 fs9 fc6 sc0 ls0 ws0">Wprowadzenie </div><div class="t m0 x15 h18 y59 ff1 fs9 fc6 sc0 ls0 ws0">Sprawozdanie  </div><div class="t m0 x15 h18 y5a ff1 fs9 fc6 sc0 ls0 ws0">z sytuacji </div><div class="t m0 x15 h18 y5b ff1 fs9 fc6 sc0 ls0 ws0">ﬁnansowej </div><div class="t m0 x17 h18 y5f ff1 fs9 fc6 sc0 ls0 ws0">Sprawozdanie  </div><div class="t m0 x17 h18 y60 ff1 fs9 fc6 sc0 ls0 ws0">z przepływów </div><div class="t m0 x17 h18 y61 ff1 fs9 fc6 sc0 ls0 ws0">pieniężnych </div><div class="t m0 x18 h18 y5c ff1 fs9 fc6 sc0 ls0 ws0">Sprawozdanie  </div><div class="t m0 x18 h18 y5d ff1 fs9 fc6 sc0 ls0 ws0">ze zmian w kapitale </div><div class="t m0 x18 h18 y5e ff1 fs9 fc6 sc0 ls0 ws0">własnym </div><div class="t m0 x19 h16 y62 ff4 fs9 fc5 sc0 ls0 ws0">Dodatkowe  </div><div class="t m0 x19 h16 y63 ff4 fs9 fc5 sc0 ls0 ws0">noty  </div><div class="t m0 x19 h16 y64 ff4 fs9 fc5 sc0 ls0 ws0">objaśniające </div><div class="t m0 x16 h18 y5c ff1 fs9 fc6 sc0 ls0 ws0">Sprawozdanie  </div><div class="t m0 x16 h18 y5d ff1 fs9 fc6 sc0 ls0 ws0">z całkowitych  </div><div class="t m0 x16 h18 y5e ff1 fs9 fc6 sc0 ls0 ws0">dochodów </div><div class="t m0 x1 h4 y5fc ff3 fs1 fc0 sc0 ls0 ws0">30.08.2022 <span class="_ _17"></span>roku do <span class="_ _17"></span>31.08.2029 <span class="_ _17"></span>roku. <span class="_ _17"></span>W wyniku <span class="_ _7"></span>zawarcia <span class="_ _17"></span>pow<span class="_ _5"></span>yższej <span class="_ _17"></span>transak<span class="_ _17"></span>cji <span class="_ _17"></span>Spółka otrz<span class="_ _2"></span>ymuje stopę <span class="_ _17"></span>stałą w <span class="_ _17"></span>wysok<span class="_ _17"></span>o<span class="_ _5"></span>ści </div><div class="t m0 x1 h4 y3f2 ff3 fs1 fc0 sc0 ls0 ws0">2,45%. Wy<span class="_ _17"></span>ce<span class="_ _5"></span>na na dzień 31.12.2023 wyniosła – 31 tys zł. </div><div class="t m0 x1 h4 y674 ff3 fs1 fc0 sc0 ls0 ws0">Spółka  w celu ogranicz<span class="_ _17"></span>en<span class="_ _5"></span>ia ryzyka wzrostu <span class="_ _17"></span>stopy procentowej związanego ze  <span class="_ _2"></span>zobowiązani<span class="_ _17"></span>a<span class="_ _5"></span>mi ﬁnansowymi spółki (ob-</div><div class="t m0 x1 h4 y5fe ff3 fs1 fc0 sc0 ls0 ws0">ligacje) za<span class="_ _17"></span>wa<span class="_ _5"></span>rła w d<span class="_ _5"></span>niu 30<span class="_ _5"></span> września 2022 roku transak<span class="_ _17"></span>cje <span class="_ _5"></span>IRS na kwotę <span class="_ _5"></span>2,4 mln EUR<span class="_ _5"></span>. Wycenę IRS’a w wartości g<span class="_ _5"></span>odziwej </div><div class="t m0 x1 h4 y5ff ff3 fs1 fc0 sc0 ls0 ws0">ujawniono <span class="_ _5"></span>w <span class="_ _5"></span>pozycji <span class="_ _5"></span>pozostałe <span class="_ _5"></span>krótk<span class="_ _17"></span>o<span class="_ _5"></span>terminowe <span class="_ _5"></span>aktywa <span class="_ _5"></span>ﬁn<span class="_ _5"></span>ansowe<span class="_ _2"></span>. Tr<span class="_ _17"></span>an<span class="_ _5"></span>sak<span class="_ _17"></span>cja <span class="_ _5"></span>IRS <span class="_ _32"></span>obejmuje <span class="_ _5"></span>okres <span class="_ _32"></span>od <span class="_ _32"></span>30.09.2022 <span class="_ _5"></span>roku </div><div class="t m0 x1 h4 y600 ff3 fs1 fc0 sc0 ls0 ws0">do 29.03.2027 <span class="_ _17"></span>roku. W wynik<span class="_ _17"></span>u<span class="_ _5"></span> za<span class="_ _17"></span>wa<span class="_ _5"></span>rcia <span class="_ _17"></span>p<span class="_ _5"></span>owyż<span class="_ _17"></span>s<span class="_ _5"></span>zej tr<span class="_ _17"></span>an<span class="_ _5"></span>sak<span class="_ _17"></span>cji Spółk<span class="_ _17"></span>a<span class="_ _5"></span> otrzymuje stopę <span class="_ _17"></span>s<span class="_ _5"></span>tałą w <span class="_ _2"></span>wysok<span class="_ _17"></span>ości 3,11%. W<span class="_ _2"></span>ycena </div><div class="t m0 x1 h4 y601 ff3 fs1 fc0 sc0 ls0 ws0">na dzień 31.12.2023 wyniosła – 146 tys. zł. </div><div class="t m0 x1 h4 y3d8 ff3 fs1 fc0 sc0 ls0 ws0">Łączna wartość po<span class="_ _5"></span> wycenie ww<span class="_ _17"></span>. transak<span class="_ _17"></span>cji IRS na <span class="_ _5"></span>dzień 31.12.2023 w<span class="_ _5"></span>yniosła -105 tys. zł<span class="_ _5"></span>, prezento<span class="_ _17"></span>wana<span class="_ _5"></span> jak<span class="_ _17"></span>o <span class="_ _5"></span>inne zobo-</div><div class="t m0 x1 h4 y602 ff3 fs1 fc0 sc0 ls0 ws0">wiązania ﬁnansowe krótk<span class="_ _7"></span>oterminowe. </div><div class="t m0 x1 h4 y675 ff3 fs1 fc0 sc0 ls0 ws0">Natomiast <span class="_ _32"></span>łączn<span class="_ _5"></span>a <span class="_ _2f"></span>wartość <span class="_ _2f"></span>po <span class="_ _2f"></span>wycen<span class="_ _5"></span>ie <span class="_ _2f"></span>dla <span class="_ _2f"></span> CAP <span class="_ _32"></span>wyniosła <span class="_ _2f"></span>453 <span class="_ _44"></span>tys. <span class="_ _2f"></span>zł <span class="_ _2f"></span>(<span class="_ _32"></span>jak <span class="_ _2f"></span>wyżej <span class="_ _32"></span>w<span class="_ _5"></span> <span class="_ _2f"></span>pozycji- <span class="_ _2f"></span>Pochodne<span class="_ _5"></span> <span class="_ _32"></span>krótkoterm<span class="_ _17"></span>inowe </div><div class="t m0 x1 h4 y676 ff3 fs1 fc0 sc0 ls0 ws0">instrumenty ﬁnansowe). </div><div class="t m0 x6 h1d y677 ff4 fsb fc0 sc0 ls0 ws0">Poży<span class="_ _2"></span>czki udzielone<span class="_ _17"></span> n<span class="_ _5"></span>a </div><div class="t m0 x6 h1d y678 ff4 fsb fc0 sc0 ls0 ws0">dzień: 31.12.20<span class="_ _17"></span>23 <span class="_ _135"> </span>Po<span class="_ _17"></span>ż<span class="_ _5"></span>ycz<span class="_ _17"></span>kobior<span class="_ _17"></span>ca </div><div class="t m0 xf6 h1d y677 ff4 fsb fc0 sc0 ls0 ws0">W<span class="_ _17"></span>artość </div><div class="t m0 xf7 h1d y678 ff4 fsb fc0 sc0 ls0 ws0">kredytu</div><div class="c xf8 y679 w26 h1e"><div class="t m0 x0 h1d y6c ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x9 h1d y678 ff4 fsb fc0 sc0 ls0 ws0">Saldo</div><div class="c x8e y679 w24 h1e"><div class="t m0 x0 h1d y6c ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x12 h1d y678 ff4 fsb fc0 sc0 ls0 ws0">W<span class="_ _17"></span>aluta</div><div class="c x26 y679 w24 h1e"><div class="t m0 x0 h1d y6c ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x27 h1d y677 ff4 fsb fc0 sc0 ls0 ws0">Stopa</div><div class="c xf9 y67a w27 h1e"><div class="t m0 x0 h1d y6c ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x18 h1d y678 ff4 fsb fc0 sc0 ls0 ws0"> procentow<span class="_ _17"></span>a</div><div class="c xf9 y679 w27 h1e"><div class="t m0 x0 h1d y6c ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x95 h1d y677 ff4 fsb fc0 sc0 ls0 ws0">Umowna data </div><div class="t m0 xb1 h1d y678 ff4 fsb fc0 sc0 ls0 ws0">spłaty</div><div class="c x47 y679 w24 h1e"><div class="t m0 x0 h1d y6c ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1d y67b ff4 fsb fc0 sc0 ls0 ws0">Długotermino<span class="_ _2"></span>we: <span class="_ _13d"> </span>  <span class="_ _13e"> </span>  <span class="_ _13f"> </span>  <span class="_ _13f"> </span>  <span class="_ _140"> </span>  <span class="_ _141"> </span>  </div><div class="t m0 x6 h1b y67c ff3 fsb fc0 sc0 ls0 ws0">Pożyczk<span class="_ _17"></span>a z Dekpol S.A. <span class="_ _13"> </span>Dekpol Deweloper Sp<span class="_ _17"></span>. z o.<span class="_ _17"></span>o.</div><div class="c xfa y67d w30 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xfb h1b y67c ff3 fsb fc0 sc0 ls0 ws0">2 352</div><div class="c xf8 y67d w26 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xfc h1b y67c ff3 fsb fc0 sc0 ls0 ws0">2 352</div><div class="c x8e y67d w24 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x37 h1b y67c ff3 fsb fc0 sc0 ls0 ws0">EUR</div><div class="c x26 y67d w24 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xfd h1b y67c ff3 fsb fc0 sc0 ls0 ws0">EURIBOR 6M+marż<span class="_ _17"></span>a</div><div class="c xf9 y67d w27 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x5b h1b y67c ff3 fsb fc0 sc0 ls0 ws0">2027-03-29</div><div class="c x47 y67d w24 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y606 ff3 fsb fc0 sc0 ls0 ws0">Pożyczk<span class="_ _17"></span>a z Dekpol S.A. <span class="_ _13"> </span>Dekpol Deweloper Sp<span class="_ _17"></span>. z o.<span class="_ _17"></span>o.</div><div class="c xfa y3a3 w30 h23"><div class="t m0 x0 h1b y72 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xfb h1b y606 ff3 fsb fc0 sc0 ls0 ws0">3 724</div><div class="c xf8 y3a3 w26 h23"><div class="t m0 x0 h1b y72 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xfc h1b y606 ff3 fsb fc0 sc0 ls0 ws0">3 724</div><div class="c x8e y3a3 w24 h23"><div class="t m0 x0 h1b y72 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x37 h1b y606 ff3 fsb fc0 sc0 ls0 ws0">EUR</div><div class="c x26 y3a3 w24 h23"><div class="t m0 x0 h1b y72 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xfd h1b y606 ff3 fsb fc0 sc0 ls0 ws0">EURIBOR 6M+marż<span class="_ _17"></span>a</div><div class="c xf9 y3a3 w27 h23"><div class="t m0 x0 h1b y72 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x5b h1b y606 ff3 fsb fc0 sc0 ls0 ws0">2027-03-29</div><div class="c x47 y3a3 w24 h23"><div class="t m0 x0 h1b y72 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y67e ff3 fsb fc0 sc0 ls0 ws0">Pożyczk<span class="_ _17"></span>a z Dekpol S.A. </div><div class="t m0 xfe h1b y67f ff3 fsb fc0 sc0 ls0 ws0">Dekpol Budow<span class="_ _17"></span>ni<span class="_ _5"></span>ctwo Sp<span class="_ _17"></span>. z </div><div class="t m0 xfe h1b y67e ff3 fsb fc0 sc0 ls0 ws0">o.<span class="_ _17"></span>o. <span class="_ _142"> </span>20 000</div><div class="c xf8 y680 w26 h23"><div class="t m0 x0 h1b y72 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x1a h1b y67e ff3 fsb fc0 sc0 ls0 ws0">15 469</div><div class="c x8e y680 w24 h23"><div class="t m0 x0 h1b y72 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x4c h1b y67e ff3 fsb fc0 sc0 ls0 ws0">PLN</div><div class="c x26 y680 w24 h23"><div class="t m0 x0 h1b y72 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x69 h1b y67e ff3 fsb fc0 sc0 ls0 ws0">WIBOR 3M+marż<span class="_ _17"></span>a</div><div class="c xf9 y680 w27 h23"><div class="t m0 x0 h1b y72 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x5b h1b y67e ff3 fsb fc0 sc0 ls0 ws0">2025-02-13</div><div class="c x47 y680 w24 h23"><div class="t m0 x0 h1b y72 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y681 ff3 fsb fc0 sc0 ls0 ws0">Pożyczk<span class="_ _17"></span>a z Dekpol S.A. <span class="_ _13"> </span>Dekpol Steel Sp. z <span class="_ _17"></span>o.o<span class="_ _17"></span>. <span class="_ _143"> </span>2 000</div><div class="c xf8 y1be w26 h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x80 h1b y681 ff3 fsb fc0 sc0 ls0 ws0">211</div><div class="c x8e y1be w24 h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x37 h1b y681 ff3 fsb fc0 sc0 ls0 ws0">EUR</div><div class="c x26 y1be w24 h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x29 h1b y681 ff3 fsb fc0 sc0 ls0 ws0">Stała</div><div class="c xf9 y1be w27 h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x5b h1b y681 ff3 fsb fc0 sc0 ls0 ws0">2025-02-13</div><div class="c x47 y1be w24 h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y682 ff3 fsb fc0 sc0 ls0 ws0">Pożyczk<span class="_ _17"></span>a z Dekpol S.A </div><div class="t m0 xfe h1b y683 ff3 fsb fc0 sc0 ls0 ws0">Dekpol Inwe<span class="_ _17"></span>stycje Sp. Z o<span class="_ _17"></span>.o<span class="_ _17"></span>.<span class="_ _5"></span> </div><div class="t m0 xfe h1b y682 ff3 fsb fc0 sc0 ls0 ws0">Rokitki Sp.k<span class="_ _17"></span>. <span class="_ _144"> </span>8 000</div><div class="c xf8 y355 w26 h1e"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xfc h1b y682 ff3 fsb fc0 sc0 ls0 ws0">8 000</div><div class="c x8e y355 w24 h1e"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x4c h1b y682 ff3 fsb fc0 sc0 ls0 ws0">PLN</div><div class="c x26 y355 w24 h1e"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x69 h1b y682 ff3 fsb fc0 sc0 ls0 ws0">WIBOR 3M+marż<span class="_ _17"></span>a</div><div class="c xf9 y355 w27 h1e"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x5b h1b y682 ff3 fsb fc0 sc0 ls0 ws0">2026-06-27</div><div class="c x47 y355 w24 h1e"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y684 ff3 fsb fc0 sc0 ls0 ws0">Pożyczk<span class="_ _17"></span>a z Dekpol S.A </div><div class="t m0 xfe h1b y685 ff3 fsb fc0 sc0 ls0 ws0">Dekpol Inwe<span class="_ _17"></span>stycje T<span class="_ _17"></span>rimare </div><div class="t m0 xfe h1b y684 ff3 fsb fc0 sc0 ls0 ws0">Sp. zo<span class="_ _17"></span>.o<span class="_ _17"></span>. <span class="_ _145"> </span>20 000</div><div class="c xf8 y686 w26 h26"><div class="t m0 x0 h1b y8a ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x1a h1b y684 ff3 fsb fc0 sc0 ls0 ws0">20 000</div><div class="c x8e y686 w24 h26"><div class="t m0 x0 h1b y8a ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x4c h1b y684 ff3 fsb fc0 sc0 ls0 ws0">PLN</div><div class="c x26 y686 w24 h26"><div class="t m0 x0 h1b y8a ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x69 h1b y684 ff3 fsb fc0 sc0 ls0 ws0">WIBOR 3M+marż<span class="_ _17"></span>a</div><div class="c xf9 y686 w27 h26"><div class="t m0 x0 h1b y8a ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x5b h1b y684 ff3 fsb fc0 sc0 ls0 ws0">2026-06-27</div><div class="c x47 y686 w24 h26"><div class="t m0 x0 h1b y8a ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y687 ff3 fsb fc0 sc0 ls0 ws0">Pożyczk<span class="_ _17"></span>a z Dekpol S.A </div><div class="t m0 xfe h1b y688 ff3 fsb fc0 sc0 ls0 ws0">Dekpol Inwe<span class="_ _17"></span>stycje Sp. Z o<span class="_ _17"></span>.o<span class="_ _17"></span>.<span class="_ _5"></span> </div><div class="t m0 xfe h1b y687 ff3 fsb fc0 sc0 ls0 ws0">Neo Jasień Sp<span class="_ _2"></span>. <span class="_ _146"> </span>3 400</div><div class="c xf8 y689 w26 h1e"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xfc h1b y687 ff3 fsb fc0 sc0 ls0 ws0">3 400</div><div class="c x8e y689 w24 h1e"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x4c h1b y687 ff3 fsb fc0 sc0 ls0 ws0">PLN</div><div class="c x26 y689 w24 h1e"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x69 h1b y687 ff3 fsb fc0 sc0 ls0 ws0">WIBOR 3M+marż<span class="_ _17"></span>a</div><div class="c xf9 y689 w27 h1e"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x5b h1b y687 ff3 fsb fc0 sc0 ls0 ws0">2026-06-27</div><div class="c x47 y689 w24 h1e"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y497 ff3 fsb fc0 sc0 ls0 ws0">Pożyczk<span class="_ _17"></span>a z Dekpol S.A <span class="_ _147"> </span>Dekpol Dewe<span class="_ _17"></span>l<span class="_ _5"></span>oper Sp<span class="_ _17"></span>. z o.o<span class="_ _17"></span>.</div><div class="c xfa y68a w30 h1e"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x2e h1b y497 ff3 fsb fc0 sc0 ls0 ws0">18 600</div><div class="c xf8 y68a w26 h1e"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x1a h1b y497 ff3 fsb fc0 sc0 ls0 ws0">18 600</div><div class="c x8e y68a w24 h1e"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x4c h1b y497 ff3 fsb fc0 sc0 ls0 ws0">PLN</div><div class="c x26 y68a w24 h1e"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x69 h1b y497 ff3 fsb fc0 sc0 ls0 ws0">WIBOR 3M+marż<span class="_ _17"></span>a</div><div class="c xf9 y68a w27 h1e"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x5b h1b y497 ff3 fsb fc0 sc0 ls0 ws0">2026-06-27</div><div class="c x47 y68a w24 h1e"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y68b ff3 fsb fc0 sc0 ls0 ws0">Pożyczk<span class="_ _17"></span>a z Dekpol S.A <span class="_ _147"> </span>Intek Sp<span class="_ _2"></span>. z o.<span class="_ _17"></span>o. <span class="_ _148"> </span>2 000</div><div class="c xf8 y68c w26 h26"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xfc h1b y68b ff3 fsb fc0 sc0 ls0 ws0">2 000</div><div class="c x8e y68c w24 h26"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x4c h1b y68b ff3 fsb fc0 sc0 ls0 ws0">PLN</div><div class="c x26 y68c w24 h26"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x69 h1b y68b ff3 fsb fc0 sc0 ls0 ws0">WIBOR 3M+marż<span class="_ _17"></span>a</div><div class="c xf9 y68c w27 h26"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x5b h1b y68b ff3 fsb fc0 sc0 ls0 ws0">2026-06-27</div><div class="c x47 y68c w24 h26"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y68d ff3 fsb fc0 sc0 ls0 ws0">Pożyczk<span class="_ _17"></span>a z Depol S.A. <span class="_ _149"> </span>Dekpol Capital Sp<span class="_ _17"></span>. z o.<span class="_ _17"></span>o. <span class="_ _14a"> </span>5 700</div><div class="c xf8 y68e w26 h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x9 h1b y68d ff3 fsb fc0 sc0 ls0 ws0"> 5 700</div><div class="c x8e y68e w24 h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x4c h1b y68d ff3 fsb fc0 sc0 ls0 ws0">PLN</div><div class="c x26 y68e w24 h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x69 h1b y68d ff3 fsb fc0 sc0 ls0 ws0">WIBOR 3M+marż<span class="_ _17"></span>a</div><div class="c xf9 y68e w27 h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x5b h1b y68d ff3 fsb fc0 sc0 ls0 ws0">2025-02-13</div><div class="c x47 y68e w24 h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1d y68f ff4 fsb fc0 sc0 ls0 ws0">RAZEM długotermino<span class="_ _17"></span>we <span class="_ _12"> </span>  <span class="_ _1a"> </span>77 700</div><div class="c xf8 y690 w26 h1e"><div class="t m0 x0 h1d y8d ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x1a h1d y68f ff4 fsb fc0 sc0 ls0 ws0">73 169</div><div class="c x8e y690 w24 h1e"><div class="t m0 x0 h1d y8d ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x37 h1d y68f ff4 fsb fc0 sc0 ls0 ws0">PLN</div><div class="c x26 y690 w24 h1e"><div class="t m0 x0 h1d y8d ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xb h1d y68f ff4 fsb fc0 sc0 ls0 ws0">-</div><div class="c xf9 y690 w27 h1e"><div class="t m0 x0 h1d y8d ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xff h1d y68f ff4 fsb fc0 sc0 ls0 ws0">-</div><div class="c x47 y690 w24 h1e"><div class="t m0 x0 h1d y8d ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1d y280 ff4 fsb fc0 sc0 ls0 ws0">  <span class="_ _16"> </span>  <span class="_ _14b"> </span>8 076</div><div class="c xf8 y691 w26 h1e"><div class="t m0 x0 h1d y8d ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xfc h1d y280 ff4 fsb fc0 sc0 ls0 ws0">6 287</div><div class="c x8e y691 w24 h1e"><div class="t m0 x0 h1d y8d ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x37 h1d y280 ff4 fsb fc0 sc0 ls0 ws0">EUR</div><div class="c x26 y691 w24 h1e"><div class="t m0 x0 h1d y8d ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x59 h1d y280 ff4 fsb fc0 sc0 ls0 ws0"> </div><div class="c xf9 y691 w27 h1e"><div class="t m0 x0 h1d y8d ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x4e h1d y280 ff4 fsb fc0 sc0 ls0 ws0"> </div><div class="c x47 y691 w24 h1e"><div class="t m0 x0 h1d y8d ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y692 ff3 fsb fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h1b ya0 ff3 fsb fc0 sc0 ls0 ws0">  <span class="_ _14c"> </span>  <span class="_ _c0"> </span> </div><div class="c xf8 y693 w26 h1e"><div class="t m0 x0 h1b y85 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x100 h1b ya0 ff3 fsb fc0 sc0 ls0 ws0"> </div><div class="c x8e y693 w24 h1e"><div class="t m0 x0 h1b y85 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x101 h1b ya0 ff3 fsb fc0 sc0 ls0 ws0"> </div><div class="c x26 y693 w24 h1e"><div class="t m0 x0 h1b y85 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x59 h1b ya0 ff3 fsb fc0 sc0 ls0 ws0"> </div><div class="c xf9 y693 w27 h1e"><div class="t m0 x0 h1b y85 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x4e h1b ya0 ff3 fsb fc0 sc0 ls0 ws0"> </div><div class="c x47 y693 w24 h1e"><div class="t m0 x0 h1b y85 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1d y694 ff4 fsb fc0 sc0 ls0 ws0">Krótk<span class="_ _17"></span>oterminowe:<span class="_ _17"></span> <span class="_ _8d"> </span>  <span class="_ _13e"> </span>  <span class="_ _13f"> </span>  </div><div class="t m0 x12 h63 y695 ff10 fsb fc0 sc0 ls0 ws0">  <span class="_ _14d"> </span>  <span class="_ _106"> </span>  </div><div class="t m0 x6 h1b y696 ff3 fsb fc0 sc0 ls0 ws0">Pożyczk<span class="_ _17"></span>a z Dekpol S.A. <span class="_ _13"> </span>Dekpol Deweloper Sp<span class="_ _17"></span>. z o.<span class="_ _17"></span>o.</div><div class="c xfa y697 w30 h1e"><div class="t m0 x0 h1b y8a ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x2e h1b y696 ff3 fsb fc0 sc0 ls0 ws0">20 000</div><div class="c xf8 y697 w26 h1e"><div class="t m0 x0 h1b y8a ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x1a h1b y696 ff3 fsb fc0 sc0 ls0 ws0">20 000</div><div class="c x8e y697 w24 h1e"><div class="t m0 x0 h1b y8a ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x4c h1b y696 ff3 fsb fc0 sc0 ls0 ws0">PLN</div><div class="c x26 y697 w24 h1e"><div class="t m0 x0 h1b y8a ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x63 h1b y696 ff3 fsb fc0 sc0 ls0 ws0">WIBOR6M+marż<span class="_ _17"></span>a</div><div class="c xf9 y697 w27 h1e"><div class="t m0 x0 h1b y8a ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x5b h1b y696 ff3 fsb fc0 sc0 ls0 ws0">2024-08-23</div><div class="c x47 y697 w24 h1e"><div class="t m0 x0 h1b y8a ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y170 ff3 fsb fc0 sc0 ls0 ws0">Pożyczk<span class="_ _17"></span>a z Dekpol S.A. <span class="_ _13"> </span>Dekpol Deweloper Sp<span class="_ _17"></span>. z o.<span class="_ _17"></span>o.</div><div class="c xfa y383 w30 h1e"><div class="t m0 x0 h1b y8a ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xfb h1b y170 ff3 fsb fc0 sc0 ls0 ws0">9 336</div><div class="c xf8 y383 w26 h1e"><div class="t m0 x0 h1b y8a ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xfc h1b y170 ff3 fsb fc0 sc0 ls0 ws0">9 336</div><div class="c x8e y383 w24 h1e"><div class="t m0 x0 h1b y8a ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x4c h1b y170 ff3 fsb fc0 sc0 ls0 ws0">PLN</div><div class="c x26 y383 w24 h1e"><div class="t m0 x0 h1b y8a ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x63 h1b y170 ff3 fsb fc0 sc0 ls0 ws0">WIBOR6M+marż<span class="_ _17"></span>a</div><div class="c xf9 y383 w27 h1e"><div class="t m0 x0 h1b y8a ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x5b h1b y170 ff3 fsb fc0 sc0 ls0 ws0">2024-08-23</div><div class="c x47 y383 w24 h1e"><div class="t m0 x0 h1b y8a ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y10f ff3 fsb fc0 sc0 ls0 ws0">Pożyczk<span class="_ _17"></span>a z Dekpol S.A. <span class="_ _13"> </span>Dekpol Deweloper Sp<span class="_ _17"></span>. z o.<span class="_ _17"></span>o.</div><div class="c xfa y66c w30 h1e"><div class="t m0 x0 h1b y85 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xfb h1b y10f ff3 fsb fc0 sc0 ls0 ws0">1 544</div><div class="c xf8 y66c w26 h1e"><div class="t m0 x0 h1b y85 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xfc h1b y10f ff3 fsb fc0 sc0 ls0 ws0">1 544</div><div class="c x8e y66c w24 h1e"><div class="t m0 x0 h1b y85 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x4c h1b y10f ff3 fsb fc0 sc0 ls0 ws0">PLN</div><div class="c x26 y66c w24 h1e"><div class="t m0 x0 h1b y85 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x63 h1b y10f ff3 fsb fc0 sc0 ls0 ws0">WIBOR6M+marż<span class="_ _17"></span>a</div><div class="c xf9 y66c w27 h1e"><div class="t m0 x0 h1b y85 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x5b h1b y10f ff3 fsb fc0 sc0 ls0 ws0">2024-08-23</div><div class="c x47 y66c w24 h1e"><div class="t m0 x0 h1b y85 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y698 ff3 fsb fc0 sc0 ls0 ws0">Pożyczk<span class="_ _17"></span>a z Dekpol S.A. <span class="_ _13"> </span>Dekpol Deweloper Sp<span class="_ _17"></span>. z o.<span class="_ _17"></span>o.</div><div class="c xfa y699 w30 h1e"><div class="t m0 x0 h1b y8a ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x2e h1b y698 ff3 fsb fc0 sc0 ls0 ws0">11 000</div><div class="c xf8 y699 w26 h1e"><div class="t m0 x0 h1b y8a ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x1a h1b y698 ff3 fsb fc0 sc0 ls0 ws0">11 000</div><div class="c x8e y699 w24 h1e"><div class="t m0 x0 h1b y8a ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x4c h1b y698 ff3 fsb fc0 sc0 ls0 ws0">PLN</div><div class="c x26 y699 w24 h1e"><div class="t m0 x0 h1b y8a ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x63 h1b y698 ff3 fsb fc0 sc0 ls0 ws0">WIBOR6M+marż<span class="_ _17"></span>a</div><div class="c xf9 y699 w27 h1e"><div class="t m0 x0 h1b y8a ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x5b h1b y698 ff3 fsb fc0 sc0 ls0 ws0">2024-06-22</div><div class="c x47 y699 w24 h1e"><div class="t m0 x0 h1b y8a ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1d y69a ff4 fsb fc0 sc0 ls0 ws0">RAZEM kró<span class="_ _17"></span>t<span class="_ _5"></span>k<span class="_ _17"></span>oterminowe</div><div class="c x102 y69b w31 h1e"><div class="t m0 x0 h1d y8a ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xfe h1d y69a ff4 fsb fc0 sc0 ls0 ws0">  <span class="_ _1a"> </span>41 880</div><div class="c xf8 y69b w26 h1e"><div class="t m0 x0 h1d y8a ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x1a h1d y69a ff4 fsb fc0 sc0 ls0 ws0">41 800</div><div class="c x8e y69b w24 h1e"><div class="t m0 x0 h1d y8a ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x37 h1d y69a ff4 fsb fc0 sc0 ls0 ws0">PLN</div><div class="c x26 y69b w24 h1e"><div class="t m0 x0 h1d y8a ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xb h1d y69a ff4 fsb fc0 sc0 ls0 ws0">-</div><div class="c xf9 y69b w27 h1e"><div class="t m0 x0 h1d y8a ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xff h1d y69a ff4 fsb fc0 sc0 ls0 ws0">-</div><div class="c x47 y69b w24 h1e"><div class="t m0 x0 h1d y8a ff4 fsb fc0 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 x11 y69c wc h64" alt="" src="data:image/png;base64,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"/><div class="t m0 x1 h2 y1 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h3 y53 ff1 fs0 fc1 sc0 ls0 ws0">Jednostkowe sprawozdanie ﬁnansowe Dekpol S.A.<span class="ff2"> <span class="_ _14"> </span> <span class="_ _4f"> </span><span class="ff3 fc0">za okres od 01.01.2023 do 31.12.2023</span></span></div><div class="t m0 x3c h4 y54 ff3 fs1 fc0 sc0 ls0 ws0"> <span class="_ _3"></span> <span class="_ _4"> </span> <span class="_ _4"> </span> </div><div class="t m0 xb4 h3 y53 ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="c x54 y5fa w2e h6"><div class="t m0 x0 h5 y5fb ff1 fs2 fc0 sc0 ls0 ws0">51</div></div><div class="t m0 x13 h18 y56 ff1 fs9 fc6 sc0 ls0 ws0">Wprowadzenie </div><div class="t m0 x15 h18 y59 ff1 fs9 fc6 sc0 ls0 ws0">Sprawozdanie  </div><div class="t m0 x15 h18 y5a ff1 fs9 fc6 sc0 ls0 ws0">z sytuacji </div><div class="t m0 x15 h18 y5b ff1 fs9 fc6 sc0 ls0 ws0">ﬁnansowej </div><div class="t m0 x17 h18 y5f ff1 fs9 fc6 sc0 ls0 ws0">Sprawozdanie  </div><div class="t m0 x17 h18 y60 ff1 fs9 fc6 sc0 ls0 ws0">z przepływów </div><div class="t m0 x17 h18 y61 ff1 fs9 fc6 sc0 ls0 ws0">pieniężnych </div><div class="t m0 x18 h18 y5c ff1 fs9 fc6 sc0 ls0 ws0">Sprawozdanie  </div><div class="t m0 x18 h18 y5d ff1 fs9 fc6 sc0 ls0 ws0">ze zmian w kapitale </div><div class="t m0 x18 h18 y5e ff1 fs9 fc6 sc0 ls0 ws0">własnym </div><div class="t m0 x19 h16 y62 ff4 fs9 fc5 sc0 ls0 ws0">Dodatkowe  </div><div class="t m0 x19 h16 y63 ff4 fs9 fc5 sc0 ls0 ws0">noty  </div><div class="t m0 x19 h16 y64 ff4 fs9 fc5 sc0 ls0 ws0">objaśniające </div><div class="t m0 x16 h18 y5c ff1 fs9 fc6 sc0 ls0 ws0">Sprawozdanie  </div><div class="t m0 x16 h18 y5d ff1 fs9 fc6 sc0 ls0 ws0">z całkowitych  </div><div class="t m0 x16 h18 y5e ff1 fs9 fc6 sc0 ls0 ws0">dochodów </div><div class="t m0 x1 h12 y3f2 ff4 fs7 fc4 sc0 ls0 ws0">6. <span class="_ _5"></span>Zapas<span class="_ _7"></span>y<span class="_ _5"></span> </div><div class="t m0 x1 h28 y69d ff4 fsc fc2 sc0 ls0 ws0">6.1. <span class="_ _58"> </span>Struktura z<span class="_ _17"></span>apasów </div><div class="t m0 x6 h1d y69e ff4 fsb fc0 sc0 ls0 ws0">Opis <span class="_ _137"> </span>31.12.2023</div><div class="c x67 y69f w23 h1e"><div class="t m0 x0 h1d y6c ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x22 h1d y69e ff4 fsb fc0 sc0 ls0 ws0">31.12.2022</div><div class="c x47 y69f w22 h1e"><div class="t m0 x0 h1d y6c ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y3f8 ff3 fsb fc0 sc0 ls0 ws0">Materiały wartoś<span class="_ _17"></span>ć<span class="_ _5"></span> bilanso<span class="_ _17"></span>w<span class="_ _5"></span>a <span class="_ _76"> </span>159</div><div class="c x67 y3f9 w23 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x4b h1b y3f8 ff3 fsb fc0 sc0 ls0 ws0">112</div><div class="c x47 y3f9 w22 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y6a0 ff3 fsb fc0 sc0 ls0 ws0">Półprodukty i pro<span class="_ _17"></span>duk<span class="_ _17"></span>cja w toku warto<span class="_ _17"></span>ś<span class="_ _5"></span>ć bilansowa<span class="_ _17"></span> <span class="_ _14e"> </span>0</div><div class="c x67 y6a1 w23 h23"><div class="t m0 x0 h1b y72 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xc h1b y6a0 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x47 y6a1 w22 h23"><div class="t m0 x0 h1b y72 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y6a2 ff3 fsb fc0 sc0 ls0 ws0">Lokale<span class="_ _2"></span> w trak<span class="_ _7"></span>cie budowy wartość b<span class="_ _17"></span>i<span class="_ _5"></span>lansowa <span class="_ _14f"> </span>0</div><div class="c x67 y6a3 w23 h22"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="c x47 y6a3 w22 h22"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y6a4 ff3 fsb fc0 sc0 ls0 ws0">T<span class="_ _7"></span>owary wartość b<span class="_ _2"></span>ilansowa <span class="_ _150"> </span>9 460</div><div class="c x67 y6a5 w23 h21"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x49 h1b y6a4 ff3 fsb fc0 sc0 ls0 ws0">10 286</div><div class="c x47 y6a5 w22 h21"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y6a6 ff3 fsb fc0 sc0 ls0 ws0">Wyrob<span class="_ _17"></span>y gotowe wartość<span class="_ _17"></span> bil<span class="_ _5"></span>anso<span class="_ _17"></span>wa <span class="_ _151"> </span>0</div><div class="c x67 y159 w23 h1e"><div class="t m0 x0 h1b y85 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xc h1b y6a6 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x47 y159 w22 h1e"><div class="t m0 x0 h1b y85 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y6a7 ff3 fsb fc0 sc0 ls0 ws0">Uk<span class="_ _17"></span>ończone lok<span class="_ _17"></span>ale wartość bilansowa<span class="_ _17"></span> <span class="_ _152"> </span>0</div><div class="c x67 y6a8 w23 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="c x47 y6a8 w22 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1d y17f ff4 fsb fc0 sc0 ls0 ws0">Zapasy<span class="_ _17"></span> <span class="_ _153"> </span>9 619</div><div class="c x67 y6a9 w23 h1e"><div class="t m0 x0 h1d y6c ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x49 h1d y17f ff4 fsb fc0 sc0 ls0 ws0">10 398</div><div class="c x47 y6a9 w22 h1e"><div class="t m0 x0 h1d y6c ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x1 h65 y7f ff3 fsa fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h65 y6aa ff3 fsa fc0 sc0 ls0 ws0">Pozycja towary obejmuje gr<span class="_ _5"></span>unt, który jest sprzedawany etapami do spółki zależnej. <span class="_ _5"></span>Na gruncie tym bę<span class="_ _5"></span>dzie  </div><div class="t m0 x1 h65 y630 ff3 fsa fc0 sc0 ls0 ws0">prowadz<span class="_ _17"></span>ony p<span class="_ _5"></span>rojekt deweloperski.  </div><div class="t m0 x1 h28 y448 ff4 fsc fc2 sc0 ls0 ws0">6.2. Odpis<span class="_ _17"></span>y aktuali<span class="_ _17"></span>zując<span class="_ _5"></span>e z<span class="_ _17"></span>apasy<span class="_ _17"></span> </div><div class="t m0 x1 h12 y6ab ff4 fs7 fc4 sc0 ls0 ws0">7. <span class="_ _5"></span>Nale<span class="_ _17"></span>ż<span class="_ _5"></span>n<span class="_ _5"></span>ości <span class="_ _52"> </span> </div><div class="t m0 x1 h28 y5f2 ff4 fsc fc2 sc0 ls0 ws0">7.1. <span class="_ _58"> </span>Należn<span class="_ _17"></span>ości długoterminowe <span class="_ _154"> </span> </div><div class="t m0 x6 h1d y6ac ff4 fsb fc0 sc0 ls0 ws0">Opis <span class="_ _137"> </span>31.12.2023</div><div class="c x67 y6ad w23 h1e"><div class="t m0 x0 h1d y8d ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x22 h1d y6ac ff4 fsb fc0 sc0 ls0 ws0">31.12.2022</div><div class="c x47 y6ad w22 h1e"><div class="t m0 x0 h1d y8d ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y1f0 ff3 fsb fc0 sc0 ls0 ws0">Kaucje z<span class="_ _17"></span> t<span class="_ _5"></span>ytułu usług b<span class="_ _17"></span>u<span class="_ _5"></span>dowlan<span class="_ _2"></span>ych<span class="_ _2"></span> <span class="_ _117"> </span>136</div><div class="c x67 y6ae w23 h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x4b h1b y1f0 ff3 fsb fc0 sc0 ls0 ws0">912</div><div class="c x47 y6ae w22 h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y10d ff3 fsb fc0 sc0 ls0 ws0">Kaucje wpła<span class="_ _17"></span>cone z innych tyt<span class="_ _17"></span>u<span class="_ _5"></span>łów <span class="_ _104"> </span>0</div><div class="c x67 y6af w23 h1e"><div class="t m0 x0 h1b y85 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xc h1b y10d ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x47 y6af w22 h1e"><div class="t m0 x0 h1b y85 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y6b0 ff3 fsb fc0 sc0 ls0 ws0">Pozosta<span class="_ _17"></span>ł<span class="_ _5"></span>e należn<span class="_ _17"></span>oś<span class="_ _5"></span>ci <span class="_ _75"> </span>5 <span class="_ _5"></span>446</div><div class="c x67 y6b1 w23 h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x48 h1b y6b0 ff3 fsb fc0 sc0 ls0 ws0">6 004</div><div class="c x47 y6b1 w22 h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y172 ff3 fsb fc0 sc0 ls0 ws0">Odpisy aktua<span class="_ _17"></span>li<span class="_ _5"></span>zujące <span class="_ _2"></span>wartość nale<span class="_ _17"></span>żności (-) <span class="_ _6a"> </span>0</div><div class="c x67 y6b2 w23 h1e"><div class="t m0 x0 h1b y8a ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xc h1b y172 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x47 y6b2 w22 h1e"><div class="t m0 x0 h1b y8a ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y6b3 ff3 fsb fc0 sc0 ls0 ws0">Należności d<span class="_ _17"></span>ł<span class="_ _5"></span>ugoterminow<span class="_ _17"></span>e <span class="_ _155"> </span>5 582</div><div class="c x67 y6b4 w23 h26"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x48 h1b y6b3 ff3 fsb fc0 sc0 ls0 ws0">6 916</div><div class="c x47 y6b4 w22 h26"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y6b5 ff3 fsb fc0 sc0 ls0 ws0">Długoterminow<span class="_ _17"></span>e rozliczen<span class="_ _17"></span>i<span class="_ _5"></span>a międzyo<span class="_ _17"></span>kresowe <span class="_ _13c"> </span>0</div><div class="c x67 y2e0 w23 h26"><div class="t m0 x0 h1b y8a ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xc h1b y6b5 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x47 y2e0 w22 h26"><div class="t m0 x0 h1b y8a ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1d y6b6 ff4 fsb fc0 sc0 ls0 ws0">Należności<span class="_ _2"></span> z tytułu dosta<span class="_ _17"></span>w i usług oraz inne<span class="_ _17"></span> <span class="_ _5"></span>należnoś<span class="_ _17"></span>c<span class="_ _5"></span>i długoter<span class="_ _17"></span>minowe <span class="_ _88"> </span>5 582</div><div class="c x67 y387 w23 h1e"><div class="t m0 x0 h1d y92 ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x48 h1d y6b6 ff4 fsb fc0 sc0 ls0 ws0">6 916</div><div class="c x47 y387 w22 h1e"><div class="t m0 x0 h1d y92 ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x1 h4 y6b7 ff3 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h1d y6b8 ff4 fsb fc0 sc0 ls0 ws0">Opis <span class="_ _137"> </span>31.12.2023</div><div class="c x67 y6b9 w23 h1e"><div class="t m0 x0 h1d y85 ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x22 h1d y6b8 ff4 fsb fc0 sc0 ls0 ws0">31.12.2022</div><div class="c x47 y6b9 w22 h1e"><div class="t m0 x0 h1d y85 ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y6ba ff3 fsb fc0 sc0 ls0 ws0">Odpisy aktua<span class="_ _17"></span>li<span class="_ _5"></span>zujące zapa<span class="_ _17"></span>sy na pocz<span class="_ _17"></span>ąt<span class="_ _5"></span>ek okres<span class="_ _17"></span>u <span class="_ _79"> </span>0</div><div class="c x67 y379 w23 h23"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xc h1b y6ba ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x47 y379 w22 h23"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y6bb ff3 fsb fc0 sc0 ls0 ws0">Odpisy aktua<span class="_ _17"></span>li<span class="_ _5"></span>zujące zapa<span class="_ _17"></span>sy utwo<span class="_ _2"></span>rzenie w ok<span class="_ _17"></span>resie <span class="_ _12a"> </span>0</div><div class="c x67 y6bc w23 h1e"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xc h1b y6bb ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x47 y6bc w22 h1e"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y6bd ff3 fsb fc0 sc0 ls0 ws0">Odpisy aktua<span class="_ _17"></span>li<span class="_ _5"></span>zujące zapa<span class="_ _17"></span>sy odwróceni<span class="_ _17"></span>e w okresie (-) <span class="_ _156"> </span>0</div><div class="c x67 y6be w23 h1e"><div class="t m0 x0 h1b y8a ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xc h1b y6bd ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x47 y6be w22 h1e"><div class="t m0 x0 h1b y8a ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y6bf ff3 fsb fc0 sc0 ls0 ws0">Odpisy aktua<span class="_ _17"></span>li<span class="_ _5"></span>zujące zapa<span class="_ _17"></span>sy inne zmiany<span class="_ _17"></span> <span class="_ _157"> </span>0</div><div class="c x67 y6c0 w23 h26"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xc h1b y6bf ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x47 y6c0 w22 h26"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1d y6c1 ff4 fsb fc0 sc0 ls0 ws0">Odpisy<span class="_ _17"></span> <span class="_ _5"></span>aktualizują<span class="_ _2"></span>ce zapa<span class="_ _2"></span>sy na<span class="_ _17"></span> konie<span class="_ _2"></span>c okresu <span class="_ _79"> </span>0</div><div class="c x67 y6c2 w23 h26"><div class="t m0 x0 h1d y8a ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xc h1d y6c1 ff4 fsb fc0 sc0 ls0 ws0">0</div><div class="c x47 y6c2 w22 h26"><div class="t m0 x0 h1d y8a ff4 fsb fc0 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf34" class="pf w0 h0" ><div class="pc pc34 w0 h0"><img class="bi x11 y6c3 wc h66" alt="" 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"/><div class="t m0 x1 h2 y1 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h3 y53 ff1 fs0 fc1 sc0 ls0 ws0">Jednostkowe sprawozdanie ﬁnansowe Dekpol S.A.<span class="ff2"> <span class="_ _14"> </span> <span class="_ _4f"> </span><span class="ff3 fc0">za okres od 01.01.2023 do 31.12.2023</span></span></div><div class="t m0 x3c h4 y54 ff3 fs1 fc0 sc0 ls0 ws0"> <span class="_ _3"></span> <span class="_ _4"> </span> <span class="_ _4"> </span> </div><div class="t m0 xb4 h3 y53 ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="c x54 y5fa w2e h6"><div class="t m0 x0 h5 y5fb ff1 fs2 fc0 sc0 ls0 ws0">52</div></div><div class="t m0 x13 h18 y56 ff1 fs9 fc6 sc0 ls0 ws0">Wprowadzenie </div><div class="t m0 x15 h18 y59 ff1 fs9 fc6 sc0 ls0 ws0">Sprawozdanie  </div><div class="t m0 x15 h18 y5a ff1 fs9 fc6 sc0 ls0 ws0">z sytuacji </div><div class="t m0 x15 h18 y5b ff1 fs9 fc6 sc0 ls0 ws0">ﬁnansowej </div><div class="t m0 x17 h18 y5f ff1 fs9 fc6 sc0 ls0 ws0">Sprawozdanie  </div><div class="t m0 x17 h18 y60 ff1 fs9 fc6 sc0 ls0 ws0">z przepływów </div><div class="t m0 x17 h18 y61 ff1 fs9 fc6 sc0 ls0 ws0">pieniężnych </div><div class="t m0 x18 h18 y5c ff1 fs9 fc6 sc0 ls0 ws0">Sprawozdanie  </div><div class="t m0 x18 h18 y5d ff1 fs9 fc6 sc0 ls0 ws0">ze zmian w kapitale </div><div class="t m0 x18 h18 y5e ff1 fs9 fc6 sc0 ls0 ws0">własnym </div><div class="t m0 x19 h16 y62 ff4 fs9 fc5 sc0 ls0 ws0">Dodatkowe  </div><div class="t m0 x19 h16 y63 ff4 fs9 fc5 sc0 ls0 ws0">noty  </div><div class="t m0 x19 h16 y64 ff4 fs9 fc5 sc0 ls0 ws0">objaśniające </div><div class="t m0 x16 h18 y5c ff1 fs9 fc6 sc0 ls0 ws0">Sprawozdanie  </div><div class="t m0 x16 h18 y5d ff1 fs9 fc6 sc0 ls0 ws0">z całkowitych  </div><div class="t m0 x16 h18 y5e ff1 fs9 fc6 sc0 ls0 ws0">dochodów </div><div class="t m0 x1 h4 y6c4 ff3 fs1 fc0 sc0 ls0 ws0">Stopa procentowa z<span class="_ _2"></span>astosowana do dysk<span class="_ _17"></span>ontowania należności długoterminowej wy<span class="_ _17"></span>n<span class="_ _5"></span>osi 7,82%.  T<span class="_ _55"></span>ermin spłaty należno<span class="_ _5"></span>-</div><div class="t m0 x1 h4 y6c5 ff3 fs1 fc0 sc0 ls0 ws0">ści 31.03.2025. Poz<span class="_ _17"></span>o<span class="_ _5"></span>stała należność od spółki z<span class="_ _17"></span>ależn<span class="_ _5"></span>ej <span class="_ _17"></span>Almond<span class="_ _5"></span> nie jest zabezpiecz<span class="_ _17"></span>ona. </div><div class="t m0 x1 h28 y6b ff4 fsc fc2 sc0 ls0 ws0">7.2. <span class="_ _58"> </span>Odpis<span class="_ _17"></span>y aktualizują<span class="_ _2"></span>ce należno<span class="_ _17"></span>ści długoterminowe<span class="_ _17"></span> </div><div class="t m0 x1 h28 y6c6 ff4 fsc fc2 sc0 ls0 ws0">7.3. <span class="_ _58"> </span>Należn<span class="_ _17"></span>ości krótk<span class="_ _17"></span>oterminow<span class="_ _17"></span>e </div><div class="t m0 x6 h1d y6c7 ff4 fsb fc0 sc0 ls0 ws0">Opis <span class="_ _137"> </span>31.12.2023</div><div class="c x67 y6c8 w23 h1e"><div class="t m0 x0 h1d y6c ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x22 h1d y6c7 ff4 fsb fc0 sc0 ls0 ws0">31.12.2022</div><div class="c x47 y6c8 w22 h1e"><div class="t m0 x0 h1d y6c ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y608 ff3 fsb fc0 sc0 ls0 ws0">Należności <span class="_ _2"></span>handlowe n<span class="_ _2"></span>etto <span class="_ _158"> </span>19 071</div><div class="c x67 y6c9 w23 h67"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x46 h1b y608 ff3 fsb fc0 sc0 ls0 ws0">118 267</div><div class="c x47 y6c9 w22 h67"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y609 ff3 fsb fc0 sc0 ls0 ws0">Należności <span class="_ _2"></span>z tytułu poz<span class="_ _17"></span>ostałych podatk<span class="_ _7"></span>ów, ceł<span class="_ _17"></span> i<span class="_ _5"></span> ubezpi<span class="_ _17"></span>ec<span class="_ _5"></span>zeń<span class="_ _17"></span> s<span class="_ _5"></span>połecz<span class="_ _2"></span>nych<span class="_ _2"></span> <span class="_ _159"> </span>513</div><div class="c x67 y60a w23 h23"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x4b h1b y609 ff3 fsb fc0 sc0 ls0 ws0">380</div><div class="c x47 y60a w22 h23"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y36 ff3 fsb fc0 sc0 ls0 ws0">Kaucje z<span class="_ _17"></span> t<span class="_ _5"></span>ytułu usług b<span class="_ _17"></span>u<span class="_ _5"></span>dowlan<span class="_ _2"></span>ych<span class="_ _17"></span> w<span class="_ _5"></span>artość bilanso<span class="_ _17"></span>wa <span class="_ _15a"> </span>0</div><div class="c x67 y60b w23 h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x48 h1b y36 ff3 fsb fc0 sc0 ls0 ws0">1 454</div><div class="c x47 y60b w22 h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y6ca ff3 fsb fc0 sc0 ls0 ws0">Kaucje z<span class="_ _17"></span> i<span class="_ _5"></span>nnyc<span class="_ _17"></span>h tytułów <span class="_ _15b"> </span>46</div><div class="c x67 y65f w23 h1e"><div class="t m0 x0 h1b y85 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xc h1b y6ca ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x47 y65f w22 h1e"><div class="t m0 x0 h1b y85 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y60e ff3 fsb fc0 sc0 ls0 ws0">Przedpłaty <span class="_ _2"></span>i zaliczki <span class="_ _2"></span>wartość bilan<span class="_ _17"></span>sowa <span class="_ _15c"> </span>338</div><div class="c x67 y2a2 w23 h1e"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x4a h1b y60e ff3 fsb fc0 sc0 ls0 ws0">57</div><div class="c x47 y2a2 w22 h1e"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y60f ff3 fsb fc0 sc0 ls0 ws0">Inne należnośc<span class="_ _17"></span>i wartość bilansowa <span class="_ _15d"> </span>143</div><div class="c x67 y610 w23 h23"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x4b h1b y60f ff3 fsb fc0 sc0 ls0 ws0">139</div><div class="c x47 y610 w22 h23"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y4ff ff3 fsb fc0 sc0 ls0 ws0">Należności <span class="_ _2"></span>z tytułu dywidendy <span class="_ _17"></span>-<span class="_ _5"></span> krótk<span class="_ _7"></span>oterminowe <span class="_ _15e"> </span>0</div><div class="c x67 y6cb w23 h1e"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xc h1b y4ff ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x47 y6cb w22 h1e"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1d y6cc ff4 fsb fc0 sc0 ls0 ws0">Należności<span class="_ _2"></span> handlowe or<span class="_ _17"></span>az<span class="_ _5"></span> poz<span class="_ _17"></span>ostałe należności<span class="_ _17"></span> <span class="_ _15f"> </span>20 111</div><div class="c x67 y6cd w23 h1e"><div class="t m0 x0 h1d y8a ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x46 h1d y6cc ff4 fsb fc0 sc0 ls0 ws0">120 297</div><div class="c x47 y6cd w22 h1e"><div class="t m0 x0 h1d y8a ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y68b ff3 fsb fc0 sc0 ls0 ws0">Krótk<span class="_ _17"></span>oterminow<span class="_ _2"></span>e rozlic<span class="_ _17"></span>zenia międzyokre<span class="_ _17"></span>s<span class="_ _5"></span>owe <span class="_ _160"> </span>1 213</div><div class="c x67 y68c w23 h26"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x4b h1b y68b ff3 fsb fc0 sc0 ls0 ws0">548</div><div class="c x47 y68c w22 h26"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1d y6ce ff4 fsb fc0 sc0 ls0 ws0">Należności<span class="_ _2"></span> z tytułu dosta<span class="_ _17"></span>w i usług oraz po<span class="_ _17"></span>zostałe należności<span class="_ _17"></span> krótk<span class="_ _17"></span>ot<span class="_ _5"></span>ermino<span class="_ _17"></span>we <span class="_ _21"> </span>21 324</div><div class="c x67 y6cf w23 h26"><div class="t m0 x0 h1d y8a ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x46 h1d y6ce ff4 fsb fc0 sc0 ls0 ws0">120 845</div><div class="c x47 y6cf w22 h26"><div class="t m0 x0 h1d y8a ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x1 h28 y6d0 ff4 fsc fc2 sc0 ls0 ws0">7.4. <span class="_ _58"> </span>Odpis<span class="_ _17"></span>y aktualizują<span class="_ _2"></span>ce należno<span class="_ _17"></span>ści krótk<span class="_ _7"></span>oterminowe </div><div class="t m0 x6 h1d y6d1 ff4 fsb fc0 sc0 ls0 ws0">Opis <span class="_ _161"> </span>31.12.2023</div><div class="c x79 y526 w22 h1e"><div class="t m0 x0 h1d y8d ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x22 h1d y6d1 ff4 fsb fc0 sc0 ls0 ws0">31.12.2022</div><div class="c x47 y526 w22 h1e"><div class="t m0 x0 h1d y8d ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1d y6d2 ff4 fsb fc0 sc0 ls0 ws0">Stan na począ<span class="_ _17"></span>t<span class="_ _5"></span>ek okre<span class="_ _2"></span>su <span class="_ _110"> </span>8 34<span class="_ _17"></span>7</div><div class="c x79 y6d3 w22 h1e"><div class="t m0 x0 h1d y92 ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x49 h1d y6d2 ff4 fsb fc0 sc0 ls0 ws0">10 092</div><div class="c x47 y6d3 w22 h1e"><div class="t m0 x0 h1d y92 ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y6d4 ff3 fsb fc0 sc0 ls0 ws0">Odpisy ujęt<span class="_ _17"></span>e j<span class="_ _5"></span>ak<span class="_ _17"></span>o k<span class="_ _17"></span>oszt w okresie<span class="_ _17"></span>* <span class="_ _162"> </span>1 021</div><div class="c x79 y6d5 w22 h1e"><div class="t m0 x0 h1b y85 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x48 h1b y6d4 ff3 fsb fc0 sc0 ls0 ws0">1 256</div><div class="c x47 y6d5 w22 h1e"><div class="t m0 x0 h1b y85 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y2b0 ff3 fsb fc0 sc0 ls0 ws0">Odpisy ro<span class="_ _17"></span>związane ujęte <span class="_ _17"></span>j<span class="_ _5"></span>ak<span class="_ _17"></span>o przychód w okr<span class="_ _17"></span>esie (-) <span class="_ _163"> </span>-2 742</div><div class="c x79 y6d6 w22 h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xb1 h1b y2b0 ff3 fsb fc0 sc0 ls0 ws0">-2 371</div><div class="c x47 y6d6 w22 h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y6d7 ff3 fsb fc0 sc0 ls0 ws0">Odpisy wyk<span class="_ _7"></span>orzystane (-) <span class="_ _164"> </span>-814</div><div class="c x79 y6d8 w22 h1e"><div class="t m0 x0 h1b y85 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x51 h1b y6d7 ff3 fsb fc0 sc0 ls0 ws0">-631</div><div class="c x47 y6d8 w22 h1e"><div class="t m0 x0 h1b y85 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y6d9 ff3 fsb fc0 sc0 ls0 ws0">Inne zmiany<span class="_ _2"></span> (róż<span class="_ _17"></span>ni<span class="_ _5"></span>ce k<span class="_ _17"></span>ursowe netto z prz<span class="_ _2"></span>elicze<span class="_ _2"></span>nia) <span class="_ _ab"> </span>0</div><div class="c x79 y6da w22 h26"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xc h1b y6d9 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x47 y6da w22 h26"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1d y6db ff4 fsb fc0 sc0 ls0 ws0">Stan na k<span class="_ _17"></span>oniec okresu<span class="_ _2"></span> <span class="_ _df"> </span>5 812</div><div class="c x79 y21b w22 h26"><div class="t m0 x0 h1d y8a ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x48 h1d y6db ff4 fsb fc0 sc0 ls0 ws0">8 347</div><div class="c x47 y21b w22 h26"><div class="t m0 x0 h1d y8a ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x1 h4 y6dc ff3 fsb fc0 sc0 ls0 ws0">*<span class="fs1">Odpis <span class="_ _44"></span>o<span class="_ _5"></span>bejmuje <span class="_ _44"></span> <span class="_ _33"> </span>ryzyk<span class="_ _7"></span>o<span class="_ _5"></span> <span class="_ _44"></span>oczekiwanych <span class="_ _44"></span>strat <span class="_ _44"></span>kredytowych <span class="_ _44"></span>ustalon<span class="_ _5"></span>e <span class="_ _44"></span>na<span class="_ _5"></span> <span class="_ _44"></span>po<span class="_ _5"></span>dstawi<span class="_ _17"></span>e <span class="_ _33"> </span>modelu <span class="_ _44"></span>uproszczonego <span class="_ _44"></span> <span class="_ _33"> </span>z<span class="_ _17"></span>godnie <span class="_ _33"> </span>z </span></div><div class="t m0 x1 h4 y312 ff3 fs1 fc0 sc0 ls0 ws0">MSSF9 <span class="_ _5"></span>(266 <span class="_ _32"></span>tys. <span class="_ _5"></span>zł)<span class="_ _5"></span> <span class="_ _5"></span>oraz <span class="_ _32"></span>dodatko<span class="_ _17"></span>we<span class="_ _5"></span> <span class="_ _5"></span>od<span class="_ _5"></span>pisy z <span class="_ _32"></span>tytułu <span class="_ _32"></span>oczekiwanych <span class="_ _5"></span>strat <span class="_ _5"></span>kredytowych <span class="_ _5"></span>utworzone <span class="_ _32"></span>dla <span class="_ _5"></span>wybranych <span class="_ _5"></span>k<span class="_ _17"></span>o<span class="_ _5"></span>ntra<span class="_ _17"></span>-</div><div class="t m0 x1 h4 y6dd ff3 fs1 fc0 sc0 ls0 ws0">hentów<span class="_ _17"></span>, dla których ro<span class="_ _17"></span>zp<span class="_ _5"></span>oznano znaczący <span class="_ _17"></span>wz<span class="_ _5"></span>rost ryzyk<span class="_ _2"></span>a kredyto<span class="_ _17"></span>weg<span class="_ _5"></span>o.<span class="fsb">  </span></div><div class="t m0 x6 h1d y138 ff4 fsb fc0 sc0 ls0 ws0">Opis <span class="_ _137"> </span>31.12.2023</div><div class="c x67 y1da w23 h20"><div class="t m0 x0 h1d y72 ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x22 h1d y138 ff4 fsb fc0 sc0 ls0 ws0">31.12.2022</div><div class="c x47 y1da w22 h20"><div class="t m0 x0 h1d y72 ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y6de ff3 fsb fc0 sc0 ls0 ws0">Stan na począt<span class="_ _17"></span>ek okresu <span class="_ _15b"> </span>0</div><div class="c x67 y6df w23 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xc h1b y6de ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x47 y6df w22 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y6e0 ff3 fsb fc0 sc0 ls0 ws0">Odpisy ujęt<span class="_ _17"></span>e j<span class="_ _5"></span>ak<span class="_ _17"></span>o k<span class="_ _17"></span>oszt w okresie <span class="_ _158"> </span>0</div><div class="c x67 y6e1 w23 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xc h1b y6e0 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x47 y6e1 w22 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y396 ff3 fsb fc0 sc0 ls0 ws0">Odpisy ro<span class="_ _17"></span>związane ujęte <span class="_ _17"></span>j<span class="_ _5"></span>ak<span class="_ _17"></span>o przychód w okr<span class="_ _17"></span>esie (-) <span class="_ _165"> </span>0</div><div class="c x67 y397 w23 h21"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xc h1b y396 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x47 y397 w22 h21"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y6e2 ff3 fsb fc0 sc0 ls0 ws0">Odpisy wyk<span class="_ _7"></span>orzystane (-) <span class="_ _166"> </span>0</div><div class="c x67 y6e3 w23 h22"><div class="t m0 x0 h1b y72 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xc h1b y6e2 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x47 y6e3 w22 h22"><div class="t m0 x0 h1b y72 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y6e4 ff3 fsb fc0 sc0 ls0 ws0">Inne zmiany<span class="_ _2"></span> (róż<span class="_ _17"></span>ni<span class="_ _5"></span>ce k<span class="_ _17"></span>ursowe netto z prz<span class="_ _2"></span>elicze<span class="_ _2"></span>nia) <span class="_ _12a"> </span>0</div><div class="c x67 y6e5 w23 h23"><div class="t m0 x0 h1b y72 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xc h1b y6e4 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x47 y6e5 w22 h23"><div class="t m0 x0 h1b y72 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1d y1ff ff4 fsb fc0 sc0 ls0 ws0">Stan na k<span class="_ _17"></span>oniec okresu<span class="_ _2"></span> <span class="_ _167"> </span>0</div><div class="c x67 y6e6 w23 h1e"><div class="t m0 x0 h1d y72 ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xc h1d y1ff ff4 fsb fc0 sc0 ls0 ws0">0</div><div class="c x47 y6e6 w22 h1e"><div class="t m0 x0 h1d y72 ff4 fsb fc0 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 x11 y6e7 wc h68" alt="" 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"/><div class="t m0 x1 h2 y1 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h3 y53 ff1 fs0 fc1 sc0 ls0 ws0">Jednostkowe sprawozdanie ﬁnansowe Dekpol S.A.<span class="ff2"> <span class="_ _14"> </span> <span class="_ _4f"> </span><span class="ff3 fc0">za okres od 01.01.2023 do 31.12.2023</span></span></div><div class="t m0 x3c h4 y54 ff3 fs1 fc0 sc0 ls0 ws0"> <span class="_ _3"></span> <span class="_ _4"> </span> <span class="_ _4"> </span> </div><div class="t m0 xb4 h3 y53 ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="c x54 y5fa w2e h6"><div class="t m0 x0 h5 y5fb ff1 fs2 fc0 sc0 ls0 ws0">53</div></div><div class="t m0 x13 h18 y56 ff1 fs9 fc6 sc0 ls0 ws0">Wprowadzenie </div><div class="t m0 x15 h18 y59 ff1 fs9 fc6 sc0 ls0 ws0">Sprawozdanie  </div><div class="t m0 x15 h18 y5a ff1 fs9 fc6 sc0 ls0 ws0">z sytuacji </div><div class="t m0 x15 h18 y5b ff1 fs9 fc6 sc0 ls0 ws0">ﬁnansowej </div><div class="t m0 x17 h18 y5f ff1 fs9 fc6 sc0 ls0 ws0">Sprawozdanie  </div><div class="t m0 x17 h18 y60 ff1 fs9 fc6 sc0 ls0 ws0">z przepływów </div><div class="t m0 x17 h18 y61 ff1 fs9 fc6 sc0 ls0 ws0">pieniężnych </div><div class="t m0 x18 h18 y5c ff1 fs9 fc6 sc0 ls0 ws0">Sprawozdanie  </div><div class="t m0 x18 h18 y5d ff1 fs9 fc6 sc0 ls0 ws0">ze zmian w kapitale </div><div class="t m0 x18 h18 y5e ff1 fs9 fc6 sc0 ls0 ws0">własnym </div><div class="t m0 x19 h16 y62 ff4 fs9 fc5 sc0 ls0 ws0">Dodatkowe  </div><div class="t m0 x19 h16 y63 ff4 fs9 fc5 sc0 ls0 ws0">noty  </div><div class="t m0 x19 h16 y64 ff4 fs9 fc5 sc0 ls0 ws0">objaśniające </div><div class="t m0 x16 h18 y5c ff1 fs9 fc6 sc0 ls0 ws0">Sprawozdanie  </div><div class="t m0 x16 h18 y5d ff1 fs9 fc6 sc0 ls0 ws0">z całkowitych  </div><div class="t m0 x16 h18 y5e ff1 fs9 fc6 sc0 ls0 ws0">dochodów </div><div class="t m0 x1 h4 y5fc ff3 fs1 fc0 sc0 ls0 ws0">W <span class="_ _32"></span>kalkul<span class="_ _17"></span>a<span class="_ _5"></span>cji <span class="_ _2f"></span>zgodnie <span class="_ _32"></span>z<span class="_ _5"></span> <span class="_ _32"></span>modelem <span class="_ _2f"></span>uproszczon<span class="_ _17"></span>ym <span class="_ _2f"></span>MSSF <span class="_ _32"></span>9,<span class="_ _5"></span> <span class="_ _32"></span>n<span class="_ _5"></span>a <span class="_ _32"></span>d<span class="_ _5"></span>zień <span class="_ _32"></span>b<span class="_ _5"></span>ilansowy <span class="_ _5"></span>n<span class="_ _5"></span>ie <span class="_ _2f"></span>obejmuje <span class="_ _2f"></span>należności <span class="_ _32"></span>hand<span class="_ _5"></span>lowych <span class="_ _32"></span>dla </div><div class="t m0 x1 h4 y3f2 ff3 fs1 fc0 sc0 ls0 ws0">podmiotów <span class="_ _17"></span>powiązanyc<span class="_ _17"></span>h<span class="_ _5"></span>, <span class="_ _17"></span>gdyż <span class="_ _17"></span>na p<span class="_ _17"></span>o<span class="_ _5"></span>dstawi<span class="_ _17"></span>e<span class="_ _5"></span> <span class="_ _17"></span>historii <span class="_ _17"></span>nie b<span class="_ _17"></span>yło <span class="_ _17"></span>utraconych <span class="_ _17"></span>wierzytelności. <span class="_ _17"></span>Ekspozyc<span class="_ _17"></span>ja Spółki <span class="_ _7"></span>na<span class="_ _5"></span> <span class="_ _17"></span>ryzyk<span class="_ _17"></span>o <span class="_ _17"></span> kre-</div><div class="t m0 x1 h4 y49 ff3 fs1 fc0 sc0 ls0 ws0">dytowe <span class="_ _17"></span>zgod<span class="_ _5"></span>nie <span class="_ _2"></span>z modelem uproszc<span class="_ _17"></span>zonym <span class="_ _17"></span>MS<span class="_ _5"></span>SF 9 <span class="_ _17"></span>na<span class="_ _5"></span> dzień bi<span class="_ _17"></span>lan<span class="_ _5"></span>sowy 31<span class="_ _2"></span>.12.2023 r<span class="_ _55"></span>. dla należności handlowyc<span class="_ _2"></span>h naraż<span class="_ _17"></span>o-</div><div class="t m0 x1 h4 y674 ff3 fs1 fc0 sc0 ls0 ws0">nych na ry<span class="_ _17"></span>z<span class="_ _5"></span>yk<span class="_ _17"></span>o: </div><div class="t m0 x6 h1d y6e8 ff4 fsb fc0 sc0 ls0 ws0">Straty kredy<span class="_ _17"></span>t<span class="_ _5"></span>owe w <span class="_ _17"></span>t<span class="_ _5"></span>erminie          <span class="_ _17"></span>  <span class="_ _5"></span>                                 <span class="_ _17"></span> <span class="_ _5"></span>   </div><div class="t m0 x103 h1d y4f4 ff4 fsb fc0 sc0 ls0 ws0">W<span class="_ _17"></span>artość brutto </div><div class="c xb4 y6e9 w32 h1e"><div class="t m0 x0 h1d y6c ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x104 h1d y6e8 ff4 fsb fc0 sc0 ls0 ws0">należności</div><div class="c x8e y6ea w26 h1f"><div class="t m0 x0 h1d y6c ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x7a h1d y6e8 ff4 fsb fc0 sc0 ls0 ws0">ECL</div><div class="c x105 y6ea w22 h1f"><div class="t m0 x0 h1d y6c ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x5f h1d y4f4 ff4 fsb fc0 sc0 ls0 ws0">Odpis na ocz<span class="_ _2"></span>ekiwane </div><div class="t m0 xd h1d y6e8 ff4 fsb fc0 sc0 ls0 ws0">straty kre<span class="_ _17"></span>d<span class="_ _5"></span>ytowe</div><div class="c x47 y6ea w22 h1f"><div class="t m0 x0 h1d y6c ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y1f9 ff3 fsb fc0 sc0 ls0 ws0">W terminie</div><div class="c x106 yf6 w33 h1e"><div class="t m0 x0 h1b y57c ff3 fsb fc0 sc0 ls0 ws0">                              <span class="_ _2"></span>                    <span class="_ _2"></span>                                           <span class="_ _2"></span>                       </div></div><div class="t m0 x107 h1b y1f9 ff3 fsb fc0 sc0 ls0 ws0">101 </div><div class="c x8e yf6 w26 h1e"><div class="t m0 x0 h1b y57c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x66 h1b y1f9 ff3 fsb fc0 sc0 ls0 ws0">0,27%</div><div class="c x105 yf6 w22 h1e"><div class="t m0 x0 h1b y57c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xc h1b y1f9 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x47 yf6 w22 h1e"><div class="t m0 x0 h1b y57c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y6eb ff3 fsb fc0 sc0 ls0 ws0">Od 1 do 30 dni</div><div class="c x108 y2e7 w34 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0">                        <span class="_ _17"></span>   <span class="_ _5"></span>                                <span class="_ _17"></span>   <span class="_ _5"></span>                        <span class="_ _17"></span>      <span class="_ _5"></span>                 </div></div><div class="t m0 x107 h1b y6eb ff3 fsb fc0 sc0 ls0 ws0">146 </div><div class="c x8e y2e7 w26 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x66 h1b y6eb ff3 fsb fc0 sc0 ls0 ws0">0,39%</div><div class="c x105 y2e7 w22 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xc h1b y6eb ff3 fsb fc0 sc0 ls0 ws0">1</div><div class="c x47 y2e7 w22 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y6ec ff3 fsb fc0 sc0 ls0 ws0">Od 31 do 60 dn<span class="_ _17"></span>i</div><div class="c x109 y6ed w35 h23"><div class="t m0 x0 h1b y72 ff3 fsb fc0 sc0 ls0 ws0">                             <span class="_ _17"></span>   <span class="_ _5"></span>                            <span class="_ _17"></span>   <span class="_ _5"></span>                       <span class="_ _2"></span>                         </div></div><div class="t m0 x8c h1b y6ec ff3 fsb fc0 sc0 ls0 ws0">2</div><div class="c x8e y6ed w26 h23"><div class="t m0 x0 h1b y72 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x66 h1b y6ec ff3 fsb fc0 sc0 ls0 ws0">1,79%</div><div class="c x105 y6ed w22 h23"><div class="t m0 x0 h1b y72 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xc h1b y6ec ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x47 y6ed w22 h23"><div class="t m0 x0 h1b y72 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y6ee ff3 fsb fc0 sc0 ls0 ws0">Od 61 do 90 dn<span class="_ _17"></span>i</div><div class="c x109 y6ef w35 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0">                             <span class="_ _17"></span>   <span class="_ _5"></span>                            <span class="_ _17"></span>   <span class="_ _5"></span>                       <span class="_ _2"></span>                          </div></div><div class="t m0 x8c h1b y6ee ff3 fsb fc0 sc0 ls0 ws0">2</div><div class="c x8e y6ef w26 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x66 h1b y6ee ff3 fsb fc0 sc0 ls0 ws0">2,13%</div><div class="c x105 y6ef w22 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xc h1b y6ee ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x47 y6ef w22 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y6f0 ff3 fsb fc0 sc0 ls0 ws0">Od 91 do 180 dni</div><div class="c x10a y6f1 w36 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0">                                  <span class="_ _17"></span>       <span class="_ _5"></span>                            <span class="_ _17"></span>       <span class="_ _5"></span>                    <span class="_ _2"></span>        </div></div><div class="t m0 x8b h1b y6f0 ff3 fsb fc0 sc0 ls0 ws0">430</div><div class="c x8e y6f1 w26 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x66 h1b y6f0 ff3 fsb fc0 sc0 ls0 ws0">2,63%</div><div class="c x105 y6f1 w22 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x4a h1b y6f0 ff3 fsb fc0 sc0 ls0 ws0">11</div><div class="c x47 y6f1 w22 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y6f2 ff3 fsb fc0 sc0 ls0 ws0">Od 181 do 1 r<span class="_ _2"></span>oku</div><div class="c x10a y6f3 w37 h23"><div class="t m0 x0 h1b y72 ff3 fsb fc0 sc0 ls0 ws0">                              <span class="_ _2"></span>                                      <span class="_ _17"></span>       <span class="_ _5"></span>                    <span class="_ _2"></span>            </div></div><div class="t m0 xf4 h1b y6f2 ff3 fsb fc0 sc0 ls0 ws0">16</div><div class="c x8e y6f3 w26 h23"><div class="t m0 x0 h1b y72 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x66 h1b y6f2 ff3 fsb fc0 sc0 ls0 ws0">5,59%</div><div class="c x105 y6f3 w22 h23"><div class="t m0 x0 h1b y72 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xc h1b y6f2 ff3 fsb fc0 sc0 ls0 ws0">1</div><div class="c x47 y6f3 w22 h23"><div class="t m0 x0 h1b y72 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y6f4 ff3 fsb fc0 sc0 ls0 ws0">Powyże<span class="_ _17"></span>j<span class="_ _5"></span> rok<span class="_ _17"></span>u</div><div class="c x10b y6f5 w38 h22"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0">                              <span class="_ _2"></span>                                           <span class="_ _17"></span>      <span class="_ _5"></span>                <span class="_ _2"></span>                  </div></div><div class="t m0 x8b h1b y6f4 ff3 fsb fc0 sc0 ls0 ws0">333</div><div class="c x8e y6f5 w26 h22"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x65 h1b y6f4 ff3 fsb fc0 sc0 ls0 ws0">75,96%</div><div class="c x105 y6f5 w22 h22"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x4b h1b y6f4 ff3 fsb fc0 sc0 ls0 ws0">253</div><div class="c x47 y6f5 w22 h22"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1d y11c ff4 fsb fc0 sc0 ls0 ws0">Razem w<span class="_ _17"></span>artość odpisu</div><div class="c x10c y6f6 w39 h21"><div class="t m0 x0 h1d y6c ff4 fsb fc0 sc0 ls0 ws0">                        <span class="_ _17"></span> <span class="_ _5"></span>                                    <span class="_ _17"></span> <span class="_ _5"></span>                             <span class="_ _17"></span> <span class="_ _5"></span>  </div></div><div class="t m0 xef h1d y11c ff4 fsb fc0 sc0 ls0 ws0">1 030</div><div class="c x8e y6f6 w26 h21"><div class="t m0 x0 h1d y6c ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="c x105 y6f6 w22 h21"><div class="t m0 x0 h1d y6c ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x4b h1d y11c ff4 fsb fc0 sc0 ls0 ws0">266</div><div class="c x47 y6f6 w22 h21"><div class="t m0 x0 h1d y6c ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x1 h28 y6f7 ff4 fsc fc2 sc0 ls0 ws0"> 7.5. <span class="_ _3c"> </span>Struktura wymaga<span class="_ _2"></span>lności w okr<span class="_ _17"></span>esie spra<span class="_ _17"></span>wozda<span class="_ _7"></span>wczym <span class="_ _12"> </span> </div><div class="t m0 x6 h1d y6f8 ff4 fsb fc0 sc0 ls0 ws0">Opis </div><div class="t m0 x10d h1d yfe ff4 fsb fc0 sc0 ls0 ws0">Przeter<span class="_ _17"></span>-</div><div class="t m0 x10e h1d y6f9 ff4 fsb fc0 sc0 ls0 ws0">minow-</div><div class="t m0 x10f h1d y6f8 ff4 fsb fc0 sc0 ls0 ws0">ane</div><div class="c x110 y6fa w26 h1e"><div class="t m0 x0 h1d y8d ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x111 h1d y6f9 ff4 fsb fc0 sc0 ls0 ws0">Do 1 </div><div class="t m0 x112 h1d y6f8 ff4 fsb fc0 sc0 ls0 ws0">miesiąca</div><div class="c x113 y6fa w26 h1e"><div class="t m0 x0 h1d y8d ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x114 h1d y6f9 ff4 fsb fc0 sc0 ls0 ws0">Od 1 do 3 </div><div class="t m0 x114 h1d y6f8 ff4 fsb fc0 sc0 ls0 ws0">miesięc<span class="_ _17"></span>y</div><div class="c xe9 y6fa w22 h1e"><div class="t m0 x0 h1d y8d ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x103 h1d y6f9 ff4 fsb fc0 sc0 ls0 ws0">Od 3 do 6 </div><div class="t m0 x103 h1d y6f8 ff4 fsb fc0 sc0 ls0 ws0">miesięc<span class="_ _17"></span>y</div><div class="c x115 y6fa w26 h1e"><div class="t m0 x0 h1d y8d ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x8e h1d yfe ff4 fsb fc0 sc0 ls0 ws0">Od 6 </div><div class="t m0 xed h1d y6f9 ff4 fsb fc0 sc0 ls0 ws0">miesięc<span class="_ _17"></span>y </div><div class="t m0 xed h1d y6f8 ff4 fsb fc0 sc0 ls0 ws0">do 1 rok<span class="_ _17"></span>u</div><div class="c xe6 y6fa w3a h1e"><div class="t m0 x0 h1d y8d ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x116 h1d yfe ff4 fsb fc0 sc0 ls0 ws0">Od 1 </div><div class="t m0 x116 h1d y6f9 ff4 fsb fc0 sc0 ls0 ws0">rok<span class="_ _2"></span>u </div><div class="c x91 y6fb w3b h22"><div class="t m0 x0 h1d y8d ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x117 h1d y6f8 ff4 fsb fc0 sc0 ls0 ws0">do 2 lat</div><div class="c xbc y6fa w24 h1e"><div class="t m0 x0 h1d y8d ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x2f h1d y6f9 ff4 fsb fc0 sc0 ls0 ws0">Od 2 lat </div><div class="t m0 x118 h1d y6f8 ff4 fsb fc0 sc0 ls0 ws0">do 5 lat</div><div class="c x27 y6fa w29 h1e"><div class="t m0 x0 h1d y8d ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x119 h1d y6f9 ff4 fsb fc0 sc0 ls0 ws0">powyżej </div><div class="t m0 x11a h1d y6f8 ff4 fsb fc0 sc0 ls0 ws0">5 lat</div><div class="c x11b y6fa w27 h1e"><div class="t m0 x0 h1d y8d ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6d h1d y6f8 ff4 fsb fc0 sc0 ls0 ws0">Razem</div><div class="c x47 y6fa w22 h1e"><div class="t m0 x0 h1d y8d ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y6fc ff3 fsb fc0 sc0 ls0 ws0">Należności d<span class="_ _17"></span>ł<span class="_ _5"></span>ugoterminow<span class="_ _17"></span>e <span class="_ _46"> </span>0</div><div class="c x110 y6b8 w26 h1e"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x11c h1b y6fc ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x113 y6b8 w26 h1e"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x61 h1b y6fc ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c xe9 y6b8 w22 h1e"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x11d h1b y6fc ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x115 y6b8 w26 h1e"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x1f h1b y6fc ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c xe6 y6b8 w3a h1e"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x11e h1b y6fc ff3 fsb fc0 sc0 ls0 ws0">5 582</div><div class="c xbc y6b8 w24 h1e"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6a h1b y6fc ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x27 y6b8 w29 h1e"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x11f h1b y6fc ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x11b y6b8 w27 h1e"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x48 h1b y6fc ff3 fsb fc0 sc0 ls0 ws0">5 582</div><div class="c x47 y6b8 w22 h1e"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y6fd ff3 fsb fc0 sc0 ls0 ws0">Należności <span class="_ _2"></span>handlowe<span class="_ _17"></span> <span class="_ _168"> </span>664</div><div class="c x110 y4fd w26 h1e"><div class="t m0 x0 h1b y85 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x120 h1b y6fd ff3 fsb fc0 sc0 ls0 ws0">10 907</div><div class="c x113 y4fd w26 h1e"><div class="t m0 x0 h1b y85 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x121 h1b y6fd ff3 fsb fc0 sc0 ls0 ws0">7 498</div><div class="c xe9 y4fd w22 h1e"><div class="t m0 x0 h1b y85 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x11d h1b y6fd ff3 fsb fc0 sc0 ls0 ws0">2</div><div class="c x115 y4fd w26 h1e"><div class="t m0 x0 h1b y85 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x1f h1b y6fd ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c xe6 y4fd w3a h1e"><div class="t m0 x0 h1b y85 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x69 h1b y6fd ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c xbc y4fd w24 h1e"><div class="t m0 x0 h1b y85 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6a h1b y6fd ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x27 y4fd w29 h1e"><div class="t m0 x0 h1b y85 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x11f h1b y6fd ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x11b y4fd w27 h1e"><div class="t m0 x0 h1b y85 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x49 h1b y6fd ff3 fsb fc0 sc0 ls0 ws0">19 071</div><div class="c x47 y4fd w22 h1e"><div class="t m0 x0 h1b y85 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y6fe ff3 fsb fc0 sc0 ls0 ws0">Przedpłaty <span class="_ _2"></span>i zaliczki<span class="_ _17"></span> <span class="_ _169"> </span>0</div><div class="c x110 y6ff w26 h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x11c h1b y6fe ff3 fsb fc0 sc0 ls0 ws0">7</div><div class="c x113 y6ff w26 h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x122 h1b y6fe ff3 fsb fc0 sc0 ls0 ws0">332</div><div class="c xe9 y6ff w22 h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x11d h1b y6fe ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x115 y6ff w26 h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x1f h1b y6fe ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c xe6 y6ff w3a h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x69 h1b y6fe ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c xbc y6ff w24 h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6a h1b y6fe ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x27 y6ff w29 h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x11f h1b y6fe ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x11b y6ff w27 h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x4b h1b y6fe ff3 fsb fc0 sc0 ls0 ws0">338</div><div class="c x47 y6ff w22 h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y700 ff3 fsb fc0 sc0 ls0 ws0">Kaucje z<span class="_ _17"></span> t<span class="_ _5"></span>ytułu usług b<span class="_ _17"></span>u<span class="_ _5"></span>dowla<span class="_ _17"></span>-</div><div class="t m0 x6 h1b y415 ff3 fsb fc0 sc0 ls0 ws0">nych <span class="_ _16a"> </span>0</div><div class="c x110 y37b w26 h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x11c h1b y415 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x113 y37b w26 h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x61 h1b y415 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c xe9 y37b w22 h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x11d h1b y415 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x115 y37b w26 h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x1f h1b y415 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c xe6 y37b w3a h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x69 h1b y415 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c xbc y37b w24 h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6a h1b y415 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x27 y37b w29 h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x11f h1b y415 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x11b y37b w27 h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xc h1b y415 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x47 y37b w22 h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y701 ff3 fsb fc0 sc0 ls0 ws0">Kaucje z<span class="_ _17"></span> i<span class="_ _5"></span>nnyc<span class="_ _17"></span>h tytułów <span class="_ _48"> </span>16</div><div class="c x110 y702 w26 h23"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x11c h1b y701 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x113 y702 w26 h23"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x61 h1b y701 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c xe9 y702 w22 h23"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x11d h1b y701 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x115 y702 w26 h23"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x3d h1b y701 ff3 fsb fc0 sc0 ls0 ws0">30</div><div class="c xe6 y702 w3a h23"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x69 h1b y701 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c xbc y702 w24 h23"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6a h1b y701 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x27 y702 w29 h23"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x11f h1b y701 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x11b y702 w27 h23"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x4a h1b y701 ff3 fsb fc0 sc0 ls0 ws0">46</div><div class="c x47 y702 w22 h23"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y3b3 ff3 fsb fc0 sc0 ls0 ws0">Należności <span class="_ _2"></span>z tytułu bież<span class="_ _2"></span>ącego </div><div class="t m0 x6 h1b y12 ff3 fsb fc0 sc0 ls0 ws0">podatku d<span class="_ _17"></span>oc<span class="_ _5"></span>hodow<span class="_ _17"></span>ego <span class="_ _59"> </span>0</div><div class="c x110 y703 w26 h1e"><div class="t m0 x0 h1b y85 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x11c h1b y12 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x113 y703 w26 h1e"><div class="t m0 x0 h1b y85 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x122 h1b y12 ff3 fsb fc0 sc0 ls0 ws0">792</div><div class="c xe9 y703 w22 h1e"><div class="t m0 x0 h1b y85 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x11d h1b y12 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x115 y703 w26 h1e"><div class="t m0 x0 h1b y85 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x1f h1b y12 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c xe6 y703 w3a h1e"><div class="t m0 x0 h1b y85 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x69 h1b y12 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c xbc y703 w24 h1e"><div class="t m0 x0 h1b y85 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6a h1b y12 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x27 y703 w29 h1e"><div class="t m0 x0 h1b y85 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x11f h1b y12 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x11b y703 w27 h1e"><div class="t m0 x0 h1b y85 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x4b h1b y12 ff3 fsb fc0 sc0 ls0 ws0">792</div><div class="c x47 y703 w22 h1e"><div class="t m0 x0 h1b y85 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y704 ff3 fsb fc0 sc0 ls0 ws0">Należności <span class="_ _2"></span>z tytułu poz<span class="_ _17"></span>osta-</div><div class="t m0 x6 h1b y1ea ff3 fsb fc0 sc0 ls0 ws0">łych podatk<span class="_ _7"></span>ów <span class="_ _145"> </span>0</div><div class="c x110 y705 w26 h1e"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xdf h1b y1ea ff3 fsb fc0 sc0 ls0 ws0">513</div><div class="c x113 y705 w26 h1e"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x61 h1b y1ea ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c xe9 y705 w22 h1e"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x11d h1b y1ea ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x115 y705 w26 h1e"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x1f h1b y1ea ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c xe6 y705 w3a h1e"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x69 h1b y1ea ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c xbc y705 w24 h1e"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6a h1b y1ea ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x27 y705 w29 h1e"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x11f h1b y1ea ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x11b y705 w27 h1e"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x4b h1b y1ea ff3 fsb fc0 sc0 ls0 ws0">513</div><div class="c x47 y705 w22 h1e"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1d y706 ff4 fsb fc0 sc0 ls0 ws0">Inne należności<span class="_ _17"></span> <span class="_ _114"> </span>0</div><div class="c x110 y707 w26 h1e"><div class="t m0 x0 h1d y8a ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xdf h1d y706 ff4 fsb fc0 sc0 ls0 ws0">143</div><div class="c x113 y707 w26 h1e"><div class="t m0 x0 h1d y8a ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x61 h1d y706 ff4 fsb fc0 sc0 ls0 ws0">0</div><div class="c xe9 y707 w22 h1e"><div class="t m0 x0 h1d y8a ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x11d h1d y706 ff4 fsb fc0 sc0 ls0 ws0">0</div><div class="c x115 y707 w26 h1e"><div class="t m0 x0 h1d y8a ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x1f h1d y706 ff4 fsb fc0 sc0 ls0 ws0">0</div><div class="c xe6 y707 w3a h1e"><div class="t m0 x0 h1d y8a ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x69 h1d y706 ff4 fsb fc0 sc0 ls0 ws0">0</div><div class="c xbc y707 w24 h1e"><div class="t m0 x0 h1d y8a ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6a h1d y706 ff4 fsb fc0 sc0 ls0 ws0">0</div><div class="c x27 y707 w29 h1e"><div class="t m0 x0 h1d y8a ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x11f h1d y706 ff4 fsb fc0 sc0 ls0 ws0">0</div><div class="c x11b y707 w27 h1e"><div class="t m0 x0 h1d y8a ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x4b h1d y706 ff4 fsb fc0 sc0 ls0 ws0">143</div><div class="c x47 y707 w22 h1e"><div class="t m0 x0 h1d y8a ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1d y708 ff4 fsb fc0 sc0 ls0 ws0">Należności<span class="_ _2"></span> razem<span class="_ _17"></span> <span class="_ _59"> </span>7 426</div><div class="c x110 y709 w26 h1e"><div class="t m0 x0 h1d y8d ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x123 h1d y708 ff4 fsb fc0 sc0 ls0 ws0">4 823</div><div class="c x113 y709 w26 h1e"><div class="t m0 x0 h1d y8d ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x121 h1d y708 ff4 fsb fc0 sc0 ls0 ws0">8 622</div><div class="c xe9 y709 w22 h1e"><div class="t m0 x0 h1d y8d ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x11d h1d y708 ff4 fsb fc0 sc0 ls0 ws0">2</div><div class="c x115 y709 w26 h1e"><div class="t m0 x0 h1d y8d ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x3d h1d y708 ff4 fsb fc0 sc0 ls0 ws0">30</div><div class="c xe6 y709 w3a h1e"><div class="t m0 x0 h1d y8d ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x11e h1d y708 ff4 fsb fc0 sc0 ls0 ws0">5 582</div><div class="c xbc y709 w24 h1e"><div class="t m0 x0 h1d y8d ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6a h1d y708 ff4 fsb fc0 sc0 ls0 ws0">0</div><div class="c x27 y709 w29 h1e"><div class="t m0 x0 h1d y8d ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x11f h1d y708 ff4 fsb fc0 sc0 ls0 ws0">0</div><div class="c x11b y709 w27 h1e"><div class="t m0 x0 h1d y8d ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x49 h1d y708 ff4 fsb fc0 sc0 ls0 ws0">26 486</div><div class="c x47 y709 w22 h1e"><div class="t m0 x0 h1d y8d ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x1 h28 y70a ff4 fsc fc2 sc0 ls0 ws0">7.6. <span class="_ _58"> </span>Struktura wyma<span class="_ _17"></span>galności w poprz<span class="_ _17"></span>ednim okr<span class="_ _2"></span>esie spra<span class="_ _7"></span>wozda<span class="_ _17"></span>wczym </div><div class="t m0 x6 h1d y70b ff4 fsb fc0 sc0 ls0 ws0">Opis </div><div class="t m0 x10d h1d y70c ff4 fsb fc0 sc0 ls0 ws0">Przeter<span class="_ _17"></span>-</div><div class="t m0 x10e h1d y70d ff4 fsb fc0 sc0 ls0 ws0">minow-</div><div class="t m0 x10f h1d y70b ff4 fsb fc0 sc0 ls0 ws0">ane</div><div class="c x110 y70e w26 h1e"><div class="t m0 x0 h1d y85 ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x111 h1d y70d ff4 fsb fc0 sc0 ls0 ws0">Do 1 </div><div class="t m0 x112 h1d y70b ff4 fsb fc0 sc0 ls0 ws0">miesiąca</div><div class="c x113 y70e w26 h1e"><div class="t m0 x0 h1d y85 ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x114 h1d y70d ff4 fsb fc0 sc0 ls0 ws0">Od 1 do 3 </div><div class="t m0 x114 h1d y70b ff4 fsb fc0 sc0 ls0 ws0">miesięc<span class="_ _17"></span>y</div><div class="c xe9 y70e w22 h1e"><div class="t m0 x0 h1d y85 ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x103 h1d y70d ff4 fsb fc0 sc0 ls0 ws0">Od 3 do 6 </div><div class="t m0 x103 h1d y70b ff4 fsb fc0 sc0 ls0 ws0">miesięc<span class="_ _17"></span>y</div><div class="c x115 y70e w26 h1e"><div class="t m0 x0 h1d y85 ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x8e h1d y70c ff4 fsb fc0 sc0 ls0 ws0">Od 6 </div><div class="t m0 xed h1d y70d ff4 fsb fc0 sc0 ls0 ws0">miesięc<span class="_ _17"></span>y </div><div class="t m0 xed h1d y70b ff4 fsb fc0 sc0 ls0 ws0">do 1 rok<span class="_ _17"></span>u</div><div class="c xe6 y70e w3a h1e"><div class="t m0 x0 h1d y85 ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x116 h1d y70c ff4 fsb fc0 sc0 ls0 ws0">Od 1 </div><div class="t m0 x116 h1d y70d ff4 fsb fc0 sc0 ls0 ws0">rok<span class="_ _2"></span>u </div><div class="c x91 y70f w3b h1e"><div class="t m0 x0 h1d y85 ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x117 h1d y70b ff4 fsb fc0 sc0 ls0 ws0">do 2 lat</div><div class="c xbc y70e w24 h1e"><div class="t m0 x0 h1d y85 ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x2f h1d y70d ff4 fsb fc0 sc0 ls0 ws0">Od 2 lat </div><div class="t m0 x118 h1d y70b ff4 fsb fc0 sc0 ls0 ws0">do 5 lat</div><div class="c x27 y70e w29 h1e"><div class="t m0 x0 h1d y85 ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x119 h1d y70d ff4 fsb fc0 sc0 ls0 ws0">powyżej </div><div class="t m0 x11a h1d y70b ff4 fsb fc0 sc0 ls0 ws0">5 lat</div><div class="c x11b y70e w27 h1e"><div class="t m0 x0 h1d y85 ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6d h1d y70b ff4 fsb fc0 sc0 ls0 ws0">Razem</div><div class="c x47 y70e w22 h1e"><div class="t m0 x0 h1d y85 ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y710 ff3 fsb fc0 sc0 ls0 ws0">Należności d<span class="_ _17"></span>ł<span class="_ _5"></span>ugoterminow<span class="_ _17"></span>e <span class="_ _46"> </span>0</div><div class="c x110 y711 w26 h1e"><div class="t m0 x0 h1b y85 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x11c h1b y710 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x113 y711 w26 h1e"><div class="t m0 x0 h1b y85 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x61 h1b y710 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c xe9 y711 w22 h1e"><div class="t m0 x0 h1b y85 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x11d h1b y710 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x115 y711 w26 h1e"><div class="t m0 x0 h1b y85 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x1f h1b y710 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c xe6 y711 w3a h1e"><div class="t m0 x0 h1b y85 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x11e h1b y710 ff3 fsb fc0 sc0 ls0 ws0">6 024</div><div class="c xbc y711 w24 h1e"><div class="t m0 x0 h1b y85 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x34 h1b y710 ff3 fsb fc0 sc0 ls0 ws0">94</div><div class="c x27 y711 w29 h1e"><div class="t m0 x0 h1b y85 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x84 h1b y710 ff3 fsb fc0 sc0 ls0 ws0">799</div><div class="c x11b y711 w27 h1e"><div class="t m0 x0 h1b y85 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x48 h1b y710 ff3 fsb fc0 sc0 ls0 ws0">6 916</div><div class="c x47 y711 w22 h1e"><div class="t m0 x0 h1b y85 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y66d ff3 fsb fc0 sc0 ls0 ws0">Należności <span class="_ _2"></span>handlowe<span class="_ _17"></span> <span class="_ _51"> </span>6 020</div><div class="c x110 y712 w26 h1e"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x120 h1b y66d ff3 fsb fc0 sc0 ls0 ws0">14 232</div><div class="c x113 y712 w26 h1e"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x124 h1b y66d ff3 fsb fc0 sc0 ls0 ws0">82 192</div><div class="c xe9 y712 w22 h1e"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x125 h1b y66d ff3 fsb fc0 sc0 ls0 ws0">15 402</div><div class="c x115 y712 w26 h1e"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x126 h1b y66d ff3 fsb fc0 sc0 ls0 ws0">421</div><div class="c xe6 y712 w3a h1e"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x69 h1b y66d ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c xbc y712 w24 h1e"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6a h1b y66d ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x27 y712 w29 h1e"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x11f h1b y66d ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x11b y712 w27 h1e"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x46 h1b y66d ff3 fsb fc0 sc0 ls0 ws0">118 267</div><div class="c x47 y712 w22 h1e"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y713 ff3 fsb fc0 sc0 ls0 ws0">Przedpłaty <span class="_ _2"></span>i zaliczki<span class="_ _17"></span> <span class="_ _169"> </span>0</div><div class="c x110 y714 w26 h23"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x11c h1b y713 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x113 y714 w26 h23"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x127 h1b y713 ff3 fsb fc0 sc0 ls0 ws0">57</div><div class="c xe9 y714 w22 h23"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x11d h1b y713 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x115 y714 w26 h23"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x1f h1b y713 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c xe6 y714 w3a h23"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x69 h1b y713 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c xbc y714 w24 h23"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6a h1b y713 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x27 y714 w29 h23"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x11f h1b y713 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x11b y714 w27 h23"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x4a h1b y713 ff3 fsb fc0 sc0 ls0 ws0">57</div><div class="c x47 y714 w22 h23"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y1ac ff3 fsb fc0 sc0 ls0 ws0">Kaucje z<span class="_ _17"></span> t<span class="_ _5"></span>ytułu usług b<span class="_ _17"></span>u<span class="_ _5"></span>dowla<span class="_ _17"></span>-</div><div class="t m0 x6 h1b y2e1 ff3 fsb fc0 sc0 ls0 ws0">nych <span class="_ _159"> </span>1 434</div><div class="c x110 y6b6 w26 h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x11c h1b y2e1 ff3 fsb fc0 sc0 ls0 ws0">3</div><div class="c x113 y6b6 w26 h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x61 h1b y2e1 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c xe9 y6b6 w22 h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x11d h1b y2e1 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x115 y6b6 w26 h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x3d h1b y2e1 ff3 fsb fc0 sc0 ls0 ws0">17</div><div class="c xe6 y6b6 w3a h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x69 h1b y2e1 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c xbc y6b6 w24 h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6a h1b y2e1 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x27 y6b6 w29 h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x11f h1b y2e1 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x11b y6b6 w27 h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x48 h1b y2e1 ff3 fsb fc0 sc0 ls0 ws0">1 454</div><div class="c x47 y6b6 w22 h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y715 ff3 fsb fc0 sc0 ls0 ws0">Kaucje z<span class="_ _17"></span> i<span class="_ _5"></span>nnyc<span class="_ _17"></span>h tytułów <span class="_ _16b"> </span>0</div><div class="c x110 y716 w26 h1e"><div class="t m0 x0 h1b y8a ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x11c h1b y715 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x113 y716 w26 h1e"><div class="t m0 x0 h1b y8a ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x61 h1b y715 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c xe9 y716 w22 h1e"><div class="t m0 x0 h1b y8a ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x11d h1b y715 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x115 y716 w26 h1e"><div class="t m0 x0 h1b y8a ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x1f h1b y715 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c xe6 y716 w3a h1e"><div class="t m0 x0 h1b y8a ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x69 h1b y715 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c xbc y716 w24 h1e"><div class="t m0 x0 h1b y8a ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6a h1b y715 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x27 y716 w29 h1e"><div class="t m0 x0 h1b y8a ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x11f h1b y715 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x11b y716 w27 h1e"><div class="t m0 x0 h1b y8a ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xc h1b y715 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x47 y716 w22 h1e"><div class="t m0 x0 h1b y8a ff3 fsb fc0 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf36" class="pf w0 h0" ><div class="pc pc36 w0 h0"><img class="bi x11 y717 wc h69" alt="" 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"/><div class="t m0 x1 h2 y1 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h3 y53 ff1 fs0 fc1 sc0 ls0 ws0">Jednostkowe sprawozdanie ﬁnansowe Dekpol S.A.<span class="ff2"> <span class="_ _14"> </span> <span class="_ _4f"> </span><span class="ff3 fc0">za okres od 01.01.2023 do 31.12.2023</span></span></div><div class="t m0 x3c h4 y54 ff3 fs1 fc0 sc0 ls0 ws0"> <span class="_ _3"></span> <span class="_ _4"> </span> <span class="_ _4"> </span> </div><div class="t m0 xb4 h3 y53 ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="c x54 y5fa w2e h6"><div class="t m0 x0 h5 y5fb ff1 fs2 fc0 sc0 ls0 ws0">54</div></div><div class="t m0 x13 h18 y56 ff1 fs9 fc6 sc0 ls0 ws0">Wprowadzenie </div><div class="t m0 x15 h18 y59 ff1 fs9 fc6 sc0 ls0 ws0">Sprawozdanie  </div><div class="t m0 x15 h18 y5a ff1 fs9 fc6 sc0 ls0 ws0">z sytuacji </div><div class="t m0 x15 h18 y5b ff1 fs9 fc6 sc0 ls0 ws0">ﬁnansowej </div><div class="t m0 x17 h18 y5f ff1 fs9 fc6 sc0 ls0 ws0">Sprawozdanie  </div><div class="t m0 x17 h18 y60 ff1 fs9 fc6 sc0 ls0 ws0">z przepływów </div><div class="t m0 x17 h18 y61 ff1 fs9 fc6 sc0 ls0 ws0">pieniężnych </div><div class="t m0 x18 h18 y5c ff1 fs9 fc6 sc0 ls0 ws0">Sprawozdanie  </div><div class="t m0 x18 h18 y5d ff1 fs9 fc6 sc0 ls0 ws0">ze zmian w kapitale </div><div class="t m0 x18 h18 y5e ff1 fs9 fc6 sc0 ls0 ws0">własnym </div><div class="t m0 x19 h16 y62 ff4 fs9 fc5 sc0 ls0 ws0">Dodatkowe  </div><div class="t m0 x19 h16 y63 ff4 fs9 fc5 sc0 ls0 ws0">noty  </div><div class="t m0 x19 h16 y64 ff4 fs9 fc5 sc0 ls0 ws0">objaśniające </div><div class="t m0 x16 h18 y5c ff1 fs9 fc6 sc0 ls0 ws0">Sprawozdanie  </div><div class="t m0 x16 h18 y5d ff1 fs9 fc6 sc0 ls0 ws0">z całkowitych  </div><div class="t m0 x16 h18 y5e ff1 fs9 fc6 sc0 ls0 ws0">dochodów </div><div class="t m0 x6 h1b y718 ff3 fsb fc0 sc0 ls0 ws0">Należności <span class="_ _2"></span>z tytułu bież<span class="_ _2"></span>ącego </div><div class="t m0 x6 h1b y719 ff3 fsb fc0 sc0 ls0 ws0">podatku d<span class="_ _17"></span>oc<span class="_ _5"></span>hodow<span class="_ _17"></span>ego <span class="_ _59"> </span>0</div><div class="c x110 y71a w26 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x11c h1b y719 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x113 y71a w26 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x61 h1b y719 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c xe9 y71a w22 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x11d h1b y719 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x115 y71a w26 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x1f h1b y719 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c xe6 y71a w3a h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x69 h1b y719 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c xbc y71a w24 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6a h1b y719 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x27 y71a w29 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x11f h1b y719 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x11b y71a w27 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xc h1b y719 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x47 y71a w22 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y49 ff3 fsb fc0 sc0 ls0 ws0">Należności <span class="_ _2"></span>z tytułu poz<span class="_ _17"></span>osta-</div><div class="t m0 x6 h1b y151 ff3 fsb fc0 sc0 ls0 ws0">łych podatk<span class="_ _7"></span>ów <span class="_ _145"> </span>0</div><div class="c x110 y71b w26 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xdf h1b y151 ff3 fsb fc0 sc0 ls0 ws0">380</div><div class="c x113 y71b w26 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x61 h1b y151 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c xe9 y71b w22 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x11d h1b y151 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x115 y71b w26 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x1f h1b y151 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c xe6 y71b w3a h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x69 h1b y151 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c xbc y71b w24 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6a h1b y151 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x27 y71b w29 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x11f h1b y151 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x11b y71b w27 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x4b h1b y151 ff3 fsb fc0 sc0 ls0 ws0">380</div><div class="c x47 y71b w22 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1d y71c ff4 fsb fc0 sc0 ls0 ws0">Inne należności<span class="_ _17"></span> <span class="_ _114"> </span>0</div><div class="c x110 y71d w26 h1f"><div class="t m0 x0 h1d y6c ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xdf h1d y71c ff4 fsb fc0 sc0 ls0 ws0">139</div><div class="c x113 y71d w26 h1f"><div class="t m0 x0 h1d y6c ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x61 h1d y71c ff4 fsb fc0 sc0 ls0 ws0">0</div><div class="c xe9 y71d w22 h1f"><div class="t m0 x0 h1d y6c ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x11d h1d y71c ff4 fsb fc0 sc0 ls0 ws0">0</div><div class="c x115 y71d w26 h1f"><div class="t m0 x0 h1d y6c ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x1f h1d y71c ff4 fsb fc0 sc0 ls0 ws0">0</div><div class="c xe6 y71d w3a h1f"><div class="t m0 x0 h1d y6c ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x69 h1d y71c ff4 fsb fc0 sc0 ls0 ws0">0</div><div class="c xbc y71d w24 h1f"><div class="t m0 x0 h1d y6c ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6a h1d y71c ff4 fsb fc0 sc0 ls0 ws0">0</div><div class="c x27 y71d w29 h1f"><div class="t m0 x0 h1d y6c ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x11f h1d y71c ff4 fsb fc0 sc0 ls0 ws0">0</div><div class="c x11b y71d w27 h1f"><div class="t m0 x0 h1d y6c ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x4b h1d y71c ff4 fsb fc0 sc0 ls0 ws0">139</div><div class="c x47 y71d w22 h1f"><div class="t m0 x0 h1d y6c ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1d y68 ff4 fsb fc0 sc0 ls0 ws0">Należności<span class="_ _2"></span> razem<span class="_ _17"></span> <span class="_ _59"> </span>7 454</div><div class="c x110 y71e w26 h20"><div class="t m0 x0 h1d y72 ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x120 h1d y68 ff4 fsb fc0 sc0 ls0 ws0">14 754</div><div class="c x113 y71e w26 h20"><div class="t m0 x0 h1d y72 ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x124 h1d y68 ff4 fsb fc0 sc0 ls0 ws0">82 249</div><div class="c xe9 y71e w22 h20"><div class="t m0 x0 h1d y72 ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x125 h1d y68 ff4 fsb fc0 sc0 ls0 ws0">15 402</div><div class="c x115 y71e w26 h20"><div class="t m0 x0 h1d y72 ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x126 h1d y68 ff4 fsb fc0 sc0 ls0 ws0">438</div><div class="c xe6 y71e w3a h20"><div class="t m0 x0 h1d y72 ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x11e h1d y68 ff4 fsb fc0 sc0 ls0 ws0">6 024</div><div class="c xbc y71e w24 h20"><div class="t m0 x0 h1d y72 ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x34 h1d y68 ff4 fsb fc0 sc0 ls0 ws0">94</div><div class="c x27 y71e w29 h20"><div class="t m0 x0 h1d y72 ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x84 h1d y68 ff4 fsb fc0 sc0 ls0 ws0">799</div><div class="c x11b y71e w27 h20"><div class="t m0 x0 h1d y72 ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x46 h1d y68 ff4 fsb fc0 sc0 ls0 ws0">127 212</div><div class="c x47 y71e w22 h20"><div class="t m0 x0 h1d y72 ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x1 h28 yf7 ff4 fsc fc2 sc0 ls0 ws0">7.7. <span class="_ _58"> </span>Struktura pr<span class="_ _2"></span>zete<span class="_ _17"></span>rminowania nale<span class="_ _2"></span>żności w <span class="_ _17"></span>okresie spra<span class="_ _17"></span>woz<span class="_ _17"></span>daw<span class="_ _17"></span>-</div><div class="t m0 x1 h28 y71f ff4 fsc fc2 sc0 ls0 ws0">czym </div><div class="t m0 x6 h1d y720 ff4 fsb fc0 sc0 ls0 ws0">Opis </div><div class="t m0 x128 h1d y297 ff4 fsb fc0 sc0 ls0 ws0">Niepr<span class="_ _17"></span>-</div><div class="t m0 x120 h1d y3e0 ff4 fsb fc0 sc0 ls0 ws0">zetermi-</div><div class="t m0 x129 h1d y720 ff4 fsb fc0 sc0 ls0 ws0">nowane</div><div class="c xe7 y721 w24 h23"><div class="t m0 x0 h1d y72 ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x12a h1d y3e0 ff4 fsb fc0 sc0 ls0 ws0">do 1 </div><div class="t m0 xe8 h1d y720 ff4 fsb fc0 sc0 ls0 ws0">miesiąca</div><div class="c x12b y721 w30 h23"><div class="t m0 x0 h1d y72 ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x12c h1d y3e0 ff4 fsb fc0 sc0 ls0 ws0">od 1 do 3 </div><div class="t m0 x12d h1d y720 ff4 fsb fc0 sc0 ls0 ws0">miesięc<span class="_ _17"></span>y</div><div class="c x8c y721 w2d h23"><div class="t m0 x0 h1d y72 ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x3d h1d y3e0 ff4 fsb fc0 sc0 ls0 ws0">od 3 do 6 </div><div class="t m0 x12e h1d y720 ff4 fsb fc0 sc0 ls0 ws0">miesięc<span class="_ _17"></span>y</div><div class="c x12f y721 w22 h23"><div class="t m0 x0 h1d y72 ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x63 h1d y3e0 ff4 fsb fc0 sc0 ls0 ws0">od 6 do 1 </div><div class="t m0 x130 h1d y720 ff4 fsb fc0 sc0 ls0 ws0">rok<span class="_ _2"></span>u</div><div class="c x131 y721 w24 h23"><div class="t m0 x0 h1d y72 ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x76 h1d y3e0 ff4 fsb fc0 sc0 ls0 ws0">powyżej <span class="_ _17"></span>1 </div><div class="t m0 x132 h1d y720 ff4 fsb fc0 sc0 ls0 ws0">rok<span class="_ _2"></span>u</div><div class="c x133 y721 w24 h23"><div class="t m0 x0 h1d y72 ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6d h1d y720 ff4 fsb fc0 sc0 ls0 ws0">Razem</div><div class="c x47 y721 w24 h23"><div class="t m0 x0 h1d y72 ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y722 ff3 fsb fc0 sc0 ls0 ws0">Należności <span class="_ _2"></span>handlowe<span class="_ _17"></span> <span class="_ _88"> </span>18 4<span class="_ _2"></span>07</div><div class="c xe7 y723 w24 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x134 h1b y722 ff3 fsb fc0 sc0 ls0 ws0">146</div><div class="c x12b y723 w30 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xf4 h1b y722 ff3 fsb fc0 sc0 ls0 ws0">4</div><div class="c x8c y723 w2d h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x75 h1b y722 ff3 fsb fc0 sc0 ls0 ws0">419</div><div class="c x12f y723 w22 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x7a h1b y722 ff3 fsb fc0 sc0 ls0 ws0">15</div><div class="c x131 y723 w24 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x135 h1b y722 ff3 fsb fc0 sc0 ls0 ws0">80</div><div class="c x133 y723 w24 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x96 h1b y722 ff3 fsb fc0 sc0 ls0 ws0">19 071</div><div class="c x47 y723 w24 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y724 ff3 fsb fc0 sc0 ls0 ws0">Przedpłaty <span class="_ _2"></span>i zaliczki<span class="_ _17"></span> <span class="_ _16c"> </span>338</div><div class="c xe7 y1dd w24 h1e"><div class="t m0 x0 h1b y72 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x136 h1b y724 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x12b y1dd w30 h1e"><div class="t m0 x0 h1b y72 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xf4 h1b y724 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x8c y1dd w2d h1e"><div class="t m0 x0 h1b y72 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x137 h1b y724 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x12f y1dd w22 h1e"><div class="t m0 x0 h1b y72 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x38 h1b y724 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x131 y1dd w24 h1e"><div class="t m0 x0 h1b y72 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x138 h1b y724 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x133 y1dd w24 h1e"><div class="t m0 x0 h1b y72 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x4b h1b y724 ff3 fsb fc0 sc0 ls0 ws0">338</div><div class="c x47 y1dd w24 h1e"><div class="t m0 x0 h1b y72 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y725 ff3 fsb fc0 sc0 ls0 ws0">Kaucje z<span class="_ _17"></span> t<span class="_ _5"></span>ytułu usług b<span class="_ _17"></span>u<span class="_ _5"></span>dowlan<span class="_ _2"></span>ych<span class="_ _2"></span> <span class="_ _16d"> </span>0</div><div class="c xe7 y13f w24 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x136 h1b y725 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x12b y13f w30 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xf4 h1b y725 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x8c y13f w2d h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x137 h1b y725 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x12f y13f w22 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x38 h1b y725 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x131 y13f w24 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x138 h1b y725 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x133 y13f w24 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xc h1b y725 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x47 y13f w24 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y373 ff3 fsb fc0 sc0 ls0 ws0">Kaucje z<span class="_ _17"></span> i<span class="_ _5"></span>nnyc<span class="_ _17"></span>h tytułów <span class="_ _16e"> </span>30</div><div class="c xe7 yda w24 h21"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x136 h1b y373 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x12b yda w30 h21"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x8b h1b y373 ff3 fsb fc0 sc0 ls0 ws0">16</div><div class="c x8c yda w2d h21"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x137 h1b y373 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x12f yda w22 h21"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x38 h1b y373 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x131 yda w24 h21"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x138 h1b y373 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x133 yda w24 h21"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x4a h1b y373 ff3 fsb fc0 sc0 ls0 ws0">46</div><div class="c x47 yda w24 h21"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y374 ff3 fsb fc0 sc0 ls0 ws0">Należności <span class="_ _2"></span>z tytułu bież<span class="_ _2"></span>ącego pod<span class="_ _17"></span>atku do-</div><div class="t m0 x6 h1b y204 ff3 fsb fc0 sc0 ls0 ws0">chodowego<span class="_ _17"></span> <span class="_ _16f"> </span>792</div><div class="c xe7 y726 w24 h1e"><div class="t m0 x0 h1b y72 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x136 h1b y204 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x12b y726 w30 h1e"><div class="t m0 x0 h1b y72 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xf4 h1b y204 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x8c y726 w2d h1e"><div class="t m0 x0 h1b y72 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x137 h1b y204 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x12f y726 w22 h1e"><div class="t m0 x0 h1b y72 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x38 h1b y204 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x131 y726 w24 h1e"><div class="t m0 x0 h1b y72 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x138 h1b y204 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x133 y726 w24 h1e"><div class="t m0 x0 h1b y72 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x4b h1b y204 ff3 fsb fc0 sc0 ls0 ws0">792</div><div class="c x47 y726 w24 h1e"><div class="t m0 x0 h1b y72 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y727 ff3 fsb fc0 sc0 ls0 ws0">Należności <span class="_ _2"></span>z tytułu poz<span class="_ _17"></span>ostałych podatk<span class="_ _7"></span>ów <span class="_ _13d"> </span>513</div><div class="c xe7 yb6 w24 h21"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x136 h1b y727 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x12b yb6 w30 h21"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xf4 h1b y727 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x8c yb6 w2d h21"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x137 h1b y727 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x12f yb6 w22 h21"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x38 h1b y727 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x131 yb6 w24 h21"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x138 h1b y727 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x133 yb6 w24 h21"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x4b h1b y727 ff3 fsb fc0 sc0 ls0 ws0">513</div><div class="c x47 yb6 w24 h21"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1d y728 ff4 fsb fc0 sc0 ls0 ws0">Inne należności<span class="_ _17"></span> <span class="_ _14b"> </span>143</div><div class="c xe7 y729 w24 h1e"><div class="t m0 x0 h1d y92 ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x136 h1d y728 ff4 fsb fc0 sc0 ls0 ws0">0</div><div class="c x12b y729 w30 h1e"><div class="t m0 x0 h1d y92 ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xf4 h1d y728 ff4 fsb fc0 sc0 ls0 ws0">0</div><div class="c x8c y729 w2d h1e"><div class="t m0 x0 h1d y92 ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x137 h1d y728 ff4 fsb fc0 sc0 ls0 ws0">0</div><div class="c x12f y729 w22 h1e"><div class="t m0 x0 h1d y92 ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x38 h1d y728 ff4 fsb fc0 sc0 ls0 ws0">0</div><div class="c x131 y729 w24 h1e"><div class="t m0 x0 h1d y92 ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x138 h1d y728 ff4 fsb fc0 sc0 ls0 ws0">0</div><div class="c x133 y729 w24 h1e"><div class="t m0 x0 h1d y92 ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x4b h1d y728 ff4 fsb fc0 sc0 ls0 ws0">143</div><div class="c x47 y729 w24 h1e"><div class="t m0 x0 h1d y92 ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1d y72a ff4 fsb fc0 sc0 ls0 ws0">Należności<span class="_ _2"></span> przeter<span class="_ _17"></span>m<span class="_ _5"></span>inowane<span class="_ _17"></span> <span class="_ _170"> </span>20 224</div><div class="c xe7 y2a0 w24 h1e"><div class="t m0 x0 h1d y8d ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x134 h1d y72a ff4 fsb fc0 sc0 ls0 ws0">146</div><div class="c x12b y2a0 w30 h1e"><div class="t m0 x0 h1d y8d ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x8b h1d y72a ff4 fsb fc0 sc0 ls0 ws0">20</div><div class="c x8c y2a0 w2d h1e"><div class="t m0 x0 h1d y8d ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x75 h1d y72a ff4 fsb fc0 sc0 ls0 ws0">419</div><div class="c x12f y2a0 w22 h1e"><div class="t m0 x0 h1d y8d ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x7a h1d y72a ff4 fsb fc0 sc0 ls0 ws0">15</div><div class="c x131 y2a0 w24 h1e"><div class="t m0 x0 h1d y8d ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x135 h1d y72a ff4 fsb fc0 sc0 ls0 ws0">80</div><div class="c x133 y2a0 w24 h1e"><div class="t m0 x0 h1d y8d ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x49 h1d y72a ff4 fsb fc0 sc0 ls0 ws0">20 903</div><div class="c x47 y2a0 w24 h1e"><div class="t m0 x0 h1d y8d ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x1 h28 y72b ff4 fsc fc2 sc0 ls0 ws0">7.8. <span class="_ _58"> </span>Struktura pr<span class="_ _2"></span>zete<span class="_ _17"></span>rminowania nale<span class="_ _2"></span>żności w <span class="_ _17"></span>pop<span class="_ _5"></span>rz<span class="_ _17"></span>ednim okresie </div><div class="t m0 x1 h28 y72c ff4 fsc fc2 sc0 ls0 ws0">spra<span class="_ _17"></span>wozda<span class="_ _7"></span>wczym </div><div class="t m0 x6 h1d y72d ff4 fsb fc0 sc0 ls0 ws0">Opis </div><div class="t m0 x139 h1d y72e ff4 fsb fc0 sc0 ls0 ws0">Niepr<span class="_ _17"></span>-</div><div class="t m0 x13a h1d y72f ff4 fsb fc0 sc0 ls0 ws0">zetermi-</div><div class="t m0 x13b h1d y72d ff4 fsb fc0 sc0 ls0 ws0">nowane</div><div class="c xe7 y3b5 w30 h1e"><div class="t m0 x0 h1d y92 ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x12a h1d y72f ff4 fsb fc0 sc0 ls0 ws0">do 1 </div><div class="t m0 x13c h1d y72d ff4 fsb fc0 sc0 ls0 ws0">miesiąca</div><div class="c x12b y3b5 w24 h1e"><div class="t m0 x0 h1d y92 ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x12c h1d y72f ff4 fsb fc0 sc0 ls0 ws0">od 1 do 3 </div><div class="t m0 x12d h1d y72d ff4 fsb fc0 sc0 ls0 ws0">miesięc<span class="_ _17"></span>y</div><div class="c xf5 y3b5 w26 h1e"><div class="t m0 x0 h1d y92 ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x3d h1d y72f ff4 fsb fc0 sc0 ls0 ws0">od 3 do 6 </div><div class="t m0 x12e h1d y72d ff4 fsb fc0 sc0 ls0 ws0">miesięc<span class="_ _17"></span>y</div><div class="c x12f y3b5 w2d h1e"><div class="t m0 x0 h1d y92 ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x63 h1d y72f ff4 fsb fc0 sc0 ls0 ws0">od 6 do 1 </div><div class="t m0 x130 h1d y72d ff4 fsb fc0 sc0 ls0 ws0">rok<span class="_ _2"></span>u</div><div class="c x131 y3b5 w25 h1e"><div class="t m0 x0 h1d y92 ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x76 h1d y72f ff4 fsb fc0 sc0 ls0 ws0">powyżej <span class="_ _17"></span>1 </div><div class="t m0 x132 h1d y72d ff4 fsb fc0 sc0 ls0 ws0">rok<span class="_ _2"></span>u</div><div class="c x133 y3b5 w24 h1e"><div class="t m0 x0 h1d y92 ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6d h1d y72d ff4 fsb fc0 sc0 ls0 ws0">Razem</div><div class="c x47 y3b5 w24 h1e"><div class="t m0 x0 h1d y92 ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y644 ff3 fsb fc0 sc0 ls0 ws0">Należności <span class="_ _2"></span>handlowe<span class="_ _17"></span> <span class="_ _12f"> </span>112<span class="_ _5"></span> 247</div><div class="c xe7 y730 w30 h26"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x13d h1b y644 ff3 fsb fc0 sc0 ls0 ws0">3 091</div><div class="c x12b y730 w24 h26"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x13e h1b y644 ff3 fsb fc0 sc0 ls0 ws0">712</div><div class="c xf5 y730 w26 h26"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x75 h1b y644 ff3 fsb fc0 sc0 ls0 ws0">346</div><div class="c x12f y730 w2d h26"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x4d h1b y644 ff3 fsb fc0 sc0 ls0 ws0">644</div><div class="c x131 y730 w25 h26"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xd h1b y644 ff3 fsb fc0 sc0 ls0 ws0">1 227</div><div class="c x133 y730 w24 h26"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x46 h1b y644 ff3 fsb fc0 sc0 ls0 ws0">118 267</div><div class="c x47 y730 w24 h26"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y731 ff3 fsb fc0 sc0 ls0 ws0">Przedpłaty <span class="_ _2"></span>i zaliczki<span class="_ _17"></span> <span class="_ _171"> </span>57</div><div class="c xe7 y732 w30 h26"><div class="t m0 x0 h1b y8a ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x136 h1b y731 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x12b y732 w24 h26"><div class="t m0 x0 h1b y8a ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xf4 h1b y731 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c xf5 y732 w26 h26"><div class="t m0 x0 h1b y8a ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x137 h1b y731 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x12f y732 w2d h26"><div class="t m0 x0 h1b y8a ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x13f h1b y731 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x131 y732 w25 h26"><div class="t m0 x0 h1b y8a ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x138 h1b y731 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x133 y732 w24 h26"><div class="t m0 x0 h1b y8a ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x4a h1b y731 ff3 fsb fc0 sc0 ls0 ws0">57</div><div class="c x47 y732 w24 h26"><div class="t m0 x0 h1b y8a ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y733 ff3 fsb fc0 sc0 ls0 ws0">Kaucje z<span class="_ _17"></span> t<span class="_ _5"></span>ytułu usług b<span class="_ _17"></span>u<span class="_ _5"></span>dowlan<span class="_ _2"></span>ych<span class="_ _2"></span> <span class="_ _172"> </span>20</div><div class="c xe7 y734 w30 h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x136 h1b y733 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x12b y734 w24 h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x1a h1b y733 ff3 fsb fc0 sc0 ls0 ws0">1 434</div><div class="c xf5 y734 w26 h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x137 h1b y733 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x12f y734 w2d h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x13f h1b y733 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x131 y734 w25 h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x138 h1b y733 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x133 y734 w24 h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x48 h1b y733 ff3 fsb fc0 sc0 ls0 ws0">1 454</div><div class="c x47 y734 w24 h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y735 ff3 fsb fc0 sc0 ls0 ws0">Kaucje z<span class="_ _17"></span> i<span class="_ _5"></span>nnyc<span class="_ _17"></span>h tytułów <span class="_ _173"> </span>0</div><div class="c xe7 y736 w30 h1e"><div class="t m0 x0 h1b y8a ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x136 h1b y735 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x12b y736 w24 h1e"><div class="t m0 x0 h1b y8a ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xf4 h1b y735 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c xf5 y736 w26 h1e"><div class="t m0 x0 h1b y8a ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x137 h1b y735 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x12f y736 w2d h1e"><div class="t m0 x0 h1b y8a ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x13f h1b y735 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x131 y736 w25 h1e"><div class="t m0 x0 h1b y8a ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x138 h1b y735 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x133 y736 w24 h1e"><div class="t m0 x0 h1b y8a ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xc h1b y735 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x47 y736 w24 h1e"><div class="t m0 x0 h1b y8a ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y737 ff3 fsb fc0 sc0 ls0 ws0">Należności <span class="_ _2"></span>z tytułu bież<span class="_ _2"></span>ącego pod<span class="_ _17"></span>atku do-</div><div class="t m0 x6 h1b y738 ff3 fsb fc0 sc0 ls0 ws0">chodowego<span class="_ _17"></span> <span class="_ _c2"> </span>0</div><div class="c xe7 y739 w30 h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x136 h1b y738 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x12b y739 w24 h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xf4 h1b y738 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c xf5 y739 w26 h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x137 h1b y738 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x12f y739 w2d h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x13f h1b y738 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x131 y739 w25 h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x138 h1b y738 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x133 y739 w24 h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xc h1b y738 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x47 y739 w24 h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y73a ff3 fsb fc0 sc0 ls0 ws0">Należności <span class="_ _2"></span>z tytułu poz<span class="_ _17"></span>ostałych podatk<span class="_ _7"></span>ów <span class="_ _135"> </span>380</div><div class="c xe7 y73b w30 h1e"><div class="t m0 x0 h1b y85 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x136 h1b y73a ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x12b y73b w24 h1e"><div class="t m0 x0 h1b y85 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xf4 h1b y73a ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c xf5 y73b w26 h1e"><div class="t m0 x0 h1b y85 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x137 h1b y73a ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x12f y73b w2d h1e"><div class="t m0 x0 h1b y85 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x13f h1b y73a ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x131 y73b w25 h1e"><div class="t m0 x0 h1b y85 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x138 h1b y73a ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x133 y73b w24 h1e"><div class="t m0 x0 h1b y85 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x4b h1b y73a ff3 fsb fc0 sc0 ls0 ws0">380</div><div class="c x47 y73b w24 h1e"><div class="t m0 x0 h1b y85 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1d y14b ff4 fsb fc0 sc0 ls0 ws0">Inne należności<span class="_ _17"></span> <span class="_ _174"> </span>139</div><div class="c xe7 yc4 w30 h1e"><div class="t m0 x0 h1d y92 ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x136 h1d y14b ff4 fsb fc0 sc0 ls0 ws0">0</div><div class="c x12b yc4 w24 h1e"><div class="t m0 x0 h1d y92 ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xf4 h1d y14b ff4 fsb fc0 sc0 ls0 ws0">0</div><div class="c xf5 yc4 w26 h1e"><div class="t m0 x0 h1d y92 ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x137 h1d y14b ff4 fsb fc0 sc0 ls0 ws0">0</div><div class="c x12f yc4 w2d h1e"><div class="t m0 x0 h1d y92 ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x13f h1d y14b ff4 fsb fc0 sc0 ls0 ws0">0</div><div class="c x131 yc4 w25 h1e"><div class="t m0 x0 h1d y92 ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x138 h1d y14b ff4 fsb fc0 sc0 ls0 ws0">0</div><div class="c x133 yc4 w24 h1e"><div class="t m0 x0 h1d y92 ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x4b h1d y14b ff4 fsb fc0 sc0 ls0 ws0">139</div><div class="c x47 yc4 w24 h1e"><div class="t m0 x0 h1d y92 ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1d y54a ff4 fsb fc0 sc0 ls0 ws0">Należności<span class="_ _2"></span> przeter<span class="_ _17"></span>m<span class="_ _5"></span>inowane<span class="_ _17"></span> <span class="_ _128"> </span>112 842</div><div class="c xe7 y73c w30 h26"><div class="t m0 x0 h1d y8a ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x13d h1d y54a ff4 fsb fc0 sc0 ls0 ws0">3 091</div><div class="c x12b y73c w24 h26"><div class="t m0 x0 h1d y8a ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x1a h1d y54a ff4 fsb fc0 sc0 ls0 ws0">2 146</div><div class="c xf5 y73c w26 h26"><div class="t m0 x0 h1d y8a ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x75 h1d y54a ff4 fsb fc0 sc0 ls0 ws0">346</div><div class="c x12f y73c w2d h26"><div class="t m0 x0 h1d y8a ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x4d h1d y54a ff4 fsb fc0 sc0 ls0 ws0">644</div><div class="c x131 y73c w25 h26"><div class="t m0 x0 h1d y8a ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xd h1d y54a ff4 fsb fc0 sc0 ls0 ws0">1 227</div><div class="c x133 y73c w24 h26"><div class="t m0 x0 h1d y8a ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x46 h1d y54a ff4 fsb fc0 sc0 ls0 ws0">120 297</div><div class="c x47 y73c w24 h26"><div class="t m0 x0 h1d y8a ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x1 h12 y73d ff4 fs7 fc4 sc0 ls0 ws0"> </div><div class="t m0 x1 h12 y73e ffa fs1 fc0 sc0 ls0 ws0"> <span class="_ _30"> </span><span class="ff4 fs7 fc4"> </span></div></div><div class="pi" ></div></div><div id="pf37" class="pf w0 h0" ><div class="pc pc37 w0 h0"><img class="bi x11 y73f wc h6a" alt="" 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"/><div class="t m0 x1 h2 y1 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h3 y53 ff1 fs0 fc1 sc0 ls0 ws0">Jednostkowe sprawozdanie ﬁnansowe Dekpol S.A.<span class="ff2"> <span class="_ _14"> </span> <span class="_ _4f"> </span><span class="ff3 fc0">za okres od 01.01.2023 do 31.12.2023</span></span></div><div class="t m0 x3c h4 y54 ff3 fs1 fc0 sc0 ls0 ws0"> <span class="_ _3"></span> <span class="_ _4"> </span> <span class="_ _4"> </span> </div><div class="t m0 xb4 h3 y53 ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="c x54 y5fa w2e h6"><div class="t m0 x0 h5 y5fb ff1 fs2 fc0 sc0 ls0 ws0">55</div></div><div class="t m0 x13 h18 y56 ff1 fs9 fc6 sc0 ls0 ws0">Wprowadzenie </div><div class="t m0 x15 h18 y59 ff1 fs9 fc6 sc0 ls0 ws0">Sprawozdanie  </div><div class="t m0 x15 h18 y5a ff1 fs9 fc6 sc0 ls0 ws0">z sytuacji </div><div class="t m0 x15 h18 y5b ff1 fs9 fc6 sc0 ls0 ws0">ﬁnansowej </div><div class="t m0 x17 h18 y5f ff1 fs9 fc6 sc0 ls0 ws0">Sprawozdanie  </div><div class="t m0 x17 h18 y60 ff1 fs9 fc6 sc0 ls0 ws0">z przepływów </div><div class="t m0 x17 h18 y61 ff1 fs9 fc6 sc0 ls0 ws0">pieniężnych </div><div class="t m0 x18 h18 y5c ff1 fs9 fc6 sc0 ls0 ws0">Sprawozdanie  </div><div class="t m0 x18 h18 y5d ff1 fs9 fc6 sc0 ls0 ws0">ze zmian w kapitale </div><div class="t m0 x18 h18 y5e ff1 fs9 fc6 sc0 ls0 ws0">własnym </div><div class="t m0 x19 h16 y62 ff4 fs9 fc5 sc0 ls0 ws0">Dodatkowe  </div><div class="t m0 x19 h16 y63 ff4 fs9 fc5 sc0 ls0 ws0">noty  </div><div class="t m0 x19 h16 y64 ff4 fs9 fc5 sc0 ls0 ws0">objaśniające </div><div class="t m0 x16 h18 y5c ff1 fs9 fc6 sc0 ls0 ws0">Sprawozdanie  </div><div class="t m0 x16 h18 y5d ff1 fs9 fc6 sc0 ls0 ws0">z całkowitych  </div><div class="t m0 x16 h18 y5e ff1 fs9 fc6 sc0 ls0 ws0">dochodów </div><div class="t m0 x1 h12 y3f2 ff4 fs7 fc4 sc0 ls0 ws0">8. Śro<span class="_ _17"></span>d<span class="_ _5"></span>ki pien<span class="_ _5"></span>iężne </div><div class="t m0 x1 h28 y4f4 ff4 fsc fc2 sc0 ls0 ws0">8.1. <span class="_ _58"> </span> Spec<span class="_ _17"></span>yﬁkacja <span class="_ _17"></span>ś<span class="_ _5"></span>rodk<span class="_ _7"></span>ów pienię<span class="_ _17"></span>żn<span class="_ _2"></span>ych<span class="_ _17"></span> </div><div class="t m0 x6 h1d yad ff4 fsb fc0 sc0 ls0 ws0">Opis <span class="_ _137"> </span>31.12.2023</div><div class="c x67 y561 w23 h1e"><div class="t m0 x0 h1d y6c ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x22 h1d yad ff4 fsb fc0 sc0 ls0 ws0">31.12.2022</div><div class="c x47 y561 w22 h1e"><div class="t m0 x0 h1d y6c ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y562 ff3 fsb fc0 sc0 ls0 ws0">Rachunki bank<span class="_ _17"></span>owe <span class="_ _175"> </span>2 558</div><div class="c x67 y563 w23 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x48 h1b y562 ff3 fsb fc0 sc0 ls0 ws0">5 151</div><div class="c x47 y563 w22 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y564 ff3 fsb fc0 sc0 ls0 ws0">w tym o ogran<span class="_ _17"></span>i<span class="_ _5"></span>czone<span class="_ _17"></span>j m<span class="_ _5"></span>o<span class="_ _17"></span>ż<span class="_ _5"></span>liwości dyspo<span class="_ _17"></span>nowania <span class="_ _91"> </span>542</div><div class="c x67 y565 w23 h23"><div class="t m0 x0 h1b y72 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x48 h1b y564 ff3 fsb fc0 sc0 ls0 ws0">2 850</div><div class="c x47 y565 w22 h23"><div class="t m0 x0 h1b y72 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y566 ff3 fsb fc0 sc0 ls0 ws0">Gotówka<span class="_ _17"></span> w kasie <span class="_ _176"> </span>0</div><div class="c x67 y567 w23 h22"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xc h1b y566 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x47 y567 w22 h22"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y568 ff3 fsb fc0 sc0 ls0 ws0">Depozyty kró<span class="_ _17"></span>t<span class="_ _5"></span>k<span class="_ _17"></span>oterminowe<span class="_ _17"></span> <span class="_ _b4"> </span>53<span class="_ _5"></span> 391</div><div class="c x67 y569 w23 h21"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x49 h1b y568 ff3 fsb fc0 sc0 ls0 ws0">14 367</div><div class="c x47 y569 w22 h21"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y56a ff3 fsb fc0 sc0 ls0 ws0">Pozosta<span class="_ _17"></span>ł<span class="_ _5"></span>e środk<span class="_ _17"></span>i pi<span class="_ _5"></span>eniężne<span class="_ _17"></span> i<span class="_ _5"></span> ekwiwa<span class="_ _17"></span>l<span class="_ _5"></span>enty środk<span class="_ _7"></span>ów pieniężny<span class="_ _17"></span>ch <span class="_ _c7"> </span>31</div><div class="c x67 y2c5 w23 h1e"><div class="t m0 x0 h1b y85 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x4a h1b y56a ff3 fsb fc0 sc0 ls0 ws0">30</div><div class="c x47 y2c5 w22 h1e"><div class="t m0 x0 h1b y85 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1d y56b ff4 fsb fc0 sc0 ls0 ws0">Środki pie<span class="_ _2"></span>niężne i ic<span class="_ _17"></span>h<span class="_ _5"></span> ekwiwale<span class="_ _2"></span>nty <span class="_ _177"> </span>55 979</div><div class="c x67 y56c w23 h1e"><div class="t m0 x0 h1d y6c ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x49 h1d y56b ff4 fsb fc0 sc0 ls0 ws0">19 548</div><div class="c x47 y56c w22 h1e"><div class="t m0 x0 h1d y6c ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x1 h12 y4fb ff4 fs7 fc4 sc0 ls0 ws0">9. Ro<span class="_ _17"></span>z<span class="_ _5"></span>liczenia między<span class="_ _17"></span>okresowe </div><div class="t m0 x1 h28 y88 ff4 fsc fc2 sc0 ls0 ws0">9.1. Rozli<span class="_ _17"></span>czenia między<span class="_ _17"></span>okre<span class="_ _2"></span>sowe akt<span class="_ _17"></span>ywne </div><div class="t m0 x6 h1d y740 ff4 fsb fc0 sc0 ls0 ws0">Opis <span class="_ _ca"> </span>31.12.2023</div><div class="c x105 y741 w22 h1e"><div class="t m0 x0 h1d y8a ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x22 h1d y740 ff4 fsb fc0 sc0 ls0 ws0">31.12.2022</div><div class="c x47 y741 w22 h1e"><div class="t m0 x0 h1d y8a ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y742 ff3 fsb fc0 sc0 ls0 ws0">Ubezpiecz<span class="_ _17"></span>enia <span class="_ _176"> </span>176</div><div class="c x105 y520 w22 h23"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x4b h1b y742 ff3 fsb fc0 sc0 ls0 ws0">241</div><div class="c x47 y520 w22 h23"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y743 ff3 fsb fc0 sc0 ls0 ws0">Gwaran<span class="_ _2"></span>cje <span class="_ _e7"> </span>0</div><div class="c x105 y744 w22 h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xc h1b y743 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x47 y744 w22 h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y96 ff3 fsb fc0 sc0 ls0 ws0">Prowizje <span class="_ _2"></span>od sprz<span class="_ _17"></span>edaży lokali <span class="_ _df"> </span>0</div><div class="c x105 y745 w22 h1e"><div class="t m0 x0 h1b y85 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xc h1b y96 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x47 y745 w22 h1e"><div class="t m0 x0 h1b y85 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y98 ff3 fsb fc0 sc0 ls0 ws0">Pozosta<span class="_ _17"></span>ł<span class="_ _5"></span>e <span class="_ _178"> </span>1 037</div><div class="c x105 y746 w22 h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x4b h1b y98 ff3 fsb fc0 sc0 ls0 ws0">307</div><div class="c x47 y746 w22 h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y747 ff3 fsb fc0 sc0 ls0 ws0">   W tym opłata ro<span class="_ _17"></span>czna za licencję Micro<span class="_ _17"></span>soft 365 <span class="_ _90"> </span>682</div><div class="c x105 y748 w22 h1e"><div class="t m0 x0 h1b y85 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xc h1b y747 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x47 y748 w22 h1e"><div class="t m0 x0 h1b y85 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1d y749 ff4 fsb fc0 sc0 ls0 ws0">Rozlicze<span class="_ _2"></span>nia między<span class="_ _17"></span>okresowe ra<span class="_ _17"></span>zem <span class="_ _179"> </span>1 213</div><div class="c x105 y9b w22 h1e"><div class="t m0 x0 h1d y92 ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x4b h1d y749 ff4 fsb fc0 sc0 ls0 ws0">548</div><div class="c x47 y9b w22 h1e"><div class="t m0 x0 h1d y92 ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x1 h12 y74a ff4 fs7 fc4 sc0 ls0 ws0">10. <span class="_ _55"></span>K<span class="_ _2"></span>apitały </div><div class="t m0 x1 h28 y74b ff4 fsc fc2 sc0 ls0 ws0">10.1. K<span class="_ _2"></span>apitał podsta<span class="_ _17"></span>wowy<span class="_ _17"></span> </div><div class="t m0 x6 h1d y74c ff4 fsb fc0 sc0 ls0 ws0">Opis <span class="_ _137"> </span>31.12.2023</div><div class="c x67 y74d w23 h26"><div class="t m0 x0 h1d y8a ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x22 h1d y74c ff4 fsb fc0 sc0 ls0 ws0">31.12.2022</div><div class="c x47 y74d w22 h26"><div class="t m0 x0 h1d y8a ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y32d ff3 fsb fc0 sc0 ls0 ws0">Liczba ak<span class="_ _17"></span>cji <span class="_ _17a"> </span>8 363</div><div class="c x67 y74e w23 h1e"><div class="t m0 x0 h1b y8a ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x48 h1b y32d ff3 fsb fc0 sc0 ls0 ws0">8 363</div><div class="c x47 y74e w22 h1e"><div class="t m0 x0 h1b y8a ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y74f ff3 fsb fc0 sc0 ls0 ws0">W<span class="_ _17"></span>artość nominalna ak<span class="_ _17"></span>cji (PLN)<span class="_ _17"></span> <span class="_ _17b"> </span>1 000</div><div class="c x67 y750 w23 h1e"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x48 h1b y74f ff3 fsb fc0 sc0 ls0 ws0">1 000</div><div class="c x47 y750 w22 h1e"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1d y751 ff4 fsb fc0 sc0 ls0 ws0">Kapitał po<span class="_ _17"></span>dstawowy <span class="_ _17c"> </span>8 363</div><div class="c x67 y5f5 w23 h1e"><div class="t m0 x0 h1d y85 ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x48 h1d y751 ff4 fsb fc0 sc0 ls0 ws0">8 363</div><div class="c x47 y5f5 w22 h1e"><div class="t m0 x0 h1d y85 ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x1 h4 y752 ff3 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h4 y753 ffa fs1 fc0 sc0 ls0 ws0"> <span class="_ _30"> </span><span class="ff3"> </span></div></div><div class="pi" ></div></div><div id="pf38" class="pf w0 h0" ><div class="pc pc38 w0 h0"><img class="bi x11 y754 wc h6b" alt="" 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"/><div class="t m0 x1 h2 y1 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h3 y53 ff1 fs0 fc1 sc0 ls0 ws0">Jednostkowe sprawozdanie ﬁnansowe Dekpol S.A.<span class="ff2"> <span class="_ _14"> </span> <span class="_ _4f"> </span><span class="ff3 fc0">za okres od 01.01.2023 do 31.12.2023</span></span></div><div class="t m0 x3c h4 y54 ff3 fs1 fc0 sc0 ls0 ws0"> <span class="_ _3"></span> <span class="_ _4"> </span> <span class="_ _4"> </span> </div><div class="t m0 xb4 h3 y53 ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="c x54 y5fa w2e h6"><div class="t m0 x0 h5 y5fb ff1 fs2 fc0 sc0 ls0 ws0">56</div></div><div class="t m0 x13 h18 y56 ff1 fs9 fc6 sc0 ls0 ws0">Wprowadzenie </div><div class="t m0 x15 h18 y59 ff1 fs9 fc6 sc0 ls0 ws0">Sprawozdanie  </div><div class="t m0 x15 h18 y5a ff1 fs9 fc6 sc0 ls0 ws0">z sytuacji </div><div class="t m0 x15 h18 y5b ff1 fs9 fc6 sc0 ls0 ws0">ﬁnansowej </div><div class="t m0 x17 h18 y5f ff1 fs9 fc6 sc0 ls0 ws0">Sprawozdanie  </div><div class="t m0 x17 h18 y60 ff1 fs9 fc6 sc0 ls0 ws0">z przepływów </div><div class="t m0 x17 h18 y61 ff1 fs9 fc6 sc0 ls0 ws0">pieniężnych </div><div class="t m0 x18 h18 y5c ff1 fs9 fc6 sc0 ls0 ws0">Sprawozdanie  </div><div class="t m0 x18 h18 y5d ff1 fs9 fc6 sc0 ls0 ws0">ze zmian w kapitale </div><div class="t m0 x18 h18 y5e ff1 fs9 fc6 sc0 ls0 ws0">własnym </div><div class="t m0 x19 h16 y62 ff4 fs9 fc5 sc0 ls0 ws0">Dodatkowe  </div><div class="t m0 x19 h16 y63 ff4 fs9 fc5 sc0 ls0 ws0">noty  </div><div class="t m0 x19 h16 y64 ff4 fs9 fc5 sc0 ls0 ws0">objaśniające </div><div class="t m0 x16 h18 y5c ff1 fs9 fc6 sc0 ls0 ws0">Sprawozdanie  </div><div class="t m0 x16 h18 y5d ff1 fs9 fc6 sc0 ls0 ws0">z całkowitych  </div><div class="t m0 x16 h18 y5e ff1 fs9 fc6 sc0 ls0 ws0">dochodów </div><div class="t m0 x1 h4 y5fc ff3 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h1d y755 ff4 fsb fc0 sc0 ls0 ws0">Kapitał wła<span class="_ _2"></span>sny<span class="_ _17"></span> </div><div class="t m0 x140 h1d y756 ff4 fsb fc0 sc0 ls0 ws0">Ilość wyemi<span class="_ _17"></span>t<span class="_ _5"></span>owa<span class="_ _17"></span>-</div><div class="t m0 x141 h1d y757 ff4 fsb fc0 sc0 ls0 ws0">ny<span class="_ _17"></span>ch ak<span class="_ _17"></span>c<span class="_ _5"></span>ji na dzień </div><div class="t m0 x13b h1d y755 ff4 fsb fc0 sc0 ls0 ws0">31.12.2023</div><div class="c xe8 y758 w3a h1e"><div class="t m0 x0 h1d y6c ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xfb h1d y756 ff4 fsb fc0 sc0 ls0 ws0">Ilość wyemi<span class="_ _17"></span>t<span class="_ _5"></span>owa<span class="_ _17"></span>-</div><div class="t m0 x13d h1d y757 ff4 fsb fc0 sc0 ls0 ws0">ny<span class="_ _17"></span>ch ak<span class="_ _17"></span>c<span class="_ _5"></span>ji na dzień </div><div class="t m0 x104 h1d y755 ff4 fsb fc0 sc0 ls0 ws0">31.12.2022</div><div class="c x8e y758 w24 h1e"><div class="t m0 x0 h1d y6c ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x3d h1d y756 ff4 fsb fc0 sc0 ls0 ws0">Ilość ak<span class="_ _17"></span>cji zatwier<span class="_ _17"></span>d<span class="_ _5"></span>zo-</div><div class="t m0 x12 h1d y757 ff4 fsb fc0 sc0 ls0 ws0">ny<span class="_ _17"></span>ch do emisji na dzień </div><div class="t m0 x1e h1d y755 ff4 fsb fc0 sc0 ls0 ws0">31.12.2023</div><div class="c x105 y758 w25 h1e"><div class="t m0 x0 h1d y6c ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xdb h1d y756 ff4 fsb fc0 sc0 ls0 ws0">Ilość ak<span class="_ _17"></span>cji zatwier<span class="_ _17"></span>-</div><div class="t m0 x92 h1d y757 ff4 fsb fc0 sc0 ls0 ws0">dzon<span class="_ _17"></span>ych do emisji <span class="_ _2"></span>na </div><div class="t m0 x132 h1d y755 ff4 fsb fc0 sc0 ls0 ws0">dzień 31.12.2022</div><div class="c x47 y758 w22 h1e"><div class="t m0 x0 h1d y6c ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y759 ff3 fsb fc0 sc0 ls0 ws0">Seria A<span class="_ _17"></span> <span class="_ _17d"> </span>6 410 000</div><div class="c xe8 y1f8 w3a h1f"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x7 h1b y759 ff3 fsb fc0 sc0 ls0 ws0">6 410 000</div><div class="c x8e y1f8 w24 h1f"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x131 h1b y759 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x105 y1f8 w25 h1f"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xc h1b y759 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x47 y1f8 w22 h1f"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y75a ff3 fsb fc0 sc0 ls0 ws0">Seria B <span class="_ _17d"> </span>1 952 54<span class="_ _2"></span>9</div><div class="c xe8 y75b w3a h1f"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x7 h1b y75a ff3 fsb fc0 sc0 ls0 ws0">1 952 549</div><div class="c x8e y75b w24 h1f"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x131 h1b y75a ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x105 y75b w25 h1f"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xc h1b y75a ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x47 y75b w22 h1f"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1d y75c ff4 fsb fc0 sc0 ls0 ws0">Razem:<span class="_ _2"></span> <span class="_ _17e"> </span>8 362 549</div><div class="c xe8 y75d w3a h1e"><div class="t m0 x0 h1d y57c ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x142 h1d y75c ff4 fsb fc0 sc0 ls0 ws0">8 362 549</div><div class="c x8e y75d w24 h1e"><div class="t m0 x0 h1d y57c ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x131 h1d y75c ff4 fsb fc0 sc0 ls0 ws0">0</div><div class="c x105 y75d w25 h1e"><div class="t m0 x0 h1d y57c ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xc h1d y75c ff4 fsb fc0 sc0 ls0 ws0">0</div><div class="c x47 y75d w22 h1e"><div class="t m0 x0 h1d y57c ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x1 h28 y75e ff4 fsc fc2 sc0 ls0 ws0">10.2. Zmiana liczb<span class="_ _7"></span>y ak<span class="_ _17"></span>cji </div><div class="t m0 x6 h1d y721 ff4 fsb fc0 sc0 ls0 ws0">Najwięk<span class="_ _17"></span>si akcjo<span class="_ _17"></span>n<span class="_ _5"></span>ariusz<span class="_ _17"></span>e <span class="_ _8a"> </span>Liczba ak<span class="_ _17"></span>cji/Liczba głosów</div><div class="c x143 y75f w27 h1e"><div class="t m0 x0 h1d y6c ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x144 h1d y760 ff4 fsb fc0 sc0 ls0 ws0">Udział w ka<span class="_ _17"></span>p<span class="_ _5"></span>itale za<span class="_ _17"></span>kładowym/<span class="_ _17"></span>ogólnej </div><div class="t m0 x145 h1d y721 ff4 fsb fc0 sc0 ls0 ws0">liczbie głosów</div><div class="c x47 y75f w22 h1e"><div class="t m0 x0 h1d y6c ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y404 ff3 fsb fc0 sc0 ls0 ws0">Mariusz T<span class="_ _7"></span>uchlin <span class="_ _35"> </span>6 466 845</div><div class="c x143 y405 w27 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6d h1b y404 ff3 fsb fc0 sc0 ls0 ws0">77,33%</div><div class="c x47 y405 w22 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y3e4 ff3 fsb fc0 sc0 ls0 ws0">Fa<span class="_ _17"></span>m<span class="_ _5"></span>iliar S.A. SIC<span class="_ _17"></span>A<span class="_ _7"></span>V<span class="_ _17"></span>-SIF* <span class="_ _160"> </span>679 583</div><div class="c x143 y3e5 w27 h21"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xd5 h1b y3e4 ff3 fsb fc0 sc0 ls0 ws0">8,13%</div><div class="c x47 y3e5 w22 h21"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y761 ff3 fsb fc0 sc0 ls0 ws0">Pozosta<span class="_ _17"></span>l<span class="_ _5"></span>i ak<span class="_ _17"></span>cjonariusz<span class="_ _17"></span>e <span class="_ _25"> </span>1 216 121</div><div class="c x143 y762 w27 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6d h1b y761 ff3 fsb fc0 sc0 ls0 ws0">14,54%</div><div class="c x47 y762 w22 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1d y763 ff4 fsb fc0 sc0 ls0 ws0">Razem:<span class="_ _2"></span> <span class="_ _17f"> </span>8 362 549</div><div class="c x143 y764 w27 h23"><div class="t m0 x0 h1d y72 ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x146 h1d y763 ff4 fsb fc0 sc0 ls0 ws0">100%</div><div class="c x47 y764 w22 h23"><div class="t m0 x0 h1d y72 ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x1 h1b y34f ff3 fsb fc0 sc0 ls0 ws0">* na podsta<span class="_ _17"></span>wie liczby ak<span class="_ _17"></span>cji zarejest<span class="_ _17"></span>rowanych na <span class="_ _17"></span>Zwyczajnym<span class="_ _2"></span> W<span class="_ _17"></span>alnym Zg<span class="_ _17"></span>romadzeniu Sp<span class="_ _2"></span>ółki zwołan<span class="_ _17"></span>ym na dzień 28 cz<span class="_ _17"></span>erwca 2019 r<span class="_ _7"></span>.  </div><div class="t m0 x1 h12 y492 ff4 fs7 fc4 sc0 ls0 ws0">11. Rez<span class="_ _17"></span>erwy </div><div class="t m0 x1 h28 y765 ff4 fsc fc2 sc0 ls0 ws0">11.1. Spec<span class="_ _17"></span>yﬁkacja <span class="_ _17"></span>rez<span class="_ _17"></span>erw </div><div class="t m0 x6 h1d y766 ff4 fsb fc0 sc0 ls0 ws0">Opis <span class="_ _176"> </span>31.12.<span class="_ _17"></span>2<span class="_ _5"></span>023</div><div class="c x147 y37d w2d h1e"><div class="t m0 x0 h1d y92 ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6b h1d y766 ff4 fsb fc0 sc0 ls0 ws0">31.12.2022</div><div class="c x4e y37d w25 h1e"><div class="t m0 x0 h1d y92 ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1d y767 ff4 fsb fc0 sc0 ls0 ws0">Rezerwy <span class="_ _17"></span>na świadcze<span class="_ _17"></span>n<span class="_ _5"></span>ia praco<span class="_ _17"></span>wnicze - długotermin<span class="_ _17"></span>owe <span class="_ _11e"> </span>51</div><div class="c x147 y768 w2d h1e"><div class="t m0 x0 h1d y8a ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x70 h1d y767 ff4 fsb fc0 sc0 ls0 ws0">41</div><div class="c x4e y768 w25 h1e"><div class="t m0 x0 h1d y8a ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y769 ff3 fsb fc0 sc2 ls0 ws0">Pozostałe <span class="_ _5"></span>reze<span class="_ _5"></span>rwy<span class="_ _5"></span> <span class="_ _5"></span>d<span class="_ _5"></span>ługoter<span class="_ _5"></span>min<span class="_ _5"></span>owe<span class="_ _e0"> </span> <span class="_ _125"> </span>0</div><div class="c x147 y76a w2d h1e"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc2 ls0 ws0"> </div></div><div class="t m0 x6f h1b y769 ff3 fsb fc0 sc2 ls0 ws0">0</div><div class="c x4e y76a w25 h1e"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc2 ls0 ws0"> </div></div><div class="t m0 x6 h1d y76b ff4 fsb fc0 sc0 ls0 ws0">Rezerwy <span class="_ _17"></span>na świadcze<span class="_ _17"></span>n<span class="_ _5"></span>ia praco<span class="_ _17"></span>wnicze - krótk<span class="_ _17"></span>oterminowe<span class="_ _17"></span> <span class="_ _180"> </span>1</div><div class="c x147 y76c w2d h1e"><div class="t m0 x0 h1d y8d ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6f h1d y76b ff4 fsb fc0 sc0 ls0 ws0">1</div><div class="c x4e y76c w25 h1e"><div class="t m0 x0 h1d y8d ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y645 ff3 fsb fc0 sc0 ls0 ws0">Rez<span class="_ _17"></span>erwy na niewyk<span class="_ _17"></span>orzystane urlo<span class="_ _2"></span>py <span class="_ _181"> </span>703</div><div class="c x147 y76d w2d h1e"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x72 h1b y645 ff3 fsb fc0 sc0 ls0 ws0">754</div><div class="c x4e y76d w25 h1e"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y76e ff3 fsb fc0 sc0 ls0 ws0">Rez<span class="_ _17"></span>erwy na sprawy<span class="_ _17"></span> s<span class="_ _5"></span>ądowe<span class="_ _17"></span><span class="sc2"> <span class="_ _76"> </span><span class="sc0">49</span></span></div><div class="c x147 y76f w2d h1e"><div class="t m0 x0 h1b y85 ff3 fsb fc0 sc2 ls0 ws0"> </div></div><div class="t m0 x70 h1b y76e ff3 fsb fc0 sc0 ls0 ws0">49</div><div class="c x4e y76f w25 h1e"><div class="t m0 x0 h1b y85 ff3 fsb fc0 sc2 ls0 ws0"> </div></div><div class="t m0 x6 h1b ye8 ff3 fsb fc0 sc0 ls0 ws0">Rez<span class="_ _17"></span>erwy na straty z umó<span class="_ _17"></span>w<span class="_ _5"></span> budowl<span class="_ _17"></span>anych <span class="_ _182"> </span>0</div><div class="c x147 y770 w2d h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6f h1b ye8 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x4e y770 w25 h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y771 ff3 fsb fc0 sc0 ls0 ws0">Rez<span class="_ _17"></span>erwy na naprawy <span class="_ _17"></span>gw<span class="_ _5"></span>arancy<span class="_ _17"></span>jne <span class="_ _183"> </span>0</div><div class="c x147 y772 w2d h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6f h1b y771 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x4e y772 w25 h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y773 ff3 fsb fc0 sc0 ls0 ws0">Rez<span class="_ _17"></span>erwy na koszty<span class="_ _17"></span> kontr<span class="_ _17"></span>aktów <span class="_ _155"> </span>0</div><div class="c x147 y774 w2d h23"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6f h1b y773 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x4e y774 w25 h23"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y775 ff3 fsb fc0 sc0 ls0 ws0">Rez<span class="_ _17"></span>erwy na premie pra<span class="_ _17"></span>c<span class="_ _5"></span>ownicz<span class="_ _2"></span>e <span class="_ _184"> </span>1 081 </div><div class="c x45 y776 w32 h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x72 h1b y775 ff3 fsb fc0 sc0 ls0 ws0">904</div><div class="c x4e y776 w25 h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y777 ff3 fsb fc0 sc0 ls0 ws0">Inne rez<span class="_ _17"></span>erwy <span class="_ _f0"> </span>13<span class="_ _17"></span>8</div><div class="c x147 y778 w2d h1e"><div class="t m0 x0 h1b y8a ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x70 h1b y777 ff3 fsb fc0 sc0 ls0 ws0">94</div><div class="c x4e y778 w25 h1e"><div class="t m0 x0 h1b y8a ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1d y779 ff4 fsb fc0 sc0 ls0 ws0">Pozostał<span class="_ _2"></span>e re<span class="_ _2"></span>zerwy k<span class="_ _17"></span>rótko<span class="_ _17"></span>t<span class="_ _5"></span>ermino<span class="_ _17"></span>we <span class="_ _185"> </span>1 972</div><div class="c x147 y77a w2d h1e"><div class="t m0 x0 h1d y92 ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xd5 h1d y779 ff4 fsb fc0 sc0 ls0 ws0">1 801</div><div class="c x4e y77a w25 h1e"><div class="t m0 x0 h1d y92 ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x1 h4 y77b ff3 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h4 y699 ff3 fs1 fc0 sc0 ls0 ws0">Wyc<span class="_ _2"></span>ena re<span class="_ _17"></span>zerw <span class="_ _17"></span>na świ<span class="_ _17"></span>a<span class="_ _5"></span>dczenia <span class="_ _17"></span>pracownicze <span class="_ _7"></span>została prz<span class="_ _17"></span>eprowadzona <span class="_ _17"></span>w <span class="_ _2"></span>oparciu <span class="_ _17"></span>o <span class="_ _17"></span>raport niezale<span class="_ _2"></span>żnego <span class="_ _17"></span>e<span class="_ _5"></span>k<span class="_ _17"></span>sperta <span class="_ _17"></span>(<span class="_ _5"></span>aktua<span class="_ _2"></span>-</div><div class="t m0 x1 h4 y77c ff3 fs1 fc0 sc0 ls0 ws0">riusza) </div><div class="t m0 x1 h2b y77d ffa fs1 fc0 sc0 ls0 ws0"> <span class="_ _30"> </span><span class="ff2 fsa fc2 sc3"> </span></div></div><div class="pi" ></div></div><div id="pf39" class="pf w0 h0" ><div class="pc pc39 w0 h0"><img class="bi x11 y77e wc h6c" alt="" 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"/><div class="t m0 x1 h2 y1 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h3 y53 ff1 fs0 fc1 sc0 ls0 ws0">Jednostkowe sprawozdanie ﬁnansowe Dekpol S.A.<span class="ff2"> <span class="_ _14"> </span> <span class="_ _4f"> </span><span class="ff3 fc0">za okres od 01.01.2023 do 31.12.2023</span></span></div><div class="t m0 x3c h4 y54 ff3 fs1 fc0 sc0 ls0 ws0"> <span class="_ _3"></span> <span class="_ _4"> </span> <span class="_ _4"> </span> </div><div class="t m0 xb4 h3 y53 ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="c x54 y5fa w2e h6"><div class="t m0 x0 h5 y5fb ff1 fs2 fc0 sc0 ls0 ws0">57</div></div><div class="t m0 x13 h18 y56 ff1 fs9 fc6 sc0 ls0 ws0">Wprowadzenie </div><div class="t m0 x15 h18 y59 ff1 fs9 fc6 sc0 ls0 ws0">Sprawozdanie  </div><div class="t m0 x15 h18 y5a ff1 fs9 fc6 sc0 ls0 ws0">z sytuacji </div><div class="t m0 x15 h18 y5b ff1 fs9 fc6 sc0 ls0 ws0">ﬁnansowej </div><div class="t m0 x17 h18 y5f ff1 fs9 fc6 sc0 ls0 ws0">Sprawozdanie  </div><div class="t m0 x17 h18 y60 ff1 fs9 fc6 sc0 ls0 ws0">z przepływów </div><div class="t m0 x17 h18 y61 ff1 fs9 fc6 sc0 ls0 ws0">pieniężnych </div><div class="t m0 x18 h18 y5c ff1 fs9 fc6 sc0 ls0 ws0">Sprawozdanie  </div><div class="t m0 x18 h18 y5d ff1 fs9 fc6 sc0 ls0 ws0">ze zmian w kapitale </div><div class="t m0 x18 h18 y5e ff1 fs9 fc6 sc0 ls0 ws0">własnym </div><div class="t m0 x19 h16 y62 ff4 fs9 fc5 sc0 ls0 ws0">Dodatkowe  </div><div class="t m0 x19 h16 y63 ff4 fs9 fc5 sc0 ls0 ws0">noty  </div><div class="t m0 x19 h16 y64 ff4 fs9 fc5 sc0 ls0 ws0">objaśniające </div><div class="t m0 x16 h18 y5c ff1 fs9 fc6 sc0 ls0 ws0">Sprawozdanie  </div><div class="t m0 x16 h18 y5d ff1 fs9 fc6 sc0 ls0 ws0">z całkowitych  </div><div class="t m0 x16 h18 y5e ff1 fs9 fc6 sc0 ls0 ws0">dochodów </div><div class="t m0 x1 h2b y77f ff2 fsa fc2 sc3 ls0 ws0">Me<span class="_ _5"></span>to<span class="_ _5"></span>dol<span class="_ _32"></span>ogi<span class="_ _5"></span>a <span class="_ _5"></span>w<span class="_ _5"></span>y<span class="_ _5"></span>licz<span class="_ _5"></span>eń  </div><div class="t m0 x1 h4 y780 ff3 fs1 fc0 sc0 ls0 ws0">Do wyznaczania z<span class="_ _17"></span>obowiązań wyk<span class="_ _7"></span>o<span class="_ _5"></span>rzystano m<span class="_ _17"></span>e<span class="_ _5"></span>todę wymaganą prze<span class="_ _2"></span>z Międzynar<span class="_ _17"></span>od<span class="_ _5"></span>owy <span class="_ _2"></span>Standard Rachunk<span class="_ _17"></span>owości nr <span class="_ _17"></span>19, </div><div class="t m0 x1 h4 y781 ff3 fs1 fc0 sc0 ls0 ws0">tzw<span class="_ _17"></span>. <span class="_ _17"></span>metodę<span class="_ _5"></span> <span class="_ _17"></span>prognozowan<span class="_ _17"></span>ych świadcze<span class="_ _17"></span>ń jednostk<span class="_ _17"></span>owych <span class="_ _2"></span>(ang. <span class="_ _17"></span>Project <span class="_ _17"></span>Unit Method), <span class="_ _17"></span>zwaną<span class="_ _5"></span> <span class="_ _17"></span>także <span class="_ _17"></span>metodą<span class="_ _5"></span> <span class="_ _17"></span>świadczeń <span class="_ _17"></span>na-</div><div class="t m0 x1 h4 y782 ff3 fs1 fc0 sc0 ls0 ws0">rosłych w stosunku do s<span class="_ _5"></span>tażu prac<span class="_ _17"></span>y<span class="_ _17"></span>. Metodolog<span class="_ _5"></span>ia ta jest spójna<span class="_ _5"></span> z me<span class="_ _5"></span>todologią zalecaną przez Kr<span class="_ _17"></span>ajowy <span class="_ _5"></span>Standard Rach<span class="_ _5"></span>un-</div><div class="t m0 x1 h4 y783 ff3 fs1 fc0 sc0 ls0 ws0">k<span class="_ _17"></span>owości (KSR 6) oraz Kr<span class="_ _17"></span>ajowy Stan<span class="_ _5"></span>dard <span class="_ _2"></span>Aktuarialn<span class="_ _17"></span>y (KSA 1) „<span class="_ _55"></span>Wycena zobowiąza<span class="_ _17"></span>ń z<span class="_ _5"></span> tytułu świadczeń pr<span class="_ _2"></span>acowniczych. </div><div class="t m0 x1 h4 y784 ff3 fs1 fc0 sc0 ls0 ws0">Istota <span class="_ _32"></span>tej <span class="_ _32"></span>metody <span class="_ _32"></span>polega <span class="_ _2f"></span>na <span class="_ _32"></span>postrzeganiu <span class="_ _32"></span>każ<span class="_ _17"></span>de<span class="_ _5"></span>go <span class="_ _32"></span>okresu <span class="_ _32"></span>zatrudnienia <span class="_ _5"></span>jako <span class="_ _5"></span>powodującego <span class="_ _32"></span>powstanie <span class="_ _32"></span>doda<span class="_ _5"></span>tk<span class="_ _17"></span>owej <span class="_ _5"></span>jed<span class="_ _5"></span>-</div><div class="t m0 x1 h4 y785 ff3 fs1 fc0 sc0 ls0 ws0">nostki upra<span class="_ _17"></span>wn<span class="_ _5"></span>ienia do <span class="_ _5"></span>świadczenia pozapłaco<span class="_ _17"></span>wego. W świetle powyższej deﬁnicji wartość przyszłych zobowiąz<span class="_ _17"></span>a<span class="_ _5"></span>ń obli-</div><div class="t m0 x1 h4 y786 ff3 fs1 fc0 sc0 ls0 ws0">czana je<span class="_ _5"></span>st jak<span class="_ _17"></span>o<span class="_ _5"></span> n<span class="_ _5"></span>agromadzo<span class="_ _17"></span>n<span class="_ _5"></span>a część <span class="_ _5"></span>przyszłych świadczeń z <span class="_ _5"></span>uwzględnieniem <span class="_ _5"></span>prognoz<span class="_ _17"></span>owanego <span class="_ _5"></span>wzrostu wyna<span class="_ _5"></span>grodze-</div><div class="t m0 x1 h4 y787 ff3 fs1 fc0 sc0 ls0 ws0">nia stanowiącego podstawę wy<span class="_ _17"></span>miaru przyszłych świadczeń.  </div><div class="t m0 x1 h4 y788 ff3 fs1 fc0 sc0 ls0 ws0">Wyc<span class="_ _2"></span>eny <span class="_ _2f"></span>d<span class="_ _5"></span>ok<span class="_ _17"></span>onano <span class="_ _33"> </span>m<span class="_ _17"></span>et<span class="_ _5"></span>odą <span class="_ _44"></span>indywidualną, <span class="_ _44"></span>oso<span class="_ _5"></span>bno <span class="_ _44"></span>dla <span class="_ _44"></span>każd<span class="_ _17"></span>e<span class="_ _5"></span>go <span class="_ _44"></span>uprawnionego<span class="_ _17"></span>. <span class="_ _44"></span>Przy <span class="_ _44"></span>wyz<span class="_ _5"></span>naczaniu <span class="_ _44"></span>zobowiązań <span class="_ _2f"></span>zostały </div><div class="t m0 x1 h4 y3dd ff3 fs1 fc0 sc0 ls0 ws0">również <span class="_ _7"></span>uwzględnione<span class="_ _5"></span> <span class="_ _17"></span>pra<span class="_ _17"></span>wdopod<span class="_ _5"></span>obieństwa <span class="_ _17"></span>osiągnięcia upr<span class="_ _17"></span>awnień <span class="_ _17"></span>do<span class="_ _5"></span> <span class="_ _17"></span>poszczegól<span class="_ _2"></span>nych <span class="_ _17"></span>świadczeń. <span class="_ _17"></span>Przez <span class="_ _7"></span>prawdopodo-</div><div class="t m0 x1 h4 y789 ff3 fs1 fc0 sc0 ls0 ws0">bieństwo <span class="_ _44"></span>osiągnięcia <span class="_ _44"></span>upra<span class="_ _17"></span>wni<span class="_ _5"></span>eń <span class="_ _44"></span>do <span class="_ _44"></span>poszczególny<span class="_ _2"></span>ch <span class="_ _44"></span>świadczeń <span class="_ _2f"></span>rozumie <span class="_ _2f"></span>s<span class="_ _5"></span>ię <span class="_ _2f"></span>prawdopodobieństwo <span class="_ _44"></span>osiągnięcia <span class="_ _44"></span>odpo-</div><div class="t m0 x1 h4 y487 ff3 fs1 fc0 sc0 ls0 ws0">wiedniego <span class="_ _33"> </span>stażu <span class="_ _44"></span>pracy <span class="_ _44"></span>lub <span class="_ _44"></span>dożycie <span class="_ _33"> </span>prz<span class="_ _17"></span>ez <span class="_ _33"> </span>pr<span class="_ _17"></span>a<span class="_ _5"></span>cownik<span class="_ _2"></span>a <span class="_ _33"> </span>odpo<span class="_ _17"></span>wiednieg<span class="_ _5"></span>o <span class="_ _33"> </span>wi<span class="_ _17"></span>e<span class="_ _5"></span>ku, <span class="_ _44"></span>pod <span class="_ _33"> </span>warunk<span class="_ _17"></span>iem <span class="_ _33"> </span>poz<span class="_ _2"></span>ostanie <span class="_ _33"> </span>w <span class="_ _44"></span>stosunku </div><div class="t m0 x1 h4 y39c ff3 fs1 fc0 sc0 ls0 ws0">pracy <span class="_ _17"></span>z ob<span class="_ _5"></span>ecnym pr<span class="_ _17"></span>aco<span class="_ _5"></span>dawcą<span class="_ _17"></span>. <span class="_ _5"></span> </div><div class="t m0 x1 h2b y78a ff2 fsa fc2 sc3 ls0 ws0">Przyjęte z<span class="_ _5"></span>ał<span class="_ _5"></span>oż<span class="_ _5"></span>enia<span class="_ _31"> </span> </div><div class="t m0 x1 h4 y78b ff3 fs1 fc0 sc0 ls0 ws0">W<span class="_ _17"></span>artość rezerw na <span class="_ _5"></span>świadcz<span class="_ _17"></span>e<span class="_ _5"></span>nia pracownicze w Jednostce została o<span class="_ _5"></span>bliczona na dzień<span class="_ _5"></span> bilansowy 31 grudnia 20<span class="_ _5"></span>23 roku, </div><div class="t m0 x1 h4 y78c ff3 fs1 fc0 sc0 ls0 ws0">zgodnie z prz<span class="_ _17"></span>e<span class="_ _5"></span>słanym<span class="_ _2"></span>i danymi wg stanu na dzień 31 grudnia 2023 <span class="_ _2"></span>roku. </div><div class="t m0 x1 h4 y680 ff3 fs1 fc0 sc0 ls0 ws0">Rezerwa <span class="_ _2f"></span>na <span class="_ _44"></span>świadczenia <span class="_ _2f"></span>pracownicze <span class="_ _2f"></span>dotyczy <span class="_ _44"></span>jedynie <span class="_ _44"></span>pracownik<span class="_ _17"></span>ów <span class="_ _44"></span>zatrudnion<span class="_ _17"></span>ych <span class="_ _44"></span>w <span class="_ _33"> </span>Jednostce <span class="_ _2f"></span>n<span class="_ _5"></span>a <span class="_ _2f"></span>d<span class="_ _5"></span>any <span class="_ _2f"></span>dzień <span class="_ _44"></span>i <span class="_ _44"></span>nie </div><div class="t m0 x1 h4 y78d ff3 fs1 fc0 sc0 ls0 ws0">uwzględnia praco<span class="_ _2"></span>wnik<span class="_ _17"></span>ów<span class="_ _17"></span>, którzy dopiero zostaną z<span class="_ _2"></span>atrudnieni. </div><div class="t m0 x1 h4 y78e ff3 fs1 fc0 sc0 ls0 ws0">Poniższe <span class="_ _32"></span>tabele <span class="_ _2f"></span>przedstawi<span class="_ _17"></span>ają <span class="_ _2f"></span>przyjętą <span class="_ _44"></span>do <span class="_ _2f"></span>wyceny <span class="_ _32"></span>stopę <span class="_ _2f"></span>procentową <span class="_ _32"></span>oraz <span class="_ _2f"></span>przyjęte <span class="_ _2f"></span>po <span class="_ _2f"></span>k<span class="_ _17"></span>onsultacji <span class="_ _32"></span>z<span class="_ _5"></span> <span class="_ _32"></span>przedstawicielami </div><div class="t m0 x1 h4 y78f ff3 fs1 fc0 sc0 ls0 ws0">Jednostki nominalne stopy wzrostu podsta<span class="_ _17"></span>w  świadczeń w k<span class="_ _17"></span>olejnych okresach. </div><div class="t m0 x6 h1d y790 ff4 fsb fc0 sc0 ls0 ws0">Stopa <span class="ff5">wzrostu <span class="_ _17"></span>podstawy (w <span class="_ _2"></span>okresie)<span class="ff4"> <span class="_ _186"> </span>Wynagr<span class="_ _17"></span>od<span class="_ _5"></span>ze<span class="_ _17"></span>nie w firmie </span></span></div><div class="t m0 x6 h1b y791 ff3 fsb fc0 sc0 ls0 ws0">01.01.2024-31.1<span class="_ _17"></span>2<span class="_ _5"></span>.2024<span class="sc2"> <span class="_ _187"> </span></span>4,5%<span class="sc2"> </span></div><div class="t m0 x6 h1b y2a4 ff3 fsb fc0 sc0 ls0 ws0">01.01.2025-31.1<span class="_ _17"></span>2<span class="_ _5"></span>.2025 <span class="_ _187"> </span>4,5% </div><div class="t m0 x6 h1b y766 ff3 fsb fc0 sc0 ls0 ws0">01.01.2026-31.1<span class="_ _17"></span>2<span class="_ _5"></span>.2026 <span class="_ _187"> </span>4,5% </div><div class="t m0 x6 h1b y792 ff3 fsb fc0 sc0 ls0 ws0">01.01.2027 i dale<span class="_ _2"></span>j (w każ<span class="_ _17"></span>dym rok<span class="_ _17"></span>u<span class="_ _5"></span>) <span class="_ _70"> </span>4,5% </div><div class="t m0 x1 h3a y793 ff2 fs1 fc4 sc5 ls0 ws0">Informacj<span class="_ _5"></span>a: powyż<span class="_ _5"></span>sze stopy<span class="_ _5"></span> <span class="_ _5"></span>wzrostu <span class="_ _5"></span>pod<span class="_ _5"></span>ane <span class="_ _5"></span>są <span class="_ _5"></span>w u<span class="_ _5"></span>j<span class="_ _5"></span>ęci<span class="_ _5"></span>u nomi<span class="_ _5"></span>nal<span class="_ _5"></span>ny<span class="_ _5"></span>m (<span class="_ _5"></span>tz<span class="_ _5"></span>n. </div><div class="t m1 xe4 h32 y793 ff3 fs19 fc0 sc0 ls0 ws0">faktyczny wzr<span class="_ _17"></span>ost, a nie ponad inﬂację<span class="fse">)<span class="_ _17"></span> </span></div><div class="t m0 x6 h1d y794 ff4 fsb fc0 sc0 ls0 ws0">Stopa dysk<span class="_ _7"></span>on<span class="_ _5"></span>ta (w okre<span class="_ _17"></span>sie) <span class="_ _188"> </span>Stopa wolna o<span class="_ _17"></span>d<span class="_ _5"></span> ryzyka<span class="_ _17"></span> </div><div class="t m0 x6 h4 y795 ff3 fsb fc0 sc0 ls0 ws0">01.01.2024<span class="fs1"> i<span class="_ _17"></span> d<span class="_ _5"></span>alej (w k<span class="_ _17"></span>a<span class="_ _5"></span>żdym rok<span class="_ _17"></span>u) <span class="_ _189"> </span><span class="fsb">5,</span>10 % </span></div><div class="t m0 x1 h4 ye8 ff3 fs1 fc0 sc0 ls0 ws0">Pra<span class="_ _17"></span>wdopod<span class="_ _5"></span>obieństwo zgonu </div><div class="t m1 x13 h32 ye8 ff3 fse fc0 sc2 ls0 ws0">q</div><div class="t m0 x148 h4 ye8 ff11 fs0 fc0 sc0 ls0 ws0">x<span class="ff12"> <span class="ff3 fs1 sc2"> <span class="_ _32"></span><span class="sc0">dla os<span class="_ _5"></span>oby w <span class="_ _5"></span>wieku x zostało us<span class="_ _5"></span>talone <span class="_ _5"></span>na bazie <span class="_ _5"></span>Polskich T<span class="_ _55"></span>a<span class="_ _5"></span>blic T<span class="_ _17"></span>rwania <span class="_ _5"></span>Życia 2022 opu-</span></span></span></div><div class="t m0 x1 h4 ye9 ff3 fs1 fc0 sc0 ls0 ws0">blik<span class="_ _17"></span>owanych prz<span class="_ _17"></span>ez Główny Urząd Statysty<span class="_ _2"></span>czny<span class="_ _55"></span>.<span class="_ _5"></span> </div><div class="t m0 x1 h4 yea ff3 fs1 fc0 sc0 ls0 ws0">Pra<span class="_ _17"></span>wdopod<span class="_ _5"></span>obieństwo przejśc<span class="_ _17"></span>ia n<span class="_ _5"></span>a rentę in<span class="_ _17"></span>walidzką przyjęte zostało na poziomie 0,<span class="_ _2"></span>2%. </div><div class="t m0 x1 h4 y14b ff3 fs1 fc0 sc0 ls0 ws0">W <span class="_ _17"></span>celu <span class="_ _17"></span>oszacowania <span class="_ _17"></span>prawdopodobieństwa <span class="_ _7"></span>rezygnacji <span class="_ _17"></span>z <span class="_ _17"></span>zatrudnienia <span class="_ _17"></span>w <span class="_ _17"></span>Jed<span class="_ _5"></span>nostce <span class="_ _17"></span>doko<span class="_ _17"></span>nano <span class="_ _17"></span>ana<span class="_ _5"></span>lizy <span class="_ _7"></span>da<span class="_ _5"></span>nych <span class="_ _7"></span>za <span class="_ _17"></span>lata <span class="_ _17"></span>ub<span class="_ _5"></span>ie-</div><div class="t m0 x1 h4 yec ff3 fs1 fc0 sc0 ls0 ws0">głe (uwzględniającej m.in. wie<span class="_ _5"></span>k, płeć, staż p<span class="_ _5"></span>racy<span class="_ _7"></span>, formę zatrudnien<span class="_ _5"></span>ia) oraz dodatko<span class="_ _2"></span>wo przeanalizo<span class="_ _17"></span>wano<span class="_ _5"></span> informacje doty-</div><div class="t m0 x1 h4 y14c ff3 fs1 fc0 sc0 ls0 ws0">czące rynku pracy w <span class="_ _5"></span>Polsce <span class="_ _5"></span>i <span class="_ _5"></span>danej <span class="_ _5"></span>branży<span class="_ _7"></span>. <span class="_ _5"></span>Pra<span class="_ _17"></span>wdop<span class="_ _5"></span>odobieństwo <span class="_ _5"></span>opisane <span class="_ _5"></span>zostało funkcj<span class="_ _17"></span>ą <span class="_ _5"></span>zależną <span class="_ _5"></span>od wieku, płci <span class="_ _5"></span>i <span class="_ _5"></span>formy </div><div class="t m0 x1 h4 yed ff3 fs1 fc0 sc0 ls0 ws0">zatrudniania (<span class="_ _5"></span>jeśli dostępnych b<span class="_ _17"></span>yło dostatecz<span class="_ _5"></span>nie dużo dan<span class="_ _17"></span>ych); w tabeli poniżej prz<span class="_ _17"></span>ed<span class="_ _5"></span>stawi<span class="_ _2"></span>ono wartości dla punktów <span class="_ _2"></span>ba-</div><div class="t m0 x1 h4 y796 ff3 fs1 fc0 sc0 ls0 ws0">zowych. </div><div class="t m0 x1 h28 y279 ffa fs1 fc0 sc0 ls0 ws0"> <span class="_ _30"> </span><span class="ff4 fsc fc2"> </span></div></div><div class="pi" ></div></div><div id="pf3a" class="pf w0 h0" ><div class="pc pc3a w0 h0"><img class="bi x11 y797 wc h6d" alt="" 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"/><div class="t m0 x1 h2 y1 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h3 y53 ff1 fs0 fc1 sc0 ls0 ws0">Jednostkowe sprawozdanie ﬁnansowe Dekpol S.A.<span class="ff2"> <span class="_ _14"> </span> <span class="_ _4f"> </span><span class="ff3 fc0">za okres od 01.01.2023 do 31.12.2023</span></span></div><div class="t m0 x3c h4 y54 ff3 fs1 fc0 sc0 ls0 ws0"> <span class="_ _3"></span> <span class="_ _4"> </span> <span class="_ _4"> </span> </div><div class="t m0 xb4 h3 y53 ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="c x54 y5fa w2e h6"><div class="t m0 x0 h5 y5fb ff1 fs2 fc0 sc0 ls0 ws0">58</div></div><div class="t m0 x13 h18 y56 ff1 fs9 fc6 sc0 ls0 ws0">Wprowadzenie </div><div class="t m0 x15 h18 y59 ff1 fs9 fc6 sc0 ls0 ws0">Sprawozdanie  </div><div class="t m0 x15 h18 y5a ff1 fs9 fc6 sc0 ls0 ws0">z sytuacji </div><div class="t m0 x15 h18 y5b ff1 fs9 fc6 sc0 ls0 ws0">ﬁnansowej </div><div class="t m0 x17 h18 y5f ff1 fs9 fc6 sc0 ls0 ws0">Sprawozdanie  </div><div class="t m0 x17 h18 y60 ff1 fs9 fc6 sc0 ls0 ws0">z przepływów </div><div class="t m0 x17 h18 y61 ff1 fs9 fc6 sc0 ls0 ws0">pieniężnych </div><div class="t m0 x18 h18 y5c ff1 fs9 fc6 sc0 ls0 ws0">Sprawozdanie  </div><div class="t m0 x18 h18 y5d ff1 fs9 fc6 sc0 ls0 ws0">ze zmian w kapitale </div><div class="t m0 x18 h18 y5e ff1 fs9 fc6 sc0 ls0 ws0">własnym </div><div class="t m0 x19 h16 y62 ff4 fs9 fc5 sc0 ls0 ws0">Dodatkowe  </div><div class="t m0 x19 h16 y63 ff4 fs9 fc5 sc0 ls0 ws0">noty  </div><div class="t m0 x19 h16 y64 ff4 fs9 fc5 sc0 ls0 ws0">objaśniające </div><div class="t m0 x16 h18 y5c ff1 fs9 fc6 sc0 ls0 ws0">Sprawozdanie  </div><div class="t m0 x16 h18 y5d ff1 fs9 fc6 sc0 ls0 ws0">z całkowitych  </div><div class="t m0 x16 h18 y5e ff1 fs9 fc6 sc0 ls0 ws0">dochodów </div><div class="t m0 x1 h28 y798 ff4 fsc fc2 sc0 ls0 ws0">11.2. Zmiana stan<span class="_ _17"></span>u <span class="_ _5"></span>rez<span class="_ _7"></span>erw<span class="_ _5"></span> w ok<span class="_ _17"></span>resie spra<span class="_ _17"></span>wozda<span class="_ _17"></span>wczym<span class="_ _17"></span> </div><div class="t m0 x6 h1d y799 ff4 fsb fc0 sc0 ls0 ws0">Opis </div><div class="t m0 x149 h1d y781 ff4 fsb fc0 sc0 ls0 ws0">Na od-</div><div class="t m0 x149 h1d y1b0 ff4 fsb fc0 sc0 ls0 ws0">prawy </div><div class="t m0 x14a h1d y79a ff4 fsb fc0 sc0 ls0 ws0">emery<span class="_ _17"></span>-</div><div class="t m0 x14b h1d y799 ff4 fsb fc0 sc0 ls0 ws0">talne </div><div class="c x14c y79b w3c h1e"><div class="t m0 x0 h1d y6c ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x14d h1d y781 ff4 fsb fc0 sc0 ls0 ws0">Na </div><div class="t m0 x14e h1d y1b0 ff4 fsb fc0 sc0 ls0 ws0">niewyk<span class="_ _17"></span>o</div><div class="t m0 x14f h1d y79a ff4 fsb fc0 sc0 ls0 ws0">rzystane </div><div class="t m0 x150 h1d y799 ff4 fsb fc0 sc0 ls0 ws0">urlop<span class="_ _17"></span>y</div><div class="c x151 y79b w24 h1e"><div class="t m0 x0 h1d y6c ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x2e h1d y1b0 ff4 fsb fc0 sc0 ls0 ws0">Na </div><div class="t m0 x152 h1d y79a ff4 fsb fc0 sc0 ls0 ws0">sprawy </div><div class="t m0 x153 h1d y799 ff4 fsb fc0 sc0 ls0 ws0">sądowe</div><div class="c x154 y79b w30 h1e"><div class="t m0 x0 h1d y6c ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xe2 h1d y781 ff4 fsb fc0 sc0 ls0 ws0">Na </div><div class="t m0 x136 h1d y1b0 ff4 fsb fc0 sc0 ls0 ws0">naprawy<span class="_ _17"></span> </div><div class="t m0 x155 h1d y79a ff4 fsb fc0 sc0 ls0 ws0">gwaran-</div><div class="t m0 xe1 h1d y799 ff4 fsb fc0 sc0 ls0 ws0">cy<span class="_ _2"></span>jne</div><div class="c x9 y79b w22 h1e"><div class="t m0 x0 h1d y6c ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x3d h1d y781 ff4 fsb fc0 sc0 ls0 ws0">Na </div><div class="t m0 x32 h1d y1b0 ff4 fsb fc0 sc0 ls0 ws0">straty z </div><div class="t m0 x80 h1d y79a ff4 fsb fc0 sc0 ls0 ws0">k<span class="_ _17"></span>ontrak<span class="_ _17"></span>-</div><div class="t m0 x156 h1d y799 ff4 fsb fc0 sc0 ls0 ws0">tów</div><div class="c x4c y79b w22 h1e"><div class="t m0 x0 h1d y6c ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x90 h1d y781 ff4 fsb fc0 sc0 ls0 ws0">Na </div><div class="t m0 x26 h1d y1b0 ff4 fsb fc0 sc0 ls0 ws0">k<span class="_ _17"></span>oszt<span class="_ _5"></span>y </div><div class="t m0 x157 h1d y79a ff4 fsb fc0 sc0 ls0 ws0">k<span class="_ _17"></span>ontrak<span class="_ _17"></span>-</div><div class="t m0 x39 h1d y799 ff4 fsb fc0 sc0 ls0 ws0">tów</div><div class="c x3 y79b w23 h1e"><div class="t m0 x0 h1d y6c ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x66 h1d y781 ff4 fsb fc0 sc0 ls0 ws0">Na pre-</div><div class="t m0 x2b h1d y1b0 ff4 fsb fc0 sc0 ls0 ws0">mie pra-</div><div class="t m0 x18 h1d y79a ff4 fsb fc0 sc0 ls0 ws0">cowni-</div><div class="t m0 x45 h1d y799 ff4 fsb fc0 sc0 ls0 ws0">cze</div><div class="c x5f y79b w27 h1e"><div class="t m0 x0 h1d y6c ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xd h1d y79a ff4 fsb fc0 sc0 ls0 ws0">Pozos-</div><div class="t m0 x84 h1d y799 ff4 fsb fc0 sc0 ls0 ws0">tałe</div><div class="c x11b y79b w23 h1e"><div class="t m0 x0 h1d y6c ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6d h1d y799 ff4 fsb fc0 sc0 ls0 ws0">Razem</div><div class="c x47 y79b w22 h1e"><div class="t m0 x0 h1d y6c ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y79c ff3 fsb fc0 sc0 ls0 ws0">Stan na począt<span class="_ _17"></span>ek okresu <span class="_ _18a"> </span>42</div><div class="c x158 y79d w2d h1f"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x159 h1b y79c ff3 fsb fc0 sc0 ls0 ws0">754</div><div class="c x151 y79d w24 h1f"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x15a h1b y79c ff3 fsb fc0 sc0 ls0 ws0">49</div><div class="c x154 y79d w30 h1f"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xe3 h1b y79c ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x9 y79d w22 h1f"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x15b h1b y79c ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x4c y79d w22 h1f"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x33 h1b y79c ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x3 y79d w23 h1f"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x71 h1b y79c ff3 fsb fc0 sc0 ls0 ws0">904</div><div class="c x5f y79d w27 h1f"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x15c h1b y79c ff3 fsb fc0 sc0 ls0 ws0">94</div><div class="c x11b y79d w23 h1f"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x146 h1b y79c ff3 fsb fc0 sc0 ls0 ws0">1 842</div><div class="c x47 y79d w22 h1f"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y79e ff3 fsb fc0 sc0 ls0 ws0">Zwięk<span class="_ _2"></span>szeni<span class="_ _17"></span>e rezerw <span class="_ _17"></span>u<span class="_ _5"></span>jęte jak<span class="_ _17"></span>o </div><div class="t m0 x6 h1b y79f ff3 fsb fc0 sc0 ls0 ws0">k<span class="_ _17"></span>oszt w okresie <span class="_ _8c"> </span>11</div><div class="c x158 y7a0 w2d h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x159 h1b y79f ff3 fsb fc0 sc0 ls0 ws0">703</div><div class="c x151 y7a0 w24 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x12a h1b y79f ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x154 y7a0 w30 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xe3 h1b y79f ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x9 y7a0 w22 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x15b h1b y79f ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x4c y7a0 w22 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x33 h1b y79f ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x3 y7a0 w23 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x71 h1b y79f ff3 fsb fc0 sc0 ls0 ws0">177</div><div class="c x5f y7a0 w27 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x145 h1b y79f ff3 fsb fc0 sc0 ls0 ws0">138</div><div class="c x11b y7a0 w23 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x146 h1b y79f ff3 fsb fc0 sc0 ls0 ws0">1 029</div><div class="c x47 y7a0 w22 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y7a1 ff3 fsb fc0 sc0 ls0 ws0">Rozwiąza<span class="_ _17"></span>ni<span class="_ _5"></span>e re<span class="_ _17"></span>zerw ujęte jak<span class="_ _17"></span>o </div><div class="t m0 x6 h1b y437 ff3 fsb fc0 sc0 ls0 ws0">przychód w okr<span class="_ _17"></span>esie (-) <span class="_ _18b"> </span>0</div><div class="c x158 y438 w2d h21"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x15d h1b y437 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x151 y438 w24 h21"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x12a h1b y437 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x154 y438 w30 h21"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xe3 h1b y437 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x9 y438 w22 h21"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x15b h1b y437 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x4c y438 w22 h21"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x33 h1b y437 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x3 y438 w23 h21"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6a h1b y437 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x5f y438 w27 h21"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x11f h1b y437 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x11b y438 w23 h21"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xc h1b y437 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x47 y438 w22 h21"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y7a2 ff3 fsb fc0 sc0 ls0 ws0">Wyk<span class="_ _7"></span>orzystanie reze<span class="_ _2"></span>rw (-) <span class="_ _18c"> </span>0</div><div class="c x158 y7a3 w2d h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x139 h1b y7a2 ff3 fsb fc0 sc0 ls0 ws0">-754</div><div class="c x151 y7a3 w24 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x12a h1b y7a2 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x154 y7a3 w30 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xe3 h1b y7a2 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x9 y7a3 w22 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x15b h1b y7a2 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x4c y7a3 w22 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x33 h1b y7a2 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x3 y7a3 w23 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6a h1b y7a2 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x5f y7a3 w27 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x95 h1b y7a2 ff3 fsb fc0 sc0 ls0 ws0">-94</div><div class="c x11b y7a3 w23 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x51 h1b y7a2 ff3 fsb fc0 sc0 ls0 ws0">-848</div><div class="c x47 y7a3 w22 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y7a4 ff3 fsb fc0 sc0 ls0 ws0">Zwięk<span class="_ _2"></span>szeni<span class="_ _17"></span>e przez połącz<span class="_ _17"></span>enie </div><div class="t m0 x6 h1b y62c ff3 fsb fc0 sc0 ls0 ws0">jednostek gospoda<span class="_ _17"></span>rczych <span class="_ _18a"> </span>0</div><div class="c x158 y7a5 w2d h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x15d h1b y62c ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x151 y7a5 w24 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x12a h1b y62c ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x154 y7a5 w30 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xe3 h1b y62c ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x9 y7a5 w22 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x15b h1b y62c ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x4c y7a5 w22 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x33 h1b y62c ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x3 y7a5 w23 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6a h1b y62c ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x5f y7a5 w27 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x11f h1b y62c ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x11b y7a5 w23 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xc h1b y62c ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x47 y7a5 w22 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y402 ff3 fsb fc0 sc0 ls0 ws0">Reklasyfik<span class="_ _17"></span>acje i poz<span class="_ _17"></span>os<span class="_ _5"></span>tałe </div><div class="t m0 x6 h1b y7a6 ff3 fsb fc0 sc0 ls0 ws0">zmiany<span class="_ _17"></span> <span class="_ _118"> </span>0</div><div class="c x158 y7a7 w2d h22"><div class="t m0 x0 h1b y72 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x15d h1b y7a6 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x151 y7a7 w24 h22"><div class="t m0 x0 h1b y72 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x12a h1b y7a6 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x154 y7a7 w30 h22"><div class="t m0 x0 h1b y72 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xe3 h1b y7a6 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x9 y7a7 w22 h22"><div class="t m0 x0 h1b y72 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x15b h1b y7a6 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x4c y7a7 w22 h22"><div class="t m0 x0 h1b y72 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x33 h1b y7a6 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x3 y7a7 w23 h22"><div class="t m0 x0 h1b y72 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6a h1b y7a6 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x5f y7a7 w27 h22"><div class="t m0 x0 h1b y72 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x11f h1b y7a6 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x11b y7a7 w23 h22"><div class="t m0 x0 h1b y72 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xc h1b y7a6 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x47 y7a7 w22 h22"><div class="t m0 x0 h1b y72 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1d y7a8 ff4 fsb fc0 sc0 ls0 ws0">Stan na k<span class="_ _17"></span>oniec okresu<span class="_ _2"></span> <span class="_ _18d"> </span>52</div><div class="c x158 y7a9 w2d h23"><div class="t m0 x0 h1d y72 ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x159 h1d y7a8 ff4 fsb fc0 sc0 ls0 ws0">703</div><div class="c x151 y7a9 w24 h23"><div class="t m0 x0 h1d y72 ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x15a h1d y7a8 ff4 fsb fc0 sc0 ls0 ws0">49</div><div class="c x154 y7a9 w30 h23"><div class="t m0 x0 h1d y72 ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xe3 h1d y7a8 ff4 fsb fc0 sc0 ls0 ws0">0</div><div class="c x9 y7a9 w22 h23"><div class="t m0 x0 h1d y72 ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x15b h1d y7a8 ff4 fsb fc0 sc0 ls0 ws0">0</div><div class="c x4c y7a9 w22 h23"><div class="t m0 x0 h1d y72 ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x33 h1d y7a8 ff4 fsb fc0 sc0 ls0 ws0">0</div><div class="c x3 y7a9 w23 h23"><div class="t m0 x0 h1d y72 ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xbd h1d y7a8 ff4 fsb fc0 sc0 ls0 ws0">1 081</div><div class="c x5f y7a9 w27 h23"><div class="t m0 x0 h1d y72 ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x145 h1d y7a8 ff4 fsb fc0 sc0 ls0 ws0">138</div><div class="c x11b y7a9 w23 h23"><div class="t m0 x0 h1d y72 ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x48 h1d y7a8 ff4 fsb fc0 sc0 ls0 ws0">2 024</div><div class="c x47 y7a9 w22 h23"><div class="t m0 x0 h1d y72 ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x1 h28 y7aa ff4 fsc fc2 sc0 ls0 ws0">11.3. Zmiana stan<span class="_ _17"></span>u <span class="_ _5"></span>rez<span class="_ _7"></span>erw<span class="_ _5"></span> w poprz<span class="_ _7"></span>ed<span class="_ _5"></span>nim okr<span class="_ _17"></span>es<span class="_ _5"></span>ie spra<span class="_ _17"></span>woz<span class="_ _17"></span>da<span class="_ _17"></span>wczym </div><div class="t m0 x6 h1d ydf ff4 fsb fc0 sc0 ls0 ws0">Opis </div><div class="t m0 x149 h1d y7ab ff4 fsb fc0 sc0 ls0 ws0">Na od-</div><div class="t m0 x149 h1d y7ac ff4 fsb fc0 sc0 ls0 ws0">prawy </div><div class="t m0 x14a h1d y7ad ff4 fsb fc0 sc0 ls0 ws0">emery<span class="_ _17"></span>-</div><div class="t m0 x14b h1d ydf ff4 fsb fc0 sc0 ls0 ws0">talne </div><div class="c x14c y682 w3c h1e"><div class="t m0 x0 h1d y92 ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x14d h1d y7ab ff4 fsb fc0 sc0 ls0 ws0">Na </div><div class="t m0 x14e h1d y7ac ff4 fsb fc0 sc0 ls0 ws0">niewyk<span class="_ _17"></span>o</div><div class="t m0 x14f h1d y7ad ff4 fsb fc0 sc0 ls0 ws0">rzystane </div><div class="t m0 x150 h1d ydf ff4 fsb fc0 sc0 ls0 ws0">urlop<span class="_ _17"></span>y</div><div class="c x151 y682 w24 h1e"><div class="t m0 x0 h1d y92 ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x2e h1d y7ac ff4 fsb fc0 sc0 ls0 ws0">Na </div><div class="t m0 x152 h1d y7ad ff4 fsb fc0 sc0 ls0 ws0">sprawy </div><div class="t m0 x153 h1d ydf ff4 fsb fc0 sc0 ls0 ws0">sądowe</div><div class="c x154 y682 w30 h1e"><div class="t m0 x0 h1d y92 ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xe2 h1d y7ab ff4 fsb fc0 sc0 ls0 ws0">Na </div><div class="t m0 x136 h1d y7ac ff4 fsb fc0 sc0 ls0 ws0">naprawy<span class="_ _17"></span> </div><div class="t m0 x155 h1d y7ad ff4 fsb fc0 sc0 ls0 ws0">gwaran-</div><div class="t m0 xe1 h1d ydf ff4 fsb fc0 sc0 ls0 ws0">cy<span class="_ _2"></span>jne</div><div class="c x9 y682 w22 h1e"><div class="t m0 x0 h1d y92 ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x3d h1d y7ab ff4 fsb fc0 sc0 ls0 ws0">Na </div><div class="t m0 x32 h1d y7ac ff4 fsb fc0 sc0 ls0 ws0">straty z </div><div class="t m0 x80 h1d y7ad ff4 fsb fc0 sc0 ls0 ws0">k<span class="_ _17"></span>ontrak<span class="_ _17"></span>-</div><div class="t m0 x156 h1d ydf ff4 fsb fc0 sc0 ls0 ws0">tów</div><div class="c x4c y682 w22 h1e"><div class="t m0 x0 h1d y92 ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x90 h1d y7ab ff4 fsb fc0 sc0 ls0 ws0">Na </div><div class="t m0 x26 h1d y7ac ff4 fsb fc0 sc0 ls0 ws0">k<span class="_ _17"></span>oszt<span class="_ _5"></span>y </div><div class="t m0 x157 h1d y7ad ff4 fsb fc0 sc0 ls0 ws0">k<span class="_ _17"></span>ontrak<span class="_ _17"></span>-</div><div class="t m0 x39 h1d ydf ff4 fsb fc0 sc0 ls0 ws0">tów</div><div class="c x3 y682 w23 h1e"><div class="t m0 x0 h1d y92 ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x66 h1d y7ab ff4 fsb fc0 sc0 ls0 ws0">Na pre-</div><div class="t m0 x2b h1d y7ac ff4 fsb fc0 sc0 ls0 ws0">mie pra-</div><div class="t m0 x18 h1d y7ad ff4 fsb fc0 sc0 ls0 ws0">cowni-</div><div class="t m0 x45 h1d ydf ff4 fsb fc0 sc0 ls0 ws0">cze</div><div class="c x5f y682 w27 h1e"><div class="t m0 x0 h1d y92 ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xd h1d y7ad ff4 fsb fc0 sc0 ls0 ws0">Pozos-</div><div class="t m0 x84 h1d ydf ff4 fsb fc0 sc0 ls0 ws0">tałe</div><div class="c x11b y682 w23 h1e"><div class="t m0 x0 h1d y92 ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6d h1d ydf ff4 fsb fc0 sc0 ls0 ws0">Razem</div><div class="c x47 y682 w22 h1e"><div class="t m0 x0 h1d y92 ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y660 ff3 fsb fc0 sc0 ls0 ws0">Stan na począt<span class="_ _17"></span>ek okresu <span class="_ _18a"> </span>34</div><div class="c x158 y7ae w2d h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x159 h1b y660 ff3 fsb fc0 sc0 ls0 ws0">650</div><div class="c x151 y7ae w24 h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x15a h1b y660 ff3 fsb fc0 sc0 ls0 ws0">56</div><div class="c x154 y7ae w30 h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xe3 h1b y660 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x9 y7ae w22 h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x15b h1b y660 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x4c y7ae w22 h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x33 h1b y660 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x3 y7ae w23 h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x15e h1b y660 ff3 fsb fc0 sc0 ls0 ws0">1 604</div><div class="c x5f y7ae w27 h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x15c h1b y660 ff3 fsb fc0 sc0 ls0 ws0">79</div><div class="c x11b y7ae w23 h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x146 h1b y660 ff3 fsb fc0 sc0 ls0 ws0">2 422</div><div class="c x47 y7ae w22 h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y7af ff3 fsb fc0 sc0 ls0 ws0">Zwięk<span class="_ _2"></span>szeni<span class="_ _17"></span>e rezerw <span class="_ _17"></span>u<span class="_ _5"></span>jęte jak<span class="_ _17"></span>o </div><div class="t m0 x6 h1b y3af ff3 fsb fc0 sc0 ls0 ws0">k<span class="_ _17"></span>oszt w okresie <span class="_ _18e"> </span>8</div><div class="c x158 y7b0 w2d h23"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x159 h1b y3af ff3 fsb fc0 sc0 ls0 ws0">754</div><div class="c x151 y7b0 w24 h23"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x12a h1b y3af ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x154 y7b0 w30 h23"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xe3 h1b y3af ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x9 y7b0 w22 h23"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x15b h1b y3af ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x4c y7b0 w22 h23"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x33 h1b y3af ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x3 y7b0 w23 h23"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6a h1b y3af ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x5f y7b0 w27 h23"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x15c h1b y3af ff3 fsb fc0 sc0 ls0 ws0">94</div><div class="c x11b y7b0 w23 h23"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x4b h1b y3af ff3 fsb fc0 sc0 ls0 ws0">856</div><div class="c x47 y7b0 w22 h23"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y7b1 ff3 fsb fc0 sc0 ls0 ws0">Rozwiąza<span class="_ _17"></span>ni<span class="_ _5"></span>e re<span class="_ _17"></span>zerw ujęte jak<span class="_ _17"></span>o </div><div class="t m0 x6 h1b y7b2 ff3 fsb fc0 sc0 ls0 ws0">przychód w okr<span class="_ _17"></span>esie (-) <span class="_ _18b"> </span>0</div><div class="c x158 y7b3 w2d h1e"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x15d h1b y7b2 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x151 y7b3 w24 h1e"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x15f h1b y7b2 ff3 fsb fc0 sc0 ls0 ws0">-7</div><div class="c x154 y7b3 w30 h1e"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xe3 h1b y7b2 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x9 y7b3 w22 h1e"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x15b h1b y7b2 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x4c y7b3 w22 h1e"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x33 h1b y7b2 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x3 y7b3 w23 h1e"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x38 h1b y7b2 ff3 fsb fc0 sc0 ls0 ws0">-700</div><div class="c x5f y7b3 w27 h1e"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x11f h1b y7b2 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x11b y7b3 w23 h1e"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x51 h1b y7b2 ff3 fsb fc0 sc0 ls0 ws0">-707</div><div class="c x47 y7b3 w22 h1e"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y2f7 ff3 fsb fc0 sc0 ls0 ws0">Wyk<span class="_ _7"></span>orzystanie reze<span class="_ _2"></span>rw (-) <span class="_ _18c"> </span>0</div><div class="c x158 y7b4 w2d h1e"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x139 h1b y2f7 ff3 fsb fc0 sc0 ls0 ws0">-650</div><div class="c x151 y7b4 w24 h1e"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x12a h1b y2f7 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x154 y7b4 w30 h1e"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xe3 h1b y2f7 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x9 y7b4 w22 h1e"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x15b h1b y2f7 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x4c y7b4 w22 h1e"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x33 h1b y2f7 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x3 y7b4 w23 h1e"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6a h1b y2f7 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x5f y7b4 w27 h1e"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x95 h1b y2f7 ff3 fsb fc0 sc0 ls0 ws0">-79</div><div class="c x11b y7b4 w23 h1e"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x51 h1b y2f7 ff3 fsb fc0 sc0 ls0 ws0">-729</div><div class="c x47 y7b4 w22 h1e"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y7b5 ff3 fsb fc0 sc0 ls0 ws0">Zwięk<span class="_ _2"></span>szeni<span class="_ _17"></span>e przez połącz<span class="_ _17"></span>enie </div><div class="t m0 x6 h1b y7b6 ff3 fsb fc0 sc0 ls0 ws0">jednostek gospoda<span class="_ _17"></span>rczych <span class="_ _18a"> </span>0</div><div class="c x158 y33c w2d h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x15d h1b y7b6 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x151 y33c w24 h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x12a h1b y7b6 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x154 y33c w30 h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xe3 h1b y7b6 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x9 y33c w22 h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x15b h1b y7b6 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x4c y33c w22 h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x33 h1b y7b6 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x3 y33c w23 h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6a h1b y7b6 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x5f y33c w27 h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x11f h1b y7b6 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x11b y33c w23 h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xc h1b y7b6 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x47 y33c w22 h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y7b7 ff3 fsb fc0 sc0 ls0 ws0">Reklasyfik<span class="_ _17"></span>acje i poz<span class="_ _17"></span>os<span class="_ _5"></span>tałe </div><div class="t m0 x6 h1b y7b8 ff3 fsb fc0 sc0 ls0 ws0">zmiany<span class="_ _17"></span> <span class="_ _118"> </span>0</div><div class="c x158 y7b9 w2d h1e"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x15d h1b y7b8 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x151 y7b9 w24 h1e"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x12a h1b y7b8 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x154 y7b9 w30 h1e"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xe3 h1b y7b8 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x9 y7b9 w22 h1e"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x15b h1b y7b8 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x4c y7b9 w22 h1e"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x33 h1b y7b8 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x3 y7b9 w23 h1e"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6a h1b y7b8 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x5f y7b9 w27 h1e"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x11f h1b y7b8 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x11b y7b9 w23 h1e"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xc h1b y7b8 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x47 y7b9 w22 h1e"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1d y1c8 ff4 fsb fc0 sc0 ls0 ws0">Stan na k<span class="_ _17"></span>oniec okresu<span class="_ _2"></span> <span class="_ _18d"> </span>42</div><div class="c x158 y7ba w2d h1e"><div class="t m0 x0 h1d y8d ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x159 h1d y1c8 ff4 fsb fc0 sc0 ls0 ws0">754</div><div class="c x151 y7ba w24 h1e"><div class="t m0 x0 h1d y8d ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x15a h1d y1c8 ff4 fsb fc0 sc0 ls0 ws0">49</div><div class="c x154 y7ba w30 h1e"><div class="t m0 x0 h1d y8d ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xe3 h1d y1c8 ff4 fsb fc0 sc0 ls0 ws0">0</div><div class="c x9 y7ba w22 h1e"><div class="t m0 x0 h1d y8d ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x15b h1d y1c8 ff4 fsb fc0 sc0 ls0 ws0">0</div><div class="c x4c y7ba w22 h1e"><div class="t m0 x0 h1d y8d ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x33 h1d y1c8 ff4 fsb fc0 sc0 ls0 ws0">0</div><div class="c x3 y7ba w23 h1e"><div class="t m0 x0 h1d y8d ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x71 h1d y1c8 ff4 fsb fc0 sc0 ls0 ws0">904</div><div class="c x5f y7ba w27 h1e"><div class="t m0 x0 h1d y8d ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x15c h1d y1c8 ff4 fsb fc0 sc0 ls0 ws0">94</div><div class="c x11b y7ba w23 h1e"><div class="t m0 x0 h1d y8d ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x48 h1d y1c8 ff4 fsb fc0 sc0 ls0 ws0">1 842</div><div class="c x47 y7ba w22 h1e"><div class="t m0 x0 h1d y8d ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x1 h12 y70a ff4 fs7 fc4 sc0 ls0 ws0"> </div><div class="t m0 x1 h12 y25c ffa fs1 fc0 sc0 ls0 ws0"> <span class="_ _30"> </span><span class="ff4 fs7 fc4"> </span></div></div><div class="pi" ></div></div><div id="pf3b" class="pf w0 h0" ><div class="pc pc3b w0 h0"><img class="bi x11 y7bb wc h6e" alt="" 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"/><div class="t m0 x1 h2 y1 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h3 y53 ff1 fs0 fc1 sc0 ls0 ws0">Jednostkowe sprawozdanie ﬁnansowe Dekpol S.A.<span class="ff2"> <span class="_ _14"> </span> <span class="_ _4f"> </span><span class="ff3 fc0">za okres od 01.01.2023 do 31.12.2023</span></span></div><div class="t m0 x3c h4 y54 ff3 fs1 fc0 sc0 ls0 ws0"> <span class="_ _3"></span> <span class="_ _4"> </span> <span class="_ _4"> </span> </div><div class="t m0 xb4 h3 y53 ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="c x54 y5fa w2e h6"><div class="t m0 x0 h5 y5fb ff1 fs2 fc0 sc0 ls0 ws0">59</div></div><div class="t m0 x13 h18 y56 ff1 fs9 fc6 sc0 ls0 ws0">Wprowadzenie </div><div class="t m0 x15 h18 y59 ff1 fs9 fc6 sc0 ls0 ws0">Sprawozdanie  </div><div class="t m0 x15 h18 y5a ff1 fs9 fc6 sc0 ls0 ws0">z sytuacji </div><div class="t m0 x15 h18 y5b ff1 fs9 fc6 sc0 ls0 ws0">ﬁnansowej </div><div class="t m0 x17 h18 y5f ff1 fs9 fc6 sc0 ls0 ws0">Sprawozdanie  </div><div class="t m0 x17 h18 y60 ff1 fs9 fc6 sc0 ls0 ws0">z przepływów </div><div class="t m0 x17 h18 y61 ff1 fs9 fc6 sc0 ls0 ws0">pieniężnych </div><div class="t m0 x18 h18 y5c ff1 fs9 fc6 sc0 ls0 ws0">Sprawozdanie  </div><div class="t m0 x18 h18 y5d ff1 fs9 fc6 sc0 ls0 ws0">ze zmian w kapitale </div><div class="t m0 x18 h18 y5e ff1 fs9 fc6 sc0 ls0 ws0">własnym </div><div class="t m0 x19 h16 y62 ff4 fs9 fc5 sc0 ls0 ws0">Dodatkowe  </div><div class="t m0 x19 h16 y63 ff4 fs9 fc5 sc0 ls0 ws0">noty  </div><div class="t m0 x19 h16 y64 ff4 fs9 fc5 sc0 ls0 ws0">objaśniające </div><div class="t m0 x16 h18 y5c ff1 fs9 fc6 sc0 ls0 ws0">Sprawozdanie  </div><div class="t m0 x16 h18 y5d ff1 fs9 fc6 sc0 ls0 ws0">z całkowitych  </div><div class="t m0 x16 h18 y5e ff1 fs9 fc6 sc0 ls0 ws0">dochodów </div><div class="t m0 x1 h12 y3f2 ff4 fs7 fc4 sc0 ls0 ws0">12. <span class="_ _55"></span>Zo<span class="_ _17"></span>b<span class="_ _5"></span>owiązania ﬁnansowe </div><div class="t m0 x1 h28 y4f4 ff4 fsc fc2 sc0 ls0 ws0">12.1. Spec<span class="_ _17"></span>yﬁkacja <span class="_ _17"></span>zobowiąz<span class="_ _17"></span>ań ﬁnansowy<span class="_ _17"></span>ch </div><div class="t m0 x6 h1d yad ff4 fsb fc0 sc0 ls0 ws0">Opis <span class="_ _18f"> </span>31.12.2023</div><div class="c x160 y561 w23 h1e"><div class="t m0 x0 h1d y6c ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x22 h1d yad ff4 fsb fc0 sc0 ls0 ws0">31.12.2022</div><div class="c x47 y561 w22 h1e"><div class="t m0 x0 h1d y6c ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y562 ff3 fsb fc0 sc0 ls0 ws0">Pozosta<span class="_ _17"></span>ł<span class="_ _5"></span>e krótk<span class="_ _7"></span>oter<span class="_ _7"></span>. zobowią<span class="_ _17"></span>z<span class="_ _5"></span>. finansow<span class="_ _17"></span>e <span class="_ _d8"> </span>0</div><div class="c x160 y563 w23 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xc h1b y562 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x47 y563 w22 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y564 ff3 fsb fc0 sc0 ls0 ws0">Pozosta<span class="_ _17"></span>ł<span class="_ _5"></span>e z<span class="_ _17"></span>obowiązania finansow<span class="_ _17"></span>e krótk<span class="_ _17"></span>oterminowe <span class="_ _190"> </span>1 112</div><div class="c x160 y565 w23 h23"><div class="t m0 x0 h1b y72 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xc h1b y564 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x47 y565 w22 h23"><div class="t m0 x0 h1b y72 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y566 ff3 fsb fc0 sc0 ls0 ws0">Kredyty<span class="_ _7"></span>, pożyczki i in<span class="_ _17"></span>s<span class="_ _5"></span>trumenty dłu<span class="_ _2"></span>żne krótk<span class="_ _17"></span>oterminow<span class="_ _17"></span>e<span class="sc2"> <span class="_ _191"> </span></span>52 110</div><div class="c x160 y567 w23 h22"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc2 ls0 ws0"> </div></div><div class="t m0 x49 h1b y566 ff3 fsb fc0 sc0 ls0 ws0">55 530</div><div class="c x47 y567 w22 h22"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc2 ls0 ws0"> </div></div><div class="t m0 x6 h1b y568 ff3 fsb fc0 sc0 ls0 ws0">Zobow<span class="_ _17"></span>i<span class="_ _5"></span>ązania z tyt<span class="_ _17"></span>u<span class="_ _5"></span>łu leasingu<span class="_ _2"></span> krótk<span class="_ _7"></span>oterminowe<span class="sc2"> <span class="_ _192"> </span></span>1 059</div><div class="c x160 y569 w23 h21"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc2 ls0 ws0"> </div></div><div class="t m0 x4b h1b y568 ff3 fsb fc0 sc0 ls0 ws0">777</div><div class="c x47 y569 w22 h21"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc2 ls0 ws0"> </div></div><div class="t m0 x6 h1d y56a ff4 fsb fc0 sc0 ls0 ws0">Zobowiąza<span class="_ _17"></span>nia finansowe kró<span class="_ _17"></span>tkote<span class="_ _17"></span>rminowe <span class="_ _193"> </span>54 280</div><div class="c x160 y2c5 w23 h1e"><div class="t m0 x0 h1d y85 ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x49 h1d y56a ff4 fsb fc0 sc0 ls0 ws0">56 307</div><div class="c x47 y2c5 w22 h1e"><div class="t m0 x0 h1d y85 ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y56b ff3 fsb fc0 sc0 ls0 ws0">Pozosta<span class="_ _17"></span>ł<span class="_ _5"></span>e z<span class="_ _17"></span>obowiązania finansow<span class="_ _17"></span>e długoterminowe <span class="_ _5a"> </span>0</div><div class="c x160 y56c w23 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xc h1b y56b ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x47 y56c w22 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y19d ff3 fsb fc0 sc0 ls0 ws0">Kredyty<span class="_ _7"></span>, pożyczki i in<span class="_ _17"></span>s<span class="_ _5"></span>trumenty dłu<span class="_ _2"></span>żne długotermin<span class="_ _17"></span>owe <span class="_ _194"> </span>146 177</div><div class="c x160 y56d w23 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x46 h1b y19d ff3 fsb fc0 sc0 ls0 ws0">131 035</div><div class="c x47 y56d w22 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y56e ff3 fsb fc0 sc0 ls0 ws0">Zobow<span class="_ _17"></span>i<span class="_ _5"></span>ązania z tyt<span class="_ _17"></span>u<span class="_ _5"></span>łu leasingu<span class="_ _2"></span> długotermin<span class="_ _17"></span>owe <span class="_ _195"> </span>2 552</div><div class="c x160 y56f w23 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x4b h1b y56e ff3 fsb fc0 sc0 ls0 ws0">846</div><div class="c x47 y56f w22 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1d y7bc ff4 fsb fc0 sc0 ls0 ws0">Zobowiąza<span class="_ _17"></span>nia finansowe długo<span class="_ _17"></span>terminowe  <span class="_ _ac"> </span>148 730</div><div class="c x160 y7bd w23 h1e"><div class="t m0 x0 h1d y6c ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x46 h1d y7bc ff4 fsb fc0 sc0 ls0 ws0">131 881</div><div class="c x47 y7bd w22 h1e"><div class="t m0 x0 h1d y6c ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1d y288 ff4 fsb fc0 sc0 ls0 ws0">Zobowiąza<span class="_ _17"></span>nia finansowe raz<span class="_ _17"></span>em <span class="_ _15c"> </span>203 010</div><div class="c x160 y7be w23 h1e"><div class="t m0 x0 h1d y6c ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x46 h1d y288 ff4 fsb fc0 sc0 ls0 ws0">188 188</div><div class="c x47 y7be w22 h1e"><div class="t m0 x0 h1d y6c ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x1 h28 y7bf ff4 fsc fc2 sc0 ls0 ws0">12.2. W<span class="_ _2"></span>ymagalność <span class="_ _17"></span>zobowiąz<span class="_ _17"></span>ań ﬁnansowy<span class="_ _17"></span>ch w okresi<span class="_ _17"></span>e <span class="_ _5"></span>spra<span class="_ _17"></span>wo<span class="_ _17"></span>zda<span class="_ _17"></span>w-</div><div class="t m0 x1 h28 y7c0 ff4 fsc fc2 sc0 ls0 ws0">czym </div><div class="t m0 x6 h1d y7c1 ff4 fsb fc0 sc0 ls0 ws0">Opis </div><div class="t m0 x161 h1d y60e ff4 fsb fc0 sc0 ls0 ws0">Przeter<span class="_ _17"></span>-</div><div class="t m0 x162 h1d y7c2 ff4 fsb fc0 sc0 ls0 ws0">minow-</div><div class="t m0 x163 h1d y7c1 ff4 fsb fc0 sc0 ls0 ws0">ane</div><div class="c x14f y7c3 w26 h1e"><div class="t m0 x0 h1d y8a ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x13b h1d y7c1 ff4 fsb fc0 sc0 ls0 ws0">do 1 m-ca</div><div class="c x152 y7c3 w30 h1e"><div class="t m0 x0 h1d y8a ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x164 h1d y7c1 ff4 fsb fc0 sc0 ls0 ws0">1-3 mcy</div><div class="c xea y7c3 w2d h1e"><div class="t m0 x0 h1d y8a ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x12d h1d y60e ff4 fsb fc0 sc0 ls0 ws0">powyżej <span class="_ _17"></span>3 </div><div class="t m0 x7 h1d y7c2 ff4 fsb fc0 sc0 ls0 ws0">m-cy<span class="_ _17"></span> <span class="_ _5"></span>do 1 </div><div class="t m0 x165 h1d y7c1 ff4 fsb fc0 sc0 ls0 ws0">rok<span class="_ _2"></span>u</div><div class="c x166 y7c3 w2d h1e"><div class="t m0 x0 h1d y8a ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x74 h1d y7c2 ff4 fsb fc0 sc0 ls0 ws0">od 1 rok<span class="_ _17"></span>u </div><div class="t m0 x37 h1d y7c1 ff4 fsb fc0 sc0 ls0 ws0">do 2 lat</div><div class="c x39 y7c3 w2d h1e"><div class="t m0 x0 h1d y8a ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x167 h1d y7c2 ff4 fsb fc0 sc0 ls0 ws0">od 2 do 5 </div><div class="t m0 xbd h1d y7c1 ff4 fsb fc0 sc0 ls0 ws0">lat</div><div class="c x6e y7c3 w24 h1e"><div class="t m0 x0 h1d y8a ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x64 h1d y7c2 ff4 fsb fc0 sc0 ls0 ws0">powyżej <span class="_ _17"></span>5 </div><div class="t m0 x84 h1d y7c1 ff4 fsb fc0 sc0 ls0 ws0">lat</div><div class="c x11f y7c3 w29 h1e"><div class="t m0 x0 h1d y8a ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6d h1d y7c1 ff4 fsb fc0 sc0 ls0 ws0">Razem</div><div class="c x47 y7c3 w22 h1e"><div class="t m0 x0 h1d y8a ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y7c4 ff3 fsb fc0 sc0 ls0 ws0">Kredyty dł<span class="_ _17"></span>u<span class="_ _5"></span>goterminow<span class="_ _17"></span>e <span class="_ _21"> </span>0</div><div class="c x14f y1c3 w26 h1e"><div class="t m0 x0 h1b y85 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xfa h1b y7c4 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x152 y1c3 w30 h1e"><div class="t m0 x0 h1b y85 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x16 h1b y7c4 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c xea y1c3 w2d h1e"><div class="t m0 x0 h1b y85 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x8c h1b y7c4 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x166 y1c3 w2d h1e"><div class="t m0 x0 h1b y85 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x24 h1b y7c4 ff3 fsb fc0 sc0 ls0 ws0">3 289</div><div class="c x39 y1c3 w2d h1e"><div class="t m0 x0 h1b y85 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xec h1b y7c4 ff3 fsb fc0 sc0 ls0 ws0">6 588</div><div class="c x6e y1c3 w24 h1e"><div class="t m0 x0 h1b y85 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x168 h1b y7c4 ff3 fsb fc0 sc0 ls0 ws0">2 941</div><div class="c x11f y1c3 w29 h1e"><div class="t m0 x0 h1b y85 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x49 h1b y7c4 ff3 fsb fc0 sc0 ls0 ws0">12 818</div><div class="c x47 y1c3 w22 h1e"><div class="t m0 x0 h1b y85 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y7c5 ff3 fsb fc0 sc0 ls0 ws0">Pożyczki d<span class="_ _17"></span>ł<span class="_ _5"></span>ugoterminow<span class="_ _17"></span>e <span class="_ _133"> </span>0</div><div class="c x14f y7c6 w26 h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xfa h1b y7c5 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x152 y7c6 w30 h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x16 h1b y7c5 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c xea y7c6 w2d h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x8c h1b y7c5 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x166 y7c6 w2d h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x2c h1b y7c5 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x39 y7c6 w2d h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x71 h1b y7c5 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x6e y7c6 w24 h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x15c h1b y7c5 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x11f y7c6 w29 h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xc h1b y7c5 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x47 y7c6 w22 h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y9b ff3 fsb fc0 sc0 ls0 ws0">Obligacje długoterm<span class="_ _17"></span>inowe <span class="_ _196"> </span>0</div><div class="c x14f y7c7 w26 h23"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xfa h1b y9b ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x152 y7c7 w30 h23"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x16 h1b y9b ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c xea y7c7 w2d h23"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x8c h1b y9b ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x166 y7c7 w2d h23"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x143 h1b y9b ff3 fsb fc0 sc0 ls0 ws0">50 500</div><div class="c x39 y7c7 w2d h23"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x91 h1b y9b ff3 fsb fc0 sc0 ls0 ws0">105 281</div><div class="c x6e y7c7 w24 h23"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x15c h1b y9b ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x11f y7c7 w29 h23"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x46 h1b y9b ff3 fsb fc0 sc0 ls0 ws0">155 782</div><div class="c x47 y7c7 w22 h23"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y7c8 ff3 fsb fc0 sc0 ls0 ws0">Leasingi długoter<span class="_ _17"></span>mi<span class="_ _5"></span>nowe<span class="_ _17"></span> <span class="_ _197"> </span>0</div><div class="c x14f y20f w26 h1e"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xfa h1b y7c8 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x152 y20f w30 h1e"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x16 h1b y7c8 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c xea y20f w2d h1e"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x8c h1b y7c8 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x166 y20f w2d h1e"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x117 h1b y7c8 ff3 fsb fc0 sc0 ls0 ws0">858</div><div class="c x39 y20f w2d h1e"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xec h1b y7c8 ff3 fsb fc0 sc0 ls0 ws0">1 947</div><div class="c x6e y20f w24 h1e"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x15c h1b y7c8 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x11f y20f w29 h1e"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x146 h1b y7c8 ff3 fsb fc0 sc0 ls0 ws0">2 805</div><div class="c x47 y20f w22 h1e"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y7c9 ff3 fsb fc0 sc0 ls0 ws0">Zobow<span class="_ _17"></span>i<span class="_ _5"></span>ązania poc<span class="_ _17"></span>hodne </div><div class="t m0 x6 h1b y7ca ff3 fsb fc0 sc0 ls0 ws0">długoterminow<span class="_ _2"></span>e <span class="_ _88"> </span>0</div><div class="c x14f y7cb w26 h1e"><div class="t m0 x0 h1b y8a ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xfa h1b y7ca ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x152 y7cb w30 h1e"><div class="t m0 x0 h1b y8a ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x16 h1b y7ca ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c xea y7cb w2d h1e"><div class="t m0 x0 h1b y8a ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x8c h1b y7ca ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x166 y7cb w2d h1e"><div class="t m0 x0 h1b y8a ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x2c h1b y7ca ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x39 y7cb w2d h1e"><div class="t m0 x0 h1b y8a ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x71 h1b y7ca ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x6e y7cb w24 h1e"><div class="t m0 x0 h1b y8a ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x15c h1b y7ca ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x11f y7cb w29 h1e"><div class="t m0 x0 h1b y8a ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xc h1b y7ca ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x47 y7cb w22 h1e"><div class="t m0 x0 h1b y8a ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y381 ff3 fsb fc0 sc0 ls0 ws0">Kredyty kró<span class="_ _2"></span>tk<span class="_ _17"></span>oterminowe <span class="_ _198"> </span>0</div><div class="c x14f y7cc w26 h1e"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x113 h1b y381 ff3 fsb fc0 sc0 ls0 ws0">294</div><div class="c x152 y7cc w30 h1e"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x169 h1b y381 ff3 fsb fc0 sc0 ls0 ws0">581</div><div class="c xea y7cc w2d h1e"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xef h1b y381 ff3 fsb fc0 sc0 ls0 ws0">2 572</div><div class="c x166 y7cc w2d h1e"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x2c h1b y381 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x39 y7cc w2d h1e"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x71 h1b y381 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x6e y7cc w24 h1e"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x15c h1b y381 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x11f y7cc w29 h1e"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x146 h1b y381 ff3 fsb fc0 sc0 ls0 ws0">3 447</div><div class="c x47 y7cc w22 h1e"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y7cd ff3 fsb fc0 sc0 ls0 ws0">Pożyczki k<span class="_ _17"></span>rótkoter<span class="_ _17"></span>minowe <span class="_ _12c"> </span>0</div><div class="c x14f y109 w26 h1e"><div class="t m0 x0 h1b y85 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xfa h1b y7cd ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x152 y109 w30 h1e"><div class="t m0 x0 h1b y85 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x16 h1b y7cd ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c xea y109 w2d h1e"><div class="t m0 x0 h1b y85 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x8c h1b y7cd ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x166 y109 w2d h1e"><div class="t m0 x0 h1b y85 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x2c h1b y7cd ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x39 y109 w2d h1e"><div class="t m0 x0 h1b y85 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x71 h1b y7cd ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x6e y109 w24 h1e"><div class="t m0 x0 h1b y85 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x15c h1b y7cd ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x11f y109 w29 h1e"><div class="t m0 x0 h1b y85 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xc h1b y7cd ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x47 y109 w22 h1e"><div class="t m0 x0 h1b y85 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y7ce ff3 fsb fc0 sc0 ls0 ws0">Obligacje krótk<span class="_ _7"></span>oterminowe <span class="_ _199"> </span>0</div><div class="c x14f y2ff w26 h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xfa h1b y7ce ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x152 y2ff w30 h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x16a h1b y7ce ff3 fsb fc0 sc0 ls0 ws0">4 649</div><div class="c xea y2ff w2d h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x16b h1b y7ce ff3 fsb fc0 sc0 ls0 ws0">64 014</div><div class="c x166 y2ff w2d h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x2c h1b y7ce ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x39 y2ff w2d h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x71 h1b y7ce ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x6e y2ff w24 h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x15c h1b y7ce ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x11f y2ff w29 h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x49 h1b y7ce ff3 fsb fc0 sc0 ls0 ws0">68 663</div><div class="c x47 y2ff w22 h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y7cf ff3 fsb fc0 sc0 ls0 ws0">Leasingi kr<span class="_ _17"></span>ót<span class="_ _5"></span>k<span class="_ _17"></span>oterminowe<span class="_ _17"></span> <span class="_ _59"> </span>0</div><div class="c x14f y2dc w26 h1e"><div class="t m0 x0 h1b y85 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x113 h1b y7cf ff3 fsb fc0 sc0 ls0 ws0">108</div><div class="c x152 y2dc w30 h1e"><div class="t m0 x0 h1b y85 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x169 h1b y7cf ff3 fsb fc0 sc0 ls0 ws0">202</div><div class="c xea y2dc w2d h1e"><div class="t m0 x0 h1b y85 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x8b h1b y7cf ff3 fsb fc0 sc0 ls0 ws0">930</div><div class="c x166 y2dc w2d h1e"><div class="t m0 x0 h1b y85 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x2c h1b y7cf ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x39 y2dc w2d h1e"><div class="t m0 x0 h1b y85 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x71 h1b y7cf ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x6e y2dc w24 h1e"><div class="t m0 x0 h1b y85 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x15c h1b y7cf ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x11f y2dc w29 h1e"><div class="t m0 x0 h1b y85 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x146 h1b y7cf ff3 fsb fc0 sc0 ls0 ws0">1 240</div><div class="c x47 y2dc w22 h1e"><div class="t m0 x0 h1b y85 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y283 ff3 fsb fc0 sc0 ls0 ws0">Zobow<span class="_ _17"></span>i<span class="_ _5"></span>ązania poc<span class="_ _17"></span>hodne kró-</div><div class="t m0 x6 h1b y5cc ff3 fsb fc0 sc0 ls0 ws0">tk<span class="_ _17"></span>oterminowe <span class="_ _19a"> </span>0</div><div class="c x14f y7d0 w26 h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xfa h1b y5cc ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x152 y7d0 w30 h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x16 h1b y5cc ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c xea y7d0 w2d h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xef h1b y5cc ff3 fsb fc0 sc0 ls0 ws0">1 112</div><div class="c x166 y7d0 w2d h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x2c h1b y5cc ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x39 y7d0 w2d h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x71 h1b y5cc ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x6e y7d0 w24 h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x15c h1b y5cc ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x11f y7d0 w29 h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x146 h1b y5cc ff3 fsb fc0 sc0 ls0 ws0">1 112</div><div class="c x47 y7d0 w22 h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1d y7d1 ff4 fsb fc0 sc0 ls0 ws0">Zobowiąza<span class="_ _17"></span>nia finansowe – </div><div class="t m0 x6 h1d y7d2 ff4 fsb fc0 sc0 ls0 ws0">wymagalność <span class="_ _17"></span><span class="ff5"> <span class="_ _16"> </span><span class="ff4">0</span></span></div><div class="c x14f y7d3 w26 h1e"><div class="t m0 x0 h3c y85 ff5 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x113 h1d y7d2 ff4 fsb fc0 sc0 ls0 ws0">402</div><div class="c x152 y7d3 w30 h1e"><div class="t m0 x0 h1b y85 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x16a h1d y7d2 ff4 fsb fc0 sc0 ls0 ws0">5 432</div><div class="c xea y7d3 w2d h1e"><div class="t m0 x0 h1b y85 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x16b h1d y7d2 ff4 fsb fc0 sc0 ls0 ws0">68 628</div><div class="c x166 y7d3 w2d h1e"><div class="t m0 x0 h1b y85 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x143 h1d y7d2 ff4 fsb fc0 sc0 ls0 ws0">54 647</div><div class="c x39 y7d3 w2d h1e"><div class="t m0 x0 h1b y85 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x16c h1d y7d2 ff4 fsb fc0 sc0 ls0 ws0">113 816</div><div class="c x6e y7d3 w24 h1e"><div class="t m0 x0 h1b y85 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x168 h1d y7d2 ff4 fsb fc0 sc0 ls0 ws0">2 941</div><div class="c x11f y7d3 w29 h1e"><div class="t m0 x0 h1b y85 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x46 h1d y7d2 ff4 fsb fc0 sc0 ls0 ws0">245 867</div><div class="c x47 y7d3 w22 h1e"><div class="t m0 x0 h1b y85 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x1 h4 y7d4 ff3 fs1 fc0 sc0 ls0 ws0">W roku 2023<span class="_ _5"></span> <span class="_ _5"></span>wymagalność zobowiązań <span class="_ _5"></span>ﬁnansowych, jako miara ryzyka p<span class="_ _5"></span>łynności, została <span class="_ _5"></span>przygotowana <span class="_ _5"></span>na <span class="_ _5"></span>bazie <span class="_ _5"></span>nie-</div><div class="t m0 x1 h4 y7d5 ff3 fs1 fc0 sc0 ls0 ws0">zdysk<span class="_ _7"></span>on<span class="_ _5"></span>towanych umownych przepływów <span class="_ _5"></span>pieniężnych i <span class="_ _5"></span>obejmuje<span class="_ _5"></span> <span class="_ _5"></span>płatności <span class="_ _5"></span>kapitału <span class="_ _5"></span>jak <span class="_ _5"></span>i <span class="_ _5"></span>o<span class="_ _5"></span>dsetek. <span class="_ _5"></span>Kwoty w <span class="_ _32"></span>walucie <span class="_ _5"></span>zo-</div><div class="t m0 x1 h4 y7d6 ff3 fs1 fc0 sc0 ls0 ws0">stały <span class="_ _5"></span>przeliczone <span class="_ _5"></span>na<span class="_ _5"></span> <span class="_ _5"></span>złote <span class="_ _32"></span>wg <span class="_ _5"></span>kursu <span class="_ _5"></span>NBP <span class="_ _5"></span>na<span class="_ _5"></span> <span class="_ _5"></span>koniec <span class="_ _5"></span>okresu, <span class="_ _5"></span>a <span class="_ _32"></span>płatności <span class="_ _5"></span>o<span class="_ _5"></span>dsetek <span class="_ _5"></span>zostały <span class="_ _5"></span>skalkul<span class="_ _17"></span>owa<span class="_ _5"></span>ne <span class="_ _5"></span>w <span class="_ _32"></span>oparciu <span class="_ _5"></span>o <span class="_ _32"></span>stopę </div><div class="t m0 x1 h4 y7d7 ff3 fs1 fc0 sc0 ls0 ws0">procentową obowiązującą w ostatni<span class="_ _2"></span>m okresie odsetk<span class="_ _17"></span>owym przed 31 grudnia 2<span class="_ _17"></span>023<span class="_ _5"></span> roku <span class="_ _17"></span>o<span class="_ _5"></span>raz 31 grudnia 2022 rok<span class="_ _17"></span>u. </div><div class="t m0 x1 h4 y366 ff3 fs1 fc0 sc0 ls0 ws0">W<span class="_ _17"></span>artość wymagalnych odsetek na dzień bilansowy wyniosła 41<span class="_ _17"></span>.299<span class="_ _5"></span> tys. zł. </div></div><div class="pi" ></div></div><div id="pf3c" class="pf w0 h0" ><div class="pc pc3c w0 h0"><img class="bi x11 y7d8 wc h6f" alt="" 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"/><div class="t m0 x1 h2 y1 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h3 y53 ff1 fs0 fc1 sc0 ls0 ws0">Jednostkowe sprawozdanie ﬁnansowe Dekpol S.A.<span class="ff2"> <span class="_ _14"> </span> <span class="_ _4f"> </span><span class="ff3 fc0">za okres od 01.01.2023 do 31.12.2023</span></span></div><div class="t m0 x3c h4 y54 ff3 fs1 fc0 sc0 ls0 ws0"> <span class="_ _3"></span> <span class="_ _4"> </span> <span class="_ _4"> </span> </div><div class="t m0 xb4 h3 y53 ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="c x54 y5fa w2e h6"><div class="t m0 x0 h5 y5fb ff1 fs2 fc0 sc0 ls0 ws0">60</div></div><div class="t m0 x13 h18 y56 ff1 fs9 fc6 sc0 ls0 ws0">Wprowadzenie </div><div class="t m0 x15 h18 y59 ff1 fs9 fc6 sc0 ls0 ws0">Sprawozdanie  </div><div class="t m0 x15 h18 y5a ff1 fs9 fc6 sc0 ls0 ws0">z sytuacji </div><div class="t m0 x15 h18 y5b ff1 fs9 fc6 sc0 ls0 ws0">ﬁnansowej </div><div class="t m0 x17 h18 y5f ff1 fs9 fc6 sc0 ls0 ws0">Sprawozdanie  </div><div class="t m0 x17 h18 y60 ff1 fs9 fc6 sc0 ls0 ws0">z przepływów </div><div class="t m0 x17 h18 y61 ff1 fs9 fc6 sc0 ls0 ws0">pieniężnych </div><div class="t m0 x18 h18 y5c ff1 fs9 fc6 sc0 ls0 ws0">Sprawozdanie  </div><div class="t m0 x18 h18 y5d ff1 fs9 fc6 sc0 ls0 ws0">ze zmian w kapitale </div><div class="t m0 x18 h18 y5e ff1 fs9 fc6 sc0 ls0 ws0">własnym </div><div class="t m0 x19 h16 y62 ff4 fs9 fc5 sc0 ls0 ws0">Dodatkowe  </div><div class="t m0 x19 h16 y63 ff4 fs9 fc5 sc0 ls0 ws0">noty  </div><div class="t m0 x19 h16 y64 ff4 fs9 fc5 sc0 ls0 ws0">objaśniające </div><div class="t m0 x16 h18 y5c ff1 fs9 fc6 sc0 ls0 ws0">Sprawozdanie  </div><div class="t m0 x16 h18 y5d ff1 fs9 fc6 sc0 ls0 ws0">z całkowitych  </div><div class="t m0 x16 h18 y5e ff1 fs9 fc6 sc0 ls0 ws0">dochodów </div><div class="t m0 x1 h28 y798 ff4 fsc fc2 sc0 ls0 ws0">12.3. W<span class="_ _2"></span>ymagalność <span class="_ _17"></span>zobowiąz<span class="_ _17"></span>ań ﬁnansowy<span class="_ _17"></span>ch w poprz<span class="_ _17"></span>ednim okresie </div><div class="t m0 x1 h28 y7d9 ff4 fsc fc2 sc0 ls0 ws0">spra<span class="_ _17"></span>wozda<span class="_ _7"></span>wczym  </div><div class="t m0 x6 h1d y7da ff4 fsb fc0 sc0 ls0 ws0">Opis </div><div class="t m0 x161 h1d y50f ff4 fsb fc0 sc0 ls0 ws0">Przeter<span class="_ _17"></span>-</div><div class="t m0 x141 h1d y7db ff4 fsb fc0 sc0 ls0 ws0">mino-</div><div class="t m0 x141 h1d y7da ff4 fsb fc0 sc0 ls0 ws0">wane</div><div class="c x14f y7dc w26 h23"><div class="t m0 x0 h1d y72 ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xf2 h1d y7db ff4 fsb fc0 sc0 ls0 ws0">Do </div><div class="c x124 y7dd w3d h1e"><div class="t m0 x0 h1d y6c ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x159 h1d y7da ff4 fsb fc0 sc0 ls0 ws0">1 m-ca</div><div class="c x152 y7dc w30 h23"><div class="t m0 x0 h1d y72 ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x136 h1d y7db ff4 fsb fc0 sc0 ls0 ws0">Do </div><div class="c x16d y7dd w3c h1e"><div class="t m0 x0 h1d y6c ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x164 h1d y7da ff4 fsb fc0 sc0 ls0 ws0">1-3 mcy</div><div class="c xea y7dc w2d h23"><div class="t m0 x0 h1d y72 ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x16e h1d y50f ff4 fsb fc0 sc0 ls0 ws0">Powyżej </div><div class="c xb4 y7de w3c h1f"><div class="t m0 x0 h1d y6c ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xe3 h1d y7db ff4 fsb fc0 sc0 ls0 ws0">3 m-cy </div><div class="c xb4 y7dd w3c h1e"><div class="t m0 x0 h1d y6c ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x16f h1d y7da ff4 fsb fc0 sc0 ls0 ws0">do 1 rok<span class="_ _17"></span>u</div><div class="c x166 y7dc w2d h23"><div class="t m0 x0 h1d y72 ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x3d h1d y7db ff4 fsb fc0 sc0 ls0 ws0">Od 1 rok<span class="_ _17"></span>u </div><div class="t m0 x37 h1d y7da ff4 fsb fc0 sc0 ls0 ws0">do 2 lat</div><div class="c x39 y7dc w2d h23"><div class="t m0 x0 h1d y72 ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x18 h1d y7db ff4 fsb fc0 sc0 ls0 ws0">Od 2 </div><div class="c x67 y7dd w10 h1e"><div class="t m0 x0 h1d y6c ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x170 h1d y7da ff4 fsb fc0 sc0 ls0 ws0">do 5 lat</div><div class="c x6e y7dc w24 h23"><div class="t m0 x0 h1d y72 ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x29 h1d y7db ff4 fsb fc0 sc0 ls0 ws0">Powyżej </div><div class="c x171 y7dd w3e h1e"><div class="t m0 x0 h1d y6c ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x59 h1d y7da ff4 fsb fc0 sc0 ls0 ws0">5 lat</div><div class="c x11f y7dc w29 h23"><div class="t m0 x0 h1d y72 ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6d h1d y7da ff4 fsb fc0 sc0 ls0 ws0">Razem</div><div class="c x47 y7dc w22 h23"><div class="t m0 x0 h1d y72 ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y7df ff3 fsb fc0 sc0 ls0 ws0">Kredyty dł<span class="_ _17"></span>u<span class="_ _5"></span>goterminow<span class="_ _17"></span>e <span class="_ _21"> </span>0</div><div class="c x14f yad w26 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xfa h1b y7df ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x152 yad w30 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x16 h1b y7df ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c xea yad w2d h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x8c h1b y7df ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x166 yad w2d h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x24 h1b y7df ff3 fsb fc0 sc0 ls0 ws0">1 121</div><div class="c x39 yad w2d h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xec h1b y7df ff3 fsb fc0 sc0 ls0 ws0">1 868</div><div class="c x6e yad w24 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xdb h1b y7df ff3 fsb fc0 sc0 ls0 ws0">12 842</div><div class="c x11f yad w29 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x49 h1b y7df ff3 fsb fc0 sc0 ls0 ws0">15 831</div><div class="c x47 yad w22 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y7e0 ff3 fsb fc0 sc0 ls0 ws0">Pożyczki d<span class="_ _17"></span>ł<span class="_ _5"></span>ugoterminow<span class="_ _17"></span>e <span class="_ _133"> </span>0</div><div class="c x14f y7e1 w26 h1e"><div class="t m0 x0 h1b y72 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xfa h1b y7e0 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x152 y7e1 w30 h1e"><div class="t m0 x0 h1b y72 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x16 h1b y7e0 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c xea y7e1 w2d h1e"><div class="t m0 x0 h1b y72 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x8c h1b y7e0 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x166 y7e1 w2d h1e"><div class="t m0 x0 h1b y72 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x2c h1b y7e0 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x39 y7e1 w2d h1e"><div class="t m0 x0 h1b y72 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x71 h1b y7e0 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x6e y7e1 w24 h1e"><div class="t m0 x0 h1b y72 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x15c h1b y7e0 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x11f y7e1 w29 h1e"><div class="t m0 x0 h1b y72 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xc h1b y7e0 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x47 y7e1 w22 h1e"><div class="t m0 x0 h1b y72 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y7e2 ff3 fsb fc0 sc0 ls0 ws0">Obligacje długoterm<span class="_ _17"></span>inowe <span class="_ _196"> </span>0</div><div class="c x14f y7e3 w26 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xfa h1b y7e2 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x152 y7e3 w30 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x16 h1b y7e2 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c xea y7e3 w2d h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x8c h1b y7e2 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x166 y7e3 w2d h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x143 h1b y7e2 ff3 fsb fc0 sc0 ls0 ws0">88 275</div><div class="c x39 y7e3 w2d h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6c h1b y7e2 ff3 fsb fc0 sc0 ls0 ws0">27 683</div><div class="c x6e y7e3 w24 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x15c h1b y7e2 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x11f y7e3 w29 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x46 h1b y7e2 ff3 fsb fc0 sc0 ls0 ws0">115 959</div><div class="c x47 y7e3 w22 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y7e4 ff3 fsb fc0 sc0 ls0 ws0">Leasingi długoter<span class="_ _17"></span>mi<span class="_ _5"></span>nowe<span class="_ _17"></span> <span class="_ _197"> </span>0</div><div class="c x14f y7e5 w26 h23"><div class="t m0 x0 h1b y72 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xfa h1b y7e4 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x152 y7e5 w30 h23"><div class="t m0 x0 h1b y72 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x16 h1b y7e4 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c xea y7e5 w2d h23"><div class="t m0 x0 h1b y72 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x8c h1b y7e4 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x166 y7e5 w2d h23"><div class="t m0 x0 h1b y72 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x117 h1b y7e4 ff3 fsb fc0 sc0 ls0 ws0">550</div><div class="c x39 y7e5 w2d h23"><div class="t m0 x0 h1b y72 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x68 h1b y7e4 ff3 fsb fc0 sc0 ls0 ws0">297</div><div class="c x6e y7e5 w24 h23"><div class="t m0 x0 h1b y72 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x15c h1b y7e4 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x11f y7e5 w29 h23"><div class="t m0 x0 h1b y72 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x4b h1b y7e4 ff3 fsb fc0 sc0 ls0 ws0">846</div><div class="c x47 y7e5 w22 h23"><div class="t m0 x0 h1b y72 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y7e6 ff3 fsb fc0 sc0 ls0 ws0">Zobow<span class="_ _17"></span>i<span class="_ _5"></span>ązania poc<span class="_ _17"></span>hodne </div><div class="t m0 x6 h1b y7e7 ff3 fsb fc0 sc0 ls0 ws0">długoterminow<span class="_ _2"></span>e <span class="_ _88"> </span>0</div><div class="c x14f y17d w26 h1e"><div class="t m0 x0 h1b y72 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xfa h1b y7e7 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x152 y17d w30 h1e"><div class="t m0 x0 h1b y72 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x16 h1b y7e7 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c xea y17d w2d h1e"><div class="t m0 x0 h1b y72 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x8c h1b y7e7 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x166 y17d w2d h1e"><div class="t m0 x0 h1b y72 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x2c h1b y7e7 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x39 y17d w2d h1e"><div class="t m0 x0 h1b y72 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x71 h1b y7e7 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x6e y17d w24 h1e"><div class="t m0 x0 h1b y72 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x15c h1b y7e7 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x11f y17d w29 h1e"><div class="t m0 x0 h1b y72 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xc h1b y7e7 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x47 y17d w22 h1e"><div class="t m0 x0 h1b y72 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y7e8 ff3 fsb fc0 sc0 ls0 ws0">Kredyty kró<span class="_ _2"></span>tk<span class="_ _17"></span>oterminowe <span class="_ _198"> </span>0</div><div class="c x14f y7e9 w26 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x172 h1b y7e8 ff3 fsb fc0 sc0 ls0 ws0">93</div><div class="c x152 y7e9 w30 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x169 h1b y7e8 ff3 fsb fc0 sc0 ls0 ws0">187</div><div class="c xea y7e9 w2d h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xef h1b y7e8 ff3 fsb fc0 sc0 ls0 ws0">3 743</div><div class="c x166 y7e9 w2d h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x2c h1b y7e8 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x39 y7e9 w2d h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x71 h1b y7e8 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x6e y7e9 w24 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x15c h1b y7e8 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x11f y7e9 w29 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x146 h1b y7e8 ff3 fsb fc0 sc0 ls0 ws0">4 024</div><div class="c x47 y7e9 w22 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y7ea ff3 fsb fc0 sc0 ls0 ws0">Pożyczki k<span class="_ _17"></span>rótkoter<span class="_ _17"></span>minowe <span class="_ _12c"> </span>0</div><div class="c x14f y7eb w26 h23"><div class="t m0 x0 h1b y72 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xfa h1b y7ea ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x152 y7eb w30 h23"><div class="t m0 x0 h1b y72 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x16 h1b y7ea ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c xea y7eb w2d h23"><div class="t m0 x0 h1b y72 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x8c h1b y7ea ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x166 y7eb w2d h23"><div class="t m0 x0 h1b y72 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x2c h1b y7ea ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x39 y7eb w2d h23"><div class="t m0 x0 h1b y72 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x71 h1b y7ea ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x6e y7eb w24 h23"><div class="t m0 x0 h1b y72 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x15c h1b y7ea ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x11f y7eb w29 h23"><div class="t m0 x0 h1b y72 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xc h1b y7ea ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x47 y7eb w22 h23"><div class="t m0 x0 h1b y72 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y7ec ff3 fsb fc0 sc0 ls0 ws0">Obligacje krótk<span class="_ _7"></span>oterminowe <span class="_ _199"> </span>0</div><div class="c x14f y7ed w26 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xfa h1b y7ec ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x152 y7ed w30 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x16 h1b y7ec ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c xea y7ed w2d h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x16b h1b y7ec ff3 fsb fc0 sc0 ls0 ws0">50 751</div><div class="c x166 y7ed w2d h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x2c h1b y7ec ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x39 y7ed w2d h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x71 h1b y7ec ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x6e y7ed w24 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x15c h1b y7ec ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x11f y7ed w29 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x49 h1b y7ec ff3 fsb fc0 sc0 ls0 ws0">50 751</div><div class="c x47 y7ed w22 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y48b ff3 fsb fc0 sc0 ls0 ws0">Leasingi kr<span class="_ _17"></span>ót<span class="_ _5"></span>k<span class="_ _17"></span>oterminowe<span class="_ _17"></span> <span class="_ _59"> </span>0</div><div class="c x14f y7ee w26 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x172 h1b y48b ff3 fsb fc0 sc0 ls0 ws0">59</div><div class="c x152 y7ee w30 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x169 h1b y48b ff3 fsb fc0 sc0 ls0 ws0">116</div><div class="c xea y7ee w2d h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x8b h1b y48b ff3 fsb fc0 sc0 ls0 ws0">602</div><div class="c x166 y7ee w2d h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x2c h1b y48b ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x39 y7ee w2d h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x71 h1b y48b ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x6e y7ee w24 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x15c h1b y48b ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x11f y7ee w29 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x4b h1b y48b ff3 fsb fc0 sc0 ls0 ws0">777</div><div class="c x47 y7ee w22 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y4fb ff3 fsb fc0 sc0 ls0 ws0">Zobow<span class="_ _17"></span>i<span class="_ _5"></span>ązania poc<span class="_ _17"></span>hodne kró-</div><div class="t m0 x6 h1b y7ef ff3 fsb fc0 sc0 ls0 ws0">tk<span class="_ _17"></span>oterminowe <span class="_ _19a"> </span>0</div><div class="c x14f y7f0 w26 h23"><div class="t m0 x0 h1b y72 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xfa h1b y7ef ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x152 y7f0 w30 h23"><div class="t m0 x0 h1b y72 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x16 h1b y7ef ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c xea y7f0 w2d h23"><div class="t m0 x0 h1b y72 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x8c h1b y7ef ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x166 y7f0 w2d h23"><div class="t m0 x0 h1b y72 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x2c h1b y7ef ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x39 y7f0 w2d h23"><div class="t m0 x0 h1b y72 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x71 h1b y7ef ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x6e y7f0 w24 h23"><div class="t m0 x0 h1b y72 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x15c h1b y7ef ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x11f y7f0 w29 h23"><div class="t m0 x0 h1b y72 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xc h1b y7ef ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x47 y7f0 w22 h23"><div class="t m0 x0 h1b y72 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1d y7f1 ff4 fsb fc0 sc0 ls0 ws0">Zobowiąza<span class="_ _17"></span>nia finansowe – </div><div class="t m0 x6 h1d y3ea ff4 fsb fc0 sc0 ls0 ws0">wymagalność<span class="_ _2"></span> <span class="_ _72"> </span>0</div><div class="c x14f y31c w26 h1e"><div class="t m0 x0 h1d y6c ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x113 h1d y3ea ff4 fsb fc0 sc0 ls0 ws0">152</div><div class="c x152 y31c w30 h1e"><div class="t m0 x0 h1d y6c ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x169 h1d y3ea ff4 fsb fc0 sc0 ls0 ws0">303</div><div class="c xea y31c w2d h1e"><div class="t m0 x0 h1d y6c ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x16b h1d y3ea ff4 fsb fc0 sc0 ls0 ws0">55 097</div><div class="c x166 y31c w2d h1e"><div class="t m0 x0 h1d y6c ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x143 h1d y3ea ff4 fsb fc0 sc0 ls0 ws0">89 946</div><div class="c x39 y31c w2d h1e"><div class="t m0 x0 h1d y6c ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6c h1d y3ea ff4 fsb fc0 sc0 ls0 ws0">29 848</div><div class="c x6e y31c w24 h1e"><div class="t m0 x0 h1d y6c ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xdb h1d y3ea ff4 fsb fc0 sc0 ls0 ws0">12 842</div><div class="c x11f y31c w29 h1e"><div class="t m0 x0 h1d y6c ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x46 h1d y3ea ff4 fsb fc0 sc0 ls0 ws0">188 188</div><div class="c x47 y31c w22 h1e"><div class="t m0 x0 h1d y6c ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x1 h28 y741 ff4 fsc fc2 sc0 ls0 ws0">12.4. W<span class="_ _7"></span>arunki zobo<span class="_ _17"></span>wiązań ﬁnansow<span class="_ _17"></span>ych </div><div class="t m0 x1 h2b y7f2 ff2 fsa fc2 sc3 ls0 ws0">Z tytułu <span class="_ _5"></span>p<span class="_ _5"></span>ożyc<span class="_ _5"></span>zek<span class="_ _5"></span> <span class="_ _5"></span>i <span class="_ _5"></span>kre<span class="_ _5"></span>d<span class="_ _5"></span>y<span class="_ _5"></span>tó<span class="_ _32"></span>w <span class="_ _5"></span>w wa<span class="_ _5"></span>rtoś<span class="_ _5"></span>ciac<span class="_ _5"></span>h n<span class="_ _5"></span>omi<span class="_ _5"></span>n<span class="_ _5"></span>al<span class="_ _5"></span>nych<span class="_ _5"></span> (w <span class="_ _5"></span>tys.<span class="_ _5"></span>)<span class="_ _52"> </span> </div><div class="t m0 x6 h3c y746 ff5 fsb fc0 sc0 ls0 ws0">Kredyty i<span class="_ _2"></span> pożyczki  </div><div class="t m0 x6 h1d y7f3 ff5 fsb fc0 sc0 ls0 ws0">na dzień<span class="_ _2"></span> 31.12.2023<span class="ff4"> </span></div><div class="t m0 x173 h1d y7f4 ff4 fsb fc0 sc0 ls0 ws0">W<span class="_ _17"></span>artość </div><div class="t m0 x128 h1d y746 ff4 fsb fc0 sc0 ls0 ws0">kredytu</div><div class="c x152 y7f5 w30 h1e"><div class="t m0 x0 h1d y8d ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x174 h1d y7f3 ff4 fsb fc0 sc0 ls0 ws0">/poży<span class="_ _17"></span>cz<span class="_ _5"></span>ki*</div><div class="c x152 y7f6 w30 h1e"><div class="t m0 x0 h1d y8d ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xea h1d y7f3 ff4 fsb fc0 sc0 ls0 ws0">Saldo</div><div class="c x115 y7f6 w24 h1e"><div class="t m0 x0 h1d y8d ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xe6 h1d y7f3 ff4 fsb fc0 sc0 ls0 ws0">W<span class="_ _17"></span>aluta</div><div class="c x175 y7f6 w2d h1e"><div class="t m0 x0 h1d y8d ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x34 h1d y746 ff4 fsb fc0 sc0 ls0 ws0">Stopa </div><div class="c x77 y7f5 w10 h1e"><div class="t m0 x0 h1d y8d ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6c h1d y7f3 ff4 fsb fc0 sc0 ls0 ws0">procentowa</div><div class="c x176 y7f6 w24 h1e"><div class="t m0 x0 h1d y8d ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x5c h1d y746 ff4 fsb fc0 sc0 ls0 ws0">Umowna </div><div class="c x47 y7f5 w10 h1e"><div class="t m0 x0 h1d y8d ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x171 h1d y7f3 ff4 fsb fc0 sc0 ls0 ws0">data spłaty</div><div class="c x4e y7f6 w24 h1e"><div class="t m0 x0 h1d y8d ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1d y7f7 ff4 fsb fc0 sc0 ls0 ws0">Długotermino<span class="_ _2"></span>we <span class="_ _12e"> </span> <span class="_ _21"> </span> <span class="_ _21"> </span> <span class="_ _21"> </span> <span class="_ _21"> </span> </div><div class="t m0 x6 h1b y6ce ff3 fsb fc0 sc0 ls0 ws0">PK<span class="_ _17"></span>O<span class="_ _5"></span> BP kredyt<span class="_ _17"></span> i<span class="_ _5"></span>nwe<span class="_ _17"></span>stycyjny 54<span class="_ _17"></span> </div><div class="t m0 x6 h1b y7f8 ff3 fsb fc0 sc0 ls0 ws0"> 1020 1462 000<span class="_ _2"></span>0 3739 0134 748<span class="_ _17"></span>3 <span class="_ _133"> </span>1 175</div><div class="c x152 y7f9 w30 h1e"><div class="t m0 x0 h1b y8a ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x177 h1b y7f8 ff3 fsb fc0 sc0 ls0 ws0">378</div><div class="c x115 y7f9 w24 h1e"><div class="t m0 x0 h1b y8a ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x2a h1b y7f8 ff3 fsb fc0 sc0 ls0 ws0">EUR</div><div class="c x175 y7f9 w2d h1e"><div class="t m0 x0 h1b y8a ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x7a h1b y6ce ff3 fsb fc0 sc0 ls0 ws0">EURIBOR </div><div class="t m0 x118 h1b y7f8 ff3 fsb fc0 sc0 ls0 ws0">1M+marża</div><div class="c x176 y7f9 w24 h1e"><div class="t m0 x0 h1b y8a ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x11f h1b y7f8 ff3 fsb fc0 sc0 ls0 ws0">2026-07-16</div><div class="c x4e y7f9 w24 h1e"><div class="t m0 x0 h1b y8a ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y7fa ff3 fsb fc0 sc0 ls0 ws0">PK<span class="_ _17"></span>O<span class="_ _5"></span> kredyt <span class="_ _17"></span>i<span class="_ _5"></span>nwest<span class="_ _17"></span>ycyjny 82 <span class="_ _2"></span>1020 </div><div class="t m0 x6 h1b y7fb ff3 fsb fc0 sc0 ls0 ws0">1462 0000 789<span class="_ _2"></span>6 0154 4808 <span class="_ _144"> </span>2 317</div><div class="c x152 y7fc w30 h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x16d h1b y7fb ff3 fsb fc0 sc0 ls0 ws0">2 204</div><div class="c x115 y7fc w24 h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x2a h1b y7fb ff3 fsb fc0 sc0 ls0 ws0">EUR</div><div class="c x175 y7fc w2d h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x7a h1b y7fa ff3 fsb fc0 sc0 ls0 ws0">EURIBOR </div><div class="t m0 x118 h1b y7fb ff3 fsb fc0 sc0 ls0 ws0">1M+marża</div><div class="c x176 y7fc w24 h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x11f h1b y7fb ff3 fsb fc0 sc0 ls0 ws0">2030-08-24</div><div class="c x4e y7fc w24 h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1d y7fd ff4 fsb fc0 sc0 ls0 ws0">RAZEM długotermino<span class="_ _17"></span>we <span class="_ _5f"> </span>0</div><div class="c x152 y7fe w30 h1e"><div class="t m0 x0 h1d y85 ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x11d h1d y7fd ff4 fsb fc0 sc0 ls0 ws0">0</div><div class="c x115 y7fe w24 h1e"><div class="t m0 x0 h1d y85 ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x2a h1d y7fd ff4 fsb fc0 sc0 ls0 ws0">PLN</div><div class="c x175 y7fe w2d h1e"><div class="t m0 x0 h1d y85 ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x178 h1d y7fd ff4 fsb fc0 sc0 ls0 ws0">-</div><div class="c x176 y7fe w24 h1e"><div class="t m0 x0 h1d y85 ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xc h1d y7fd ff4 fsb fc0 sc0 ls0 ws0">-</div><div class="c x4e y7fe w24 h1e"><div class="t m0 x0 h1d y85 ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y7ff ff3 fsb fc0 sc0 ls0 ws0"> <span class="_ _d"> </span><span class="sc2">3 492</span></div><div class="c x152 y2fe w30 h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc2 ls0 ws0"> </div></div><div class="t m0 x16d h1b y7ff ff3 fsb fc0 sc2 ls0 ws0">2 582</div><div class="c x115 y2fe w24 h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc2 ls0 ws0"> </div></div><div class="t m0 x75 h1b y7ff ff3 fsb fc0 sc2 ls0 ws0">EU<span class="_ _5"></span>R</div><div class="c x175 y2fe w2d h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc2 ls0 ws0"> </div></div><div class="t m0 x178 h1b y7ff ff3 fsb fc0 sc2 ls0 ws0">-</div><div class="c x176 y2fe w24 h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc2 ls0 ws0"> </div></div><div class="t m0 x179 h1b y7ff ff3 fsb fc0 sc2 ls0 ws0">-</div><div class="c x4e y2fe w24 h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc2 ls0 ws0"> </div></div><div class="t m0 x6 h1d y800 ff4 fsb fc0 sc0 ls0 ws0">Krótk<span class="_ _17"></span>oterminowe<span class="_ _2"></span> <span class="_ _148"> </span> <span class="_ _21"> </span> <span class="_ _21"> </span> <span class="_ _21"> </span> <span class="_ _19b"> </span> </div><div class="t m0 x6 h1b y801 ff3 fsb fc0 sc0 ls0 ws0">PK<span class="_ _17"></span>O<span class="_ _5"></span> BP kredyt<span class="_ _17"></span> i<span class="_ _5"></span>nwe<span class="_ _17"></span>stycyjny 54<span class="_ _17"></span> </div><div class="t m0 x6 h1b y802 ff3 fsb fc0 sc0 ls0 ws0"> 1020 1462 000<span class="_ _2"></span>0 3739 0134 748<span class="_ _17"></span>3 <span class="_ _19c"> </span>239</div><div class="c x152 y803 w30 h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x177 h1b y802 ff3 fsb fc0 sc0 ls0 ws0">262</div><div class="c x115 y803 w24 h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x2a h1b y802 ff3 fsb fc0 sc0 ls0 ws0">EUR</div><div class="c x175 y803 w2d h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x7a h1b y801 ff3 fsb fc0 sc0 ls0 ws0">EURIBOR </div><div class="t m0 x118 h1b y802 ff3 fsb fc0 sc0 ls0 ws0">1M+marża</div><div class="c x176 y803 w24 h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x11f h1b y802 ff3 fsb fc0 sc0 ls0 ws0">2026-07-16</div><div class="c x4e y803 w24 h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b ya3 ff3 fsb fc0 sc0 ls0 ws0">PK<span class="_ _17"></span>O<span class="_ _5"></span> kredyt <span class="_ _17"></span>i<span class="_ _5"></span>nwest<span class="_ _17"></span>ycyjny 82 <span class="_ _2"></span>1020 </div><div class="t m0 x6 h1b y804 ff3 fsb fc0 sc0 ls0 ws0">1462 0000 789<span class="_ _2"></span>6 0154 4808 <span class="_ _77"> </span>387</div><div class="c x152 y249 w30 h1e"><div class="t m0 x0 h1b y85 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x177 h1b y804 ff3 fsb fc0 sc0 ls0 ws0">418</div><div class="c x115 y249 w24 h1e"><div class="t m0 x0 h1b y85 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x2a h1b y804 ff3 fsb fc0 sc0 ls0 ws0">EUR</div><div class="c x175 y249 w2d h1e"><div class="t m0 x0 h1b y85 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x7a h1b ya3 ff3 fsb fc0 sc0 ls0 ws0">EURIBOR </div><div class="t m0 x118 h1b y804 ff3 fsb fc0 sc0 ls0 ws0">1M+marża</div><div class="c x176 y249 w24 h1e"><div class="t m0 x0 h1b y85 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x11f h1b y804 ff3 fsb fc0 sc0 ls0 ws0">2030-08-24</div><div class="c x4e y249 w24 h1e"><div class="t m0 x0 h1b y85 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y805 ff3 fsb fc0 sc0 ls0 ws0">Pozosta<span class="_ _17"></span>ł<span class="_ _5"></span>e <span class="_ _db"> </span>0</div><div class="c x152 y2b1 w30 h1e"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x11d h1b y805 ff3 fsb fc0 sc0 ls0 ws0">8</div><div class="c x115 y2b1 w24 h1e"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x2a h1b y805 ff3 fsb fc0 sc0 ls0 ws0">PLN</div><div class="c x175 y2b1 w2d h1e"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="c x176 y2b1 w24 h1e"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="c x4e y2b1 w24 h1e"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1d y806 ff4 fsb fc0 sc0 ls0 ws0">RAZEM kró<span class="_ _17"></span>t<span class="_ _5"></span>k<span class="_ _17"></span>oterminowe </div><div class="t m0 xfa h1d y807 ff4 fsb fc0 sc0 ls0 ws0">0</div><div class="c x152 y808 w30 h23"><div class="t m0 x0 h1d y8d ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x11d h1d y807 ff4 fsb fc0 sc0 ls0 ws0">8</div><div class="c x115 y808 w24 h23"><div class="t m0 x0 h1d y8d ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x2a h1d y807 ff4 fsb fc0 sc0 ls0 ws0">PLN</div><div class="c x175 y808 w2d h23"><div class="t m0 x0 h1d y8d ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x178 h1d y807 ff4 fsb fc0 sc0 ls0 ws0">-</div><div class="c x176 y808 w24 h23"><div class="t m0 x0 h1d y8d ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x179 h1d y807 ff4 fsb fc0 sc0 ls0 ws0">-</div><div class="c x4e y808 w24 h23"><div class="t m0 x0 h1d y8d ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x113 h1d y806 ff4 fsb fc0 sc0 ls0 ws0">626</div><div class="c x152 y809 w30 h1e"><div class="t m0 x0 h1d y8d ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x177 h1d y806 ff4 fsb fc0 sc0 ls0 ws0">680</div><div class="c x115 y809 w24 h1e"><div class="t m0 x0 h1d y8d ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x75 h1d y806 ff4 fsb fc0 sc0 ls0 ws0">EUR</div><div class="c x175 y809 w2d h1e"><div class="t m0 x0 h1d y8d ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x178 h1d y806 ff4 fsb fc0 sc0 ls0 ws0">-</div><div class="c x176 y809 w24 h1e"><div class="t m0 x0 h1d y8d ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x179 h1d y806 ff4 fsb fc0 sc0 ls0 ws0">-</div><div class="c x4e y809 w24 h1e"><div class="t m0 x0 h1d y8d ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x1 h4 y80a ffa fs1 fc0 sc0 ls0 ws0"> <span class="_ _30"> </span><span class="ff3"> </span></div></div><div class="pi" ></div></div><div id="pf3d" class="pf w0 h0" ><div class="pc pc3d w0 h0"><img class="bi x11 y80b wc h70" alt="" 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"/><div class="t m0 x1 h2 y1 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h3 y53 ff1 fs0 fc1 sc0 ls0 ws0">Jednostkowe sprawozdanie ﬁnansowe Dekpol S.A.<span class="ff2"> <span class="_ _14"> </span> <span class="_ _4f"> </span><span class="ff3 fc0">za okres od 01.01.2023 do 31.12.2023</span></span></div><div class="t m0 x3c h4 y54 ff3 fs1 fc0 sc0 ls0 ws0"> <span class="_ _3"></span> <span class="_ _4"> </span> <span class="_ _4"> </span> </div><div class="t m0 xb4 h3 y53 ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="c x54 y5fa w2e h6"><div class="t m0 x0 h5 y5fb ff1 fs2 fc0 sc0 ls0 ws0">61</div></div><div class="t m0 x13 h18 y56 ff1 fs9 fc6 sc0 ls0 ws0">Wprowadzenie </div><div class="t m0 x15 h18 y59 ff1 fs9 fc6 sc0 ls0 ws0">Sprawozdanie  </div><div class="t m0 x15 h18 y5a ff1 fs9 fc6 sc0 ls0 ws0">z sytuacji </div><div class="t m0 x15 h18 y5b ff1 fs9 fc6 sc0 ls0 ws0">ﬁnansowej </div><div class="t m0 x17 h18 y5f ff1 fs9 fc6 sc0 ls0 ws0">Sprawozdanie  </div><div class="t m0 x17 h18 y60 ff1 fs9 fc6 sc0 ls0 ws0">z przepływów </div><div class="t m0 x17 h18 y61 ff1 fs9 fc6 sc0 ls0 ws0">pieniężnych </div><div class="t m0 x18 h18 y5c ff1 fs9 fc6 sc0 ls0 ws0">Sprawozdanie  </div><div class="t m0 x18 h18 y5d ff1 fs9 fc6 sc0 ls0 ws0">ze zmian w kapitale </div><div class="t m0 x18 h18 y5e ff1 fs9 fc6 sc0 ls0 ws0">własnym </div><div class="t m0 x19 h16 y62 ff4 fs9 fc5 sc0 ls0 ws0">Dodatkowe  </div><div class="t m0 x19 h16 y63 ff4 fs9 fc5 sc0 ls0 ws0">noty  </div><div class="t m0 x19 h16 y64 ff4 fs9 fc5 sc0 ls0 ws0">objaśniające </div><div class="t m0 x16 h18 y5c ff1 fs9 fc6 sc0 ls0 ws0">Sprawozdanie  </div><div class="t m0 x16 h18 y5d ff1 fs9 fc6 sc0 ls0 ws0">z całkowitych  </div><div class="t m0 x16 h18 y5e ff1 fs9 fc6 sc0 ls0 ws0">dochodów </div><div class="t m0 x6 h1d y474 ff4 fsb fc0 sc0 ls0 ws0">Kredyty i p<span class="_ _2"></span>oży<span class="_ _17"></span>c<span class="_ _5"></span>zki na dzień<span class="_ _17"></span> </div><div class="t m0 x6 h1d y80c ff4 fsb fc0 sc0 ls0 ws0">31.12.2023 <span class="_ _19d"> </span>Zabezpiecz<span class="_ _17"></span>enie </div><div class="t m0 x6 h1b y80d ff3 fsb fc0 sc0 ls0 ws0">PK<span class="_ _17"></span>O<span class="_ _5"></span> BP kredyt<span class="_ _17"></span> i<span class="_ _5"></span>nwe<span class="_ _17"></span>stycyjny 54<span class="_ _17"></span> </div><div class="t m0 x6 h1b y3d0 ff3 fsb fc0 sc0 ls0 ws0"> 1020 1462 000<span class="_ _2"></span>0 3739 0134 748<span class="_ _17"></span>3 </div><div class="t m0 x17a h1b y80d ff3 fsb fc0 sc0 ls0 ws0">Hipoteka<span class="_ _17"></span>, c<span class="_ _5"></span>esja w<span class="_ _2"></span>ierzytelności z p<span class="_ _17"></span>ol<span class="_ _5"></span>isy ube<span class="_ _17"></span>zpieczeniow<span class="_ _2"></span>ej, wek<span class="_ _17"></span>sel, oświad<span class="_ _2"></span>czenie o podda<span class="_ _17"></span>niu </div><div class="t m0 x17a h1b y3d0 ff3 fsb fc0 sc0 ls0 ws0">się egzek<span class="_ _17"></span>ucji w trybie art. 777 KPC<span class="_ _17"></span> Kredytobiorc<span class="_ _17"></span>y </div><div class="t m0 x6 h1b y71d ff3 fsb fc0 sc0 ls0 ws0">PK<span class="_ _17"></span>O<span class="_ _5"></span> kredyt <span class="_ _17"></span>i<span class="_ _5"></span>nwest<span class="_ _17"></span>ycyjny 82 <span class="_ _2"></span>1020 </div><div class="t m0 x6 h1b y80e ff3 fsb fc0 sc0 ls0 ws0">1462 0000 789<span class="_ _2"></span>6 0154 4808 </div><div class="t m0 x17a h1b y71d ff3 fsb fc0 sc0 ls0 ws0">Hipoteka<span class="_ _17"></span>, c<span class="_ _5"></span>esja w<span class="_ _2"></span>ierzytelności z p<span class="_ _17"></span>ol<span class="_ _5"></span>isy ube<span class="_ _17"></span>zpieczeniow<span class="_ _2"></span>ej, wek<span class="_ _17"></span>sel, oświad<span class="_ _2"></span>czenie o podda<span class="_ _17"></span>niu </div><div class="t m0 x17a h1b y80e ff3 fsb fc0 sc0 ls0 ws0">się egzek<span class="_ _17"></span>ucji w trybie art. 777 KPC<span class="_ _17"></span> Kredytobiorc<span class="_ _17"></span>y </div><div class="t m0 x1 h2b y75c ff2 fsa fc2 sc3 ls0 ws0">Z tytułu <span class="_ _5"></span>p<span class="_ _5"></span>ożyc<span class="_ _5"></span>zek<span class="_ _5"></span> <span class="_ _5"></span>i <span class="_ _5"></span>kre<span class="_ _5"></span>d<span class="_ _5"></span>y<span class="_ _5"></span>tó<span class="_ _32"></span>w <span class="_ _5"></span>w wa<span class="_ _5"></span>rtoś<span class="_ _5"></span>ciac<span class="_ _5"></span>h n<span class="_ _5"></span>omi<span class="_ _5"></span>n<span class="_ _5"></span>al<span class="_ _5"></span>nych<span class="_ _5"></span> (w <span class="_ _5"></span>tys.<span class="_ _5"></span>)<span class="_ _52"> </span> </div><div class="t m0 x6 h1d y80f ff4 fsb fc0 sc0 ls0 ws0">Kredyty i p<span class="_ _2"></span>oży<span class="_ _17"></span>c<span class="_ _5"></span>zki  </div><div class="t m0 x6 h1d y810 ff4 fsb fc0 sc0 ls0 ws0">na dzień 31.12.2<span class="_ _2"></span>022 </div><div class="t m0 x173 h1d y513 ff4 fsb fc0 sc0 ls0 ws0">W<span class="_ _17"></span>artość </div><div class="t m0 x128 h1d y80f ff4 fsb fc0 sc0 ls0 ws0">kredytu</div><div class="c x152 y603 w30 h1e"><div class="t m0 x0 h1d y6c ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x174 h1d y810 ff4 fsb fc0 sc0 ls0 ws0">/poży<span class="_ _17"></span>cz<span class="_ _5"></span>ki*</div><div class="c x152 y2c2 w30 h1e"><div class="t m0 x0 h1d y85 ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xea h1d y810 ff4 fsb fc0 sc0 ls0 ws0">Saldo</div><div class="c x115 y2c2 w24 h1e"><div class="t m0 x0 h1d y85 ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xe6 h1d y810 ff4 fsb fc0 sc0 ls0 ws0">W<span class="_ _17"></span>aluta</div><div class="c x175 y2c2 w2d h1e"><div class="t m0 x0 h1d y85 ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x34 h1d y80f ff4 fsb fc0 sc0 ls0 ws0">Stopa </div><div class="c x77 y603 w10 h1e"><div class="t m0 x0 h1d y6c ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6c h1d y810 ff4 fsb fc0 sc0 ls0 ws0">procentowa</div><div class="c x176 y2c2 w24 h1e"><div class="t m0 x0 h1d y85 ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x5c h1d y80f ff4 fsb fc0 sc0 ls0 ws0">Umowna </div><div class="c x47 y603 w10 h1e"><div class="t m0 x0 h1d y6c ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x171 h1d y810 ff4 fsb fc0 sc0 ls0 ws0">data spłaty</div><div class="c x4e y2c2 w24 h1e"><div class="t m0 x0 h1d y85 ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1d y811 ff4 fsb fc0 sc0 ls0 ws0">Długotermino<span class="_ _2"></span>we <span class="_ _12e"> </span> <span class="_ _21"> </span> <span class="_ _21"> </span> <span class="_ _21"> </span> <span class="_ _19b"> </span> </div><div class="t m0 x6 h1b y812 ff3 fsb fc0 sc0 ls0 ws0">PK<span class="_ _17"></span>O<span class="_ _5"></span> BP kredyt<span class="_ _17"></span> i<span class="_ _5"></span>nwe<span class="_ _17"></span>stycyjny 54<span class="_ _17"></span> </div><div class="t m0 x6 h1b y813 ff3 fsb fc0 sc0 ls0 ws0"> 1020 1462 000<span class="_ _2"></span>0 3739 0134 748<span class="_ _17"></span>3 <span class="_ _19c"> </span>617</div><div class="c x152 y1b6 w30 h1e"><div class="t m0 x0 h1b y72 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x177 h1b y813 ff3 fsb fc0 sc0 ls0 ws0">617</div><div class="c x115 y1b6 w24 h1e"><div class="t m0 x0 h1b y72 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x2a h1b y813 ff3 fsb fc0 sc0 ls0 ws0">EUR</div><div class="c x175 y1b6 w2d h1e"><div class="t m0 x0 h1b y72 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x7a h1b y812 ff3 fsb fc0 sc0 ls0 ws0">EURIBOR </div><div class="t m0 x118 h1b y813 ff3 fsb fc0 sc0 ls0 ws0">1M+marża</div><div class="c x176 y1b6 w24 h1e"><div class="t m0 x0 h1b y72 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x11f h1b y813 ff3 fsb fc0 sc0 ls0 ws0">2026-07-16</div><div class="c x4e y1b6 w24 h1e"><div class="t m0 x0 h1b y72 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y814 ff3 fsb fc0 sc0 ls0 ws0">PK<span class="_ _17"></span>O<span class="_ _5"></span> kredyt <span class="_ _17"></span>i<span class="_ _5"></span>nwest<span class="_ _17"></span>ycyjny 82 <span class="_ _2"></span>1020 </div><div class="t m0 x6 h1b y815 ff3 fsb fc0 sc0 ls0 ws0">1462 0000 789<span class="_ _2"></span>6 0154 4808 <span class="_ _144"> </span>2 577</div><div class="c x152 y5dd w30 h22"><div class="t m0 x0 h1b y72 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x16d h1b y815 ff3 fsb fc0 sc0 ls0 ws0">2 577</div><div class="c x115 y5dd w24 h22"><div class="t m0 x0 h1b y72 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x2a h1b y815 ff3 fsb fc0 sc0 ls0 ws0">EUR</div><div class="c x175 y5dd w2d h22"><div class="t m0 x0 h1b y72 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x7a h1b y814 ff3 fsb fc0 sc0 ls0 ws0">EURIBOR </div><div class="t m0 x118 h1b y815 ff3 fsb fc0 sc0 ls0 ws0">1M+marża</div><div class="c x176 y5dd w24 h22"><div class="t m0 x0 h1b y72 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x11f h1b y815 ff3 fsb fc0 sc0 ls0 ws0">2030-08-24</div><div class="c x4e y5dd w24 h22"><div class="t m0 x0 h1b y72 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1d y407 ff4 fsb fc0 sc0 ls0 ws0">RAZEM długotermino<span class="_ _17"></span>we <span class="_ _18e"> </span>3 194</div><div class="c x152 y816 w30 h1e"><div class="t m0 x0 h1d y6c ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x12d h1d y407 ff4 fsb fc0 sc0 ls0 ws0">EUR</div><div class="c x115 y816 w24 h1e"><div class="t m0 x0 h1d y6c ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x2 h1d y407 ff4 fsb fc0 sc0 ls0 ws0">3 194</div><div class="c x175 y816 w2d h1e"><div class="t m0 x0 h1d y6c ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x64 h1d y407 ff4 fsb fc0 sc0 ls0 ws0">EUR</div><div class="c x176 y816 w24 h1e"><div class="t m0 x0 h1d y6c ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x179 h1d y407 ff4 fsb fc0 sc0 ls0 ws0">-</div><div class="c x4e y816 w24 h1e"><div class="t m0 x0 h1d y6c ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1d y762 ff3 fsb fc0 sc0 ls0 ws0"> <span class="_ _c"> </span><span class="ff4">0</span></div><div class="c x152 y5e0 w30 h1e"><div class="t m0 x0 h1d y72 ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x12d h1d y762 ff4 fsb fc0 sc0 ls0 ws0">PLN</div><div class="c x115 y5e0 w24 h1e"><div class="t m0 x0 h1d y72 ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x17b h1d y762 ff4 fsb fc0 sc0 ls0 ws0">0</div><div class="c x175 y5e0 w2d h1e"><div class="t m0 x0 h1d y72 ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x64 h1d y762 ff4 fsb fc0 sc0 ls0 ws0">PLN</div><div class="c x176 y5e0 w24 h1e"><div class="t m0 x0 h1d y72 ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x179 h1b y762 ff3 fsb fc0 sc2 ls0 ws0">-</div><div class="c x4e y5e0 w24 h1e"><div class="t m0 x0 h1b y72 ff3 fsb fc0 sc2 ls0 ws0"> </div></div><div class="t m0 x6 h1d y817 ff4 fsb fc0 sc0 ls0 ws0">Krótk<span class="_ _17"></span>oterminowe<span class="_ _2"></span> <span class="_ _148"> </span> <span class="_ _19b"> </span> <span class="_ _21"> </span> <span class="_ _21"> </span> <span class="_ _21"> </span> </div><div class="t m0 x6 h1b y818 ff3 fsb fc0 sc0 ls0 ws0">PK<span class="_ _17"></span>O<span class="_ _5"></span> BP kredyt<span class="_ _17"></span> i<span class="_ _5"></span>nwe<span class="_ _17"></span>stycyjny 54<span class="_ _17"></span> </div><div class="t m0 x6 h1b y819 ff3 fsb fc0 sc0 ls0 ws0"> 1020 1462 000<span class="_ _2"></span>0 3739 0134 748<span class="_ _17"></span>3 <span class="_ _19c"> </span>259</div><div class="c x152 y81a w30 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x177 h1b y819 ff3 fsb fc0 sc0 ls0 ws0">259</div><div class="c x115 y81a w24 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x2a h1b y819 ff3 fsb fc0 sc0 ls0 ws0">EUR</div><div class="c x175 y81a w2d h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x7a h1b y818 ff3 fsb fc0 sc0 ls0 ws0">EURIBOR </div><div class="t m0 x118 h1b y819 ff3 fsb fc0 sc0 ls0 ws0">1M+marża</div><div class="c x176 y81a w24 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x11f h1b y819 ff3 fsb fc0 sc0 ls0 ws0">2026-07-16</div><div class="c x4e y81a w24 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y89 ff3 fsb fc0 sc0 ls0 ws0">PK<span class="_ _17"></span>O<span class="_ _5"></span> kredyt <span class="_ _17"></span>i<span class="_ _5"></span>nwest<span class="_ _17"></span>ycyjny 82 <span class="_ _2"></span>1020 </div><div class="t m0 x6 h1b y81b ff3 fsb fc0 sc0 ls0 ws0">1462 0000 789<span class="_ _2"></span>6 0154 4808 <span class="_ _77"> </span>161</div><div class="c x152 y81c w30 h1e"><div class="t m0 x0 h1b y85 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x177 h1b y81b ff3 fsb fc0 sc0 ls0 ws0">161</div><div class="c x115 y81c w24 h1e"><div class="t m0 x0 h1b y85 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x2a h1b y81b ff3 fsb fc0 sc0 ls0 ws0">EUR</div><div class="c x175 y81c w2d h1e"><div class="t m0 x0 h1b y85 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x7a h1b y89 ff3 fsb fc0 sc0 ls0 ws0">EURIBOR </div><div class="t m0 x118 h1b y81b ff3 fsb fc0 sc0 ls0 ws0">1M+marża</div><div class="c x176 y81c w24 h1e"><div class="t m0 x0 h1b y85 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x11f h1b y81b ff3 fsb fc0 sc0 ls0 ws0">2030-08-24</div><div class="c x4e y81c w24 h1e"><div class="t m0 x0 h1b y85 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y492 ff3 fsb fc0 sc0 ls0 ws0">Pozosta<span class="_ _17"></span>ł<span class="_ _5"></span>e </div><div class="c x152 y160 w30 h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x16e h1b y492 ff3 fsb fc0 sc0 ls0 ws0">16</div><div class="c x115 y160 w24 h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x2a h1b y492 ff3 fsb fc0 sc0 ls0 ws0">PLN</div><div class="c x175 y160 w2d h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x178 h1b y492 ff3 fsb fc0 sc0 ls0 ws0">-</div><div class="c x176 y160 w24 h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x179 h1b y492 ff3 fsb fc0 sc0 ls0 ws0">-</div><div class="c x4e y160 w24 h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1d y81d ff4 fsb fc0 sc0 ls0 ws0">RAZEM kró<span class="_ _17"></span>t<span class="_ _5"></span>k<span class="_ _17"></span>oterminowe </div><div class="t m0 xfa h1d y81e ff4 fsb fc0 sc0 ls0 ws0">0</div><div class="c x152 y81f w30 h1e"><div class="t m0 x0 h1d y92 ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x16e h1d y81e ff4 fsb fc0 sc0 ls0 ws0">16</div><div class="c x115 y81f w24 h1e"><div class="t m0 x0 h1d y92 ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x2a h1d y81e ff4 fsb fc0 sc0 ls0 ws0">PLN</div><div class="c x175 y81f w2d h1e"><div class="t m0 x0 h1d y92 ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x178 h1d y81e ff4 fsb fc0 sc0 ls0 ws0">-</div><div class="c x176 y81f w24 h1e"><div class="t m0 x0 h1d y92 ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x179 h1d y81e ff4 fsb fc0 sc0 ls0 ws0">-</div><div class="c x4e y81f w24 h1e"><div class="t m0 x0 h1d y92 ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x113 h1d y81d ff4 fsb fc0 sc0 ls0 ws0">420</div><div class="c x152 y820 w30 h1e"><div class="t m0 x0 h1d y92 ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x12c h1d y81d ff4 fsb fc0 sc0 ls0 ws0">420 </div><div class="c x17c y820 w3c h1e"><div class="t m0 x0 h1d y92 ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x75 h1d y81d ff4 fsb fc0 sc0 ls0 ws0">EUR</div><div class="c x175 y820 w2d h1e"><div class="t m0 x0 h1d y92 ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x178 h1d y81d ff4 fsb fc0 sc0 ls0 ws0">-</div><div class="c x176 y820 w24 h1e"><div class="t m0 x0 h1d y92 ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x179 h1d y81d ff4 fsb fc0 sc0 ls0 ws0">-</div><div class="c x4e y820 w24 h1e"><div class="t m0 x0 h1d y92 ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y663 ff3 fsb fc0 sc0 ls0 ws0">* wartość nomina<span class="_ _17"></span>lna </div><div class="t m0 x6 h1d y1e7 ff4 fsb fc0 sc0 ls0 ws0">Kredyty i p<span class="_ _2"></span>oży<span class="_ _17"></span>c<span class="_ _5"></span>zki na dzień<span class="_ _17"></span> </div><div class="t m0 x6 h1d y821 ff4 fsb fc0 sc0 ls0 ws0">31.12.2022 <span class="_ _19d"> </span>Zabezpiecz<span class="_ _17"></span>enie </div><div class="t m0 x6 h1b y9b ff3 fsb fc0 sc0 ls0 ws0">PK<span class="_ _17"></span>O<span class="_ _5"></span> BP kredyt<span class="_ _17"></span> i<span class="_ _5"></span>nwe<span class="_ _17"></span>stycyjny 54<span class="_ _17"></span> </div><div class="t m0 x6 h1b y419 ff3 fsb fc0 sc0 ls0 ws0"> 1020 1462 000<span class="_ _2"></span>0 3739 0134 748<span class="_ _17"></span>3 </div><div class="t m0 x17a h1b y9b ff3 fsb fc0 sc0 ls0 ws0">Hipoteka<span class="_ _17"></span>, c<span class="_ _5"></span>esja w<span class="_ _2"></span>ierzytelności z p<span class="_ _17"></span>ol<span class="_ _5"></span>isy ube<span class="_ _17"></span>zpieczeniow<span class="_ _2"></span>ej, wek<span class="_ _17"></span>sel, oświad<span class="_ _2"></span>czenie o podda<span class="_ _17"></span>niu </div><div class="t m0 x17a h1b y419 ff3 fsb fc0 sc0 ls0 ws0">się egzek<span class="_ _17"></span>ucji w trybie art. 777 KPC<span class="_ _17"></span> Kredytobiorc<span class="_ _17"></span>y </div><div class="t m0 x6 h1b y822 ff3 fsb fc0 sc0 ls0 ws0">PK<span class="_ _17"></span>O<span class="_ _5"></span> kredyt <span class="_ _17"></span>i<span class="_ _5"></span>nwest<span class="_ _17"></span>ycyjny 82 <span class="_ _2"></span>1020 </div><div class="t m0 x6 h1b y823 ff3 fsb fc0 sc0 ls0 ws0">1462 0000 789<span class="_ _2"></span>6 0154 4808 </div><div class="t m0 x17a h1b y822 ff3 fsb fc0 sc0 ls0 ws0">Hipoteka<span class="_ _17"></span>, c<span class="_ _5"></span>esja w<span class="_ _2"></span>ierzytelności z p<span class="_ _17"></span>ol<span class="_ _5"></span>isy ube<span class="_ _17"></span>zpieczeniow<span class="_ _2"></span>ej, wek<span class="_ _17"></span>sel, oświad<span class="_ _2"></span>czenie o podda<span class="_ _17"></span>niu </div><div class="t m0 x17a h1b y823 ff3 fsb fc0 sc0 ls0 ws0">się egzek<span class="_ _17"></span>ucji w trybie art. 777 KPC<span class="_ _17"></span> Kredytobiorc<span class="_ _17"></span>y </div><div class="t m0 x6 h1b y824 ff3 fsb fc0 sc0 ls0 ws0"> <span class="_ _c0"> </span> </div><div class="t m0 x1 h2b y282 ff2 fsa fc2 sc3 ls0 ws0">Z tytułu <span class="_ _5"></span>ob<span class="_ _5"></span>l<span class="_ _5"></span>i<span class="_ _5"></span>gacj<span class="_ _5"></span>i<span class="_ _c8"> </span> </div><div class="t m0 x6 h1d y825 ff4 fsb fc0 sc0 ls0 ws0">Obligacje na k<span class="_ _17"></span>oniec okres<span class="_ _17"></span>u sp<span class="_ _5"></span>ra<span class="_ _17"></span>woz<span class="_ _17"></span>-</div><div class="t m0 x6 h1d y826 ff4 fsb fc0 sc0 ls0 ws0">dawcz<span class="_ _17"></span>ego 31.12.2023 <span class="_ _145"> </span>W<span class="_ _7"></span>artość</div><div class="c x17d yc3 w26 h23"><div class="t m0 x0 h1d y92 ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x36 h1d y826 ff4 fsb fc0 sc0 ls0 ws0">Saldo</div><div class="c x17e yc3 w26 h23"><div class="t m0 x0 h1d y92 ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x17f h1d y826 ff4 fsb fc0 sc0 ls0 ws0">W<span class="_ _17"></span>aluta</div><div class="c xd7 yc3 w27 h23"><div class="t m0 x0 h1d y92 ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x76 h1d y825 ff4 fsb fc0 sc0 ls0 ws0">Stopa </div><div class="c x59 y5f3 w3f h1e"><div class="t m0 x0 h1d y85 ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x66 h1d y826 ff4 fsb fc0 sc0 ls0 ws0">procentowa</div><div class="c xb yc3 w22 h23"><div class="t m0 x0 h1d y92 ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x180 h1d y826 ff4 fsb fc0 sc0 ls0 ws0">Data spłaty</div><div class="c x181 yc3 w22 h23"><div class="t m0 x0 h1d y92 ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1d y827 ff4 fsb fc0 sc0 ls0 ws0">Długotermino<span class="_ _2"></span>we <span class="_ _19e"> </span> <span class="_ _19f"> </span> <span class="_ _19f"> </span> <span class="_ _1a0"> </span> <span class="_ _19f"> </span> </div><div class="t m0 x6 h1b y828 ff3 fsb fc0 sc0 ls0 ws0">Obligacje serii P<span class="_ _2"></span>2021A <span class="_ _72"> </span>25 000</div><div class="c x17d y829 w26 h23"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x16d h1b y828 ff3 fsb fc0 sc0 ls0 ws0">25 000</div><div class="c x17e y829 w26 h23"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x144 h1b y828 ff3 fsb fc0 sc0 ls0 ws0">PLN</div><div class="c xd7 y829 w27 h23"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x67 h1b y70b ff3 fsb fc0 sc0 ls0 ws0">WIBOR </div><div class="t m0 x15e h1b y828 ff3 fsb fc0 sc0 ls0 ws0">3M+marża</div><div class="c xb y829 w22 h23"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x182 h1b y828 ff3 fsb fc0 sc0 ls0 ws0">2025-02-13</div><div class="c x181 y829 w22 h23"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y66d ff3 fsb fc0 sc0 ls0 ws0">Obligacje serii P<span class="_ _2"></span>2021B <span class="_ _1a1"> </span>12 102</div><div class="c x17d y712 w26 h1e"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x16d h1b y66d ff3 fsb fc0 sc0 ls0 ws0">12 102</div><div class="c x17e y712 w26 h1e"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x144 h1b y66d ff3 fsb fc0 sc0 ls0 ws0">PLN</div><div class="c xd7 y712 w27 h1e"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x67 h1b y82a ff3 fsb fc0 sc0 ls0 ws0">WIBOR </div><div class="t m0 x15e h1b y66d ff3 fsb fc0 sc0 ls0 ws0">3M+marża</div><div class="c xb y712 w22 h1e"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x182 h1b y66d ff3 fsb fc0 sc0 ls0 ws0">2025-09-22</div><div class="c x181 y712 w22 h1e"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y82b ff3 fsb fc0 sc0 ls0 ws0">Obligacje serii 20<span class="_ _17"></span>2<span class="_ _5"></span>2A<span class="_ _17"></span>C <span class="_ _89"> </span>2 400</div><div class="c x17d y82c w26 h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x12d h1b y82b ff3 fsb fc0 sc0 ls0 ws0">2 400</div><div class="c x17e y82c w26 h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x183 h1b y82b ff3 fsb fc0 sc0 ls0 ws0">EUR</div><div class="c xd7 y82c w27 h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x147 h1b y82d ff3 fsb fc0 sc0 ls0 ws0">EURIBOR </div><div class="t m0 x15e h1b y82b ff3 fsb fc0 sc0 ls0 ws0">6M+marża</div><div class="c xb y82c w22 h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x182 h1b y82b ff3 fsb fc0 sc0 ls0 ws0">2027-03-29</div><div class="c x181 y82c w22 h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y82e ff3 fsb fc0 sc0 ls0 ws0">Obligacje serii 20<span class="_ _17"></span>2<span class="_ _5"></span>2BC</div><div class="t m0 x184 h71 y82f ff3 fs1a fc0 sc0 ls0 ws0">2</div><div class="t m0 x185 h1b y82e ff3 fsb fc0 sc0 ls0 ws0"> <span class="_ _13e"> </span>3 <span class="_ _5"></span>800</div><div class="c x17d y830 w26 h1e"><div class="t m0 x0 h1b y85 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x12d h1b y82e ff3 fsb fc0 sc0 ls0 ws0">3 800</div><div class="c x17e y830 w26 h1e"><div class="t m0 x0 h1b y85 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x183 h1b y82e ff3 fsb fc0 sc0 ls0 ws0">EUR</div><div class="c xd7 y830 w27 h1e"><div class="t m0 x0 h1b y85 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x147 h1b y831 ff3 fsb fc0 sc0 ls0 ws0">EURIBOR </div><div class="t m0 x15e h1b y82e ff3 fsb fc0 sc0 ls0 ws0">6M+marża</div><div class="c xb y830 w22 h1e"><div class="t m0 x0 h1b y85 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x182 h1b y82e ff3 fsb fc0 sc0 ls0 ws0">2027-03-29</div><div class="c x181 y830 w22 h1e"><div class="t m0 x0 h1b y85 ff3 fsb fc0 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf3e" class="pf w0 h0" ><div class="pc pc3e w0 h0"><img class="bi x11 y6e7 wc h68" alt="" 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"/><div class="t m0 x1 h2 y1 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h3 y53 ff1 fs0 fc1 sc0 ls0 ws0">Jednostkowe sprawozdanie ﬁnansowe Dekpol S.A.<span class="ff2"> <span class="_ _14"> </span> <span class="_ _4f"> </span><span class="ff3 fc0">za okres od 01.01.2023 do 31.12.2023</span></span></div><div class="t m0 x3c h4 y54 ff3 fs1 fc0 sc0 ls0 ws0"> <span class="_ _3"></span> <span class="_ _4"> </span> <span class="_ _4"> </span> </div><div class="t m0 xb4 h3 y53 ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="c x54 y5fa w2e h6"><div class="t m0 x0 h5 y5fb ff1 fs2 fc0 sc0 ls0 ws0">62</div></div><div class="t m0 x13 h18 y56 ff1 fs9 fc6 sc0 ls0 ws0">Wprowadzenie </div><div class="t m0 x15 h18 y59 ff1 fs9 fc6 sc0 ls0 ws0">Sprawozdanie  </div><div class="t m0 x15 h18 y5a ff1 fs9 fc6 sc0 ls0 ws0">z sytuacji </div><div class="t m0 x15 h18 y5b ff1 fs9 fc6 sc0 ls0 ws0">ﬁnansowej </div><div class="t m0 x17 h18 y5f ff1 fs9 fc6 sc0 ls0 ws0">Sprawozdanie  </div><div class="t m0 x17 h18 y60 ff1 fs9 fc6 sc0 ls0 ws0">z przepływów </div><div class="t m0 x17 h18 y61 ff1 fs9 fc6 sc0 ls0 ws0">pieniężnych </div><div class="t m0 x18 h18 y5c ff1 fs9 fc6 sc0 ls0 ws0">Sprawozdanie  </div><div class="t m0 x18 h18 y5d ff1 fs9 fc6 sc0 ls0 ws0">ze zmian w kapitale </div><div class="t m0 x18 h18 y5e ff1 fs9 fc6 sc0 ls0 ws0">własnym </div><div class="t m0 x19 h16 y62 ff4 fs9 fc5 sc0 ls0 ws0">Dodatkowe  </div><div class="t m0 x19 h16 y63 ff4 fs9 fc5 sc0 ls0 ws0">noty  </div><div class="t m0 x19 h16 y64 ff4 fs9 fc5 sc0 ls0 ws0">objaśniające </div><div class="t m0 x16 h18 y5c ff1 fs9 fc6 sc0 ls0 ws0">Sprawozdanie  </div><div class="t m0 x16 h18 y5d ff1 fs9 fc6 sc0 ls0 ws0">z całkowitych  </div><div class="t m0 x16 h18 y5e ff1 fs9 fc6 sc0 ls0 ws0">dochodów </div><div class="t m0 x6 h1b y719 ff3 fsb fc0 sc0 ls0 ws0">Obligacje serii P<span class="_ _2"></span>2023A <span class="_ _72"> </span>40 000</div><div class="c x17d y71a w26 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x16d h1b y719 ff3 fsb fc0 sc0 ls0 ws0">40 000</div><div class="c x17e y71a w26 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x183 h1b y719 ff3 fsb fc0 sc0 ls0 ws0">PLN</div><div class="c xd7 y71a w27 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x67 h1b y718 ff3 fsb fc0 sc0 ls0 ws0">WIBOR </div><div class="t m0 x15e h1b y719 ff3 fsb fc0 sc0 ls0 ws0">3M+marża</div><div class="c xb y71a w22 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x182 h1b y719 ff3 fsb fc0 sc0 ls0 ws0">2026-06-27</div><div class="c x181 y71a w22 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y151 ff3 fsb fc0 sc0 ls0 ws0">Obligacje serii P<span class="_ _2"></span>2023A <span class="_ _72"> </span>30 000</div><div class="c x17d y71b w26 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x16d h1b y151 ff3 fsb fc0 sc0 ls0 ws0">30 000</div><div class="c x17e y71b w26 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x183 h1b y151 ff3 fsb fc0 sc0 ls0 ws0">PLN</div><div class="c xd7 y71b w27 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x67 h1b y49 ff3 fsb fc0 sc0 ls0 ws0">WIBOR </div><div class="t m0 x15e h1b y151 ff3 fsb fc0 sc0 ls0 ws0">3M+marża</div><div class="c xb y71b w22 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x182 h1b y151 ff3 fsb fc0 sc0 ls0 ws0">2026-06-27</div><div class="c x181 y71b w22 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1d y479 ff4 fsb fc0 sc0 ls0 ws0">RAZEM długotermino<span class="_ _17"></span>we <span class="_ _88"> </span>6 200</div><div class="c x17d y47a w26 h1f"><div class="t m0 x0 h1d y6c ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x12d h1d y479 ff4 fsb fc0 sc0 ls0 ws0">6 200</div><div class="c x17e y47a w26 h1f"><div class="t m0 x0 h1d y6c ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x26 h1d y479 ff4 fsb fc0 sc0 ls0 ws0">EUR</div><div class="c xd7 y47a w27 h1f"><div class="t m0 x0 h1d y6c ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x168 h1d y479 ff4 fsb fc0 sc0 ls0 ws0">-</div><div class="c xb y47a w22 h1f"><div class="t m0 x0 h1d y6c ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x186 h1d y479 ff4 fsb fc0 sc0 ls0 ws0">-</div><div class="c x181 y47a w22 h1f"><div class="t m0 x0 h1d y6c ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1d y1f8 ff3 fsb fc0 sc0 ls0 ws0"> <span class="_ _3f"> </span><span class="ff4">107 102</span></div><div class="c x17d y832 w26 h1f"><div class="t m0 x0 h1d y6c ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x125 h1d y1f8 ff4 fsb fc0 sc0 ls0 ws0">107 102</div><div class="c x17e y832 w26 h1f"><div class="t m0 x0 h1d y6c ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x26 h1d y1f8 ff4 fsb fc0 sc0 ls0 ws0">PLN</div><div class="c xd7 y832 w27 h1f"><div class="t m0 x0 h1d y6c ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xd h1b y1f8 ff3 fsb fc0 sc2 ls0 ws0">-</div><div class="c xb y832 w22 h1f"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc2 ls0 ws0"> </div></div><div class="t m0 xa h1b y1f8 ff3 fsb fc0 sc2 ls0 ws0">-</div><div class="c x181 y832 w22 h1f"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc2 ls0 ws0"> </div></div><div class="t m0 x6 h1d y833 ff4 fsb fc0 sc0 ls0 ws0">Krótk<span class="_ _17"></span>oterminowe<span class="_ _2"></span> </div><div class="c x17d y834 w26 h1f"><div class="t m0 x0 h1d y6c ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="c x17e y834 w26 h1f"><div class="t m0 x0 h1d y6c ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="c xd7 y834 w27 h1f"><div class="t m0 x0 h1d y6c ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="c xb y834 w22 h1f"><div class="t m0 x0 h1d y6c ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="c x181 y834 w22 h1f"><div class="t m0 x0 h1d y6c ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y835 ff3 fsb fc0 sc0 ls0 ws0">Obligacje serii J<span class="_ _17"></span> <span class="_ _1a2"> </span>11 000</div><div class="c x17d y836 w26 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x16d h1b y835 ff3 fsb fc0 sc0 ls0 ws0">11 000</div><div class="c x17e y836 w26 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x183 h1b y835 ff3 fsb fc0 sc0 ls0 ws0">PLN</div><div class="c xd7 y836 w27 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x71 h1b y75c ff3 fsb fc0 sc0 ls0 ws0">WIBOR 6 </div><div class="t m0 x13f h1b y835 ff3 fsb fc0 sc0 ls0 ws0">M+marża</div><div class="c xb y836 w22 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x182 h1b y835 ff3 fsb fc0 sc0 ls0 ws0">2024-06-22</div><div class="c x181 y836 w22 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y837 ff3 fsb fc0 sc0 ls0 ws0">Obligacje serii K<span class="_ _17"></span> <span class="_ _174"> </span>39 150</div><div class="c x17d y838 w26 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x16d h1b y837 ff3 fsb fc0 sc0 ls0 ws0">39 150</div><div class="c x17e y838 w26 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x183 h1b y837 ff3 fsb fc0 sc0 ls0 ws0">PLN</div><div class="c xd7 y838 w27 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x67 h1b y839 ff3 fsb fc0 sc0 ls0 ws0">WIBOR </div><div class="t m0 x15e h1b y837 ff3 fsb fc0 sc0 ls0 ws0">6M+marża</div><div class="c xb y838 w22 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x182 h1b y837 ff3 fsb fc0 sc0 ls0 ws0">2024-08-23</div><div class="c x181 y838 w22 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1d y83a ff4 fsb fc0 sc0 ls0 ws0">RAZEM kró<span class="_ _17"></span>t<span class="_ _5"></span>k<span class="_ _17"></span>oterminowe </div><div class="t m0 x187 h1d y83b ff4 fsb fc0 sc0 ls0 ws0">0</div><div class="c x17d y4f7 w26 h1e"><div class="t m0 x0 h1d y6c ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x115 h1d y83b ff4 fsb fc0 sc0 ls0 ws0">0</div><div class="c x17e y4f7 w26 h1e"><div class="t m0 x0 h1d y6c ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x26 h1d y83b ff4 fsb fc0 sc0 ls0 ws0">EUR</div><div class="c xd7 y4f7 w27 h1e"><div class="t m0 x0 h1d y6c ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x168 h1d y83b ff4 fsb fc0 sc0 ls0 ws0">-</div><div class="c xb y4f7 w22 h1e"><div class="t m0 x0 h1d y6c ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x186 h1d y83b ff4 fsb fc0 sc0 ls0 ws0">-</div><div class="c x181 y4f7 w22 h1e"><div class="t m0 x0 h1d y6c ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x188 h1d y83a ff4 fsb fc0 sc0 ls0 ws0">50 150</div><div class="c x17d y83c w26 h1e"><div class="t m0 x0 h1d y6c ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x16d h1d y83a ff4 fsb fc0 sc0 ls0 ws0">50 150</div><div class="c x17e y83c w26 h1e"><div class="t m0 x0 h1d y6c ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x26 h1d y83a ff4 fsb fc0 sc0 ls0 ws0">PLN</div><div class="c xd7 y83c w27 h1e"><div class="t m0 x0 h1d y6c ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x168 h1d y83a ff4 fsb fc0 sc0 ls0 ws0">-</div><div class="c xb y83c w22 h1e"><div class="t m0 x0 h1d y6c ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x186 h1d y83a ff4 fsb fc0 sc0 ls0 ws0">-</div><div class="c x181 y83c w22 h1e"><div class="t m0 x0 h1d y6c ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="c x6 y62c w3c h72"><div class="t m0 x0 h71 y83d ff3 fs1a fc0 sc0 ls0 ws0">1</div></div><div class="t m0 x189 h1b y83e ff3 fsb fc0 sc0 ls0 ws0"> W dniu 08.09<span class="_ _2"></span>.2021 nastąpiła as<span class="_ _17"></span>ymilacja serii K I L I aktua<span class="_ _17"></span>lni<span class="_ _5"></span>e obie w<span class="_ _17"></span>ys<span class="_ _5"></span>tępują pod<span class="_ _17"></span> nazwą I kode<span class="_ _17"></span>m ISIN serii K </div><div class="t m0 x6 h71 y83f ff3 fs1a fc0 sc0 ls0 ws0">2</div><div class="t m0 x189 h1b y7b ff3 fsb fc0 sc0 ls0 ws0"> W<span class="_ _17"></span>g stanu na dzień publ<span class="_ _2"></span>ikacji seri<span class="_ _17"></span>a 20<span class="_ _5"></span>22BC obl<span class="_ _17"></span>i<span class="_ _5"></span>gacji zosta<span class="_ _17"></span>ła wykupiona w ca<span class="_ _17"></span>łości na wniosek Emitent<span class="_ _17"></span>a  </div><div class="t m0 x6 hf y840 ff3 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h1d y15b ff4 fsb fc0 sc0 ls0 ws0">Obligacje  </div><div class="t m0 x6 h1d y30 ff4 fsb fc0 sc0 ls0 ws0">na dzień 31.12.2<span class="_ _2"></span>023 <span class="_ _19f"> </span>Zabezpieczenie<span class="_ _17"></span> </div><div class="t m0 x6 h1b y841 ff3 fsb fc0 sc0 ls0 ws0">Obligacje serii P<span class="_ _2"></span>2021A <span class="_ _16b"> </span>brak </div><div class="t m0 x6 h1b y842 ff3 fsb fc0 sc0 ls0 ws0">Obligacje serii P<span class="_ _2"></span>2021B <span class="_ _170"> </span>brak </div><div class="t m0 x6 h1b y843 ff3 fsb fc0 sc0 ls0 ws0">Obligacje serii 20<span class="_ _17"></span>2<span class="_ _5"></span>2A<span class="_ _17"></span>C <span class="_ _16b"> </span>Prz<span class="_ _17"></span>elew wierzytelności z po<span class="_ _17"></span>życzek </div><div class="t m0 x6 h1b y844 ff3 fsb fc0 sc0 ls0 ws0">Obligacje serii 20<span class="_ _17"></span>2<span class="_ _5"></span>2BC <span class="_ _16b"> </span>Prz<span class="_ _17"></span>elew wierzytelnośc<span class="_ _17"></span>i<span class="_ _5"></span> z pożyc<span class="_ _2"></span>zek<span class="_ _17"></span> </div><div class="t m0 x6 h1b y845 ff3 fsb fc0 sc0 ls0 ws0">Obligacje serii J<span class="_ _17"></span> <span class="_ _121"> </span>bra<span class="_ _17"></span>k </div><div class="t m0 x6 h1b y846 ff3 fsb fc0 sc0 ls0 ws0">Obligacje serii K<span class="_ _17"></span> <span class="_ _114"> </span>brak<span class="_ _17"></span> </div><div class="t m0 x6 h1b y847 ff3 fsb fc0 sc0 ls0 ws0">Obligacje serii P<span class="_ _2"></span>2023A <span class="_ _16b"> </span>brak </div><div class="t m0 x6 h1b y254 ff3 fsb fc0 sc0 ls0 ws0">Obligacje serii P<span class="_ _2"></span>2023B <span class="_ _170"> </span>btak </div><div class="t m0 x1 h2b y848 ff2 fsa fc2 sc3 ls0 ws0">Z tytułu <span class="_ _5"></span>ob<span class="_ _5"></span>l<span class="_ _5"></span>i<span class="_ _5"></span>gacj<span class="_ _5"></span>i<span class="_ _c8"> </span> </div><div class="t m0 x6 h1d y2a4 ff4 fsb fc0 sc0 ls0 ws0">Obligacje na k<span class="_ _17"></span>oniec okres<span class="_ _17"></span>u sp<span class="_ _5"></span>ra-</div><div class="t m0 x6 h1d y849 ff4 fsb fc0 sc0 ls0 ws0">wozda<span class="_ _17"></span>wczego 3<span class="_ _17"></span>1.12.2022 <span class="_ _1a3"> </span>W<span class="_ _17"></span>artość</div><div class="c x152 y84a w30 h1e"><div class="t m0 x0 h1d y92 ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xea h1d y849 ff4 fsb fc0 sc0 ls0 ws0">Saldo</div><div class="c x115 y84a w24 h1e"><div class="t m0 x0 h1d y92 ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xe6 h1d y849 ff4 fsb fc0 sc0 ls0 ws0">W<span class="_ _17"></span>aluta</div><div class="c x175 y84a w2d h1e"><div class="t m0 x0 h1d y92 ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x34 h1d y2a4 ff4 fsb fc0 sc0 ls0 ws0">Stopa </div><div class="c x77 y84b w10 h1e"><div class="t m0 x0 h1d y92 ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6c h1d y849 ff4 fsb fc0 sc0 ls0 ws0">procentowa</div><div class="c x176 y84a w24 h1e"><div class="t m0 x0 h1d y92 ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x5b h1d y849 ff4 fsb fc0 sc0 ls0 ws0">Data spłaty</div><div class="c x4e y84a w24 h1e"><div class="t m0 x0 h1d y92 ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1d y84c ff4 fsb fc0 sc0 ls0 ws0">Długotermino<span class="_ _2"></span>we </div><div class="c x152 y2a6 w30 h1e"><div class="t m0 x0 h1d y8d ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="c x115 y2a6 w24 h1e"><div class="t m0 x0 h1d y8d ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="c x175 y2a6 w2d h1e"><div class="t m0 x0 h1d y8d ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="c x176 y2a6 w24 h1e"><div class="t m0 x0 h1d y8d ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="c x4e y2a6 w24 h1e"><div class="t m0 x0 h1d y8d ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y84d ff3 fsb fc0 sc0 ls0 ws0">Obligacje serii P<span class="_ _2"></span>2021A <span class="_ _83"> </span>25 0<span class="_ _2"></span>00</div><div class="c x152 y84e w30 h23"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x125 h1b y84d ff3 fsb fc0 sc0 ls0 ws0">25 000</div><div class="c x115 y84e w24 h23"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x2a h1b y84d ff3 fsb fc0 sc0 ls0 ws0">PLN</div><div class="c x175 y84e w2d h23"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x71 h1b y84f ff3 fsb fc0 sc0 ls0 ws0">WIBOR </div><div class="t m0 x118 h1b y84d ff3 fsb fc0 sc0 ls0 ws0">3M+marża</div><div class="c x176 y84e w24 h23"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x11f h1b y84d ff3 fsb fc0 sc0 ls0 ws0">2025-02-13</div><div class="c x4e y84e w24 h23"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y850 ff3 fsb fc0 sc0 ls0 ws0">Obligacje serii P<span class="_ _2"></span>2021B <span class="_ _83"> </span>12<span class="_ _5"></span> 102</div><div class="c x152 y851 w30 h1e"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x125 h1b y850 ff3 fsb fc0 sc0 ls0 ws0">12 102</div><div class="c x115 y851 w24 h1e"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x2a h1b y850 ff3 fsb fc0 sc0 ls0 ws0">PLN</div><div class="c x175 y851 w2d h1e"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x71 h1b y665 ff3 fsb fc0 sc0 ls0 ws0">WIBOR </div><div class="t m0 x118 h1b y850 ff3 fsb fc0 sc0 ls0 ws0">3M+marża</div><div class="c x176 y851 w24 h1e"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x11f h1b y850 ff3 fsb fc0 sc0 ls0 ws0">2025-09-22</div><div class="c x4e y851 w24 h1e"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y3b7 ff3 fsb fc0 sc0 ls0 ws0">Obligacje serii 20<span class="_ _17"></span>2<span class="_ _5"></span>2A<span class="_ _17"></span>C <span class="_ _1a4"> </span>2 400</div><div class="c x152 y852 w30 h26"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x16d h1b y3b7 ff3 fsb fc0 sc0 ls0 ws0">2 400</div><div class="c x115 y852 w24 h26"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x2a h1b y3b7 ff3 fsb fc0 sc0 ls0 ws0">EUR</div><div class="c x175 y852 w2d h26"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x7a h1b y248 ff3 fsb fc0 sc0 ls0 ws0">EURIBOR </div><div class="t m0 x118 h1b y3b7 ff3 fsb fc0 sc0 ls0 ws0">6M+marża</div><div class="c x176 y852 w24 h26"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x11f h1b y3b7 ff3 fsb fc0 sc0 ls0 ws0">2027-03-29</div><div class="c x4e y852 w24 h26"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y853 ff3 fsb fc0 sc0 ls0 ws0">Obligacje serii 20<span class="_ _17"></span>2<span class="_ _5"></span>2BC <span class="_ _1a4"> </span>3 800</div><div class="c x152 y3e w30 h1e"><div class="t m0 x0 h1b y8a ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x16d h1b y853 ff3 fsb fc0 sc0 ls0 ws0">3 800</div><div class="c x115 y3e w24 h1e"><div class="t m0 x0 h1b y8a ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x2a h1b y853 ff3 fsb fc0 sc0 ls0 ws0">EUR</div><div class="c x175 y3e w2d h1e"><div class="t m0 x0 h1b y8a ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x7a h1b y1ca ff3 fsb fc0 sc0 ls0 ws0">EURIBOR </div><div class="t m0 x118 h1b y853 ff3 fsb fc0 sc0 ls0 ws0">6M+marża</div><div class="c x176 y3e w24 h1e"><div class="t m0 x0 h1b y8a ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x11f h1b y853 ff3 fsb fc0 sc0 ls0 ws0">2027-03-29</div><div class="c x4e y3e w24 h1e"><div class="t m0 x0 h1b y8a ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y854 ff3 fsb fc0 sc0 ls0 ws0">Obligacje serii J<span class="_ _17"></span> <span class="_ _1a5"> </span>11 000</div><div class="c x152 y216 w30 h1e"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x125 h1b y854 ff3 fsb fc0 sc0 ls0 ws0">11 000</div><div class="c x115 y216 w24 h1e"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x2a h1b y854 ff3 fsb fc0 sc0 ls0 ws0">PLN</div><div class="c x175 y216 w2d h1e"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x18a h1b y855 ff3 fsb fc0 sc0 ls0 ws0">WIBOR 6 </div><div class="t m0 x21 h1b y854 ff3 fsb fc0 sc0 ls0 ws0">M+marża</div><div class="c x176 y216 w24 h1e"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x11f h1b y854 ff3 fsb fc0 sc0 ls0 ws0">2024-06-22</div><div class="c x4e y216 w24 h1e"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y856 ff3 fsb fc0 sc0 ls0 ws0">Obligacje serii K<span class="_ _17"></span> <span class="_ _118"> </span>39<span class="_ _5"></span> 150</div><div class="c x152 y857 w30 h1e"><div class="t m0 x0 h1b y8a ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x125 h1b y856 ff3 fsb fc0 sc0 ls0 ws0">39 150</div><div class="c x115 y857 w24 h1e"><div class="t m0 x0 h1b y8a ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x2a h1b y856 ff3 fsb fc0 sc0 ls0 ws0">PLN</div><div class="c x175 y857 w2d h1e"><div class="t m0 x0 h1b y8a ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x71 h1b y858 ff3 fsb fc0 sc0 ls0 ws0">WIBOR </div><div class="t m0 x118 h1b y856 ff3 fsb fc0 sc0 ls0 ws0">6M+marża</div><div class="c x176 y857 w24 h1e"><div class="t m0 x0 h1b y8a ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x11f h1b y856 ff3 fsb fc0 sc0 ls0 ws0">2024-08-23</div><div class="c x4e y857 w24 h1e"><div class="t m0 x0 h1b y8a ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1d y859 ff4 fsb fc0 sc0 ls0 ws0">RAZEM długotermino<span class="_ _17"></span>we <span class="_ _8c"> </span>87 252</div><div class="c x152 y85a w30 h1e"><div class="t m0 x0 h1d y92 ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x125 h1d y859 ff4 fsb fc0 sc0 ls0 ws0">87 252</div><div class="c x115 y85a w24 h1e"><div class="t m0 x0 h1d y92 ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x2a h1d y859 ff4 fsb fc0 sc0 ls0 ws0">PLN</div><div class="c x175 y85a w2d h1e"><div class="t m0 x0 h1d y92 ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x178 h1d y859 ff4 fsb fc0 sc0 ls0 ws0">-</div><div class="c x176 y85a w24 h1e"><div class="t m0 x0 h1d y92 ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x179 h1d y859 ff4 fsb fc0 sc0 ls0 ws0">-</div><div class="c x4e y85a w24 h1e"><div class="t m0 x0 h1d y92 ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1d y710 ff3 fsb fc0 sc0 ls0 ws0"> <span class="_ _1c"> </span><span class="ff4">6 200</span></div><div class="c x152 y711 w30 h1e"><div class="t m0 x0 h1d y85 ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x18b h1d y710 ff4 fsb fc0 sc0 ls0 ws0">6 200</div><div class="c x115 y711 w24 h1e"><div class="t m0 x0 h1d y85 ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x75 h1d y710 ff4 fsb fc0 sc0 ls0 ws0">EUR</div><div class="c x175 y711 w2d h1e"><div class="t m0 x0 h1d y85 ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x178 h1b y710 ff3 fsb fc0 sc2 ls0 ws0">-</div><div class="c x176 y711 w24 h1e"><div class="t m0 x0 h1b y85 ff3 fsb fc0 sc2 ls0 ws0"> </div></div><div class="t m0 x179 h1b y710 ff3 fsb fc0 sc2 ls0 ws0">-</div><div class="c x4e y711 w24 h1e"><div class="t m0 x0 h1b y85 ff3 fsb fc0 sc2 ls0 ws0"> </div></div><div class="t m0 x6 h1d y85b ff4 fsb fc0 sc0 ls0 ws0">Krótk<span class="_ _17"></span>oterminowe<span class="_ _2"></span> </div><div class="c x152 y85c w30 h1e"><div class="t m0 x0 h1d y92 ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="c x115 y85c w24 h1e"><div class="t m0 x0 h1d y92 ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="c x175 y85c w2d h1e"><div class="t m0 x0 h1d y92 ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="c x176 y85c w24 h1e"><div class="t m0 x0 h1d y92 ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="c x4e y85c w24 h1e"><div class="t m0 x0 h1d y92 ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y278 ff3 fsb fc0 sc0 ls0 ws0">Obligacje serii I<span class="_ _2"></span> <span class="_ _14b"> </span>50 000</div><div class="c x152 y279 w30 h1e"><div class="t m0 x0 h1b y8a ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x125 h1b y278 ff3 fsb fc0 sc0 ls0 ws0">50 000</div><div class="c x115 y279 w24 h1e"><div class="t m0 x0 h1b y8a ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x2a h1b y278 ff3 fsb fc0 sc0 ls0 ws0">PLN</div><div class="c x175 y279 w2d h1e"><div class="t m0 x0 h1b y8a ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x18a h1b y85d ff3 fsb fc0 sc0 ls0 ws0">WIBOR 6 </div><div class="t m0 x21 h1b y278 ff3 fsb fc0 sc0 ls0 ws0">M+marża</div><div class="c x176 y279 w24 h1e"><div class="t m0 x0 h1b y8a ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x11f h1b y278 ff3 fsb fc0 sc0 ls0 ws0">2023-10-28</div><div class="c x4e y279 w24 h1e"><div class="t m0 x0 h1b y8a ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1d y715 ff4 fsb fc0 sc0 ls0 ws0">RAZEM kró<span class="_ _17"></span>t<span class="_ _5"></span>k<span class="_ _17"></span>oterminowe </div><div class="t m0 x18c h1d y2e1 ff4 fsb fc0 sc0 ls0 ws0">50 000</div><div class="c x152 y6b6 w30 h1e"><div class="t m0 x0 h1d y92 ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x125 h1d y2e1 ff4 fsb fc0 sc0 ls0 ws0">50 000</div><div class="c x115 y6b6 w24 h1e"><div class="t m0 x0 h1d y92 ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x2a h1d y2e1 ff4 fsb fc0 sc0 ls0 ws0">PLN</div><div class="c x175 y6b6 w2d h1e"><div class="t m0 x0 h1d y92 ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x178 h1d y2e1 ff4 fsb fc0 sc0 ls0 ws0">-</div><div class="c x176 y6b6 w24 h1e"><div class="t m0 x0 h1d y92 ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x179 h1d y2e1 ff4 fsb fc0 sc0 ls0 ws0">-</div><div class="c x4e y6b6 w24 h1e"><div class="t m0 x0 h1d y92 ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xfa h1d y715 ff4 fsb fc0 sc0 ls0 ws0">0</div><div class="c x152 y716 w30 h1e"><div class="t m0 x0 h1d y8a ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x11d h1d y715 ff4 fsb fc0 sc0 ls0 ws0">0</div><div class="c x115 y716 w24 h1e"><div class="t m0 x0 h1d y8a ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x75 h1d y715 ff4 fsb fc0 sc0 ls0 ws0">EUR</div><div class="c x175 y716 w2d h1e"><div class="t m0 x0 h1d y8a ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x178 h1d y715 ff4 fsb fc0 sc0 ls0 ws0">-</div><div class="c x176 y716 w24 h1e"><div class="t m0 x0 h1d y8a ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x179 h1d y715 ff4 fsb fc0 sc0 ls0 ws0">-</div><div class="c x4e y716 w24 h1e"><div class="t m0 x0 h1d y8a ff4 fsb fc0 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf3f" class="pf w0 h0" ><div class="pc pc3f w0 h0"><img class="bi x11 y85e wc h73" alt="" src="data:image/png;base64,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"/><div class="t m0 x1 h2 y1 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h3 y53 ff1 fs0 fc1 sc0 ls0 ws0">Jednostkowe sprawozdanie ﬁnansowe Dekpol S.A.<span class="ff2"> <span class="_ _14"> </span> <span class="_ _4f"> </span><span class="ff3 fc0">za okres od 01.01.2023 do 31.12.2023</span></span></div><div class="t m0 x3c h4 y54 ff3 fs1 fc0 sc0 ls0 ws0"> <span class="_ _3"></span> <span class="_ _4"> </span> <span class="_ _4"> </span> </div><div class="t m0 xb4 h3 y53 ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="c x54 y5fa w2e h6"><div class="t m0 x0 h5 y5fb ff1 fs2 fc0 sc0 ls0 ws0">63</div></div><div class="t m0 x13 h18 y56 ff1 fs9 fc6 sc0 ls0 ws0">Wprowadzenie </div><div class="t m0 x15 h18 y59 ff1 fs9 fc6 sc0 ls0 ws0">Sprawozdanie  </div><div class="t m0 x15 h18 y5a ff1 fs9 fc6 sc0 ls0 ws0">z sytuacji </div><div class="t m0 x15 h18 y5b ff1 fs9 fc6 sc0 ls0 ws0">ﬁnansowej </div><div class="t m0 x17 h18 y5f ff1 fs9 fc6 sc0 ls0 ws0">Sprawozdanie  </div><div class="t m0 x17 h18 y60 ff1 fs9 fc6 sc0 ls0 ws0">z przepływów </div><div class="t m0 x17 h18 y61 ff1 fs9 fc6 sc0 ls0 ws0">pieniężnych </div><div class="t m0 x18 h18 y5c ff1 fs9 fc6 sc0 ls0 ws0">Sprawozdanie  </div><div class="t m0 x18 h18 y5d ff1 fs9 fc6 sc0 ls0 ws0">ze zmian w kapitale </div><div class="t m0 x18 h18 y5e ff1 fs9 fc6 sc0 ls0 ws0">własnym </div><div class="t m0 x19 h16 y62 ff4 fs9 fc5 sc0 ls0 ws0">Dodatkowe  </div><div class="t m0 x19 h16 y63 ff4 fs9 fc5 sc0 ls0 ws0">noty  </div><div class="t m0 x19 h16 y64 ff4 fs9 fc5 sc0 ls0 ws0">objaśniające </div><div class="t m0 x16 h18 y5c ff1 fs9 fc6 sc0 ls0 ws0">Sprawozdanie  </div><div class="t m0 x16 h18 y5d ff1 fs9 fc6 sc0 ls0 ws0">z całkowitych  </div><div class="t m0 x16 h18 y5e ff1 fs9 fc6 sc0 ls0 ws0">dochodów </div><div class="t m0 x6 h1d y531 ff4 fsb fc0 sc0 ls0 ws0">Obligacje  na dzie<span class="_ _2"></span>ń 31.12.2022<span class="_ _17"></span> <span class="_ _2c"> </span>Zabe<span class="_ _17"></span>zp<span class="_ _5"></span>iecze<span class="_ _17"></span>n<span class="_ _5"></span>ie<span class="ff5"> </span></div><div class="t m0 x6 h1b y85f ff3 fsb fc0 sc0 ls0 ws0">Obligacje serii P<span class="_ _2"></span>2021A <span class="_ _16b"> </span>Brak </div><div class="t m0 x6 h1b y860 ff3 fsb fc0 sc0 ls0 ws0">Obligacje serii P<span class="_ _2"></span>2021B <span class="_ _170"> </span>Brak<span class="_ _17"></span> </div><div class="t m0 x6 h1b y861 ff3 fsb fc0 sc0 ls0 ws0">Obligacje serii 20<span class="_ _17"></span>2<span class="_ _5"></span>2A<span class="_ _17"></span>C <span class="_ _16b"> </span>Prz<span class="_ _17"></span>elew wierzytelności z po<span class="_ _17"></span>życzek </div><div class="t m0 x6 h1b y832 ff3 fsb fc0 sc0 ls0 ws0">Obligacje serii 20<span class="_ _17"></span>2<span class="_ _5"></span>2BC <span class="_ _16b"> </span>Prz<span class="_ _17"></span>elew wierzytelnośc<span class="_ _17"></span>i<span class="_ _5"></span> z pożyc<span class="_ _2"></span>zek<span class="_ _17"></span> </div><div class="t m0 x6 h1b y862 ff3 fsb fc0 sc0 ls0 ws0">Obligacje serii J<span class="_ _17"></span> <span class="_ _121"> </span>B<span class="_ _17"></span>rak </div><div class="t m0 x6 h1b y863 ff3 fsb fc0 sc0 ls0 ws0">Obligacje serii K<span class="_ _17"></span> <span class="_ _114"> </span>Brak<span class="_ _17"></span> </div><div class="t m0 x6 h1b y6a1 ff3 fsb fc0 sc0 ls0 ws0">Obligacje serii I<span class="_ _2"></span> </div><div class="t m0 x17a h1b y480 ff3 fsb fc0 sc0 ls0 ws0">Hipoteka <span class="_ _2"></span>oraz ośw<span class="_ _17"></span>iadczenie o poddaniu si<span class="_ _17"></span>ę egzekucj<span class="_ _17"></span>i<span class="_ _5"></span> w trybie art. 7<span class="_ _17"></span>77 KPC Dłużnika hip<span class="_ _17"></span>o-</div><div class="t m0 x17a h1b y6a1 ff3 fsb fc0 sc0 ls0 ws0">tecznego </div><div class="t m0 x1 h2b y864 ff2 fsa fc2 sc3 ls0 ws0">II <span class="_ _5"></span>Pro<span class="_ _5"></span>gram <span class="_ _5"></span>E<span class="_ _5"></span>m<span class="_ _5"></span>isji <span class="_ _5"></span>O<span class="_ _5"></span>bl<span class="_ _5"></span>iga<span class="_ _5"></span>c<span class="_ _5"></span>j<span class="_ _5"></span>i<span class="_ _5"></span> <span class="_ _31"> </span> </div><div class="t m0 x1 h4 y865 ff3 fs1 fc0 sc0 ls0 ws0">W <span class="_ _17"></span>dniu <span class="_ _17"></span>24 kwi<span class="_ _17"></span>e<span class="_ _5"></span>tnia <span class="_ _17"></span>2023 ro<span class="_ _17"></span>ku <span class="_ _2"></span>K<span class="_ _17"></span>omisja Nadz<span class="_ _17"></span>o<span class="_ _5"></span>ru <span class="_ _17"></span>Finansowego <span class="_ _17"></span>(KNF) <span class="_ _17"></span>zatwierdziła <span class="_ _17"></span>prospekt <span class="_ _17"></span>pod<span class="_ _5"></span>stawo<span class="_ _17"></span>wy II <span class="_ _7"></span>Programu <span class="_ _17"></span>Emisji </div><div class="t m0 x1 h4 y679 ff3 fs1 fc0 sc0 ls0 ws0">Obligacji Dekpol S.A., w związku z c<span class="_ _17"></span>z<span class="_ _5"></span>ym wszedł w życ<span class="_ _17"></span>ie <span class="_ _5"></span>ustanowiony uch<span class="_ _17"></span>wa<span class="_ _5"></span>łą Zarządu Spółki <span class="_ _2"></span>z grudnia 2022 roku II Pro-</div><div class="t m0 x1 h4 y866 ff3 fs1 fc0 sc0 ls0 ws0">gram <span class="_ _32"></span>Emisji <span class="_ _32"></span>Obligacji <span class="_ _32"></span>(<span class="_ _5"></span>PEO <span class="_ _32"></span>II). <span class="_ _2f"></span>W <span class="_ _32"></span>ramach <span class="_ _2f"></span>PEO <span class="_ _32"></span>II <span class="_ _2f"></span>Spółka <span class="_ _32"></span>mogła <span class="_ _32"></span>emitować <span class="_ _32"></span>ob<span class="_ _5"></span>ligacje <span class="_ _32"></span>w <span class="_ _32"></span>trybie<span class="_ _5"></span> <span class="_ _32"></span>określonym <span class="_ _32"></span>w <span class="_ _32"></span>a<span class="_ _5"></span>rt. <span class="_ _32"></span>33 <span class="_ _32"></span>pkt. <span class="_ _2f"></span>1 </div><div class="t m0 x1 h4 y867 ff3 fs1 fc0 sc0 ls0 ws0">ustawy z <span class="_ _2"></span>dnia 15 stycznia 2015 roku o obligacjach. Łącznie wyemitowane mogły z<span class="_ _17"></span>os<span class="_ _5"></span>tać obligacje o łącznej wartości no-</div><div class="t m0 x1 h4 y868 ff3 fs1 fc0 sc0 ls0 ws0">minalnej nie <span class="_ _17"></span>wyższej <span class="_ _17"></span>niż 1<span class="_ _2"></span>50 <span class="_ _2"></span>mln zł<span class="_ _2"></span>, w <span class="_ _17"></span>jednej lub <span class="_ _17"></span>więcej seriach obli<span class="_ _17"></span>g<span class="_ _5"></span>acji, <span class="_ _17"></span>w terminie <span class="_ _17"></span>do 12 <span class="_ _2"></span>miesięcy <span class="_ _17"></span>od dnia <span class="_ _2"></span>zatwierdz<span class="_ _17"></span>en<span class="_ _5"></span>ia </div><div class="t m0 x1 h4 y869 ff3 fs1 fc0 sc0 ls0 ws0">przez <span class="_ _32"></span>KNF <span class="_ _44"></span>prospektu. <span class="_ _2f"></span>Obligacje <span class="_ _2f"></span>mog<span class="_ _5"></span>ły <span class="_ _32"></span>być <span class="_ _2f"></span>e<span class="_ _5"></span>mitowane <span class="_ _2f"></span>zarówno <span class="_ _2f"></span>jak<span class="_ _17"></span>o<span class="_ _5"></span> <span class="_ _32"></span>ob<span class="_ _5"></span>ligacje <span class="_ _2f"></span>niezabezpi<span class="_ _17"></span>eczone <span class="_ _44"></span>jak <span class="_ _2f"></span>i <span class="_ _2f"></span>zabezpieczone<span class="_ _17"></span>. </div><div class="t m0 x1 h4 y86a ff3 fs1 fc0 sc0 ls0 ws0">Oprocentowanie <span class="_ _5"></span>obligacji <span class="_ _5"></span>mog<span class="_ _5"></span>ło <span class="_ _5"></span>być <span class="_ _5"></span>zmien<span class="_ _5"></span>ne <span class="_ _32"></span>lub <span class="_ _5"></span>stałe, <span class="_ _5"></span>a <span class="_ _32"></span>ś<span class="_ _5"></span>wiadczenia <span class="_ _5"></span>z <span class="_ _32"></span>obligacji <span class="_ _5"></span>mogł<span class="_ _5"></span>y <span class="_ _5"></span>mieć <span class="_ _5"></span>ch<span class="_ _5"></span>arakter <span class="_ _5"></span>wyłącznie <span class="_ _32"></span>pie-</div><div class="t m0 x1 h4 y86b ff3 fs1 fc0 sc0 ls0 ws0">niężny<span class="_ _7"></span>. <span class="_ _17"></span>Emisje <span class="_ _17"></span>k<span class="_ _17"></span>o<span class="_ _5"></span>lejnych <span class="_ _17"></span>serii <span class="_ _7"></span>o<span class="_ _5"></span>bligacji <span class="_ _17"></span>miały <span class="_ _17"></span>być <span class="_ _17"></span>dok<span class="_ _17"></span>o<span class="_ _5"></span>nywane <span class="_ _7"></span>każdorazow<span class="_ _17"></span>o na <span class="_ _7"></span>mocy <span class="_ _17"></span>uchwały <span class="_ _17"></span>Zarządu <span class="_ _17"></span>Spółki <span class="_ _17"></span>określającej </div><div class="t m0 x1 h4 y86c ff3 fs1 fc0 sc0 ls0 ws0">ostateczne <span class="_ _32"></span>warunki <span class="_ _32"></span>emisj<span class="_ _5"></span>i <span class="_ _32"></span>dane<span class="_ _5"></span>j <span class="_ _5"></span>ser<span class="_ _5"></span>ii, <span class="_ _5"></span>w<span class="_ _5"></span> <span class="_ _32"></span>tym <span class="_ _2f"></span>w <span class="_ _5"></span>s<span class="_ _5"></span>zczególności <span class="_ _5"></span>waluta <span class="_ _32"></span>ob<span class="_ _5"></span>ligacji <span class="_ _32"></span>dan<span class="_ _5"></span>ej <span class="_ _5"></span>ser<span class="_ _5"></span>ii, <span class="_ _32"></span>cena <span class="_ _32"></span>emisyjna, <span class="_ _32"></span>jed<span class="_ _5"></span>nostk<span class="_ _17"></span>owa </div><div class="t m0 x1 h4 y86d ff3 fs1 fc0 sc0 ls0 ws0">oraz <span class="_ _2f"></span>łączna <span class="_ _33"> </span>wartość <span class="_ _2f"></span>nominalna <span class="_ _44"></span>obligacji <span class="_ _2f"></span>dan<span class="_ _5"></span>ej <span class="_ _44"></span>serii, <span class="_ _2f"></span>termin <span class="_ _44"></span>wykupu, <span class="_ _2f"></span>oproce<span class="_ _5"></span>ntowanie,<span class="_ _17"></span> <span class="_ _44"></span>okresy <span class="_ _2f"></span>od<span class="_ _5"></span>setk<span class="_ _17"></span>owe <span class="_ _44"></span>oraz <span class="_ _2f"></span>zasady </div><div class="t m0 x1 h4 y86e ff3 fs1 fc0 sc0 ls0 ws0">ubiegania <span class="_ _5"></span>się <span class="_ _32"></span>o <span class="_ _5"></span>wprowadzenie obligacji <span class="_ _32"></span>danej <span class="_ _5"></span>serii <span class="_ _5"></span>do <span class="_ _32"></span>obrotu <span class="_ _32"></span>na <span class="_ _5"></span>wybranym d<span class="_ _5"></span>la <span class="_ _5"></span>tej <span class="_ _5"></span>ser<span class="_ _5"></span>ii <span class="_ _5"></span>rynku reg<span class="_ _5"></span>ulowan<span class="_ _17"></span>ym <span class="_ _32"></span>lub <span class="_ _5"></span>alt<span class="_ _5"></span>erna-</div><div class="t m0 x1 h4 y86f ff3 fs1 fc0 sc0 ls0 ws0">tywnym <span class="_ _17"></span>systemie obrotu Catalyst. </div><div class="t m0 x1 h4 y6fd ff3 fs1 fc0 sc0 ls0 ws0">O II Progr<span class="_ _2"></span>amie Emisji Obligacji Spółka informowała w r<span class="_ _17"></span>apo<span class="_ _5"></span>rcie bież<span class="_ _17"></span>ą<span class="_ _5"></span>cym <span class="_ _2"></span>nr 13/2023 z dnia 24 kwietnia 2023 roku. </div><div class="t m0 x1 h2b y3af ff2 fsa fc2 sc3 ls0 ws0">Em<span class="_ _5"></span>isja <span class="_ _5"></span>ob<span class="_ _5"></span>l<span class="_ _5"></span>ig<span class="_ _5"></span>a<span class="_ _5"></span>cji <span class="_ _5"></span>ser<span class="_ _5"></span>i<span class="_ _5"></span>i P20<span class="_ _5"></span>23<span class="_ _5"></span>A <span class="_ _5"></span>w <span class="_ _5"></span>ramach<span class="_ _5"></span> II <span class="_ _5"></span>P<span class="_ _5"></span>r<span class="_ _5"></span>ogram<span class="_ _5"></span>u<span class="_ _5"></span> E<span class="_ _5"></span>m<span class="_ _5"></span>isji <span class="_ _5"></span>Obl<span class="_ _5"></span>i<span class="_ _5"></span>g<span class="_ _5"></span>acji <span class="_ _56"> </span> </div><div class="t m0 x1 h4 y6c0 ff3 fs1 fc0 sc0 ls0 ws0">W dniu <span class="_ _17"></span>2 czerwca 20<span class="_ _17"></span>23 roku <span class="_ _17"></span>Z<span class="_ _5"></span>arząd Dekpol S<span class="_ _17"></span>.A. podjął uch<span class="_ _17"></span>w<span class="_ _5"></span>ałę w <span class="_ _17"></span>s<span class="_ _5"></span>pra<span class="_ _17"></span>wie emisji w <span class="_ _2"></span>ramach PEO <span class="_ _17"></span>II<span class="_ _5"></span> do <span class="_ _17"></span>40.000 obligacji na </div><div class="t m0 x1 h4 y870 ff3 fs1 fc0 sc0 ls0 ws0">okaziciela serii P20<span class="_ _17"></span>2<span class="_ _5"></span>3A o wartości nominalnej 1.000 zł każda <span class="_ _2"></span>i łącznej wartości nominalne<span class="_ _5"></span>j do 40.000.000 zł. Emisja obli-</div><div class="t m0 x1 h4 y871 ff3 fs1 fc0 sc0 ls0 ws0">gacji została przeprowadzona na podstawie prospektu w try<span class="_ _5"></span>bie ofer<span class="_ _5"></span>ty publicznej w rozumie<span class="_ _5"></span>niu przepisów usta<span class="_ _17"></span>w<span class="_ _5"></span>y z <span class="_ _5"></span>dnia </div><div class="t m0 x1 h4 y72f ff3 fs1 fc0 sc0 ls0 ws0">29 lipca 2005 roku <span class="_ _17"></span>o<span class="_ _5"></span> ofercie publi<span class="_ _17"></span>czn<span class="_ _5"></span>ej (...). Subskrypcja obligacji miała miejsce w dniach 5-19 czerwca 2023 rok<span class="_ _17"></span>u.  </div><div class="t m0 x1 h4 y872 ff3 fs1 fc0 sc0 ls0 ws0">W dniu 20<span class="_ _5"></span> czerwca 2023 roku Krajowy Depozyt Papierów W<span class="_ _17"></span>artoś<span class="_ _5"></span>ciowych S.A. (KDPW) wydał o<span class="_ _5"></span>świadczenie o zawarciu </div><div class="t m0 x1 h4 y873 ff3 fs1 fc0 sc0 ls0 ws0">ze <span class="_ _17"></span>Spółką um<span class="_ _17"></span>owy o <span class="_ _17"></span>reje<span class="_ _5"></span>str<span class="_ _2"></span>ację w <span class="_ _17"></span>depozycie papierów <span class="_ _17"></span>wartościowych <span class="_ _17"></span>pod k<span class="_ _17"></span>odem <span class="_ _17"></span>ISIN<span class="_ _5"></span> <span class="_ _17"></span>PLDE<span class="_ _5"></span>KPL00149, <span class="_ _17"></span>do 40.000 <span class="_ _17"></span>o<span class="_ _5"></span>bliga-</div><div class="t m0 x1 h4 y824 ff3 fs1 fc0 sc0 ls0 ws0">cji serii P2023A<span class="_ _17"></span> Spółki. W<span class="_ _17"></span>arun<span class="_ _5"></span>kiem rejestracji obligacji b<span class="_ _17"></span>yło <span class="_ _5"></span>ich dopuszczenie do <span class="_ _2"></span>obrotu na rynku re<span class="_ _17"></span>g<span class="_ _5"></span>ulowan<span class="_ _17"></span>ym. <span class="_ _5"></span> </div><div class="t m0 x1 h4 y12a ff3 fs1 fc0 sc0 ls0 ws0">W dniu 2<span class="_ _17"></span>2 czerwca <span class="_ _2"></span>2023 roku <span class="_ _17"></span>Zarząd Dekpol S.A.<span class="_ _2"></span> podjął uch<span class="_ _2"></span>wałę o dok<span class="_ _17"></span>onaniu wstępnej <span class="_ _17"></span>alokacji 40.000 obli<span class="_ _2"></span>gacji na oka<span class="_ _17"></span>-</div><div class="t m0 x1 h4 y874 ff3 fs1 fc0 sc0 ls0 ws0">ziciela <span class="_ _2f"></span>serii<span class="_ _5"></span> <span class="_ _2f"></span>P2023A <span class="_ _2f"></span>o <span class="_ _44"></span>wartoś<span class="_ _5"></span>ci <span class="_ _2f"></span>nomina<span class="_ _5"></span>lnej <span class="_ _2f"></span>1.000 <span class="_ _44"></span>zł <span class="_ _44"></span>każda <span class="_ _2f"></span>i <span class="_ _44"></span>łącznej <span class="_ _44"></span>wartości <span class="_ _44"></span>nominalnej <span class="_ _44"></span>40.000.000 <span class="_ _44"></span>zł. <span class="_ _44"></span>Obligacje <span class="_ _44"></span>serii </div><div class="t m0 x1 h4 y875 ff3 fs1 fc0 sc0 ls0 ws0">P2023A<span class="_ _17"></span> <span class="_ _32"></span>zostały <span class="_ _2f"></span>przydzielone <span class="_ _32"></span>pod <span class="_ _2f"></span>warunkiem <span class="_ _5"></span>zawieszającym <span class="_ _5"></span>dokonania <span class="_ _5"></span>o<span class="_ _5"></span>statecznego <span class="_ _32"></span>rozr<span class="_ _17"></span>a<span class="_ _5"></span>chunku <span class="_ _5"></span>transak<span class="_ _2"></span>cji <span class="_ _5"></span>na<span class="_ _5"></span>bycia </div><div class="t m0 x1 h4 y876 ff3 fs1 fc0 sc0 ls0 ws0">obligacji w r<span class="_ _2"></span>amach emisji w systemi<span class="_ _17"></span>e<span class="_ _5"></span> KDPW<span class="_ _55"></span>. Obl<span class="_ _5"></span>igacje zostały wyemito<span class="_ _17"></span>wane na<span class="_ _5"></span> podstawi<span class="_ _17"></span>e ar<span class="_ _5"></span>t. 33 pkt 1 <span class="_ _2"></span>ustawy o obliga<span class="_ _17"></span>-</div><div class="t m0 x1 h4 y877 ff3 fs1 fc0 sc0 ls0 ws0">cjach. Obligacje <span class="_ _5"></span>były emitowane <span class="_ _5"></span>po cen<span class="_ _5"></span>ie emisyjnej równej 996 <span class="_ _5"></span>zł (w <span class="_ _5"></span>przypadku złożenia <span class="_ _5"></span>zapisu do dnia <span class="_ _5"></span>11 czerwca <span class="_ _5"></span>br<span class="_ _7"></span>.) </div><div class="t m0 x1 h4 y878 ff3 fs1 fc0 sc0 ls0 ws0">za jedną obligację i 998 zł (w przypadku złoż<span class="_ _17"></span>en<span class="_ _5"></span>ia zapisu po tym<span class="_ _17"></span> ter<span class="_ _5"></span>minie) za jedną obligację. W<span class="_ _7"></span>ar<span class="_ _5"></span>tość emisyj<span class="_ _17"></span>na<span class="_ _5"></span> przydzie-</div><div class="t m0 x1 h4 y879 ff3 fs1 fc0 sc0 ls0 ws0">lonych <span class="_ _7"></span>o<span class="_ _5"></span>bligacji <span class="_ _7"></span>w<span class="_ _5"></span>yniosła <span class="_ _17"></span>o<span class="_ _5"></span>k. <span class="_ _17"></span>39,9 m<span class="_ _17"></span>ln<span class="_ _5"></span> <span class="_ _17"></span>zł. Stopa <span class="_ _7"></span>redukcji<span class="_ _17"></span> z<span class="_ _17"></span>ap<span class="_ _5"></span>isów <span class="_ _17"></span>wyniosła <span class="_ _17"></span>11,2 <span class="_ _17"></span>%<span class="_ _5"></span>. <span class="_ _17"></span>Obliga<span class="_ _5"></span>cje <span class="_ _17"></span>przydzielono 7<span class="_ _2"></span>09 <span class="_ _17"></span>inwestorom. </div><div class="t m0 x1 h4 y87a ff3 fs1 fc0 sc0 ls0 ws0">Oprocentowanie o<span class="_ _5"></span>bligacji <span class="_ _5"></span>jest <span class="_ _5"></span>zmienne<span class="_ _5"></span> <span class="_ _5"></span>i <span class="_ _5"></span>wynosi <span class="_ _5"></span>5,50% <span class="_ _5"></span>+<span class="_ _5"></span> <span class="_ _5"></span>WIBOR <span class="_ _5"></span>3M <span class="_ _5"></span>w <span class="_ _32"></span>ujęciu <span class="_ _5"></span>rocznym. <span class="_ _5"></span>Odsetki <span class="_ _5"></span>od <span class="_ _5"></span>ob<span class="_ _5"></span>ligacji <span class="_ _5"></span>są <span class="_ _5"></span>płatne <span class="_ _32"></span>w </div><div class="t m0 x1 h4 y87b ff3 fs1 fc0 sc0 ls0 ws0">okresach 3 <span class="_ _5"></span>miesięcznych. Obligacje n<span class="_ _5"></span>ie są <span class="_ _5"></span>zabezpiecz<span class="_ _2"></span>one. Wyk<span class="_ _17"></span>up <span class="_ _5"></span>obligacji na<span class="_ _5"></span>stąpi w <span class="_ _5"></span>dniu <span class="_ _5"></span>27 czerwca <span class="_ _5"></span>2026 roku. Obli-</div><div class="t m0 x1 h4 y87c ff3 fs1 fc0 sc0 ls0 ws0">gatariuszowi <span class="_ _5"></span>przysługuje <span class="_ _5"></span>p<span class="_ _5"></span>ra<span class="_ _17"></span>wo<span class="_ _5"></span> <span class="_ _32"></span>do <span class="_ _32"></span>żądania <span class="_ _5"></span>wcześniejszego <span class="_ _5"></span>wykupu <span class="_ _5"></span>o<span class="_ _5"></span>bligacji <span class="_ _5"></span>w <span class="_ _32"></span>stand<span class="_ _5"></span>ardowych <span class="_ _5"></span>przypadkach <span class="_ _32"></span>określo-</div><div class="t m0 x1 h4 y87d ff3 fs1 fc0 sc0 ls0 ws0">nych w warunkach emisji obligacji, w tym <span class="_ _5"></span>m.in. w przypa<span class="_ _5"></span>dku przekrocz<span class="_ _17"></span>e<span class="_ _5"></span>nia przez Grupę K<span class="_ _2"></span>apitałową Dekpol określonych </div><div class="t m0 x1 h4 y87e ff3 fs1 fc0 sc0 ls0 ws0">wskaźnik<span class="_ _17"></span>ów zadłuż<span class="_ _17"></span>en<span class="_ _5"></span>ia. Spółk<span class="_ _17"></span>a może żądać wcześniejsz<span class="_ _17"></span>ego wykupu <span class="_ _17"></span>o<span class="_ _5"></span>bligacji w każ<span class="_ _17"></span>d<span class="_ _5"></span>ym z dni płatności odsetek, wypła<span class="_ _17"></span>-</div><div class="t m0 x1 h4 y87f ff3 fs1 fc0 sc0 ls0 ws0">cając prem<span class="_ _17"></span>ię w <span class="_ _17"></span>wysokości <span class="_ _17"></span>0-1% <span class="_ _17"></span>war<span class="_ _5"></span>tości <span class="_ _17"></span>nomina<span class="_ _5"></span>lnej obli<span class="_ _17"></span>g<span class="_ _5"></span>acji <span class="_ _17"></span>będących przedmi<span class="_ _17"></span>o<span class="_ _5"></span>tem <span class="_ _17"></span>wykupu, <span class="_ _17"></span>w zależności <span class="_ _17"></span>od daty <span class="_ _17"></span>zło-</div><div class="t m0 x1 h4 y880 ff3 fs1 fc0 sc0 ls0 ws0">żenia żądania. <span class="_ _17"></span> </div></div><div class="pi" ></div></div><div id="pf40" class="pf w0 h0" ><div class="pc pc40 w0 h0"><img class="bi x11 y14f wc h31" alt="" 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StWPff8c+LITMuyxEcQAAAAAIjIJ6lTK73jslTZsm4JJcbV0kgSUe4wmxBDZ5IG713REmZmMSEhpa7OcRrZR+ZcNw9s3FxrlEKpSk/e0TlY396orVZYufIljamIiMSDD927s6vCEpOkZqr1up910DvuuOVhVXNJf7BGYTEwPb9iZX+zIFcvqUVJcd2P77rhZw84carMxMRxU98mZgkazaXNsnzxpbUTd5pMPlFXFsHEdYRSyeXOe9ZoRmRZESyKkVVIcpaCxC19fkXUEdEG2AXn44GzZqQpEQtxJ1G9ezxP2LX71TWvklRcUnnsiSWNghLvXlr5cqWaxrKRZJZkYdbBezshM/U+GzWqOn3Gbsuff1k1pmkaSn3mmSXTp+3lvWOszQIAAAAA7S6fOHGnJHH9A8006dg63dmYOBJHYkccSIo0VaVWsxhgSZiF2aI2e7or737PUeIoCg208tUrXx5TjOQoykF9f8/00dsbNc/LZjMXqShT1DB6dKdacEZmkVjNaNSo7uEbIjnLMo2FRurd2BcDcXtlFXOvvLzaOUfGapYkSVmWZup9Kj608kGivNka2LKBqE8So8InEsqctXTOGenatev+4R8u//4PL07TChkzW4xhYHBQY1S1apY1i00ju2tDi7qTEgWztKd7FPMqIzMLm/sH0pSbTWs0clNibq+brqNGdSo1nRNTjoEmThy3dfq+0caNvUTE7PD5AwAAAIChLh8xsssnXKmkoYws2y74HYlKIiIuiJvGaUcHd3bXRJRZmHn8hEkf/egH37b3ZDNrkc25+3dl7kbHztamotKdbUxzNy7d7qiSpGnWKkmESKzRCESOWYkCkxG7wUb/8PqGHKM6l4pQrVYX8RbaOet7RmXVWkVVRaTVanlXExEzck6URpAMFGVOZMRKRGbcbLU6OmpRS++casnkKpXq4489ffWV13/y7A+zJI7Z2MeoIuIkCSEyyTb1HIlCLNMiN2ZmZ1GLajVzjrxj71OjwoyKIqRVKoqYVqS9miQzDQ4UQ2uoExNRlmVkxMymNjx3CAAAAAB27C7PMjd1t8lPPbYhNIskteEo30KJy6jNJKt+6IyTP372e9gNdXn7ArOZMvPmjeXVP7jZ0jFrB9P6uJ61+erxEyfU/XavB3d0+O6RI1/u73MuCSE8/fTSMj/J1YSJmbkobfny5cPHWoxlT0+PCI0bN3749IQoXvj1cw48cO9KVYpCq1UxJRtaZJ1iJPbRORvob69fTmaUZdUQ8/3233PGjN2uuebnwnWi1DS59t9ufOdJJ0zceYw4ExYyihqInBknSbpwwZNEf05ERELkTOmVV9YSEYvFIp84aaKS1us8YmRnf9/GENSINNIzS55/275ThS2aJ6Knn1q67dz9SZMmEhNRjBq3XQMHAAAAAHZYErU4/IhZeTHoPJupiIQQRBxTppqUgZwkxOy9lKHpPXlHTkzYjGJZRiJZu6b30vO+8+oTvYVWNnbIykpjc7fMmLH3KNnu/HIjOvjQtxMVRTkoTh58YMHSJS9pMKE0lPTQg/OffGIJEYtIiKVRueuUSVFt1OiuMWN6QijS1JehvOe+ufUuMSkr9aiUk7clS5fc97uHH3xw4YMPLZg/f36MUYSMVCmaWpqkPqF/vPyCj33ylCm7TWSJpqYx6+stb5lzv/dk5qOambVXT1c1Mnl03qJHHl6mgTS6GP199z714vJXQihForh46KEHeSdRw6xZb2/Pk3Hi+zfnP/3J7XkzaEw02n33PvHkE8+YUYy5UdHRlc6YMYOIQohpmuIjCAAAAABE5J2Lhx8++wffndNsKJExM5GomsWUTYSp2ZBY+lYjeldhEjIhIjXSSKGM9/12wY9//LMF9y0Z07XLprC5a0Ra6/ZaNA/ddxrnRMn2vg7Yye8/4ec/+2WtVs9b2tdbfPELl/zlR04dO27Uq6tfuOpHP201zLE4x0o2ZeqkKVPHiotRw6xD9pnz6rz+wU3e29w779l3n32OP/HItO7LaPMefvSSb/7Tiy+8WuZZvUN2mdxz/Q3/lpsSKVEUkUazOXpcZfQYz8595tyzPv/Zb8QQRbJKml7/i1+detqxY8d3tE+uKPIkqbKJKuct+9IXLzn9jA9MnTrp+eUrrrn6tqIw7xNi7eisHHvc7KJsMcvJpxz177+4UaP3ru5855ybf0Nsxxw7u7d383ev+EkIJMLE0bh5/InHjBk1RpWYGfsKAQAAAMBQl6uGPfYYd9jsQ+769YPEJiJROUb9+4uvqtYoxuKJx1/IfLdGufuueWvX9pG6aLlaUeT5smUvLFu6wkvNd3VrZeDis045/ugD6pXSPLVqnf0udG0nzMUV06bvfMaZp/zoX2+opKNYq+tW5xee/z3nY172dXV2V7IRg/2xWnNk4cyP/EVHV6LWEMfvfs8xN9/w+zT14rQYHP2NC6+88fq53aPqMYRFi5Zs7g2Jm5A4Hdi86ZxPf845IVIiJY6qmviEObYKrdV59uH7HXHk7PvuflKjZ+c2rBv47neu+dpFn2Bm1SgiZoGITCWq27CudfmlV8UYzSJZypyoxlaj/6/P/qspU3fKy2aS0JTdJrz/1Hf99No7rcyc84mMuOPW++fcdGeW1YQ6ysLEBePW5F3HfOwT71VTImLmEALmsQAAAAAAEXlmIqbPfvb0hx5YPDi4WYSUSKPOuWmuUsM5Y6uLjHTili19YcnTzzruIs5JCjMV9pnv1pgUNT3/0nMPknz+OaflLzxZjhu9zzcv9Uec1LW9YTk30k99+kPr1rTunrtAQ1Lmlrhu5yIZNwZiDEW93mPUPPfcs9950p/FOMiSe8lm7rX7xz7+oauv+kVR5laMFlc8vnCV+KIsy0o60lOFQtVXBr701U8dPOvt1t6xh4lIWVhVVaNzJGxJ6j7+8TMXzrtw08Y8b0UWd+utdxx06LR3nnRUCME5V5aFc55ZyJIyZ5FU2Kkpc2AWcXTqe99/5pknqZIImwUR99nPnTHQ539124NMXqRGLEm10mqWwuRcKq7sGtn19W98Zcy4kcyRmUIIuOcTAAAAANrc+V/5hhfu6kqJG4/OezC0qOK7hFJi76iTrYMtpfZKKZx4qYiwcCJU8a7TNCta6p0/4n0zP7n/Lq++68wRy5eW5eapqxvl758dfcZxSTri9UclSpyvpNlRRx+0bu2LS5ctinFz4phVTDXxVq+X06aP+NKXP/L+k49IU05c6rkulDnRAw586/QZ3StWzs8HXdHaVEkTUqll9TJvJT7MnPmWc7945MmnHOV9JGJW+fGPfhFzcqxpWqZpeebp789SsViOHdNRlhsWLXw0kZpjzxaWP/fcYQcf/PTiNU8vfjFSFEeqhUuiCCWJdy5zUonh5dFjkr/54l9+4ux31urOOUucsYl3Serd4YfPrFTDihVPNhsby7yZJqkXi3FTvSOffcSel176d3vuOVnYSImUezesu/3WG4laacJFq/WxT56cVTDdHAAAAGAHxaGMzklRxBj0gvOvuG3OfUIjQiGcbdkf3oaWNCHb5vIuE7GqirgQwrcvP/ctz8y3Cy6L1d6XaoNTByp57Jlww/fGnvDO1x1VLWd2bN6MilZctvSV++59eOXKV/JWWe+ovGXyxN2n7bL/ATPrHZmRORHioZFVlYjKsgwhLHzk+SeffH7FihXNZnPs2LFjx42aNm3q2/fds9pFIYQkEWYXS77n7nlClTRNzaJyfshhM5OU1JQsGRwoFsx7mikhY5IiUnPGnrtfd83dP/7RrY2yyCrOqHXKqe/eeedxzzzzfN+mwZ7uMdN2G3/MsbMmThpFTOKI2IgCkZhJCMomzvHqVZsXL1r68MOL1q7dUKvW9pg+9bDZb5uy287Ok6qJI1VlksGB5rx5j3vn2bwqzX7HXj7BiuYAAAAAOygvjoyi8+Sc/8pXz163duO8h59yaaKypb+36fMti/0xmZl4Vi1dQqO7R4T+warPQpPGpplrGaW+7Ovf3qhmQsbExsxJxjP33mXm23YpQyBmEfKOo8UYC+JChKKy42zbp2dZ5pw75Ig9D3vHTDIqQ4wxZllCZMxGJkmSEMUYS2I58qgDyIiJzUicGZdm0TSKuDR1Rx61rxmRMYkaNUxdo7VebdC7usYyWHO33SecetrxRmQ2tJq6c8JMQYOwJyIiZ2YhxMR7IzKl8RO6xo474Jjj9xfhUFqSsBExkxGJMBk5cWbU2VU7+uhZqqRKwiQen0YAAACAHZdELdRK5yJLqHdmV/zz+SefepzPWmRC5kgdqSdNSFPSjDTd8kPiqq1GSea8SxeteLbnoD1WV30tZOPX+y7pXDOmPvKIvbc3qpPEjMyM2IxjGRokpU+j8wVLEa1ksjSpEDmN4mTrzaPMrKplWRIRcyAqgzaJ8zQzo4I5Egc1IjJVIzZxylK4JIqPzhMxiVCIObHGWKSZlLFB3DJWotIsqlmSVJgTtk4NlUo2IgQzI+bI0iLXZFcq5dFy73l45yMx4yTxIUYzjVpEK8QHSVSp9JkpK4mFqO23zEyqJEKqpmbiyCVmophrDgAAALAj8945IiNSEQ6qtY7sK+d9Yvdpu175o7tWr1ojzodSzcSMycSMksTHGFjMVLKswzkRphdfXT3+lNOKD7/vpRt+ObhuVbWn6y2nn0wTxv8XA7st4zK51BEFJk/UnmDNRERKQo621O/WMx6+sGyeiBL3mkvpZOQctdc+N1PmKKJEBVlC7VcjSqXS/nJARKlkRGwqzJkZO0ktVklrbB1sVOYhlIkTas9ZITLnCzNmluHpPUxEIkJE3kv7z0ikRCWROSdmJsJE4hMhovZUIOeIiNxQ2Ucmdc6IEuz9CQAAALDjdjmRJ4rtynSOiYyFPnDa8Ucf845rr73t+n+/vX9zIwSqVDrKMhJxCA3nmShGCyRxr332OuusU2cfuntSxinnfX7Uuw5d/fLykSN7xh36Z9SsUPW/Hp2HH47aK6Mb/6fI3nrgH9rewt8chl6NmMwPPZdpuKTd8NKE7X1DjUzIjIhjJGFLfBqjGbeMCu/MuXJoLG4/a9un8zansuVBw+/Ihod47bT81yFYxRwAAABgB8ftOynbm++YmZkweSIKFEOMQm758leWPvPCihWr+jb19fZuqlTSSrW6884Tdn3rpOnTd+vpqZuZGDM74uAlWGhxmhbBkWVp8oZP5DUXxe21sSt/4iLfLaKEyG2N5K2v84ficG2X0QZJk1tvfuje3zxWUkwzCdo4+f0nHDb7gC1/Lmev29bt3Yu2/abB23+frx/pzLhYDgAAALADd7kZrtQCAAAAALzJsNkkAAAAAAC6HAAAAAAA0OUAAAAAAOhyAAAAAABAlwMAAAAAoMsBAAAAAABdDgAAAACALgcAAAAAAHQ5AAAAAAC6HAAAAAAA0OUAAAAAAOhyAAAAAABAlwMAAAAAoMsBAAAAAABdDgAAAACALgcAAAAAAHQ5AAAAAAC6HAAAAAAA0OUAAAAAAOhyAAAAAABAlwMAAAAAoMsBAAAAAABdDgAAAACALgcAAAAAAHQ5AAAAAAC6HAAAAAAA0OUAAAAAAOhyAAAAAABAlwMAAAAAoMsBAAAAAABdDgAAAACALgcAAAAAgD/mPwBHNSFx7/cTTAAAAABJRU5ErkJggg=="/><div class="t m0 x1 h2 y1 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h3 y53 ff1 fs0 fc1 sc0 ls0 ws0">Jednostkowe sprawozdanie ﬁnansowe Dekpol S.A.<span class="ff2"> <span class="_ _14"> </span> <span class="_ _4f"> </span><span class="ff3 fc0">za okres od 01.01.2023 do 31.12.2023</span></span></div><div class="t m0 x3c h4 y54 ff3 fs1 fc0 sc0 ls0 ws0"> <span class="_ _3"></span> <span class="_ _4"> </span> <span class="_ _4"> </span> </div><div class="t m0 xb4 h3 y53 ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="c x54 y5fa w2e h6"><div class="t m0 x0 h5 y5fb ff1 fs2 fc0 sc0 ls0 ws0">64</div></div><div class="t m0 x13 h18 y56 ff1 fs9 fc6 sc0 ls0 ws0">Wprowadzenie </div><div class="t m0 x15 h18 y59 ff1 fs9 fc6 sc0 ls0 ws0">Sprawozdanie  </div><div class="t m0 x15 h18 y5a ff1 fs9 fc6 sc0 ls0 ws0">z sytuacji </div><div class="t m0 x15 h18 y5b ff1 fs9 fc6 sc0 ls0 ws0">ﬁnansowej </div><div class="t m0 x17 h18 y5f ff1 fs9 fc6 sc0 ls0 ws0">Sprawozdanie  </div><div class="t m0 x17 h18 y60 ff1 fs9 fc6 sc0 ls0 ws0">z przepływów </div><div class="t m0 x17 h18 y61 ff1 fs9 fc6 sc0 ls0 ws0">pieniężnych </div><div class="t m0 x18 h18 y5c ff1 fs9 fc6 sc0 ls0 ws0">Sprawozdanie  </div><div class="t m0 x18 h18 y5d ff1 fs9 fc6 sc0 ls0 ws0">ze zmian w kapitale </div><div class="t m0 x18 h18 y5e ff1 fs9 fc6 sc0 ls0 ws0">własnym </div><div class="t m0 x19 h16 y62 ff4 fs9 fc5 sc0 ls0 ws0">Dodatkowe  </div><div class="t m0 x19 h16 y63 ff4 fs9 fc5 sc0 ls0 ws0">noty  </div><div class="t m0 x19 h16 y64 ff4 fs9 fc5 sc0 ls0 ws0">objaśniające </div><div class="t m0 x16 h18 y5c ff1 fs9 fc6 sc0 ls0 ws0">Sprawozdanie  </div><div class="t m0 x16 h18 y5d ff1 fs9 fc6 sc0 ls0 ws0">z całkowitych  </div><div class="t m0 x16 h18 y5e ff1 fs9 fc6 sc0 ls0 ws0">dochodów </div><div class="t m0 x1 h4 y5fc ff3 fs1 fc0 sc0 ls0 ws0">W dniu <span class="_ _17"></span>23 czerwca <span class="_ _17"></span>2023 rok<span class="_ _17"></span>u Zarząd Giełdy <span class="_ _17"></span>Papierów W<span class="_ _7"></span>ar<span class="_ _5"></span>tościowy<span class="_ _17"></span>ch w W<span class="_ _17"></span>arsza<span class="_ _2"></span>wie S.<span class="_ _17"></span>A<span class="_ _5"></span>. (GPW) <span class="_ _17"></span>pod<span class="_ _5"></span>jął uc<span class="_ _17"></span>hwałę w spr<span class="_ _17"></span>a-</div><div class="t m0 x1 h4 y3f2 ff3 fs1 fc0 sc0 ls0 ws0">wie <span class="_ _17"></span>dopuszczenia <span class="_ _7"></span>d<span class="_ _5"></span>o <span class="_ _17"></span>40.000 <span class="_ _17"></span>obligacji <span class="_ _17"></span>Spółki <span class="_ _17"></span>s<span class="_ _5"></span>erii <span class="_ _17"></span>P2023A <span class="_ _7"></span>do<span class="_ _5"></span> <span class="_ _17"></span>obrotu <span class="_ _17"></span>giełdowego <span class="_ _17"></span>na<span class="_ _5"></span> <span class="_ _17"></span>rynku <span class="_ _7"></span>podstawowym <span class="_ _7"></span>Catalyst, <span class="_ _17"></span>z dniem </div><div class="t m0 x1 h4 y49 ff3 fs1 fc0 sc0 ls0 ws0">rejestracji<span class="_ _17"></span> <span class="_ _32"></span>tych <span class="_ _5"></span>obligacji <span class="_ _5"></span>przez <span class="_ _5"></span>KDPW<span class="_ _7"></span>. <span class="_ _5"></span>Podjęcie <span class="_ _5"></span>ww<span class="_ _17"></span>.<span class="_ _5"></span> <span class="_ _5"></span>uchwały <span class="_ _5"></span>stanowiło <span class="_ _5"></span>spełnienie <span class="_ _32"></span>warunku do <span class="_ _5"></span>zarejestrowania ob<span class="_ _5"></span>ligacji </div><div class="t m0 x1 h4 y674 ff3 fs1 fc0 sc0 ls0 ws0">w <span class="_ _17"></span>KDPW<span class="_ _7"></span>. <span class="_ _2"></span>W <span class="_ _17"></span>dniu 27 <span class="_ _17"></span>czerwca <span class="_ _17"></span>2023 <span class="_ _17"></span>roku <span class="_ _17"></span>Spółka <span class="_ _17"></span>powzięła i<span class="_ _17"></span>n<span class="_ _5"></span>formację <span class="_ _17"></span>o<span class="_ _5"></span> <span class="_ _17"></span>dok<span class="_ _17"></span>o<span class="_ _5"></span>naniu <span class="_ _17"></span>przez <span class="_ _17"></span>KDPW <span class="_ _17"></span>ostatecz<span class="_ _5"></span>nego ro<span class="_ _17"></span>zrachunku<span class="_ _17"></span> </div><div class="t m0 x1 h4 y5fe ff3 fs1 fc0 sc0 ls0 ws0">obligacji, t<span class="_ _5"></span>ym s<span class="_ _5"></span>amym emisja <span class="_ _5"></span>o<span class="_ _5"></span>bligacji <span class="_ _5"></span>serii <span class="_ _5"></span>P2023A<span class="_ _2"></span> <span class="_ _5"></span>doszła <span class="_ _5"></span>do <span class="_ _32"></span>skutk<span class="_ _17"></span>u. <span class="_ _5"></span>W <span class="_ _5"></span>dniu <span class="_ _5"></span>2<span class="_ _5"></span>8 <span class="_ _5"></span>czerwca <span class="_ _5"></span>2023 roku <span class="_ _5"></span>Zarząd <span class="_ _5"></span>GPW po<span class="_ _5"></span>djął </div><div class="t m0 x1 h4 y5ff ff3 fs1 fc0 sc0 ls0 ws0">uchwałę<span class="_ _17"></span>, w której postanowił wprowadzić <span class="_ _17"></span>z<span class="_ _5"></span> dniem 30 cz<span class="_ _2"></span>erwca 202<span class="_ _2"></span>3 roku <span class="_ _17"></span>d<span class="_ _5"></span>o obrotu giełdo<span class="_ _17"></span>weg<span class="_ _5"></span>o na rynku <span class="_ _2"></span>podsta<span class="_ _2"></span>wowym </div><div class="t m0 x1 h4 y600 ff3 fs1 fc0 sc0 ls0 ws0">40.000 obligacji <span class="_ _5"></span>Spółki serii<span class="_ _5"></span> P2023A, ozna<span class="_ _5"></span>czon<span class="_ _17"></span>ych <span class="_ _5"></span>przez KDPW k<span class="_ _17"></span>odem &quot;<span class="_ _5"></span>PLDEKPL00149&quot; <span class="_ _5"></span>oraz not<span class="_ _5"></span>ować ww<span class="_ _7"></span>.<span class="_ _5"></span> obligacje <span class="_ _5"></span>w </div><div class="t m0 x1 h4 y601 ff3 fs1 fc0 sc0 ls0 ws0">systemie notowań ciągłych pod n<span class="_ _5"></span>azwą <span class="_ _5"></span>skróconą &quot;DEK0626&quot;. Ponadto Zarząd GP<span class="_ _5"></span>W wyznaczył dat<span class="_ _5"></span>ę ostatniego <span class="_ _5"></span>notowa-</div><div class="t m0 x1 h4 y881 ff3 fs1 fc0 sc0 ls0 ws0">nia ww<span class="_ _17"></span>. obligacji na dzień 22 czerwca 2026 rok<span class="_ _17"></span>u.  </div><div class="t m0 x1 h4 y602 ff3 fs1 fc0 sc0 ls0 ws0">Środki z emi<span class="_ _2"></span>sji obligacji zostaną przeznaczo<span class="_ _17"></span>n<span class="_ _5"></span>e na ﬁnansowanie bież<span class="_ _17"></span>ące<span class="_ _5"></span>j działalności Grupy <span class="_ _2"></span>Kapitałowej Dekpol.  </div><div class="t m0 x1 h4 y675 ff3 fs1 fc0 sc0 ls0 ws0">O zdarzeniach związan<span class="_ _17"></span>ych<span class="_ _5"></span> z emisj<span class="_ _2"></span>ą obligacji seri<span class="_ _5"></span>i P2023A<span class="_ _17"></span> <span class="_ _5"></span>Spółka informowała w raportach bieżącyc<span class="_ _17"></span>h<span class="_ _5"></span> nr 16/2023 z d<span class="_ _5"></span>nia </div><div class="t m0 x1 h4 y676 ff3 fs1 fc0 sc0 ls0 ws0">2 <span class="_ _5"></span>czerwca <span class="_ _5"></span>2023 <span class="_ _5"></span>roku, nr <span class="_ _32"></span>18/2023 <span class="_ _5"></span>z <span class="_ _32"></span>dnia <span class="_ _5"></span>20 <span class="_ _5"></span>czerwca <span class="_ _5"></span>2023 <span class="_ _5"></span>r<span class="_ _5"></span>oku, nr <span class="_ _5"></span>19/<span class="_ _5"></span>2023 <span class="_ _5"></span>z <span class="_ _5"></span>dnia <span class="_ _32"></span>22 <span class="_ _5"></span>czerwca <span class="_ _5"></span>2023 <span class="_ _5"></span>roku, <span class="_ _5"></span>nr <span class="_ _5"></span>20/2023 <span class="_ _32"></span>z </div><div class="t m0 x1 h4 y882 ff3 fs1 fc0 sc0 ls0 ws0">dnia 23 czerwca 2023 rok<span class="_ _2"></span>u, nr 23/2023 i 24/2023 z dnia 27 czerwca 2023 roku or<span class="_ _17"></span>a<span class="_ _5"></span>z nr 27/2023 z dnia 30 czerwca 2023 </div><div class="t m0 x1 h4 y883 ff3 fs1 fc0 sc0 ls0 ws0">roku.<span class="_ _17"></span> </div><div class="t m0 x1 h2b y884 ff2 fsa fc2 sc3 ls0 ws0">Em<span class="_ _5"></span>isja <span class="_ _5"></span>ob<span class="_ _5"></span>l<span class="_ _5"></span>ig<span class="_ _5"></span>a<span class="_ _5"></span>cji <span class="_ _5"></span>ser<span class="_ _5"></span>i<span class="_ _5"></span>i P20<span class="_ _5"></span>23B<span class="_ _5"></span> <span class="_ _5"></span>w<span class="_ _5"></span> <span class="_ _5"></span>ramach<span class="_ _5"></span> II <span class="_ _5"></span>P<span class="_ _5"></span>rogr<span class="_ _5"></span>amu <span class="_ _5"></span>Em<span class="_ _5"></span>isj<span class="_ _5"></span>i Ob<span class="_ _5"></span>li<span class="_ _5"></span>gacj<span class="_ _5"></span>i <span class="_ _12"> </span> </div><div class="t m0 x1 h4 y885 ff3 fs1 fc0 sc0 ls0 ws0">W <span class="_ _2f"></span>dniu <span class="_ _44"></span>4 <span class="_ _44"></span>lipca <span class="_ _44"></span>2023 <span class="_ _2f"></span>roku <span class="_ _44"></span>Zarząd <span class="_ _2f"></span>Dekpol <span class="_ _44"></span>S.A. <span class="_ _2f"></span>po<span class="_ _5"></span>djął <span class="_ _44"></span>uchwałę <span class="_ _2f"></span>w <span class="_ _44"></span>sprawi<span class="_ _2"></span>e <span class="_ _44"></span>emisji <span class="_ _2f"></span>do <span class="_ _33"> </span>3<span class="_ _17"></span>0.000<span class="_ _5"></span> <span class="_ _2f"></span>ob<span class="_ _5"></span>ligacji <span class="_ _2f"></span>na <span class="_ _44"></span>okaziciela <span class="_ _2f"></span>serii </div><div class="t m0 x1 h4 y886 ff3 fs1 fc0 sc0 ls0 ws0">P2023B <span class="_ _2f"></span>o <span class="_ _2f"></span>wa<span class="_ _5"></span>rtości <span class="_ _2f"></span>nominaln<span class="_ _5"></span>ej <span class="_ _2f"></span>1.000 <span class="_ _2f"></span>z<span class="_ _5"></span>ł <span class="_ _2f"></span>każda <span class="_ _2f"></span>i <span class="_ _44"></span>łącznej <span class="_ _2f"></span>wartoś<span class="_ _5"></span>ci <span class="_ _2f"></span>nominalne<span class="_ _5"></span>j <span class="_ _2f"></span>do <span class="_ _2f"></span>30.000.000 <span class="_ _44"></span>zł. <span class="_ _2f"></span>Em<span class="_ _5"></span>isja <span class="_ _2f"></span>obligacji <span class="_ _2f"></span>została </div><div class="t m0 x1 h4 y3a3 ff3 fs1 fc0 sc0 ls0 ws0">przeprow<span class="_ _17"></span>ad<span class="_ _5"></span>zona w <span class="_ _5"></span>ramach II <span class="_ _5"></span>PEO,<span class="_ _17"></span> <span class="_ _5"></span>na<span class="_ _5"></span> pod<span class="_ _5"></span>stawi<span class="_ _17"></span>e<span class="_ _5"></span> p<span class="_ _5"></span>rospektu w <span class="_ _5"></span>trybie o<span class="_ _5"></span>ferty publ<span class="_ _5"></span>icznej w <span class="_ _5"></span>rozumieniu przepisów us<span class="_ _5"></span>tawy z </div><div class="t m0 x1 h4 y887 ff3 fs1 fc0 sc0 ls0 ws0">dnia 29 lipca 2005 roku <span class="_ _17"></span>o o<span class="_ _5"></span>fercie public<span class="_ _2"></span>znej (...). Subskrypcja obligacji miała miejsce w dniach 5-14 lipca 2023 roku.  </div><div class="t m0 x1 h4 y888 ff3 fs1 fc0 sc0 ls0 ws0">W dniu 12 lipca 2023 rok<span class="_ _17"></span>u KDPW wydał oświadczenie o za<span class="_ _2"></span>warciu ze <span class="_ _17"></span>Spółką umowy o rejestrację w <span class="_ _17"></span>d<span class="_ _5"></span>epozycie papierów<span class="_ _17"></span> </div><div class="t m0 x1 h4 y889 ff3 fs1 fc0 sc0 ls0 ws0">wartościowych pod <span class="_ _5"></span>k<span class="_ _17"></span>ode<span class="_ _5"></span>m ISIN PLDEKPL00156, <span class="_ _5"></span>do 30.000 <span class="_ _5"></span>ob<span class="_ _5"></span>ligacji na <span class="_ _5"></span>okaziciela serii P2023B <span class="_ _5"></span>Spółki. W<span class="_ _17"></span>a<span class="_ _5"></span>runkiem reje-</div><div class="t m0 x1 h4 y88a ff3 fs1 fc0 sc0 ls0 ws0">stracji obligacji by<span class="_ _17"></span>ło <span class="_ _5"></span>ich dopuszcze<span class="_ _17"></span>n<span class="_ _5"></span>ie do obrotu na rynku <span class="_ _17"></span>regulowanym.  </div><div class="t m0 x1 h4 y88b ff3 fs1 fc0 sc0 ls0 ws0">W d<span class="_ _5"></span>niu <span class="_ _5"></span>19 <span class="_ _5"></span>l<span class="_ _5"></span>ipca <span class="_ _5"></span>2023 <span class="_ _32"></span>roku Zarząd <span class="_ _5"></span>De<span class="_ _5"></span>kpol <span class="_ _5"></span>S.A. <span class="_ _5"></span>podjął <span class="_ _5"></span>uc<span class="_ _5"></span>hwałę <span class="_ _5"></span>o <span class="_ _5"></span>dokonaniu wstępne<span class="_ _5"></span>j a<span class="_ _5"></span>lokacj<span class="_ _2"></span>i <span class="_ _5"></span>30.000 <span class="_ _5"></span>ob<span class="_ _5"></span>ligacji <span class="_ _5"></span>na <span class="_ _5"></span>okazi-</div><div class="t m0 x1 h4 y101 ff3 fs1 fc0 sc0 ls0 ws0">ciela <span class="_ _33"> </span>serii <span class="_ _33"> </span>P2<span class="_ _2"></span>023B <span class="_ _33"> </span>o <span class="_ _33"> </span>wartości <span class="_ _44"></span>no<span class="_ _5"></span>minalnej <span class="_ _33"> </span>1.<span class="_ _2"></span>000 <span class="_ _33"> </span>zł <span class="_ _33"> </span>k<span class="_ _17"></span>a<span class="_ _5"></span>żda <span class="_ _33"> </span>i<span class="_ _17"></span>  łącznej <span class="_ _33"> </span>wartości <span class="_ _44"></span>nomina<span class="_ _5"></span>lnej <span class="_ _33"> </span>30.000.000 <span class="_ _44"></span>zł<span class="_ _5"></span>. <span class="_ _33"> </span>Obligacje <span class="_ _44"></span>seri<span class="_ _5"></span>i </div><div class="t m0 x1 h4 y88c ff3 fs1 fc0 sc0 ls0 ws0">P2023B <span class="_ _32"></span>zostały <span class="_ _32"></span>przydzielone <span class="_ _2f"></span>pod <span class="_ _2f"></span>warunkiem <span class="_ _32"></span>zawi<span class="_ _2"></span>eszającym <span class="_ _5"></span>do<span class="_ _5"></span>k<span class="_ _17"></span>onan<span class="_ _5"></span>ia <span class="_ _5"></span>os<span class="_ _5"></span>tatecznego <span class="_ _32"></span>rozrachunku <span class="_ _5"></span>transak<span class="_ _17"></span>cji <span class="_ _32"></span>nabycia </div><div class="t m0 x1 h4 y88d ff3 fs1 fc0 sc0 ls0 ws0">obligacji w r<span class="_ _2"></span>amach emisji w systemi<span class="_ _17"></span>e<span class="_ _5"></span> KDPW<span class="_ _55"></span>. Obl<span class="_ _5"></span>igacje zostały wyemito<span class="_ _17"></span>wane na<span class="_ _5"></span> podstawi<span class="_ _17"></span>e ar<span class="_ _5"></span>t. 33 pkt 1 <span class="_ _2"></span>ustawy o obliga<span class="_ _17"></span>-</div><div class="t m0 x1 h4 y88e ff3 fs1 fc0 sc0 ls0 ws0">cjach.  Obligacje  były <span class="_ _c8"> </span>emitowane  po <span class="_ _c8"> </span>cenie  emisyjnej  równej  wartości  no<span class="_ _5"></span>minalnej.  Stopa<span class="_ _5"></span>  reduk<span class="_ _17"></span>cji  zapisów <span class="_ _e0"> </span>wyniosła </div><div class="t m0 x1 h4 y88f ff3 fs1 fc0 sc0 ls0 ws0">23,45%. Obligacje <span class="_ _5"></span>przydzielono <span class="_ _5"></span>485 inwestorom. Oproce<span class="_ _5"></span>ntowanie obligacji <span class="_ _5"></span>jest zmienne <span class="_ _5"></span>i <span class="_ _5"></span>wynosi <span class="_ _5"></span>5,50% + <span class="_ _5"></span>WIBOR 3M<span class="_ _5"></span> w<span class="_ _5"></span> </div><div class="t m0 x1 h4 y890 ff3 fs1 fc0 sc0 ls0 ws0">ujęciu rocznym<span class="_ _17"></span>.<span class="_ _5"></span> Odsetki od obl<span class="_ _5"></span>igacji są płatne w okresach 3 miesięcznyc<span class="_ _2"></span>h. Obligacje nie są zabezpieczone. W<span class="_ _17"></span>ykup obli-</div><div class="t m0 x1 h4 y891 ff3 fs1 fc0 sc0 ls0 ws0">gacji nastąpi <span class="_ _17"></span>w<span class="_ _5"></span> dniu 27 czerwc<span class="_ _17"></span>a 2026 roku. <span class="_ _17"></span>O<span class="_ _5"></span>bligatariuszo<span class="_ _2"></span>wi przysługuje <span class="_ _17"></span>p<span class="_ _5"></span>ra<span class="_ _17"></span>wo<span class="_ _5"></span> do ż<span class="_ _17"></span>ąd<span class="_ _5"></span>ania wcześniejsz<span class="_ _17"></span>ego wykupu <span class="_ _17"></span>o<span class="_ _5"></span>b-</div><div class="t m0 x1 h4 y892 ff3 fs1 fc0 sc0 ls0 ws0">ligacji <span class="_ _17"></span>w<span class="_ _5"></span> standardowych <span class="_ _17"></span>przypadkach <span class="_ _17"></span>określonych <span class="_ _17"></span>w warunkach <span class="_ _17"></span>emisji <span class="_ _17"></span>o<span class="_ _5"></span>bligacji, w <span class="_ _17"></span>tym m.in. <span class="_ _17"></span>w<span class="_ _5"></span> <span class="_ _17"></span>przypad<span class="_ _5"></span>ku <span class="_ _17"></span>przekroczenia </div><div class="t m0 x1 h4 y893 ff3 fs1 fc0 sc0 ls0 ws0">przez Grupę Kapitałową <span class="_ _5"></span>Dekpol <span class="_ _5"></span>określonych wskaźnik<span class="_ _17"></span>ów zadłużenia. <span class="_ _5"></span>Spółka może żądać <span class="_ _5"></span>wcześniejszego wykupu obli-</div><div class="t m0 x1 h4 y894 ff3 fs1 fc0 sc0 ls0 ws0">gacji <span class="_ _5"></span>w <span class="_ _32"></span>każdym z <span class="_ _32"></span>dni <span class="_ _32"></span>płatności <span class="_ _5"></span>od<span class="_ _5"></span>setek, <span class="_ _5"></span>wypłacając <span class="_ _32"></span>premię <span class="_ _5"></span>w <span class="_ _5"></span>wysokości <span class="_ _5"></span>0-1% <span class="_ _5"></span>wartości <span class="_ _5"></span>n<span class="_ _5"></span>ominalnej <span class="_ _32"></span>obligacji <span class="_ _5"></span>będących </div><div class="t m0 x1 h4 y895 ff3 fs1 fc0 sc0 ls0 ws0">przedmiotem wyk<span class="_ _17"></span>upu, w zależności od daty złożenia żądania.<span class="_ _2"></span> </div><div class="t m0 x1 h4 y896 ff3 fs1 fc0 sc0 ls0 ws0">W dniu 21 lipca 2023 roku Zarząd GPW podjął uch<span class="_ _17"></span>wa<span class="_ _5"></span>łę w sprawie dopuszc<span class="_ _17"></span>zenia d<span class="_ _5"></span>o 30.000 obligacji serii P2023B Spółki </div><div class="t m0 x1 h4 y897 ff3 fs1 fc0 sc0 ls0 ws0">do <span class="_ _44"></span>o<span class="_ _5"></span>brotu <span class="_ _44"></span>giełdowego <span class="_ _44"></span>na<span class="_ _5"></span> <span class="_ _44"></span>rynku <span class="_ _44"></span>podstawowym <span class="_ _2f"></span>Ca<span class="_ _5"></span>talyst, <span class="_ _44"></span>z <span class="_ _33"> </span>dniem <span class="_ _44"></span>rejestracji <span class="_ _44"></span>tych <span class="_ _44"></span>obligacji <span class="_ _33"> </span>prz<span class="_ _17"></span>ez <span class="_ _33"> </span>KDP<span class="_ _17"></span>W<span class="_ _17"></span>. <span class="_ _44"></span>Podjęcie <span class="_ _33"> </span>ww<span class="_ _7"></span>. </div><div class="t m0 x1 h4 y898 ff3 fs1 fc0 sc0 ls0 ws0">uchwały stanowiło spełnienie warunku do zarejestrowania obligacji w KDPW<span class="_ _7"></span>. W <span class="_ _5"></span>dniu 24 lipca <span class="_ _5"></span>2023 roku KDPW dok<span class="_ _17"></span>o<span class="_ _5"></span>nał </div><div class="t m0 x1 h4 y774 ff3 fs1 fc0 sc0 ls0 ws0">ostatecznego <span class="_ _2f"></span>rozr<span class="_ _17"></span>a<span class="_ _5"></span>chunku <span class="_ _5"></span>obligacji, <span class="_ _2f"></span>tym <span class="_ _32"></span>samym <span class="_ _32"></span>em<span class="_ _5"></span>isja <span class="_ _32"></span>ob<span class="_ _5"></span>ligacji <span class="_ _32"></span>serii <span class="_ _2f"></span>P2023B <span class="_ _32"></span>do<span class="_ _5"></span>szła <span class="_ _32"></span>do <span class="_ _2f"></span>s<span class="_ _5"></span>kutk<span class="_ _17"></span>u. <span class="_ _2f"></span>W <span class="_ _32"></span>dniu <span class="_ _2f"></span>26 <span class="_ _2f"></span>lipca <span class="_ _2f"></span>2023 </div><div class="t m0 x1 h4 y899 ff3 fs1 fc0 sc0 ls0 ws0">roku Zarząd GPW podjął uchwałę<span class="_ _17"></span>, w której postan<span class="_ _5"></span>owił wpro<span class="_ _17"></span>wad<span class="_ _5"></span>zić z dniem 28 <span class="_ _5"></span>lipca 2023 roku do obrotu giełdowego na </div><div class="t m0 x1 h4 y89a ff3 fs1 fc0 sc0 ls0 ws0">rynku podstawowym<span class="_ _2"></span> 30.000 <span class="_ _5"></span>obligacji <span class="_ _5"></span>serii P<span class="_ _5"></span>2023B Spółki, <span class="_ _5"></span>ozna<span class="_ _5"></span>cz<span class="_ _17"></span>onych <span class="_ _5"></span>przez KDPW k<span class="_ _2"></span>odem PLDEKPL00156 <span class="_ _5"></span>oraz no<span class="_ _5"></span>to-</div><div class="t m0 x1 h4 y89b ff3 fs1 fc0 sc0 ls0 ws0">wać <span class="_ _32"></span>ww<span class="_ _17"></span>. <span class="_ _32"></span>obligacje <span class="_ _32"></span>w <span class="_ _2f"></span>systemi<span class="_ _17"></span>e<span class="_ _5"></span> <span class="_ _32"></span>no<span class="_ _5"></span>towań <span class="_ _32"></span>ciągłych <span class="_ _5"></span>pod<span class="_ _5"></span> <span class="_ _32"></span>nazwą <span class="_ _32"></span>skróconą <span class="_ _32"></span>DKP626. <span class="_ _32"></span>Ponadto <span class="_ _32"></span>Zarząd <span class="_ _32"></span>GPW <span class="_ _32"></span>wyzna<span class="_ _5"></span>czył <span class="_ _5"></span>datę </div><div class="t m0 x1 h4 y89c ff3 fs1 fc0 sc0 ls0 ws0">ostatniego notowania ww<span class="_ _17"></span>. obligacji na dzień 22 czerwca <span class="_ _17"></span>202<span class="_ _5"></span>6 roku.  </div><div class="t m0 x1 h4 y89d ff3 fs1 fc0 sc0 ls0 ws0">Środki z emi<span class="_ _2"></span>sji obligacji zostaną przeznaczo<span class="_ _17"></span>n<span class="_ _5"></span>e na ﬁnansowanie bież<span class="_ _17"></span>ące<span class="_ _5"></span>j działalności Grupy <span class="_ _2"></span>Kapitałowej Dekpol.  </div><div class="t m0 x1 h4 y89e ff3 fs1 fc0 sc0 ls0 ws0">O zdarzeniach związan<span class="_ _17"></span>ych<span class="_ _5"></span> z emisją obligacji serii <span class="_ _5"></span>P2023B Spółka informowała w raportach bieżącyc<span class="_ _17"></span>h<span class="_ _5"></span> nr 28/2023 z d<span class="_ _5"></span>nia </div><div class="t m0 x1 h4 y44 ff3 fs1 fc0 sc0 ls0 ws0">4 lipca 2023 r<span class="_ _5"></span>oku, nr 31/2023 <span class="_ _5"></span>z dnia 18 <span class="_ _5"></span>lipca 2023 roku, nr <span class="_ _5"></span>32/2023 z dnia <span class="_ _5"></span>19 <span class="_ _5"></span>lipca 2023 roku, nr 34/2023<span class="_ _5"></span> z dnia <span class="_ _5"></span>21 lipca </div><div class="t m0 x1 h4 y89f ff3 fs1 fc0 sc0 ls0 ws0">2023 rok<span class="_ _2"></span>u, nr 35/2023 i 36/2023 z dnia 24 lipca 2023 rok<span class="_ _17"></span>u o<span class="_ _5"></span>raz nr 37/202<span class="_ _17"></span>3 z<span class="_ _5"></span> dnia 27 lipca 2023 roku. </div><div class="t m0 x1 h2b y388 ffa fsa fc2 sc3 ls0 ws0"> <span class="_ _30"> </span><span class="ff2"> </span></div></div><div class="pi" ></div></div><div id="pf41" class="pf w0 h0" ><div class="pc pc41 w0 h0"><img class="bi x11 y8a0 wc h74" alt="" 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"/><div class="t m0 x1 h2 y1 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h3 y53 ff1 fs0 fc1 sc0 ls0 ws0">Jednostkowe sprawozdanie ﬁnansowe Dekpol S.A.<span class="ff2"> <span class="_ _14"> </span> <span class="_ _4f"> </span><span class="ff3 fc0">za okres od 01.01.2023 do 31.12.2023</span></span></div><div class="t m0 x3c h4 y54 ff3 fs1 fc0 sc0 ls0 ws0"> <span class="_ _3"></span> <span class="_ _4"> </span> <span class="_ _4"> </span> </div><div class="t m0 xb4 h3 y53 ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="c x54 y5fa w2e h6"><div class="t m0 x0 h5 y5fb ff1 fs2 fc0 sc0 ls0 ws0">65</div></div><div class="t m0 x13 h18 y56 ff1 fs9 fc6 sc0 ls0 ws0">Wprowadzenie </div><div class="t m0 x15 h18 y59 ff1 fs9 fc6 sc0 ls0 ws0">Sprawozdanie  </div><div class="t m0 x15 h18 y5a ff1 fs9 fc6 sc0 ls0 ws0">z sytuacji </div><div class="t m0 x15 h18 y5b ff1 fs9 fc6 sc0 ls0 ws0">ﬁnansowej </div><div class="t m0 x17 h18 y5f ff1 fs9 fc6 sc0 ls0 ws0">Sprawozdanie  </div><div class="t m0 x17 h18 y60 ff1 fs9 fc6 sc0 ls0 ws0">z przepływów </div><div class="t m0 x17 h18 y61 ff1 fs9 fc6 sc0 ls0 ws0">pieniężnych </div><div class="t m0 x18 h18 y5c ff1 fs9 fc6 sc0 ls0 ws0">Sprawozdanie  </div><div class="t m0 x18 h18 y5d ff1 fs9 fc6 sc0 ls0 ws0">ze zmian w kapitale </div><div class="t m0 x18 h18 y5e ff1 fs9 fc6 sc0 ls0 ws0">własnym </div><div class="t m0 x19 h16 y62 ff4 fs9 fc5 sc0 ls0 ws0">Dodatkowe  </div><div class="t m0 x19 h16 y63 ff4 fs9 fc5 sc0 ls0 ws0">noty  </div><div class="t m0 x19 h16 y64 ff4 fs9 fc5 sc0 ls0 ws0">objaśniające </div><div class="t m0 x16 h18 y5c ff1 fs9 fc6 sc0 ls0 ws0">Sprawozdanie  </div><div class="t m0 x16 h18 y5d ff1 fs9 fc6 sc0 ls0 ws0">z całkowitych  </div><div class="t m0 x16 h18 y5e ff1 fs9 fc6 sc0 ls0 ws0">dochodów </div><div class="t m0 x1 h2b y5fc ff2 fsa fc2 sc3 ls0 ws0">Uruchomie<span class="_ _32"></span>nie pro<span class="_ _32"></span>gramu <span class="_ _5"></span>e<span class="_ _5"></span>mi<span class="_ _5"></span>sji o<span class="_ _5"></span>b<span class="_ _5"></span>liga<span class="_ _5"></span>cj<span class="_ _5"></span>i<span class="_ _54"> </span> </div><div class="t m0 x1 h4 y49 ff3 fs1 fc0 sc0 ls0 ws0">W <span class="_ _17"></span>dniu<span class="_ _5"></span> 2<span class="_ _17"></span>0<span class="_ _5"></span> marca <span class="_ _17"></span>2024 rok<span class="_ _17"></span>u (zdarzenie <span class="_ _17"></span>po dniu <span class="_ _17"></span>bilan<span class="_ _5"></span>sowym) <span class="_ _17"></span>Zarząd Dekpol <span class="_ _17"></span>S.A.<span class="_ _5"></span> <span class="_ _17"></span>p<span class="_ _5"></span>odjął <span class="_ _17"></span>uc<span class="_ _5"></span>hwałę <span class="_ _2"></span>w <span class="_ _17"></span>sp<span class="_ _5"></span>rawi<span class="_ _17"></span>e<span class="_ _5"></span> uruchomienia </div><div class="t m0 x1 h4 y674 ff3 fs1 fc0 sc0 ls0 ws0">programu <span class="_ _5"></span>emisji <span class="_ _32"></span>obligacji <span class="_ _5"></span>o<span class="_ _5"></span> <span class="_ _5"></span>łącz<span class="_ _5"></span>nej <span class="_ _32"></span>wartości <span class="_ _32"></span>nominalnej <span class="_ _32"></span>nie <span class="_ _32"></span>wyższej <span class="_ _5"></span>niż <span class="_ _32"></span>400 <span class="_ _32"></span>mln <span class="_ _32"></span>zł. <span class="_ _32"></span>W<span class="_ _17"></span>artoś<span class="_ _5"></span>ć <span class="_ _5"></span>no<span class="_ _5"></span>minalna <span class="_ _5"></span>jed<span class="_ _5"></span>nej <span class="_ _5"></span>o<span class="_ _5"></span>bligacji </div><div class="t m0 x1 h4 y5fe ff3 fs1 fc0 sc0 ls0 ws0">wynosić b<span class="_ _5"></span>ędzie 1.000 <span class="_ _5"></span>zł. <span class="_ _5"></span>Obligacje b<span class="_ _5"></span>ędą <span class="_ _5"></span>emitowane w <span class="_ _5"></span>jednej <span class="_ _5"></span>lub w<span class="_ _5"></span>ielu seriach. <span class="_ _5"></span>Ostatnia <span class="_ _5"></span>emisja <span class="_ _5"></span>obligacji <span class="_ _5"></span>w ramach <span class="_ _5"></span>pro-</div><div class="t m0 x1 h4 y5ff ff3 fs1 fc0 sc0 ls0 ws0">gramu m<span class="_ _17"></span>oże zostać przeprow<span class="_ _17"></span>a<span class="_ _5"></span>dzona najpóź<span class="_ _2"></span>niej w terminie do 31 grudnia 2026 r<span class="_ _55"></span>. </div><div class="t m0 x1 h4 y601 ff3 fs1 fc0 sc0 ls0 ws0">Obligacje będą emito<span class="_ _17"></span>wan<span class="_ _5"></span>e w tr<span class="_ _17"></span>ybie określonym <span class="_ _17"></span>w art. 33 <span class="_ _17"></span>pk<span class="_ _5"></span>t 1 usta<span class="_ _17"></span>wy z <span class="_ _2"></span>dnia 15 stycznia <span class="_ _17"></span>20<span class="_ _5"></span>15 r<span class="_ _55"></span>. o <span class="_ _17"></span>ob<span class="_ _5"></span>ligacjach, przy <span class="_ _17"></span>czym </div><div class="t m0 x1 h4 y881 ff3 fs1 fc0 sc0 ls0 ws0">zgodnie z obowiązującymi <span class="_ _17"></span>p<span class="_ _5"></span>rzepisami pr<span class="_ _17"></span>awa nie bę<span class="_ _5"></span>dzie wymagane sporządzenie prospektu ani memor<span class="_ _17"></span>an<span class="_ _5"></span>dum informa-</div><div class="t m0 x1 h4 y3d8 ff3 fs1 fc0 sc0 ls0 ws0">cyj<span class="_ _2"></span>nego. <span class="_ _5"></span>Uchwała Zarządu <span class="_ _5"></span>Sp<span class="_ _5"></span>ółki w <span class="_ _32"></span>sprawie uruchomien<span class="_ _5"></span>ia <span class="_ _5"></span>programu emisji <span class="_ _5"></span>obligacji <span class="_ _5"></span>przewiduje, iż <span class="_ _5"></span>ob<span class="_ _5"></span>ligacje b<span class="_ _5"></span>ędą <span class="_ _5"></span>e<span class="_ _5"></span>mi-</div><div class="t m0 x1 h4 y602 ff3 fs1 fc0 sc0 ls0 ws0">towane <span class="_ _32"></span>jak<span class="_ _17"></span>o <span class="_ _32"></span>ob<span class="_ _5"></span>ligacje <span class="_ _5"></span>n<span class="_ _5"></span>iez<span class="_ _2"></span>abezpieczone<span class="_ _17"></span>, <span class="_ _32"></span>oprocentowanie <span class="_ _32"></span>obligacji <span class="_ _5"></span>będ<span class="_ _5"></span>zie <span class="_ _32"></span>zmienne <span class="_ _32"></span>lub <span class="_ _32"></span>s<span class="_ _5"></span>tałe, <span class="_ _5"></span>a <span class="_ _32"></span>świadczenia <span class="_ _32"></span>z <span class="_ _32"></span>ob<span class="_ _5"></span>ligacji </div><div class="t m0 x1 h4 y603 ff3 fs1 fc0 sc0 ls0 ws0">będą <span class="_ _5"></span>miały <span class="_ _5"></span>cha<span class="_ _5"></span>rakter wy<span class="_ _5"></span>łącznie <span class="_ _5"></span>pieniężny<span class="_ _7"></span>. <span class="_ _5"></span>Obligacje <span class="_ _32"></span>będą <span class="_ _5"></span>wp<span class="_ _5"></span>rowadzan<span class="_ _17"></span>e <span class="_ _32"></span>do <span class="_ _5"></span>alternatywn<span class="_ _5"></span>ego <span class="_ _5"></span>systemu ob<span class="_ _5"></span>rotu <span class="_ _5"></span>organizo-</div><div class="t m0 x1 h4 y675 ff3 fs1 fc0 sc0 ls0 ws0">wanego przez Giełdę P<span class="_ _17"></span>a<span class="_ _5"></span>pierów <span class="_ _17"></span>Wartościowy<span class="_ _17"></span>ch w W<span class="_ _17"></span>a<span class="_ _5"></span>rsza<span class="_ _17"></span>w<span class="_ _5"></span>ie S.A. w ramach rynku <span class="_ _17"></span>Cat<span class="_ _5"></span>alyst. </div><div class="t m0 x1 h4 y882 ff3 fs1 fc0 sc0 ls0 ws0">Emisje <span class="_ _17"></span>poszczególn<span class="_ _17"></span>ych serii<span class="_ _17"></span> obligacji <span class="_ _17"></span>będą dok<span class="_ _7"></span>o<span class="_ _5"></span>nywan<span class="_ _2"></span>e <span class="_ _17"></span>każdor<span class="_ _17"></span>a<span class="_ _5"></span>zow<span class="_ _17"></span>o<span class="_ _5"></span> <span class="_ _17"></span>na m<span class="_ _2"></span>ocy <span class="_ _17"></span>odrębnych <span class="_ _7"></span>uchwał <span class="_ _17"></span>Zarządu <span class="_ _17"></span>Spółki, <span class="_ _17"></span>w któ-</div><div class="t m0 x1 h4 y883 ff3 fs1 fc0 sc0 ls0 ws0">rych <span class="_ _32"></span>zostaną <span class="_ _32"></span>okreś<span class="_ _5"></span>lone <span class="_ _32"></span>szcze<span class="_ _2"></span>gółowe <span class="_ _32"></span>parametry <span class="_ _32"></span>danej <span class="_ _2f"></span>emisji <span class="_ _32"></span>obligacji<span class="_ _5"></span>. <span class="_ _32"></span>Spółka <span class="_ _32"></span>jest <span class="_ _2f"></span>upra<span class="_ _17"></span>wni<span class="_ _5"></span>ona <span class="_ _2f"></span>do <span class="_ _32"></span>dok<span class="_ _17"></span>o<span class="_ _5"></span>nywania <span class="_ _32"></span>wielo-</div><div class="t m0 x1 h4 y56b ff3 fs1 fc0 sc0 ls0 ws0">krotny<span class="_ _17"></span>ch emisji <span class="_ _17"></span>w<span class="_ _5"></span> r<span class="_ _17"></span>ama<span class="_ _5"></span>ch <span class="_ _2"></span>programu <span class="_ _7"></span>do<span class="_ _5"></span> łącznej <span class="_ _17"></span>kwoty wyemitowany<span class="_ _17"></span>ch i <span class="_ _17"></span>niewykupionych <span class="_ _17"></span>obl<span class="_ _5"></span>igacji <span class="_ _17"></span>równej 400 <span class="_ _17"></span>mln zł <span class="_ _17"></span>wraz </div><div class="t m0 x1 h4 y8a1 ff3 fs1 fc0 sc0 ls0 ws0">z <span class="_ _5"></span>dokon<span class="_ _17"></span>ywaniem <span class="_ _5"></span>ich <span class="_ _5"></span>wykupu <span class="_ _5"></span>bez <span class="_ _5"></span>względu <span class="_ _5"></span>na <span class="_ _5"></span>ich <span class="_ _5"></span>ilość <span class="_ _5"></span>i <span class="_ _5"></span>wielk<span class="_ _17"></span>ość <span class="_ _5"></span>po<span class="_ _5"></span>d <span class="_ _5"></span>warunkiem, iż <span class="_ _32"></span>łączna <span class="_ _5"></span>wartość <span class="_ _32"></span>nominalna <span class="_ _5"></span>obligacji </div><div class="t m0 x1 h4 y8a2 ff3 fs1 fc0 sc0 ls0 ws0">niewykupi<span class="_ _17"></span>o<span class="_ _5"></span>nych <span class="_ _17"></span>o<span class="_ _5"></span>raz dla których zostało zło<span class="_ _17"></span>żone zlecenie emisji nie przekroczy 4<span class="_ _17"></span>00 <span class="_ _5"></span>mln zł. </div><div class="t m0 x1 h4 y6c6 ff3 fs1 fc0 sc0 ls0 ws0">O <span class="_ _32"></span>uruchomieniu <span class="_ _32"></span>programu <span class="_ _32"></span>emisji <span class="_ _32"></span>ob<span class="_ _5"></span>ligacji <span class="_ _32"></span>Spółka <span class="_ _5"></span>infor<span class="_ _5"></span>mowała <span class="_ _5"></span>w<span class="_ _5"></span> <span class="_ _5"></span>raporcie <span class="_ _32"></span>bieżącym <span class="_ _32"></span>nr <span class="_ _32"></span>11/2024 <span class="_ _32"></span>z <span class="_ _32"></span>d<span class="_ _5"></span>nia <span class="_ _32"></span>20 <span class="_ _32"></span>ma<span class="_ _5"></span>rca <span class="_ _5"></span>2024<span class="_ _5"></span> </div><div class="t m0 x1 h4 y8a3 ff3 fs1 fc0 sc0 ls0 ws0">roku.<span class="_ _17"></span> </div><div class="t m0 x1 h12 y8a4 ff4 fs7 fc4 sc0 ls0 ws0">13. <span class="_ _55"></span>Zo<span class="_ _17"></span>b<span class="_ _5"></span>owiązania handlowe </div><div class="t m0 x1 h28 y8a5 ff4 fsc fc2 sc0 ls0 ws0">13.1. Zobo<span class="_ _17"></span>wiązania długot<span class="_ _17"></span>erm<span class="_ _5"></span>inow<span class="_ _17"></span>e </div><div class="t m0 x6 h1d y145 ff4 fsb fc0 sc0 ls0 ws0">Opis <span class="_ _137"> </span>31.12.2023</div><div class="c x67 y8a6 w23 h1e"><div class="t m0 x0 h1d y8a ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x22 h1d y145 ff4 fsb fc0 sc0 ls0 ws0">31.12.2022</div><div class="c x47 y8a6 w22 h1e"><div class="t m0 x0 h1d y8a ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y68a ff3 fsb fc0 sc0 ls0 ws0">Kaucje otrzy<span class="_ _17"></span>mane <span class="_ _1a6"> </span>555</div><div class="c x67 y8a7 w23 h23"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x4b h1b y68a ff3 fsb fc0 sc0 ls0 ws0">836</div><div class="c x47 y8a7 w22 h23"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y8a8 ff3 fsb fc0 sc0 ls0 ws0">Inne zobo<span class="_ _17"></span>wi<span class="_ _5"></span>ąza<span class="_ _2"></span>nia (długotermi<span class="_ _17"></span>nowe) <span class="_ _117"> </span>0</div><div class="c x67 y230 w23 h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x179 h1b y8a8 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x47 y230 w22 h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y8a9 ff3 fsb fc0 sc0 ls0 ws0">Długoterminow<span class="_ _17"></span>e rozliczen<span class="_ _17"></span>i<span class="_ _5"></span>a międzyo<span class="_ _17"></span>kresowe <span class="_ _13c"> </span>0</div><div class="c x67 y106 w23 h1e"><div class="t m0 x0 h1b y85 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x179 h1b y8a9 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x47 y106 w22 h1e"><div class="t m0 x0 h1b y85 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1d y8aa ff4 fsb fc0 sc0 ls0 ws0">Zobowiąza<span class="_ _17"></span>nia z tytułu dosta<span class="_ _17"></span>w <span class="_ _5"></span>i u<span class="_ _17"></span>sług oraz inne zobo<span class="_ _2"></span>wiązania<span class="_ _2"></span> długotermino<span class="_ _17"></span>we <span class="_ _50"> </span>555</div><div class="c x67 y8ab w23 h1e"><div class="t m0 x0 h1d y92 ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x4b h1d y8aa ff4 fsb fc0 sc0 ls0 ws0">836</div><div class="c x47 y8ab w22 h1e"><div class="t m0 x0 h1d y92 ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x1 h28 y9f ff4 fsc fc2 sc0 ls0 ws0">13.2. Zobo<span class="_ _17"></span>wiązania kr<span class="_ _17"></span>ótk<span class="_ _2"></span>otermino<span class="_ _2"></span>we </div><div class="t m0 x6 h1d y8ac ff4 fsb fc0 sc0 ls0 ws0">Opis <span class="_ _137"> </span>31.12.2023</div><div class="c x67 y38a w23 h1e"><div class="t m0 x0 h1d y85 ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x22 h1d y8ac ff4 fsb fc0 sc0 ls0 ws0">31.12.2022</div><div class="c x47 y38a w22 h1e"><div class="t m0 x0 h1d y85 ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y8ad ff3 fsb fc0 sc0 ls0 ws0">Zobow<span class="_ _17"></span>i<span class="_ _5"></span>ązania z tyt<span class="_ _17"></span>u<span class="_ _5"></span>łu dosta<span class="_ _17"></span>w i usług <span class="_ _157"> </span>6 <span class="_ _5"></span>799</div><div class="c x67 y1cd w23 h1e"><div class="t m0 x0 h1b y85 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x46 h1b y8ad ff3 fsb fc0 sc0 ls0 ws0">111 541</div><div class="c x47 y1cd w22 h1e"><div class="t m0 x0 h1b y85 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y8ae ff3 fsb fc0 sc0 ls0 ws0">Przedpłaty <span class="_ _2"></span>i zaliczki <span class="_ _2"></span>otrzymane na <span class="_ _17"></span>dostawy <span class="_ _1a7"> </span>0</div><div class="c x67 y549 w23 h1e"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x179 h1b y8ae ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x47 y549 w22 h1e"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y8af ff3 fsb fc0 sc0 ls0 ws0">Kaucje otrzy<span class="_ _17"></span>mane krótk<span class="_ _17"></span>oterminowe <span class="_ _117"> </span>53</div><div class="c x67 y8b0 w23 h23"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x146 h1b y8af ff3 fsb fc0 sc0 ls0 ws0">1 011</div><div class="c x47 y8b0 w22 h23"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y8b1 ff3 fsb fc0 sc0 ls0 ws0">Zobow<span class="_ _17"></span>i<span class="_ _5"></span>ązania z tyt<span class="_ _17"></span>u<span class="_ _5"></span>łu wynagr<span class="_ _17"></span>odzeń <span class="_ _1a8"> </span>617</div><div class="c x67 y8b2 w23 h1e"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x4b h1b y8b1 ff3 fsb fc0 sc0 ls0 ws0">586</div><div class="c x47 y8b2 w22 h1e"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y8b3 ff3 fsb fc0 sc0 ls0 ws0">Pozosta<span class="_ _17"></span>ł<span class="_ _5"></span>e z<span class="_ _17"></span>obowiązania krótk<span class="_ _7"></span>oterminowe <span class="_ _1a9"> </span>46</div><div class="c x67 y8b4 w23 h1e"><div class="t m0 x0 h1b y8a ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x4a h1b y8b3 ff3 fsb fc0 sc0 ls0 ws0">42</div><div class="c x47 y8b4 w22 h1e"><div class="t m0 x0 h1b y8a ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y8b5 ff3 fsb fc0 sc0 ls0 ws0">Zobow<span class="_ _17"></span>i<span class="_ _5"></span>ązania z tyt<span class="_ _17"></span>u<span class="_ _5"></span>łu inny<span class="_ _17"></span>ch podatk<span class="_ _17"></span>ów<span class="_ _17"></span>, ceł i ubezpie<span class="_ _17"></span>c<span class="_ _5"></span>zeń spo<span class="_ _17"></span>ł<span class="_ _5"></span>eczny<span class="_ _17"></span>ch <span class="_ _1aa"> </span>1 830</div><div class="c x67 y8b6 w23 h26"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x146 h1b y8b5 ff3 fsb fc0 sc0 ls0 ws0">1 853</div><div class="c x47 y8b6 w22 h26"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1d y8b7 ff4 fsb fc0 sc0 ls0 ws0">Zobowiąza<span class="_ _17"></span>nia handlowe ora<span class="_ _17"></span>z p<span class="_ _5"></span>ozo<span class="_ _17"></span>stałe zobowiąza<span class="_ _17"></span>n<span class="_ _5"></span>ia <span class="_ _1ab"> </span>9 345</div><div class="c x67 y8b8 w23 h26"><div class="t m0 x0 h1d y8a ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x46 h1d y8b7 ff4 fsb fc0 sc0 ls0 ws0">115 033</div><div class="c x47 y8b8 w22 h26"><div class="t m0 x0 h1d y8a ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y8b9 ff3 fsb fc0 sc0 ls0 ws0">Przychody pr<span class="_ _2"></span>zyszłych okre<span class="_ _17"></span>sów <span class="_ _1ac"> </span>320</div><div class="c x67 y8ba w23 h1e"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x179 h1b y8b9 ff3 fsb fc0 sc0 ls0 ws0">9</div><div class="c x47 y8ba w22 h1e"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1d y8bb ff4 fsb fc0 sc0 ls0 ws0">Zobowiąza<span class="_ _17"></span>nia z tytułu dosta<span class="_ _17"></span>w <span class="_ _5"></span>i u<span class="_ _17"></span>sług oraz pozos<span class="_ _17"></span>t<span class="_ _5"></span>ałe zo<span class="_ _2"></span>bowiązani<span class="_ _17"></span>a krótko<span class="_ _17"></span>ter-</div><div class="t m0 x6 h1d y8bc ff4 fsb fc0 sc0 ls0 ws0">minowe <span class="_ _1ad"> </span>9 665</div><div class="c x67 y672 w23 h1e"><div class="t m0 x0 h1d y85 ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x46 h1d y8bc ff4 fsb fc0 sc0 ls0 ws0">115 042</div><div class="c x47 y672 w22 h1e"><div class="t m0 x0 h1d y85 ff4 fsb fc0 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 x11 y263 wc h37" alt="" 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"/><div class="t m0 x1 h2 y1 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h3 y53 ff1 fs0 fc1 sc0 ls0 ws0">Jednostkowe sprawozdanie ﬁnansowe Dekpol S.A.<span class="ff2"> <span class="_ _14"> </span> <span class="_ _4f"> </span><span class="ff3 fc0">za okres od 01.01.2023 do 31.12.2023</span></span></div><div class="t m0 x3c h4 y54 ff3 fs1 fc0 sc0 ls0 ws0"> <span class="_ _3"></span> <span class="_ _4"> </span> <span class="_ _4"> </span> </div><div class="t m0 xb4 h3 y53 ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="c x54 y5fa w2e h6"><div class="t m0 x0 h5 y5fb ff1 fs2 fc0 sc0 ls0 ws0">66</div></div><div class="t m0 x13 h18 y56 ff1 fs9 fc6 sc0 ls0 ws0">Wprowadzenie </div><div class="t m0 x15 h18 y59 ff1 fs9 fc6 sc0 ls0 ws0">Sprawozdanie  </div><div class="t m0 x15 h18 y5a ff1 fs9 fc6 sc0 ls0 ws0">z sytuacji </div><div class="t m0 x15 h18 y5b ff1 fs9 fc6 sc0 ls0 ws0">ﬁnansowej </div><div class="t m0 x17 h18 y5f ff1 fs9 fc6 sc0 ls0 ws0">Sprawozdanie  </div><div class="t m0 x17 h18 y60 ff1 fs9 fc6 sc0 ls0 ws0">z przepływów </div><div class="t m0 x17 h18 y61 ff1 fs9 fc6 sc0 ls0 ws0">pieniężnych </div><div class="t m0 x18 h18 y5c ff1 fs9 fc6 sc0 ls0 ws0">Sprawozdanie  </div><div class="t m0 x18 h18 y5d ff1 fs9 fc6 sc0 ls0 ws0">ze zmian w kapitale </div><div class="t m0 x18 h18 y5e ff1 fs9 fc6 sc0 ls0 ws0">własnym </div><div class="t m0 x19 h16 y62 ff4 fs9 fc5 sc0 ls0 ws0">Dodatkowe  </div><div class="t m0 x19 h16 y63 ff4 fs9 fc5 sc0 ls0 ws0">noty  </div><div class="t m0 x19 h16 y64 ff4 fs9 fc5 sc0 ls0 ws0">objaśniające </div><div class="t m0 x16 h18 y5c ff1 fs9 fc6 sc0 ls0 ws0">Sprawozdanie  </div><div class="t m0 x16 h18 y5d ff1 fs9 fc6 sc0 ls0 ws0">z całkowitych  </div><div class="t m0 x16 h18 y5e ff1 fs9 fc6 sc0 ls0 ws0">dochodów </div><div class="t m0 x1 h28 y798 ff4 fsc fc2 sc0 ls0 ws0">13.3. Wyma<span class="_ _17"></span>galność zobo<span class="_ _17"></span>wiązań w okr<span class="_ _17"></span>es<span class="_ _5"></span>ie spr<span class="_ _17"></span>awo<span class="_ _17"></span>zda<span class="_ _17"></span>wczym </div><div class="t m0 x6 h1d y79a ff4 fsb fc0 sc0 ls0 ws0">Opis </div><div class="t m0 x10 h1d y781 ff4 fsb fc0 sc0 ls0 ws0">Przeter<span class="_ _17"></span>-</div><div class="t m0 x148 h1d y1b0 ff4 fsb fc0 sc0 ls0 ws0">mino-</div><div class="t m0 x148 h1d y79a ff4 fsb fc0 sc0 ls0 ws0">wane</div><div class="c x17a y8bd w24 h1f"><div class="t m0 x0 h1d y6c ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x13b h1d y1b0 ff4 fsb fc0 sc0 ls0 ws0">Do 1 </div><div class="t m0 x18d h1d y79a ff4 fsb fc0 sc0 ls0 ws0">miesiąca</div><div class="c x18e y8bd w24 h1f"><div class="t m0 x0 h1d y6c ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x41 h1d y1b0 ff4 fsb fc0 sc0 ls0 ws0">Od 1 do 3 </div><div class="t m0 x41 h1d y79a ff4 fsb fc0 sc0 ls0 ws0">miesięc<span class="_ _17"></span>y</div><div class="c x61 y8bd w24 h1f"><div class="t m0 x0 h1d y6c ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x154 h1d y1b0 ff4 fsb fc0 sc0 ls0 ws0">Od 3 do 6 </div><div class="t m0 x18f h1d y79a ff4 fsb fc0 sc0 ls0 ws0">miesięc<span class="_ _17"></span>y</div><div class="c x190 y8bd w2d h1f"><div class="t m0 x0 h1d y6c ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x58 h1d y781 ff4 fsb fc0 sc0 ls0 ws0">Od 6 </div><div class="t m0 xef h1d y1b0 ff4 fsb fc0 sc0 ls0 ws0">miesięc<span class="_ _17"></span>y </div><div class="t m0 xef h1d y79a ff4 fsb fc0 sc0 ls0 ws0">do 1 rok<span class="_ _17"></span>u</div><div class="c x15b y8bd w24 h1f"><div class="t m0 x0 h1d y6c ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x28 h1d y781 ff4 fsb fc0 sc0 ls0 ws0">Od 1 </div><div class="t m0 x28 h1d y1b0 ff4 fsb fc0 sc0 ls0 ws0">rok<span class="_ _2"></span>u </div><div class="c x167 y8be w10 h1e"><div class="t m0 x0 h1d y6c ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x2a h1d y79a ff4 fsb fc0 sc0 ls0 ws0">do 2 lat</div><div class="c x191 y8bd w24 h1f"><div class="t m0 x0 h1d y6c ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xec h1d y1b0 ff4 fsb fc0 sc0 ls0 ws0">Od 2 lat </div><div class="t m0 x2f h1d y79a ff4 fsb fc0 sc0 ls0 ws0">do 5 lat</div><div class="c x60 y8bd w2d h1f"><div class="t m0 x0 h1d y6c ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xa3 h1d y1b0 ff4 fsb fc0 sc0 ls0 ws0">Powyżej </div><div class="t m0 x192 h1d y79a ff4 fsb fc0 sc0 ls0 ws0">5 lat</div><div class="c x22 y8bd w29 h1f"><div class="t m0 x0 h1d y6c ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6d h1d y79a ff4 fsb fc0 sc0 ls0 ws0">Razem</div><div class="c x47 y8bd w22 h1f"><div class="t m0 x0 h1d y6c ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y8bf ff3 fsb fc0 sc0 ls0 ws0">Kaucje otrzy<span class="_ _17"></span>mane długoter<span class="_ _17"></span>-</div><div class="t m0 x6 h1b y1d9 ff3 fsb fc0 sc0 ls0 ws0">minowe <span class="_ _1ae"> </span>0</div><div class="c x17a y432 w24 h1f"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x18c h1b y1d9 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x18e y432 w24 h1f"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x127 h1b y1d9 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x61 y432 w24 h1f"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xe2 h1b y1d9 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x190 y432 w2d h1f"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x1d h1b y1d9 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x15b y432 w24 h1f"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x1e h1b y1d9 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x191 y432 w24 h1f"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x13f h1b y1d9 ff3 fsb fc0 sc0 ls0 ws0">555</div><div class="c x60 y432 w2d h1f"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x133 h1b y1d9 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x22 y432 w29 h1f"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x4b h1b y1d9 ff3 fsb fc0 sc0 ls0 ws0">555</div><div class="c x47 y432 w22 h1f"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y8c0 ff3 fsb fc0 sc0 ls0 ws0">Pozosta<span class="_ _17"></span>ł<span class="_ _5"></span>e z<span class="_ _17"></span>obowiązania </div><div class="t m0 x6 h1b y8c1 ff3 fsb fc0 sc0 ls0 ws0">długoterminow<span class="_ _2"></span>e - inne tyt<span class="_ _2"></span>uły</div><div class="c x193 y8c2 w40 h1e"><div class="t m0 x0 h1b y85 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x194 h1b y8c1 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x17a y8c2 w24 h1e"><div class="t m0 x0 h1b y85 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x18c h1b y8c1 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x18e y8c2 w24 h1e"><div class="t m0 x0 h1b y85 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x127 h1b y8c1 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x61 y8c2 w24 h1e"><div class="t m0 x0 h1b y85 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xe2 h1b y8c1 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x190 y8c2 w2d h1e"><div class="t m0 x0 h1b y85 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x1d h1b y8c1 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x15b y8c2 w24 h1e"><div class="t m0 x0 h1b y85 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x1e h1b y8c1 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x191 y8c2 w24 h1e"><div class="t m0 x0 h1b y85 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x105 h1b y8c1 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x60 y8c2 w2d h1e"><div class="t m0 x0 h1b y85 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x133 h1b y8c1 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x22 y8c2 w29 h1e"><div class="t m0 x0 h1b y85 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x179 h1b y8c1 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x47 y8c2 w22 h1e"><div class="t m0 x0 h1b y85 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1d y8c3 ff4 fsb fc0 sc0 ls0 ws0">Zobowiąza<span class="_ _17"></span>nia długotermi-</div><div class="t m0 x6 h1d y8c4 ff4 fsb fc0 sc0 ls0 ws0">nowe <span class="_ _1af"> </span>0</div><div class="c x17a y8c5 w24 h1e"><div class="t m0 x0 h1d y6c ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x18c h1d y8c4 ff4 fsb fc0 sc0 ls0 ws0">0</div><div class="c x18e y8c5 w24 h1e"><div class="t m0 x0 h1d y6c ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x127 h1d y8c4 ff4 fsb fc0 sc0 ls0 ws0">0</div><div class="c x61 y8c5 w24 h1e"><div class="t m0 x0 h1d y6c ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xe2 h1d y8c4 ff4 fsb fc0 sc0 ls0 ws0">0</div><div class="c x190 y8c5 w2d h1e"><div class="t m0 x0 h1d y6c ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x1d h1d y8c4 ff4 fsb fc0 sc0 ls0 ws0">0</div><div class="c x15b y8c5 w24 h1e"><div class="t m0 x0 h1d y6c ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x1e h1d y8c4 ff4 fsb fc0 sc0 ls0 ws0">0</div><div class="c x191 y8c5 w24 h1e"><div class="t m0 x0 h1d y6c ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x13f h1d y8c4 ff4 fsb fc0 sc0 ls0 ws0">555</div><div class="c x60 y8c5 w2d h1e"><div class="t m0 x0 h1d y6c ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x133 h1d y8c4 ff4 fsb fc0 sc0 ls0 ws0">0</div><div class="c x22 y8c5 w29 h1e"><div class="t m0 x0 h1d y6c ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x4b h1d y8c4 ff4 fsb fc0 sc0 ls0 ws0">555</div><div class="c x47 y8c5 w22 h1e"><div class="t m0 x0 h1d y6c ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y8c6 ff3 fsb fc0 sc0 ls0 ws0">Zobow<span class="_ _17"></span>i<span class="_ _5"></span>ązania ha<span class="_ _2"></span>ndlowe<span class="_ _17"></span> <span class="_ _1b0"> </span>459</div><div class="c x17a y2e9 w24 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x174 h1b y8c6 ff3 fsb fc0 sc0 ls0 ws0">2 670</div><div class="c x18e y2e9 w24 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x124 h1b y8c6 ff3 fsb fc0 sc0 ls0 ws0">3 110</div><div class="c x61 y2e9 w24 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x104 h1b y8c6 ff3 fsb fc0 sc0 ls0 ws0">318</div><div class="c x190 y2e9 w2d h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x8e h1b y8c6 ff3 fsb fc0 sc0 ls0 ws0">242</div><div class="c x15b y2e9 w24 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x1e h1b y8c6 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x191 y2e9 w24 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x105 h1b y8c6 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x60 y2e9 w2d h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x133 h1b y8c6 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x22 y2e9 w29 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x146 h1b y8c6 ff3 fsb fc0 sc0 ls0 ws0">6 799</div><div class="c x47 y2e9 w22 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y8c7 ff3 fsb fc0 sc0 ls0 ws0">Przedpłaty <span class="_ _2"></span>i zaliczki <span class="_ _2"></span>otrzy<span class="_ _17"></span>-</div><div class="t m0 x6 h1b y159 ff3 fsb fc0 sc0 ls0 ws0">mane na dosta<span class="_ _17"></span>wy  <span class="_ _146"> </span>0</div><div class="c x17a y8c8 w24 h23"><div class="t m0 x0 h1b y72 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x18c h1b y159 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x18e y8c8 w24 h23"><div class="t m0 x0 h1b y72 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x127 h1b y159 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x61 y8c8 w24 h23"><div class="t m0 x0 h1b y72 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xe2 h1b y159 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x190 y8c8 w2d h23"><div class="t m0 x0 h1b y72 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x1d h1b y159 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x15b y8c8 w24 h23"><div class="t m0 x0 h1b y72 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x1e h1b y159 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x191 y8c8 w24 h23"><div class="t m0 x0 h1b y72 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x105 h1b y159 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x60 y8c8 w2d h23"><div class="t m0 x0 h1b y72 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x133 h1b y159 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x22 y8c8 w29 h23"><div class="t m0 x0 h1b y72 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x179 h1b y159 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x47 y8c8 w22 h23"><div class="t m0 x0 h1b y72 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y8c9 ff3 fsb fc0 sc0 ls0 ws0">Krótk<span class="_ _17"></span>oterminow<span class="_ _2"></span>e kauc<span class="_ _17"></span>je ot-</div><div class="t m0 x6 h1b y7ea ff3 fsb fc0 sc0 ls0 ws0">rzymane  <span class="_ _71"> </span>53</div><div class="c x17a y7eb w24 h23"><div class="t m0 x0 h1b y72 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x18c h1b y7ea ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x18e y7eb w24 h23"><div class="t m0 x0 h1b y72 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x127 h1b y7ea ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x61 y7eb w24 h23"><div class="t m0 x0 h1b y72 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xe2 h1b y7ea ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x190 y7eb w2d h23"><div class="t m0 x0 h1b y72 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x1d h1b y7ea ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x15b y7eb w24 h23"><div class="t m0 x0 h1b y72 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x1e h1b y7ea ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x191 y7eb w24 h23"><div class="t m0 x0 h1b y72 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x105 h1b y7ea ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x60 y7eb w2d h23"><div class="t m0 x0 h1b y72 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x133 h1b y7ea ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x22 y7eb w29 h23"><div class="t m0 x0 h1b y72 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x4a h1b y7ea ff3 fsb fc0 sc0 ls0 ws0">53</div><div class="c x47 y7eb w22 h23"><div class="t m0 x0 h1b y72 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y8ca ff3 fsb fc0 sc0 ls0 ws0">Zobow<span class="_ _17"></span>i<span class="_ _5"></span>ązania z tyt<span class="_ _17"></span>u<span class="_ _5"></span>łu in-</div><div class="t m0 x6 h1b y3e4 ff3 fsb fc0 sc0 ls0 ws0">nych poda<span class="_ _17"></span>t<span class="_ _5"></span>k<span class="_ _17"></span>ów  <span class="_ _1b1"> </span>0</div><div class="c x17a y3e5 w24 h21"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x174 h1b y3e4 ff3 fsb fc0 sc0 ls0 ws0">1 830</div><div class="c x18e y3e5 w24 h21"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x127 h1b y3e4 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x61 y3e5 w24 h21"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xe2 h1b y3e4 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x190 y3e5 w2d h21"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x1d h1b y3e4 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x15b y3e5 w24 h21"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x1e h1b y3e4 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x191 y3e5 w24 h21"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x105 h1b y3e4 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x60 y3e5 w2d h21"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x133 h1b y3e4 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x22 y3e5 w29 h21"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x146 h1b y3e4 ff3 fsb fc0 sc0 ls0 ws0">1 830</div><div class="c x47 y3e5 w22 h21"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y8cb ff3 fsb fc0 sc0 ls0 ws0">Zobow<span class="_ _17"></span>i<span class="_ _5"></span>ązania z tyt<span class="_ _17"></span>u<span class="_ _5"></span>łu </div><div class="t m0 x6 h1b y8cc ff3 fsb fc0 sc0 ls0 ws0">wynagrodz<span class="_ _17"></span>eń <span class="_ _1b2"> </span>0</div><div class="c x17a y8cd w24 h1e"><div class="t m0 x0 h1b y72 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x55 h1b y8cc ff3 fsb fc0 sc0 ls0 ws0">617</div><div class="c x18e y8cd w24 h1e"><div class="t m0 x0 h1b y72 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x127 h1b y8cc ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x61 y8cd w24 h1e"><div class="t m0 x0 h1b y72 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xe2 h1b y8cc ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x190 y8cd w2d h1e"><div class="t m0 x0 h1b y72 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x1d h1b y8cc ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x15b y8cd w24 h1e"><div class="t m0 x0 h1b y72 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x1e h1b y8cc ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x191 y8cd w24 h1e"><div class="t m0 x0 h1b y72 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x105 h1b y8cc ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x60 y8cd w2d h1e"><div class="t m0 x0 h1b y72 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x133 h1b y8cc ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x22 y8cd w29 h1e"><div class="t m0 x0 h1b y72 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x4b h1b y8cc ff3 fsb fc0 sc0 ls0 ws0">617</div><div class="c x47 y8cd w22 h1e"><div class="t m0 x0 h1b y72 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y8ce ff3 fsb fc0 sc0 ls0 ws0">Inne zobo<span class="_ _17"></span>wi<span class="_ _5"></span>ąza<span class="_ _2"></span>nia kró-</div><div class="t m0 x6 h1b y8cf ff3 fsb fc0 sc0 ls0 ws0">tk<span class="_ _17"></span>oterminowe <span class="_ _1b2"> </span>0</div><div class="c x17a y8d0 w24 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x139 h1b y8cf ff3 fsb fc0 sc0 ls0 ws0">46</div><div class="c x18e y8d0 w24 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x127 h1b y8cf ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x61 y8d0 w24 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xe2 h1b y8cf ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x190 y8d0 w2d h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x1d h1b y8cf ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x15b y8d0 w24 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x1e h1b y8cf ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x191 y8d0 w24 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x105 h1b y8cf ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x60 y8d0 w2d h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x133 h1b y8cf ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x22 y8d0 w29 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x4a h1b y8cf ff3 fsb fc0 sc0 ls0 ws0">46</div><div class="c x47 y8d0 w22 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1d y8d1 ff4 fsb fc0 sc0 ls0 ws0">Zobowiąza<span class="_ _17"></span>nia krótk<span class="_ _17"></span>oter-</div><div class="t m0 x6 h1d y8d2 ff4 fsb fc0 sc0 ls0 ws0">minowe <span class="_ _27"> </span>843</div><div class="c x17a y8d3 w24 h22"><div class="t m0 x0 h1d y8d ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x174 h1d y8d2 ff4 fsb fc0 sc0 ls0 ws0">4 832</div><div class="c x18e y8d3 w24 h22"><div class="t m0 x0 h1d y8d ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x124 h1d y8d2 ff4 fsb fc0 sc0 ls0 ws0">3 110</div><div class="c x61 y8d3 w24 h22"><div class="t m0 x0 h1d y8d ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x104 h1d y8d2 ff4 fsb fc0 sc0 ls0 ws0">318</div><div class="c x190 y8d3 w2d h22"><div class="t m0 x0 h1d y8d ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x8e h1d y8d2 ff4 fsb fc0 sc0 ls0 ws0">242</div><div class="c x15b y8d3 w24 h22"><div class="t m0 x0 h1d y8d ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x1e h1d y8d2 ff4 fsb fc0 sc0 ls0 ws0">0</div><div class="c x191 y8d3 w24 h22"><div class="t m0 x0 h1d y8d ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x105 h1d y8d2 ff4 fsb fc0 sc0 ls0 ws0">0</div><div class="c x60 y8d3 w2d h22"><div class="t m0 x0 h1d y8d ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x133 h1d y8d2 ff4 fsb fc0 sc0 ls0 ws0">0</div><div class="c x22 y8d3 w29 h22"><div class="t m0 x0 h1d y8d ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x48 h1d y8d2 ff4 fsb fc0 sc0 ls0 ws0">9 345</div><div class="c x47 y8d3 w22 h22"><div class="t m0 x0 h1d y8d ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x1 h28 y379 ff4 fsc fc2 sc0 ls0 ws0">13.4. Wyma<span class="_ _17"></span>galność zobo<span class="_ _17"></span>wiązań w popr<span class="_ _2"></span>ze<span class="_ _17"></span>dnim okresie spra<span class="_ _17"></span>wo<span class="_ _17"></span>zda<span class="_ _17"></span>w-</div><div class="t m0 x1 h28 y8d4 ff4 fsc fc2 sc0 ls0 ws0">czym </div><div class="t m0 x6 h1d y8d5 ff4 fsb fc0 sc0 ls0 ws0">Opis </div><div class="t m0 x10 h1d y8d6 ff4 fsb fc0 sc0 ls0 ws0">Przeter<span class="_ _17"></span>-</div><div class="t m0 x148 h1d y8d7 ff4 fsb fc0 sc0 ls0 ws0">mino-</div><div class="t m0 x148 h1d y8d5 ff4 fsb fc0 sc0 ls0 ws0">wane</div><div class="c x17a y890 w24 h23"><div class="t m0 x0 h1d y92 ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x13b h1d y8d7 ff4 fsb fc0 sc0 ls0 ws0">Do 1 </div><div class="t m0 x18d h1d y8d5 ff4 fsb fc0 sc0 ls0 ws0">miesiąca</div><div class="c x18e y890 w24 h23"><div class="t m0 x0 h1d y92 ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x41 h1d y8d7 ff4 fsb fc0 sc0 ls0 ws0">Od 1 do 3 </div><div class="t m0 x41 h1d y8d5 ff4 fsb fc0 sc0 ls0 ws0">miesięc<span class="_ _17"></span>y</div><div class="c x61 y890 w24 h23"><div class="t m0 x0 h1d y92 ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x154 h1d y8d7 ff4 fsb fc0 sc0 ls0 ws0">Od 3 do 6 </div><div class="t m0 x18f h1d y8d5 ff4 fsb fc0 sc0 ls0 ws0">miesięc<span class="_ _17"></span>y</div><div class="c x190 y890 w2d h23"><div class="t m0 x0 h1d y92 ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x58 h1d y8d6 ff4 fsb fc0 sc0 ls0 ws0">Od 6 </div><div class="t m0 xef h1d y8d7 ff4 fsb fc0 sc0 ls0 ws0">miesięc<span class="_ _17"></span>y </div><div class="t m0 xef h1d y8d5 ff4 fsb fc0 sc0 ls0 ws0">do 1 rok<span class="_ _17"></span>u</div><div class="c x15b y890 w24 h23"><div class="t m0 x0 h1d y92 ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x28 h1d y8d6 ff4 fsb fc0 sc0 ls0 ws0">Od 1 </div><div class="t m0 x28 h1d y8d7 ff4 fsb fc0 sc0 ls0 ws0">rok<span class="_ _2"></span>u </div><div class="c x167 y8d8 w10 h1e"><div class="t m0 x0 h1d y8a ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x2a h1d y8d5 ff4 fsb fc0 sc0 ls0 ws0">do 2 lat</div><div class="c x191 y890 w24 h23"><div class="t m0 x0 h1d y92 ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xec h1d y8d7 ff4 fsb fc0 sc0 ls0 ws0">Od 2 lat </div><div class="t m0 x2f h1d y8d5 ff4 fsb fc0 sc0 ls0 ws0">do 5 lat</div><div class="c x60 y890 w2d h23"><div class="t m0 x0 h1d y92 ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xa3 h1d y8d7 ff4 fsb fc0 sc0 ls0 ws0">Powyżej </div><div class="t m0 x192 h1d y8d5 ff4 fsb fc0 sc0 ls0 ws0">5 lat</div><div class="c x22 y890 w29 h23"><div class="t m0 x0 h1d y92 ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6d h1d y8d5 ff4 fsb fc0 sc0 ls0 ws0">Razem</div><div class="c x47 y890 w22 h23"><div class="t m0 x0 h1d y92 ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y640 ff3 fsb fc0 sc0 ls0 ws0">Kaucje otrzy<span class="_ _17"></span>mane długoter<span class="_ _17"></span>-</div><div class="t m0 x6 h1b y8d9 ff3 fsb fc0 sc0 ls0 ws0">minowe <span class="_ _1ae"> </span>0</div><div class="c x17a y8da w24 h1e"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x18c h1b y8d9 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x18e y8da w24 h1e"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x127 h1b y8d9 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x61 y8da w24 h1e"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xe2 h1b y8d9 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x190 y8da w2d h1e"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x1d h1b y8d9 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x15b y8da w24 h1e"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x1e h1b y8d9 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x191 y8da w24 h1e"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x13f h1b y8d9 ff3 fsb fc0 sc0 ls0 ws0">825</div><div class="c x60 y8da w2d h1e"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x138 h1b y8d9 ff3 fsb fc0 sc0 ls0 ws0">11</div><div class="c x22 y8da w29 h1e"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x4b h1b y8d9 ff3 fsb fc0 sc0 ls0 ws0">836</div><div class="c x47 y8da w22 h1e"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y643 ff3 fsb fc0 sc0 ls0 ws0">Pozosta<span class="_ _17"></span>ł<span class="_ _5"></span>e z<span class="_ _17"></span>obowiązania </div><div class="t m0 x6 h1b y8db ff3 fsb fc0 sc0 ls0 ws0">długoterminow<span class="_ _2"></span>e - inne tyt<span class="_ _2"></span>uły</div><div class="c x193 y8dc w40 h1e"><div class="t m0 x0 h1b y85 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x194 h1b y8db ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x17a y8dc w24 h1e"><div class="t m0 x0 h1b y85 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x18c h1b y8db ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x18e y8dc w24 h1e"><div class="t m0 x0 h1b y85 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x127 h1b y8db ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x61 y8dc w24 h1e"><div class="t m0 x0 h1b y85 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xe2 h1b y8db ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x190 y8dc w2d h1e"><div class="t m0 x0 h1b y85 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x1d h1b y8db ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x15b y8dc w24 h1e"><div class="t m0 x0 h1b y85 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x1e h1b y8db ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x191 y8dc w24 h1e"><div class="t m0 x0 h1b y85 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x105 h1b y8db ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x60 y8dc w2d h1e"><div class="t m0 x0 h1b y85 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x133 h1b y8db ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x22 y8dc w29 h1e"><div class="t m0 x0 h1b y85 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x179 h1b y8db ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x47 y8dc w22 h1e"><div class="t m0 x0 h1b y85 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1d y234 ff4 fsb fc0 sc0 ls0 ws0">Zobowiąza<span class="_ _17"></span>nia długotermi-</div><div class="t m0 x6 h1d y8dd ff4 fsb fc0 sc0 ls0 ws0">nowe <span class="_ _1af"> </span>0</div><div class="c x17a y8de w24 h1e"><div class="t m0 x0 h1d y8d ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x18c h1d y8dd ff4 fsb fc0 sc0 ls0 ws0">0</div><div class="c x18e y8de w24 h1e"><div class="t m0 x0 h1d y8d ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x127 h1d y8dd ff4 fsb fc0 sc0 ls0 ws0">0</div><div class="c x61 y8de w24 h1e"><div class="t m0 x0 h1d y8d ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xe2 h1d y8dd ff4 fsb fc0 sc0 ls0 ws0">0</div><div class="c x190 y8de w2d h1e"><div class="t m0 x0 h1d y8d ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x1d h1d y8dd ff4 fsb fc0 sc0 ls0 ws0">0</div><div class="c x15b y8de w24 h1e"><div class="t m0 x0 h1d y8d ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x1e h1d y8dd ff4 fsb fc0 sc0 ls0 ws0">0</div><div class="c x191 y8de w24 h1e"><div class="t m0 x0 h1d y8d ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x13f h1d y8dd ff4 fsb fc0 sc0 ls0 ws0">825</div><div class="c x60 y8de w2d h1e"><div class="t m0 x0 h1d y8d ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x138 h1d y8dd ff4 fsb fc0 sc0 ls0 ws0">11</div><div class="c x22 y8de w29 h1e"><div class="t m0 x0 h1d y8d ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x4b h1d y8dd ff4 fsb fc0 sc0 ls0 ws0">836</div><div class="c x47 y8de w22 h1e"><div class="t m0 x0 h1d y8d ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y735 ff3 fsb fc0 sc0 ls0 ws0">Zobow<span class="_ _17"></span>i<span class="_ _5"></span>ązania ha<span class="_ _2"></span>ndlowe<span class="_ _17"></span> <span class="_ _13d"> </span>8 942</div><div class="c x17a y736 w24 h1e"><div class="t m0 x0 h1b y8a ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x174 h1b y735 ff3 fsb fc0 sc0 ls0 ws0">4 123</div><div class="c x18e y736 w24 h1e"><div class="t m0 x0 h1b y8a ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x195 h1b y735 ff3 fsb fc0 sc0 ls0 ws0">97 834</div><div class="c x61 y736 w24 h1e"><div class="t m0 x0 h1b y8a ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x104 h1b y735 ff3 fsb fc0 sc0 ls0 ws0">463</div><div class="c x190 y736 w2d h1e"><div class="t m0 x0 h1b y8a ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x8e h1b y735 ff3 fsb fc0 sc0 ls0 ws0">180</div><div class="c x15b y736 w24 h1e"><div class="t m0 x0 h1b y8a ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x1e h1b y735 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x191 y736 w24 h1e"><div class="t m0 x0 h1b y8a ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x105 h1b y735 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x60 y736 w2d h1e"><div class="t m0 x0 h1b y8a ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x133 h1b y735 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x22 y736 w29 h1e"><div class="t m0 x0 h1b y8a ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x46 h1b y735 ff3 fsb fc0 sc0 ls0 ws0">111 541</div><div class="c x47 y736 w22 h1e"><div class="t m0 x0 h1b y8a ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y772 ff3 fsb fc0 sc0 ls0 ws0">Przedpłaty <span class="_ _2"></span>i zaliczki <span class="_ _2"></span>otrzy<span class="_ _17"></span>-</div><div class="t m0 x6 h1b y8df ff3 fsb fc0 sc0 ls0 ws0">mane na dosta<span class="_ _17"></span>wy  <span class="_ _146"> </span>0</div><div class="c x17a y8e0 w24 h1e"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x18c h1b y8df ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x18e y8e0 w24 h1e"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x127 h1b y8df ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x61 y8e0 w24 h1e"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xe2 h1b y8df ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x190 y8e0 w2d h1e"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x1d h1b y8df ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x15b y8e0 w24 h1e"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x1e h1b y8df ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x191 y8e0 w24 h1e"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x105 h1b y8df ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x60 y8e0 w2d h1e"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x133 h1b y8df ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x22 y8e0 w29 h1e"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x179 h1b y8df ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x47 y8e0 w22 h1e"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y8e1 ff3 fsb fc0 sc0 ls0 ws0">Krótk<span class="_ _17"></span>oterminow<span class="_ _2"></span>e kauc<span class="_ _17"></span>je ot-</div><div class="t m0 x6 h1b y696 ff3 fsb fc0 sc0 ls0 ws0">rzymane  <span class="_ _1b3"> </span>628</div><div class="c x17a y697 w24 h1e"><div class="t m0 x0 h1b y8a ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x55 h1b y696 ff3 fsb fc0 sc0 ls0 ws0">382</div><div class="c x18e y697 w24 h1e"><div class="t m0 x0 h1b y8a ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x127 h1b y696 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x61 y697 w24 h1e"><div class="t m0 x0 h1b y8a ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xe2 h1b y696 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x190 y697 w2d h1e"><div class="t m0 x0 h1b y8a ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x1d h1b y696 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x15b y697 w24 h1e"><div class="t m0 x0 h1b y8a ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x1e h1b y696 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x191 y697 w24 h1e"><div class="t m0 x0 h1b y8a ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x105 h1b y696 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x60 y697 w2d h1e"><div class="t m0 x0 h1b y8a ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x133 h1b y696 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x22 y697 w29 h1e"><div class="t m0 x0 h1b y8a ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x146 h1b y696 ff3 fsb fc0 sc0 ls0 ws0">1 011</div><div class="c x47 y697 w22 h1e"><div class="t m0 x0 h1b y8a ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y8e2 ff3 fsb fc0 sc0 ls0 ws0">Zobow<span class="_ _17"></span>i<span class="_ _5"></span>ązania z tyt<span class="_ _17"></span>u<span class="_ _5"></span>łu in-</div><div class="t m0 x6 h1b y8e3 ff3 fsb fc0 sc0 ls0 ws0">nych poda<span class="_ _17"></span>t<span class="_ _5"></span>k<span class="_ _17"></span>ów  <span class="_ _1b1"> </span>0</div><div class="c x17a y8e4 w24 h1e"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x174 h1b y8e3 ff3 fsb fc0 sc0 ls0 ws0">1 853</div><div class="c x18e y8e4 w24 h1e"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x127 h1b y8e3 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x61 y8e4 w24 h1e"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xe2 h1b y8e3 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x190 y8e4 w2d h1e"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x1d h1b y8e3 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x15b y8e4 w24 h1e"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x1e h1b y8e3 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x191 y8e4 w24 h1e"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x105 h1b y8e3 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x60 y8e4 w2d h1e"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x133 h1b y8e3 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x22 y8e4 w29 h1e"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x146 h1b y8e3 ff3 fsb fc0 sc0 ls0 ws0">1 853</div><div class="c x47 y8e4 w22 h1e"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y750 ff3 fsb fc0 sc0 ls0 ws0">Zobow<span class="_ _17"></span>i<span class="_ _5"></span>ązania z tyt<span class="_ _17"></span>u<span class="_ _5"></span>łu </div><div class="t m0 x6 h1b y8e5 ff3 fsb fc0 sc0 ls0 ws0">wynagrodz<span class="_ _17"></span>eń <span class="_ _1b2"> </span>0</div><div class="c x17a y32f w24 h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x55 h1b y8e5 ff3 fsb fc0 sc0 ls0 ws0">586</div><div class="c x18e y32f w24 h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x127 h1b y8e5 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x61 y32f w24 h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xe2 h1b y8e5 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x190 y32f w2d h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x1d h1b y8e5 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x15b y32f w24 h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x1e h1b y8e5 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x191 y32f w24 h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x105 h1b y8e5 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x60 y32f w2d h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x133 h1b y8e5 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x22 y32f w29 h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x4b h1b y8e5 ff3 fsb fc0 sc0 ls0 ws0">586</div><div class="c x47 y32f w22 h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y8e6 ff3 fsb fc0 sc0 ls0 ws0">Inne zobo<span class="_ _17"></span>wi<span class="_ _5"></span>ąza<span class="_ _2"></span>nia kró-</div><div class="t m0 x6 h1b y8e7 ff3 fsb fc0 sc0 ls0 ws0">tk<span class="_ _17"></span>oterminowe <span class="_ _1b2"> </span>0</div><div class="c x17a y8e8 w24 h1e"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x139 h1b y8e7 ff3 fsb fc0 sc0 ls0 ws0">42</div><div class="c x18e y8e8 w24 h1e"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x127 h1b y8e7 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x61 y8e8 w24 h1e"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xe2 h1b y8e7 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x190 y8e8 w2d h1e"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x1d h1b y8e7 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x15b y8e8 w24 h1e"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x1e h1b y8e7 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x191 y8e8 w24 h1e"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x105 h1b y8e7 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x60 y8e8 w2d h1e"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x133 h1b y8e7 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x22 y8e8 w29 h1e"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x4a h1b y8e7 ff3 fsb fc0 sc0 ls0 ws0">42</div><div class="c x47 y8e8 w22 h1e"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1d y8e9 ff4 fsb fc0 sc0 ls0 ws0">Zobowiąza<span class="_ _17"></span>nia krótk<span class="_ _17"></span>oter-</div><div class="t m0 x6 h1d y27a ff4 fsb fc0 sc0 ls0 ws0">minowe <span class="_ _18e"> </span>9 570</div><div class="c x17a y27b w24 h26"><div class="t m0 x0 h1d y8d ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x174 h1d y27a ff4 fsb fc0 sc0 ls0 ws0">6 987</div><div class="c x18e y27b w24 h26"><div class="t m0 x0 h1d y8d ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x195 h1d y27a ff4 fsb fc0 sc0 ls0 ws0">97 834</div><div class="c x61 y27b w24 h26"><div class="t m0 x0 h1d y8d ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x104 h1d y27a ff4 fsb fc0 sc0 ls0 ws0">463</div><div class="c x190 y27b w2d h26"><div class="t m0 x0 h1d y8d ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x8e h1d y27a ff4 fsb fc0 sc0 ls0 ws0">180</div><div class="c x15b y27b w24 h26"><div class="t m0 x0 h1d y8d ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x1e h1d y27a ff4 fsb fc0 sc0 ls0 ws0">0</div><div class="c x191 y27b w24 h26"><div class="t m0 x0 h1d y8d ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x105 h1d y27a ff4 fsb fc0 sc0 ls0 ws0">0</div><div class="c x60 y27b w2d h26"><div class="t m0 x0 h1d y8d ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x133 h1d y27a ff4 fsb fc0 sc0 ls0 ws0">0</div><div class="c x22 y27b w29 h26"><div class="t m0 x0 h1d y8d ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x46 h1d y27a ff4 fsb fc0 sc0 ls0 ws0">115 033</div><div class="c x47 y27b w22 h26"><div class="t m0 x0 h1d y8d ff4 fsb fc0 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 x11 y8ea wc h75" alt="" 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"/><div class="t m0 x1 h2 y1 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h3 y53 ff1 fs0 fc1 sc0 ls0 ws0">Jednostkowe sprawozdanie ﬁnansowe Dekpol S.A.<span class="ff2"> <span class="_ _14"> </span> <span class="_ _4f"> </span><span class="ff3 fc0">za okres od 01.01.2023 do 31.12.2023</span></span></div><div class="t m0 x3c h4 y54 ff3 fs1 fc0 sc0 ls0 ws0"> <span class="_ _3"></span> <span class="_ _4"> </span> <span class="_ _4"> </span> </div><div class="t m0 xb4 h3 y53 ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="c x54 y5fa w2e h6"><div class="t m0 x0 h5 y5fb ff1 fs2 fc0 sc0 ls0 ws0">67</div></div><div class="t m0 x13 h18 y56 ff1 fs9 fc6 sc0 ls0 ws0">Wprowadzenie </div><div class="t m0 x15 h18 y59 ff1 fs9 fc6 sc0 ls0 ws0">Sprawozdanie  </div><div class="t m0 x15 h18 y5a ff1 fs9 fc6 sc0 ls0 ws0">z sytuacji </div><div class="t m0 x15 h18 y5b ff1 fs9 fc6 sc0 ls0 ws0">ﬁnansowej </div><div class="t m0 x17 h18 y5f ff1 fs9 fc6 sc0 ls0 ws0">Sprawozdanie  </div><div class="t m0 x17 h18 y60 ff1 fs9 fc6 sc0 ls0 ws0">z przepływów </div><div class="t m0 x17 h18 y61 ff1 fs9 fc6 sc0 ls0 ws0">pieniężnych </div><div class="t m0 x18 h18 y5c ff1 fs9 fc6 sc0 ls0 ws0">Sprawozdanie  </div><div class="t m0 x18 h18 y5d ff1 fs9 fc6 sc0 ls0 ws0">ze zmian w kapitale </div><div class="t m0 x18 h18 y5e ff1 fs9 fc6 sc0 ls0 ws0">własnym </div><div class="t m0 x19 h16 y62 ff4 fs9 fc5 sc0 ls0 ws0">Dodatkowe  </div><div class="t m0 x19 h16 y63 ff4 fs9 fc5 sc0 ls0 ws0">noty  </div><div class="t m0 x19 h16 y64 ff4 fs9 fc5 sc0 ls0 ws0">objaśniające </div><div class="t m0 x16 h18 y5c ff1 fs9 fc6 sc0 ls0 ws0">Sprawozdanie  </div><div class="t m0 x16 h18 y5d ff1 fs9 fc6 sc0 ls0 ws0">z całkowitych  </div><div class="t m0 x16 h18 y5e ff1 fs9 fc6 sc0 ls0 ws0">dochodów </div><div class="t m0 x1 h28 y798 ff4 fsc fc2 sc0 ls0 ws0">13.5. Przete<span class="_ _17"></span>rm<span class="_ _5"></span>inow<span class="_ _17"></span>anie zobo<span class="_ _2"></span>wiązań <span class="_ _17"></span>w okresie spra<span class="_ _7"></span>wozda<span class="_ _7"></span>wczym <span class="_ _7"></span> </div><div class="t m0 x6 h1d y79a ff4 fsb fc0 sc0 ls0 ws0">Opis </div><div class="t m0 x196 h1d y781 ff4 fsb fc0 sc0 ls0 ws0">Nieprze-</div><div class="t m0 x196 h1d y1b0 ff4 fsb fc0 sc0 ls0 ws0">termino-</div><div class="t m0 x124 h1d y79a ff4 fsb fc0 sc0 ls0 ws0">wane</div><div class="c xfb y8bd w24 h1f"><div class="t m0 x0 h1d y6c ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x18b h1d y1b0 ff4 fsb fc0 sc0 ls0 ws0">Do 1 </div><div class="t m0 x18f h1d y79a ff4 fsb fc0 sc0 ls0 ws0">miesiąca</div><div class="c xe3 y8bd w24 h1f"><div class="t m0 x0 h1d y6c ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xfc h1d y1b0 ff4 fsb fc0 sc0 ls0 ws0">Dd 1 do 3 </div><div class="t m0 xfc h1d y79a ff4 fsb fc0 sc0 ls0 ws0">miesięc<span class="_ _17"></span>y</div><div class="c x197 y8bd w26 h1f"><div class="t m0 x0 h1d y6c ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x81 h1d y1b0 ff4 fsb fc0 sc0 ls0 ws0">Od 3 do 6 </div><div class="t m0 x81 h1d y79a ff4 fsb fc0 sc0 ls0 ws0">miesięc<span class="_ _17"></span>y</div><div class="c x191 y8bd w2d h1f"><div class="t m0 x0 h1d y6c ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xbd h1d y781 ff4 fsb fc0 sc0 ls0 ws0">Od 6 </div><div class="t m0 x170 h1d y1b0 ff4 fsb fc0 sc0 ls0 ws0">miesięc<span class="_ _17"></span>y </div><div class="t m0 x170 h1d y79a ff4 fsb fc0 sc0 ls0 ws0">do 1 rok<span class="_ _17"></span>u</div><div class="c x60 y8bd w22 h1f"><div class="t m0 x0 h1d y6c ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xa3 h1d y1b0 ff4 fsb fc0 sc0 ls0 ws0">Powyżej </div><div class="t m0 x198 h1d y79a ff4 fsb fc0 sc0 ls0 ws0">1 rok<span class="_ _17"></span>u</div><div class="c x22 y8bd w27 h1f"><div class="t m0 x0 h1d y6c ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6d h1d y79a ff4 fsb fc0 sc0 ls0 ws0">Razem</div><div class="c x47 y8bd w22 h1f"><div class="t m0 x0 h1d y6c ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y8eb ff3 fsb fc0 sc0 ls0 ws0">Zobow<span class="_ _17"></span>i<span class="_ _5"></span>ązania ha<span class="_ _2"></span>ndlowe<span class="_ _17"></span> <span class="_ _1b4"> </span>6 340</div><div class="c xfb y286 w24 h1e"><div class="t m0 x0 h1b y57c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x36 h1b y8eb ff3 fsb fc0 sc0 ls0 ws0">259</div><div class="c xe3 y286 w24 h1e"><div class="t m0 x0 h1b y57c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xb4 h1b y8eb ff3 fsb fc0 sc0 ls0 ws0">103</div><div class="c x197 y286 w26 h1e"><div class="t m0 x0 h1b y57c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x1e h1b y8eb ff3 fsb fc0 sc0 ls0 ws0">9</div><div class="c x191 y286 w2d h1e"><div class="t m0 x0 h1b y57c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x131 h1b y8eb ff3 fsb fc0 sc0 ls0 ws0">33</div><div class="c x60 y286 w22 h1e"><div class="t m0 x0 h1b y57c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x138 h1b y8eb ff3 fsb fc0 sc0 ls0 ws0">55</div><div class="c x22 y286 w27 h1e"><div class="t m0 x0 h1b y57c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x146 h1b y8eb ff3 fsb fc0 sc0 ls0 ws0">6 799</div><div class="c x47 y286 w22 h1e"><div class="t m0 x0 h1b y57c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y8ec ff3 fsb fc0 sc0 ls0 ws0">Przedpłaty <span class="_ _2"></span>i zaliczki <span class="_ _2"></span>otrzymane na <span class="_ _17"></span>dostawy <span class="_ _1b5"> </span>0</div><div class="c xfb y8ed w24 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x35 h1b y8ec ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c xe3 y8ed w24 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x74 h1b y8ec ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x197 y8ed w26 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x1e h1b y8ec ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x191 y8ed w2d h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x105 h1b y8ec ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x60 y8ed w22 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x133 h1b y8ec ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x22 y8ed w27 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x179 h1b y8ec ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x47 y8ed w22 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y8ee ff3 fsb fc0 sc0 ls0 ws0">Krótk<span class="_ _17"></span>oterminow<span class="_ _2"></span>e kauc<span class="_ _17"></span>je o<span class="_ _5"></span>trzymane <span class="_ _1b6"> </span>0</div><div class="c xfb y79f w24 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x35 h1b y8ee ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c xe3 y79f w24 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x74 h1b y8ee ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x197 y79f w26 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x1e h1b y8ee ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x191 y79f w2d h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x105 h1b y8ee ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x60 y79f w22 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x138 h1b y8ee ff3 fsb fc0 sc0 ls0 ws0">53</div><div class="c x22 y79f w27 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x4a h1b y8ee ff3 fsb fc0 sc0 ls0 ws0">53</div><div class="c x47 y79f w22 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y8ef ff3 fsb fc0 sc0 ls0 ws0">Zobow<span class="_ _17"></span>i<span class="_ _5"></span>ązania z tyt<span class="_ _17"></span>u<span class="_ _5"></span>łu inny<span class="_ _17"></span>ch podatk<span class="_ _17"></span>ów <span class="_ _1b7"> </span>1 830</div><div class="c xfb y1b2 w24 h1e"><div class="t m0 x0 h1b y72 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x35 h1b y8ef ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c xe3 y1b2 w24 h1e"><div class="t m0 x0 h1b y72 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x74 h1b y8ef ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x197 y1b2 w26 h1e"><div class="t m0 x0 h1b y72 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x1e h1b y8ef ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x191 y1b2 w2d h1e"><div class="t m0 x0 h1b y72 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x105 h1b y8ef ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x60 y1b2 w22 h1e"><div class="t m0 x0 h1b y72 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x133 h1b y8ef ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x22 y1b2 w27 h1e"><div class="t m0 x0 h1b y72 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x146 h1b y8ef ff3 fsb fc0 sc0 ls0 ws0">1 830</div><div class="c x47 y1b2 w22 h1e"><div class="t m0 x0 h1b y72 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y3fc ff3 fsb fc0 sc0 ls0 ws0">Zobow<span class="_ _17"></span>i<span class="_ _5"></span>ązania z tyt<span class="_ _17"></span>u<span class="_ _5"></span>łu wynagr<span class="_ _17"></span>odzeń <span class="_ _144"> </span>617</div><div class="c xfb y3fd w24 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x35 h1b y3fc ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c xe3 y3fd w24 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x74 h1b y3fc ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x197 y3fd w26 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x1e h1b y3fc ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x191 y3fd w2d h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x105 h1b y3fc ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x60 y3fd w22 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x133 h1b y3fc ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x22 y3fd w27 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x4b h1b y3fc ff3 fsb fc0 sc0 ls0 ws0">617</div><div class="c x47 y3fd w22 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y8f0 ff3 fsb fc0 sc0 ls0 ws0">Inne zobo<span class="_ _17"></span>wi<span class="_ _5"></span>ąza<span class="_ _2"></span>nia krótk<span class="_ _17"></span>otermino<span class="_ _17"></span>we <span class="_ _11f"> </span>46</div><div class="c xfb y8f1 w24 h23"><div class="t m0 x0 h1b y72 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x35 h1b y8f0 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c xe3 y8f1 w24 h23"><div class="t m0 x0 h1b y72 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x74 h1b y8f0 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x197 y8f1 w26 h23"><div class="t m0 x0 h1b y72 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x1e h1b y8f0 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x191 y8f1 w2d h23"><div class="t m0 x0 h1b y72 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x105 h1b y8f0 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x60 y8f1 w22 h23"><div class="t m0 x0 h1b y72 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x133 h1b y8f0 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x22 y8f1 w27 h23"><div class="t m0 x0 h1b y72 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x4a h1b y8f0 ff3 fsb fc0 sc0 ls0 ws0">46</div><div class="c x47 y8f1 w22 h23"><div class="t m0 x0 h1b y72 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1d y8f2 ff4 fsb fc0 sc0 ls0 ws0">Zobowiąza<span class="_ _17"></span>nia krótk<span class="_ _17"></span>oterminowe<span class="_ _17"></span> <span class="_ _121"> </span>8 833</div><div class="c xfb y8f3 w24 h22"><div class="t m0 x0 h1d y6c ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x36 h1d y8f2 ff4 fsb fc0 sc0 ls0 ws0">259</div><div class="c xe3 y8f3 w24 h22"><div class="t m0 x0 h1d y6c ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xb4 h1d y8f2 ff4 fsb fc0 sc0 ls0 ws0">103</div><div class="c x197 y8f3 w26 h22"><div class="t m0 x0 h1d y6c ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x1e h1d y8f2 ff4 fsb fc0 sc0 ls0 ws0">9</div><div class="c x191 y8f3 w2d h22"><div class="t m0 x0 h1d y6c ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x131 h1d y8f2 ff4 fsb fc0 sc0 ls0 ws0">33</div><div class="c x60 y8f3 w22 h22"><div class="t m0 x0 h1d y6c ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x135 h1d y8f2 ff4 fsb fc0 sc0 ls0 ws0">108</div><div class="c x22 y8f3 w27 h22"><div class="t m0 x0 h1d y6c ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x48 h1d y8f2 ff4 fsb fc0 sc0 ls0 ws0">9 345</div><div class="c x47 y8f3 w22 h22"><div class="t m0 x0 h1d y6c ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x1 h28 y8f4 ff4 fsc fc2 sc0 ls0 ws0">13.6. Przete<span class="_ _17"></span>rm<span class="_ _5"></span>inow<span class="_ _17"></span>anie zobo<span class="_ _2"></span>wiązań <span class="_ _17"></span>w poprzednim okr<span class="_ _17"></span>esie spra<span class="_ _17"></span>wo<span class="_ _2"></span>z<span class="_ _17"></span>-</div><div class="t m0 x1 h28 y761 ff4 fsc fc2 sc0 ls0 ws0">da<span class="_ _17"></span>wc<span class="_ _5"></span>zym<span class="_ _17"></span> </div><div class="t m0 x6 h1d y8f5 ff4 fsb fc0 sc0 ls0 ws0">Opis </div><div class="t m0 x113 h1d y8f6 ff4 fsb fc0 sc0 ls0 ws0">Nieprze-</div><div class="t m0 x113 h1d y8f7 ff4 fsb fc0 sc0 ls0 ws0">termino-</div><div class="t m0 x195 h1d y8f5 ff4 fsb fc0 sc0 ls0 ws0">wane</div><div class="c x2e y8f8 w26 h22"><div class="t m0 x0 h1d y8d ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xf8 h1d y8f7 ff4 fsb fc0 sc0 ls0 ws0">Do 1 </div><div class="t m0 x134 h1d y8f5 ff4 fsb fc0 sc0 ls0 ws0">miesiąca</div><div class="c x35 y8f8 w24 h22"><div class="t m0 x0 h1d y8d ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x5e h1d y8f7 ff4 fsb fc0 sc0 ls0 ws0">Dd 1 do 3 </div><div class="t m0 x5e h1d y8f5 ff4 fsb fc0 sc0 ls0 ws0">miesięc<span class="_ _17"></span>y</div><div class="c x199 y8f8 w30 h22"><div class="t m0 x0 h1d y8d ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x143 h1d y8f7 ff4 fsb fc0 sc0 ls0 ws0">Dd 3 do 6 </div><div class="t m0 x143 h1d y8f5 ff4 fsb fc0 sc0 ls0 ws0">miesięc<span class="_ _17"></span>y</div><div class="c x33 y8f8 w24 h22"><div class="t m0 x0 h1d y8d ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x18a h1d y8f6 ff4 fsb fc0 sc0 ls0 ws0">Od 6 </div><div class="t m0 x83 h1d y8f7 ff4 fsb fc0 sc0 ls0 ws0">miesięc<span class="_ _17"></span>y </div><div class="t m0 x19a h1d y8f5 ff4 fsb fc0 sc0 ls0 ws0">do 1 rok<span class="_ _17"></span>u</div><div class="c x64 y8f8 w25 h22"><div class="t m0 x0 h1d y8d ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xee h1d y8f7 ff4 fsb fc0 sc0 ls0 ws0">Powyżej </div><div class="t m0 xd h1d y8f5 ff4 fsb fc0 sc0 ls0 ws0">1 rok<span class="_ _17"></span>u</div><div class="c x22 y8f8 w2d h22"><div class="t m0 x0 h1d y8d ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6d h1d y8f5 ff4 fsb fc0 sc0 ls0 ws0">Razem</div><div class="c x47 y8f8 w24 h22"><div class="t m0 x0 h1d y8d ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y8f9 ff3 fsb fc0 sc0 ls0 ws0">Zobow<span class="_ _17"></span>i<span class="_ _5"></span>ązania ha<span class="_ _2"></span>ndlowe<span class="_ _17"></span> <span class="_ _16e"> </span>103 524</div><div class="c x2e y8fa w26 h1e"><div class="t m0 x0 h1b y85 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x12b h1b y8f9 ff3 fsb fc0 sc0 ls0 ws0">5 971</div><div class="c x35 y8fa w24 h1e"><div class="t m0 x0 h1b y85 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xf4 h1b y8f9 ff3 fsb fc0 sc0 ls0 ws0">1 497</div><div class="c x199 y8fa w30 h1e"><div class="t m0 x0 h1b y85 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x175 h1b y8f9 ff3 fsb fc0 sc0 ls0 ws0">63</div><div class="c x33 y8fa w24 h1e"><div class="t m0 x0 h1b y85 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x45 h1b y8f9 ff3 fsb fc0 sc0 ls0 ws0">40</div><div class="c x64 y8fa w25 h1e"><div class="t m0 x0 h1b y85 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x11a h1b y8f9 ff3 fsb fc0 sc0 ls0 ws0">444</div><div class="c x22 y8fa w2d h1e"><div class="t m0 x0 h1b y85 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x46 h1b y8f9 ff3 fsb fc0 sc0 ls0 ws0">111 541</div><div class="c x47 y8fa w24 h1e"><div class="t m0 x0 h1b y85 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y207 ff3 fsb fc0 sc0 ls0 ws0">Przedpłaty <span class="_ _2"></span>i zaliczki <span class="_ _2"></span>otrzymane na <span class="_ _17"></span>dostawy <span class="_ _1b8"> </span>0</div><div class="c x2e y8fb w26 h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x16f h1b y207 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x35 y8fb w24 h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x12 h1b y207 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x199 y8fb w30 h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xd7 h1b y207 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x33 y8fb w24 h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x67 h1b y207 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x64 y8fb w25 h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x133 h1b y207 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x22 y8fb w2d h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x179 h1b y207 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x47 y8fb w24 h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y8fc ff3 fsb fc0 sc0 ls0 ws0">Krótk<span class="_ _17"></span>oterminow<span class="_ _2"></span>e kauc<span class="_ _17"></span>je o<span class="_ _5"></span>trzymane <span class="_ _1b9"> </span>382</div><div class="c x2e y8fd w26 h26"><div class="t m0 x0 h1b y8a ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xea h1b y8fc ff3 fsb fc0 sc0 ls0 ws0">628</div><div class="c x35 y8fd w24 h26"><div class="t m0 x0 h1b y8a ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x12 h1b y8fc ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x199 y8fd w30 h26"><div class="t m0 x0 h1b y8a ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xd7 h1b y8fc ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x33 y8fd w24 h26"><div class="t m0 x0 h1b y8a ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x67 h1b y8fc ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x64 y8fd w25 h26"><div class="t m0 x0 h1b y8a ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x133 h1b y8fc ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x22 y8fd w2d h26"><div class="t m0 x0 h1b y8a ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x146 h1b y8fc ff3 fsb fc0 sc0 ls0 ws0">1 011</div><div class="c x47 y8fd w24 h26"><div class="t m0 x0 h1b y8a ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y37a ff3 fsb fc0 sc0 ls0 ws0">Zobow<span class="_ _17"></span>i<span class="_ _5"></span>ązania z tyt<span class="_ _17"></span>u<span class="_ _5"></span>łu inny<span class="_ _17"></span>ch podatk<span class="_ _17"></span>ów <span class="_ _170"> </span>1 853</div><div class="c x2e y7af w26 h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x16f h1b y37a ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x35 y7af w24 h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x12 h1b y37a ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x199 y7af w30 h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xd7 h1b y37a ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x33 y7af w24 h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x67 h1b y37a ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x64 y7af w25 h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x133 h1b y37a ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x22 y7af w2d h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x146 h1b y37a ff3 fsb fc0 sc0 ls0 ws0">1 853</div><div class="c x47 y7af w24 h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y8fe ff3 fsb fc0 sc0 ls0 ws0">Zobow<span class="_ _17"></span>i<span class="_ _5"></span>ązania z tyt<span class="_ _17"></span>u<span class="_ _5"></span>łu wynagr<span class="_ _17"></span>odzeń <span class="_ _47"> </span>58<span class="_ _17"></span>6</div><div class="c x2e y8ff w26 h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x16f h1b y8fe ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x35 y8ff w24 h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x12 h1b y8fe ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x199 y8ff w30 h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xd7 h1b y8fe ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x33 y8ff w24 h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x67 h1b y8fe ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x64 y8ff w25 h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x133 h1b y8fe ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x22 y8ff w2d h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x4b h1b y8fe ff3 fsb fc0 sc0 ls0 ws0">586</div><div class="c x47 y8ff w24 h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y900 ff3 fsb fc0 sc0 ls0 ws0">Inne zobo<span class="_ _17"></span>wi<span class="_ _5"></span>ąza<span class="_ _2"></span>nia krótk<span class="_ _17"></span>otermino<span class="_ _17"></span>we <span class="_ _1ba"> </span>42</div><div class="c x2e y901 w26 h23"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x16f h1b y900 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x35 y901 w24 h23"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x12 h1b y900 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x199 y901 w30 h23"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xd7 h1b y900 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x33 y901 w24 h23"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x67 h1b y900 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x64 y901 w25 h23"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x133 h1b y900 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x22 y901 w2d h23"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x4a h1b y900 ff3 fsb fc0 sc0 ls0 ws0">42</div><div class="c x47 y901 w24 h23"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1d y902 ff4 fsb fc0 sc0 ls0 ws0">Zobowiąza<span class="_ _17"></span>nia krótk<span class="_ _17"></span>oterminowe<span class="_ _17"></span> <span class="_ _1bb"> </span>106 388</div><div class="c x2e y22f w26 h1e"><div class="t m0 x0 h1d y92 ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x12b h1d y902 ff4 fsb fc0 sc0 ls0 ws0">6 600</div><div class="c x35 y22f w24 h1e"><div class="t m0 x0 h1d y92 ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xf4 h1d y902 ff4 fsb fc0 sc0 ls0 ws0">1 497</div><div class="c x199 y22f w30 h1e"><div class="t m0 x0 h1d y92 ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x175 h1d y902 ff4 fsb fc0 sc0 ls0 ws0">63</div><div class="c x33 y22f w24 h1e"><div class="t m0 x0 h1d y92 ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x45 h1d y902 ff4 fsb fc0 sc0 ls0 ws0">40</div><div class="c x64 y22f w25 h1e"><div class="t m0 x0 h1d y92 ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x11a h1d y902 ff4 fsb fc0 sc0 ls0 ws0">445</div><div class="c x22 y22f w2d h1e"><div class="t m0 x0 h1d y92 ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x46 h1d y902 ff4 fsb fc0 sc0 ls0 ws0">115 033</div><div class="c x47 y22f w24 h1e"><div class="t m0 x0 h1d y92 ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x1 h12 y903 ff4 fs7 fc4 sc0 ls0 ws0">14. Przy<span class="_ _17"></span>ch<span class="_ _5"></span>ody prz<span class="_ _5"></span>y<span class="_ _17"></span>szłych o<span class="_ _17"></span>k<span class="_ _5"></span>resó<span class="_ _17"></span>w<span class="_ _5"></span> </div><div class="t m0 x1 h28 y2fe ff4 fsc fc2 sc0 ls0 ws0">14.1. Spec<span class="_ _17"></span>yﬁkacja <span class="_ _17"></span>rozlicz<span class="_ _17"></span>eń między<span class="_ _17"></span>okresowy<span class="_ _17"></span>ch w okresi<span class="_ _17"></span>e spra<span class="_ _17"></span>wozda<span class="_ _7"></span>w-</div><div class="t m0 x1 h28 y904 ff4 fsc fc2 sc0 ls0 ws0">czym </div><div class="t m0 x6 h1d y905 ff4 fsb fc0 sc0 ls0 ws0">Opis <span class="_ _1bc"> </span>krótk<span class="_ _17"></span>oterminowe</div><div class="c x126 y74c w26 h23"><div class="t m0 x0 h1d y92 ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x2a h1d y905 ff4 fsb fc0 sc0 ls0 ws0">długoterminowe</div><div class="c x67 y74c w27 h23"><div class="t m0 x0 h1d y92 ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6d h1d y905 ff4 fsb fc0 sc0 ls0 ws0">Razem</div><div class="c x47 y74c w22 h23"><div class="t m0 x0 h1d y92 ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y906 ff3 fsb fc0 sc0 ls0 ws0">Dotacje otrzymane<span class="_ _17"></span> <span class="_ _6a"> </span>0</div><div class="c x126 y32d w26 h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xde h1b y906 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x67 y32d w27 h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x179 h1b y906 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x47 y32d w22 h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y907 ff3 fsb fc0 sc0 ls0 ws0">Przychody pr<span class="_ _2"></span>zyszłych okre<span class="_ _17"></span>sów <span class="_ _3f"> </span>96</div><div class="c x126 y74f w26 h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x7a h1b y907 ff3 fsb fc0 sc0 ls0 ws0">224</div><div class="c x67 y74f w27 h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x4b h1b y907 ff3 fsb fc0 sc0 ls0 ws0">320</div><div class="c x47 y74f w22 h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y908 ff3 fsb fc0 sc0 ls0 ws0">Inne rozli<span class="_ _17"></span>czenia <span class="_ _1bd"> </span>0</div><div class="c x126 y909 w26 h23"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xde h1b y908 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x67 y909 w27 h23"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x179 h1b y908 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x47 y909 w22 h23"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1d y699 ff4 fsb fc0 sc0 ls0 ws0">Pasyw<span class="_ _17"></span>a - rozlicz<span class="_ _17"></span>enia międzyokr<span class="_ _17"></span>esowe razem<span class="_ _17"></span> <span class="_ _1b4"> </span>96</div><div class="c x126 y90a w26 h1e"><div class="t m0 x0 h1d y92 ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x7a h1d y699 ff4 fsb fc0 sc0 ls0 ws0">224</div><div class="c x67 y90a w27 h1e"><div class="t m0 x0 h1d y92 ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x4b h1d y699 ff4 fsb fc0 sc0 ls0 ws0">320</div><div class="c x47 y90a w22 h1e"><div class="t m0 x0 h1d y92 ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x1 h1b y362 ff3 fsb fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h1b y90b ff3 fsb fc0 sc0 ls0 ws0">Pozycja przy<span class="_ _17"></span>chody przyszłych okr<span class="_ _17"></span>esów dotyczy ro<span class="_ _17"></span>zliczenia w czasie<span class="_ _17"></span> zysku z leas<span class="_ _17"></span>i<span class="_ _5"></span>ngu zwro<span class="_ _2"></span>tnego.<span class="_ _17"></span> </div></div><div class="pi" ></div></div><div id="pf44" class="pf w0 h0" ><div class="pc pc44 w0 h0"><img class="bi x11 y90c wc h76" alt="" 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aIedvjOiGibrtaoJXbt2nO7w9b4+/d9KOpkMS8R9Tvvf9K//pEndJOxpo1umv79f3juzsNWIg0RKWpTa2qattYYhvLZz15Ra55NV1J0T3jymbPl3I+7x7JrMew6+ZRjH3raqYvhlpyna3s3L77okr1717c2P6k1mqYO4+Z119303//gjf18eVh0XTfZtr159X996Yn3PqbGZqkbKUXO8ZEPXbJ3z1DGdjpZmc/n9zn5hOe/4PvaaWm6fbnd9RPP+76jjt7etqnW3PfxwQ9eGLWrNd79rveXMU0nS6UMs+X84z/19ONPOLSd7Mvt/Hk/88z7nHxCSjGdzJo0u/qqaz7/hc/nJmotfd/7CgIAEBFtN2lK7dsm9X3Jt+5bEl1NS32N3OWSVms9Zhy2dZOhbZvFZk4ppVxz5CixfdtRZUztmNK87Fm7ec/yep9jUvLO+eq2fSu3N+rm5nD11V8u4yTnnPN4+iPuv237LOWx65ZrKSsr7WkPe/S73/7RUmrT7R3q+qKOQ4ovXHX13o1FNCt9bEa3eOOfvvfNf/HhJjelpBQp0njL7ltSykMZazPZ6Psvffn6Y+92fLRdafrFUHOzOvQlmnnTtqmMtUbU6WKoY65RZ5HnKS8iN5d/4aqxHDLWtdQMTTs+9LRTJpOIlCNti1jZcXQ65p47vnbd1yLPmm72iU9dtr6Irm2+fPVXZkuTsV/vprWbDqedfv8mR62lbaeHHbZ08in3uvILXyllnEwmQ18++9nLTj7pfm3bJHuzAACw1eXHHnu3rmv2rm1MutXbljvXFGmMNEZqIg2RF5NJKbG5sVhLuUspp1THsrFzx+x7vvcxuYkxx9rm/Nqrv3LE4tA05pKG0u7defLhtzfqfN5vbMxznpUUYxkOP3xbqUNTo9YxUqk1Djtsx4ELItN0Oi3jooyx6+bd4xBpa2eV2nz1K9c2TRM1lVq7ruv7vtbStpPcDpvzfRHzjc21W28g2nZdjUXb5aGfp9I3TVOjXH/9Df/5P7/qD//4ZZPJLGpKqY7jsLZvXxnHUurSdLqxuOXQHcv7N3WPEjHUOtm547CUrqlRax327F2bTNLGRl1fn9cSKW3tm14OO2xbiY2mybWkcYhjjz3qtuX7NW6+eVdEpNT4/gEAsL/LDzl0e9ul2Wwy9GPKB2/4PUb0ERFpEWmjpsnqatq2YznnklJOKR19zHE/9mM/9J33P77Wuhn17Pf9Qz9vDh+3bd6ymO2Y3jyZN0dNbnfU3E0m080+co7IdX19iGhSKhFDihqp2be+98D+hmkcS9NMco7l5ZWc2zps5Wy787Dp0vKslJJz3tzcbJvlnHOt0TS5xCGR1xb9PKJGKhFRa9rY3FxdXR5L3zZNKX2KZjZb+uQnPvO617zpp573Iyl3TUo1teNYcs5N7oZhTJEPqucxYhj7yWJeU0qpqWNZLC1NmybaJrXtpMai1lgshslSLBbjZJa3dpNMKfatLfbvoR4pIqbTadRIKdVSD6wdAgDgrt3l02lz4r2O//Qnbho2Ft2kHojyW5VI/Vg2uunSDz/7aT/xvO9Nzf4u3zrBXGtJKe25uX/dH72tTo64ft9k5aid18+vPfrYY1ba2z0fvLra7jj00K/s3d003TAMn/nM5f38Kc1yTpFSSou+XnnllQeeW8ex37lzZ85x1FFHHzi8HDG+5Dee/9CH3n+2lBeLsrSUa4m6f5P1GMdI7dg0dW3v1v7lUWtMp0vDOH/Qg+97yin3ev3r/zKnlYhJLd0b/sdbvvspTzr27kfkpuaUo8ZYhoim1tR1k4suvDTiX0VERI5oaomvfvX6iEi5jov5sccdW6KsrKRDDt22d/fNw1BqRBnjs5d94TsfeGJOdaxtRHzm05cfvHb/uOOOjRQR41jGg/fAAQDgLiuPZfHIs06bL/Y1baq15JyHYci5STEtpeuHaHIXKbVt7oeNto22iSbXnGqNse/HiHz9dbte8cLf+9qndi3K7ObVfPVsfc+OfMop9z8s3+768hpx+iO+K2Kx6PflJn/kwxdeftmXy1BzTIY+zvvIBZd+6rKIlHMexr5Gf88TjhtLPezw7UccsXMYFpNJ2w/9+889Z2V7rrmfrYwl5tHWyy6/7Nx/+OhHPnLRR8678IILLhjHMeeoUUqMtdRJN2m7+C+vevGP/9TTT7jXsSmPtdQyTnfv6t9+9gfbNmptx1JrrVu7p5dSo+aPn3/xxz56RRmijM04tud+4NNfuvKrw9DnPOZmfMQjHtY2eSzDaad919Y6mSa3e/fM//zP3jXfGMrYlbGe+4FPXfqpz9Ya4zivsVjdPjnllFMiYhjGyWTiKwgAQES0TTM+8pFn/tHvn72xXiJqSikil1LrOEk15xQb63ns2831sW1mKXLUHBGlRhlj6Mdz//7CP/3Tv7jw3MuO2H6PW4Y92w+ZLO9oy2LjEQ88Kc0jutv7OVCf9gNP+su/+Ovl5ZX5Ztm9a/FLv/jyf/OjzzjyqMO+du0XX/snf765XpuUmyaVqCeceNwJJx6Zm3Esw2kPf8DZXzt/775b2rae8573P/ABD3jikx81WWn7sZ7/0Y+//Ld+90tf/Fo/n66s5nscv/NNb/4f81oiSsSYc17f2Dj8qNnhR7SpaX72Bc/9hZ/7zXEYc57OJpM3/dXfPOOZjz/y6NWtg1ss5l23lGouJc036y//0suf9ewfPPHE475w5VWvf907F4vatl2ksrpt9vgnnLnoN1PKT3v6Y/7nX72ljG3brDTttrPf9neR6uMef+auXXt+/9V/NgyRc4o01rTxxCc/7ojDjiglUkruKwQAwP4uL2W4z32OOuPMh7/3bz8Sqeacx5LGsfynl712aTnGcfGpT35x2u4oY37fe8+//vrdUZqxzktdLObzK6744hWXX9Xm5Xb7jjJbe9lzn/7Exz5kZdbXNjaXt+1thu23E+a5WZx08t2f/Zyn/8l/f/NsclgqSzdcO3/Ji/6gacd5v3v7th2z6SH79o5Ly03U4Tk/+q9Xt3elrucmfc/3Pu5tb/7QZNLmpiz2Hf6bL3nNW950zo7DVsZhuPjiy/bsGrrmmK4pa3tuef7P/HzT5IgSUSKNpZSu7VIaNxdleSWd+cgHnfWoM89936VlbFPT3HTD2u//3ut//aU/mVIqZcw51zpERC15LM1NN2y+6hWvHcex1jHqJKWulHFzfe+/e96/PeHEu837ja6LE+51zA8846l//ob31H7aNG2XD3n3Oz549lvfM50u51jtFzU3Q02bx9/ziB//ye8rtURESmkYButYAACIiDaliBQ/93PPOu/Dl+zbtyfnKBFlLGe/9ZwS601TU13J+dAmN1dc/sXLPvO5Jm2PNI+8qLXk1E7bHWXsFsvlRa94wcPy/ILnP3P+xUv7ow5/wG+9oj3rKdtvb9g0r1F++md++IbrNt93zoVl6Pp57ZodTTNGTetr4zgsVlZ21th4wQue991P+ZfjuC/leZunp97v3j/+Ez/8utf+1aKf18XhuVl88qJrcrvo+342ObSNWQxL7Wztl3/tp08/7bvq1h17UkSUlFMppZSxaSKn2k2an/iJ51x0/ktuuXk+3xxTbt7xjnc/7BEnffdTHjMMQ9M0fb9omjalHLXr5ynnSU5NqSWlIaWcm3jG9/3Ac57zlFIi51TrkHPzcz//7LXd7d+88yMp2pyXI+Vuaba50ecUTTPJTb/90O2/8Zu/esRRh6Y0phTDMLjmEwCALc2LfvU325y2b59EWv/4+R8ZNmPWbs8xidQ2sS3V1VQnsbVTSuraPMs55dTlmLXNtlqmi83SNu1Z33/qTz34Hl976nMOufLyvt9z4rXr/Yc+d/izn9BNDvnmo0Z0TTubTB/z2IfdcP2XLr/i4nHc0zUplVxL6dq6stKfdPIhv/wrP/oDTztrMkldM2nTSo5pk8tDHvovTj5lx1VXXzDf1yw2b5lNuih5ebrSzze7djj11O94wS896mlPf0zbjhEplfynf/JX4zyaVCaTfjLpn/OsH5hOch37I49Y7fubLr7o411eblKb6nDl5z9/xumnf+aS6z5zyZfGGHMTpSyabsw5uq5tmmmTZ+PwlcOP6P79L/2bn3zedy+vNE1Tu6ammtumm7TNIx956mxpuOqqSzfWb+7nG5Nu0uY6jresrM7PPOu+r3jFf7zvfY/PqUaJKGnXTTe86x1vidicdGmxufnjP/W06cxycwCAu6g09GPT5MViHIfy4he9+p1nn5vjkGGR0/TW+8PX/VuaRD3o9G6KSKWUnJthGH7nVS/4js9eUF/8ynFp15eX9524NpuPO4958x8c+aTv/qajljpPqUm1rTUWm+MVl3/13A989Oqrvzrf7FdWZ99x/LH3PukeD37IqSur0xq1yTnS/pFLKRHR9/0wDBd97AuXXvqFq666amNj48gjjzzyqMNOOunE73rgfZe2xzAMXZdTasY+vf995+eYTSaTWseS5g8/49RuEqWWqN2+tcWF538mRRc1RV6MsXHKfe/9xte/70//5B3r/WI6a2psPv0Z33P3ux/12c9+Yfct+3buOOKkex39uMefduxxh0WK3ESkGjFE5FrzMJRUc9Oka6/Zc8nFl3/0oxdff/1Ny0vL9zn5xDPO/M4T7nX3po1Sam6ilJIi71vbOP/8T7ZNm2pbSpz56Pu1nR3NAQDuotrcRI2xaaNp2l/9tefdcP3N53/0082kK/nW/j6oz2/d7C9FrTW3qZS+6eLwHYcMe/cttdNhI46cTJvNGpO237339katNUdNkWpKqZumU+9/j1O/8x79MERKOUfbpLGO47iItMg5xpKaND345dPptGmah5913zMefWrU6IdxHMfptIuoKdWoueu6iHEc+0j5UY95SNRIkWqN3NSa+lrHWsacm8mkedRjHlhrRE2RS431Wpr1zRtL3dc2K2Xsh7pxr3sf84xnPrFG1Lp/N/WmySnFUIac2oiIaGqtwzB2bVsjaomjj9l+5FEPedwTH5xzGvradalGpBQ1IucUNZrc1Brbti8/9rGnlRKlRE6RW99GAIC7rjyWRal904wpDyvbpq/+ry962jOe0E43o+aoTZQmShulizKJMo0yufUPXbO0ud5HbdpmcvFVn9v5sPtcu9QuD9Ojb2y3523XHbFy6Fn3v71Rm9zVGrXWSLWmsR/WI/ftZGzaRcqLsfYp6qSbRTRlzE2+7eLRlFIppe/7iEhpiOiHshFpPpnWGouUxkhDqRFRS6mRam5KyoumG3M7Nm1EipxjGOeRyjguJtPcj+uRNmsqEX2tY6m162YpdaluK8NsNj1kGGqtkdKY8mY0G6npS8zHOm/bdODOR7nW1HXtMI61lrEsxrrI7ZC7UqJvp7WkErkOY9n6yClFKZFzlFJLrbmJpqs1F2vNAQDuytq2aSJqRMk5DaUsr05/9YU/ee+T7vmaP3nvtddcl5t26EutudYUNdcaXdeO45ByrSVPp6tNk3OKL33t2qOf/szFj3z/l9/81/tuuGZp5/bveNbT4pijv8XAza3jpmgmTcSQoo3YWmCdIiJK5Gji1vq97YgPnFiubUR0zdedSo8aTRNbe5/XWlIacy4Ri6hdbL1bxCTPtn4cRMQkTyNSLTmlaa2pyZM6LkVZTnU11ejnw9B3TY6tNSsRtWkXtaaU8oHlPSkics4R0bZ5axojSkQfUZsm11pzThG57XJEbC0FapqIiGZ/2Y8pStPUiM69PwEA7rpdHtFGjFuV2TQpoqYcP/jMJz72cY9+wxve+ab/+a69e9aHIWaz1b4fI9IwrDdtihjHOkQe7/eA+z33uc848xH37vrxhBf+wmFPfcS1X7ny0EN3HvWIfxkbs1j61qOnA48mtnZGr+kfRfZtT/xGt7fxdxr2v1ukqO3+16Y4UNLNga0Jt+4bWqPmqDUijWPkVLt2Mo61ps0ai7apTdPvHyttvergl6eDDuXWRxz4RPXAEF+/LP+byHYxBwC4i0tbV1Ju3Xyn1lprTtFGxBDjMI45miuv/Orln/3iVZXa6iAAAB2mSURBVFdds/uW3bt23TKbTWZLS3e/+zH3/BfHnXzyvXbuXKm15ppSaiINbR7qsJkmk8XQRJ1Oum/7QL7upHj9+tjN/8RNvjcjuojmtki+7X2+0Xigtvux7ovSveNt533g7z7RxziZ5qGsP+0HnnTGmQ+5dbqa+k3beuvuRQf/0ki3/zm/eaSn5GQ5AMBduMtrdaYWAADuZG42CQAAuhwAANDlAACgywEAAF0OAAC6HAAA0OUAAKDLAQAAXQ4AALocAADQ5QAAoMsBAABdDgAAuhwAANDlAACgywEAAF0OAAC6HAAA0OUAAKDLAQAAXQ4AALocAADQ5QAAoMsBAABdDgAAuhwAANDlAACgywEAAF0OAAC6HAAA0OUAAKDLAQAAXQ4AALocAADQ5QAAoMsBAABdDgAAuhwAANDlAACgywEAAF0OAAC6HAAA0OUAAKDLAQAAXQ4AALocAADQ5QAAoMsBAABdDgAAuhwAANDlAACgywEAAF0OAAC6HAAA0OUAAKDLAQAAXQ4AALocAADQ5QAAoMsBAABdDgAAuhwAANDlAACgywEAAF0OAAC6HAAA0OUAAKDLAQAAXQ4AALocAADQ5QAAoMsBAABdDgAAuhwAANDlAACgywEAAF0OAAC6HAAA0OUAAKDLAQAAXQ4AALocAADQ5QAAoMsBAABdDgAAuhwAANDlAACgywEAAF0OAAC6HAAA0OUAAKDLAQAAXQ4AALocAADQ5QAAoMsBAABdDgAAuhwAANDlAACgywEAAF0OAAC6HAAA0OUAAKDLAQAAXQ4AALocAADQ5QAAoMsBAABdDgAAuhwAANDlAACgywEAAF0OAAC6HAAA0OUAAKDLAQAAXQ4AALocAADQ5QAAoMsBAABdDgAAuhwAANDlAACgywEAAF0OAAC6HAAA0OUAAKDLAQAAXQ4AAOhyAADQ5QAAgC4HAABdDgAA6HIAANDlAACALgcAAF0OAADocgAA0OUAAIAuBwAAXQ4AAOhyAADQ5QAAgC4HAABdDgAA6HIAANDlAACALgcAAF0OAADocgAA0OUAAIAuBwAAXQ4AAOhyAADQ5QAAgC4HAABdDgAA6HIAANDlAACALgcAAF0OAADocgAA0OUAAIAuBwAAXQ4AAOhyAADQ5QAAgC4HAABdDgAA6HIAANDlAACALgcAAF0OAADocgAA0OUAAIAuBwAAXQ4AAOhyAADQ5QAAgC4HAABdDgAA6HIAANDlAACALgcAAF0OAADocgAA0OUAAIAuBwAAXQ4AAOhyAADQ5QAAgC4HAABdDgAA6HIAANDlAACALgcAAF0OAADocgAA0OUAAIAuBwAAXQ4AAOhyAADQ5QAAgC4HAABdDgAA/N/UmgIAgH/kqW89yySw5e3fe+4d1+W+eQAAcOeyjgUAAHQ5AAAQkWqtZgEA4GAf+tL7TQJbzjj+0bocAODOsba2ZhLYsrq6escMZB0LAADc+XQ5AADocgAAQJcDAIAuBwAAdDkAAOhyAABAlwMAgC4HAAB0OQAA6HIAAECXAwCALgcAAHQ5AADocgAAQJcDAIAuBwAAdDkAAOhyAABAlwMAgC4HAAB0OQAA6HIAAECXAwCALgcAAHQ5AADocgAAQJcDAIAuBwAAvpVUazULAABfV0gpmQS23GG13PrmAQB8o0MOOcQkcEdq78gfAQAA/7+wtrZ2xRVXmAfuSNaxAAB8ky43CWxZXV29YwZy3ScAANz5dDkAAOhyAABAlwMAgC4HAAB0OQAA6HIAAECXAwCALgcAAHQ5AADocgAAQJcDAIAuBwAAdDkAAOhyAABAlwMAgC4HAAB0OQAA6HIAAECXAwCALgcAAHQ5AADocgAAQJcDAIAuBwAAdDkAAOhyAABAlwMAgC4HAAC+lTYizjvvPBMBAADf6PTTT79jBkq1VtMNAHCw88477/jjjzcPRMQxxxyjywEA7hxra2smgS2rq6t3zEDWlwMAwJ1PlwMAgC4HAAB0OQAA6HIAAECXAwCALgcAAHQ5AADocgAAQJcDAIAuBwAAdDkAAOhyAABAlwMAgC4HAAB0OQAA6HIAAECXAwCALgcAAHQ5AADocgAAQJcDAIAuBwAAdDkAAOhyAABAlwMAgC4HAAB0OQAA6HIAAOBbaSPivPPOMxEAAPCNTj/99DtmoFRrNd0AAAc777zzdu7caR6IiJNOOkmXAwDcOdbW1kwCW1ZXV++YgawvBwCAO58uBwAAXQ4AAOhyAADQ5QAAgC4HAABdDgAA6HIAANDlAACALgcAAF0OAADocgAA0OUAAIAuBwAAXQ4AAOhyAADQ5QAAgC4HAABdDgAA6HIAANDlAACALgcAAF0OAADocgAA0OUAAIAuBwAAXQ4AAOhyAADQ5QAAwLfSmgIAgH/kU5/6lElgy+mnn37Hdfl5551nxgEADrZt2zaTwB0p1VrNAgDAwdbW1kwCW1ZXV++YgawvBwCAO58uBwAAXQ4AAOhyAADQ5QAAgC4HAABdDgAA6HIAANDlAACALgcAAF0OAADocgAA0OUAAIAuBwAAXQ4AAOhyAADQ5QAAgC4HAABdDgAA6HIAANDlAACALgcAAF0OAADocgAA0OUAAIAuBwAAXQ4AAOhyAADQ5QAAgC4HAIB/3pIpAACA21NrvYO6/A4bCQAAuD3WsQAAgC4HAAB0OQAA6HIAAECXAwCALgcAAHQ5AADocgAAQJcDAIAuBwAAdDkAAOhyAABAlwMAgC4HAAB0OQAA6HIAAECXAwCALgcAAHQ5AADocgAAQJcDAIAuBwAAdDkAAOhyAABAlwMAgC4HAAB0OQAA6HIAAECXAwCALgcAAHQ5AADocgAAQJcDAIAuBwAAdDkAAOhyAABAlwMAgC4HAAB0OQAA6HIAAECXAwCALgcAAHQ5AADocgAAQJcDAIAuBwAAdDkAAOhyAABAlwMAgC4HAAB0OQAA6HIAAECXAwCALgcAAHQ5AADocgAAQJcDAIAuBwAAdDkAAOhyAABAlwMAgC4HAAB0OQAA6HIAAECXAwCALgcAAHQ5AADocgAAQJcDAIAuBwAAdDkAAOhyAABAlwMAgC4HAAB0OQAA6HIAAECXAwCALgcAAHQ5AADocgAAQJcDAIAuBwAAdDkAAOhyAABAlwMAgC4HAAB0OQAA6HIAAECXAwCALgcAAHQ5AADocgAAQJcDAIAuBwAAdDkAAOhyAABAlwMAgC4HAAB0OQAA6HIAAECXAwCALgcAAHQ5AADocgAAQJcDAIAuBwAAdDkAAOhyAABAlwMAgC4HAAB0OQAA6HIAAECXAwCALgcAAHQ5AADocgAAQJcDAIAuBwAAdDkAAOhyAABAlwMAgC4HAAB0OQAA6HIAAECXAwCALgcAAHQ5AADocgAAQJcDAAC6HAAAdDkAAKDLAQBAlwMAALocAAB0OQAAoMsBAECXAwAAuhwAAHQ5AACgywEAQJcDAAC6HAAAdDkAAKDLAQBAlwMAALocAAB0OQAAoMsBAECXAwAAuhwAAHQ5AACgywEAQJcDAAC6HAAAdDkAAKDLAQBAlwMAALocAAB0OQAAoMsBAECXAwAAuhwAAHQ5AACgywEAQJcDAAC6HAAAdDkAAKDLAQBAlwMAALocAAB0OQAAoMsBAECXAwAAuhwAAHQ5AACgywEAQJcDAAC6HAAAdDkAAKDLAQBAlwMAALocAAB0OQAAoMsBAECXAwAAuhwAAHQ5AACgywEAQJcDAAC6HAAAdDkAAKDLAQBAlwMAALocAAB0OQAAoMsBAECXAwAAuhwAAHQ5AACgywEAQJcDAAC6HAAAdDkAAKDLAQBAlwMAALocAAB0OQAAoMsBAECXAwAAuhwAAHQ5AACgywEAQJcDAAC6HAAAdDkAAKDLAQBAlwMAALocAAB0OQAAoMsBAECXAwAAuhwAAHQ5AACgywEAQJcDAAC6HAAAdDkAAKDLAQBAlwMAALocAAB0OQAAcMdoI+Kpbz3LRABwF3Sfnad+9uZLzQPwLbz9e8+9YwZyvhyAuy5RDvzzocsBAODOl2qtZgH+V/v2rxpXc8dxeMY6fiXssxZYNkb4Dy7cp540uQETSOUyZXrXqdMEd2lS5goCwTeQasCQIpxWha/Ajq3RnzXW/lJs2EZeBwcy2pfzPDdw4ItgPiNmgVn51/Ljn/7xRzuwze9/+QcjoMsB4P9utVqdn5/bgW3GcTQC/XnHAgAAuhwAANDlAMzx8Lvl+AN0OQAAoMsBAECXAwAAuhwAAHQ5AACgywEAQJcDAAC6HAAAdDkAAKDLAQBAlwMAALocAAB0OQAAoMsBAECXAwAAuhwAAHQ5AACgywEAQJcDAAC6HAAAdDkAAKDLAQBAlwMAALocAAB0OQAAoMsBAECXAwAAP2AwAQBz8/79+1evXr17984UfFNEGIH+ckTknA0BwKy8fPnSCGzz9u1bI9D/npbdCAGYm9VqdX5+bge2GcfRCPTnfTkAAOhyAABAlwMwx8PvluMP0OUAAIAuBwAAXQ4AAOhyAADQ5QAAgC4HAABdDgAA6HIAANDlAACALgcAAF0OAADocgAA0OUAAIAuBwAAXQ4AAOhyAADQ5QAAgC4HAABdDgAA6HIAANDlAACALgcAAF0OAADocgAA0OUAAIAuBwCAn5HBBADMzXK5PDk5ubi4MAXfVEoxAv3liKi1GgKAWTk4ODAC21xeXhqB/ve0HBHmBmBWVqvV2dmZHdhmsVgYgf68YwFgjnLORgB2it99AgCALgeA/offLccfoMsBAABdDgAAuhwAANDlAACgywEAAF0OAAC6HAAA0OUAAKDLAQAAXQ4AALocAADQ5QAAoMsBAABdDgAAuhwAANDlAACgywEAAF0OAAC6HAAA0OUAAKDLAQAAXQ4AALocAADQ5QAAoMsBAABdDgAAPyODCQCYm+VyeXJycnFxYQq+qZRiBPrLEVFrNQQAs7K3t2cEtrm6ujIC/e9pOSLMDcCsrFarjx8/2oFtjo6OjEB/3rEAMEf7+/tGAHaK330CAIAuB4D+h98txx+gywEAAF0OAAC6HAAA0OUAAKDLAQAAXQ4AALocAADQ5QAAoMsBAABdDgAAuhwAANDlAACgywEAAF0OAAC6HAAA0OUAAKDLAQAAXQ4AALocAADQ5QAAoMsBAABdDgAAuhwAANDlAACgywEAAF0OAAC6HAAA+AFDSqnWaggAZmWxWJyentoB+K9KKX0+lCPC3ADMynK5/PDhgx3Y5vj42Aj0N5gAgLm5ffv2YrGwA7BTvC8HAABdDgD9D79bjj9AlwMAALocAAB0OQAAoMsBAECXAwAAuhwAAHQ5AACgywEAQJcDAAC6HAAAdDkAAKDLAQBAlwMAALocAAB0OQAAoMsBAECXAwAAuhwAAHQ5AACgywEAQJcDAAC6HAAAdDkAAKDLAQBAlwMAALocAAB0OQAA8AOyCQAAYJuI6NTl3b4EAABs4x0LAADocgAAQJcDAIAuBwAAdDkAAOhyAABAlwMAgC4HAAB0OQAA6HIAAECXAwCALgcAAHQ5AADocgAAQJcDAIAuBwAAdDkAAOhyAABAlwMAgC4HAAB0OQAA6HIAAECXAwCALgcAAHQ5AADocgAAQJcDAIAuBwAAdDkAAOhyAABAlwMAgC4HAAB0OQAA6HIAAECXAwCALgcAAHQ5AADocgAAQJcDAIAuBwAAdDkAAOhyAABAlwMAgC4HAAB0OQAA6HIAAECXAwCALgcAAHQ5AADocgAAQJcDAIAuBwAAdDkAAOhyAABAlwMAgC4HAAB0OQAA6HIAAECXAwCALgcAAHQ5AADocgAAQJcDAIAuBwAAdDkAAOhyAABAlwMAgC4HAAB0OQAA6HIAAECXAwCALgcAAHQ5AADocgAAQJcDAIAuBwAAdDkAAOhyAABAlwMAgC4HAAB0OQAA6HIAAECXAwCALgcAAHQ5AADocgAAQJcDAIAuBwAAdDkAAOhyAABAlwMAgC4HAAB0OQAA6HIAAECXAwCALgcAAHQ5AADocgAAQJcDAIAuBwAAdDkAAOhyAABAlwMAgC4HAAB0OQAA6HIAAECXAwCALgcAAHQ5AADocgAAQJcDAIAuBwAAdDkAAOhyAABAlwMAgC4HAAB0OQAA6HIAAECXAwCALgcAAHQ5AADocgAAQJcDAIAuBwAAdDkAAOhyAABAlwMAgC4HAAB0OQAAoMsBAECXAwAAuhwAAHQ5AACgywEAQJcDAAC6HAAAdDkAAKDLAQBAlwMAALocAAB0OQAAoMsBAECXAwAAuhwAAHQ5AACgywEAQJcDAAC6HAAAdDkAAKDLAQBAlwMAALocAAB0OQAAoMsBAECXAwAAuhwAAHQ5AACgywEAQJcDAAC6HAAAdDkAAKDLAQBAlwMAALocAAB0OQAAoMsBAECXAwAAuhwAAHQ5AACgywEAQJcDAAC6HAAAdDkAAKDLAQBAlwMAALocAAB0OQAAoMsBAECXAwAAuhwAAHQ5AADwvxhSSr/+668MAQAA1/3tN3/v8yH/LwcAgJunywEA4ObliLACADP3l3/+2Qhs/PYXvzMCuhwAbkBrzQhsjONoBPrzjgUAAHQ5AACgywEAQJcDAAC6HAAAdDkAAKDLAQBAlwMAALocAAB0OQAAoMsBAECXAwAAuhwAAHQ5AACgywEAQJcDAAC6HAAAdDkAAKDLAQBAlwMAALocAAB0OQAAoMsBAECXAwAAuhwAAHQ5AACgywEAQJcDAAC6HAAAdDkAAPB9Q0op52wIAAC4LiL6fCh3+xIA7Kyc8+vXr+3A2ps3b4xAf4MJAOD09NQIwM3yvhwAAHQ5AACgywEAQJcDAAC6HAAAdDkAAKDLAQBAlwMAALocAAB0OQAAoMsBAECXAwAAuhwAAHQ5AACgywEAQJcDAAC6HAAAdDkAAKDLAQBAlwMAALocAAB0OQAAoMsBAECXAwAAuhwAAHQ5AACgywEAQJcDAAC6HAAAdttgAgCYpskIbJRSjEB/OSJqrYYAYOYODw+NwNqnT5+MQP97Wo4IcwMwc601I7AxjqMR6M/7cgAA0OUAAIAuBwAAXQ4AAOhyAADQ5QAAgC4HAABdDgAA6HIAANDlAACALgcAAF0OAADocgAA0OUAAIAuBwAAXQ4AAOhyAADQ5QAAgC4HAABdDgAA6HIAANDlAACALgcAAF0OAADocgAA0OUAAIAuBwAAXQ4AAOhyAADYbYMJAGCaJiOwUUoxAv3liKi1GgKAmbtz544RWDs/PzcC/e9pOSLMDcDMtdaMwMY4jkagP+/LAQBAlwMAALocAAB0OQAAoMsBAECXAwAAuhwAAHQ5AACgywEAQJcDAAC6HAAAdDkAAKDLAQBAlwMAALocAAB0OQAAoMsBAECXAwAAuhwAAHQ5AACgywEAQJcDAAC6HAAAdDkAAKDLAQBAlwMAALocAAB0OQAAoMsBAGC3DSYAgGmajMBGKcUI9JcjotZqCABmbhj8r4r/+Pr1qxHof0/LEWFuAGautfblyxc7sHb//n0jcAP/HTABAKSUfvrpJyMAN8jvPgEAQJcDAAC6HAAAdDkAAKDLAQBAlwMAALocAAB0OQAAoMsBAECXAwAAuhwAAHQ5AACgywEAQJcDAAC6HAAAdDkAAKDLAQBAlwMAALocAAB0OQAAoMsBAECXAwAAuhwAAHQ5AACgywEAQJcDAAC6HAAAdDkAAKDLAQBgtw0ppVqrIQAA4LpSSp8P5YgwNwAz11o7OzuzA2uPHj0yAv0NJgCAlNLdu3eNANwg78sBAECXAwAAuhwAAHQ5AACgywEAQJcDAAC6HAAAdDkAAKDLAQBAlwMAALocAAB0OQAAoMsBAECXAwAAuhwAAHQ5AACgywEAQJcDAAC6HAAAdDkAAKDLAQBAlwMAALocAAB0OQAAoMsBAECXAwAAuhwAAHQ5AACgywEAYLcNKaVaqyEAAOC6UkqfD+WIMDcAM1drffLkiR1Ye/r0qRHoT5cDQGqtGYGNcRyNQH/elwMAgC4HAAB0OQAA6HIAAECXAwCALgcAAHQ5AADocgAAQJcDAIAuBwAAdDkAAOhyAABAlwMAgC4HAAB0OQAA6HIAAECXAwCALgcAAHQ5AADocgAAQJcDAIAuBwAAdDkAAOhyAABAlwMAgC4HAAB0OQAA6HIAAECXAwDAbhtMAADTNBmBjVKKEegvR0St1RAAzNy9e/eMwNrnz5+NQP97Wo4IcwMwc601I7AxjqMR6M/7cgAA0OUAAIAuBwAAXQ4AAOhyAADQ5QAAgC4HAABdDgAA6HIAANDlAACALgcAAF0OAADocgAA0OUAAIAuBwAAXQ4AAOhyAADQ5QAAgC4HAABdDgAA6HIAANDlAACALgcAAF0OAADocgAA0OUAAIAuBwAAXQ4AAOhyAADYbYMJAGCaJiOwUUoxAv3liKi1GgKAmTs4ODACa5eXl0ag/z0tR4S5AZi51poDkY3FYmEE+vOOBQBSSinnbATgBvndJwAA6HIAAECXAwCALgcAAHQ5AADocgAAQJcDAIAuBwAAdDkAAOhyAABAlwMAgC4HAAB0OQAA6HIAAECXAwCALgcAAHQ5AADocgAAQJcDAIAuBwAAdDkAAOhyAABAlwMAgC4HAAB0OQAA6HIAAECXAwCALgcAAL5nMAEATNNkBDZKKUagvxwRtVZDADBze3t7RmDt6urKCPS/p+WIMDcAM9daWy6XdmDt6OjICPTnHQsApJTS/v6+EYAb5HefAACgywEAAF0OAAC6HAAA0OUAAKDLAQAAXQ4AALocAADQ5QAAoMsBAABdDgAAuhwAANDlAACgywEAAF0OAAC6HAAA0OUAAKDLAQAAXQ4AALocAADQ5QAAoMsBAABdDgAAuhwAANDlAACgywEAAF0OAAC6HAAA0OUAALDbhpRSrdUQAABwXSmlz4dyRJgbgJmrtT5//twOrB0fHxuB/nQ5AKTWmhHYGMfRCPTnfTkAAOhyAABAlwMAgC4HAAB0OQAA6HIAAECXAwCALgcAAHQ5AADocgAAQJcDAIAuBwAAdDkAAOhyAABAlwMAgC4HAAB0OQAA6HIAAECXAwCALgcAAHQ5AADocgAAQJcDAIAuBwAAdDkAAOhyAABAlwMAgC4HAAB0OQAA7LYhpVRrNQQAAFxXSunzoRwR5gZg5mqtjx8/tgNrz549MwL96XIASK01I7AxjqMR6M/7cgAA0OUAAIAuBwAAXQ4AAOhyAADQ5QAAgC4HAABdDgAA6HIAANDlAACALgcAAF0OAADocgAA0OUAAIAuBwAAXQ4AAOhyAADQ5QAAgC4HAABdDgAA6HIAANDlAACALgcAAF0OAADocgAA0OUAAIAuBwAAXQ4AAOhyAADYbUNKqdZqCAAAuK6U0udDOSLMDcDM1VofPnxoB9ZevHhhBPrT5QCQWmtGYGMcRyPQn/flAACgywEAAF0OAAC6HAAA0OUAAKDLAQAAXQ4AALocAADQ5QAAoMsBAABdDgAAuhwAANDlAACgywEAAF0OAAC6HAAA0OUAAKDLAQAAXQ4AALocAADQ5QAAoMsBAABdDgAAuhwAANDlAACgywEAAF0OAAC6HAAA0OUAALDbBhMAwDRNRmCjlGIE+ssRUWs1BAAzt7+/bwTWlsulEeh/T8sRYW4AZq61dnV1ZQfWDg8PjUB/3rEAQEop7e3tGQG4QX73CQAAuhwAANDlAACgywEAAF0OAAC6HAAA0OUAAKDLAQAAXQ4AALocAADQ5QAAoMsBAABdDgAAuhwAANDlAACgywEAAF0OAAC6HAAA0OUAAKDLAQAAXQ4AALocAADQ5QAAoMsBAABdDgAAuhwAANDlAACgywEAgO8ZTAAA0zQZgY1SihHoL0dErdUQAMz9RMzZCKxFhBHof0/L/vIAoLV2eXlpB9YePHhgBPrzjgUAUkrp4ODACMAN8rtPAADQ5QAAgC4HAABdDgAA6HIAANDlAACALgcAAF0OAADocgAA0OUAAIAuBwAAXQ4AAOhyAADQ5QAAgC4HAABdDgAA6HIAANDlAACALgcAAF0OAADocgAA0OUAAIAuBwAAXQ4AAOhyAADQ5QAAgC4HAABdDgAA6HIAANht2QQAALBNRPT50L8BrwMIBS4KfGkAAAAASUVORK5CYII="/><div class="t m0 x1 h2 y1 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h3 y53 ff1 fs0 fc1 sc0 ls0 ws0">Jednostkowe sprawozdanie ﬁnansowe Dekpol S.A.<span class="ff2"> <span class="_ _14"> </span> <span class="_ _4f"> </span><span class="ff3 fc0">za okres od 01.01.2023 do 31.12.2023</span></span></div><div class="t m0 x3c h4 y54 ff3 fs1 fc0 sc0 ls0 ws0"> <span class="_ _3"></span> <span class="_ _4"> </span> <span class="_ _4"> </span> </div><div class="t m0 xb4 h3 y53 ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="c x54 y5fa w2e h6"><div class="t m0 x0 h5 y5fb ff1 fs2 fc0 sc0 ls0 ws0">68</div></div><div class="t m0 x13 h18 y56 ff1 fs9 fc6 sc0 ls0 ws0">Wprowadzenie </div><div class="t m0 x15 h18 y59 ff1 fs9 fc6 sc0 ls0 ws0">Sprawozdanie  </div><div class="t m0 x15 h18 y5a ff1 fs9 fc6 sc0 ls0 ws0">z sytuacji </div><div class="t m0 x15 h18 y5b ff1 fs9 fc6 sc0 ls0 ws0">ﬁnansowej </div><div class="t m0 x17 h18 y5f ff1 fs9 fc6 sc0 ls0 ws0">Sprawozdanie  </div><div class="t m0 x17 h18 y60 ff1 fs9 fc6 sc0 ls0 ws0">z przepływów </div><div class="t m0 x17 h18 y61 ff1 fs9 fc6 sc0 ls0 ws0">pieniężnych </div><div class="t m0 x18 h18 y5c ff1 fs9 fc6 sc0 ls0 ws0">Sprawozdanie  </div><div class="t m0 x18 h18 y5d ff1 fs9 fc6 sc0 ls0 ws0">ze zmian w kapitale </div><div class="t m0 x18 h18 y5e ff1 fs9 fc6 sc0 ls0 ws0">własnym </div><div class="t m0 x19 h16 y62 ff4 fs9 fc5 sc0 ls0 ws0">Dodatkowe  </div><div class="t m0 x19 h16 y63 ff4 fs9 fc5 sc0 ls0 ws0">noty  </div><div class="t m0 x19 h16 y64 ff4 fs9 fc5 sc0 ls0 ws0">objaśniające </div><div class="t m0 x16 h18 y5c ff1 fs9 fc6 sc0 ls0 ws0">Sprawozdanie  </div><div class="t m0 x16 h18 y5d ff1 fs9 fc6 sc0 ls0 ws0">z całkowitych  </div><div class="t m0 x16 h18 y5e ff1 fs9 fc6 sc0 ls0 ws0">dochodów </div><div class="t m0 x1 h28 y798 ff4 fsc fc2 sc0 ls0 ws0">14.2. Spec<span class="_ _17"></span>yﬁkacja <span class="_ _17"></span>rozlicz<span class="_ _17"></span>eń między<span class="_ _17"></span>okresowy<span class="_ _17"></span>ch w poprz<span class="_ _17"></span>ednim okresie </div><div class="t m0 x1 h28 y7d9 ff4 fsc fc2 sc0 ls0 ws0">spra<span class="_ _17"></span>wozda<span class="_ _7"></span>wczym </div><div class="t m0 x1 h12 y6a6 ff4 fs7 fc4 sc0 ls0 ws0">15. <span class="_ _55"></span>Prz<span class="_ _5"></span>y<span class="_ _17"></span>chody i k<span class="_ _7"></span>oszty operac<span class="_ _17"></span>y<span class="_ _5"></span>jne </div><div class="t m0 x1 h28 y4fa ff4 fsc fc2 sc0 ls0 ws0">15.1. Przy<span class="_ _17"></span>c<span class="_ _5"></span>hody z<span class="_ _17"></span>e sprz<span class="_ _17"></span>edaży </div><div class="t m0 x6 h1d y90d ff4 fsb fc0 sc0 ls0 ws0">Opis <span class="_ _ed"> </span>01.01.-31.<span class="_ _17"></span>1<span class="_ _5"></span>2.2023</div><div class="c x67 y763 w23 h1e"><div class="t m0 x0 h1d y6c ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x77 h1d y90d ff4 fsb fc0 sc0 ls0 ws0">01.01.-31.12.20<span class="_ _17"></span>22</div><div class="c x47 y763 w22 h1e"><div class="t m0 x0 h1d y6c ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y90e ff3 fsb fc0 sc0 ls0 ws0">Przychody ze<span class="_ _17"></span> sprzedaży prod<span class="_ _17"></span>uktów <span class="_ _7c"> </span>671</div><div class="c x67 y90f w23 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x46 h1b y90e ff3 fsb fc0 sc0 ls0 ws0">162 426</div><div class="c x47 y90f w22 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y910 ff3 fsb fc0 sc0 ls0 ws0">Przychody ze<span class="_ _17"></span> sprzedaży usług<span class="_ _2"></span> <span class="_ _1be"> </span>30 023</div><div class="c x67 y2f1 w23 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x49 h1b y910 ff3 fsb fc0 sc0 ls0 ws0">26 178</div><div class="c x47 y2f1 w22 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y911 ff3 fsb fc0 sc0 ls0 ws0">Przychody ze<span class="_ _17"></span> sprzedaży to<span class="_ _2"></span>waró<span class="_ _17"></span>w<span class="_ _5"></span> i materiałó<span class="_ _17"></span>w<span class="_ _5"></span>* <span class="_ _5a"> </span>23 824</div><div class="c x67 y912 w23 h1e"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x49 h1b y911 ff3 fsb fc0 sc0 ls0 ws0">87 597</div><div class="c x47 y912 w22 h1e"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1d y2f2 ff4 fsb fc0 sc0 ls0 ws0">Przyc<span class="_ _17"></span>h<span class="_ _5"></span>ody ze spr<span class="_ _2"></span>zedaży<span class="_ _17"></span> <span class="_ _150"> </span>54 518</div><div class="c x67 y913 w23 h1e"><div class="t m0 x0 h1d y85 ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x46 h1d y2f2 ff4 fsb fc0 sc0 ls0 ws0">276 201</div><div class="c x47 y913 w22 h1e"><div class="t m0 x0 h1d y85 ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x1 h1b y914 ff3 fsb fc0 sc0 ls0 ws0">*W<span class="_ _17"></span>artość <span class="_ _5"></span>sprzedaży mat<span class="_ _5"></span>eriałów<span class="_ _17"></span> <span class="_ _32"></span>w <span class="_ _5"></span>2<span class="_ _5"></span>023 <span class="_ _5"></span>rok<span class="_ _17"></span>u<span class="_ _5"></span> <span class="_ _5"></span>wynikał<span class="_ _2"></span>a <span class="_ _5"></span>z <span class="_ _32"></span>zak<span class="_ _17"></span>u<span class="_ _5"></span>pów doko<span class="_ _2"></span>nywan<span class="_ _17"></span>ych <span class="_ _32"></span>przez<span class="_ _17"></span> <span class="_ _32"></span>Dekpol <span class="_ _5"></span>SA <span class="_ _5"></span>ze <span class="_ _5"></span>wzg<span class="_ _17"></span>l<span class="_ _5"></span>ędu <span class="_ _5"></span>na <span class="_ _5"></span>historycznie <span class="_ _5"></span>posia<span class="_ _2"></span>-</div><div class="t m0 x1 h1b y37 ff3 fsb fc0 sc0 ls0 ws0">dane limity k<span class="_ _17"></span>upieckie, a następn<span class="_ _17"></span>ie dok<span class="_ _17"></span>onywane były<span class="_ _17"></span> przeniesienia na<span class="_ _2"></span> docelowe spółk<span class="_ _17"></span>i zależne. <span class="_ _17"></span> </div><div class="t m0 x1 h28 y915 ff4 fsc fc2 sc0 ls0 ws0">15.2. K<span class="_ _17"></span>oszty <span class="_ _17"></span>we<span class="_ _5"></span>dług rod<span class="_ _17"></span>zaju </div><div class="t m0 x6 h1d y3b4 ff4 fsb fc0 sc0 ls0 ws0">Opis <span class="_ _ed"> </span>01.01.-31.<span class="_ _17"></span>1<span class="_ _5"></span>2.2023</div><div class="c x67 y916 w23 h1e"><div class="t m0 x0 h1d y92 ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x77 h1d y3b4 ff4 fsb fc0 sc0 ls0 ws0">01.01.-31.12.20<span class="_ _17"></span>22</div><div class="c x47 y916 w22 h1e"><div class="t m0 x0 h1d y92 ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y1c6 ff3 fsb fc0 sc0 ls0 ws0">K<span class="_ _2"></span>oszt sprz<span class="_ _2"></span>edany<span class="_ _17"></span>ch towarów i mat<span class="_ _17"></span>eriałów <span class="_ _1bf"> </span>22 184</div><div class="c x67 y917 w23 h1e"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x49 h1b y1c6 ff3 fsb fc0 sc0 ls0 ws0">84 968</div><div class="c x47 y917 w22 h1e"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y918 ff3 fsb fc0 sc0 ls0 ws0">K<span class="_ _2"></span>oszty wynagr<span class="_ _17"></span>odzeń <span class="_ _1c0"> </span>9 578</div><div class="c x67 y9d w23 h1e"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x146 h1b y918 ff3 fsb fc0 sc0 ls0 ws0">8 126</div><div class="c x47 y9d w22 h1e"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y919 ff3 fsb fc0 sc0 ls0 ws0">Amortyzacja<span class="_ _17"></span> <span class="_ _176"> </span>2 649</div><div class="c x67 y91a w23 h1e"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x146 h1b y919 ff3 fsb fc0 sc0 ls0 ws0">2 318</div><div class="c x47 y91a w22 h1e"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y91b ff3 fsb fc0 sc0 ls0 ws0">Świadcz<span class="_ _2"></span>enia praco<span class="_ _17"></span>w<span class="_ _5"></span>nicze<span class="_ _17"></span> <span class="_ _7b"> </span>1 974</div><div class="c x67 y91c w23 h23"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x146 h1b y91b ff3 fsb fc0 sc0 ls0 ws0">1 819</div><div class="c x47 y91c w22 h23"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y91d ff3 fsb fc0 sc0 ls0 ws0">Zużycie materia<span class="_ _17"></span>łów i energii <span class="_ _155"> </span>1 11<span class="_ _17"></span>5</div><div class="c x67 y91e w23 h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x49 h1b y91d ff3 fsb fc0 sc0 ls0 ws0">16 992</div><div class="c x47 y91e w22 h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y875 ff3 fsb fc0 sc0 ls0 ws0">Usługi obce <span class="_ _f0"> </span>13<span class="_ _5"></span> 486</div><div class="c x67 y91f w23 h23"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x46 h1b y875 ff3 fsb fc0 sc0 ls0 ws0">153 528</div><div class="c x47 y91f w22 h23"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y920 ff3 fsb fc0 sc0 ls0 ws0">Podatki i opłaty<span class="_ _17"></span> <span class="_ _f0"> </span>666</div><div class="c x67 y921 w23 h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x4b h1b y920 ff3 fsb fc0 sc0 ls0 ws0">587</div><div class="c x47 y921 w22 h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y32c ff3 fsb fc0 sc0 ls0 ws0">Pozosta<span class="_ _17"></span>ł<span class="_ _5"></span>e k<span class="_ _17"></span>oszty rodza<span class="_ _17"></span>jowe <span class="_ _13b"> </span>1 013</div><div class="c x67 y922 w23 h1e"><div class="t m0 x0 h1b y8a ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x146 h1b y32c ff3 fsb fc0 sc0 ls0 ws0">1 942</div><div class="c x47 y922 w22 h1e"><div class="t m0 x0 h1b y8a ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y923 ff3 fsb fc0 sc0 ls0 ws0">K<span class="_ _2"></span>oszty rodz<span class="_ _17"></span>ajowe <span class="_ _f6"> </span>52 665</div><div class="c x67 y924 w23 h1e"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x46 h1b y923 ff3 fsb fc0 sc0 ls0 ws0">270 280</div><div class="c x47 y924 w22 h1e"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y829 ff3 fsb fc0 sc0 ls0 ws0">K<span class="_ _2"></span>oszty zarzą<span class="_ _17"></span>du <span class="_ _1c1"> </span>-10 192</div><div class="c x67 y925 w23 h1e"><div class="t m0 x0 h1b y8a ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xb1 h1b y829 ff3 fsb fc0 sc0 ls0 ws0">-8 009</div><div class="c x47 y925 w22 h1e"><div class="t m0 x0 h1b y8a ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y926 ff3 fsb fc0 sc0 ls0 ws0">K<span class="_ _2"></span>oszty sprz<span class="_ _17"></span>edaży <span class="_ _1c2"> </span>-252</div><div class="c x67 y305 w23 h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x51 h1b y926 ff3 fsb fc0 sc0 ls0 ws0">-484</div><div class="c x47 y305 w22 h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y927 ff3 fsb fc0 sc0 ls0 ws0">K<span class="_ _2"></span>oszt wytworz<span class="_ _17"></span>enia świadcze<span class="_ _2"></span>ń na własne potrz<span class="_ _17"></span>eby <span class="_ _15a"> </span>-866</div><div class="c x67 y66e w23 h1e"><div class="t m0 x0 h1b y85 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x179 h1b y927 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x47 y66e w22 h1e"><div class="t m0 x0 h1b y85 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y928 ff3 fsb fc0 sc0 ls0 ws0">Zmiana stanu pr<span class="_ _17"></span>oduktów <span class="_ _b3"> </span>858</div><div class="c x67 y929 w23 h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x4b h1b y928 ff3 fsb fc0 sc0 ls0 ws0">919</div><div class="c x47 y929 w22 h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1d y92a ff4 fsb fc0 sc0 ls0 ws0">K<span class="_ _17"></span>oszt własny sprz<span class="_ _17"></span>edaży <span class="_ _7f"> </span>42 213</div><div class="c x67 y92b w23 h1e"><div class="t m0 x0 h1d y85 ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x46 h1d y92a ff4 fsb fc0 sc0 ls0 ws0">262 706</div><div class="c x47 y92b w22 h1e"><div class="t m0 x0 h1d y85 ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1d y1d7 ff4 fsb fc0 sc0 ls0 ws0">Opis <span class="_ _1bc"> </span>krótk<span class="_ _17"></span>oterminowe</div><div class="c x126 y92c w26 h1f"><div class="t m0 x0 h1d y6c ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x2a h1d y1d7 ff4 fsb fc0 sc0 ls0 ws0">długoterminowe</div><div class="c x67 y92c w27 h1f"><div class="t m0 x0 h1d y6c ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6d h1d y1d7 ff4 fsb fc0 sc0 ls0 ws0">Razem</div><div class="c x47 y92c w22 h1f"><div class="t m0 x0 h1d y6c ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y92d ff3 fsb fc0 sc0 ls0 ws0">Dotacje otrzymane<span class="_ _17"></span> <span class="_ _6a"> </span>0</div><div class="c x126 y8bf w26 h1e"><div class="t m0 x0 h1b y57c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xde h1b y92d ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x67 y8bf w27 h1e"><div class="t m0 x0 h1b y57c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x179 h1b y92d ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x47 y8bf w22 h1e"><div class="t m0 x0 h1b y57c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y92e ff3 fsb fc0 sc0 ls0 ws0">Przychody pr<span class="_ _2"></span>zyszłych okre<span class="_ _17"></span>sów <span class="_ _40"> </span>0</div><div class="c x126 y92f w26 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xde h1b y92e ff3 fsb fc0 sc0 ls0 ws0">9</div><div class="c x67 y92f w27 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x179 h1b y92e ff3 fsb fc0 sc0 ls0 ws0">9</div><div class="c x47 y92f w22 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y930 ff3 fsb fc0 sc0 ls0 ws0">Inne rozli<span class="_ _17"></span>czenia <span class="_ _1bd"> </span>0</div><div class="c x126 y512 w26 h1f"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xde h1b y930 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x67 y512 w27 h1f"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x179 h1b y930 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x47 y512 w22 h1f"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1d y931 ff4 fsb fc0 sc0 ls0 ws0">Pasyw<span class="_ _17"></span>a - rozlicz<span class="_ _17"></span>enia międzyokr<span class="_ _17"></span>esowe razem<span class="_ _17"></span> <span class="_ _84"> </span>0</div><div class="c x126 y4f6 w26 h1e"><div class="t m0 x0 h1d y85 ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xde h1d y931 ff4 fsb fc0 sc0 ls0 ws0">9</div><div class="c x67 y4f6 w27 h1e"><div class="t m0 x0 h1d y85 ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x179 h1d y931 ff4 fsb fc0 sc0 ls0 ws0">9</div><div class="c x47 y4f6 w22 h1e"><div class="t m0 x0 h1d y85 ff4 fsb fc0 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf45" class="pf w0 h0" ><div class="pc pc45 w0 h0"><img class="bi x11 y932 wc h77" alt="" 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"/><div class="t m0 x1 h2 y1 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h3 y53 ff1 fs0 fc1 sc0 ls0 ws0">Jednostkowe sprawozdanie ﬁnansowe Dekpol S.A.<span class="ff2"> <span class="_ _14"> </span> <span class="_ _4f"> </span><span class="ff3 fc0">za okres od 01.01.2023 do 31.12.2023</span></span></div><div class="t m0 x3c h4 y54 ff3 fs1 fc0 sc0 ls0 ws0"> <span class="_ _3"></span> <span class="_ _4"> </span> <span class="_ _4"> </span> </div><div class="t m0 xb4 h3 y53 ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="c x54 y5fa w2e h6"><div class="t m0 x0 h5 y5fb ff1 fs2 fc0 sc0 ls0 ws0">69</div></div><div class="t m0 x13 h18 y56 ff1 fs9 fc6 sc0 ls0 ws0">Wprowadzenie </div><div class="t m0 x15 h18 y59 ff1 fs9 fc6 sc0 ls0 ws0">Sprawozdanie  </div><div class="t m0 x15 h18 y5a ff1 fs9 fc6 sc0 ls0 ws0">z sytuacji </div><div class="t m0 x15 h18 y5b ff1 fs9 fc6 sc0 ls0 ws0">ﬁnansowej </div><div class="t m0 x17 h18 y5f ff1 fs9 fc6 sc0 ls0 ws0">Sprawozdanie  </div><div class="t m0 x17 h18 y60 ff1 fs9 fc6 sc0 ls0 ws0">z przepływów </div><div class="t m0 x17 h18 y61 ff1 fs9 fc6 sc0 ls0 ws0">pieniężnych </div><div class="t m0 x18 h18 y5c ff1 fs9 fc6 sc0 ls0 ws0">Sprawozdanie  </div><div class="t m0 x18 h18 y5d ff1 fs9 fc6 sc0 ls0 ws0">ze zmian w kapitale </div><div class="t m0 x18 h18 y5e ff1 fs9 fc6 sc0 ls0 ws0">własnym </div><div class="t m0 x19 h16 y62 ff4 fs9 fc5 sc0 ls0 ws0">Dodatkowe  </div><div class="t m0 x19 h16 y63 ff4 fs9 fc5 sc0 ls0 ws0">noty  </div><div class="t m0 x19 h16 y64 ff4 fs9 fc5 sc0 ls0 ws0">objaśniające </div><div class="t m0 x16 h18 y5c ff1 fs9 fc6 sc0 ls0 ws0">Sprawozdanie  </div><div class="t m0 x16 h18 y5d ff1 fs9 fc6 sc0 ls0 ws0">z całkowitych  </div><div class="t m0 x16 h18 y5e ff1 fs9 fc6 sc0 ls0 ws0">dochodów </div><div class="t m0 x1 h28 y798 ff4 fsc fc2 sc0 ls0 ws0">15.3. K<span class="_ _17"></span>oszt własn<span class="_ _17"></span>y sprz<span class="_ _17"></span>edaży </div><div class="t m0 x1 h28 y933 ff4 fsc fc2 sc0 ls0 ws0">15.4. Poz<span class="_ _17"></span>ostałe przy<span class="_ _17"></span>chody operac<span class="_ _17"></span>yjne </div><div class="t m0 x1 h28 y934 ff4 fsc fc2 sc0 ls0 ws0">15.5. Poz<span class="_ _17"></span>ostałe k<span class="_ _17"></span>oszty oper<span class="_ _17"></span>acyjne<span class="_ _17"></span> </div><div class="t m0 x6 h1d y935 ff4 fsb fc0 sc0 ls0 ws0">Opis <span class="_ _137"> </span>31.12.2023</div><div class="c x67 y936 w23 h20"><div class="t m0 x0 h1d y72 ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x22 h1d y935 ff4 fsb fc0 sc0 ls0 ws0">31.12.2022</div><div class="c x47 y936 w22 h20"><div class="t m0 x0 h1d y72 ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y937 ff3 fsb fc0 sc0 ls0 ws0">K<span class="_ _2"></span>oszt sprz<span class="_ _2"></span>edany<span class="_ _17"></span>ch produktów <span class="_ _158"> </span>718</div><div class="c x67 y938 w23 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x46 h1b y937 ff3 fsb fc0 sc0 ls0 ws0">164 610</div><div class="c x47 y938 w22 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y939 ff3 fsb fc0 sc0 ls0 ws0">K<span class="_ _2"></span>oszt sprz<span class="_ _2"></span>edany<span class="_ _17"></span>ch usług <span class="_ _1c3"> </span>19 311</div><div class="c x67 y93a w23 h23"><div class="t m0 x0 h1b y72 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x49 h1b y939 ff3 fsb fc0 sc0 ls0 ws0">13 128</div><div class="c x47 y93a w22 h23"><div class="t m0 x0 h1b y72 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y93b ff3 fsb fc0 sc0 ls0 ws0">K<span class="_ _2"></span>oszt sprz<span class="_ _2"></span>edany<span class="_ _17"></span>ch towarów i mat<span class="_ _17"></span>eriałów <span class="_ _1bf"> </span>22 184</div><div class="c x67 y93c w23 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x49 h1b y93b ff3 fsb fc0 sc0 ls0 ws0">84 968</div><div class="c x47 y93c w22 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1d y79f ff4 fsb fc0 sc0 ls0 ws0">K<span class="_ _17"></span>oszt własny sprz<span class="_ _17"></span>edaży <span class="_ _7f"> </span>42 213</div><div class="c x67 y7a0 w23 h1e"><div class="t m0 x0 h1d y6c ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x46 h1d y79f ff4 fsb fc0 sc0 ls0 ws0">262 706</div><div class="c x47 y7a0 w22 h1e"><div class="t m0 x0 h1d y6c ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1d y93d ff4 fsb fc0 sc0 ls0 ws0">Opis <span class="_ _ed"> </span>01.01.-31.<span class="_ _17"></span>1<span class="_ _5"></span>2.2023</div><div class="c x67 y93e w23 h1e"><div class="t m0 x0 h1d y6c ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x77 h1d y93d ff4 fsb fc0 sc0 ls0 ws0">01.01.-31.12.20<span class="_ _17"></span>22</div><div class="c x47 y93e w22 h1e"><div class="t m0 x0 h1d y6c ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y223 ff3 fsb fc0 sc0 ls0 ws0">Wycen<span class="_ _2"></span>a nieruchomości i<span class="_ _17"></span>nwestycy<span class="_ _17"></span>j<span class="_ _5"></span>nyc<span class="_ _17"></span>h do wartości godziwej<span class="_ _17"></span> <span class="_ _1c4"> </span>112</div><div class="c x67 y93f w23 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x4b h1b y223 ff3 fsb fc0 sc0 ls0 ws0">247</div><div class="c x47 y93f w22 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y940 ff3 fsb fc0 sc0 ls0 ws0">Rozwiąza<span class="_ _17"></span>ni<span class="_ _5"></span>e re<span class="_ _17"></span>zerw <span class="_ _1c5"> </span>0</div><div class="c x67 yb2 w23 h21"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x179 h1b y940 ff3 fsb fc0 sc0 ls0 ws0">7</div><div class="c x47 yb2 w22 h21"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y941 ff3 fsb fc0 sc0 ls0 ws0">Kary<span class="_ _2"></span> i odszk<span class="_ _17"></span>odowania <span class="_ _167"> </span>29</div><div class="c x67 y82 w23 h22"><div class="t m0 x0 h1b y72 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x4b h1b y941 ff3 fsb fc0 sc0 ls0 ws0">141</div><div class="c x47 y82 w22 h22"><div class="t m0 x0 h1b y72 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y84 ff3 fsb fc0 sc0 ls0 ws0">Dotacje <span class="_ _d5"> </span>9</div><div class="c x67 y40b w23 h23"><div class="t m0 x0 h1b y72 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x179 h1b y84 ff3 fsb fc0 sc0 ls0 ws0">3</div><div class="c x47 y40b w22 h23"><div class="t m0 x0 h1b y72 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y942 ff3 fsb fc0 sc0 ls0 ws0">Przeda<span class="_ _17"></span>wnione zobo<span class="_ _17"></span>w<span class="_ _5"></span>iązania <span class="_ _1c6"> </span>0</div><div class="c x67 y943 w23 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x179 h1b y942 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x47 y943 w22 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y8d2 ff3 fsb fc0 sc0 ls0 ws0">Uzysk złomu<span class="_ _17"></span> <span class="_ _1c7"> </span>0</div><div class="c x67 y8d3 w23 h22"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x179 h1b y8d2 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x47 y8d3 w22 h22"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y8c ff3 fsb fc0 sc0 ls0 ws0">Bonusy od<span class="_ _17"></span> obrotu <span class="_ _f0"> </span>0</div><div class="c x67 y944 w23 h23"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x179 h1b y8c ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x47 y944 w22 h23"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y8f ff3 fsb fc0 sc0 ls0 ws0">Nadwyżki inw<span class="_ _2"></span>entaryz<span class="_ _17"></span>acyjne <span class="_ _1c8"> </span>0</div><div class="c x67 y53e w23 h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x179 h1b y8f ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x47 y53e w22 h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y91 ff3 fsb fc0 sc0 ls0 ws0">Inne tytuły <span class="_ _1c9"> </span>3 521</div><div class="c x67 y412 w23 h1e"><div class="t m0 x0 h1b y8a ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x146 h1b y91 ff3 fsb fc0 sc0 ls0 ws0">2 246</div><div class="c x47 y412 w22 h1e"><div class="t m0 x0 h1b y8a ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y94 ff3 fsb fc0 sc0 ls0 ws0">Refaktury <span class="_ _1ca"> </span>0</div><div class="c x67 y945 w23 h1e"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x179 h1b y94 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x47 y945 w22 h1e"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y7c1 ff3 fsb fc0 sc0 ls0 ws0">Odpisy aktua<span class="_ _17"></span>li<span class="_ _5"></span>zujące zapa<span class="_ _17"></span>sy odwróceni<span class="_ _17"></span>e w okresie (-) <span class="_ _156"> </span>0</div><div class="c x67 y7c3 w23 h1e"><div class="t m0 x0 h1b y8a ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x179 h1b y7c1 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x47 y7c3 w22 h1e"><div class="t m0 x0 h1b y8a ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y5ee ff3 fsb fc0 sc0 ls0 ws0">Odpisy aktua<span class="_ _17"></span>li<span class="_ _5"></span>zujące nale<span class="_ _17"></span>żności odwrócenie w<span class="_ _17"></span> okresie (-) <span class="_ _1cb"> </span>2 742</div><div class="c x67 y7c4 w23 h1e"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x146 h1b y5ee ff3 fsb fc0 sc0 ls0 ws0">2 434</div><div class="c x47 y7c4 w22 h1e"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y747 ff3 fsb fc0 sc0 ls0 ws0">Zysk ze<span class="_ _17"></span> z<span class="_ _5"></span>byc<span class="_ _17"></span>i<span class="_ _5"></span>a niefinanso<span class="_ _17"></span>w<span class="_ _5"></span>ych akt<span class="_ _17"></span>ywów trwałych <span class="_ _1cc"> </span>111</div><div class="c x67 y748 w23 h1e"><div class="t m0 x0 h1b y85 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x4b h1b y747 ff3 fsb fc0 sc0 ls0 ws0">114</div><div class="c x47 y748 w22 h1e"><div class="t m0 x0 h1b y85 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y749 ff3 fsb fc0 sc0 ls0 ws0">Przychody ze<span class="_ _17"></span> zbycia niefinan<span class="_ _2"></span>sowych aktyw<span class="_ _17"></span>ów trwałych - k<span class="_ _17"></span>orekta rę<span class="_ _17"></span>czna <span class="_ _1a5"> </span>0</div><div class="c x67 y9b w23 h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x179 h1b y749 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x47 y9b w22 h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y543 ff3 fsb fc0 sc0 ls0 ws0">Zysk z ok<span class="_ _17"></span>azyjnego nabycia<span class="_ _17"></span> <span class="_ _1cd"> </span>0</div><div class="c x67 y7c8 w23 h1e"><div class="t m0 x0 h1b y85 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x179 h1b y543 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x47 y7c8 w22 h1e"><div class="t m0 x0 h1b y85 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1d y210 ff4 fsb fc0 sc0 ls0 ws0">Pozostał<span class="_ _2"></span>e przy<span class="_ _17"></span>ch<span class="_ _5"></span>ody opera<span class="_ _17"></span>cyjne <span class="_ _125"> </span>6 524</div><div class="c x67 y946 w23 h1e"><div class="t m0 x0 h1d y92 ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x48 h1d y210 ff4 fsb fc0 sc0 ls0 ws0">5 191</div><div class="c x47 y946 w22 h1e"><div class="t m0 x0 h1d y92 ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1d y1cd ff4 fsb fc0 sc0 ls0 ws0">Opis <span class="_ _ed"> </span>01.01.-31.<span class="_ _17"></span>1<span class="_ _5"></span>2.2023</div><div class="c x67 y947 w23 h1e"><div class="t m0 x0 h1d y8d ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x77 h1d y1cd ff4 fsb fc0 sc0 ls0 ws0">01.01.-31.12.20<span class="_ _17"></span>22</div><div class="c x47 y947 w22 h1e"><div class="t m0 x0 h1d y8d ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y360 ff3 fsb fc0 sc0 ls0 ws0">Wycen<span class="_ _2"></span>a nieruchomości i<span class="_ _17"></span>nwestycy<span class="_ _17"></span>j<span class="_ _5"></span>nyc<span class="_ _17"></span>h do wartości godziwej<span class="_ _17"></span> <span class="_ _1c4"> </span>100</div><div class="c x67 y361 w23 h1e"><div class="t m0 x0 h1b y85 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x179 h1b y360 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x47 y361 w22 h1e"><div class="t m0 x0 h1b y85 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y8e4 ff3 fsb fc0 sc0 ls0 ws0">Utworzeni<span class="_ _17"></span>e rezerw<span class="_ _17"></span> <span class="_ _d9"> </span>0</div><div class="c x67 y948 w23 h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x179 h1b y8e4 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x47 y948 w22 h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y949 ff3 fsb fc0 sc0 ls0 ws0">K<span class="_ _2"></span>oszty związa<span class="_ _17"></span>ne z nabyciem jedn<span class="_ _17"></span>os<span class="_ _5"></span>tki zale<span class="_ _17"></span>żnej <span class="_ _c3"> </span>0</div><div class="c x67 y94a w23 h1e"><div class="t m0 x0 h1b y85 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x179 h1b y949 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x47 y94a w22 h1e"><div class="t m0 x0 h1b y85 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y94b ff3 fsb fc0 sc0 ls0 ws0">K<span class="_ _2"></span>oszty związa<span class="_ _17"></span>ne z usunięciem szk<span class="_ _7"></span>ody <span class="_ _15d"> </span>0</div><div class="c x67 y94c w23 h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x4a h1b y94b ff3 fsb fc0 sc0 ls0 ws0">33</div><div class="c x47 y94c w22 h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y94d ff3 fsb fc0 sc0 ls0 ws0">Darowiz<span class="_ _17"></span>ny <span class="_ _97"> </span>403</div><div class="c x67 y1f5 w23 h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x4b h1b y94d ff3 fsb fc0 sc0 ls0 ws0">144</div><div class="c x47 y1f5 w22 h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y94e ff3 fsb fc0 sc0 ls0 ws0">Przeka<span class="_ _17"></span>zanie inwest<span class="_ _17"></span>ycji drogowej<span class="_ _17"></span> <span class="_ _b4"> </span>0</div><div class="c x67 y94f w23 h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x179 h1b y94e ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x47 y94f w22 h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y950 ff3 fsb fc0 sc0 ls0 ws0">Spisane nale<span class="_ _2"></span>żności <span class="_ _1ce"> </span>0</div><div class="c x67 y951 w23 h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x179 h1b y950 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x47 y951 w22 h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y952 ff3 fsb fc0 sc0 ls0 ws0">Kary<span class="_ _2"></span> umowne <span class="_ _1cf"> </span>0</div><div class="c x67 y52f w23 h23"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x179 h1b y952 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x47 y52f w22 h23"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf46" class="pf w0 h0" ><div class="pc pc46 w0 h0"><img class="bi x11 y953 wc h78" alt="" 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"/><div class="t m0 x1 h2 y1 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h3 y53 ff1 fs0 fc1 sc0 ls0 ws0">Jednostkowe sprawozdanie ﬁnansowe Dekpol S.A.<span class="ff2"> <span class="_ _14"> </span> <span class="_ _4f"> </span><span class="ff3 fc0">za okres od 01.01.2023 do 31.12.2023</span></span></div><div class="t m0 x3c h4 y54 ff3 fs1 fc0 sc0 ls0 ws0"> <span class="_ _3"></span> <span class="_ _4"> </span> <span class="_ _4"> </span> </div><div class="t m0 xb4 h3 y53 ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="c x54 y5fa w2e h6"><div class="t m0 x0 h5 y5fb ff1 fs2 fc0 sc0 ls0 ws0">70</div></div><div class="t m0 x13 h18 y56 ff1 fs9 fc6 sc0 ls0 ws0">Wprowadzenie </div><div class="t m0 x15 h18 y59 ff1 fs9 fc6 sc0 ls0 ws0">Sprawozdanie  </div><div class="t m0 x15 h18 y5a ff1 fs9 fc6 sc0 ls0 ws0">z sytuacji </div><div class="t m0 x15 h18 y5b ff1 fs9 fc6 sc0 ls0 ws0">ﬁnansowej </div><div class="t m0 x17 h18 y5f ff1 fs9 fc6 sc0 ls0 ws0">Sprawozdanie  </div><div class="t m0 x17 h18 y60 ff1 fs9 fc6 sc0 ls0 ws0">z przepływów </div><div class="t m0 x17 h18 y61 ff1 fs9 fc6 sc0 ls0 ws0">pieniężnych </div><div class="t m0 x18 h18 y5c ff1 fs9 fc6 sc0 ls0 ws0">Sprawozdanie  </div><div class="t m0 x18 h18 y5d ff1 fs9 fc6 sc0 ls0 ws0">ze zmian w kapitale </div><div class="t m0 x18 h18 y5e ff1 fs9 fc6 sc0 ls0 ws0">własnym </div><div class="t m0 x19 h16 y62 ff4 fs9 fc5 sc0 ls0 ws0">Dodatkowe  </div><div class="t m0 x19 h16 y63 ff4 fs9 fc5 sc0 ls0 ws0">noty  </div><div class="t m0 x19 h16 y64 ff4 fs9 fc5 sc0 ls0 ws0">objaśniające </div><div class="t m0 x16 h18 y5c ff1 fs9 fc6 sc0 ls0 ws0">Sprawozdanie  </div><div class="t m0 x16 h18 y5d ff1 fs9 fc6 sc0 ls0 ws0">z całkowitych  </div><div class="t m0 x16 h18 y5e ff1 fs9 fc6 sc0 ls0 ws0">dochodów </div><div class="t m0 x1 h12 y814 ff4 fs7 fc4 sc0 ls0 ws0">16. <span class="_ _55"></span>Prz<span class="_ _5"></span>y<span class="_ _17"></span>chody i k<span class="_ _7"></span>oszty ﬁnan<span class="_ _5"></span>sowe </div><div class="t m0 x1 h28 y656 ff4 fsc fc2 sc0 ls0 ws0">16.1. Przy<span class="_ _17"></span>c<span class="_ _5"></span>hody ﬁn<span class="_ _17"></span>an<span class="_ _5"></span>so<span class="_ _2"></span>we </div><div class="t m0 x1 h28 y954 ff4 fsc fc2 sc0 ls0 ws0">16.2. K<span class="_ _17"></span>oszty ﬁnan<span class="_ _17"></span>s<span class="_ _5"></span>owe<span class="_ _17"></span> </div><div class="t m0 x1 h12 y650 ff4 fs7 fc4 sc0 ls0 ws0"> </div><div class="t m0 x6 h1b y474 ff3 fsb fc0 sc0 ls0 ws0">Szk<span class="_ _17"></span>ody majątk<span class="_ _17"></span>owe <span class="_ _d3"> </span>8</div><div class="c x67 y475 w23 h1e"><div class="t m0 x0 h1b y3cb ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x179 h1b y474 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x47 y475 w22 h1e"><div class="t m0 x0 h1b y3cb ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y476 ff3 fsb fc0 sc0 ls0 ws0">K<span class="_ _2"></span>oszty sądowe<span class="_ _17"></span> <span class="_ _1d0"> </span>230</div><div class="c x67 y477 w23 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x179 h1b y476 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x47 y477 w22 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y478 ff3 fsb fc0 sc0 ls0 ws0">Odszk<span class="_ _17"></span>odowania <span class="_ _d9"> </span>353</div><div class="c x67 y3cf w23 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x179 h1b y478 ff3 fsb fc0 sc0 ls0 ws0">6</div><div class="c x47 y3cf w22 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y479 ff3 fsb fc0 sc0 ls0 ws0">Niedobory inw<span class="_ _17"></span>entaryzacyjne<span class="_ _17"></span> <span class="_ _11b"> </span>0</div><div class="c x67 y47a w23 h1f"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x179 h1b y479 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x47 y47a w22 h1f"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y4a ff3 fsb fc0 sc0 ls0 ws0">K<span class="_ _2"></span>oszty refakt<span class="_ _17"></span>u<span class="_ _5"></span>r <span class="_ _d2"> </span>0</div><div class="c x67 y47b w23 h1f"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x179 h1b y4a ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x47 y47b w22 h1f"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y47c ff3 fsb fc0 sc0 ls0 ws0">Odpisy aktua<span class="_ _17"></span>li<span class="_ _5"></span>zujące zapa<span class="_ _17"></span>sy utwo<span class="_ _2"></span>rzenie w ok<span class="_ _17"></span>resie <span class="_ _12a"> </span>0</div><div class="c x67 y47d w23 h23"><div class="t m0 x0 h1b y72 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x179 h1b y47c ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x47 y47d w22 h23"><div class="t m0 x0 h1b y72 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y47e ff3 fsb fc0 sc0 ls0 ws0">Odpisy aktua<span class="_ _17"></span>li<span class="_ _5"></span>zujące nale<span class="_ _17"></span>żności utworz<span class="_ _2"></span>enie w okres<span class="_ _17"></span>i<span class="_ _5"></span>e <span class="_ _b5"> </span>1 <span class="_ _5"></span>021</div><div class="c x67 y47f w23 h1f"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x146 h1b y47e ff3 fsb fc0 sc0 ls0 ws0">1 256</div><div class="c x47 y47f w22 h1f"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y480 ff3 fsb fc0 sc0 ls0 ws0">Strata ze <span class="_ _17"></span>zbycia niefinan<span class="_ _2"></span>sowych akty<span class="_ _17"></span>wów trwałych <span class="_ _91"> </span>0</div><div class="c x67 y481 w23 h22"><div class="t m0 x0 h1b y72 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x179 h1b y480 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x47 y481 w22 h22"><div class="t m0 x0 h1b y72 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y2ba ff3 fsb fc0 sc0 ls0 ws0">Inne tytuły <span class="_ _1ad"> </span>315</div><div class="c x67 y482 w23 h23"><div class="t m0 x0 h1b y72 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x4b h1b y2ba ff3 fsb fc0 sc0 ls0 ws0">501</div><div class="c x47 y482 w22 h23"><div class="t m0 x0 h1b y72 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1d y483 ff4 fsb fc0 sc0 ls0 ws0">Pozostał<span class="_ _2"></span>e k<span class="_ _17"></span>oszty operac<span class="_ _17"></span>yjne <span class="_ _1d1"> </span>2 429</div><div class="c x67 y19a w23 h1e"><div class="t m0 x0 h1d y72 ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x48 h1d y483 ff4 fsb fc0 sc0 ls0 ws0">1 940</div><div class="c x47 y19a w22 h1e"><div class="t m0 x0 h1d y72 ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1d y955 ff4 fsb fc0 sc0 ls0 ws0">Opis <span class="_ _ed"> </span>01.01.-31.<span class="_ _17"></span>1<span class="_ _5"></span>2.2023</div><div class="c x67 y956 w23 h23"><div class="t m0 x0 h1d y72 ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x77 h1d y955 ff4 fsb fc0 sc0 ls0 ws0">01.01.-31.12.20<span class="_ _17"></span>22</div><div class="c x47 y956 w22 h23"><div class="t m0 x0 h1d y72 ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y957 ff3 fsb fc0 sc0 ls0 ws0">Odsetki <span class="_ _1d2"> </span>25 721</div><div class="c x67 y958 w23 h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x49 h1b y957 ff3 fsb fc0 sc0 ls0 ws0">11 465</div><div class="c x47 y958 w22 h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y6fc ff3 fsb fc0 sc0 ls0 ws0">Zysk ze<span class="_ _17"></span> z<span class="_ _5"></span>byc<span class="_ _17"></span>i<span class="_ _5"></span>a aktywów<span class="_ _17"></span> finansowych <span class="_ _1d3"> </span>0</div><div class="c x67 y6b8 w23 h1e"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x179 h1b y6fc ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x47 y6b8 w22 h1e"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y959 ff3 fsb fc0 sc0 ls0 ws0">Dywidendy <span class="_ _176"> </span>10 000</div><div class="c x67 y95a w23 h1e"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x179 h1b y959 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x47 y95a w22 h1e"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y95b ff3 fsb fc0 sc0 ls0 ws0">Odwrócenie odp<span class="_ _17"></span>isów aktualizując<span class="_ _17"></span>ych <span class="_ _1d3"> </span>0</div><div class="c x67 y95c w23 h23"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x179 h1b y95b ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x47 y95c w22 h23"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y95d ff3 fsb fc0 sc0 ls0 ws0">Pozosta<span class="_ _17"></span>ł<span class="_ _5"></span>e przychody<span class="_ _17"></span> finansowe <span class="_ _1d4"> </span>0</div><div class="c x67 y20a w23 h1e"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x179 h1b y95d ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x47 y20a w22 h1e"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y95e ff3 fsb fc0 sc0 ls0 ws0">Nadwyżka<span class="_ _17"></span> dodatnich różnic <span class="_ _17"></span>kursowych nad <span class="_ _17"></span>u<span class="_ _5"></span>jemn<span class="_ _17"></span>ymi <span class="_ _156"> </span>0</div><div class="c x67 y95f w23 h1e"><div class="t m0 x0 h1b y8a ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x4b h1b y95e ff3 fsb fc0 sc0 ls0 ws0">351</div><div class="c x47 y95f w22 h1e"><div class="t m0 x0 h1b y8a ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y960 ff3 fsb fc0 sc0 ls0 ws0">Wycen<span class="_ _2"></span>a instrumentó<span class="_ _17"></span>w finansowych do wartoś<span class="_ _17"></span>c<span class="_ _5"></span>i godziwe<span class="_ _17"></span>j <span class="_ _190"> </span>0</div><div class="c x67 y870 w23 h26"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x179 h1b y960 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x47 y870 w22 h26"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1d y72e ff4 fsb fc0 sc0 ls0 ws0">Przyc<span class="_ _17"></span>h<span class="_ _5"></span>ody finansowe<span class="_ _17"></span> <span class="_ _a0"> </span>35<span class="_ _2"></span> 721</div><div class="c x67 y961 w23 h1e"><div class="t m0 x0 h1d y8a ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x49 h1d y72e ff4 fsb fc0 sc0 ls0 ws0">11 816</div><div class="c x47 y961 w22 h1e"><div class="t m0 x0 h1d y8a ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1d y422 ff4 fsb fc0 sc0 ls0 ws0">Opis <span class="_ _ed"> </span>01.01.-31.<span class="_ _17"></span>1<span class="_ _5"></span>2.2023</div><div class="c x67 y962 w23 h26"><div class="t m0 x0 h1d y8a ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x77 h1d y422 ff4 fsb fc0 sc0 ls0 ws0">01.01.-31.12.20<span class="_ _17"></span>22</div><div class="c x47 y962 w22 h26"><div class="t m0 x0 h1d y8a ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y963 ff3 fsb fc0 sc0 ls0 ws0">Pozosta<span class="_ _17"></span>ł<span class="_ _5"></span>e k<span class="_ _17"></span>oszty finansow<span class="_ _17"></span>e <span class="_ _1d4"> </span>1 2<span class="_ _2"></span>24</div><div class="c x67 y964 w23 h1e"><div class="t m0 x0 h1b y8a ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x4b h1b y963 ff3 fsb fc0 sc0 ls0 ws0">738</div><div class="c x47 y964 w22 h1e"><div class="t m0 x0 h1b y8a ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y965 ff3 fsb fc0 sc0 ls0 ws0">Odsetki <span class="_ _1d2"> </span>27 053</div><div class="c x67 y826 w23 h1e"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x49 h1b y965 ff3 fsb fc0 sc0 ls0 ws0">17 631</div><div class="c x47 y826 w22 h1e"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y966 ff3 fsb fc0 sc0 ls0 ws0">Odpisy aktua<span class="_ _17"></span>li<span class="_ _5"></span>zujące <span class="_ _1d5"> </span>0</div><div class="c x67 y967 w23 h1e"><div class="t m0 x0 h1b y8a ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x179 h1b y966 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x47 y967 w22 h1e"><div class="t m0 x0 h1b y8a ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y968 ff3 fsb fc0 sc0 ls0 ws0">Strata ze <span class="_ _17"></span>zbycia aktyw<span class="_ _2"></span>ów finanso<span class="_ _17"></span>w<span class="_ _5"></span>ych<span class="_ _2"></span> <span class="_ _1a8"> </span>0</div><div class="c x67 y304 w23 h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x179 h1b y968 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x47 y304 w22 h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y969 ff3 fsb fc0 sc0 ls0 ws0">Nadwyżka<span class="_ _17"></span> ujemnych ró<span class="_ _2"></span>żnic k<span class="_ _17"></span>ursowych nad dodatnim<span class="_ _17"></span>i <span class="_ _1d6"> </span>1 272</div><div class="c x67 y469 w23 h1e"><div class="t m0 x0 h1b y85 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x179 h1b y969 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x47 y469 w22 h1e"><div class="t m0 x0 h1b y85 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b yc7 ff3 fsb fc0 sc0 ls0 ws0">Wycen<span class="_ _2"></span>a instrumentó<span class="_ _17"></span>w finansowych do wartoś<span class="_ _17"></span>c<span class="_ _5"></span>i godziwe<span class="_ _17"></span>j <span class="_ _af"> </span>42</div><div class="c x67 y46b w23 h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x4b h1b yc7 ff3 fsb fc0 sc0 ls0 ws0">207</div><div class="c x47 y46b w22 h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1d y96a ff4 fsb fc0 sc0 ls0 ws0">K<span class="_ _17"></span>oszty finansowe <span class="_ _bc"> </span>29 590</div><div class="c x67 y96b w23 h1e"><div class="t m0 x0 h1d y85 ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x49 h1d y96a ff4 fsb fc0 sc0 ls0 ws0">18 576</div><div class="c x47 y96b w22 h1e"><div class="t m0 x0 h1d y85 ff4 fsb fc0 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf47" class="pf w0 h0" ><div class="pc pc47 w0 h0"><img class="bi x11 y96c wc h79" alt="" 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"/><div class="t m0 x1 h2 y1 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h3 y53 ff1 fs0 fc1 sc0 ls0 ws0">Jednostkowe sprawozdanie ﬁnansowe Dekpol S.A.<span class="ff2"> <span class="_ _14"> </span> <span class="_ _4f"> </span><span class="ff3 fc0">za okres od 01.01.2023 do 31.12.2023</span></span></div><div class="t m0 x3c h4 y54 ff3 fs1 fc0 sc0 ls0 ws0"> <span class="_ _3"></span> <span class="_ _4"> </span> <span class="_ _4"> </span> </div><div class="t m0 xb4 h3 y53 ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="c x54 y5fa w2e h6"><div class="t m0 x0 h5 y5fb ff1 fs2 fc0 sc0 ls0 ws0">71</div></div><div class="t m0 x13 h18 y56 ff1 fs9 fc6 sc0 ls0 ws0">Wprowadzenie </div><div class="t m0 x15 h18 y59 ff1 fs9 fc6 sc0 ls0 ws0">Sprawozdanie  </div><div class="t m0 x15 h18 y5a ff1 fs9 fc6 sc0 ls0 ws0">z sytuacji </div><div class="t m0 x15 h18 y5b ff1 fs9 fc6 sc0 ls0 ws0">ﬁnansowej </div><div class="t m0 x17 h18 y5f ff1 fs9 fc6 sc0 ls0 ws0">Sprawozdanie  </div><div class="t m0 x17 h18 y60 ff1 fs9 fc6 sc0 ls0 ws0">z przepływów </div><div class="t m0 x17 h18 y61 ff1 fs9 fc6 sc0 ls0 ws0">pieniężnych </div><div class="t m0 x18 h18 y5c ff1 fs9 fc6 sc0 ls0 ws0">Sprawozdanie  </div><div class="t m0 x18 h18 y5d ff1 fs9 fc6 sc0 ls0 ws0">ze zmian w kapitale </div><div class="t m0 x18 h18 y5e ff1 fs9 fc6 sc0 ls0 ws0">własnym </div><div class="t m0 x19 h16 y62 ff4 fs9 fc5 sc0 ls0 ws0">Dodatkowe  </div><div class="t m0 x19 h16 y63 ff4 fs9 fc5 sc0 ls0 ws0">noty  </div><div class="t m0 x19 h16 y64 ff4 fs9 fc5 sc0 ls0 ws0">objaśniające </div><div class="t m0 x16 h18 y5c ff1 fs9 fc6 sc0 ls0 ws0">Sprawozdanie  </div><div class="t m0 x16 h18 y5d ff1 fs9 fc6 sc0 ls0 ws0">z całkowitych  </div><div class="t m0 x16 h18 y5e ff1 fs9 fc6 sc0 ls0 ws0">dochodów </div><div class="t m0 x1 h12 y3f2 ff4 fs7 fc4 sc0 ls0 ws0">17. <span class="_ _55"></span>Podatek<span class="_ _5"></span> doch<span class="_ _5"></span>odowy </div><div class="t m0 x1 h28 y4f4 ff4 fsc fc2 sc0 ls0 ws0">17.1. Podatek dochodo<span class="_ _17"></span>wy </div><div class="t m0 x6 h1d yad ff4 fsb fc0 sc0 ls0 ws0">Opis <span class="_ _137"> </span>31.12.2023</div><div class="c x67 y561 w23 h1e"><div class="t m0 x0 h1d y6c ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x22 h1d yad ff4 fsb fc0 sc0 ls0 ws0">31.12.2022</div><div class="c x47 y561 w22 h1e"><div class="t m0 x0 h1d y6c ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y562 ff3 fsb fc0 sc0 ls0 ws0">Bieżą<span class="_ _2"></span>cy podatek d<span class="_ _17"></span>ochodowy <span class="_ _1d7"> </span>-804</div><div class="c x67 y563 w23 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x146 h1b y562 ff3 fsb fc0 sc0 ls0 ws0">1 028</div><div class="c x47 y563 w22 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y564 ff3 fsb fc0 sc0 ls0 ws0">Odroczon<span class="_ _17"></span>y podatek dochod<span class="_ _2"></span>owy <span class="_ _1d8"> </span>513</div><div class="c x67 y565 w23 h23"><div class="t m0 x0 h1b y72 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x51 h1b y564 ff3 fsb fc0 sc0 ls0 ws0">-742</div><div class="c x47 y565 w22 h23"><div class="t m0 x0 h1b y72 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1d y566 ff4 fsb fc0 sc0 ls0 ws0">Podatek dochod<span class="_ _2"></span>owy <span class="_ _1c0"> </span>-291</div><div class="c x67 y567 w23 h22"><div class="t m0 x0 h1d y6c ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x4b h1d y566 ff4 fsb fc0 sc0 ls0 ws0">286</div><div class="c x47 y567 w22 h22"><div class="t m0 x0 h1d y6c ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x1 h28 y96d ff4 fsc fc2 sc0 ls0 ws0">17.2. Efektywna st<span class="_ _2"></span>opa opodatk<span class="_ _7"></span>owania<span class="_ _17"></span> </div><div class="t m0 x1 h12 y96e ff4 fs7 fc4 sc0 ls0 ws0">18. <span class="_ _55"></span>Od<span class="_ _5"></span>ro<span class="_ _17"></span>czon<span class="_ _7"></span>y<span class="_ _5"></span> podatek doc<span class="_ _5"></span>hodowy </div><div class="t m0 x1 h28 y96f ff4 fsc fc2 sc0 ls0 ws0">18.1. Podatek odr<span class="_ _2"></span>ocz<span class="_ _17"></span>ony </div><div class="t m0 x6 h1d y970 ff4 fsb fc0 sc0 ls0 ws0">Opis <span class="_ _137"> </span>31.12.2023</div><div class="c x67 y971 w23 h1e"><div class="t m0 x0 h1d y8a ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x22 h1d y970 ff4 fsb fc0 sc0 ls0 ws0">31.12.2022</div><div class="c x47 y971 w22 h1e"><div class="t m0 x0 h1d y8a ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y972 ff3 fsb fc0 sc0 ls0 ws0">Aktywa i rez<span class="_ _17"></span>erwy z tyt. ODPD per <span class="_ _17"></span>saldo na początek okr<span class="_ _17"></span>esu <span class="_ _1d9"> </span>11 196</div><div class="c x67 y52a w23 h23"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x49 h1b y972 ff3 fsb fc0 sc0 ls0 ws0">11 932</div><div class="c x47 y52a w22 h23"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y973 ff3 fsb fc0 sc0 ls0 ws0">Aktywa z tytułu<span class="_ _2"></span> podatku odr<span class="_ _17"></span>oczonego<span class="_ _2"></span> na początek o<span class="_ _17"></span>kresu <span class="_ _1da"> </span>4 094</div><div class="c x67 y974 w23 h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x146 h1b y973 ff3 fsb fc0 sc0 ls0 ws0">2 060</div><div class="c x47 y974 w22 h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y975 ff3 fsb fc0 sc0 ls0 ws0">Rez<span class="_ _17"></span>erwa z tytułu podatku<span class="_ _2"></span> odroczo<span class="_ _17"></span>nego na początek okre<span class="_ _17"></span>su <span class="_ _1db"> </span>15 290</div><div class="c x67 y976 w23 h1e"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x49 h1b y975 ff3 fsb fc0 sc0 ls0 ws0">13 992</div><div class="c x47 y976 w22 h1e"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y977 ff3 fsb fc0 sc0 ls0 ws0">Wynik fin<span class="_ _17"></span>ansowy (+/-) <span class="_ _75"> </span>-291</div><div class="c x67 y2b5 w23 h1e"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x51 h1b y977 ff3 fsb fc0 sc0 ls0 ws0">-742</div><div class="c x47 y2b5 w22 h1e"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y1d3 ff3 fsb fc0 sc0 ls0 ws0">Inne całk<span class="_ _17"></span>owite dochody (<span class="_ _17"></span>+/-<span class="_ _5"></span>) <span class="_ _1dc"> </span>0</div><div class="c x67 y978 w23 h23"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x179 h1b y1d3 ff3 fsb fc0 sc0 ls0 ws0">7</div><div class="c x47 y978 w22 h23"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y50b ff3 fsb fc0 sc0 ls0 ws0">Rozlicz<span class="_ _2"></span>enie połącz<span class="_ _17"></span>enia jednostek gospodar<span class="_ _17"></span>czych <span class="_ _1dd"> </span>0</div><div class="c x67 y979 w23 h7a"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x179 h1b y50b ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x47 y979 w22 h7a"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1d y97a ff4 fsb fc0 sc0 ls0 ws0">Opis <span class="_ _137"> </span>31.12.2023</div><div class="c x67 y97b w23 h1e"><div class="t m0 x0 h1d y6c ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x22 h1d y97a ff4 fsb fc0 sc0 ls0 ws0">31.12.2022</div><div class="c x47 y97b w22 h1e"><div class="t m0 x0 h1d y6c ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1d y1ba ff4 fsb fc0 sc0 ls0 ws0">Podatek dochod<span class="_ _2"></span>owy bież<span class="_ _17"></span>ący za <span class="_ _17"></span>p<span class="_ _5"></span>oprzedni<span class="_ _17"></span>e <span class="_ _5"></span>okres<span class="_ _17"></span>y ujęty w wyni<span class="_ _17"></span>ku finanso-</div><div class="t m0 x6 h1d y97c ff4 fsb fc0 sc0 ls0 ws0">wym <span class="_ _1de"> </span>-804</div><div class="c x67 y288 w23 h1e"><div class="t m0 x0 h1d y6c ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x179 h1d y97c ff4 fsb fc0 sc0 ls0 ws0">0</div><div class="c x47 y288 w22 h1e"><div class="t m0 x0 h1d y6c ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h4 y67f ff3 fs1 fc0 sc0 ls0 ws0">Zysk (str<span class="_ _17"></span>ata)<span class="_ _5"></span> przed opodatk<span class="_ _17"></span>owaniem <span class="_ _1df"> </span>12 087</div><div class="c x67 y97d w23 h7b"><div class="t m0 x0 h4 y97e ff3 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x53 h4 y67f ff3 fs1 fc0 sc0 ls0 ws0">1 494</div><div class="c x47 y97d w22 h7b"><div class="t m0 x0 h4 y97e ff3 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1d y97f ff4 fsb fc0 sc0 ls0 ws0">T<span class="_ _7"></span>eoretyczn<span class="_ _17"></span>y podatek dochodow<span class="_ _17"></span>y <span class="_ _1e0"> </span>2 296</div><div class="c x67 y980 w23 h26"><div class="t m0 x0 h1d y8d ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x4b h1d y97f ff4 fsb fc0 sc0 ls0 ws0">284</div><div class="c x47 y980 w22 h26"><div class="t m0 x0 h1d y8d ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1d y981 ff4 fsb fc0 sc0 ls0 ws0">Uzgodnieni<span class="_ _17"></span>e różnic trwale <span class="_ _17"></span>niestanowiący<span class="_ _17"></span>ch k<span class="_ _17"></span>osztów uzysk<span class="_ _17"></span>ania przyc<span class="_ _17"></span>h<span class="_ _5"></span>odów <span class="_ _1e1"> </span>- 1 736</div><div class="c x67 y982 w23 h26"><div class="t m0 x0 h1d y8a ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x7d h1d y981 ff4 fsb fc0 sc0 ls0 ws0">-47</div><div class="c x47 y982 w22 h26"><div class="t m0 x0 h1d y8a ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y983 ff3 fsb fc0 sc0 ls0 ws0">Opłaty na rze<span class="_ _17"></span>cz PFRON <span class="_ _15b"> </span>26</div><div class="c x67 y984 w23 h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x4a h1b y983 ff3 fsb fc0 sc0 ls0 ws0">12</div><div class="c x47 y984 w22 h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y985 ff3 fsb fc0 sc0 ls0 ws0">Dywidendy <span class="_ _1e2"> </span>-1 900</div><div class="c x67 y986 w23 h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x179 h1b y985 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x47 y986 w22 h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y987 ff3 fsb fc0 sc0 ls0 ws0">K<span class="_ _2"></span>oszty repr<span class="_ _17"></span>ezentacji <span class="_ _ec"> </span>31</div><div class="c x67 y988 w23 h1e"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x4a h1b y987 ff3 fsb fc0 sc0 ls0 ws0">17</div><div class="c x47 y988 w22 h1e"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y989 ff3 fsb fc0 sc0 ls0 ws0">K<span class="_ _2"></span>oszty k<span class="_ _2"></span>ar i mandató<span class="_ _17"></span>w <span class="_ _1e3"> </span>0</div><div class="c x67 y98a w23 h1e"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x179 h1b y989 ff3 fsb fc0 sc0 ls0 ws0">2</div><div class="c x47 y98a w22 h1e"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y98b ff3 fsb fc0 sc0 ls0 ws0">Pozosta<span class="_ _17"></span>ł<span class="_ _5"></span>e k<span class="_ _17"></span>oszty <span class="_ _cd"> </span>107</div><div class="c x67 y98c w23 h1e"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x7d h1b y98b ff3 fsb fc0 sc0 ls0 ws0">-78</div><div class="c x47 y98c w22 h1e"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1d y98d ff4 fsb fc0 sc0 ls0 ws0">Podatek dochod<span class="_ _2"></span>owy nie ujęte<span class="_ _17"></span> aktywa i reze<span class="_ _2"></span>rwy na O<span class="_ _17"></span>D<span class="_ _5"></span>PD <span class="_ _1da"> </span>-47</div><div class="c x67 y9a w23 h1e"><div class="t m0 x0 h1d y8d ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x179 h1d y98d ff4 fsb fc0 sc0 ls0 ws0">0</div><div class="c x47 y9a w22 h1e"><div class="t m0 x0 h1d y8d ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y98e ff3 fsb fc0 sc0 ls0 ws0">Odliczenia od<span class="_ _17"></span> podatku dochod<span class="_ _2"></span>owego<span class="_ _2"></span> <span class="_ _1e4"> </span>0</div><div class="c x67 y98f w23 h23"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x4a h1b y98e ff3 fsb fc0 sc0 ls0 ws0">49</div><div class="c x47 y98f w22 h23"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1d y990 ff4 fsb fc0 sc0 ls0 ws0">Podatek dochod<span class="_ _2"></span>owy wyk<span class="_ _17"></span>azany <span class="_ _17"></span>w <span class="_ _5"></span>wynik<span class="_ _17"></span>u finansowym <span class="_ _119"> </span>-291</div><div class="c x67 y991 w23 h1e"><div class="t m0 x0 h1d y8d ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x4b h1d y990 ff4 fsb fc0 sc0 ls0 ws0">286</div><div class="c x47 y991 w22 h1e"><div class="t m0 x0 h1d y8d ff4 fsb fc0 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 x11 y992 wc h7c" alt="" 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"/><div class="t m0 x1 h2 y1 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h3 y53 ff1 fs0 fc1 sc0 ls0 ws0">Jednostkowe sprawozdanie ﬁnansowe Dekpol S.A.<span class="ff2"> <span class="_ _14"> </span> <span class="_ _4f"> </span><span class="ff3 fc0">za okres od 01.01.2023 do 31.12.2023</span></span></div><div class="t m0 x3c h4 y54 ff3 fs1 fc0 sc0 ls0 ws0"> <span class="_ _3"></span> <span class="_ _4"> </span> <span class="_ _4"> </span> </div><div class="t m0 xb4 h3 y53 ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="c x54 y5fa w2e h6"><div class="t m0 x0 h5 y5fb ff1 fs2 fc0 sc0 ls0 ws0">72</div></div><div class="t m0 x13 h18 y56 ff1 fs9 fc6 sc0 ls0 ws0">Wprowadzenie </div><div class="t m0 x15 h18 y59 ff1 fs9 fc6 sc0 ls0 ws0">Sprawozdanie  </div><div class="t m0 x15 h18 y5a ff1 fs9 fc6 sc0 ls0 ws0">z sytuacji </div><div class="t m0 x15 h18 y5b ff1 fs9 fc6 sc0 ls0 ws0">ﬁnansowej </div><div class="t m0 x17 h18 y5f ff1 fs9 fc6 sc0 ls0 ws0">Sprawozdanie  </div><div class="t m0 x17 h18 y60 ff1 fs9 fc6 sc0 ls0 ws0">z przepływów </div><div class="t m0 x17 h18 y61 ff1 fs9 fc6 sc0 ls0 ws0">pieniężnych </div><div class="t m0 x18 h18 y5c ff1 fs9 fc6 sc0 ls0 ws0">Sprawozdanie  </div><div class="t m0 x18 h18 y5d ff1 fs9 fc6 sc0 ls0 ws0">ze zmian w kapitale </div><div class="t m0 x18 h18 y5e ff1 fs9 fc6 sc0 ls0 ws0">własnym </div><div class="t m0 x19 h16 y62 ff4 fs9 fc5 sc0 ls0 ws0">Dodatkowe  </div><div class="t m0 x19 h16 y63 ff4 fs9 fc5 sc0 ls0 ws0">noty  </div><div class="t m0 x19 h16 y64 ff4 fs9 fc5 sc0 ls0 ws0">objaśniające </div><div class="t m0 x16 h18 y5c ff1 fs9 fc6 sc0 ls0 ws0">Sprawozdanie  </div><div class="t m0 x16 h18 y5d ff1 fs9 fc6 sc0 ls0 ws0">z całkowitych  </div><div class="t m0 x16 h18 y5e ff1 fs9 fc6 sc0 ls0 ws0">dochodów </div><div class="t m0 x6 h1b y474 ff3 fsb fc0 sc0 ls0 ws0">Pozosta<span class="_ _17"></span>ł<span class="_ _5"></span>e (w ty<span class="_ _17"></span>m<span class="_ _5"></span> różnice<span class="_ _17"></span> kursowe <span class="_ _17"></span>netto z przeliczen<span class="_ _17"></span>ia) <span class="_ _78"> </span>803</div><div class="c x67 y475 w23 h1e"><div class="t m0 x0 h1b y3cb ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x179 h1b y474 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x47 y475 w22 h1e"><div class="t m0 x0 h1b y3cb ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1d y476 ff4 fsb fc0 sc0 ls0 ws0">Aktywa i r<span class="_ _17"></span>ezerwy z tyt. ODP<span class="_ _17"></span>D <span class="_ _5"></span>per sal<span class="_ _17"></span>d<span class="_ _5"></span>o na k<span class="_ _17"></span>oniec okresu<span class="_ _17"></span> <span class="_ _1e5"> </span>11 709</div><div class="c x67 y477 w23 h1e"><div class="t m0 x0 h1d y6c ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x49 h1d y476 ff4 fsb fc0 sc0 ls0 ws0">11 196</div><div class="c x47 y477 w22 h1e"><div class="t m0 x0 h1d y6c ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y478 ff3 fsb fc0 sc0 ls0 ws0">Aktywa z tytułu<span class="_ _2"></span> odroczon<span class="_ _17"></span>ego podatku do<span class="_ _2"></span>chodowego<span class="_ _17"></span> <span class="_ _3f"> </span>3 272</div><div class="c x67 y3cf w23 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x146 h1b y478 ff3 fsb fc0 sc0 ls0 ws0">4 094</div><div class="c x47 y3cf w22 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y479 ff3 fsb fc0 sc0 ls0 ws0">Rez<span class="_ _17"></span>erwa z tytułu odroczo<span class="_ _2"></span>nego pod<span class="_ _17"></span>at<span class="_ _5"></span>ku d<span class="_ _17"></span>ochodowego <span class="_ _86"> </span>14 981</div><div class="c x67 y47a w23 h1f"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x49 h1b y479 ff3 fsb fc0 sc0 ls0 ws0">15 290</div><div class="c x47 y47a w22 h1f"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x1 h28 y993 ff4 fsc fc2 sc0 ls0 ws0">18.2. Aktywa z tytuł<span class="_ _17"></span>u odrocz<span class="_ _17"></span>onego podatk<span class="_ _17"></span>u dochodowego w<span class="_ _2"></span> okresie </div><div class="t m0 x1 h28 y1f ff4 fsc fc2 sc0 ls0 ws0">spra<span class="_ _17"></span>wozda<span class="_ _7"></span>wczym </div><div class="t m0 x6 h1d y994 ff4 fsb fc0 sc0 ls0 ws0">Opis </div><div class="t m0 x13c h1d y995 ff4 fsb fc0 sc0 ls0 ws0">Saldo na </div><div class="t m0 x17d h1d y55b ff4 fsb fc0 sc0 ls0 ws0">początek </div><div class="t m0 x122 h1d y994 ff4 fsb fc0 sc0 ls0 ws0">okresu</div><div class="c x1c y996 w22 h22"><div class="t m0 x0 h1d y6c ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x12d h1d y55b ff4 fsb fc0 sc0 ls0 ws0">Wynik fi-</div><div class="t m0 x19b h1d y994 ff4 fsb fc0 sc0 ls0 ws0">nansowy</div><div class="c x8c y996 w22 h22"><div class="t m0 x0 h1d y6c ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x2 h1d y995 ff4 fsb fc0 sc0 ls0 ws0">Inne </div><div class="t m0 x12e h1d y55b ff4 fsb fc0 sc0 ls0 ws0">dochody </div><div class="t m0 x126 h1d y994 ff4 fsb fc0 sc0 ls0 ws0">całk<span class="_ _17"></span>owite</div><div class="c x116 y996 w23 h22"><div class="t m0 x0 h1d y6c ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x19c h1d y995 ff4 fsb fc0 sc0 ls0 ws0">Rozlicze<span class="_ _2"></span>-</div><div class="t m0 x63 h1d y55b ff4 fsb fc0 sc0 ls0 ws0">nie połą-</div><div class="t m0 x83 h1d y994 ff4 fsb fc0 sc0 ls0 ws0">czenia</div><div class="c xde y996 w27 h22"><div class="t m0 x0 h1d y6c ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x132 h1d y55b ff4 fsb fc0 sc0 ls0 ws0">Inne </div><div class="t m0 xa3 h1d y994 ff4 fsb fc0 sc0 ls0 ws0">zmiany</div><div class="c x133 y996 w23 h22"><div class="t m0 x0 h1d y6c ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6d h1d y994 ff4 fsb fc0 sc0 ls0 ws0">Razem</div><div class="c x47 y996 w22 h22"><div class="t m0 x0 h1d y6c ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y6f4 ff3 fsb fc0 sc0 ls0 ws0"> Wycena <span class="_ _17"></span>zobowiązań <span class="_ _2"></span>w sk<span class="_ _17"></span>orygowanej <span class="_ _2"></span>cenie naby<span class="_ _17"></span>ci<span class="_ _5"></span>a <span class="_ _1e6"> </span>0</div><div class="c x1c y6f5 w22 h22"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x32 h1b y6f4 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x8c y6f5 w22 h22"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x3e h1b y6f4 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x116 y6f5 w23 h22"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x38 h1b y6f4 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c xde y6f5 w27 h22"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x138 h1b y6f4 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x133 y6f5 w23 h22"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x179 h1b y6f4 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x47 y6f5 w22 h22"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y2c7 ff3 fsb fc0 sc0 ls0 ws0">Odpisy aktua<span class="_ _17"></span>li<span class="_ _5"></span>zujące akty<span class="_ _2"></span>wa <span class="_ _16a"> </span>99<span class="_ _2"></span>0</div><div class="c x1c y997 w22 h23"><div class="t m0 x0 h1b y72 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xfc h1b y2c7 ff3 fsb fc0 sc0 ls0 ws0">114</div><div class="c x8c y997 w22 h23"><div class="t m0 x0 h1b y72 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x3e h1b y2c7 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x116 y997 w23 h23"><div class="t m0 x0 h1b y72 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x38 h1b y2c7 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c xde y997 w27 h23"><div class="t m0 x0 h1b y72 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x138 h1b y2c7 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x133 y997 w23 h23"><div class="t m0 x0 h1b y72 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x146 h1b y2c7 ff3 fsb fc0 sc0 ls0 ws0">1 104</div><div class="c x47 y997 w22 h23"><div class="t m0 x0 h1b y72 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y998 ff3 fsb fc0 sc0 ls0 ws0">Rez<span class="_ _17"></span>erwy na świadczenia p<span class="_ _2"></span>raco<span class="_ _17"></span>w<span class="_ _5"></span>nicze<span class="_ _17"></span> <span class="_ _72"> </span>8</div><div class="c x1c y999 w22 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x32 h1b y998 ff3 fsb fc0 sc0 ls0 ws0">2</div><div class="c x8c y999 w22 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x3e h1b y998 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x116 y999 w23 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x38 h1b y998 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c xde y999 w27 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x138 h1b y998 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x133 y999 w23 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x4a h1b y998 ff3 fsb fc0 sc0 ls0 ws0">10</div><div class="c x47 y999 w22 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y99a ff3 fsb fc0 sc0 ls0 ws0">Pozosta<span class="_ _17"></span>ł<span class="_ _5"></span>e re<span class="_ _17"></span>zerwy <span class="_ _1e7"> </span>2 819</div><div class="c x1c y372 w22 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x115 h1b y99a ff3 fsb fc0 sc0 ls0 ws0">-928</div><div class="c x8c y372 w22 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x3e h1b y99a ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x116 y372 w23 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x38 h1b y99a ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c xde y372 w27 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x138 h1b y99a ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x133 y372 w23 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x146 h1b y99a ff3 fsb fc0 sc0 ls0 ws0">1 891</div><div class="c x47 y372 w22 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y99b ff3 fsb fc0 sc0 ls0 ws0">Pozosta<span class="_ _17"></span>ł<span class="_ _5"></span>e tytuły będą<span class="_ _17"></span>c<span class="_ _5"></span>e podsta<span class="_ _17"></span>wą utworzeni<span class="_ _17"></span>a akty-</div><div class="t m0 x6 h1b y99c ff3 fsb fc0 sc0 ls0 ws0">wów na odr<span class="_ _17"></span>oczony pod<span class="_ _17"></span>at<span class="_ _5"></span>ek <span class="_ _2b"> </span>276</div><div class="c x1c y99d w22 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x13e h1b y99c ff3 fsb fc0 sc0 ls0 ws0">-10</div><div class="c x8c y99d w22 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x3e h1b y99c ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x116 y99d w23 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x38 h1b y99c ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c xde y99d w27 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x138 h1b y99c ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x133 y99d w23 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x4b h1b y99c ff3 fsb fc0 sc0 ls0 ws0">267</div><div class="c x47 y99d w22 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1d y34 ff4 fsb fc0 sc0 ls0 ws0">Aktywa z tytułu<span class="_ _2"></span> podatku<span class="_ _17"></span> odroczonego<span class="_ _17"></span> <span class="_ _1e8"> </span>4 094</div><div class="c x1c y99e w22 h23"><div class="t m0 x0 h1d y72 ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x5e h1d y34 ff4 fsb fc0 sc0 ls0 ws0">-822</div><div class="c x8c y99e w22 h23"><div class="t m0 x0 h1d y72 ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x3e h1d y34 ff4 fsb fc0 sc0 ls0 ws0">0</div><div class="c x116 y99e w23 h23"><div class="t m0 x0 h1d y72 ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x38 h1d y34 ff4 fsb fc0 sc0 ls0 ws0">0</div><div class="c xde y99e w27 h23"><div class="t m0 x0 h1d y72 ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x138 h1d y34 ff4 fsb fc0 sc0 ls0 ws0">0</div><div class="c x133 y99e w23 h23"><div class="t m0 x0 h1d y72 ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x48 h1d y34 ff4 fsb fc0 sc0 ls0 ws0">3 272</div><div class="c x47 y99e w22 h23"><div class="t m0 x0 h1d y72 ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x1 h28 y99f ff4 fsc fc2 sc0 ls0 ws0">18.3 <span class="_ _53"> </span>Aktyw<span class="_ _17"></span>a z tytułu odrocz<span class="_ _7"></span>on<span class="_ _5"></span>ego podatk<span class="_ _17"></span>u dochodow<span class="_ _17"></span>ego w poprzedni<span class="_ _17"></span>m </div><div class="t m0 x1 h28 y60d ff4 fsc fc2 sc0 ls0 ws0">okresie <span class="_ _17"></span>s<span class="_ _5"></span>pra<span class="_ _17"></span>woz<span class="_ _17"></span>dawczym<span class="_ _17"></span> </div><div class="t m0 x6 h1d y746 ff4 fsb fc0 sc0 ls0 ws0">Opis </div><div class="t m0 x13c h1d y6bd ff4 fsb fc0 sc0 ls0 ws0">Saldo na </div><div class="t m0 x17d h1d y7f4 ff4 fsb fc0 sc0 ls0 ws0">początek </div><div class="t m0 x122 h1d y746 ff4 fsb fc0 sc0 ls0 ws0">okresu</div><div class="c x1c y7f5 w22 h1e"><div class="t m0 x0 h1d y8d ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x12d h1d y7f4 ff4 fsb fc0 sc0 ls0 ws0">Wynik fi-</div><div class="t m0 x19b h1d y746 ff4 fsb fc0 sc0 ls0 ws0">nansowy</div><div class="c x8c y7f5 w22 h1e"><div class="t m0 x0 h1d y8d ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x2 h1d y6bd ff4 fsb fc0 sc0 ls0 ws0">Inne </div><div class="t m0 x12e h1d y7f4 ff4 fsb fc0 sc0 ls0 ws0">dochody </div><div class="t m0 x126 h1d y746 ff4 fsb fc0 sc0 ls0 ws0">całk<span class="_ _17"></span>owite</div><div class="c x116 y7f5 w23 h1e"><div class="t m0 x0 h1d y8d ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x19c h1d y6bd ff4 fsb fc0 sc0 ls0 ws0">Rozlicze<span class="_ _2"></span>-</div><div class="t m0 x63 h1d y7f4 ff4 fsb fc0 sc0 ls0 ws0">nie połą-</div><div class="t m0 x83 h1d y746 ff4 fsb fc0 sc0 ls0 ws0">czenia</div><div class="c xde y7f5 w27 h1e"><div class="t m0 x0 h1d y8d ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x132 h1d y7f4 ff4 fsb fc0 sc0 ls0 ws0">Inne </div><div class="t m0 xa3 h1d y746 ff4 fsb fc0 sc0 ls0 ws0">zmiany</div><div class="c x133 y7f5 w23 h1e"><div class="t m0 x0 h1d y8d ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6d h1d y746 ff4 fsb fc0 sc0 ls0 ws0">Razem</div><div class="c x47 y7f5 w22 h1e"><div class="t m0 x0 h1d y8d ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y9a0 ff3 fsb fc0 sc0 ls0 ws0"> Wycena <span class="_ _17"></span>zobowiązań <span class="_ _2"></span>w sk<span class="_ _17"></span>orygowanej <span class="_ _2"></span>cenie naby<span class="_ _17"></span>ci<span class="_ _5"></span>a <span class="_ _1e9"> </span>10</div><div class="c x1c y9a1 w22 h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x13e h1b y9a0 ff3 fsb fc0 sc0 ls0 ws0">-10</div><div class="c x8c y9a1 w22 h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x3e h1b y9a0 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x116 y9a1 w23 h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x38 h1b y9a0 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c xde y9a1 w27 h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x138 h1b y9a0 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x133 y9a1 w23 h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x179 h1b y9a0 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x47 y9a1 w22 h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y7c7 ff3 fsb fc0 sc0 ls0 ws0">Odpisy aktua<span class="_ _17"></span>li<span class="_ _5"></span>zujące akty<span class="_ _2"></span>wa <span class="_ _1ea"> </span>1 214</div><div class="c x1c y9a2 w22 h1e"><div class="t m0 x0 h1b y85 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x115 h1b y7c7 ff3 fsb fc0 sc0 ls0 ws0">-224</div><div class="c x8c y9a2 w22 h1e"><div class="t m0 x0 h1b y85 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x3e h1b y7c7 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x116 y9a2 w23 h1e"><div class="t m0 x0 h1b y85 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x38 h1b y7c7 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c xde y9a2 w27 h1e"><div class="t m0 x0 h1b y85 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x138 h1b y7c7 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x133 y9a2 w23 h1e"><div class="t m0 x0 h1b y85 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x4b h1b y7c7 ff3 fsb fc0 sc0 ls0 ws0">990</div><div class="c x47 y9a2 w22 h1e"><div class="t m0 x0 h1b y85 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y20f ff3 fsb fc0 sc0 ls0 ws0">Rez<span class="_ _17"></span>erwy na świadczenia p<span class="_ _2"></span>raco<span class="_ _17"></span>w<span class="_ _5"></span>nicze<span class="_ _17"></span> <span class="_ _72"> </span>6</div><div class="c x1c y7f8 w22 h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x32 h1b y20f ff3 fsb fc0 sc0 ls0 ws0">2</div><div class="c x8c y7f8 w22 h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x3e h1b y20f ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x116 y7f8 w23 h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x38 h1b y20f ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c xde y7f8 w27 h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x138 h1b y20f ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x133 y7f8 w23 h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x179 h1b y20f ff3 fsb fc0 sc0 ls0 ws0">8</div><div class="c x47 y7f8 w22 h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y823 ff3 fsb fc0 sc0 ls0 ws0">Pozosta<span class="_ _17"></span>ł<span class="_ _5"></span>e re<span class="_ _17"></span>zerwy <span class="_ _1eb"> </span>578</div><div class="c x1c y9a3 w22 h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xe3 h1b y823 ff3 fsb fc0 sc0 ls0 ws0">2 241</div><div class="c x8c y9a3 w22 h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x3e h1b y823 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x116 y9a3 w23 h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x38 h1b y823 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c xde y9a3 w27 h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x138 h1b y823 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x133 y9a3 w23 h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x146 h1b y823 ff3 fsb fc0 sc0 ls0 ws0">2 819</div><div class="c x47 y9a3 w22 h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y2fc ff3 fsb fc0 sc0 ls0 ws0">Pozosta<span class="_ _17"></span>ł<span class="_ _5"></span>e tytuły będą<span class="_ _17"></span>c<span class="_ _5"></span>e podsta<span class="_ _17"></span>wą utworzeni<span class="_ _17"></span>a akty-</div><div class="t m0 x6 h1b y9a4 ff3 fsb fc0 sc0 ls0 ws0">wów na odr<span class="_ _17"></span>oczony pod<span class="_ _17"></span>at<span class="_ _5"></span>ek <span class="_ _2b"> </span>252</div><div class="c x1c y7fd w22 h1e"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x8b h1b y9a4 ff3 fsb fc0 sc0 ls0 ws0">24</div><div class="c x8c y7fd w22 h1e"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x3e h1b y9a4 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x116 y7fd w23 h1e"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x38 h1b y9a4 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c xde y7fd w27 h1e"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x138 h1b y9a4 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x133 y7fd w23 h1e"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x4b h1b y9a4 ff3 fsb fc0 sc0 ls0 ws0">276</div><div class="c x47 y7fd w22 h1e"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1d y109 ff4 fsb fc0 sc0 ls0 ws0">Aktywa z tytułu<span class="_ _2"></span> podatku<span class="_ _17"></span> odroczonego<span class="_ _17"></span> <span class="_ _1e8"> </span>2 060</div><div class="c x1c y7ff w22 h1e"><div class="t m0 x0 h1d y8d ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xe3 h1d y109 ff4 fsb fc0 sc0 ls0 ws0">2 034</div><div class="c x8c y7ff w22 h1e"><div class="t m0 x0 h1d y8d ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x3e h1d y109 ff4 fsb fc0 sc0 ls0 ws0">0</div><div class="c x116 y7ff w23 h1e"><div class="t m0 x0 h1d y8d ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x38 h1d y109 ff4 fsb fc0 sc0 ls0 ws0">0</div><div class="c xde y7ff w27 h1e"><div class="t m0 x0 h1d y8d ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x138 h1d y109 ff4 fsb fc0 sc0 ls0 ws0">0</div><div class="c x133 y7ff w23 h1e"><div class="t m0 x0 h1d y8d ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x48 h1d y109 ff4 fsb fc0 sc0 ls0 ws0">4 094</div><div class="c x47 y7ff w22 h1e"><div class="t m0 x0 h1d y8d ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x1 h28 y9a5 ff4 fsc fc2 sc0 ls0 ws0">18.4. Reze<span class="_ _17"></span>rwy z tytułu odr<span class="_ _17"></span>oczonego poda<span class="_ _2"></span>tk<span class="_ _17"></span>u dochodowego w okr<span class="_ _17"></span>esie </div><div class="t m0 x1 h28 y9a6 ff4 fsc fc2 sc0 ls0 ws0">spra<span class="_ _17"></span>wozda<span class="_ _7"></span>wczym </div><div class="t m0 x6 h1d y276 ff4 fsb fc0 sc0 ls0 ws0">Opis </div><div class="t m0 x121 h1d y9a7 ff4 fsb fc0 sc0 ls0 ws0">Saldo na </div><div class="t m0 x17d h1d y796 ff4 fsb fc0 sc0 ls0 ws0">początek </div><div class="t m0 x122 h1d y276 ff4 fsb fc0 sc0 ls0 ws0">okresu</div><div class="c x1c y277 w2d h1e"><div class="t m0 x0 h1d y92 ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x12d h1d y796 ff4 fsb fc0 sc0 ls0 ws0">Wynik fi-</div><div class="t m0 x19b h1d y276 ff4 fsb fc0 sc0 ls0 ws0">nansowy</div><div class="c x8c y277 w2d h1e"><div class="t m0 x0 h1d y92 ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x24 h1d y9a7 ff4 fsb fc0 sc0 ls0 ws0">Inne </div><div class="t m0 x3d h1d y796 ff4 fsb fc0 sc0 ls0 ws0">dochody </div><div class="t m0 x156 h1d y276 ff4 fsb fc0 sc0 ls0 ws0">całk<span class="_ _17"></span>owite</div><div class="c x116 y277 w24 h1e"><div class="t m0 x0 h1d y92 ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x19c h1d y9a7 ff4 fsb fc0 sc0 ls0 ws0">Rozlicze<span class="_ _2"></span>-</div><div class="t m0 x63 h1d y796 ff4 fsb fc0 sc0 ls0 ws0">nie połą-</div><div class="t m0 x83 h1d y276 ff4 fsb fc0 sc0 ls0 ws0">czenia</div><div class="c xde y277 w24 h1e"><div class="t m0 x0 h1d y92 ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x132 h1d y796 ff4 fsb fc0 sc0 ls0 ws0">Inne </div><div class="t m0 xa3 h1d y276 ff4 fsb fc0 sc0 ls0 ws0">zmiany</div><div class="c x133 y277 w22 h1e"><div class="t m0 x0 h1d y92 ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6d h1d y276 ff4 fsb fc0 sc0 ls0 ws0">Razem</div><div class="c x47 y277 w22 h1e"><div class="t m0 x0 h1d y92 ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y311 ff3 fsb fc0 sc0 ls0 ws0">Przesza<span class="_ _17"></span>cowanie aktywów<span class="_ _17"></span> f<span class="_ _5"></span>inanso<span class="_ _17"></span>w<span class="_ _5"></span>ych (ró<span class="_ _2"></span>żnica do-</div><div class="t m0 x6 h1b y9a8 ff3 fsb fc0 sc0 ls0 ws0">datnia) <span class="_ _1ec"> </span>9 465</div><div class="c x1c y9a9 w2d h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x80 h1b y9a8 ff3 fsb fc0 sc0 ls0 ws0">-7</div><div class="c x8c y9a9 w2d h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x137 h1b y9a8 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x116 y9a9 w24 h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x38 h1b y9a8 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c xde y9a9 w24 h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x138 h1b y9a8 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x133 y9a9 w22 h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x146 h1b y9a8 ff3 fsb fc0 sc0 ls0 ws0">9 458</div><div class="c x47 y9a9 w22 h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y9aa ff3 fsb fc0 sc0 ls0 ws0">Amortyz<span class="_ _17"></span>owane aktywa trwałe<span class="_ _2"></span> <span class="_ _1ed"> </span>164</div><div class="c x1c y9ab w2d h1e"><div class="t m0 x0 h1b y8a ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xfc h1b y9aa ff3 fsb fc0 sc0 ls0 ws0">649</div><div class="c x8c y9ab w2d h1e"><div class="t m0 x0 h1b y8a ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x137 h1b y9aa ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x116 y9ab w24 h1e"><div class="t m0 x0 h1b y8a ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x38 h1b y9aa ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c xde y9ab w24 h1e"><div class="t m0 x0 h1b y8a ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x138 h1b y9aa ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x133 y9ab w22 h1e"><div class="t m0 x0 h1b y8a ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x4b h1b y9aa ff3 fsb fc0 sc0 ls0 ws0">812</div><div class="c x47 y9ab w22 h1e"><div class="t m0 x0 h1b y8a ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y9ac ff3 fsb fc0 sc0 ls0 ws0">Należności <span class="_ _2"></span>z tytułu dosta<span class="_ _17"></span>w i usług <span class="_ _5b"> </span>1 765</div><div class="c x1c y54f w2d h26"><div class="t m0 x0 h1b y9ad ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x8 h1b y9ac ff3 fsb fc0 sc0 ls0 ws0">-1 026</div><div class="c x8c y54f w2d h26"><div class="t m0 x0 h1b y9ad ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x137 h1b y9ac ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x116 y54f w24 h26"><div class="t m0 x0 h1b y9ad ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x38 h1b y9ac ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c xde y54f w24 h26"><div class="t m0 x0 h1b y9ad ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x138 h1b y9ac ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x133 y54f w22 h26"><div class="t m0 x0 h1b y9ad ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x4b h1b y9ac ff3 fsb fc0 sc0 ls0 ws0">739</div><div class="c x47 y54f w22 h26"><div class="t m0 x0 h1b y9ad ff3 fsb fc0 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf49" class="pf w0 h0" ><div class="pc pc49 w0 h0"><img class="bi x11 y38c wc h3b" alt="" 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"/><div class="t m0 x1 h2 y1 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h3 y53 ff1 fs0 fc1 sc0 ls0 ws0">Jednostkowe sprawozdanie ﬁnansowe Dekpol S.A.<span class="ff2"> <span class="_ _14"> </span> <span class="_ _4f"> </span><span class="ff3 fc0">za okres od 01.01.2023 do 31.12.2023</span></span></div><div class="t m0 x3c h4 y54 ff3 fs1 fc0 sc0 ls0 ws0"> <span class="_ _3"></span> <span class="_ _4"> </span> <span class="_ _4"> </span> </div><div class="t m0 xb4 h3 y53 ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="c x54 y5fa w2e h6"><div class="t m0 x0 h5 y5fb ff1 fs2 fc0 sc0 ls0 ws0">73</div></div><div class="t m0 x13 h18 y56 ff1 fs9 fc6 sc0 ls0 ws0">Wprowadzenie </div><div class="t m0 x15 h18 y59 ff1 fs9 fc6 sc0 ls0 ws0">Sprawozdanie  </div><div class="t m0 x15 h18 y5a ff1 fs9 fc6 sc0 ls0 ws0">z sytuacji </div><div class="t m0 x15 h18 y5b ff1 fs9 fc6 sc0 ls0 ws0">ﬁnansowej </div><div class="t m0 x17 h18 y5f ff1 fs9 fc6 sc0 ls0 ws0">Sprawozdanie  </div><div class="t m0 x17 h18 y60 ff1 fs9 fc6 sc0 ls0 ws0">z przepływów </div><div class="t m0 x17 h18 y61 ff1 fs9 fc6 sc0 ls0 ws0">pieniężnych </div><div class="t m0 x18 h18 y5c ff1 fs9 fc6 sc0 ls0 ws0">Sprawozdanie  </div><div class="t m0 x18 h18 y5d ff1 fs9 fc6 sc0 ls0 ws0">ze zmian w kapitale </div><div class="t m0 x18 h18 y5e ff1 fs9 fc6 sc0 ls0 ws0">własnym </div><div class="t m0 x19 h16 y62 ff4 fs9 fc5 sc0 ls0 ws0">Dodatkowe  </div><div class="t m0 x19 h16 y63 ff4 fs9 fc5 sc0 ls0 ws0">noty  </div><div class="t m0 x19 h16 y64 ff4 fs9 fc5 sc0 ls0 ws0">objaśniające </div><div class="t m0 x16 h18 y5c ff1 fs9 fc6 sc0 ls0 ws0">Sprawozdanie  </div><div class="t m0 x16 h18 y5d ff1 fs9 fc6 sc0 ls0 ws0">z całkowitych  </div><div class="t m0 x16 h18 y5e ff1 fs9 fc6 sc0 ls0 ws0">dochodów </div><div class="t m0 x6 h1b y474 ff3 fsb fc0 sc0 ls0 ws0">K<span class="_ _2"></span>ontrakty bud<span class="_ _17"></span>owlane <span class="_ _1eb"> </span>0</div><div class="c x1c y475 w2d h1e"><div class="t m0 x0 h1b y3cb ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x19d h1b y474 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x8c y475 w2d h1e"><div class="t m0 x0 h1b y3cb ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x137 h1b y474 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x116 y475 w24 h1e"><div class="t m0 x0 h1b y3cb ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x38 h1b y474 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c xde y475 w24 h1e"><div class="t m0 x0 h1b y3cb ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x138 h1b y474 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x133 y475 w22 h1e"><div class="t m0 x0 h1b y3cb ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x179 h1b y474 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x47 y475 w22 h1e"><div class="t m0 x0 h1b y3cb ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y476 ff3 fsb fc0 sc0 ls0 ws0">Wycen<span class="_ _2"></span>a zobo<span class="_ _17"></span>w<span class="_ _5"></span>iązań <span class="_ _17"></span>w s<span class="_ _5"></span>k<span class="_ _17"></span>orygow<span class="_ _17"></span>anej cenie nabycia <span class="_ _1b0"> </span>465</div><div class="c x1c y477 w2d h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x8b h1b y476 ff3 fsb fc0 sc0 ls0 ws0">12</div><div class="c x8c y477 w2d h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x137 h1b y476 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x116 y477 w24 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x38 h1b y476 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c xde y477 w24 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x138 h1b y476 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x133 y477 w22 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x4b h1b y476 ff3 fsb fc0 sc0 ls0 ws0">477</div><div class="c x47 y477 w22 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y9ae ff3 fsb fc0 sc0 ls0 ws0">Podatek odroc<span class="_ _17"></span>zony od wyce<span class="_ _17"></span>ny nieruchomośc<span class="_ _2"></span>i inwe<span class="_ _17"></span>-</div><div class="t m0 x6 h1b y9af ff3 fsb fc0 sc0 ls0 ws0">stycyjnej<span class="_ _17"></span> <span class="_ _11a"> </span>2 633</div><div class="c x1c y9b0 w2d h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x13e h1b y9af ff3 fsb fc0 sc0 ls0 ws0">-69</div><div class="c x8c y9b0 w2d h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x137 h1b y9af ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x116 y9b0 w24 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x38 h1b y9af ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c xde y9b0 w24 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x138 h1b y9af ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x133 y9b0 w22 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x146 h1b y9af ff3 fsb fc0 sc0 ls0 ws0">2 564</div><div class="c x47 y9b0 w22 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y6b ff3 fsb fc0 sc0 ls0 ws0">Pozosta<span class="_ _17"></span>ł<span class="_ _5"></span>e tytuły będą<span class="_ _17"></span>c<span class="_ _5"></span>e podsta<span class="_ _17"></span>wą utworzeni<span class="_ _17"></span>a rezerwy </div><div class="t m0 x6 h1b y68 ff3 fsb fc0 sc0 ls0 ws0">na odroczo<span class="_ _17"></span>ny podatek <span class="_ _1ee"> </span>798</div><div class="c x1c y71e w2d h20"><div class="t m0 x0 h1b y72 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xfc h1b y68 ff3 fsb fc0 sc0 ls0 ws0">132</div><div class="c x8c y71e w2d h20"><div class="t m0 x0 h1b y72 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x137 h1b y68 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x116 y71e w24 h20"><div class="t m0 x0 h1b y72 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x38 h1b y68 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c xde y71e w24 h20"><div class="t m0 x0 h1b y72 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x138 h1b y68 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x133 y71e w22 h20"><div class="t m0 x0 h1b y72 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x4b h1b y68 ff3 fsb fc0 sc0 ls0 ws0">930</div><div class="c x47 y71e w22 h20"><div class="t m0 x0 h1b y72 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1d y9b1 ff4 fsb fc0 sc0 ls0 ws0">Rezerw<span class="_ _17"></span>a z tytułu podatk<span class="_ _17"></span>u odroczo<span class="_ _17"></span>n<span class="_ _5"></span>ego <span class="_ _1ef"> </span>15 290</div><div class="c x1c y784 w2d h23"><div class="t m0 x0 h1d y72 ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x5e h1d y9b1 ff4 fsb fc0 sc0 ls0 ws0">-309</div><div class="c x8c y784 w2d h23"><div class="t m0 x0 h1d y72 ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x137 h1d y9b1 ff4 fsb fc0 sc0 ls0 ws0">0</div><div class="c x116 y784 w24 h23"><div class="t m0 x0 h1d y72 ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x38 h1d y9b1 ff4 fsb fc0 sc0 ls0 ws0">0</div><div class="c xde y784 w24 h23"><div class="t m0 x0 h1d y72 ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x138 h1d y9b1 ff4 fsb fc0 sc0 ls0 ws0">0</div><div class="c x133 y784 w22 h23"><div class="t m0 x0 h1d y72 ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x49 h1d y9b1 ff4 fsb fc0 sc0 ls0 ws0">14 981</div><div class="c x47 y784 w22 h23"><div class="t m0 x0 h1d y72 ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x1 h28 y9b2 ff4 fsc fc2 sc0 ls0 ws0">18.5. Reze<span class="_ _17"></span>rwy z tytułu odr<span class="_ _17"></span>oczonego poda<span class="_ _2"></span>tk<span class="_ _17"></span>u dochodowego w popr<span class="_ _17"></span>zed-</div><div class="t m0 x1 h28 y9b3 ff4 fsc fc2 sc0 ls0 ws0">nim okre<span class="_ _17"></span>s<span class="_ _5"></span>ie spra<span class="_ _7"></span>wozda<span class="_ _7"></span>wc<span class="_ _5"></span>zym<span class="_ _2"></span> </div><div class="t m0 x6 h1d y9b4 ff4 fsb fc0 sc0 ls0 ws0">Opis </div><div class="t m0 x121 h1d y9b5 ff4 fsb fc0 sc0 ls0 ws0">Saldo na </div><div class="t m0 x17d h1d y3e1 ff4 fsb fc0 sc0 ls0 ws0">początek </div><div class="t m0 x122 h1d y9b4 ff4 fsb fc0 sc0 ls0 ws0">okresu</div><div class="c x1c y1dc w24 h1e"><div class="t m0 x0 h1d y72 ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x12d h1d y3e1 ff4 fsb fc0 sc0 ls0 ws0">Wynik fi-</div><div class="t m0 x19b h1d y9b4 ff4 fsb fc0 sc0 ls0 ws0">nansowy</div><div class="c x8c y1dc w24 h1e"><div class="t m0 x0 h3c y72 ff5 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x2 h1d y9b5 ff4 fsb fc0 sc0 ls0 ws0">Inne </div><div class="t m0 x3d h1d y3e1 ff4 fsb fc0 sc0 ls0 ws0">dochody </div><div class="t m0 x126 h1d y9b4 ff4 fsb fc0 sc0 ls0 ws0">całk<span class="_ _17"></span>owite</div><div class="c x116 y1dc w2d h1e"><div class="t m0 x0 h1d y72 ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x19c h1d y9b5 ff4 fsb fc0 sc0 ls0 ws0">Rozlicze<span class="_ _2"></span>-</div><div class="t m0 x63 h1d y3e1 ff4 fsb fc0 sc0 ls0 ws0">nie połą-</div><div class="t m0 x83 h1d y9b4 ff4 fsb fc0 sc0 ls0 ws0">czenia</div><div class="c xde y1dc w24 h1e"><div class="t m0 x0 h1d y72 ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x132 h1d y3e1 ff4 fsb fc0 sc0 ls0 ws0">Inne </div><div class="t m0 xa3 h1d y9b4 ff4 fsb fc0 sc0 ls0 ws0">zmiany</div><div class="c x133 y1dc w24 h1e"><div class="t m0 x0 h1d y72 ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6d h1d y9b4 ff4 fsb fc0 sc0 ls0 ws0">Razem</div><div class="c x47 y1dc w24 h1e"><div class="t m0 x0 h1d y72 ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y867 ff3 fsb fc0 sc0 ls0 ws0">Przesza<span class="_ _17"></span>cowanie aktywów<span class="_ _17"></span> f<span class="_ _5"></span>inanso<span class="_ _17"></span>w<span class="_ _5"></span>ych (ró<span class="_ _2"></span>żnica do-</div><div class="t m0 x6 h1b y9b6 ff3 fsb fc0 sc0 ls0 ws0">datnia) <span class="_ _1ec"> </span>9 4<span class="_ _2"></span>58</div><div class="c x1c y9b7 w24 h1e"><div class="t m0 x0 h1b y85 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x32 h1b y9b6 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x8c y9b7 w24 h1e"><div class="t m0 x0 h1b y85 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x137 h1b y9b6 ff3 fsb fc0 sc0 ls0 ws0">7</div><div class="c x116 y9b7 w2d h1e"><div class="t m0 x0 h1b y85 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x38 h1b y9b6 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c xde y9b7 w24 h1e"><div class="t m0 x0 h1b y85 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x138 h1b y9b6 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x133 y9b7 w24 h1e"><div class="t m0 x0 h1b y85 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x146 h1b y9b6 ff3 fsb fc0 sc0 ls0 ws0">9 465</div><div class="c x47 y9b7 w24 h1e"><div class="t m0 x0 h1b y85 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y9b8 ff3 fsb fc0 sc0 ls0 ws0">Amortyz<span class="_ _17"></span>owane aktywa trwałe<span class="_ _2"></span> <span class="_ _1ed"> </span>15<span class="_ _17"></span>3</div><div class="c x1c y9b9 w24 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x8b h1b y9b8 ff3 fsb fc0 sc0 ls0 ws0">11</div><div class="c x8c y9b9 w24 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x137 h1b y9b8 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x116 y9b9 w2d h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x38 h1b y9b8 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c xde y9b9 w24 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x138 h1b y9b8 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x133 y9b9 w24 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x4b h1b y9b8 ff3 fsb fc0 sc0 ls0 ws0">164</div><div class="c x47 y9b9 w24 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y9ba ff3 fsb fc0 sc0 ls0 ws0">Należności <span class="_ _2"></span>z tytułu dosta<span class="_ _17"></span>w i usług <span class="_ _1ae"> </span>463</div><div class="c x1c y9bb w24 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xe3 h1b y9ba ff3 fsb fc0 sc0 ls0 ws0">1 302</div><div class="c x8c y9bb w24 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x137 h1b y9ba ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x116 y9bb w2d h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x38 h1b y9ba ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c xde y9bb w24 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x138 h1b y9ba ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x133 y9bb w24 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x146 h1b y9ba ff3 fsb fc0 sc0 ls0 ws0">1 765</div><div class="c x47 y9bb w24 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y204 ff3 fsb fc0 sc0 ls0 ws0">K<span class="_ _2"></span>ontrakty bud<span class="_ _17"></span>owlane <span class="_ _1f0"> </span>0</div><div class="c x1c y726 w24 h1e"><div class="t m0 x0 h1b y72 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x32 h1b y204 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x8c y726 w24 h1e"><div class="t m0 x0 h1b y72 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x137 h1b y204 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x116 y726 w2d h1e"><div class="t m0 x0 h1b y72 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x38 h1b y204 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c xde y726 w24 h1e"><div class="t m0 x0 h1b y72 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x138 h1b y204 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x133 y726 w24 h1e"><div class="t m0 x0 h1b y72 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x179 h1b y204 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x47 y726 w24 h1e"><div class="t m0 x0 h1b y72 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y3a6 ff3 fsb fc0 sc0 ls0 ws0">Wycen<span class="_ _2"></span>a zobo<span class="_ _17"></span>w<span class="_ _5"></span>iązań <span class="_ _17"></span>w s<span class="_ _5"></span>k<span class="_ _17"></span>orygow<span class="_ _17"></span>anej cenie nabycia <span class="_ _1f1"> </span>496</div><div class="c x1c y3a7 w24 h21"><div class="t m0 x0 h1b y8a ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x13e h1b y3a6 ff3 fsb fc0 sc0 ls0 ws0">-31</div><div class="c x8c y3a7 w24 h21"><div class="t m0 x0 h1b y8a ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x137 h1b y3a6 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x116 y3a7 w2d h21"><div class="t m0 x0 h1b y8a ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x38 h1b y3a6 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c xde y3a7 w24 h21"><div class="t m0 x0 h1b y8a ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x138 h1b y3a6 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x133 y3a7 w24 h21"><div class="t m0 x0 h1b y8a ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x4b h1b y3a6 ff3 fsb fc0 sc0 ls0 ws0">465</div><div class="c x47 y3a7 w24 h21"><div class="t m0 x0 h1b y8a ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y3a8 ff3 fsb fc0 sc0 ls0 ws0">Podatek odroc<span class="_ _17"></span>zony od wyce<span class="_ _17"></span>ny nieruchomośc<span class="_ _2"></span>i inwe<span class="_ _17"></span>-</div><div class="t m0 x6 h1b y3a9 ff3 fsb fc0 sc0 ls0 ws0">stycyjnej<span class="_ _17"></span> <span class="_ _1f2"> </span>2 496</div><div class="c x1c y2f2 w24 h1e"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xfc h1b y3a9 ff3 fsb fc0 sc0 ls0 ws0">138</div><div class="c x8c y2f2 w24 h1e"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x137 h1b y3a9 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x116 y2f2 w2d h1e"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x38 h1b y3a9 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c xde y2f2 w24 h1e"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x138 h1b y3a9 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x133 y2f2 w24 h1e"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x146 h1b y3a9 ff3 fsb fc0 sc0 ls0 ws0">2 633</div><div class="c x47 y2f2 w24 h1e"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y9bc ff3 fsb fc0 sc0 ls0 ws0">Pozosta<span class="_ _17"></span>ł<span class="_ _5"></span>e tytuły będą<span class="_ _17"></span>c<span class="_ _5"></span>e podsta<span class="_ _17"></span>wą utworzeni<span class="_ _17"></span>a rezerwy </div><div class="t m0 x6 h1b y246 ff3 fsb fc0 sc0 ls0 ws0">na odroczo<span class="_ _17"></span>ny podatek <span class="_ _1e5"> </span>926</div><div class="c x1c y493 w24 h1e"><div class="t m0 x0 h1b y8a ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x5e h1b y246 ff3 fsb fc0 sc0 ls0 ws0">-128</div><div class="c x8c y493 w24 h1e"><div class="t m0 x0 h1b y8a ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x137 h1b y246 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x116 y493 w2d h1e"><div class="t m0 x0 h1b y8a ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x38 h1b y246 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c xde y493 w24 h1e"><div class="t m0 x0 h1b y8a ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x138 h1b y246 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x133 y493 w24 h1e"><div class="t m0 x0 h1b y8a ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x4b h1b y246 ff3 fsb fc0 sc0 ls0 ws0">798</div><div class="c x47 y493 w24 h1e"><div class="t m0 x0 h1b y8a ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1d y9bd ff4 fsb fc0 sc0 ls0 ws0">Rezerw<span class="_ _17"></span>a z tytułu podatk<span class="_ _17"></span>u odroczo<span class="_ _17"></span>n<span class="_ _5"></span>ego <span class="_ _1ef"> </span>13<span class="_ _17"></span> <span class="_ _5"></span>992</div><div class="c x1c y9be w24 h26"><div class="t m0 x0 h1d y8d ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x16b h1d y9bd ff4 fsb fc0 sc0 ls0 ws0">1 291</div><div class="c x8c y9be w24 h26"><div class="t m0 x0 h1d y8d ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x137 h1d y9bd ff4 fsb fc0 sc0 ls0 ws0">7</div><div class="c x116 y9be w2d h26"><div class="t m0 x0 h1d y8d ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x38 h1d y9bd ff4 fsb fc0 sc0 ls0 ws0">0</div><div class="c xde y9be w24 h26"><div class="t m0 x0 h1d y8d ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x138 h1d y9bd ff4 fsb fc0 sc0 ls0 ws0">0</div><div class="c x133 y9be w24 h26"><div class="t m0 x0 h1d y8d ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x49 h1d y9bd ff4 fsb fc0 sc0 ls0 ws0">15 290</div><div class="c x47 y9be w24 h26"><div class="t m0 x0 h1d y8d ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x1 h12 y9bf ff4 fs7 fc4 sc0 ls0 ws0">19. <span class="_ _55"></span>In<span class="_ _5"></span>strumenty ﬁnansowe<span class="_ _5"></span> <span class="_ _52"> </span> </div><div class="t m0 x1 h28 y6ab ff4 fsc fc2 sc0 ls0 ws0">19.1. Instrumenty ﬁnan<span class="_ _17"></span>sowe – aktywa<span class="_ _17"></span> </div><div class="t m0 x6 h1d y9c0 ff4 fsb fc0 sc0 ls0 ws0">Opis <span class="_ _f5"> </span>31.12.202<span class="_ _17"></span>3</div><div class="c x64 y3d w24 h1e"><div class="t m0 x0 h1d y8a ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x22 h1d y9c0 ff4 fsb fc0 sc0 ls0 ws0">31.12.2022</div><div class="c x47 y3d w22 h1e"><div class="t m0 x0 h1d y8a ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y9c1 ff3 fsb fc0 sc0 ls0 ws0">Aktywa finansow<span class="_ _17"></span>e wyceniane w wartości g<span class="_ _17"></span>odzi<span class="_ _5"></span>wej prz<span class="_ _17"></span>ez wynik finanso<span class="_ _17"></span>wy <span class="_ _118"> </span>0</div><div class="c x64 y9c2 w24 h1e"><div class="t m0 x0 h1b y85 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x179 h1b y9c1 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x47 y9c2 w22 h1e"><div class="t m0 x0 h1b y85 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y9c3 ff3 fsb fc0 sc0 ls0 ws0">Jednostki ucze<span class="_ _17"></span>stnictwa w FIO <span class="_ _a0"> </span>0</div><div class="c x64 y9c4 w24 h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x179 h1b y9c3 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x47 y9c4 w22 h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b ya2 ff3 fsb fc0 sc0 ls0 ws0">Inwesty<span class="_ _17"></span>cj<span class="_ _5"></span>e k<span class="_ _2"></span>apitałow<span class="_ _17"></span>e <span class="_ _1a6"> </span>0</div><div class="c x64 y9c5 w24 h1e"><div class="t m0 x0 h1b y85 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x179 h1b ya2 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x47 y9c5 w22 h1e"><div class="t m0 x0 h1b y85 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y2af ff3 fsb fc0 sc0 ls0 ws0">Aktywa finansow<span class="_ _17"></span>e wyceniane w wartości g<span class="_ _17"></span>odzi<span class="_ _5"></span>wej prz<span class="_ _17"></span>ez inne całk<span class="_ _17"></span>owite dochody<span class="_ _17"></span> <span class="_ _1f3"> </span>0</div><div class="c x64 y9c6 w24 h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x179 h1b y2af ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x47 y9c6 w22 h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y9c7 ff3 fsb fc0 sc0 ls0 ws0">Instrumenty finanso<span class="_ _17"></span>we zabezp<span class="_ _2"></span>ieczające <span class="_ _15c"> </span>453</div><div class="c x64 y9c8 w24 h1e"><div class="t m0 x0 h1b y85 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x146 h1b y9c7 ff3 fsb fc0 sc0 ls0 ws0">2 923</div><div class="c x47 y9c8 w22 h1e"><div class="t m0 x0 h1b y85 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y1f2 ff3 fsb fc0 sc0 ls0 ws0">Aktywa finansow<span class="_ _17"></span>e wyłączone z za<span class="_ _17"></span>kresu klasyfik<span class="_ _17"></span>acji MSSF 9 <span class="_ _1ee"> </span>232 704</div><div class="c x64 y9c9 w24 h26"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x46 h1b y1f2 ff3 fsb fc0 sc0 ls0 ws0">232 694</div><div class="c x47 y9c9 w22 h26"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y2de ff3 fsb fc0 sc0 ls0 ws0">Ak<span class="_ _17"></span>cje i udziały w jednostk<span class="_ _17"></span>ach zale<span class="_ _2"></span>żnych <span class="_ _1f4"> </span>232 688</div><div class="c x64 y9ca w24 h26"><div class="t m0 x0 h1b y8a ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x46 h1b y2de ff3 fsb fc0 sc0 ls0 ws0">232 678</div><div class="c x47 y9ca w22 h26"><div class="t m0 x0 h1b y8a ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y9cb ff3 fsb fc0 sc0 ls0 ws0">Ak<span class="_ _17"></span>cje i udziały w jednostk<span class="_ _17"></span>ach stowarzysz<span class="_ _2"></span>on<span class="_ _2"></span>ych i współk<span class="_ _17"></span>ontrol<span class="_ _17"></span>owanych <span class="_ _64"> </span>16</div><div class="c x64 y9cc w24 h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x4a h1b y9cb ff3 fsb fc0 sc0 ls0 ws0">16</div><div class="c x47 y9cc w22 h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y6dc ff3 fsb fc0 sc0 ls0 ws0">Aktywa finansow<span class="_ _17"></span>e wyceniane w z<span class="_ _17"></span>am<span class="_ _5"></span>ortyz<span class="_ _17"></span>owanym k<span class="_ _17"></span>oszcie<span class="_ _17"></span> <span class="_ _ee"> </span>225 348</div><div class="c x64 y9cd w24 h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x46 h1b y6dc ff3 fsb fc0 sc0 ls0 ws0">307 330</div><div class="c x47 y9cd w22 h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y9ce ff3 fsb fc0 sc0 ls0 ws0">Środki pienię<span class="_ _17"></span>żne i ich ekwiwalenty <span class="_ _1f5"> </span>55 979</div><div class="c x64 y9cf w24 h23"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x49 h1b y9ce ff3 fsb fc0 sc0 ls0 ws0">19 548</div><div class="c x47 y9cf w22 h23"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y9d0 ff3 fsb fc0 sc0 ls0 ws0">Należności <span class="_ _2"></span>handlowe o<span class="_ _2"></span>raz inne na<span class="_ _17"></span>l<span class="_ _5"></span>eżnoś<span class="_ _2"></span>ci <span class="_ _c3"> </span>24 699</div><div class="c x64 y9d1 w24 h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x46 h1b y9d0 ff3 fsb fc0 sc0 ls0 ws0">126 637</div><div class="c x47 y9d1 w22 h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf4a" class="pf w0 h0" ><div class="pc pc4a w0 h0"><img class="bi x11 y73e wc h7d" alt="" 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"/><div class="t m0 x1 h2 y1 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h3 y53 ff1 fs0 fc1 sc0 ls0 ws0">Jednostkowe sprawozdanie ﬁnansowe Dekpol S.A.<span class="ff2"> <span class="_ _14"> </span> <span class="_ _4f"> </span><span class="ff3 fc0">za okres od 01.01.2023 do 31.12.2023</span></span></div><div class="t m0 x3c h4 y54 ff3 fs1 fc0 sc0 ls0 ws0"> <span class="_ _3"></span> <span class="_ _4"> </span> <span class="_ _4"> </span> </div><div class="t m0 xb4 h3 y53 ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="c x54 y5fa w2e h6"><div class="t m0 x0 h5 y5fb ff1 fs2 fc0 sc0 ls0 ws0">74</div></div><div class="t m0 x13 h18 y56 ff1 fs9 fc6 sc0 ls0 ws0">Wprowadzenie </div><div class="t m0 x15 h18 y59 ff1 fs9 fc6 sc0 ls0 ws0">Sprawozdanie  </div><div class="t m0 x15 h18 y5a ff1 fs9 fc6 sc0 ls0 ws0">z sytuacji </div><div class="t m0 x15 h18 y5b ff1 fs9 fc6 sc0 ls0 ws0">ﬁnansowej </div><div class="t m0 x17 h18 y5f ff1 fs9 fc6 sc0 ls0 ws0">Sprawozdanie  </div><div class="t m0 x17 h18 y60 ff1 fs9 fc6 sc0 ls0 ws0">z przepływów </div><div class="t m0 x17 h18 y61 ff1 fs9 fc6 sc0 ls0 ws0">pieniężnych </div><div class="t m0 x18 h18 y5c ff1 fs9 fc6 sc0 ls0 ws0">Sprawozdanie  </div><div class="t m0 x18 h18 y5d ff1 fs9 fc6 sc0 ls0 ws0">ze zmian w kapitale </div><div class="t m0 x18 h18 y5e ff1 fs9 fc6 sc0 ls0 ws0">własnym </div><div class="t m0 x19 h16 y62 ff4 fs9 fc5 sc0 ls0 ws0">Dodatkowe  </div><div class="t m0 x19 h16 y63 ff4 fs9 fc5 sc0 ls0 ws0">noty  </div><div class="t m0 x19 h16 y64 ff4 fs9 fc5 sc0 ls0 ws0">objaśniające </div><div class="t m0 x16 h18 y5c ff1 fs9 fc6 sc0 ls0 ws0">Sprawozdanie  </div><div class="t m0 x16 h18 y5d ff1 fs9 fc6 sc0 ls0 ws0">z całkowitych  </div><div class="t m0 x16 h18 y5e ff1 fs9 fc6 sc0 ls0 ws0">dochodów </div><div class="t m0 x6 h1b y474 ff3 fsb fc0 sc0 ls0 ws0">Pożyczki <span class="_ _17"></span>i<span class="_ _5"></span> należno<span class="_ _17"></span>ś<span class="_ _5"></span>ci <span class="_ _9f"> </span>142 62<span class="_ _17"></span>2</div><div class="c x64 y475 w24 h1e"><div class="t m0 x0 h1b y3cb ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x46 h1b y474 ff3 fsb fc0 sc0 ls0 ws0">158 376</div><div class="c x47 y475 w22 h1e"><div class="t m0 x0 h1b y3cb ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y476 ff3 fsb fc0 sc0 ls0 ws0">Pozosta<span class="_ _17"></span>ł<span class="_ _5"></span>e aktywa fi<span class="_ _2"></span>nansowe<span class="_ _17"></span> <span class="_ _7f"> </span>2 046</div><div class="c x64 y477 w24 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x146 h1b y476 ff3 fsb fc0 sc0 ls0 ws0">2 770</div><div class="c x47 y477 w22 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1d y478 ff4 fsb fc0 sc0 ls0 ws0">Aktywa finanso<span class="_ _17"></span>we <span class="_ _1c0"> </span>458 504</div><div class="c x64 y3cf w24 h1e"><div class="t m0 x0 h1d y6c ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x46 h1d y478 ff4 fsb fc0 sc0 ls0 ws0">542 947</div><div class="c x47 y3cf w22 h1e"><div class="t m0 x0 h1d y6c ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x1 h28 y9d2 ff4 fsc fc2 sc0 ls0 ws0">19.2. Instrumenty ﬁnan<span class="_ _17"></span>sowe – z<span class="_ _17"></span>obowiązania </div><div class="t m0 x1 h12 y9d3 ff4 fs7 fc4 sc0 ls0 ws0">20. <span class="_ _55"></span>Ryzyk<span class="_ _17"></span>a in<span class="_ _5"></span>strumentów ﬁn<span class="_ _5"></span>ansowy<span class="_ _17"></span>ch </div><div class="t m0 x1 h28 y747 ff4 fsc fc2 sc0 ls0 ws0">20.1. Ek<span class="_ _17"></span>spozy<span class="_ _17"></span>cja na ryzyk<span class="_ _7"></span>o walutowe w <span class="_ _17"></span>okresie spra<span class="_ _17"></span>woz<span class="_ _17"></span>da<span class="_ _17"></span>wc<span class="_ _5"></span>zym  </div><div class="t m0 x1 h2b y9d4 ff2 fsa fc2 sc3 ls0 ws0">(kwoty <span class="_ _5"></span>w<span class="_ _5"></span> <span class="_ _5"></span>waluci<span class="_ _5"></span>e <span class="_ _5"></span>po <span class="_ _5"></span>prz<span class="_ _5"></span>e<span class="_ _5"></span>l<span class="_ _5"></span>iczeniu <span class="_ _5"></span>na PL<span class="_ _5"></span>N)<span class="_ _3c"> </span> </div><div class="t m0 x6 h1d y380 ff4 fsb fc0 sc0 ls0 ws0">Opis <span class="_ _162"> </span>PL<span class="_ _5"></span>N</div><div class="c xed y9d5 w30 h1e"><div class="t m0 x0 h1d y8d ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x26 h1d y380 ff4 fsb fc0 sc0 ls0 ws0">EUR</div><div class="c xd7 y9d5 w22 h1e"><div class="t m0 x0 h1d y8d ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x60 h1d y380 ff4 fsb fc0 sc0 ls0 ws0">Inne</div><div class="c xd y9d5 w27 h1e"><div class="t m0 x0 h1d y8d ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6d h1d y380 ff4 fsb fc0 sc0 ls0 ws0">Razem</div><div class="c x47 y9d5 w22 h1e"><div class="t m0 x0 h1d y8d ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y9d6 ff3 fsb fc0 sc0 ls0 ws0">Ak<span class="_ _17"></span>cje i udziały <span class="_ _1ec"> </span>232 694</div><div class="c xed y9d7 w30 h1e"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x17b h1b y9d6 ff3 fsb fc0 sc0 ls0 ws0">10</div><div class="c xd7 y9d7 w22 h1e"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xdb h1b y9d6 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c xd y9d7 w27 h1e"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x46 h1b y9d6 ff3 fsb fc0 sc0 ls0 ws0">232 704</div><div class="c x47 y9d7 w22 h1e"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y646 ff3 fsb fc0 sc0 ls0 ws0">Pożyczki <span class="_ _17"></span>u<span class="_ _5"></span>dzielone<span class="_ _2"></span> <span class="_ _15f"> </span>114 566</div><div class="c xed y9d8 w30 h1e"><div class="t m0 x0 h1b y85 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x2 h1b y646 ff3 fsb fc0 sc0 ls0 ws0">28 056</div><div class="c xd7 y9d8 w22 h1e"><div class="t m0 x0 h1b y85 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xdb h1b y646 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c xd y9d8 w27 h1e"><div class="t m0 x0 h1b y85 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x46 h1b y646 ff3 fsb fc0 sc0 ls0 ws0">142 622</div><div class="c x47 y9d8 w22 h1e"><div class="t m0 x0 h1b y85 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y648 ff3 fsb fc0 sc0 ls0 ws0">Należności <span class="_ _2"></span>handlowe o<span class="_ _2"></span>raz inne na<span class="_ _17"></span>l<span class="_ _5"></span>eżnoś<span class="_ _2"></span>ci <span class="_ _1f6"> </span>24 296</div><div class="c xed y9d9 w30 h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x144 h1b y648 ff3 fsb fc0 sc0 ls0 ws0">404</div><div class="c xd7 y9d9 w22 h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xdb h1b y648 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c xd y9d9 w27 h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x49 h1b y648 ff3 fsb fc0 sc0 ls0 ws0">24 699</div><div class="c x47 y9d9 w22 h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y9da ff3 fsb fc0 sc0 ls0 ws0">Środki pienię<span class="_ _17"></span>żne i ich ekwiwalenty <span class="_ _1f7"> </span>55 490</div><div class="c xed y667 w30 h1e"><div class="t m0 x0 h1b y85 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x144 h1b y9da ff3 fsb fc0 sc0 ls0 ws0">489</div><div class="c xd7 y667 w22 h1e"><div class="t m0 x0 h1b y85 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xdb h1b y9da ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c xd y667 w27 h1e"><div class="t m0 x0 h1b y85 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x49 h1b y9da ff3 fsb fc0 sc0 ls0 ws0">55 979</div><div class="c x47 y667 w22 h1e"><div class="t m0 x0 h1b y85 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y738 ff3 fsb fc0 sc0 ls0 ws0">Pochodne instru<span class="_ _17"></span>m<span class="_ _5"></span>enty finansow<span class="_ _17"></span>e <span class="_ _1f8"> </span>453</div><div class="c xed y739 w30 h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x175 h1b y738 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c xd7 y739 w22 h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xdb h1b y738 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c xd y739 w27 h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x4b h1b y738 ff3 fsb fc0 sc0 ls0 ws0">453</div><div class="c x47 y739 w22 h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y73a ff3 fsb fc0 sc0 ls0 ws0">Pozosta<span class="_ _17"></span>ł<span class="_ _5"></span>e aktywa fi<span class="_ _2"></span>nansowe<span class="_ _17"></span> <span class="_ _1e7"> </span>2 046</div><div class="c xed y73b w30 h1e"><div class="t m0 x0 h1b y85 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x175 h1b y73a ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c xd7 y73b w22 h1e"><div class="t m0 x0 h1b y85 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xdb h1b y73a ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c xd y73b w27 h1e"><div class="t m0 x0 h1b y85 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x146 h1b y73a ff3 fsb fc0 sc0 ls0 ws0">2 046</div><div class="c x47 y73b w22 h1e"><div class="t m0 x0 h1b y85 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1d y14b ff4 fsb fc0 sc0 ls0 ws0">Aktywa finanso<span class="_ _17"></span>we (+):   <span class="_ _1f9"> </span>429 545</div><div class="c xed yc4 w30 h1e"><div class="t m0 x0 h1d y92 ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x2 h1d y14b ff4 fsb fc0 sc0 ls0 ws0">28 960</div><div class="c xd7 yc4 w22 h1e"><div class="t m0 x0 h1d y92 ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xdb h1d y14b ff4 fsb fc0 sc0 ls0 ws0">0</div><div class="c xd yc4 w27 h1e"><div class="t m0 x0 h1d y92 ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x46 h1d y14b ff4 fsb fc0 sc0 ls0 ws0">458 504</div><div class="c x47 yc4 w22 h1e"><div class="t m0 x0 h1d y92 ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y54a ff3 fsb fc0 sc0 ls0 ws0">Kredyty<span class="_ _7"></span>, pożyczki, in<span class="_ _17"></span>ne instrumenty dłużne <span class="_ _1fa"> </span>155 204</div><div class="c xed y73c w30 h26"><div class="t m0 x0 h1b y8a ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x2 h1b y54a ff3 fsb fc0 sc0 ls0 ws0">43 083</div><div class="c xd7 y73c w22 h26"><div class="t m0 x0 h1b y8a ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xdb h1b y54a ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c xd y73c w27 h26"><div class="t m0 x0 h1b y8a ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x46 h1b y54a ff3 fsb fc0 sc0 ls0 ws0">198 287</div><div class="c x47 y73c w22 h26"><div class="t m0 x0 h1b y8a ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y9db ff3 fsb fc0 sc0 ls0 ws0">Leasing finans<span class="_ _17"></span>owy <span class="_ _a1"> </span>1 <span class="_ _5"></span>865</div><div class="c xed y9dc w30 h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x2a h1b y9db ff3 fsb fc0 sc0 ls0 ws0">1 746</div><div class="c xd7 y9dc w22 h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xdb h1b y9db ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c xd y9dc w27 h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x146 h1b y9db ff3 fsb fc0 sc0 ls0 ws0">3 611</div><div class="c x47 y9dc w22 h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y9dd ff3 fsb fc0 sc0 ls0 ws0">Zobow<span class="_ _17"></span>i<span class="_ _5"></span>ązania ha<span class="_ _2"></span>ndlowe o<span class="_ _2"></span>raz inne <span class="_ _6d"> </span>6 929</div><div class="c xed y2c0 w30 h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x144 h1b y9dd ff3 fsb fc0 sc0 ls0 ws0">479</div><div class="c xd7 y2c0 w22 h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xdb h1b y9dd ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c xd y2c0 w27 h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x146 h1b y9dd ff3 fsb fc0 sc0 ls0 ws0">7 408</div><div class="c x47 y2c0 w22 h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y82d ff3 fsb fc0 sc0 ls0 ws0">Pochodne instru<span class="_ _17"></span>m<span class="_ _5"></span>enty finansow<span class="_ _17"></span>e <span class="_ _81"> </span>1 112</div><div class="c xed y346 w30 h23"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x175 h1b y82d ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c xd7 y346 w22 h23"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xdb h1b y82d ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c xd y346 w27 h23"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x146 h1b y82d ff3 fsb fc0 sc0 ls0 ws0">1 112</div><div class="c x47 y346 w22 h23"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y21c ff3 fsb fc0 sc0 ls0 ws0">Pozosta<span class="_ _17"></span>ł<span class="_ _5"></span>e z<span class="_ _17"></span>obowiązania finansow<span class="_ _17"></span>e <span class="_ _1fb"> </span>0</div><div class="c xed y90b w30 h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x175 h1b y21c ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c xd7 y90b w22 h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xdb h1b y21c ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c xd y90b w27 h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x179 h1b y21c ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x47 y90b w22 h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1d y9de ff4 fsb fc0 sc0 ls0 ws0">Zobowiąza<span class="_ _17"></span>nia finansowe (-):<span class="_ _17"></span> <span class="_ _1fc"> </span>165 110</div><div class="c xed y9df w30 h1e"><div class="t m0 x0 h1d y85 ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x2 h1d y9de ff4 fsb fc0 sc0 ls0 ws0">45 308</div><div class="c xd7 y9df w22 h1e"><div class="t m0 x0 h1d y85 ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xdb h1d y9de ff4 fsb fc0 sc0 ls0 ws0">0</div><div class="c xd y9df w27 h1e"><div class="t m0 x0 h1d y85 ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xf9 h1d y9de ff4 fsb fc0 sc0 ls0 ws0">                    210 4<span class="_ _2"></span>18</div><div class="c x47 y9df w22 h1e"><div class="t m0 x0 h1d y85 ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1d y9e0 ff4 fsb fc0 sc0 ls0 ws0">Ek<span class="_ _17"></span>spozycja na ryzyk<span class="_ _7"></span>o <span class="_ _5"></span>walu<span class="_ _2"></span>towe raz<span class="_ _17"></span>em <span class="_ _1a4"> </span>264 435</div><div class="c xed y9e1 w30 h7a"><div class="t m0 x0 h1d y92 ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x81 h1d y9e0 ff4 fsb fc0 sc0 ls0 ws0">-16 348</div><div class="c xd7 y9e1 w22 h7a"><div class="t m0 x0 h1d y92 ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xdb h1d y9e0 ff4 fsb fc0 sc0 ls0 ws0">0</div><div class="c xd y9e1 w27 h7a"><div class="t m0 x0 h1d y92 ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xf9 h1d y9e0 ff4 fsb fc0 sc0 ls0 ws0">                    248 0<span class="_ _2"></span>87</div><div class="c x47 y9e1 w22 h7a"><div class="t m0 x0 h1d y92 ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1d y6ec ff4 fsb fc0 sc0 ls0 ws0">Opis <span class="_ _f5"> </span>31.12.202<span class="_ _17"></span>3</div><div class="c x64 y6ed w24 h23"><div class="t m0 x0 h1d y72 ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x22 h1d y6ec ff4 fsb fc0 sc0 ls0 ws0">31.12.2022</div><div class="c x47 y6ed w22 h23"><div class="t m0 x0 h1d y72 ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y6ef ff3 fsb fc0 sc0 ls0 ws0">Zobow<span class="_ _17"></span>i<span class="_ _5"></span>ązania finan<span class="_ _17"></span>sowe wyceniane w<span class="_ _17"></span> w<span class="_ _5"></span>artości godziwe<span class="_ _17"></span>j przez wyn<span class="_ _17"></span>ik finansowy <span class="_ _83"> </span>0</div><div class="c x64 y9e2 w24 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x179 h1b y6ef ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x47 y9e2 w22 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y2c3 ff3 fsb fc0 sc0 ls0 ws0">Zobow<span class="_ _17"></span>i<span class="_ _5"></span>ązania finan<span class="_ _17"></span>sowe wyceniane w<span class="_ _17"></span> w<span class="_ _5"></span>artości godziwe<span class="_ _17"></span>j przez inne <span class="_ _17"></span>c<span class="_ _5"></span>ałk<span class="_ _17"></span>owite do-</div><div class="t m0 x6 h1b y9e3 ff3 fsb fc0 sc0 ls0 ws0">chody <span class="_ _1fd"> </span>0</div><div class="c x64 y9e4 w24 h21"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x179 h1b y9e3 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x47 y9e4 w22 h21"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1d y604 ff4 fsb fc0 sc0 ls0 ws0">Instrumenty finans<span class="_ _2"></span>owe zab<span class="_ _17"></span>ezpieczające<span class="_ _17"></span> <span class="_ _d0"> </span>1 112</div><div class="c x64 y83f w24 h1e"><div class="t m0 x0 h1d y6c ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x179 h1d y604 ff4 fsb fc0 sc0 ls0 ws0">0</div><div class="c x47 y83f w22 h1e"><div class="t m0 x0 h1d y6c ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1d y9e5 ff4 fsb fc0 sc0 ls0 ws0">Wyłączo<span class="_ _17"></span>ne z zakresu kla<span class="_ _17"></span>syfika<span class="_ _17"></span>c<span class="_ _5"></span>ji MSSF 9 <span class="_ _1fe"> </span>3 611</div><div class="c x64 y9e6 w24 h1e"><div class="t m0 x0 h1d y6c ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x48 h1d y9e5 ff4 fsb fc0 sc0 ls0 ws0">1 623</div><div class="c x47 y9e6 w22 h1e"><div class="t m0 x0 h1d y6c ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y9e7 ff3 fsb fc0 sc0 ls0 ws0">Leasing <span class="_ _f7"> </span>3 611</div><div class="c x64 y180 w24 h1e"><div class="t m0 x0 h1b y72 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x146 h1b y9e7 ff3 fsb fc0 sc0 ls0 ws0">1 623</div><div class="c x47 y180 w22 h1e"><div class="t m0 x0 h1b y72 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1d y9e8 ff4 fsb fc0 sc0 ls0 ws0">Zobowiąza<span class="_ _17"></span>nia finansowe wy<span class="_ _17"></span>ceniane w zamor<span class="_ _17"></span>t<span class="_ _5"></span>yzowa<span class="_ _17"></span>nym k<span class="_ _17"></span>oszcie <span class="_ _1ff"> </span>205 695</div><div class="c x64 y9e9 w24 h1e"><div class="t m0 x0 h1d y6c ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x46 h1d y9e8 ff4 fsb fc0 sc0 ls0 ws0">299 953</div><div class="c x47 y9e9 w22 h1e"><div class="t m0 x0 h1d y6c ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y9ea ff3 fsb fc0 sc0 ls0 ws0">Obligacje <span class="_ _137"> </span>184 090</div><div class="c x64 y886 w24 h23"><div class="t m0 x0 h1b y72 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x46 h1b y9ea ff3 fsb fc0 sc0 ls0 ws0">166 710</div><div class="c x47 y886 w22 h23"><div class="t m0 x0 h1b y72 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y3a4 ff3 fsb fc0 sc0 ls0 ws0">Kredyty <span class="_ _f4"> </span>14 197</div><div class="c x64 y9eb w24 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x49 h1b y3a4 ff3 fsb fc0 sc0 ls0 ws0">19 855</div><div class="c x47 y9eb w22 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y9ec ff3 fsb fc0 sc0 ls0 ws0">Pożyczki otrzy<span class="_ _17"></span>mane <span class="_ _200"> </span>0</div><div class="c x64 y9ed w24 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x179 h1b y9ec ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x47 y9ed w22 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y9ee ff3 fsb fc0 sc0 ls0 ws0">Zobow<span class="_ _17"></span>i<span class="_ _5"></span>ązania ha<span class="_ _2"></span>ndlowe o<span class="_ _2"></span>raz inne z<span class="_ _17"></span>obowiązania<span class="_ _17"></span> <span class="_ _7d"> </span>7 408</div><div class="c x64 y78d w24 h5d"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x46 h1b y9ee ff3 fsb fc0 sc0 ls0 ws0">113 388</div><div class="c x47 y78d w22 h5d"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y9ef ff3 fsb fc0 sc0 ls0 ws0">Pozosta<span class="_ _17"></span>ł<span class="_ _5"></span>e z<span class="_ _17"></span>obowiązania finansow<span class="_ _17"></span>e <span class="_ _138"> </span>0</div><div class="c x64 y9f0 w24 h1e"><div class="t m0 x0 h1b y85 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x179 h1b y9ef ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x47 y9f0 w22 h1e"><div class="t m0 x0 h1b y85 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1d ydf ff4 fsb fc0 sc0 ls0 ws0">Zobowiąza<span class="_ _17"></span>nia finansowe <span class="_ _13b"> </span>210 <span class="_ _2"></span>418</div><div class="c x64 y682 w24 h1e"><div class="t m0 x0 h1d y92 ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x46 h1d ydf ff4 fsb fc0 sc0 ls0 ws0">301 576</div><div class="c x47 y682 w22 h1e"><div class="t m0 x0 h1d y92 ff4 fsb fc0 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf4b" class="pf w0 h0" ><div class="pc pc4b w0 h0"><img class="bi x11 y9f1 wc h7e" alt="" 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"/><div class="t m0 x1 h2 y1 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h3 y53 ff1 fs0 fc1 sc0 ls0 ws0">Jednostkowe sprawozdanie ﬁnansowe Dekpol S.A.<span class="ff2"> <span class="_ _14"> </span> <span class="_ _4f"> </span><span class="ff3 fc0">za okres od 01.01.2023 do 31.12.2023</span></span></div><div class="t m0 x3c h4 y54 ff3 fs1 fc0 sc0 ls0 ws0"> <span class="_ _3"></span> <span class="_ _4"> </span> <span class="_ _4"> </span> </div><div class="t m0 xb4 h3 y53 ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="c x54 y5fa w2e h6"><div class="t m0 x0 h5 y5fb ff1 fs2 fc0 sc0 ls0 ws0">75</div></div><div class="t m0 x13 h18 y56 ff1 fs9 fc6 sc0 ls0 ws0">Wprowadzenie </div><div class="t m0 x15 h18 y59 ff1 fs9 fc6 sc0 ls0 ws0">Sprawozdanie  </div><div class="t m0 x15 h18 y5a ff1 fs9 fc6 sc0 ls0 ws0">z sytuacji </div><div class="t m0 x15 h18 y5b ff1 fs9 fc6 sc0 ls0 ws0">ﬁnansowej </div><div class="t m0 x17 h18 y5f ff1 fs9 fc6 sc0 ls0 ws0">Sprawozdanie  </div><div class="t m0 x17 h18 y60 ff1 fs9 fc6 sc0 ls0 ws0">z przepływów </div><div class="t m0 x17 h18 y61 ff1 fs9 fc6 sc0 ls0 ws0">pieniężnych </div><div class="t m0 x18 h18 y5c ff1 fs9 fc6 sc0 ls0 ws0">Sprawozdanie  </div><div class="t m0 x18 h18 y5d ff1 fs9 fc6 sc0 ls0 ws0">ze zmian w kapitale </div><div class="t m0 x18 h18 y5e ff1 fs9 fc6 sc0 ls0 ws0">własnym </div><div class="t m0 x19 h16 y62 ff4 fs9 fc5 sc0 ls0 ws0">Dodatkowe  </div><div class="t m0 x19 h16 y63 ff4 fs9 fc5 sc0 ls0 ws0">noty  </div><div class="t m0 x19 h16 y64 ff4 fs9 fc5 sc0 ls0 ws0">objaśniające </div><div class="t m0 x16 h18 y5c ff1 fs9 fc6 sc0 ls0 ws0">Sprawozdanie  </div><div class="t m0 x16 h18 y5d ff1 fs9 fc6 sc0 ls0 ws0">z całkowitych  </div><div class="t m0 x16 h18 y5e ff1 fs9 fc6 sc0 ls0 ws0">dochodów </div><div class="t m0 x1 h28 y798 ff4 fsc fc2 sc0 ls0 ws0">20.2. Ek<span class="_ _17"></span>spozy<span class="_ _17"></span>cja na ryzyk<span class="_ _7"></span>o walutowe w <span class="_ _17"></span>poprzednim okr<span class="_ _17"></span>esie spra<span class="_ _17"></span>woz<span class="_ _17"></span>-</div><div class="t m0 x1 h28 y7d9 ff4 fsc fc2 sc0 ls0 ws0">da<span class="_ _17"></span>wc<span class="_ _5"></span>zym <span class="_ _17"></span> </div><div class="t m0 x1 h2b y9f2 ff2 fsa fc2 sc3 ls0 ws0">(kwoty <span class="_ _5"></span>w<span class="_ _5"></span> <span class="_ _5"></span>waluci<span class="_ _5"></span>e <span class="_ _5"></span>po <span class="_ _5"></span>prz<span class="_ _5"></span>e<span class="_ _5"></span>l<span class="_ _5"></span>iczeniu <span class="_ _5"></span>na PL<span class="_ _5"></span>N)<span class="_ _3c"> </span> </div><div class="t m0 x6 h1d y9f3 ff4 fsb fc0 sc0 ls0 ws0">Opis <span class="_ _162"> </span>PL<span class="_ _5"></span>N</div><div class="c xed y80e w30 h1e"><div class="t m0 x0 h1d y6c ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x26 h1d y9f3 ff4 fsb fc0 sc0 ls0 ws0">EUR</div><div class="c xd7 y80e w22 h1e"><div class="t m0 x0 h1d y6c ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x60 h1d y9f3 ff4 fsb fc0 sc0 ls0 ws0">Inne</div><div class="c xd y80e w27 h1e"><div class="t m0 x0 h1d y6c ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6b h1d y9f3 ff4 fsb fc0 sc0 ls0 ws0">Razem </div><div class="t m0 x6 h1b y9f4 ff3 fsb fc0 sc0 ls0 ws0">Ak<span class="_ _17"></span>cje i udziały <span class="_ _1ec"> </span>232 684</div><div class="c xed y9f5 w30 h1f"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x17b h1b y9f4 ff3 fsb fc0 sc0 ls0 ws0">10</div><div class="c xd7 y9f5 w22 h1f"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xdb h1b y9f4 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c xd y9f5 w27 h1f"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x46 h1b y9f4 ff3 fsb fc0 sc0 ls0 ws0">232 694</div><div class="c x47 y9f5 w22 h1f"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y9f6 ff3 fsb fc0 sc0 ls0 ws0">Pożyczki <span class="_ _17"></span>u<span class="_ _5"></span>dzielone<span class="_ _2"></span> <span class="_ _15f"> </span>111 070</div><div class="c xed y881 w30 h1f"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x2 h1b y9f6 ff3 fsb fc0 sc0 ls0 ws0">47 306</div><div class="c xd7 y881 w22 h1f"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xdb h1b y9f6 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c xd y881 w27 h1f"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x46 h1b y9f6 ff3 fsb fc0 sc0 ls0 ws0">158 376</div><div class="c x47 y881 w22 h1f"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y9f7 ff3 fsb fc0 sc0 ls0 ws0">Należności <span class="_ _2"></span>handlowe o<span class="_ _2"></span>raz inne na<span class="_ _17"></span>l<span class="_ _5"></span>eżnoś<span class="_ _2"></span>ci <span class="_ _88"> </span>120 017</div><div class="c xed y9f8 w30 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x2a h1b y9f7 ff3 fsb fc0 sc0 ls0 ws0">6 816</div><div class="c xd7 y9f8 w22 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xdb h1b y9f7 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c xd y9f8 w27 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x46 h1b y9f7 ff3 fsb fc0 sc0 ls0 ws0">126 833</div><div class="c x47 y9f8 w22 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y394 ff3 fsb fc0 sc0 ls0 ws0">Środki pienię<span class="_ _17"></span>żne i ich ekwiwalenty <span class="_ _1f7"> </span>12 233</div><div class="c xed y395 w30 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x2a h1b y394 ff3 fsb fc0 sc0 ls0 ws0">7 316</div><div class="c xd7 y395 w22 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xdb h1b y394 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c xd y395 w27 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x49 h1b y394 ff3 fsb fc0 sc0 ls0 ws0">19 548</div><div class="c x47 y395 w22 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y9f9 ff3 fsb fc0 sc0 ls0 ws0">Pochodne instru<span class="_ _17"></span>m<span class="_ _5"></span>enty finansow<span class="_ _17"></span>e <span class="_ _201"> </span>0</div><div class="c xed y9fa w30 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x175 h1b y9f9 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c xd7 y9fa w22 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xdb h1b y9f9 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c xd y9fa w27 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x179 h1b y9f9 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x47 y9fa w22 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y9fb ff3 fsb fc0 sc0 ls0 ws0">Pozosta<span class="_ _17"></span>ł<span class="_ _5"></span>e aktywa fi<span class="_ _2"></span>nansowe<span class="_ _17"></span> <span class="_ _1e7"> </span>5 692</div><div class="c xed y83a w30 h1e"><div class="t m0 x0 h1b y72 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x175 h1b y9fb ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c xd7 y83a w22 h1e"><div class="t m0 x0 h1b y72 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xdb h1b y9fb ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c xd y83a w27 h1e"><div class="t m0 x0 h1b y72 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x146 h1b y9fb ff3 fsb fc0 sc0 ls0 ws0">5 692</div><div class="c x47 y83a w22 h1e"><div class="t m0 x0 h1b y72 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1d y9fc ff4 fsb fc0 sc0 ls0 ws0">Aktywa finanso<span class="_ _17"></span>we (+):   <span class="_ _1f9"> </span>481 695</div><div class="c xed y9fd w30 h1e"><div class="t m0 x0 h1d y6c ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x2 h1d y9fc ff4 fsb fc0 sc0 ls0 ws0">61 448</div><div class="c xd7 y9fd w22 h1e"><div class="t m0 x0 h1d y6c ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xdb h1d y9fc ff4 fsb fc0 sc0 ls0 ws0">0</div><div class="c xd y9fd w27 h1e"><div class="t m0 x0 h1d y6c ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x46 h1d y9fc ff4 fsb fc0 sc0 ls0 ws0">543 143</div><div class="c x47 y9fd w22 h1e"><div class="t m0 x0 h1d y6c ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y3e1 ff3 fsb fc0 sc0 ls0 ws0">Kredyty<span class="_ _7"></span>, pożyczki, in<span class="_ _17"></span>ne instrumenty dłużne <span class="_ _1fa"> </span>152 708</div><div class="c xed y9fe w30 h23"><div class="t m0 x0 h1b y72 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x2 h1b y3e1 ff3 fsb fc0 sc0 ls0 ws0">33 856</div><div class="c xd7 y9fe w22 h23"><div class="t m0 x0 h1b y72 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xdb h1b y3e1 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c xd y9fe w27 h23"><div class="t m0 x0 h1b y72 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x46 h1b y3e1 ff3 fsb fc0 sc0 ls0 ws0">186 565</div><div class="c x47 y9fe w22 h23"><div class="t m0 x0 h1b y72 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y815 ff3 fsb fc0 sc0 ls0 ws0">Leasing finans<span class="_ _17"></span>owy <span class="_ _a1"> </span>1 <span class="_ _5"></span>546</div><div class="c xed y5dd w30 h22"><div class="t m0 x0 h1b y72 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x17b h1b y815 ff3 fsb fc0 sc0 ls0 ws0">77</div><div class="c xd7 y5dd w22 h22"><div class="t m0 x0 h1b y72 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xdb h1b y815 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c xd y5dd w27 h22"><div class="t m0 x0 h1b y72 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x146 h1b y815 ff3 fsb fc0 sc0 ls0 ws0">1 623</div><div class="c x47 y5dd w22 h22"><div class="t m0 x0 h1b y72 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y9ff ff3 fsb fc0 sc0 ls0 ws0">Zobow<span class="_ _17"></span>i<span class="_ _5"></span>ązania ha<span class="_ _2"></span>ndlowe o<span class="_ _2"></span>raz inne <span class="_ _174"> </span>110 851</div><div class="c xed y53b w30 h23"><div class="t m0 x0 h1b y72 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x2a h1b y9ff ff3 fsb fc0 sc0 ls0 ws0">5 018</div><div class="c xd7 y53b w22 h23"><div class="t m0 x0 h1b y72 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xdb h1b y9ff ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c xd y53b w27 h23"><div class="t m0 x0 h1b y72 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x46 h1b y9ff ff3 fsb fc0 sc0 ls0 ws0">115 870</div><div class="c x47 y53b w22 h23"><div class="t m0 x0 h1b y72 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b ya00 ff3 fsb fc0 sc0 ls0 ws0">Pochodne instru<span class="_ _17"></span>m<span class="_ _5"></span>enty finansow<span class="_ _17"></span>e <span class="_ _201"> </span>0</div><div class="c xed y869 w30 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x175 h1b ya00 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c xd7 y869 w22 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xdb h1b ya00 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c xd y869 w27 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x179 h1b ya00 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x47 y869 w22 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b ya01 ff3 fsb fc0 sc0 ls0 ws0">Pozosta<span class="_ _17"></span>ł<span class="_ _5"></span>e z<span class="_ _17"></span>obowiązania finansow<span class="_ _17"></span>e <span class="_ _1fb"> </span>0</div><div class="c xed ya02 w30 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x175 h1b ya01 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c xd7 ya02 w22 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xdb h1b ya01 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c xd ya02 w27 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x179 h1b ya01 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x47 ya02 w22 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1d ya03 ff4 fsb fc0 sc0 ls0 ws0">Zobowiąza<span class="_ _17"></span>nia finansowe (-):<span class="_ _17"></span> <span class="_ _1fc"> </span>265 106</div><div class="c xed y121 w30 h1e"><div class="t m0 x0 h1d y6c ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x2 h1d ya03 ff4 fsb fc0 sc0 ls0 ws0">38 952</div><div class="c xd7 y121 w22 h1e"><div class="t m0 x0 h1d y6c ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xdb h1d ya03 ff4 fsb fc0 sc0 ls0 ws0">0</div><div class="c xd y121 w27 h1e"><div class="t m0 x0 h1d y6c ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xf9 h1d ya03 ff4 fsb fc0 sc0 ls0 ws0">                    304 0<span class="_ _2"></span>58</div><div class="c x47 y121 w22 h1e"><div class="t m0 x0 h1d y6c ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1d y5e1 ff4 fsb fc0 sc0 ls0 ws0">Ek<span class="_ _17"></span>spozycja na ryzyk<span class="_ _7"></span>o <span class="_ _5"></span>walu<span class="_ _2"></span>towe raz<span class="_ _17"></span>em <span class="_ _1a4"> </span>216 589</div><div class="c xed y5e2 w30 h1e"><div class="t m0 x0 h1d y6c ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x2 h1d y5e1 ff4 fsb fc0 sc0 ls0 ws0">22 497</div><div class="c xd7 y5e2 w22 h1e"><div class="t m0 x0 h1d y6c ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xdb h1d y5e1 ff4 fsb fc0 sc0 ls0 ws0">0</div><div class="c xd y5e2 w27 h1e"><div class="t m0 x0 h1d y6c ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xf9 h1d y5e1 ff4 fsb fc0 sc0 ls0 ws0">                    239 0<span class="_ _2"></span>86</div><div class="c x47 y5e2 w22 h1e"><div class="t m0 x0 h1d y6c ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x1 h4 ya04 ff3 fs1 fc0 sc0 ls0 ws0">Gdyby <span class="_ _17"></span>na<span class="_ _5"></span> dzień 3<span class="_ _17"></span>1 grudnia 2023 rok<span class="_ _17"></span>u kurs <span class="_ _17"></span>EUR<span class="_ _5"></span> był <span class="_ _17"></span>wyższy lub niższy <span class="_ _17"></span>o 3%, wówczas <span class="_ _17"></span>aktyw<span class="_ _5"></span>a ﬁnansowe <span class="_ _17"></span>byłby <span class="_ _17"></span>wyższe lub </div><div class="t m0 x1 h4 y353 ff3 fs1 fc0 sc0 ls0 ws0">niższe <span class="_ _17"></span>o 1 843 <span class="_ _17"></span>tys. zł, a <span class="_ _17"></span>zobowiązania ﬁn<span class="_ _2"></span>ansowe wyż<span class="_ _17"></span>s<span class="_ _5"></span>ze <span class="_ _2"></span>lub <span class="_ _17"></span>niższe 1<span class="_ _2"></span> 169 <span class="_ _17"></span>tys. zł <span class="_ _17"></span>- w wyniku <span class="_ _17"></span>ujemnych lub <span class="_ _17"></span>dod<span class="_ _5"></span>atnich ró<span class="_ _17"></span>żnic </div><div class="t m0 x1 h4 ya05 ff3 fs1 fc0 sc0 ls0 ws0">kursowy<span class="_ _17"></span>ch <span class="_ _44"></span>wynikających <span class="_ _2f"></span>z <span class="_ _44"></span>przeliczenia <span class="_ _2f"></span>należności, <span class="_ _2f"></span>udzie<span class="_ _5"></span>lonej <span class="_ _44"></span>pożyczki, <span class="_ _2f"></span>środk<span class="_ _17"></span>ów <span class="_ _44"></span>pieniężnyc<span class="_ _17"></span>h<span class="_ _5"></span> <span class="_ _44"></span>zgromadzon<span class="_ _17"></span>ych <span class="_ _2f"></span>n<span class="_ _5"></span>a <span class="_ _44"></span>ra<span class="_ _17"></span>-</div><div class="t m0 x1 h4 y81f ff3 fs1 fc0 sc0 ls0 ws0">chunkach <span class="_ _5"></span>ba<span class="_ _5"></span>nk<span class="_ _17"></span>owych <span class="_ _5"></span>o<span class="_ _5"></span>raz <span class="_ _5"></span>zobowiązań <span class="_ _32"></span>handlowych. <span class="_ _5"></span>W <span class="_ _2f"></span>celu <span class="_ _5"></span>og<span class="_ _5"></span>raniczenia <span class="_ _5"></span>ryzyka <span class="_ _32"></span>wahań<span class="_ _5"></span> <span class="_ _5"></span>kursów <span class="_ _5"></span>walutowych, <span class="_ _32"></span>w <span class="_ _2f"></span>rozli-</div><div class="t m0 x1 h4 ya06 ff3 fs1 fc0 sc0 ls0 ws0">czeniach walutowych zwi<span class="_ _2"></span>ązany<span class="_ _17"></span>ch ze sprzedażą ek<span class="_ _17"></span>sportową i zak<span class="_ _2"></span>upami z importu. </div><div class="t m0 x1 h28 y3b2 ff4 fsc fc2 sc0 ls0 ws0">20.3. Ek<span class="_ _17"></span>spozy<span class="_ _17"></span>cja na ryzyk<span class="_ _7"></span>o stop<span class="_ _17"></span>y procentow<span class="_ _17"></span>ej w okresie spr<span class="_ _2"></span>a<span class="_ _17"></span>woz<span class="_ _2"></span>da<span class="_ _17"></span>w-</div><div class="t m0 x1 h28 ya07 ff4 fsc fc2 sc0 ls0 ws0">czym </div><div class="t m0 x1 h2b ya08 ff2 fsa fc2 sc3 ls0 ws0">(dotycz<span class="_ _5"></span>y<span class="_ _5"></span> i<span class="_ _5"></span>nst<span class="_ _5"></span>rum<span class="_ _5"></span>entó<span class="_ _5"></span>w w<span class="_ _5"></span>yce<span class="_ _5"></span>nianych<span class="_ _5"></span> <span class="_ _5"></span>w <span class="_ _5"></span>skorygowa<span class="_ _5"></span>nej cen<span class="_ _5"></span>ie n<span class="_ _5"></span>a<span class="_ _5"></span>bycia)<span class="_ _58"> </span> </div><div class="t m0 x6 h1d ya09 ff4 fsb fc0 sc0 ls0 ws0">Opis </div><div class="t m0 x32 h1d y35a ff4 fsb fc0 sc0 ls0 ws0">Zmienna stopa </div><div class="t m0 x166 h1d ya09 ff4 fsb fc0 sc0 ls0 ws0">procentowa</div><div class="c x19e ya0a w23 h1e"><div class="t m0 x0 h1d y92 ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x69 h1d y35a ff4 fsb fc0 sc0 ls0 ws0">Stała stopa pro-</div><div class="t m0 x15e h1d ya09 ff4 fsb fc0 sc0 ls0 ws0">centowa</div><div class="c x77 ya0a w27 h1e"><div class="t m0 x0 h1d y92 ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6d h1d ya09 ff4 fsb fc0 sc0 ls0 ws0">Razem</div><div class="c x47 ya0a w22 h1e"><div class="t m0 x0 h1d y92 ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y616 ff3 fsb fc0 sc0 ls0 ws0">Zobow<span class="_ _17"></span>i<span class="_ _5"></span>ązania finan<span class="_ _17"></span>sowe krótk<span class="_ _17"></span>oterminowe (<span class="_ _17"></span>wyceniane w SCN) <span class="_ _12f"> </span>51 319</div><div class="c x19e ya0b w23 h1e"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x105 h1b y616 ff3 fsb fc0 sc0 ls0 ws0">2 961</div><div class="c x77 ya0b w27 h1e"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x49 h1b y616 ff3 fsb fc0 sc0 ls0 ws0">54 280</div><div class="c x47 ya0b w22 h1e"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y18e ff3 fsb fc0 sc0 ls0 ws0">Pożyczki <span class="_ _17"></span>i<span class="_ _5"></span>  należn<span class="_ _17"></span>oś<span class="_ _5"></span>ci własne (wy<span class="_ _17"></span>ceniane w SCN) <span class="_ _bf"> </span>132 396</div><div class="c x19e ya0c w23 h1e"><div class="t m0 x0 h1b y8a ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x131 h1b y18e ff3 fsb fc0 sc0 ls0 ws0">10 226</div><div class="c x77 ya0c w27 h1e"><div class="t m0 x0 h1b y8a ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x46 h1b y18e ff3 fsb fc0 sc0 ls0 ws0">142 622</div><div class="c x47 ya0c w22 h1e"><div class="t m0 x0 h1b y8a ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b ya0d ff3 fsb fc0 sc0 ls0 ws0">Zobow<span class="_ _17"></span>i<span class="_ _5"></span>ązania finan<span class="_ _17"></span>sowe długotermin<span class="_ _2"></span>owe (wyc<span class="_ _17"></span>eni<span class="_ _5"></span>ane <span class="_ _17"></span>w<span class="_ _5"></span> SCN) <span class="_ _1b2"> </span>127 067</div><div class="c x19e ya0e w23 h26"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x131 h1b ya0d ff3 fsb fc0 sc0 ls0 ws0">21 663</div><div class="c x77 ya0e w27 h26"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x46 h1b ya0d ff3 fsb fc0 sc0 ls0 ws0">148 730</div><div class="c x47 ya0e w22 h26"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1d ya0f ff4 fsb fc0 sc0 ls0 ws0">Instrumenty finans<span class="_ _2"></span>owe - ek<span class="_ _17"></span>spozy<span class="_ _17"></span>cja na ryzyk<span class="_ _17"></span>o stopy pr<span class="_ _17"></span>oc<span class="_ _5"></span>entow<span class="_ _17"></span>ej <span class="_ _4b"> </span>-45 990</div><div class="c x19e y342 w23 h26"><div class="t m0 x0 h1d y8a ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x71 h1d ya0f ff4 fsb fc0 sc0 ls0 ws0">-14 398</div><div class="c x77 y342 w27 h26"><div class="t m0 x0 h1d y8a ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x7c h1d ya0f ff4 fsb fc0 sc0 ls0 ws0">-60 388</div><div class="c x47 y342 w22 h26"><div class="t m0 x0 h1d y8a ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x1 h2b ya10 ff2 fsa fc2 sc3 ls0 ws0">Ryz<span class="_ _32"></span>yko stopy<span class="_ _5"></span> proce<span class="_ _32"></span>nto<span class="_ _5"></span>w<span class="_ _5"></span>ej  <span class="_ _b"> </span> </div><div class="t m0 x1 h4 ya11 ff3 fs1 fc0 sc0 ls0 ws0">Dekpol ﬁnansuje swoją <span class="_ _17"></span>dz<span class="_ _5"></span>iałalność m.i<span class="_ _17"></span>n<span class="_ _5"></span>. długiem o <span class="_ _17"></span>zmien<span class="_ _5"></span>nym<span class="_ _2"></span> oprocentowaniu <span class="_ _2"></span>(w tym <span class="_ _17"></span>kredyty obrotowe i <span class="_ _17"></span>obligacje).<span class="_ _5"></span> Dla<span class="_ _17"></span>-</div><div class="t m0 x1 h4 ya12 ff3 fs1 fc0 sc0 ls0 ws0">tego też narażona j<span class="_ _2"></span>est na ryzyko stóp procentowych. <span class="_ _17"></span>W<span class="_ _5"></span> przypadku znacznego wzrostu stóp procentowych mo<span class="_ _17"></span>że na<span class="_ _5"></span>stą-</div><div class="t m0 x1 h4 ya13 ff3 fs1 fc0 sc0 ls0 ws0">pić <span class="_ _17"></span>pogorszenie wy<span class="_ _17"></span>ników <span class="_ _7"></span>ﬁna<span class="_ _5"></span>nsowych <span class="_ _17"></span>Spółki <span class="_ _17"></span>związane z<span class="_ _17"></span>e<span class="_ _5"></span> <span class="_ _17"></span>wzrostem <span class="_ _17"></span>kosztów <span class="_ _7"></span>ﬁn<span class="_ _5"></span>ansowych. <span class="_ _17"></span>Dodatk<span class="_ _17"></span>owo, <span class="_ _17"></span>duża <span class="_ _17"></span>ekspozycj<span class="_ _17"></span>a </div><div class="t m0 x1 h4 y90a ff3 fs1 fc0 sc0 ls0 ws0">związana <span class="_ _32"></span>z <span class="_ _5"></span>tym <span class="_ _32"></span>ryzykiem <span class="_ _5"></span>oraz <span class="_ _32"></span>niewłaściwa <span class="_ _5"></span>oce<span class="_ _5"></span>na <span class="_ _32"></span>tego <span class="_ _32"></span>ryzyka, <span class="_ _5"></span>mogą <span class="_ _32"></span>nega<span class="_ _5"></span>tywnie <span class="_ _5"></span>wpłynąć <span class="_ _5"></span>na <span class="_ _32"></span>wyniki <span class="_ _32"></span>ﬁnansowe <span class="_ _32"></span>Spółki. </div><div class="t m0 x1 h4 ya14 ff3 fs1 fc0 sc0 ls0 ws0">Zwięk<span class="_ _17"></span>szen<span class="_ _5"></span>ie <span class="_ _5"></span>stopy <span class="_ _5"></span>bazowej o<span class="_ _5"></span> <span class="_ _5"></span>0,5 <span class="_ _5"></span>p.p., spowodowałoby <span class="_ _5"></span>wz<span class="_ _5"></span>rost <span class="_ _5"></span>k<span class="_ _17"></span>osztów <span class="_ _32"></span>ﬁnansowych <span class="_ _5"></span>o <span class="_ _32"></span>ok. <span class="_ _5"></span>900 <span class="_ _5"></span>tys. <span class="_ _5"></span>zł, <span class="_ _32"></span>przy <span class="_ _5"></span>założeniu, <span class="_ _5"></span>że </div><div class="t m0 x1 h4 ya15 ff3 fs1 fc0 sc0 ls0 ws0">saldo zobowiąz<span class="_ _17"></span>a<span class="_ _5"></span>ń opartych na zmiennej stopie procentowej <span class="_ _2"></span>pozostałoby<span class="_ _17"></span> n<span class="_ _5"></span>ie zmienione prze<span class="_ _17"></span>z cały rok obrotowy<span class="_ _7"></span>. </div></div><div class="pi" ></div></div><div id="pf4c" class="pf w0 h0" ><div class="pc pc4c w0 h0"><img class="bi x11 ya16 wc h7f" alt="" src="data:image/png;base64,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"/><div class="t m0 x1 h2 y1 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h3 y53 ff1 fs0 fc1 sc0 ls0 ws0">Jednostkowe sprawozdanie ﬁnansowe Dekpol S.A.<span class="ff2"> <span class="_ _14"> </span> <span class="_ _4f"> </span><span class="ff3 fc0">za okres od 01.01.2023 do 31.12.2023</span></span></div><div class="t m0 x3c h4 y54 ff3 fs1 fc0 sc0 ls0 ws0"> <span class="_ _3"></span> <span class="_ _4"> </span> <span class="_ _4"> </span> </div><div class="t m0 xb4 h3 y53 ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="c x54 y5fa w2e h6"><div class="t m0 x0 h5 y5fb ff1 fs2 fc0 sc0 ls0 ws0">76</div></div><div class="t m0 x13 h18 y56 ff1 fs9 fc6 sc0 ls0 ws0">Wprowadzenie </div><div class="t m0 x15 h18 y59 ff1 fs9 fc6 sc0 ls0 ws0">Sprawozdanie  </div><div class="t m0 x15 h18 y5a ff1 fs9 fc6 sc0 ls0 ws0">z sytuacji </div><div class="t m0 x15 h18 y5b ff1 fs9 fc6 sc0 ls0 ws0">ﬁnansowej </div><div class="t m0 x17 h18 y5f ff1 fs9 fc6 sc0 ls0 ws0">Sprawozdanie  </div><div class="t m0 x17 h18 y60 ff1 fs9 fc6 sc0 ls0 ws0">z przepływów </div><div class="t m0 x17 h18 y61 ff1 fs9 fc6 sc0 ls0 ws0">pieniężnych </div><div class="t m0 x18 h18 y5c ff1 fs9 fc6 sc0 ls0 ws0">Sprawozdanie  </div><div class="t m0 x18 h18 y5d ff1 fs9 fc6 sc0 ls0 ws0">ze zmian w kapitale </div><div class="t m0 x18 h18 y5e ff1 fs9 fc6 sc0 ls0 ws0">własnym </div><div class="t m0 x19 h16 y62 ff4 fs9 fc5 sc0 ls0 ws0">Dodatkowe  </div><div class="t m0 x19 h16 y63 ff4 fs9 fc5 sc0 ls0 ws0">noty  </div><div class="t m0 x19 h16 y64 ff4 fs9 fc5 sc0 ls0 ws0">objaśniające </div><div class="t m0 x16 h18 y5c ff1 fs9 fc6 sc0 ls0 ws0">Sprawozdanie  </div><div class="t m0 x16 h18 y5d ff1 fs9 fc6 sc0 ls0 ws0">z całkowitych  </div><div class="t m0 x16 h18 y5e ff1 fs9 fc6 sc0 ls0 ws0">dochodów </div><div class="t m0 x1 h28 y798 ff4 fsc fc2 sc0 ls0 ws0">20.4. Ek<span class="_ _17"></span>spozy<span class="_ _17"></span>cja na ryzyk<span class="_ _7"></span>o stop<span class="_ _17"></span>y procentow<span class="_ _17"></span>ej w poprzedn<span class="_ _17"></span>im okresie </div><div class="t m0 x1 h28 y7d9 ff4 fsc fc2 sc0 ls0 ws0">spra<span class="_ _17"></span>wozda<span class="_ _7"></span>wczym </div><div class="t m0 x1 h2b y9f2 ff2 fsa fc2 sc3 ls0 ws0">(dotycz<span class="_ _5"></span>y<span class="_ _5"></span> i<span class="_ _5"></span>nst<span class="_ _5"></span>rum<span class="_ _5"></span>entó<span class="_ _5"></span>w w<span class="_ _5"></span>yce<span class="_ _5"></span>nianych<span class="_ _5"></span> <span class="_ _5"></span>w <span class="_ _5"></span>skorygowa<span class="_ _5"></span>nej cen<span class="_ _5"></span>ie n<span class="_ _5"></span>a<span class="_ _5"></span>bycia)<span class="_ _58"> </span> </div><div class="t m0 x6 h1d ya17 ff4 fsb fc0 sc0 ls0 ws0">Opis </div><div class="t m0 x32 h1d y9f3 ff4 fsb fc0 sc0 ls0 ws0">Zmienna stopa </div><div class="t m0 x166 h1d ya17 ff4 fsb fc0 sc0 ls0 ws0">procentowa</div><div class="c x19e ya18 w23 h23"><div class="t m0 x0 h1d y72 ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x69 h1d y9f3 ff4 fsb fc0 sc0 ls0 ws0">Stała stopa pro-</div><div class="t m0 x15e h1d ya17 ff4 fsb fc0 sc0 ls0 ws0">centowa</div><div class="c x77 ya18 w27 h23"><div class="t m0 x0 h1d y72 ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6d h1d ya17 ff4 fsb fc0 sc0 ls0 ws0">Razem</div><div class="c x47 ya18 w22 h23"><div class="t m0 x0 h1d y72 ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b ya19 ff3 fsb fc0 sc0 ls0 ws0">Zobow<span class="_ _17"></span>i<span class="_ _5"></span>ązania finan<span class="_ _17"></span>sowe krótk<span class="_ _17"></span>oterminowe (<span class="_ _17"></span>wyceniane w SCN) <span class="_ _12f"> </span>54 431</div><div class="c x19e ya1a w23 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x105 h1b ya19 ff3 fsb fc0 sc0 ls0 ws0">1 876</div><div class="c x77 ya1a w27 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x49 h1b ya19 ff3 fsb fc0 sc0 ls0 ws0">56 307</div><div class="c x47 ya1a w22 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b ya1b ff3 fsb fc0 sc0 ls0 ws0">Pożyczki <span class="_ _17"></span>i<span class="_ _5"></span>  należn<span class="_ _17"></span>oś<span class="_ _5"></span>ci własne (wy<span class="_ _17"></span>ceniane w SCN) <span class="_ _bf"> </span>147 345</div><div class="c x19e y17c w23 h80"><div class="t m0 x0 h1b y85 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x131 h1b ya1b ff3 fsb fc0 sc0 ls0 ws0">11 031</div><div class="c x77 y17c w27 h80"><div class="t m0 x0 h1b y85 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x46 h1b ya1b ff3 fsb fc0 sc0 ls0 ws0">158 376</div><div class="c x47 y17c w22 h80"><div class="t m0 x0 h1b y85 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y602 ff3 fsb fc0 sc0 ls0 ws0">Zobow<span class="_ _17"></span>i<span class="_ _5"></span>ązania finan<span class="_ _17"></span>sowe długotermin<span class="_ _2"></span>owe (wyc<span class="_ _17"></span>eni<span class="_ _5"></span>ane <span class="_ _17"></span>w<span class="_ _5"></span> SCN) <span class="_ _1b2"> </span>105 549</div><div class="c x19e ya1c w23 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x131 h1b y602 ff3 fsb fc0 sc0 ls0 ws0">26 332</div><div class="c x77 ya1c w27 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x46 h1b y602 ff3 fsb fc0 sc0 ls0 ws0">131 881</div><div class="c x47 ya1c w22 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1d y199 ff4 fsb fc0 sc0 ls0 ws0">Instrumenty finans<span class="_ _2"></span>owe - ek<span class="_ _17"></span>spozy<span class="_ _17"></span>cja na ryzyk<span class="_ _17"></span>o stopy pr<span class="_ _17"></span>oc<span class="_ _5"></span>entow<span class="_ _17"></span>ej <span class="_ _4b"> </span>-12 635</div><div class="c x19e ya1d w23 h1e"><div class="t m0 x0 h1d y6c ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x71 h1d y199 ff4 fsb fc0 sc0 ls0 ws0">-17 177</div><div class="c x77 ya1d w27 h1e"><div class="t m0 x0 h1d y6c ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x7c h1d y199 ff4 fsb fc0 sc0 ls0 ws0">-29 813</div><div class="c x47 ya1d w22 h1e"><div class="t m0 x0 h1d y6c ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x1 h12 yfa ff4 fs7 fc4 sc0 ls0 ws0">21. <span class="_ _55"></span>Struk<span class="_ _5"></span>tura geograﬁczna </div><div class="t m0 x6 h1d y62f ff4 fsb fc0 sc0 ls0 ws0">Opis <span class="_ _161"> </span>31.12.2023</div><div class="c x79 ya1e w27 h1e"><div class="t m0 x0 h1d y6c ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6b h1d y62f ff4 fsb fc0 sc0 ls0 ws0">31.12.2022</div><div class="c x4e ya1e w27 h1e"><div class="t m0 x0 h1d y6c ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b ya1f ff3 fsb fc0 sc0 ls0 ws0">Polska<span class="_ _17"></span> <span class="_ _202"> </span>54 518</div><div class="c x79 ya20 w27 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x19 h1b ya1f ff3 fsb fc0 sc0 ls0 ws0">197 646</div><div class="c x4e ya20 w27 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b ya21 ff3 fsb fc0 sc0 ls0 ws0">Unia Europej<span class="_ _2"></span>ska<span class="_ _2"></span> <span class="_ _203"> </span>0</div><div class="c x79 ya22 w27 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6d h1b ya21 ff3 fsb fc0 sc0 ls0 ws0">78 524</div><div class="c x4e ya22 w27 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b ya23 ff3 fsb fc0 sc0 ls0 ws0">Pozosta<span class="_ _17"></span>ł<span class="_ _5"></span>e kraj<span class="_ _2"></span>e <span class="_ _cc"> </span>0</div><div class="c x79 ya24 w27 h23"><div class="t m0 x0 h1b y72 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x70 h1b ya23 ff3 fsb fc0 sc0 ls0 ws0">32</div><div class="c x4e ya24 w27 h23"><div class="t m0 x0 h1b y72 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1d ya25 ff4 fsb fc0 sc0 ls0 ws0">Przyc<span class="_ _17"></span>h<span class="_ _5"></span>ody ze spr<span class="_ _2"></span>zedaży<span class="_ _17"></span> <span class="_ _76"> </span>54 518</div><div class="c x79 ya26 w27 h1e"><div class="t m0 x0 h1d y85 ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x19 h1d ya25 ff4 fsb fc0 sc0 ls0 ws0">276 201</div><div class="c x4e ya26 w27 h1e"><div class="t m0 x0 h1d y85 ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b ya27 ff3 fsb fc0 sc0 ls0 ws0">Polska<span class="_ _17"></span> <span class="_ _f5"> </span>530 647</div><div class="c x79 ya28 w27 h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x19 h1b ya27 ff3 fsb fc0 sc0 ls0 ws0">610 494</div><div class="c x4e ya28 w27 h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b ya29 ff3 fsb fc0 sc0 ls0 ws0">Unia Europej<span class="_ _2"></span>ska<span class="_ _2"></span> <span class="_ _203"> </span>0</div><div class="c x79 y338 w27 h1e"><div class="t m0 x0 h1b y85 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6f h1b ya29 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x4e y338 w27 h1e"><div class="t m0 x0 h1b y85 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b ya2a ff3 fsb fc0 sc0 ls0 ws0">Pozosta<span class="_ _17"></span>ł<span class="_ _5"></span>e kraj<span class="_ _2"></span>e <span class="_ _cc"> </span>0</div><div class="c x79 ya2b w27 h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6f h1b ya2a ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x4e ya2b w27 h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1d ya2c ff4 fsb fc0 sc0 ls0 ws0">Aktywa <span class="_ _cc"> </span>530 647</div><div class="c x79 ya2d w27 h1e"><div class="t m0 x0 h1d y85 ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x19 h1d ya2c ff4 fsb fc0 sc0 ls0 ws0">610 494</div><div class="c x4e ya2d w27 h1e"><div class="t m0 x0 h1d y85 ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x1 h12 ya2e ff4 fs7 fc4 sc0 ls0 ws0">22. <span class="_ _55"></span>Usług<span class="_ _5"></span>i budowlane </div><div class="t m0 x1 h28 ya2f ff4 fsc fc2 sc0 ls0 ws0">22.1. Umowy na u<span class="_ _17"></span>s<span class="_ _5"></span>ługi b<span class="_ _17"></span>ud<span class="_ _5"></span>owlane<span class="_ _17"></span> </div><div class="t m0 x6 h1d ya30 ff4 fsb fc0 sc0 ls0 ws0">Opis <span class="_ _137"> </span>31.12.2023</div><div class="c x67 ya31 w24 h1e"><div class="t m0 x0 h1d y92 ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x22 h1d ya30 ff4 fsb fc0 sc0 ls0 ws0">31.12.2022</div><div class="c x47 ya31 w24 h1e"><div class="t m0 x0 h1d y92 ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y282 ff3 fsb fc0 sc0 ls0 ws0">Przychody z u<span class="_ _17"></span>mów o budowę ujęte w <span class="_ _17"></span>okresie <span class="_ _204"> </span>0</div><div class="c x67 ya32 w24 h1e"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x46 h1b y282 ff3 fsb fc0 sc0 ls0 ws0">162 383</div><div class="c x47 ya32 w24 h1e"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b ya33 ff3 fsb fc0 sc0 ls0 ws0">Poniesione k<span class="_ _17"></span>oszty umó<span class="_ _2"></span>w o budowę<span class="_ _17"></span> w<span class="_ _5"></span> okres<span class="_ _2"></span>ie <span class="_ _1f4"> </span>0</div><div class="c x67 ya34 w24 h1e"><div class="t m0 x0 h1b y8a ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x96 h1b ya33 ff3 fsb fc0 sc0 ls0 ws0">63 387</div><div class="c x47 ya34 w24 h1e"><div class="t m0 x0 h1b y8a ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b ya35 ff3 fsb fc0 sc0 ls0 ws0">K<span class="_ _2"></span>oszty z tytułu r<span class="_ _17"></span>ezerw na str<span class="_ _2"></span>aty <span class="_ _205"> </span>0</div><div class="c x67 ya36 w24 h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x179 h1b ya35 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x47 ya36 w24 h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b ya3 ff3 fsb fc0 sc0 ls0 ws0">Wynik usta<span class="_ _17"></span>lony na umowach <span class="_ _2"></span>o budow<span class="_ _2"></span>ę w okr<span class="_ _2"></span>esie <span class="_ _206"> </span>0</div><div class="c x67 y8ae w24 h1e"><div class="t m0 x0 h1b y85 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x96 h1b ya3 ff3 fsb fc0 sc0 ls0 ws0">98 997</div><div class="c x47 y8ae w24 h1e"><div class="t m0 x0 h1b y85 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b ya37 ff3 fsb fc0 sc0 ls0 ws0">Kaucje z<span class="_ _17"></span>at<span class="_ _5"></span>rzyman<span class="_ _2"></span>e prze<span class="_ _17"></span>z kontra<span class="_ _17"></span>hentów <span class="_ _1e0"> </span>0</div><div class="c x67 y8af w24 h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x146 h1b ya37 ff3 fsb fc0 sc0 ls0 ws0">2 454</div><div class="c x47 y8af w24 h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b ya38 ff3 fsb fc0 sc0 ls0 ws0">Zaliczki otrzymane <span class="_ _17"></span>z<span class="_ _5"></span> tytułu um<span class="_ _17"></span>ów o budowę <span class="_ _207"> </span>0</div><div class="c x67 y8b1 w24 h1e"><div class="t m0 x0 h1b y85 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x179 h1b ya38 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x47 y8b1 w24 h1e"><div class="t m0 x0 h1b y85 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b ya39 ff3 fsb fc0 sc0 ls0 ws0">Należności <span class="_ _2"></span>z tytułu umó<span class="_ _2"></span>w z klientami <span class="_ _8b"> </span>0</div><div class="c x67 y8b3 w24 h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x179 h1b ya39 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x47 y8b3 w24 h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b ya3a ff3 fsb fc0 sc0 ls0 ws0">Zobow<span class="_ _17"></span>i<span class="_ _5"></span>ązania z tyt<span class="_ _17"></span>u<span class="_ _5"></span>łu umó<span class="_ _17"></span>w<span class="_ _5"></span> z klientam<span class="_ _2"></span>i <span class="_ _80"> </span>0</div><div class="c x67 y8b5 w24 h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x179 h1b ya3a ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x47 y8b5 w24 h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x1 h4 y1d2 ff3 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h4 y312 ff3 fs1 fc0 sc0 ls0 ws0">Spółka <span class="_ _5"></span>nie <span class="_ _5"></span>prezentuje <span class="_ _5"></span>noty <span class="_ _32"></span>segmentowej <span class="_ _5"></span>ze <span class="_ _5"></span>względu <span class="_ _32"></span>na <span class="_ _5"></span>ujęcie <span class="_ _32"></span>danych <span class="_ _5"></span>w <span class="_ _32"></span>sk<span class="_ _17"></span>o<span class="_ _5"></span>nsolidowany<span class="_ _17"></span>m <span class="_ _32"></span>sprawo<span class="_ _17"></span>zdan<span class="_ _5"></span>iu <span class="_ _5"></span>ﬁnansowym </div><div class="t m0 x1 h4 y8ba ff3 fs1 fc0 sc0 ls0 ws0">Dekpol <span class="_ _2f"></span>SA, <span class="_ _32"></span>jak<span class="_ _2"></span>o <span class="_ _2f"></span> <span class="_ _2f"></span>jedno<span class="_ _5"></span>stki <span class="_ _32"></span>dominującej <span class="_ _2f"></span>(zgodnie <span class="_ _2f"></span>z <span class="_ _2f"></span>MSSF <span class="_ _2f"></span>8). <span class="_ _2f"></span>W <span class="_ _2f"></span>roku <span class="_ _32"></span>2022r <span class="_ _2f"></span>wystąpiła <span class="_ _2f"></span>sprzedaż <span class="_ _2f"></span> <span class="_ _2f"></span>rozlicz<span class="_ _2"></span>anego <span class="_ _2f"></span>k<span class="_ _2"></span>ontraktu </div><div class="t m0 x1 h4 ya3b ff3 fs1 fc0 sc0 ls0 ws0">budowalnego, w <span class="_ _2"></span>2023 roku <span class="_ _17"></span>Sp<span class="_ _5"></span>ółka pro<span class="_ _17"></span>wad<span class="_ _5"></span>ziła prakty<span class="_ _17"></span>cznie<span class="_ _5"></span> działalność holdingową.  </div></div><div class="pi" ></div></div><div id="pf4d" class="pf w0 h0" ><div class="pc pc4d w0 h0"><img class="bi x11 y8a0 wc h74" alt="" 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"/><div class="t m0 x1 h2 y1 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h3 y53 ff1 fs0 fc1 sc0 ls0 ws0">Jednostkowe sprawozdanie ﬁnansowe Dekpol S.A.<span class="ff2"> <span class="_ _14"> </span> <span class="_ _4f"> </span><span class="ff3 fc0">za okres od 01.01.2023 do 31.12.2023</span></span></div><div class="t m0 x3c h4 y54 ff3 fs1 fc0 sc0 ls0 ws0"> <span class="_ _3"></span> <span class="_ _4"> </span> <span class="_ _4"> </span> </div><div class="t m0 xb4 h3 y53 ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="c x54 y5fa w2e h6"><div class="t m0 x0 h5 y5fb ff1 fs2 fc0 sc0 ls0 ws0">77</div></div><div class="t m0 x13 h18 y56 ff1 fs9 fc6 sc0 ls0 ws0">Wprowadzenie </div><div class="t m0 x15 h18 y59 ff1 fs9 fc6 sc0 ls0 ws0">Sprawozdanie  </div><div class="t m0 x15 h18 y5a ff1 fs9 fc6 sc0 ls0 ws0">z sytuacji </div><div class="t m0 x15 h18 y5b ff1 fs9 fc6 sc0 ls0 ws0">ﬁnansowej </div><div class="t m0 x17 h18 y5f ff1 fs9 fc6 sc0 ls0 ws0">Sprawozdanie  </div><div class="t m0 x17 h18 y60 ff1 fs9 fc6 sc0 ls0 ws0">z przepływów </div><div class="t m0 x17 h18 y61 ff1 fs9 fc6 sc0 ls0 ws0">pieniężnych </div><div class="t m0 x18 h18 y5c ff1 fs9 fc6 sc0 ls0 ws0">Sprawozdanie  </div><div class="t m0 x18 h18 y5d ff1 fs9 fc6 sc0 ls0 ws0">ze zmian w kapitale </div><div class="t m0 x18 h18 y5e ff1 fs9 fc6 sc0 ls0 ws0">własnym </div><div class="t m0 x19 h16 y62 ff4 fs9 fc5 sc0 ls0 ws0">Dodatkowe  </div><div class="t m0 x19 h16 y63 ff4 fs9 fc5 sc0 ls0 ws0">noty  </div><div class="t m0 x19 h16 y64 ff4 fs9 fc5 sc0 ls0 ws0">objaśniające </div><div class="t m0 x16 h18 y5c ff1 fs9 fc6 sc0 ls0 ws0">Sprawozdanie  </div><div class="t m0 x16 h18 y5d ff1 fs9 fc6 sc0 ls0 ws0">z całkowitych  </div><div class="t m0 x16 h18 y5e ff1 fs9 fc6 sc0 ls0 ws0">dochodów </div><div class="t m0 x1 h12 y3f2 ff4 fs7 fc4 sc0 ls0 ws0">23. <span class="_ _55"></span>T<span class="_ _17"></span>ra<span class="_ _17"></span>n<span class="_ _5"></span>sak<span class="_ _7"></span>cje z jednost<span class="_ _5"></span>k<span class="_ _17"></span>ami powiązan<span class="_ _17"></span>ymi </div><div class="t m0 x1 h28 y4f4 ff4 fsc fc2 sc0 ls0 ws0">23.1. Świadcz<span class="_ _17"></span>enia dla personelu kier<span class="_ _17"></span>ownicze<span class="_ _17"></span>go <span class="_ _15"> </span> </div><div class="t m0 x1 h28 ya3c ff4 fsc fc2 sc0 ls0 ws0">23.2. T<span class="_ _7"></span>ransak<span class="_ _17"></span>cje i salda <span class="_ _17"></span>z jednos<span class="_ _5"></span>tk<span class="_ _17"></span>ami powiąza<span class="_ _2"></span>n<span class="_ _17"></span>ymi w okresi<span class="_ _17"></span>e sp<span class="_ _5"></span>ra<span class="_ _17"></span>woz<span class="_ _17"></span>-</div><div class="t m0 x1 h28 yb ff4 fsc fc2 sc0 ls0 ws0">da<span class="_ _17"></span>wc<span class="_ _5"></span>zym<span class="_ _17"></span> </div><div class="t m0 x6 h1d y88 ff4 fsb fc0 sc0 ls0 ws0">Opis </div><div class="t m0 x2d h1d ya3d ff4 fsb fc0 sc0 ls0 ws0">Objęte k<span class="_ _17"></span>onsoli-</div><div class="t m0 x18b h1d y88 ff4 fsb fc0 sc0 ls0 ws0">dacją</div><div class="c x17c y89 w24 h21"><div class="t m0 x0 h1d y8a ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xb4 h1d ya3d ff4 fsb fc0 sc0 ls0 ws0">Zależne nie<span class="_ _17"></span> </div><div class="t m0 x19f h1d y88 ff4 fsb fc0 sc0 ls0 ws0">k<span class="_ _17"></span>onsolidowane</div><div class="c x39 y89 w24 h21"><div class="t m0 x0 h1d y8a ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x69 h1d ya3d ff4 fsb fc0 sc0 ls0 ws0">Stowarzy<span class="_ _17"></span>szone </div><div class="t m0 x191 h1d y88 ff4 fsb fc0 sc0 ls0 ws0">i W<span class="_ _17"></span>spółzależne</div><div class="c x77 y89 w23 h21"><div class="t m0 x0 h1d y8a ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x1a0 h1d y88 ff4 fsb fc0 sc0 ls0 ws0">Inne powiąza<span class="_ _17"></span>ne</div><div class="c x47 y89 w22 h21"><div class="t m0 x0 h1d y8a ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y187 ff3 fsb fc0 sc0 ls0 ws0">Zobow<span class="_ _17"></span>i<span class="_ _5"></span>ązania kró<span class="_ _2"></span>tk<span class="_ _17"></span>oterminow<span class="_ _2"></span>e <span class="_ _208"> </span>3 380</div><div class="c x17c ya3e w24 h1e"><div class="t m0 x0 h1b y8a ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x2c h1b y187 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x39 ya3e w24 h1e"><div class="t m0 x0 h1b y8a ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x178 h1b y187 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x77 ya3e w23 h1e"><div class="t m0 x0 h1b y8a ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x4b h1b y187 ff3 fsb fc0 sc0 ls0 ws0">194</div><div class="c x47 ya3e w22 h1e"><div class="t m0 x0 h1b y8a ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y8f ff3 fsb fc0 sc0 ls0 ws0">Zobow<span class="_ _17"></span>i<span class="_ _5"></span>ązania dł<span class="_ _17"></span>u<span class="_ _5"></span>goterminow<span class="_ _17"></span>e <span class="_ _180"> </span>0</div><div class="c x17c y53e w24 h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x2c h1b y8f ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x39 y53e w24 h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x178 h1b y8f ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x77 y53e w23 h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x179 h1b y8f ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x47 y53e w22 h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y91 ff3 fsb fc0 sc0 ls0 ws0">Należności k<span class="_ _17"></span>rótkoter<span class="_ _17"></span>minowe <span class="_ _17e"> </span>18 314</div><div class="c x17c y412 w24 h1e"><div class="t m0 x0 h1b y8a ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x2c h1b y91 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x39 y412 w24 h1e"><div class="t m0 x0 h1b y8a ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x178 h1b y91 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x77 y412 w23 h1e"><div class="t m0 x0 h1b y8a ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x4b h1b y91 ff3 fsb fc0 sc0 ls0 ws0">131</div><div class="c x47 y412 w22 h1e"><div class="t m0 x0 h1b y8a ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y94 ff3 fsb fc0 sc0 ls0 ws0">Należności d<span class="_ _17"></span>ł<span class="_ _5"></span>ugoterminow<span class="_ _17"></span>e <span class="_ _ee"> </span>5 <span class="_ _5"></span>446</div><div class="c x17c y945 w24 h1e"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x2c h1b y94 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x39 y945 w24 h1e"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x178 h1b y94 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x77 y945 w23 h1e"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x179 h1b y94 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x47 y945 w22 h1e"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y7c1 ff3 fsb fc0 sc0 ls0 ws0">Pożyczki otrzy<span class="_ _17"></span>mane <span class="_ _6c"> </span>0</div><div class="c x17c y7c3 w24 h1e"><div class="t m0 x0 h1b y8a ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x2c h1b y7c1 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x39 y7c3 w24 h1e"><div class="t m0 x0 h1b y8a ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x178 h1b y7c1 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x77 y7c3 w23 h1e"><div class="t m0 x0 h1b y8a ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x179 h1b y7c1 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x47 y7c3 w22 h1e"><div class="t m0 x0 h1b y8a ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y5ee ff3 fsb fc0 sc0 ls0 ws0">Pożyczki <span class="_ _17"></span>u<span class="_ _5"></span>dzielone<span class="_ _2"></span> <span class="_ _190"> </span>142<span class="_ _5"></span> 947</div><div class="c x17c y7c4 w24 h1e"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x2c h1b y5ee ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x39 y7c4 w24 h1e"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x178 h1b y5ee ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x77 y7c4 w23 h1e"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x179 h1b y5ee ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x47 y7c4 w22 h1e"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b ya3f ff3 fsb fc0 sc0 ls0 ws0">K<span class="_ _2"></span>oszty z tytułu odsetek<span class="_ _17"></span> <span class="_ _209"> </span>0</div><div class="c x17c y7c5 w24 h1e"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x2c h1b ya3f ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x39 y7c5 w24 h1e"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x178 h1b ya3f ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x77 y7c5 w23 h1e"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x179 h1b ya3f ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x47 y7c5 w22 h1e"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y749 ff3 fsb fc0 sc0 ls0 ws0">Dywidendy otrzy<span class="_ _2"></span>mane <span class="_ _20a"> </span>10 000</div><div class="c x17c y9b w24 h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x2c h1b y749 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x39 y9b w24 h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x178 h1b y749 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x77 y9b w23 h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x179 h1b y749 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x47 y9b w22 h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b ya40 ff3 fsb fc0 sc0 ls0 ws0">Dywidendy wypł<span class="_ _2"></span>acone <span class="_ _20b"> </span>0</div><div class="c x17c ya41 w24 h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x2c h1b ya40 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x39 ya41 w24 h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x178 h1b ya40 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x77 ya41 w23 h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x179 h1b ya40 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x47 ya41 w22 h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b ya42 ff3 fsb fc0 sc0 ls0 ws0">Przychody z tyt<span class="_ _17"></span>u<span class="_ _5"></span>łu odsetek<span class="_ _17"></span> <span class="_ _20c"> </span>23 825</div><div class="c x17c y7c9 w24 h23"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x2c h1b ya42 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x39 y7c9 w24 h23"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x178 h1b ya42 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x77 y7c9 w23 h23"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x179 h1b ya42 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x47 y7c9 w22 h23"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y7fb ff3 fsb fc0 sc0 ls0 ws0">Zakup<span class="_ _17"></span>y netto (bez PTiU)<span class="_ _2"></span> <span class="_ _20d"> </span>462</div><div class="c x17c y7fc w24 h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x2c h1b y7fb ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x39 y7fc w24 h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x178 h1b y7fb ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x77 y7fc w23 h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x4b h1b y7fb ff3 fsb fc0 sc0 ls0 ws0">454</div><div class="c x47 y7fc w22 h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y2fd ff3 fsb fc0 sc0 ls0 ws0">Sprzedaż netto<span class="_ _17"></span> (bez PTiU) <span class="_ _20e"> </span>49 943</div><div class="c x17c ya43 w24 h1e"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x2c h1b y2fd ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x39 ya43 w24 h1e"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x178 h1b y2fd ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x77 ya43 w23 h1e"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x4a h1b y2fd ff3 fsb fc0 sc0 ls0 ws0">20</div><div class="c x47 ya43 w22 h1e"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y666 ff3 fsb fc0 sc0 ls0 ws0">Przychody z tyt<span class="_ _17"></span>u<span class="_ _5"></span>łu poręcz<span class="_ _17"></span>eń <span class="_ _1c4"> </span>2 <span class="_ _5"></span>999</div><div class="c x17c ya44 w24 h1e"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x2c h1b y666 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x39 ya44 w24 h1e"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x178 h1b y666 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x77 ya44 w23 h1e"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x179 h1b y666 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x47 ya44 w22 h1e"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b ya45 ff3 fsb fc0 sc0 ls0 ws0">K<span class="_ _2"></span>oszty z tytułu po<span class="_ _17"></span>ręczeń <span class="_ _20f"> </span>1 224</div><div class="c x17c ya46 w24 h23"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x2c h1b ya45 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x39 ya46 w24 h23"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x178 h1b ya45 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x77 ya46 w23 h23"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x179 h1b ya45 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x47 ya46 w22 h23"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x1 h28 y8e2 ff4 fsc fc2 sc0 ls0 ws0">23.3. T<span class="_ _7"></span>ransak<span class="_ _17"></span>cje i salda <span class="_ _17"></span>z jednos<span class="_ _5"></span>tk<span class="_ _17"></span>ami powiąza<span class="_ _2"></span>n<span class="_ _17"></span>ymi w poprz<span class="_ _17"></span>ednim okre-</div><div class="t m0 x1 h28 ya47 ff4 fsc fc2 sc0 ls0 ws0">sie spra<span class="_ _17"></span>woz<span class="_ _17"></span>da<span class="_ _17"></span>wczy </div><div class="t m0 x6 h1d ya48 ff4 fsb fc0 sc0 ls0 ws0">Opis </div><div class="t m0 x2d h1d y277 ff4 fsb fc0 sc0 ls0 ws0">Objęte k<span class="_ _17"></span>onsoli-</div><div class="t m0 x18b h1d ya48 ff4 fsb fc0 sc0 ls0 ws0">dacją</div><div class="c x17c ya49 w24 h1e"><div class="t m0 x0 h1d y8d ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xb4 h1d y277 ff4 fsb fc0 sc0 ls0 ws0">Zależne nie<span class="_ _17"></span> </div><div class="t m0 x19f h1d ya48 ff4 fsb fc0 sc0 ls0 ws0">k<span class="_ _17"></span>onsolidowane</div><div class="c x39 ya49 w24 h1e"><div class="t m0 x0 h1d y8d ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x69 h1d y277 ff4 fsb fc0 sc0 ls0 ws0">Stowarzy<span class="_ _17"></span>szone </div><div class="t m0 x191 h1d ya48 ff4 fsb fc0 sc0 ls0 ws0">i W<span class="_ _17"></span>spółzależne</div><div class="c x77 ya49 w23 h1e"><div class="t m0 x0 h1d y8d ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x1a0 h1d ya48 ff4 fsb fc0 sc0 ls0 ws0">Inne powiąza<span class="_ _17"></span>ne</div><div class="c x47 ya49 w22 h1e"><div class="t m0 x0 h1d y8d ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b ya4a ff3 fsb fc0 sc0 ls0 ws0">Zobow<span class="_ _17"></span>i<span class="_ _5"></span>ązania kró<span class="_ _2"></span>tk<span class="_ _17"></span>oterminow<span class="_ _2"></span>e <span class="_ _bf"> </span>96 940</div><div class="c x17c ya4b w24 h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x2c h1b ya4a ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x39 ya4b w24 h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x178 h1b ya4a ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x77 ya4b w23 h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x4b h1b ya4a ff3 fsb fc0 sc0 ls0 ws0">256</div><div class="c x47 ya4b w22 h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b ya4c ff3 fsb fc0 sc0 ls0 ws0">Zobow<span class="_ _17"></span>i<span class="_ _5"></span>ązania dł<span class="_ _17"></span>u<span class="_ _5"></span>goterminow<span class="_ _17"></span>e <span class="_ _180"> </span>0</div><div class="c x17c ya4d w24 h1e"><div class="t m0 x0 h1b y85 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x2c h1b ya4c ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x39 ya4d w24 h1e"><div class="t m0 x0 h1b y85 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x178 h1b ya4c ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x77 ya4d w23 h1e"><div class="t m0 x0 h1b y85 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x179 h1b ya4c ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x47 ya4d w22 h1e"><div class="t m0 x0 h1b y85 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b ya4e ff3 fsb fc0 sc0 ls0 ws0">Należności k<span class="_ _17"></span>rótkoter<span class="_ _17"></span>minowe <span class="_ _36"> </span>109 173</div><div class="c x17c ya4f w24 h26"><div class="t m0 x0 h1b y9ad ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x2c h1b ya4e ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x39 ya4f w24 h26"><div class="t m0 x0 h1b y9ad ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x178 h1b ya4e ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x77 ya4f w23 h26"><div class="t m0 x0 h1b y9ad ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x4b h1b ya4e ff3 fsb fc0 sc0 ls0 ws0">117</div><div class="c x47 ya4f w22 h26"><div class="t m0 x0 h1b y9ad ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1d ya50 ff4 fsb fc0 sc0 ls0 ws0">Opis <span class="_ _ca"> </span>31.12.2023</div><div class="c x105 ya51 w22 h1e"><div class="t m0 x0 h1d y6c ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x22 h1d ya50 ff4 fsb fc0 sc0 ls0 ws0">31.12.2022</div><div class="c x47 ya51 w23 h1e"><div class="t m0 x0 h1d y6c ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b ya52 ff3 fsb fc0 sc0 ls0 ws0">Krótk<span class="_ _17"></span>oterminow<span class="_ _2"></span>e świadcz<span class="_ _17"></span>enia pracownicz<span class="_ _17"></span>e <span class="_ _7e"> </span>609</div><div class="c x105 ya53 w22 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x48 h1b ya52 ff3 fsb fc0 sc0 ls0 ws0">1 090</div><div class="c x47 ya53 w23 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b ya54 ff3 fsb fc0 sc0 ls0 ws0">Świadcz<span class="_ _2"></span>enia z tyt. roz<span class="_ _17"></span>wiązania stosunk<span class="_ _17"></span>u pracy <span class="_ _18"> </span>0</div><div class="c x105 ya55 w22 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xc h1b ya54 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x47 ya55 w23 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b ya56 ff3 fsb fc0 sc0 ls0 ws0">Płatności w for<span class="_ _17"></span>m<span class="_ _5"></span>ie ak<span class="_ _17"></span>cji własny<span class="_ _17"></span>ch <span class="_ _210"> </span>0</div><div class="c x105 ya57 w22 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xc h1b ya56 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x47 ya57 w23 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b ya58 ff3 fsb fc0 sc0 ls0 ws0">Pozosta<span class="_ _17"></span>ł<span class="_ _5"></span>e świad<span class="_ _17"></span>c<span class="_ _5"></span>zenia<span class="_ _17"></span> <span class="_ _b2"> </span>15</div><div class="c x105 y6f2 w22 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x4a h1b ya58 ff3 fsb fc0 sc0 ls0 ws0">23</div><div class="c x47 y6f2 w23 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1d ya59 ff4 fsb fc0 sc0 ls0 ws0">Świadczenia<span class="_ _17"></span> na <span class="_ _5"></span>rze<span class="_ _17"></span>c<span class="_ _5"></span>z persone<span class="_ _2"></span>lu kier<span class="_ _17"></span>owniczego <span class="_ _211"> </span>624</div><div class="c x105 y6f4 w22 h1e"><div class="t m0 x0 h1d y6c ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x48 h1d ya59 ff4 fsb fc0 sc0 ls0 ws0">1 113</div><div class="c x47 y6f4 w23 h1e"><div class="t m0 x0 h1d y6c ff4 fsb fc0 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 x11 ya5a wc h81" alt="" 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"/><div class="t m0 x1 h2 y1 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h3 y53 ff1 fs0 fc1 sc0 ls0 ws0">Jednostkowe sprawozdanie ﬁnansowe Dekpol S.A.<span class="ff2"> <span class="_ _14"> </span> <span class="_ _4f"> </span><span class="ff3 fc0">za okres od 01.01.2023 do 31.12.2023</span></span></div><div class="t m0 x3c h4 y54 ff3 fs1 fc0 sc0 ls0 ws0"> <span class="_ _3"></span> <span class="_ _4"> </span> <span class="_ _4"> </span> </div><div class="t m0 xb4 h3 y53 ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="c x54 y5fa w2e h6"><div class="t m0 x0 h5 y5fb ff1 fs2 fc0 sc0 ls0 ws0">78</div></div><div class="t m0 x13 h18 y56 ff1 fs9 fc6 sc0 ls0 ws0">Wprowadzenie </div><div class="t m0 x15 h18 y59 ff1 fs9 fc6 sc0 ls0 ws0">Sprawozdanie  </div><div class="t m0 x15 h18 y5a ff1 fs9 fc6 sc0 ls0 ws0">z sytuacji </div><div class="t m0 x15 h18 y5b ff1 fs9 fc6 sc0 ls0 ws0">ﬁnansowej </div><div class="t m0 x17 h18 y5f ff1 fs9 fc6 sc0 ls0 ws0">Sprawozdanie  </div><div class="t m0 x17 h18 y60 ff1 fs9 fc6 sc0 ls0 ws0">z przepływów </div><div class="t m0 x17 h18 y61 ff1 fs9 fc6 sc0 ls0 ws0">pieniężnych </div><div class="t m0 x18 h18 y5c ff1 fs9 fc6 sc0 ls0 ws0">Sprawozdanie  </div><div class="t m0 x18 h18 y5d ff1 fs9 fc6 sc0 ls0 ws0">ze zmian w kapitale </div><div class="t m0 x18 h18 y5e ff1 fs9 fc6 sc0 ls0 ws0">własnym </div><div class="t m0 x19 h16 y62 ff4 fs9 fc5 sc0 ls0 ws0">Dodatkowe  </div><div class="t m0 x19 h16 y63 ff4 fs9 fc5 sc0 ls0 ws0">noty  </div><div class="t m0 x19 h16 y64 ff4 fs9 fc5 sc0 ls0 ws0">objaśniające </div><div class="t m0 x16 h18 y5c ff1 fs9 fc6 sc0 ls0 ws0">Sprawozdanie  </div><div class="t m0 x16 h18 y5d ff1 fs9 fc6 sc0 ls0 ws0">z całkowitych  </div><div class="t m0 x16 h18 y5e ff1 fs9 fc6 sc0 ls0 ws0">dochodów </div><div class="t m0 x6 h1b y474 ff3 fsb fc0 sc0 ls0 ws0">Należności d<span class="_ _17"></span>ł<span class="_ _5"></span>ugoterminow<span class="_ _17"></span>e <span class="_ _ee"> </span>6 <span class="_ _5"></span>004</div><div class="c x17c y475 w24 h1e"><div class="t m0 x0 h1b y3cb ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x2c h1b y474 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x39 y475 w24 h1e"><div class="t m0 x0 h1b y3cb ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x178 h1b y474 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x77 y475 w23 h1e"><div class="t m0 x0 h1b y3cb ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x179 h1b y474 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x47 y475 w22 h1e"><div class="t m0 x0 h1b y3cb ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y476 ff3 fsb fc0 sc0 ls0 ws0">Pożyczki otrzy<span class="_ _17"></span>mane <span class="_ _6c"> </span>0</div><div class="c x17c y477 w24 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x2c h1b y476 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x39 y477 w24 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x178 h1b y476 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x77 y477 w23 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x179 h1b y476 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x47 y477 w22 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y478 ff3 fsb fc0 sc0 ls0 ws0">Pożyczki <span class="_ _17"></span>u<span class="_ _5"></span>dzielone<span class="_ _2"></span> <span class="_ _190"> </span>153<span class="_ _5"></span> 831</div><div class="c x17c y3cf w24 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x2c h1b y478 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x39 y3cf w24 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x178 h1b y478 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x77 y3cf w23 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x146 h1b y478 ff3 fsb fc0 sc0 ls0 ws0">4 544</div><div class="c x47 y3cf w22 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y479 ff3 fsb fc0 sc0 ls0 ws0">K<span class="_ _2"></span>oszty z tytułu odsetek<span class="_ _17"></span> <span class="_ _209"> </span>0</div><div class="c x17c y47a w24 h1f"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x2c h1b y479 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x39 y47a w24 h1f"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x178 h1b y479 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x77 y47a w23 h1f"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x179 h1b y479 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x47 y47a w22 h1f"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y4a ff3 fsb fc0 sc0 ls0 ws0">Dywidendy otrzy<span class="_ _2"></span>mane <span class="_ _209"> </span>0</div><div class="c x17c y47b w24 h1f"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x2c h1b y4a ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x39 y47b w24 h1f"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x178 h1b y4a ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x77 y47b w23 h1f"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x179 h1b y4a ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x47 y47b w22 h1f"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b ya5b ff3 fsb fc0 sc0 ls0 ws0">Dywidendy wypł<span class="_ _2"></span>acone <span class="_ _20b"> </span>0</div><div class="c x17c y195 w24 h1e"><div class="t m0 x0 h1b y57c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x2c h1b ya5b ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x39 y195 w24 h1e"><div class="t m0 x0 h1b y57c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x178 h1b ya5b ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x77 y195 w23 h1e"><div class="t m0 x0 h1b y57c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x179 h1b ya5b ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x47 y195 w22 h1e"><div class="t m0 x0 h1b y57c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b ya5c ff3 fsb fc0 sc0 ls0 ws0">Przychody z tyt<span class="_ _17"></span>u<span class="_ _5"></span>łu odsetek<span class="_ _17"></span> <span class="_ _20c"> </span>11 006</div><div class="c x17c y3d7 w24 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x2c h1b ya5c ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x39 y3d7 w24 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x178 h1b ya5c ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x77 y3d7 w23 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x4b h1b ya5c ff3 fsb fc0 sc0 ls0 ws0">328</div><div class="c x47 y3d7 w22 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b ya5d ff3 fsb fc0 sc0 ls0 ws0">Zakup<span class="_ _17"></span>y netto (bez PTiU)<span class="_ _2"></span> <span class="_ _1f0"> </span>94<span class="_ _5"></span> 211</div><div class="c x17c y62b w24 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x2c h1b ya5d ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x39 y62b w24 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x178 h1b ya5d ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x77 y62b w23 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x4b h1b ya5d ff3 fsb fc0 sc0 ls0 ws0">178</div><div class="c x47 y62b w22 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b ya5e ff3 fsb fc0 sc0 ls0 ws0">Sprzedaż netto<span class="_ _17"></span> (bez PTiU) <span class="_ _c2"> </span>181 730</div><div class="c x17c y11b w24 h1e"><div class="t m0 x0 h1b y72 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x2c h1b ya5e ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x39 y11b w24 h1e"><div class="t m0 x0 h1b y72 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x178 h1b ya5e ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x77 y11b w23 h1e"><div class="t m0 x0 h1b y72 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x179 h1b ya5e ff3 fsb fc0 sc0 ls0 ws0">3</div><div class="c x47 y11b w22 h1e"><div class="t m0 x0 h1b y72 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b ya5f ff3 fsb fc0 sc0 ls0 ws0">Przychody z tyt<span class="_ _17"></span>u<span class="_ _5"></span>łu poręcz<span class="_ _17"></span>eń <span class="_ _82"> </span>0</div><div class="c x17c ya60 w24 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x2c h1b ya5f ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x39 ya60 w24 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x178 h1b ya5f ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x77 ya60 w23 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x179 h1b ya5f ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x47 ya60 w22 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b ya61 ff3 fsb fc0 sc0 ls0 ws0">K<span class="_ _2"></span>oszty z tytułu po<span class="_ _17"></span>ręczeń <span class="_ _aa"> </span>0</div><div class="c x17c ya62 w24 h23"><div class="t m0 x0 h1b y72 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x2c h1b ya61 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x39 ya62 w24 h23"><div class="t m0 x0 h1b y72 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x178 h1b ya61 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x77 ya62 w23 h23"><div class="t m0 x0 h1b y72 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x179 h1b ya61 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x47 ya62 w22 h23"><div class="t m0 x0 h1b y72 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x1 h12 y11d ff4 fs7 fc4 sc0 ls0 ws0">24. <span class="_ _55"></span>In<span class="_ _5"></span>ne informacje </div><div class="t m0 x1 h28 y140 ff4 fsc fc2 sc0 ls0 ws0">24.1. Przeciętn<span class="_ _17"></span>e zatrudni<span class="_ _2"></span>enie </div><div class="t m0 x6 h1d y6f9 ff4 fsb fc0 sc0 ls0 ws0">Opis <span class="_ _137"> </span>31.12.2023</div><div class="c x67 y6fb w23 h22"><div class="t m0 x0 h1d y8d ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x22 h1d y6f9 ff4 fsb fc0 sc0 ls0 ws0">31.12.2022</div><div class="c x47 y6fb w22 h22"><div class="t m0 x0 h1d y8d ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b ya63 ff3 fsb fc0 sc0 ls0 ws0">Pracowni<span class="_ _17"></span>cy umysło<span class="_ _17"></span>wi <span class="_ _109"> </span>95</div><div class="c x67 ya64 w23 h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x4a h1b ya63 ff3 fsb fc0 sc0 ls0 ws0">91</div><div class="c x47 ya64 w22 h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b ya65 ff3 fsb fc0 sc0 ls0 ws0">Pracowni<span class="_ _17"></span>cy fizyczni <span class="_ _212"> </span>0</div><div class="c x67 ya66 w23 h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x179 h1b ya65 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x47 ya66 w22 h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1d ya67 ff4 fsb fc0 sc0 ls0 ws0">Przeciętne<span class="_ _2"></span> zatrudnienie<span class="_ _17"></span> <span class="_ _213"> </span>95</div><div class="c x67 y143 w23 h23"><div class="t m0 x0 h1d y92 ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x4a h1d ya67 ff4 fsb fc0 sc0 ls0 ws0">91</div><div class="c x47 y143 w22 h23"><div class="t m0 x0 h1d y92 ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x1 h28 y915 ff4 fsc fc2 sc0 ls0 ws0">24.2. Wyna<span class="_ _17"></span>grodz<span class="_ _17"></span>enie audytora  <span class="_ _4e"> </span> </div><div class="t m0 x6 h1d y3b4 ff4 fsb fc0 sc0 ls0 ws0">Opis <span class="_ _137"> </span>31.12.2023</div><div class="c x67 y916 w23 h1e"><div class="t m0 x0 h1d y92 ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x22 h1d y3b4 ff4 fsb fc0 sc0 ls0 ws0">31.12.2022</div><div class="c x47 y916 w22 h1e"><div class="t m0 x0 h1d y92 ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y1c6 ff3 fsb fc0 sc0 ls0 ws0">Badanie rocz<span class="_ _2"></span>nych<span class="_ _2"></span> spraw<span class="_ _17"></span>ozdań fin<span class="_ _2"></span>ansowych<span class="_ _17"></span> <span class="_ _1bf"> </span>13<span class="_ _17"></span>2</div><div class="c x67 y917 w23 h1e"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x4a h1b y1c6 ff3 fsb fc0 sc0 ls0 ws0">75</div><div class="c x47 y917 w22 h1e"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y918 ff3 fsb fc0 sc0 ls0 ws0">Przegląd spr<span class="_ _17"></span>awo<span class="_ _2"></span>zdań finans<span class="_ _17"></span>owych <span class="_ _214"> </span>90</div><div class="c x67 y9d w23 h1e"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x4a h1b y918 ff3 fsb fc0 sc0 ls0 ws0">76</div><div class="c x47 y9d w22 h1e"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y919 ff3 fsb fc0 sc0 ls0 ws0">Doradztwo p<span class="_ _17"></span>odatkow<span class="_ _17"></span>e <span class="_ _ff"> </span>0</div><div class="c x67 y91a w23 h1e"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x179 h1b y919 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x47 y91a w22 h1e"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y91b ff3 fsb fc0 sc0 ls0 ws0">Pozosta<span class="_ _17"></span>ł<span class="_ _5"></span>e usługi <span class="_ _98"> </span>0</div><div class="c x67 y91c w23 h23"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x179 h1b y91b ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x47 y91c w22 h23"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1d y504 ff4 fsb fc0 sc0 ls0 ws0">Razem wynag<span class="_ _17"></span>rodzenie audy<span class="_ _17"></span>t<span class="_ _5"></span>ora<span class="_ _2"></span> <span class="_ _215"> </span>222</div><div class="c x67 y128 w23 h1e"><div class="t m0 x0 h1d y8d ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x4b h1d y504 ff4 fsb fc0 sc0 ls0 ws0">151</div><div class="c x47 y128 w22 h1e"><div class="t m0 x0 h1d y8d ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x1 h12 ya68 ff4 fs7 fc4 sc0 ls0 ws0"> </div><div class="t m0 x1 h12 y54c ffa fs1 fc0 sc0 ls0 ws0"> <span class="_ _30"> </span><span class="ff4 fs7 fc4"> </span></div></div><div class="pi" ></div></div><div id="pf4f" class="pf w0 h0" ><div class="pc pc4f w0 h0"><img class="bi x11 y14f wc h31" alt="" 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StWPff8c+LITMuyxEcQAAAAAIjIJ6lTK73jslTZsm4JJcbV0kgSUe4wmxBDZ5IG713REmZmMSEhpa7OcRrZR+ZcNw9s3FxrlEKpSk/e0TlY396orVZYufIljamIiMSDD927s6vCEpOkZqr1up910DvuuOVhVXNJf7BGYTEwPb9iZX+zIFcvqUVJcd2P77rhZw84carMxMRxU98mZgkazaXNsnzxpbUTd5pMPlFXFsHEdYRSyeXOe9ZoRmRZESyKkVVIcpaCxC19fkXUEdEG2AXn44GzZqQpEQtxJ1G9ezxP2LX71TWvklRcUnnsiSWNghLvXlr5cqWaxrKRZJZkYdbBezshM/U+GzWqOn3Gbsuff1k1pmkaSn3mmSXTp+3lvWOszQIAAAAA7S6fOHGnJHH9A8006dg63dmYOBJHYkccSIo0VaVWsxhgSZiF2aI2e7or737PUeIoCg208tUrXx5TjOQoykF9f8/00dsbNc/LZjMXqShT1DB6dKdacEZmkVjNaNSo7uEbIjnLMo2FRurd2BcDcXtlFXOvvLzaOUfGapYkSVmWZup9Kj608kGivNka2LKBqE8So8InEsqctXTOGenatev+4R8u//4PL07TChkzW4xhYHBQY1S1apY1i00ju2tDi7qTEgWztKd7FPMqIzMLm/sH0pSbTWs0clNibq+brqNGdSo1nRNTjoEmThy3dfq+0caNvUTE7PD5AwAAAIChLh8xsssnXKmkoYws2y74HYlKIiIuiJvGaUcHd3bXRJRZmHn8hEkf/egH37b3ZDNrkc25+3dl7kbHztamotKdbUxzNy7d7qiSpGnWKkmESKzRCESOWYkCkxG7wUb/8PqGHKM6l4pQrVYX8RbaOet7RmXVWkVVRaTVanlXExEzck6URpAMFGVOZMRKRGbcbLU6OmpRS++casnkKpXq4489ffWV13/y7A+zJI7Z2MeoIuIkCSEyyTb1HIlCLNMiN2ZmZ1GLajVzjrxj71OjwoyKIqRVKoqYVqS9miQzDQ4UQ2uoExNRlmVkxMymNjx3CAAAAAB27C7PMjd1t8lPPbYhNIskteEo30KJy6jNJKt+6IyTP372e9gNdXn7ArOZMvPmjeXVP7jZ0jFrB9P6uJ61+erxEyfU/XavB3d0+O6RI1/u73MuCSE8/fTSMj/J1YSJmbkobfny5cPHWoxlT0+PCI0bN3749IQoXvj1cw48cO9KVYpCq1UxJRtaZJ1iJPbRORvob69fTmaUZdUQ8/3233PGjN2uuebnwnWi1DS59t9ufOdJJ0zceYw4ExYyihqInBknSbpwwZNEf05ERELkTOmVV9YSEYvFIp84aaKS1us8YmRnf9/GENSINNIzS55/275ThS2aJ6Knn1q67dz9SZMmEhNRjBq3XQMHAAAAAHZYErU4/IhZeTHoPJupiIQQRBxTppqUgZwkxOy9lKHpPXlHTkzYjGJZRiJZu6b30vO+8+oTvYVWNnbIykpjc7fMmLH3KNnu/HIjOvjQtxMVRTkoTh58YMHSJS9pMKE0lPTQg/OffGIJEYtIiKVRueuUSVFt1OiuMWN6QijS1JehvOe+ufUuMSkr9aiUk7clS5fc97uHH3xw4YMPLZg/f36MUYSMVCmaWpqkPqF/vPyCj33ylCm7TWSJpqYx6+stb5lzv/dk5qOambVXT1c1Mnl03qJHHl6mgTS6GP199z714vJXQihForh46KEHeSdRw6xZb2/Pk3Hi+zfnP/3J7XkzaEw02n33PvHkE8+YUYy5UdHRlc6YMYOIQohpmuIjCAAAAABE5J2Lhx8++wffndNsKJExM5GomsWUTYSp2ZBY+lYjeldhEjIhIjXSSKGM9/12wY9//LMF9y0Z07XLprC5a0Ra6/ZaNA/ddxrnRMn2vg7Yye8/4ec/+2WtVs9b2tdbfPELl/zlR04dO27Uq6tfuOpHP201zLE4x0o2ZeqkKVPHiotRw6xD9pnz6rz+wU3e29w779l3n32OP/HItO7LaPMefvSSb/7Tiy+8WuZZvUN2mdxz/Q3/lpsSKVEUkUazOXpcZfQYz8595tyzPv/Zb8QQRbJKml7/i1+detqxY8d3tE+uKPIkqbKJKuct+9IXLzn9jA9MnTrp+eUrrrn6tqIw7xNi7eisHHvc7KJsMcvJpxz177+4UaP3ru5855ybf0Nsxxw7u7d383ev+EkIJMLE0bh5/InHjBk1RpWYGfsKAQAAAMBQl6uGPfYYd9jsQ+769YPEJiJROUb9+4uvqtYoxuKJx1/IfLdGufuueWvX9pG6aLlaUeT5smUvLFu6wkvNd3VrZeDis045/ugD6pXSPLVqnf0udG0nzMUV06bvfMaZp/zoX2+opKNYq+tW5xee/z3nY172dXV2V7IRg/2xWnNk4cyP/EVHV6LWEMfvfs8xN9/w+zT14rQYHP2NC6+88fq53aPqMYRFi5Zs7g2Jm5A4Hdi86ZxPf845IVIiJY6qmviEObYKrdV59uH7HXHk7PvuflKjZ+c2rBv47neu+dpFn2Bm1SgiZoGITCWq27CudfmlV8UYzSJZypyoxlaj/6/P/qspU3fKy2aS0JTdJrz/1Hf99No7rcyc84mMuOPW++fcdGeW1YQ6ysLEBePW5F3HfOwT71VTImLmEALmsQAAAAAAEXlmIqbPfvb0hx5YPDi4WYSUSKPOuWmuUsM5Y6uLjHTili19YcnTzzruIs5JCjMV9pnv1pgUNT3/0nMPknz+OaflLzxZjhu9zzcv9Uec1LW9YTk30k99+kPr1rTunrtAQ1Lmlrhu5yIZNwZiDEW93mPUPPfcs9950p/FOMiSe8lm7rX7xz7+oauv+kVR5laMFlc8vnCV+KIsy0o60lOFQtVXBr701U8dPOvt1t6xh4lIWVhVVaNzJGxJ6j7+8TMXzrtw08Y8b0UWd+utdxx06LR3nnRUCME5V5aFc55ZyJIyZ5FU2Kkpc2AWcXTqe99/5pknqZIImwUR99nPnTHQ539124NMXqRGLEm10mqWwuRcKq7sGtn19W98Zcy4kcyRmUIIuOcTAAAAANrc+V/5hhfu6kqJG4/OezC0qOK7hFJi76iTrYMtpfZKKZx4qYiwcCJU8a7TNCta6p0/4n0zP7n/Lq++68wRy5eW5eapqxvl758dfcZxSTri9UclSpyvpNlRRx+0bu2LS5ctinFz4phVTDXxVq+X06aP+NKXP/L+k49IU05c6rkulDnRAw586/QZ3StWzs8HXdHaVEkTUqll9TJvJT7MnPmWc7945MmnHOV9JGJW+fGPfhFzcqxpWqZpeebp789SsViOHdNRlhsWLXw0kZpjzxaWP/fcYQcf/PTiNU8vfjFSFEeqhUuiCCWJdy5zUonh5dFjkr/54l9+4ux31urOOUucsYl3Serd4YfPrFTDihVPNhsby7yZJqkXi3FTvSOffcSel176d3vuOVnYSImUezesu/3WG4laacJFq/WxT56cVTDdHAAAAGAHxaGMzklRxBj0gvOvuG3OfUIjQiGcbdkf3oaWNCHb5vIuE7GqirgQwrcvP/ctz8y3Cy6L1d6XaoNTByp57Jlww/fGnvDO1x1VLWd2bN6MilZctvSV++59eOXKV/JWWe+ovGXyxN2n7bL/ATPrHZmRORHioZFVlYjKsgwhLHzk+SeffH7FihXNZnPs2LFjx42aNm3q2/fds9pFIYQkEWYXS77n7nlClTRNzaJyfshhM5OU1JQsGRwoFsx7mikhY5IiUnPGnrtfd83dP/7RrY2yyCrOqHXKqe/eeedxzzzzfN+mwZ7uMdN2G3/MsbMmThpFTOKI2IgCkZhJCMomzvHqVZsXL1r68MOL1q7dUKvW9pg+9bDZb5uy287Ok6qJI1VlksGB5rx5j3vn2bwqzX7HXj7BiuYAAAAAOygvjoyi8+Sc/8pXz163duO8h59yaaKypb+36fMti/0xmZl4Vi1dQqO7R4T+warPQpPGpplrGaW+7Ovf3qhmQsbExsxJxjP33mXm23YpQyBmEfKOo8UYC+JChKKy42zbp2dZ5pw75Ig9D3vHTDIqQ4wxZllCZMxGJkmSEMUYS2I58qgDyIiJzUicGZdm0TSKuDR1Rx61rxmRMYkaNUxdo7VebdC7usYyWHO33SecetrxRmQ2tJq6c8JMQYOwJyIiZ2YhxMR7IzKl8RO6xo474Jjj9xfhUFqSsBExkxGJMBk5cWbU2VU7+uhZqqRKwiQen0YAAACAHZdELdRK5yJLqHdmV/zz+SefepzPWmRC5kgdqSdNSFPSjDTd8kPiqq1GSea8SxeteLbnoD1WV30tZOPX+y7pXDOmPvKIvbc3qpPEjMyM2IxjGRokpU+j8wVLEa1ksjSpEDmN4mTrzaPMrKplWRIRcyAqgzaJ8zQzo4I5Egc1IjJVIzZxylK4JIqPzhMxiVCIObHGWKSZlLFB3DJWotIsqlmSVJgTtk4NlUo2IgQzI+bI0iLXZFcq5dFy73l45yMx4yTxIUYzjVpEK8QHSVSp9JkpK4mFqO23zEyqJEKqpmbiyCVmophrDgAAALAj8945IiNSEQ6qtY7sK+d9Yvdpu175o7tWr1ojzodSzcSMycSMksTHGFjMVLKswzkRphdfXT3+lNOKD7/vpRt+ObhuVbWn6y2nn0wTxv8XA7st4zK51BEFJk/UnmDNRERKQo621O/WMx6+sGyeiBL3mkvpZOQctdc+N1PmKKJEBVlC7VcjSqXS/nJARKlkRGwqzJkZO0ktVklrbB1sVOYhlIkTas9ZITLnCzNmluHpPUxEIkJE3kv7z0ikRCWROSdmJsJE4hMhovZUIOeIiNxQ2Ucmdc6IEuz9CQAAALDjdjmRJ4rtynSOiYyFPnDa8Ucf845rr73t+n+/vX9zIwSqVDrKMhJxCA3nmShGCyRxr332OuusU2cfuntSxinnfX7Uuw5d/fLykSN7xh36Z9SsUPW/Hp2HH47aK6Mb/6fI3nrgH9rewt8chl6NmMwPPZdpuKTd8NKE7X1DjUzIjIhjJGFLfBqjGbeMCu/MuXJoLG4/a9un8zansuVBw+/Ihod47bT81yFYxRwAAABgB8ftOynbm++YmZkweSIKFEOMQm758leWPvPCihWr+jb19fZuqlTSSrW6884Tdn3rpOnTd+vpqZuZGDM74uAlWGhxmhbBkWVp8oZP5DUXxe21sSt/4iLfLaKEyG2N5K2v84ficG2X0QZJk1tvfuje3zxWUkwzCdo4+f0nHDb7gC1/Lmev29bt3Yu2/abB23+frx/pzLhYDgAAALADd7kZrtQCAAAAALzJsNkkAAAAAAC6HAAAAAAA0OUAAAAAAOhyAAAAAABAlwMAAAAAoMsBAAAAAABdDgAAAACALgcAAAAAAHQ5AAAAAAC6HAAAAAAA0OUAAAAAAOhyAAAAAABAlwMAAAAAoMsBAAAAAABdDgAAAACALgcAAAAAAHQ5AAAAAAC6HAAAAAAA0OUAAAAAAOhyAAAAAABAlwMAAAAAoMsBAAAAAABdDgAAAACALgcAAAAAAHQ5AAAAAAC6HAAAAAAA0OUAAAAAAOhyAAAAAABAlwMAAAAAoMsBAAAAAABdDgAAAACALgcAAAAAgD/mPwBHNSFx7/cTTAAAAABJRU5ErkJggg=="/><div class="t m0 x1 h2 y1 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h3 y53 ff1 fs0 fc1 sc0 ls0 ws0">Jednostkowe sprawozdanie ﬁnansowe Dekpol S.A.<span class="ff2"> <span class="_ _14"> </span> <span class="_ _4f"> </span><span class="ff3 fc0">za okres od 01.01.2023 do 31.12.2023</span></span></div><div class="t m0 x3c h4 y54 ff3 fs1 fc0 sc0 ls0 ws0"> <span class="_ _3"></span> <span class="_ _4"> </span> <span class="_ _4"> </span> </div><div class="t m0 xb4 h3 y53 ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="c x54 y5fa w2e h6"><div class="t m0 x0 h5 y5fb ff1 fs2 fc0 sc0 ls0 ws0">79</div></div><div class="t m0 x13 h18 y56 ff1 fs9 fc6 sc0 ls0 ws0">Wprowadzenie </div><div class="t m0 x15 h18 y59 ff1 fs9 fc6 sc0 ls0 ws0">Sprawozdanie  </div><div class="t m0 x15 h18 y5a ff1 fs9 fc6 sc0 ls0 ws0">z sytuacji </div><div class="t m0 x15 h18 y5b ff1 fs9 fc6 sc0 ls0 ws0">ﬁnansowej </div><div class="t m0 x17 h18 y5f ff1 fs9 fc6 sc0 ls0 ws0">Sprawozdanie  </div><div class="t m0 x17 h18 y60 ff1 fs9 fc6 sc0 ls0 ws0">z przepływów </div><div class="t m0 x17 h18 y61 ff1 fs9 fc6 sc0 ls0 ws0">pieniężnych </div><div class="t m0 x18 h18 y5c ff1 fs9 fc6 sc0 ls0 ws0">Sprawozdanie  </div><div class="t m0 x18 h18 y5d ff1 fs9 fc6 sc0 ls0 ws0">ze zmian w kapitale </div><div class="t m0 x18 h18 y5e ff1 fs9 fc6 sc0 ls0 ws0">własnym </div><div class="t m0 x19 h16 y62 ff4 fs9 fc5 sc0 ls0 ws0">Dodatkowe  </div><div class="t m0 x19 h16 y63 ff4 fs9 fc5 sc0 ls0 ws0">noty  </div><div class="t m0 x19 h16 y64 ff4 fs9 fc5 sc0 ls0 ws0">objaśniające </div><div class="t m0 x16 h18 y5c ff1 fs9 fc6 sc0 ls0 ws0">Sprawozdanie  </div><div class="t m0 x16 h18 y5d ff1 fs9 fc6 sc0 ls0 ws0">z całkowitych  </div><div class="t m0 x16 h18 y5e ff1 fs9 fc6 sc0 ls0 ws0">dochodów </div><div class="t m0 x1 h12 y3f2 ff4 fs7 fc4 sc0 ls0 ws0">25. <span class="_ _55"></span>Zda<span class="_ _17"></span>rzenia po dniu b<span class="_ _5"></span>ilansowym </div><div class="t m0 x1 h4 y294 ff3 fs1 fc0 sc0 ls0 ws0">Nie wystąpiły <span class="_ _17"></span>inn<span class="_ _5"></span>e istotne <span class="_ _17"></span>zdarzenia po dniu bi<span class="_ _2"></span>lansowym <span class="_ _17"></span>n<span class="_ _5"></span>ie uwzględnione  <span class="_ _17"></span>w niniejszym spra<span class="_ _17"></span>wozdaniu oraz w <span class="_ _17"></span>sprawo<span class="_ _17"></span>z-</div><div class="t m0 x1 h4 ya69 ff3 fs1 fc0 sc0 ls0 ws0">daniu zarządu. </div><div class="t m0 x1 h2b y391 ff2 fsa fc2 sc3 ls0 ws0">Sprz<span class="_ _5"></span>edaż <span class="_ _5"></span>udzi<span class="_ _5"></span>ałó<span class="_ _5"></span>w w s<span class="_ _32"></span>pó<span class="_ _5"></span>ł<span class="_ _5"></span>ce <span class="_ _5"></span>Dek<span class="_ _5"></span>pol <span class="_ _32"></span>Kame<span class="_ _5"></span>sznic<span class="_ _5"></span>a<span class="_ _5"></span> S<span class="_ _5"></span>p.<span class="_ _5"></span> z <span class="_ _5"></span>o.<span class="_ _5"></span>o.<span class="_ _7a"> </span> </div><div class="t m0 x1 h4 ya6a ff3 fs1 fc0 sc0 ls0 ws0">W dn<span class="_ _5"></span>iu 8<span class="_ _5"></span> kwietnia <span class="_ _5"></span>2024 <span class="_ _5"></span>roku (<span class="_ _5"></span>zdarz<span class="_ _17"></span>e<span class="_ _5"></span>nie <span class="_ _5"></span>po d<span class="_ _5"></span>niu bilansowym) <span class="_ _5"></span>spółka D<span class="_ _5"></span>ekpol Dewelop<span class="_ _5"></span>er zakupiła od <span class="_ _5"></span>spółki <span class="_ _5"></span>z<span class="_ _5"></span> Dekpo<span class="_ _5"></span>l S.A. </div><div class="t m0 x1 h4 y837 ff3 fs1 fc0 sc0 ls0 ws0">udziały w <span class="_ _17"></span>s<span class="_ _5"></span>półce Dekpol K<span class="_ _17"></span>amesznica Sp. <span class="_ _17"></span>z<span class="_ _5"></span> o<span class="_ _17"></span>.o., k<span class="_ _17"></span>tóra<span class="_ _5"></span> z<span class="_ _17"></span>o<span class="_ _5"></span>stała z<span class="_ _17"></span>a<span class="_ _5"></span>kupiona <span class="_ _17"></span>w celu realizacji<span class="_ _2"></span> in<span class="_ _17"></span>w<span class="_ _5"></span>estycji do <span class="_ _17"></span>realizowania in<span class="_ _17"></span>we-</div><div class="t m0 x1 h4 y9e2 ff3 fs1 fc0 sc0 ls0 ws0">stycji deweloperskich na teren<span class="_ _17"></span>ie p<span class="_ _5"></span>ołudniowej Polski.  </div><div class="t m0 x1 h2b y400 ff2 fsa fc2 sc3 ls0 ws0">Um<span class="_ _5"></span>owa <span class="_ _5"></span>zl<span class="_ _5"></span>ecen<span class="_ _5"></span>ia w zak<span class="_ _5"></span>r<span class="_ _5"></span>e<span class="_ _5"></span>s<span class="_ _5"></span>ie <span class="_ _5"></span>udz<span class="_ _5"></span>ielania <span class="_ _32"></span>gwara<span class="_ _32"></span>ncj<span class="_ _5"></span>i <span class="_ _5"></span>ub<span class="_ _5"></span>ez<span class="_ _5"></span>pi<span class="_ _5"></span>ecz<span class="_ _5"></span>eniowyc<span class="_ _5"></span>h <span class="_ _5"></span>z <span class="_ _5"></span>Po<span class="_ _5"></span>w<span class="_ _5"></span>s<span class="_ _5"></span>zech<span class="_ _5"></span>ny<span class="_ _5"></span>m<span class="_ _5"></span> Zak<span class="_ _5"></span>ładem<span class="_ _5"></span> </div><div class="t m0 x1 h2b y15a ff2 fsa fc2 sc3 ls0 ws0">Ubez<span class="_ _5"></span>pieczeń <span class="_ _5"></span>S<span class="_ _5"></span>.<span class="_ _5"></span>A. <span class="_ _c8"> </span> </div><div class="t m0 x1 h4 ya6b ff3 fs1 fc0 sc0 ls0 ws0">W <span class="_ _17"></span>lutym 20<span class="_ _17"></span>2<span class="_ _5"></span>4 <span class="_ _17"></span>roku <span class="_ _17"></span>(zdarzenie <span class="_ _17"></span>po dniu <span class="_ _7"></span>b<span class="_ _5"></span>ilansowym) <span class="_ _17"></span>spółka <span class="_ _17"></span>Dekpo<span class="_ _5"></span>l <span class="_ _17"></span>S.A.  <span class="_ _7"></span>zawarła <span class="_ _17"></span>umowę z <span class="_ _7"></span>Pows<span class="_ _5"></span>zechnym<span class="_ _17"></span> Zakładem <span class="_ _17"></span>Ubez<span class="_ _17"></span>-</div><div class="t m0 x1 h4 y999 ff3 fs1 fc0 sc0 ls0 ws0">pieczeń <span class="_ _5"></span>S.A. o <span class="_ _5"></span>o<span class="_ _5"></span>kresowe <span class="_ _5"></span>udziel<span class="_ _17"></span>a<span class="_ _5"></span>nie <span class="_ _5"></span>gwarancji ubezpieczeniowych <span class="_ _5"></span>k<span class="_ _17"></span>ontraktowych. Zgodnie <span class="_ _5"></span>z <span class="_ _5"></span>zawartą umową <span class="_ _5"></span>udostęp-</div><div class="t m0 x1 h4 ya6c ff3 fs1 fc0 sc0 ls0 ws0">niony limit <span class="_ _5"></span>wynos<span class="_ _5"></span>i 40<span class="_ _5"></span> <span class="_ _5"></span>mln <span class="_ _5"></span>zł. <span class="_ _5"></span>W<span class="_ _5"></span> <span class="_ _5"></span>ramach <span class="_ _5"></span>udostępnionego <span class="_ _5"></span>limitu <span class="_ _5"></span>Emitent <span class="_ _32"></span>oraz <span class="_ _5"></span>Spółka zależna <span class="_ _5"></span>od <span class="_ _5"></span>Emitenta <span class="_ _5"></span>Dekpo<span class="_ _5"></span>l <span class="_ _5"></span>Budow-</div><div class="t m0 x1 h4 ya6d ff3 fs1 fc0 sc0 ls0 ws0">nictwo może wystawiać g<span class="_ _5"></span>warancje <span class="_ _5"></span>ubezpieczenio<span class="_ _2"></span>we zapłaty wad<span class="_ _5"></span>ium, <span class="_ _5"></span> gwarancje <span class="_ _5"></span>należytego <span class="_ _5"></span>wyk<span class="_ _17"></span>o<span class="_ _5"></span>nania <span class="_ _5"></span>umowy<span class="_ _7"></span>, <span class="_ _5"></span>gwa-</div><div class="t m0 x1 h4 ya6e ff3 fs1 fc0 sc0 ls0 ws0">rancje należytego usunięcia wad i<span class="_ _17"></span> usterek oraz gwarancje zwrotu z<span class="_ _17"></span>aliczki.<span class="_ _5"></span> </div><div class="t m0 x1 h4 y943 ff3 fs1 fc0 sc0 ls0 ws0">Umowa jest <span class="_ _2"></span>ważna do<span class="_ _5"></span> lutego 2025 <span class="_ _17"></span>roku.  </div><div class="t m0 x1 h2b y8c ff2 fsa fc2 sc3 ls0 ws0">Um<span class="_ _5"></span>owa <span class="_ _5"></span>w zak<span class="_ _5"></span>resi<span class="_ _5"></span>e <span class="_ _5"></span>ud<span class="_ _5"></span>zi<span class="_ _5"></span>el<span class="_ _5"></span>ania <span class="_ _5"></span>g<span class="_ _5"></span>w<span class="_ _5"></span>arancj<span class="_ _5"></span>i u<span class="_ _32"></span>bezpi<span class="_ _5"></span>ecz<span class="_ _5"></span>e<span class="_ _5"></span>niowych<span class="_ _5"></span> z <span class="_ _5"></span>T<span class="_ _7"></span>ok<span class="_ _5"></span>i<span class="_ _5"></span>o M<span class="_ _5"></span>a<span class="_ _5"></span>rine <span class="_ _32"></span>Euro<span class="_ _5"></span>p<span class="_ _5"></span>e <span class="_ _5"></span>S.<span class="_ _5"></span>A. <span class="_ _112"> </span> </div><div class="t m0 x1 h4 y320 ff3 fs1 fc0 sc0 ls0 ws0">W kwietniu 2024 roku (zdarzenie po dniu bilansowym) spółka Dekpol S.A.  zawarła umowę z T<span class="_ _7"></span>okio Marine Europe <span class="_ _5"></span>S.A. w </div><div class="t m0 x1 h4 ya6f ff3 fs1 fc0 sc0 ls0 ws0">zakresie <span class="_ _5"></span>udzielania<span class="_ _5"></span> <span class="_ _5"></span>gwarancji <span class="_ _5"></span>ubezpieczeniowych. Zgodnie <span class="_ _32"></span>z <span class="_ _32"></span>zawart<span class="_ _2"></span>ą <span class="_ _32"></span>umową <span class="_ _5"></span>udo<span class="_ _5"></span>stępniony <span class="_ _5"></span>limit <span class="_ _5"></span>w<span class="_ _5"></span>ynosi <span class="_ _32"></span>45 <span class="_ _5"></span>m<span class="_ _5"></span>ln <span class="_ _5"></span>zł<span class="_ _5"></span>. <span class="_ _5"></span>.<span class="_ _5"></span> <span class="_ _5"></span>W </div><div class="t m0 x1 h4 ya70 ff3 fs1 fc0 sc0 ls0 ws0">ramach udostępnionego limitu Emitent oraz S<span class="_ _17"></span>p<span class="_ _5"></span>ółka zal<span class="_ _17"></span>eżna<span class="_ _5"></span> od Emitenta Dekpol Budownictwo m<span class="_ _17"></span>oże wystawiać gwar<span class="_ _17"></span>an<span class="_ _5"></span>-</div><div class="t m0 x1 h4 y95 ff3 fs1 fc0 sc0 ls0 ws0">cje ubezpieczeniow<span class="_ _17"></span>e zapłaty wadium,  gwarancje należytego wyk<span class="_ _7"></span>on<span class="_ _5"></span>ania umowy<span class="_ _7"></span>, gwarancje należytego usunięcia wad i </div><div class="t m0 x1 h4 y3b1 ff3 fs1 fc0 sc0 ls0 ws0">usterek <span class="_ _32"></span>o<span class="_ _5"></span>raz <span class="_ _32"></span>gwa<span class="_ _5"></span>rancje <span class="_ _32"></span>zwrotu <span class="_ _2f"></span>zaliczki <span class="_ _2f"></span>oraz <span class="_ _2f"></span>inn<span class="_ _5"></span>e <span class="_ _2f"></span>typy <span class="_ _32"></span>g<span class="_ _5"></span>warancji <span class="_ _32"></span>zaak<span class="_ _17"></span>cep<span class="_ _5"></span>towane <span class="_ _32"></span>przez <span class="_ _2f"></span>Gwaranta. <span class="_ _2f"></span>Limit <span class="_ _2f"></span>ma <span class="_ _2f"></span>ch<span class="_ _5"></span>arakter </div><div class="t m0 x1 h4 ya71 ff3 fs1 fc0 sc0 ls0 ws0">odnawialn<span class="_ _2"></span>y<span class="_ _7"></span>, a czas trwania umowy jest nieokreślony<span class="_ _55"></span>.<span class="_ _5"></span> </div><div class="t m0 x1 h2b y9b ff2 fsa fc2 sc3 ls0 ws0">Aneks d<span class="_ _5"></span>o <span class="_ _5"></span>um<span class="_ _5"></span>owy<span class="_ _5"></span> <span class="_ _5"></span>linii g<span class="_ _5"></span>w<span class="_ _5"></span>ara<span class="_ _5"></span>ncy<span class="_ _5"></span>j<span class="_ _5"></span>nej z <span class="_ _5"></span>Zuric<span class="_ _32"></span>h Insur<span class="_ _5"></span>anc<span class="_ _5"></span>e<span class="_ _5"></span> pl<span class="_ _5"></span>c<span class="_ _14"> </span> <span class="_ _7a"> </span> </div><div class="t m0 x1 h4 ya72 ff3 fs1 fc0 sc0 ls0 ws0">W d<span class="_ _5"></span>niu <span class="_ _5"></span>22 <span class="_ _5"></span>kwietnia <span class="_ _5"></span>2024 <span class="_ _5"></span>roku <span class="_ _5"></span>(zdarzenie <span class="_ _5"></span>po <span class="_ _5"></span>dniu <span class="_ _5"></span>bilansowym) <span class="_ _5"></span>do <span class="_ _5"></span>Dekpol <span class="_ _32"></span>S.A. wpł<span class="_ _5"></span>ynął <span class="_ _5"></span>obustronnie <span class="_ _5"></span>pod<span class="_ _5"></span>pisany aneks do </div><div class="t m0 x1 h4 ya73 ff3 fs1 fc0 sc0 ls0 ws0">umowy linii gwar<span class="_ _17"></span>an<span class="_ _5"></span>cyjnej za<span class="_ _17"></span>wartej w grudniu 2020 roku <span class="_ _17"></span>p<span class="_ _5"></span>rzez Dekpol S.<span class="_ _17"></span>A<span class="_ _5"></span>. i Dekpol Budownictwo Sp<span class="_ _17"></span>. z o.<span class="_ _17"></span>o.  z Zurich Insu-</div><div class="t m0 x1 h4 ya74 ff3 fs1 fc0 sc0 ls0 ws0">rance plc Niederlassung f<span class="_ _5"></span>ür Deutschlan<span class="_ _5"></span>d z sied<span class="_ _5"></span>zibą we Frankfurci<span class="_ _2"></span>e nad<span class="_ _5"></span> Menem. Na <span class="_ _5"></span>mocy ane<span class="_ _5"></span>k<span class="_ _17"></span>su wysokość limitu gwa<span class="_ _17"></span>-</div><div class="t m0 x1 h4 ya75 ff3 fs1 fc0 sc0 ls0 ws0">rancyj<span class="_ _17"></span>ne<span class="_ _5"></span>go udostępnionego w r<span class="_ _17"></span>a<span class="_ _5"></span>mach umowy <span class="_ _17"></span>zo<span class="_ _5"></span>stała podwyż<span class="_ _17"></span>szona do kwoty 12,5 <span class="_ _17"></span>m<span class="_ _5"></span>ln EUR (dotychczas 8,25<span class="_ _17"></span> mln EUR). </div><div class="t m0 x1 h4 ya76 ff3 fs1 fc0 sc0 ls0 ws0">Zgodnie <span class="_ _17"></span>z umową <span class="_ _17"></span>w ramach <span class="_ _17"></span>od<span class="_ _5"></span>nawialnej <span class="_ _17"></span>linii gwar<span class="_ _17"></span>a<span class="_ _5"></span>ncyjnej mogą <span class="_ _17"></span>być <span class="_ _17"></span>udzie<span class="_ _5"></span>lane gwar<span class="_ _17"></span>a<span class="_ _5"></span>ncje <span class="_ _17"></span>przetargowe, <span class="_ _17"></span>zwrotu z<span class="_ _17"></span>aliczki, </div><div class="t m0 x1 h4 ya77 ff3 fs1 fc0 sc0 ls0 ws0">należytego <span class="_ _5"></span>wyk<span class="_ _17"></span>onania <span class="_ _5"></span>k<span class="_ _17"></span>ontraktu, usunięcia wad<span class="_ _5"></span> lub <span class="_ _5"></span>usterek <span class="_ _5"></span>oraz regwarancje <span class="_ _5"></span>i inne <span class="_ _5"></span>zaak<span class="_ _17"></span>ceptowane rod<span class="_ _5"></span>zaje gwarancji. </div><div class="t m0 x1 h4 y904 ff3 fs1 fc0 sc0 ls0 ws0">Gwarancje <span class="_ _5"></span>wystawiane <span class="_ _32"></span>w <span class="_ _32"></span>ramach <span class="_ _32"></span>umowy <span class="_ _32"></span>są <span class="_ _32"></span>waż<span class="_ _5"></span>ne <span class="_ _32"></span>przez <span class="_ _5"></span>o<span class="_ _5"></span>kres <span class="_ _32"></span>nie <span class="_ _32"></span>dłuższy <span class="_ _32"></span>niż <span class="_ _32"></span>72 <span class="_ _2f"></span>miesiące <span class="_ _2f"></span>od <span class="_ _32"></span>daty <span class="_ _32"></span>ich <span class="_ _32"></span>wystawienia. </div><div class="t m0 x1 h4 ya78 ff3 fs1 fc0 sc0 ls0 ws0">Zabezpieczenie <span class="_ _17"></span>roszcz<span class="_ _17"></span>e<span class="_ _5"></span>ń zwi<span class="_ _17"></span>ązanych <span class="_ _17"></span>z umową <span class="_ _17"></span>stanowią wek<span class="_ _17"></span>sel <span class="_ _2"></span>in bl<span class="_ _17"></span>a<span class="_ _5"></span>nco wr<span class="_ _17"></span>az z <span class="_ _17"></span>de<span class="_ _5"></span>klaracją <span class="_ _17"></span>wekslową <span class="_ _17"></span>oraz o<span class="_ _17"></span>ś<span class="_ _5"></span>wiadcze-</div><div class="t m0 x1 h4 ya79 ff3 fs1 fc0 sc0 ls0 ws0">nie <span class="_ _17"></span>o poddaniu <span class="_ _17"></span>się <span class="_ _17"></span>egzekucji<span class="_ _17"></span>. <span class="_ _17"></span>U<span class="_ _5"></span>mowa <span class="_ _17"></span>określa z<span class="_ _17"></span>obowiązania <span class="_ _17"></span>z<span class="_ _5"></span>lecenioda<span class="_ _17"></span>wcy <span class="_ _17"></span>m.in. <span class="_ _17"></span>do<span class="_ _5"></span> <span class="_ _17"></span>utrzymywania s<span class="_ _17"></span>ytuacji <span class="_ _17"></span>ek<span class="_ _17"></span>o<span class="_ _5"></span>nomiczno-</div><div class="t m0 x1 h4 y9c6 ff3 fs1 fc0 sc0 ls0 ws0">ﬁnansowej <span class="_ _5"></span>na <span class="_ _5"></span>określonym poziomie. <span class="_ _5"></span>Umowa <span class="_ _5"></span>została <span class="_ _5"></span>za<span class="_ _17"></span>wa<span class="_ _5"></span>rta <span class="_ _5"></span>na<span class="_ _5"></span> <span class="_ _5"></span>czas <span class="_ _5"></span>nieokreślony z <span class="_ _32"></span>trzydziestodniowym <span class="_ _5"></span>okresem <span class="_ _5"></span>wy-</div><div class="t m0 x1 h4 y6d6 ff3 fs1 fc0 sc0 ls0 ws0">powiedzenia. </div><div class="t m0 x1 h4 ya7a ff3 fs1 fc0 sc0 ls0 ws0">O za<span class="_ _17"></span>wa<span class="_ _5"></span>rciu anek<span class="_ _17"></span>su Spółka informowała w r<span class="_ _17"></span>a<span class="_ _5"></span>porcie bieżąc<span class="_ _17"></span>ym nr 17/2024 z dnia 22 kwietnia 2024 roku. </div><div class="t m0 x1 h4 ya7b ff3 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="pi" ></div></div><div id="pf50" class="pf w0 h0" ><div class="pc pc50 w0 h0"><img class="bi x11 y14f wc h31" alt="" 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"/><div class="t m0 x1 h2 y1 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h3 y53 ff1 fs0 fc1 sc0 ls0 ws0">Jednostkowe sprawozdanie ﬁnansowe Dekpol S.A.<span class="ff2"> <span class="_ _14"> </span> <span class="_ _4f"> </span><span class="ff3 fc0">za okres od 01.01.2023 do 31.12.2023</span></span></div><div class="t m0 x3c h4 y54 ff3 fs1 fc0 sc0 ls0 ws0"> <span class="_ _3"></span> <span class="_ _4"> </span> <span class="_ _4"> </span> </div><div class="t m0 xb4 h3 y53 ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="c x54 y5fa w2e h6"><div class="t m0 x0 h5 y5fb ff1 fs2 fc0 sc0 ls0 ws0">80</div></div><div class="t m0 x13 h18 y56 ff1 fs9 fc6 sc0 ls0 ws0">Wprowadzenie </div><div class="t m0 x15 h18 y59 ff1 fs9 fc6 sc0 ls0 ws0">Sprawozdanie  </div><div class="t m0 x15 h18 y5a ff1 fs9 fc6 sc0 ls0 ws0">z sytuacji </div><div class="t m0 x15 h18 y5b ff1 fs9 fc6 sc0 ls0 ws0">ﬁnansowej </div><div class="t m0 x17 h18 y5f ff1 fs9 fc6 sc0 ls0 ws0">Sprawozdanie  </div><div class="t m0 x17 h18 y60 ff1 fs9 fc6 sc0 ls0 ws0">z przepływów </div><div class="t m0 x17 h18 y61 ff1 fs9 fc6 sc0 ls0 ws0">pieniężnych </div><div class="t m0 x18 h18 y5c ff1 fs9 fc6 sc0 ls0 ws0">Sprawozdanie  </div><div class="t m0 x18 h18 y5d ff1 fs9 fc6 sc0 ls0 ws0">ze zmian w kapitale </div><div class="t m0 x18 h18 y5e ff1 fs9 fc6 sc0 ls0 ws0">własnym </div><div class="t m0 x19 h16 y62 ff4 fs9 fc5 sc0 ls0 ws0">Dodatkowe  </div><div class="t m0 x19 h16 y63 ff4 fs9 fc5 sc0 ls0 ws0">noty  </div><div class="t m0 x19 h16 y64 ff4 fs9 fc5 sc0 ls0 ws0">objaśniające </div><div class="t m0 x16 h18 y5c ff1 fs9 fc6 sc0 ls0 ws0">Sprawozdanie  </div><div class="t m0 x16 h18 y5d ff1 fs9 fc6 sc0 ls0 ws0">z całkowitych  </div><div class="t m0 x16 h18 y5e ff1 fs9 fc6 sc0 ls0 ws0">dochodów </div><div class="t m0 x1 h12 ya7c ff4 fs7 fc4 sc0 ls0 ws0">26. Czynn<span class="_ _5"></span>iki i z<span class="_ _17"></span>d<span class="_ _5"></span>arze<span class="_ _17"></span>nie, w tym o nietypowy<span class="_ _5"></span>m </div><div class="t m0 x1 h12 ya7d ff4 fs7 fc4 sc0 ls0 ws0">charakterze<span class="_ _17"></span>, wpływające na dział<span class="_ _5"></span>alność i </div><div class="t m0 x1 h12 ya7e ff4 fs7 fc4 sc0 ls0 ws0">spra<span class="_ _17"></span>woz<span class="_ _7"></span>d<span class="_ _5"></span>anie ﬁnan<span class="_ _5"></span>sowe </div><div class="t m0 x1 h2b ya7f ff2 fsa fc2 sc3 ls0 ws0">Konﬂik<span class="_ _5"></span>t zbro<span class="_ _5"></span>j<span class="_ _5"></span>ny<span class="_ _5"></span> <span class="_ _5"></span>w <span class="_ _5"></span>Uk<span class="_ _5"></span>raini<span class="_ _5"></span>e<span class="_ _5"></span> i<span class="_ _5"></span> jeg<span class="_ _5"></span>o <span class="_ _5"></span>pote<span class="_ _5"></span>ncj<span class="_ _5"></span>al<span class="_ _5"></span>ny<span class="_ _5"></span> <span class="_ _5"></span>w<span class="_ _5"></span>pły<span class="_ _5"></span>w na <span class="_ _5"></span> sy<span class="_ _5"></span>tuacj<span class="_ _5"></span>ę p<span class="_ _5"></span>o<span class="_ _5"></span>li<span class="_ _5"></span>ty<span class="_ _5"></span>cz<span class="_ _5"></span>no<span class="_ _5"></span>-gos<span class="_ _5"></span>p<span class="_ _5"></span>oda<span class="_ _32"></span>rcz<span class="_ _5"></span>ą<span class="_ _58"> </span> </div><div class="t m0 x1 h4 y559 ff3 fs1 fc0 sc0 ls0 ws0">K<span class="_ _17"></span>o<span class="_ _5"></span>nﬂikt <span class="_ _32"></span>zbrojny <span class="_ _5"></span>między <span class="_ _32"></span>Rosją <span class="_ _2f"></span>a <span class="_ _32"></span>Ukrainą <span class="_ _32"></span>ma<span class="_ _5"></span> <span class="_ _5"></span>istotny <span class="_ _32"></span>wpływ <span class="_ _2f"></span>na <span class="_ _32"></span>sytuację <span class="_ _32"></span>na <span class="_ _2f"></span>rynku <span class="_ _5"></span>budowlanym <span class="_ _32"></span>i <span class="_ _32"></span>p<span class="_ _5"></span>roduk<span class="_ _17"></span>cyjn<span class="_ _17"></span>y<span class="_ _5"></span>m <span class="_ _5"></span>w<span class="_ _5"></span> <span class="_ _32"></span>Polsce. </div><div class="t m0 x1 h4 yae ff3 fs1 fc0 sc0 ls0 ws0">Zdaniem <span class="_ _44"></span>wielu <span class="_ _44"></span>s<span class="_ _5"></span>pecjalistów <span class="_ _33"> </span>trudności <span class="_ _44"></span>wydają <span class="_ _33"> </span>się <span class="_ _44"></span>większ<span class="_ _17"></span>e <span class="_ _33"> </span>niż <span class="_ _44"></span>k<span class="_ _17"></span>o<span class="_ _5"></span>nsekwencje <span class="_ _33"> </span>ek<span class="_ _7"></span>onomiczne <span class="_ _33"> </span>spowodowa<span class="_ _17"></span>n<span class="_ _5"></span>e <span class="_ _44"></span>pan<span class="_ _5"></span>demią </div><div class="t m0 x1 h4 ya57 ff3 fs1 fc0 sc0 ls0 ws0">COVID-19. <span class="_ _5"></span>Sytuacja <span class="_ _32"></span>na<span class="_ _5"></span> <span class="_ _32"></span>wschodzie <span class="_ _32"></span>jest <span class="_ _2f"></span>bardzo <span class="_ _5"></span>dyn<span class="_ _5"></span>amiczna, <span class="_ _5"></span>wię<span class="_ _5"></span>k<span class="_ _17"></span>szość <span class="_ _32"></span>przedsiębiorstw <span class="_ _32"></span>analizuje <span class="_ _2f"></span>jaki <span class="_ _32"></span>będzie <span class="_ _32"></span>wpływ <span class="_ _2f"></span>na </div><div class="t m0 x1 h4 ya80 ff3 fs1 fc0 sc0 ls0 ws0">ich działalność w bliższ<span class="_ _17"></span>ej i da<span class="_ _5"></span>lszej perspektywie<span class="_ _17"></span>.  </div><div class="t m0 x1 h4 y55d ff3 fs1 fc0 sc0 ls0 ws0">W <span class="_ _5"></span>ocenie<span class="_ _5"></span> <span class="_ _5"></span>Spółki <span class="_ _5"></span>g<span class="_ _5"></span>łównymi <span class="_ _5"></span>obszarami, <span class="_ _5"></span>na <span class="_ _32"></span>które <span class="_ _32"></span>obecna <span class="_ _32"></span>sytuacja <span class="_ _5"></span>może <span class="_ _5"></span>mieć <span class="_ _32"></span>pośred<span class="_ _5"></span>nio <span class="_ _5"></span>wpływ<span class="_ _17"></span>, <span class="_ _5"></span>są <span class="_ _32"></span>p<span class="_ _5"></span>rzede <span class="_ _5"></span>wszystkim: <span class="_ _5"></span>1)<span class="_ _5"></span> </div><div class="t m0 x1 h4 ya81 ff3 fs1 fc0 sc0 ls0 ws0">dostępność siły roboczej, 2) surowców<span class="_ _17"></span>, ich ceny i <span class="_ _5"></span>dostępności, 3) ﬂuk<span class="_ _5"></span>tuacja kursów na rynku walutowym, 4) sytuacja na<span class="_ _5"></span> </div><div class="t m0 x1 h4 ya82 ff3 fs1 fc0 sc0 ls0 ws0">rynku bank<span class="_ _17"></span>owym i <span class="_ _17"></span>ﬁn<span class="_ _5"></span>ansowym.  </div><div class="t m0 x1 h4 ya83 ff3 fs1 fc0 sc0 ls0 ws0">W<span class="_ _17"></span>ojna za <span class="_ _5"></span>wschodnią granicą zna<span class="_ _5"></span>cząco wpłynęła na p<span class="_ _5"></span>olską gospodark<span class="_ _17"></span>ę. Gospodarka istotnie wyhamowała, a wiele łań-</div><div class="t m0 x1 h4 ya84 ff3 fs1 fc0 sc0 ls0 ws0">cuchów dostaw zostało przerwan<span class="_ _17"></span>ych. W o<span class="_ _5"></span>bszarze siły roboczej nastąpił znaczny odpływ pracownik<span class="_ _17"></span>ów z Ukrainy<span class="_ _7"></span>, którzy </div><div class="t m0 x1 h4 ya85 ff3 fs1 fc0 sc0 ls0 ws0">powrócili d<span class="_ _5"></span>o <span class="_ _5"></span>ojczystego <span class="_ _32"></span>kraju. <span class="_ _5"></span>W<span class="_ _17"></span>ś<span class="_ _5"></span>ród <span class="_ _5"></span>podmiotów <span class="_ _5"></span>gos<span class="_ _5"></span>podarczych <span class="_ _5"></span>wzrosła <span class="_ _5"></span>niepewność <span class="_ _5"></span>w <span class="_ _32"></span>podejmowaniu <span class="_ _5"></span>d<span class="_ _5"></span>ecyzji. Mi<span class="_ _5"></span>mo, </div><div class="t m0 x1 h4 ya86 ff3 fs1 fc0 sc0 ls0 ws0">że sytuacja gospodarcza uległa pewnej stabilizacji, należy mi<span class="_ _5"></span>eć na względzie, że jest to e<span class="_ _5"></span>lement bardzo mocno <span class="_ _5"></span>sk<span class="_ _17"></span>orelo-</div><div class="t m0 x1 h4 ya87 ff3 fs1 fc0 sc0 ls0 ws0">wany z <span class="_ _2"></span>dalszym przebiegiem inwazji <span class="_ _17"></span>Ro<span class="_ _5"></span>sji na Ukrainę<span class="_ _17"></span>.<span class="_ _5"></span>  </div><div class="t m0 x1 h4 ya88 ff3 fs1 fc0 sc0 ls0 ws0">Każdy <span class="_ _17"></span>z powy<span class="_ _17"></span>ższych elementó<span class="_ _17"></span>w,<span class="_ _17"></span> samodzielnie l<span class="_ _17"></span>ub<span class="_ _5"></span> w <span class="_ _17"></span>połączeniu m<span class="_ _17"></span>oże mieć <span class="_ _17"></span>znaczący<span class="_ _7"></span>, negatywn<span class="_ _17"></span>y<span class="_ _5"></span> <span class="_ _17"></span>wpły<span class="_ _5"></span>w <span class="_ _17"></span>na<span class="_ _5"></span> <span class="_ _17"></span>g<span class="_ _5"></span>ospodark<span class="_ _2"></span>ę, </div><div class="t m0 x1 h4 ya89 ff3 fs1 fc0 sc0 ls0 ws0">jak również <span class="_ _17"></span>dla sektora, w którym działa Spółka.  </div><div class="t m0 x1 h4 ya8a ff3 fs1 fc0 sc0 ls0 ws0">W wyniku trw<span class="_ _2"></span>ającego konﬂiktu<span class="_ _17"></span> w<span class="_ _5"></span> Ukrainie jak i działań podejmowanych prz<span class="_ _17"></span>ez<span class="_ _5"></span> agresora, opi<span class="_ _2"></span>sane powyżej czynniki mogą </div><div class="t m0 x1 h4 ya8b ff3 fs1 fc0 sc0 ls0 ws0">mieć wpływ na<span class="_ _5"></span> perspektywy rozwoju, osiągane <span class="_ _5"></span>wyniki i sytuację ﬁnansową <span class="_ _5"></span>Spółki. W związku z dużą zmienno<span class="_ _5"></span>ścią i nie-</div><div class="t m0 x1 h4 ya8c ff3 fs1 fc0 sc0 ls0 ws0">pewnością sytuacji, na dzień <span class="_ _5"></span>sporządz<span class="_ _2"></span>enia <span class="_ _5"></span>niniejsz<span class="_ _2"></span>ego sprawo<span class="_ _17"></span>zdania, Zarząd n<span class="_ _5"></span>ie jest w st<span class="_ _5"></span>anie oszacować skali wpływu </div><div class="t m0 x1 h4 ya8d ff3 fs1 fc0 sc0 ls0 ws0">wojny <span class="_ _5"></span>n<span class="_ _5"></span>a <span class="_ _32"></span>działalność <span class="_ _2f"></span>Spółki, <span class="_ _5"></span>za<span class="_ _5"></span>leżnej <span class="_ _32"></span>w <span class="_ _32"></span>d<span class="_ _5"></span>użej <span class="_ _5"></span>mierze <span class="_ _32"></span>o<span class="_ _5"></span>d <span class="_ _32"></span>czasu <span class="_ _32"></span>trwania <span class="_ _32"></span>konﬂiktu <span class="_ _5"></span>i <span class="_ _32"></span>d<span class="_ _5"></span>alszego <span class="_ _32"></span>rozwoju <span class="_ _32"></span>sytuacji <span class="_ _5"></span>w <span class="_ _2f"></span>Ukrainie </div><div class="t m0 x1 h4 y701 ff3 fs1 fc0 sc0 ls0 ws0">oraz w <span class="_ _5"></span>Europie Środkowo-<span class="_ _7"></span>Ws<span class="_ _17"></span>cho<span class="_ _5"></span>dniej. Mimo <span class="_ _5"></span>to, Zarząd<span class="_ _5"></span> na<span class="_ _5"></span> bieżąco mon<span class="_ _5"></span>itoruje <span class="_ _5"></span>wpływ sytua<span class="_ _5"></span>cji polityczno-go<span class="_ _5"></span>spodarczej </div><div class="t m0 x1 h4 ya8e ff3 fs1 fc0 sc0 ls0 ws0">w Ukr<span class="_ _17"></span>ain<span class="_ _5"></span>ie i w Rosji<span class="_ _2"></span> na swoją działalność. S<span class="_ _17"></span>p<span class="_ _5"></span>ółka na bie<span class="_ _17"></span>żąco<span class="_ _5"></span> <span class="_ _2"></span>uwzględnia ryzyk<span class="_ _17"></span>o wzrostu ce<span class="_ _2"></span>n, w szcz<span class="_ _17"></span>e<span class="_ _5"></span>gólności cen mate-</div><div class="t m0 x1 h4 ya8f ff3 fs1 fc0 sc0 ls0 ws0">riałów i robocizn<span class="_ _17"></span>y w przygotowywanych k<span class="_ _2"></span>alkul<span class="_ _2"></span>acjach.   </div><div class="t m0 x1 h28 ya90 ff4 fsc fc2 sc0 ls0 ws0">Wpływ<span class="_ _17"></span> związan<span class="_ _17"></span>y z wyso<span class="_ _17"></span>k<span class="_ _5"></span>im pozi<span class="_ _17"></span>omem stóp procento<span class="_ _17"></span>wych <span class="_ _17"></span> </div><div class="t m0 x1 h4 ya91 ff3 fs1 fc0 sc0 ls0 ws0">W ramach prowadzonej działal<span class="_ _17"></span>n<span class="_ _5"></span>ości Spółka narażona jest na ryzyk<span class="_ _17"></span>o stopy procentowej. Pozytywn<span class="_ _17"></span>y d<span class="_ _5"></span>la rynku niski k<span class="_ _17"></span>o<span class="_ _5"></span>szt </div><div class="t m0 x1 h4 y9c1 ff3 fs1 fc0 sc0 ls0 ws0">kapitału <span class="_ _5"></span>(związany <span class="_ _32"></span>z <span class="_ _32"></span>niskim <span class="_ _32"></span>poz<span class="_ _5"></span>iomem <span class="_ _5"></span>stóp<span class="_ _5"></span> <span class="_ _5"></span>p<span class="_ _5"></span>rocentowych) <span class="_ _32"></span>obserwowany <span class="_ _5"></span>w <span class="_ _32"></span>ostatnich<span class="_ _5"></span> <span class="_ _32"></span>latach <span class="_ _32"></span>ustąpił <span class="_ _32"></span>m<span class="_ _5"></span>iejsca <span class="_ _32"></span>wyższym </div><div class="t m0 x1 h4 y526 ff3 fs1 fc0 sc0 ls0 ws0">stopom procentowym. <span class="_ _17"></span>Cyk<span class="_ _5"></span>l podwyżek ogłosz<span class="_ _2"></span>onych prz<span class="_ _17"></span>ez RPP doprowadził stopę referenc<span class="_ _17"></span>yjną do poziomu 6,84% na k<span class="_ _17"></span>o-</div><div class="t m0 x1 h4 ya92 ff3 fs1 fc0 sc0 ls0 ws0">niec 2022 <span class="_ _5"></span>roku, natomiast <span class="_ _5"></span>zmiany wprowadzone <span class="_ _5"></span>przez Radę Polityki <span class="_ _5"></span>Pieniężnej w <span class="_ _5"></span>2023 <span class="_ _5"></span>roku dop<span class="_ _5"></span>rowadziły do <span class="_ _5"></span>obniżenia </div><div class="t m0 x1 h4 y8ad ff3 fs1 fc0 sc0 ls0 ws0">stóp procentowych do wysok<span class="_ _7"></span>ości 5,75% na k<span class="_ _17"></span>o<span class="_ _5"></span>niec grudnia 2023 rok<span class="_ _17"></span>u.  </div><div class="t m0 x1 h4 y804 ff3 fs1 fc0 sc0 ls0 ws0">Stan <span class="_ _2f"></span>polskiej <span class="_ _44"></span>gospodar<span class="_ _5"></span>ki, <span class="_ _32"></span>pod<span class="_ _5"></span>obnie <span class="_ _44"></span>jak <span class="_ _2f"></span>i <span class="_ _44"></span>światowych <span class="_ _2f"></span>rynk<span class="_ _17"></span>ó<span class="_ _5"></span>w<span class="_ _17"></span>, <span class="_ _2f"></span>uzależniony <span class="_ _2f"></span>jest <span class="_ _44"></span>w <span class="_ _2f"></span>g<span class="_ _5"></span>łównej <span class="_ _2f"></span>mierze <span class="_ _2f"></span>od<span class="_ _5"></span> <span class="_ _2f"></span>trzech <span class="_ _2f"></span>wzajemnie </div><div class="t m0 x1 h4 y7d2 ff3 fs1 fc0 sc0 ls0 ws0">wpływających na siebie elementów<span class="_ _7"></span>, jakimi są poziomy<span class="_ _17"></span> wz<span class="_ _5"></span>rostu gospodarczego,<span class="_ _17"></span> stóp procentowych or<span class="_ _17"></span>a<span class="_ _5"></span>z inﬂacji.  </div><div class="t m0 x1 h4 ya93 ff3 fs1 fc0 sc0 ls0 ws0">Dodatk<span class="_ _17"></span>owo, o<span class="_ _5"></span>granicza<span class="_ _2"></span>nie <span class="_ _5"></span>ilości <span class="_ _5"></span>pieniądza <span class="_ _5"></span>na <span class="_ _5"></span>rynku <span class="_ _5"></span>przekłada <span class="_ _5"></span>się <span class="_ _5"></span>na<span class="_ _5"></span> <span class="_ _5"></span>warunki <span class="_ _5"></span>kredytów <span class="_ _5"></span>dla <span class="_ _5"></span>przedsiębio<span class="_ _5"></span>rstw<span class="_ _7"></span>, <span class="_ _5"></span>a <span class="_ _32"></span>co <span class="_ _5"></span>za <span class="_ _5"></span>tym<span class="_ _5"></span> </div><div class="t m0 x1 h4 ya94 ff3 fs1 fc0 sc0 ls0 ws0">idzie <span class="_ _32"></span>k<span class="_ _17"></span>o<span class="_ _5"></span>nieczność <span class="_ _32"></span>wn<span class="_ _5"></span>ikliwego <span class="_ _5"></span>a<span class="_ _5"></span>nalizowa<span class="_ _2"></span>nia <span class="_ _2f"></span>płynności. <span class="_ _5"></span>T<span class="_ _7"></span>ym <span class="_ _32"></span>s<span class="_ _5"></span>amym <span class="_ _32"></span>brak <span class="_ _32"></span>możliwości <span class="_ _32"></span>zaciągnięcia <span class="_ _2f"></span>nowych <span class="_ _32"></span>zobowiąz<span class="_ _17"></span>a<span class="_ _5"></span>ń </div><div class="t m0 x1 h4 ya95 ff3 fs1 fc0 sc0 ls0 ws0">przyczyni się do ogranicz<span class="_ _17"></span>en<span class="_ _5"></span>ia akty<span class="_ _17"></span>wn<span class="_ _5"></span>ości in<span class="_ _2"></span>westycyjnej, gdyż niewiele prz<span class="_ _2"></span>edsiębiorstw jest w stanie sﬁnansować z wła<span class="_ _17"></span>-</div><div class="t m0 x1 h4 y64c ff3 fs1 fc0 sc0 ls0 ws0">snych <span class="_ _7"></span>środkó<span class="_ _17"></span>w i<span class="_ _2"></span>stotne <span class="_ _17"></span>inwestycje <span class="_ _7"></span>o<span class="_ _5"></span>raz <span class="_ _17"></span>nakłady <span class="_ _17"></span>rozwojowe<span class="_ _17"></span>. <span class="_ _17"></span>Banki <span class="_ _17"></span>b<span class="_ _5"></span>ardziej <span class="_ _17"></span>rygorystycznie <span class="_ _17"></span>podchodzą <span class="_ _17"></span>do <span class="_ _17"></span>oceny <span class="_ _17"></span>wniosk<span class="_ _17"></span>ów </div><div class="t m0 x1 h4 ya96 ff3 fs1 fc0 sc0 ls0 ws0">kredytowych, co powoduje<span class="_ _17"></span>, że tylk<span class="_ _17"></span>o<span class="_ _5"></span> przedsiębiorstwa, które są przygotowane na trudne <span class="_ _5"></span>czasy będą miały szanse na re-</div><div class="t m0 x1 h4 ya97 ff3 fs1 fc0 sc0 ls0 ws0">alizację swoich in<span class="_ _17"></span>westycji.  </div></div><div class="pi" ></div></div><div id="pf51" class="pf w0 h0" ><div class="pc pc51 w0 h0"><img class="bi x11 ya98 wc h82" alt="" 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"/><div class="t m0 x1 h2 y1 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h3 y53 ff1 fs0 fc1 sc0 ls0 ws0">Jednostkowe sprawozdanie ﬁnansowe Dekpol S.A.<span class="ff2"> <span class="_ _14"> </span> <span class="_ _4f"> </span><span class="ff3 fc0">za okres od 01.01.2023 do 31.12.2023</span></span></div><div class="t m0 x3c h4 y54 ff3 fs1 fc0 sc0 ls0 ws0"> <span class="_ _3"></span> <span class="_ _4"> </span> <span class="_ _4"> </span> </div><div class="t m0 xb4 h3 y53 ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="c x54 y5fa w2e h6"><div class="t m0 x0 h5 y5fb ff1 fs2 fc0 sc0 ls0 ws0">81</div></div><div class="t m0 x13 h18 y56 ff1 fs9 fc6 sc0 ls0 ws0">Wprowadzenie </div><div class="t m0 x15 h18 y59 ff1 fs9 fc6 sc0 ls0 ws0">Sprawozdanie  </div><div class="t m0 x15 h18 y5a ff1 fs9 fc6 sc0 ls0 ws0">z sytuacji </div><div class="t m0 x15 h18 y5b ff1 fs9 fc6 sc0 ls0 ws0">ﬁnansowej </div><div class="t m0 x17 h18 y5f ff1 fs9 fc6 sc0 ls0 ws0">Sprawozdanie  </div><div class="t m0 x17 h18 y60 ff1 fs9 fc6 sc0 ls0 ws0">z przepływów </div><div class="t m0 x17 h18 y61 ff1 fs9 fc6 sc0 ls0 ws0">pieniężnych </div><div class="t m0 x18 h18 y5c ff1 fs9 fc6 sc0 ls0 ws0">Sprawozdanie  </div><div class="t m0 x18 h18 y5d ff1 fs9 fc6 sc0 ls0 ws0">ze zmian w kapitale </div><div class="t m0 x18 h18 y5e ff1 fs9 fc6 sc0 ls0 ws0">własnym </div><div class="t m0 x19 h16 y62 ff4 fs9 fc5 sc0 ls0 ws0">Dodatkowe  </div><div class="t m0 x19 h16 y63 ff4 fs9 fc5 sc0 ls0 ws0">noty  </div><div class="t m0 x19 h16 y64 ff4 fs9 fc5 sc0 ls0 ws0">objaśniające </div><div class="t m0 x16 h18 y5c ff1 fs9 fc6 sc0 ls0 ws0">Sprawozdanie  </div><div class="t m0 x16 h18 y5d ff1 fs9 fc6 sc0 ls0 ws0">z całkowitych  </div><div class="t m0 x16 h18 y5e ff1 fs9 fc6 sc0 ls0 ws0">dochodów </div><div class="t m0 x1 h12 y3f2 ff4 fs7 fc4 sc0 ls0 ws0">27. <span class="_ _55"></span>Zo<span class="_ _17"></span>b<span class="_ _5"></span>owiązania i aktywa wa<span class="_ _17"></span>run<span class="_ _5"></span>k<span class="_ _7"></span>owe </div><div class="t m0 x1 h28 y4f4 ff4 fsc fc2 sc0 ls0 ws0">27.1. Spec<span class="_ _17"></span>yﬁkacja <span class="_ _17"></span>zobowiąz<span class="_ _17"></span>ań i aktywów w<span class="_ _17"></span>arunk<span class="_ _17"></span>owy<span class="_ _17"></span>ch </div><div class="t m0 x6 h1d yad ff4 fsb fc0 sc0 ls0 ws0">Opis <span class="_ _216"> </span>31.12.2023</div><div class="c x5f y561 w22 h1e"><div class="t m0 x0 h1d y6c ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x22 h1d yad ff4 fsb fc0 sc0 ls0 ws0">31.12.2022</div><div class="c x47 y561 w22 h1e"><div class="t m0 x0 h1d y6c ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b ya99 ff3 fsb fc0 sc0 ls0 ws0">Zobow<span class="_ _17"></span>i<span class="_ _5"></span>ązania <span class="_ _17"></span>w<span class="_ _5"></span>arunk<span class="_ _17"></span>owe wobe<span class="_ _17"></span>c jednostek powiązan<span class="_ _17"></span>ych - gwaranc<span class="_ _17"></span>je i poręczenia </div><div class="t m0 x6 h1b ya9a ff3 fsb fc0 sc0 ls0 ws0">spłaty zobo<span class="_ _17"></span>wiązań finansowy<span class="_ _2"></span>ch <span class="_ _183"> </span>658 036</div><div class="c x5f ya9b w22 h22"><div class="t m0 x0 h1b y72 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x46 h1b ya9a ff3 fsb fc0 sc0 ls0 ws0">526 393</div><div class="c x47 ya9b w22 h22"><div class="t m0 x0 h1b y72 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y13a ff3 fsb fc0 sc0 ls0 ws0">Zobow<span class="_ _17"></span>i<span class="_ _5"></span>ązania <span class="_ _17"></span>w<span class="_ _5"></span>arunk<span class="_ _17"></span>owe wobe<span class="_ _17"></span>c jednostek powiązan<span class="_ _17"></span>ych - gwaranc<span class="_ _17"></span>je należytego wy<span class="_ _17"></span>-</div><div class="t m0 x6 h1b y788 ff3 fsb fc0 sc0 ls0 ws0">k<span class="_ _17"></span>onania umów <span class="_ _10c"> </span>0</div><div class="c x5f ya9c w22 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x179 h1b y788 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x47 ya9c w22 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y6e2 ff3 fsb fc0 sc0 ls0 ws0">Inne zobo<span class="_ _17"></span>wi<span class="_ _5"></span>ąza<span class="_ _2"></span>nia warunk<span class="_ _17"></span>owe<span class="_ _17"></span> <span class="_ _217"> </span>61 900</div><div class="c x5f y6e3 w22 h22"><div class="t m0 x0 h1b y72 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x46 h1b y6e2 ff3 fsb fc0 sc0 ls0 ws0">115 989</div><div class="c x47 y6e3 w22 h22"><div class="t m0 x0 h1b y72 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1d y2d ff4 fsb fc0 sc0 ls0 ws0">Zobowiąza<span class="_ _17"></span>nia warunk<span class="_ _17"></span>owe wobe<span class="_ _2"></span>c jednostek powi<span class="_ _17"></span>ązany<span class="_ _17"></span>ch <span class="_ _30"> </span>719 936</div><div class="c x5f ya9d w22 h1e"><div class="t m0 x0 h1d y72 ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x46 h1d y2d ff4 fsb fc0 sc0 ls0 ws0">642 382</div><div class="c x47 ya9d w22 h1e"><div class="t m0 x0 h1d y72 ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y6a8 ff3 fsb fc0 sc0 ls0 ws0">Udzielone gwara<span class="_ _17"></span>ncje i poręcze<span class="_ _2"></span>nia spłaty z<span class="_ _17"></span>obowiązań fina<span class="_ _17"></span>nsowych <span class="_ _85"> </span>126</div><div class="c x5f y17e w22 h1e"><div class="t m0 x0 h1b y72 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x4b h1b y6a8 ff3 fsb fc0 sc0 ls0 ws0">126</div><div class="c x47 y17e w22 h1e"><div class="t m0 x0 h1b y72 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b ya9e ff3 fsb fc0 sc0 ls0 ws0">Udzielone gwara<span class="_ _17"></span>ncje należytego wyk<span class="_ _7"></span>onania umów - ube<span class="_ _17"></span>zpieczeniow<span class="_ _17"></span>e<span class="_ _5"></span> <span class="_ _8a"> </span>3 204</div><div class="c x5f y3e2 w22 h23"><div class="t m0 x0 h1b y72 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x49 h1b ya9e ff3 fsb fc0 sc0 ls0 ws0">56 725</div><div class="c x47 y3e2 w22 h23"><div class="t m0 x0 h1b y72 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y7f ff3 fsb fc0 sc0 ls0 ws0">Udzielone gwara<span class="_ _17"></span>ncje należytego wyk<span class="_ _7"></span>onania umów - bank<span class="_ _7"></span>owe <span class="_ _1c4"> </span>8 943</div><div class="c x5f y80 w22 h23"><div class="t m0 x0 h1b y72 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x49 h1b y7f ff3 fsb fc0 sc0 ls0 ws0">22 647</div><div class="c x47 y80 w22 h23"><div class="t m0 x0 h1b y72 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b yb2 ff3 fsb fc0 sc0 ls0 ws0">Spra<span class="_ _17"></span>w<span class="_ _5"></span>y sądow<span class="_ _2"></span>e <span class="_ _f3"> </span>0</div><div class="c x5f y841 w22 h21"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x179 h1b yb2 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x47 y841 w22 h21"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b ya9f ff3 fsb fc0 sc0 ls0 ws0">Inne zobo<span class="_ _17"></span>wi<span class="_ _5"></span>ąza<span class="_ _2"></span>nia warunk<span class="_ _17"></span>owe<span class="_ _17"></span> <span class="_ _1c6"> </span>0</div><div class="c x5f yaa0 w22 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x179 h1b ya9f ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x47 yaa0 w22 h1e"><div class="t m0 x0 h1b y6c ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1d yaa1 ff4 fsb fc0 sc0 ls0 ws0">Zobowiąza<span class="_ _17"></span>nia warunk<span class="_ _17"></span>owe wobe<span class="_ _2"></span>c jednostek niepo<span class="_ _17"></span>wiązany<span class="_ _17"></span>ch <span class="_ _81"> </span>12 2<span class="_ _17"></span>7<span class="_ _5"></span>3</div><div class="c x5f y7aa w22 h1e"><div class="t m0 x0 h1d y6c ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x49 h1d yaa1 ff4 fsb fc0 sc0 ls0 ws0">79 498</div><div class="c x47 y7aa w22 h1e"><div class="t m0 x0 h1d y6c ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1d yaa2 ff4 fsb fc0 sc0 ls0 ws0">Zobowiąza<span class="_ _17"></span>nia warunk<span class="_ _17"></span>owe <span class="_ _158"> </span>732 209</div><div class="c x5f ya23 w22 h1e"><div class="t m0 x0 h1d y6c ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x46 h1d yaa2 ff4 fsb fc0 sc0 ls0 ws0">721 880</div><div class="c x47 ya23 w22 h1e"><div class="t m0 x0 h1d y6c ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b yaa3 ff3 fsb fc0 sc0 ls0 ws0">Otrzymane gwara<span class="_ _17"></span>ncje i poręczen<span class="_ _17"></span>ia spłaty zob<span class="_ _2"></span>owiązań od j<span class="_ _17"></span>.<span class="_ _5"></span> niepowią<span class="_ _17"></span>zanych <span class="_ _218"> </span>0</div><div class="c x5f yaa4 w22 h22"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x179 h1b yaa3 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x47 yaa4 w22 h22"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b yaa5 ff3 fsb fc0 sc0 ls0 ws0">Otrzymane gwara<span class="_ _17"></span>ncje należytego wyk<span class="_ _7"></span>onania umów od j. niep<span class="_ _17"></span>owiązanych - <span class="_ _17"></span>u<span class="_ _5"></span>bezpi<span class="_ _17"></span>e-</div><div class="t m0 x6 h1b yaa6 ff3 fsb fc0 sc0 ls0 ws0">czeniowe<span class="_ _17"></span> <span class="_ _f4"> </span>3 075</div><div class="c x5f yaa7 w22 h1e"><div class="t m0 x0 h1b y8a ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x146 h1b yaa6 ff3 fsb fc0 sc0 ls0 ws0">3 343</div><div class="c x47 yaa7 w22 h1e"><div class="t m0 x0 h1b y8a ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b ya66 ff3 fsb fc0 sc0 ls0 ws0">Otrzymane gwara<span class="_ _17"></span>ncje należytego wyk<span class="_ _7"></span>onania umów od j. niep<span class="_ _17"></span>owiązanych - b<span class="_ _17"></span>ankow<span class="_ _17"></span>e <span class="_ _219"> </span>3 900</div><div class="c x5f yaa8 w22 h26"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x146 h1b ya66 ff3 fsb fc0 sc0 ls0 ws0">3 389</div><div class="c x47 yaa8 w22 h26"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b yaa9 ff3 fsb fc0 sc0 ls0 ws0">Należności <span class="_ _2"></span>warunk<span class="_ _17"></span>owe - spr<span class="_ _17"></span>awy sądowe<span class="_ _17"></span>, inne (postępowani<span class="_ _17"></span>e podatk<span class="_ _17"></span>owe) <span class="_ _13e"> </span>22 639</div><div class="c x5f yaaa w22 h1e"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x179 h1b yaa9 ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x47 yaaa w22 h1e"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b yaab ff3 fsb fc0 sc0 ls0 ws0">Inne otrzymane gw<span class="_ _17"></span>arancje i poręcz<span class="_ _17"></span>enia od j. niepowiąza<span class="_ _17"></span>nych <span class="_ _21a"> </span>0</div><div class="c x5f yaac w22 h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x179 h1b yaab ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x47 yaac w22 h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1d y610 ff4 fsb fc0 sc0 ls0 ws0">Otrzymane gwar<span class="_ _17"></span>ancje i poręcze<span class="_ _17"></span>nia  od j. niepowiązan<span class="_ _17"></span>ych <span class="_ _3b"> </span>29 614</div><div class="c x5f yaad w22 h1e"><div class="t m0 x0 h1d y85 ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x48 h1d y610 ff4 fsb fc0 sc0 ls0 ws0">6 732</div><div class="c x47 yaad w22 h1e"><div class="t m0 x0 h1d y85 ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y900 ff3 fsb fc0 sc0 ls0 ws0">Otrzymane gwara<span class="_ _17"></span>ncje i poręczen<span class="_ _17"></span>ia spłaty zob<span class="_ _2"></span>owiązań fi<span class="_ _2"></span>nansowych<span class="_ _17"></span> od j. powiązan<span class="_ _17"></span>ych <span class="_ _21b"> </span>128 418</div><div class="c x5f y901 w22 h23"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x49 h1b y900 ff3 fsb fc0 sc0 ls0 ws0">82 000</div><div class="c x47 y901 w22 h23"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b yaae ff3 fsb fc0 sc0 ls0 ws0">Otrzymane gwara<span class="_ _17"></span>ncje i poręczen<span class="_ _17"></span>ia należytego wyk<span class="_ _7"></span>onania umów od j. powiąz<span class="_ _17"></span>anych <span class="_ _12f"> </span>0</div><div class="c x5f yaaf w22 h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x179 h1b yaae ff3 fsb fc0 sc0 ls0 ws0">0</div><div class="c x47 yaaf w22 h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b yab0 ff3 fsb fc0 sc0 ls0 ws0">Inne otrzymane gw<span class="_ _17"></span>arancje i poręcz<span class="_ _17"></span>enia od j. powiązan<span class="_ _17"></span>ych <span class="_ _1ab"> </span>11<span class="_ _5"></span> 906</div><div class="c x5f yab1 w22 h1e"><div class="t m0 x0 h1b y85 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x49 h1b yab0 ff3 fsb fc0 sc0 ls0 ws0">87 842</div><div class="c x47 yab1 w22 h1e"><div class="t m0 x0 h1b y85 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1d yab2 ff4 fsb fc0 sc0 ls0 ws0">Otrzymane gwar<span class="_ _17"></span>ancje i poręcze<span class="_ _17"></span>nia od jednostek powiąz<span class="_ _17"></span>any<span class="_ _17"></span>c<span class="_ _5"></span>h <span class="_ _21c"> </span>140 324</div><div class="c x5f yab3 w22 h1e"><div class="t m0 x0 h1d y92 ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x46 h1d yab2 ff4 fsb fc0 sc0 ls0 ws0">169 842</div><div class="c x47 yab3 w22 h1e"><div class="t m0 x0 h1d y92 ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1d ye6 ff4 fsb fc0 sc0 ls0 ws0">Aktywa w<span class="_ _17"></span>arunkowe<span class="_ _17"></span> <span class="_ _17c"> </span>169 939</div><div class="c x5f yab4 w22 h1e"><div class="t m0 x0 h1d y85 ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x46 h1d ye6 ff4 fsb fc0 sc0 ls0 ws0">176 574</div><div class="c x47 yab4 w22 h1e"><div class="t m0 x0 h1d y85 ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x1 h29 y212 ff4 fsa fc2 sc0 ls0 ws0">Postępowanie podatko<span class="_ _17"></span>we<span class="_ _5"></span> z udziałe<span class="_ _5"></span>m Dekpol S.A. <span class="_ _5"></span>po k<span class="_ _17"></span>ontroli celno-<span class="_ _5"></span>sk<span class="_ _17"></span>ar<span class="_ _5"></span>bowej </div><div class="t m0 x1 h4 y268 ff3 fs1 fc0 sc0 ls0 ws0">W <span class="_ _5"></span>dniu <span class="_ _5"></span>16<span class="_ _5"></span> <span class="_ _5"></span>czerwca <span class="_ _32"></span>2023 <span class="_ _5"></span>roku <span class="_ _5"></span>Dekpo<span class="_ _5"></span>l <span class="_ _5"></span>S.A. <span class="_ _5"></span>ot<span class="_ _5"></span>rzymała <span class="_ _5"></span>wynik <span class="_ _32"></span>kontroli<span class="_ _2"></span>, <span class="_ _5"></span>sporządzony n<span class="_ _5"></span>a <span class="_ _5"></span>pod<span class="_ _5"></span>sta<span class="_ _17"></span>wie <span class="_ _32"></span>art. <span class="_ _32"></span>54 <span class="_ _32"></span>ust. <span class="_ _5"></span>1 <span class="_ _32"></span>pkt <span class="_ _32"></span>1 <span class="_ _32"></span>oraz </div><div class="t m0 x1 h4 yab5 ff3 fs1 fc0 sc0 ls0 ws0">art. 82 ust. 1 <span class="_ _5"></span>i 2 ustawy z dnia <span class="_ _5"></span>16 listopad<span class="_ _5"></span>a 2016 roku o Krajowej A<span class="_ _17"></span>dministracji Skarbo<span class="_ _17"></span>wej, <span class="_ _5"></span>z czynno<span class="_ _5"></span>ści k<span class="_ _17"></span>ontrolnych dok<span class="_ _17"></span>o-</div><div class="t m0 x1 h4 y855 ff3 fs1 fc0 sc0 ls0 ws0">nanych <span class="_ _17"></span>w toku k<span class="_ _7"></span>ont<span class="_ _5"></span>roli<span class="_ _17"></span> celno-skarbowej prowa<span class="_ _17"></span>d<span class="_ _5"></span>zonej <span class="_ _2"></span>w Spółce <span class="_ _17"></span>przez P<span class="_ _17"></span>o<span class="_ _5"></span>morski <span class="_ _17"></span>U<span class="_ _5"></span>rząd Celno-Skarbowy <span class="_ _17"></span>w Gdyni <span class="_ _2"></span>(Organ), </div><div class="t m0 x1 h4 yab6 ff3 fs1 fc0 sc0 ls0 ws0">w zakresie <span class="_ _5"></span>rzetelności dekla<span class="_ _5"></span>rowan<span class="_ _17"></span>ych <span class="_ _5"></span>pods<span class="_ _5"></span>taw opodatk<span class="_ _17"></span>owania <span class="_ _5"></span>oraz p<span class="_ _5"></span>r<span class="_ _2"></span>awidłowości obliczan<span class="_ _5"></span>ia i wp<span class="_ _5"></span>łacania <span class="_ _5"></span>po<span class="_ _5"></span>datku do-</div><div class="t m0 x1 h4 yab7 ff3 fs1 fc0 sc0 ls0 ws0">chodowego <span class="_ _5"></span>od<span class="_ _5"></span> <span class="_ _5"></span>osób <span class="_ _32"></span>pra<span class="_ _2"></span>wnych <span class="_ _5"></span>za <span class="_ _5"></span>rok <span class="_ _32"></span>2019. <span class="_ _32"></span>W <span class="_ _32"></span>piśmie <span class="_ _32"></span>wskazano, iż <span class="_ _32"></span>różnica <span class="_ _5"></span>pomię<span class="_ _5"></span>dzy <span class="_ _32"></span>wyliczonym<span class="_ _2"></span> <span class="_ _5"></span>przez <span class="_ _5"></span>Organ <span class="_ _32"></span>po<span class="_ _5"></span>dat-</div><div class="t m0 x1 h4 yab8 ff3 fs1 fc0 sc0 ls0 ws0">kiem doch<span class="_ _5"></span>odowym od <span class="_ _5"></span>osób <span class="_ _5"></span>prawn<span class="_ _17"></span>ych <span class="_ _5"></span>należnym za rok <span class="_ _5"></span>2019 <span class="_ _5"></span>i <span class="_ _5"></span>wartością wskazaną <span class="_ _5"></span>przez Spółk<span class="_ _2"></span>ę w <span class="_ _5"></span>deklaracji CIT <span class="_ _5"></span>8 <span class="_ _5"></span>wy<span class="_ _17"></span>-</div><div class="t m0 x1 h4 y1f1 ff3 fs1 fc0 sc0 ls0 ws0">nosi 22,8 <span class="_ _17"></span>mln zł, na co <span class="_ _17"></span>sk<span class="_ _5"></span>łada się w <span class="_ _17"></span>szczególności podatek <span class="_ _2"></span>z tytułu <span class="_ _17"></span>ob<span class="_ _5"></span>jęcia udziałów <span class="_ _17"></span>przez <span class="_ _2"></span>Dekpol S.A. w <span class="_ _17"></span>zamian<span class="_ _5"></span> za <span class="_ _17"></span>wkład </div><div class="t m0 x1 h4 y1f2 ff3 fs1 fc0 sc0 ls0 ws0">niepieniężny <span class="_ _32"></span>w <span class="_ _2f"></span>Dekpol <span class="_ _2f"></span>Deweloper <span class="_ _2f"></span>Sp. <span class="_ _32"></span>z <span class="_ _2f"></span>o.o<span class="_ _17"></span>.<span class="_ _5"></span> <span class="_ _32"></span>w <span class="_ _2f"></span>wysokości <span class="_ _32"></span>22,6 <span class="_ _2f"></span>mln <span class="_ _2f"></span>zł<span class="_ _5"></span>*. <span class="_ _32"></span>W<span class="_ _5"></span> <span class="_ _2f"></span>ocenie <span class="_ _2f"></span>Organu <span class="_ _2f"></span>wniesio<span class="_ _5"></span>n<span class="_ _17"></span>y <span class="_ _2f"></span>a<span class="_ _5"></span>port <span class="_ _2f"></span>nie <span class="_ _2f"></span>stanowił </div><div class="t m0 x1 h4 y6d9 ff3 fs1 fc0 sc0 ls0 ws0">bowiem zorga<span class="_ _17"></span>nizowanej części <span class="_ _17"></span>p<span class="_ _5"></span>rzedsiębiorstwa (Z<span class="_ _17"></span>CP)<span class="_ _5"></span> Dekpol S.A.  </div><div class="t m0 x1 h4 y8b5 ff3 fs1 fc0 sc0 ls0 ws0">Spółka <span class="_ _5"></span>stanowczo <span class="_ _5"></span>nie <span class="_ _5"></span>zgadza <span class="_ _5"></span>się <span class="_ _5"></span>z <span class="_ _32"></span>dokonaną <span class="_ _5"></span>oceną. <span class="_ _5"></span>Przedstawi<span class="_ _17"></span>ony <span class="_ _5"></span>w <span class="_ _32"></span>protokole <span class="_ _5"></span>sposób <span class="_ _5"></span>interpretacji <span class="_ _32"></span>przepisów p<span class="_ _5"></span>ra<span class="_ _17"></span>wa </div><div class="t m0 x1 h4 yab9 ff3 fs1 fc0 sc0 ls0 ws0">podatk<span class="_ _17"></span>owego <span class="_ _17"></span>w z<span class="_ _2"></span>akresie <span class="_ _17"></span>zaistniałego <span class="_ _17"></span>stanu <span class="_ _17"></span>faktycznego <span class="_ _2"></span>nie <span class="_ _17"></span>znajduje <span class="_ _2"></span>uzasadnienia <span class="_ _17"></span>w <span class="_ _17"></span>świetle <span class="_ _17"></span>przepisów <span class="_ _17"></span>ob<span class="_ _5"></span>owiązującego </div><div class="t m0 x1 h4 yaba ff3 fs1 fc0 sc0 ls0 ws0">pra<span class="_ _17"></span>wa, a <span class="_ _17"></span>także orz<span class="_ _17"></span>e<span class="_ _5"></span>cznictwa <span class="_ _2"></span>sądów <span class="_ _17"></span>administracyj<span class="_ _2"></span>nych <span class="_ _17"></span>dotyczącego spra<span class="_ _17"></span>w o <span class="_ _17"></span>zbliżonym<span class="_ _2"></span> stanie <span class="_ _17"></span>faktycznym <span class="_ _17"></span>i <span class="_ _17"></span>p<span class="_ _5"></span>ra<span class="_ _17"></span>wnym. Co </div><div class="t m0 x1 h4 yabb ff3 fs1 fc0 sc0 ls0 ws0">więcej, w dniu 2<span class="_ _17"></span>7 grudnia 201<span class="_ _5"></span>8 rok<span class="_ _17"></span>u Spółka uzysk<span class="_ _17"></span>ała interpretację indywidualną wydaną prz<span class="_ _17"></span>ez Dyrektora Kr<span class="_ _17"></span>ajowej Infor<span class="_ _17"></span>-</div><div class="t m0 x1 h4 yabc ff3 fs1 fc0 sc0 ls0 ws0">macji <span class="_ _32"></span>Skarbowej <span class="_ _32"></span>na <span class="_ _2f"></span>gruncie <span class="_ _32"></span>przepisów <span class="_ _32"></span>o <span class="_ _2f"></span>podatku <span class="_ _5"></span>od <span class="_ _2f"></span>towarów <span class="_ _5"></span>i <span class="_ _2f"></span>usług <span class="_ _32"></span>w <span class="_ _2f"></span>tym <span class="_ _32"></span>s<span class="_ _5"></span>amym<span class="_ _17"></span> <span class="_ _2f"></span>stan<span class="_ _5"></span>ie <span class="_ _32"></span>faktycznym, <span class="_ _5"></span>z <span class="_ _2f"></span>której <span class="_ _2f"></span>jedno-</div><div class="t m0 x1 h4 yabd ff3 fs1 fc0 sc0 ls0 ws0">znacznie wynik<span class="_ _17"></span>a, ż<span class="_ _17"></span>e<span class="_ _5"></span> <span class="_ _17"></span>wniesiony <span class="_ _17"></span>a<span class="_ _5"></span>port <span class="_ _17"></span>stan<span class="_ _5"></span>owi <span class="_ _17"></span>ZCP<span class="_ _55"></span>. <span class="_ _17"></span>Dowod<span class="_ _5"></span>y <span class="_ _17"></span>na <span class="_ _17"></span>wyod<span class="_ _5"></span>rębnienie <span class="_ _17"></span>części <span class="_ _17"></span>przedsiębiorstwa wynik<span class="_ _17"></span>ają zaró<span class="_ _17"></span>wno </div></div><div class="pi" ></div></div><div id="pf52" class="pf w0 h0" ><div class="pc pc52 w0 h0"><img class="bi x11 yabe wc h83" alt="" 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"/><div class="t m0 x1 h2 y1 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h3 y53 ff1 fs0 fc1 sc0 ls0 ws0">Jednostkowe sprawozdanie ﬁnansowe Dekpol S.A.<span class="ff2"> <span class="_ _14"> </span> <span class="_ _4f"> </span><span class="ff3 fc0">za okres od 01.01.2023 do 31.12.2023</span></span></div><div class="t m0 x3c h4 y54 ff3 fs1 fc0 sc0 ls0 ws0"> <span class="_ _3"></span> <span class="_ _4"> </span> <span class="_ _4"> </span> </div><div class="t m0 xb4 h3 y53 ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="c x54 y5fa w2e h6"><div class="t m0 x0 h5 y5fb ff1 fs2 fc0 sc0 ls0 ws0">82</div></div><div class="t m0 x13 h18 y56 ff1 fs9 fc6 sc0 ls0 ws0">Wprowadzenie </div><div class="t m0 x15 h18 y59 ff1 fs9 fc6 sc0 ls0 ws0">Sprawozdanie  </div><div class="t m0 x15 h18 y5a ff1 fs9 fc6 sc0 ls0 ws0">z sytuacji </div><div class="t m0 x15 h18 y5b ff1 fs9 fc6 sc0 ls0 ws0">ﬁnansowej </div><div class="t m0 x17 h18 y5f ff1 fs9 fc6 sc0 ls0 ws0">Sprawozdanie  </div><div class="t m0 x17 h18 y60 ff1 fs9 fc6 sc0 ls0 ws0">z przepływów </div><div class="t m0 x17 h18 y61 ff1 fs9 fc6 sc0 ls0 ws0">pieniężnych </div><div class="t m0 x18 h18 y5c ff1 fs9 fc6 sc0 ls0 ws0">Sprawozdanie  </div><div class="t m0 x18 h18 y5d ff1 fs9 fc6 sc0 ls0 ws0">ze zmian w kapitale </div><div class="t m0 x18 h18 y5e ff1 fs9 fc6 sc0 ls0 ws0">własnym </div><div class="t m0 x19 h16 y62 ff4 fs9 fc5 sc0 ls0 ws0">Dodatkowe  </div><div class="t m0 x19 h16 y63 ff4 fs9 fc5 sc0 ls0 ws0">noty  </div><div class="t m0 x19 h16 y64 ff4 fs9 fc5 sc0 ls0 ws0">objaśniające </div><div class="t m0 x16 h18 y5c ff1 fs9 fc6 sc0 ls0 ws0">Sprawozdanie  </div><div class="t m0 x16 h18 y5d ff1 fs9 fc6 sc0 ls0 ws0">z całkowitych  </div><div class="t m0 x16 h18 y5e ff1 fs9 fc6 sc0 ls0 ws0">dochodów </div><div class="t m0 x1 h4 y5fc ff3 fs1 fc0 sc0 ls0 ws0">ze <span class="_ _5"></span>składanych <span class="_ _5"></span>sprawoz<span class="_ _17"></span>dań <span class="_ _32"></span>ﬁnansowych, <span class="_ _5"></span>jak <span class="_ _32"></span>i <span class="_ _32"></span>informacji <span class="_ _5"></span>przekazywanych <span class="_ _5"></span>w <span class="_ _5"></span>raportach <span class="_ _32"></span>bieżąc<span class="_ _17"></span>ych<span class="_ _5"></span>. <span class="_ _5"></span>Wydzielenie <span class="_ _5"></span>organi-</div><div class="t m0 x1 h4 y3f2 ff3 fs1 fc0 sc0 ls0 ws0">zacyj<span class="_ _2"></span>ne działalności dewelope<span class="_ _17"></span>rskiej ewidentnie wynik<span class="_ _17"></span>a<span class="_ _5"></span>ło z<span class="_ _2"></span>e struktury <span class="_ _17"></span>Spółki, która <span class="_ _17"></span>n<span class="_ _5"></span>a wiele <span class="_ _17"></span>l<span class="_ _5"></span>at prz<span class="_ _17"></span>e<span class="_ _5"></span>d wniesieniem aportu<span class="_ _17"></span> </div><div class="t m0 x1 h4 y49 ff3 fs1 fc0 sc0 ls0 ws0">na to wskazywała, a odrębność ﬁnansowa była wi<span class="_ _2"></span>elokrotnie k<span class="_ _17"></span>omunik<span class="_ _2"></span>owana zarówno public<span class="_ _17"></span>z<span class="_ _5"></span>nie, jak <span class="_ _17"></span>i<span class="_ _5"></span> organom podatk<span class="_ _17"></span>o-</div><div class="t m0 x1 h4 y674 ff3 fs1 fc0 sc0 ls0 ws0">wym.  </div><div class="t m0 x1 h4 y5ff ff3 fs1 fc0 sc0 ls0 ws0">W <span class="_ _32"></span>dniu <span class="_ _2f"></span>3 <span class="_ _2f"></span>sierpn<span class="_ _5"></span>ia <span class="_ _32"></span>2023 <span class="_ _2f"></span>roku <span class="_ _32"></span>pos<span class="_ _5"></span>tanowieniem <span class="_ _32"></span>Naczelnika <span class="_ _32"></span>Pomorskiego <span class="_ _2f"></span>Urzędu <span class="_ _2f"></span>Celno-Skarbowego <span class="_ _32"></span>w <span class="_ _2f"></span>Gdyni <span class="_ _32"></span>ws<span class="_ _5"></span>zcz<span class="_ _17"></span>ę<span class="_ _5"></span>te </div><div class="t m0 x1 h4 y600 ff3 fs1 fc0 sc0 ls0 ws0">zostało <span class="_ _17"></span>pos<span class="_ _5"></span>tępowanie <span class="_ _17"></span>podatko<span class="_ _17"></span>we z <span class="_ _17"></span>udziałem Spółki, <span class="_ _17"></span>będące<span class="_ _5"></span> następstwem <span class="_ _17"></span>k<span class="_ _17"></span>ontroli, o <span class="_ _17"></span>której mo<span class="_ _17"></span>wa powyżej.<span class="_ _2"></span> P<span class="_ _2"></span>rzedmiotem </div><div class="t m0 x1 h4 y601 ff3 fs1 fc0 sc0 ls0 ws0">postępowania j<span class="_ _17"></span>e<span class="_ _5"></span>st <span class="_ _17"></span>kontrola <span class="_ _17"></span>rzetelności <span class="_ _17"></span>d<span class="_ _5"></span>eklarowanych <span class="_ _17"></span>podstaw <span class="_ _17"></span>opod<span class="_ _5"></span>atk<span class="_ _17"></span>owania oraz <span class="_ _17"></span>prawidło<span class="_ _17"></span>woś<span class="_ _5"></span>ci <span class="_ _17"></span>ob<span class="_ _5"></span>liczania <span class="_ _17"></span>i<span class="_ _5"></span> <span class="_ _2"></span>wpłaca-</div><div class="t m0 x1 h4 y881 ff3 fs1 fc0 sc0 ls0 ws0">nia podatk<span class="_ _17"></span>u dochodowego od <span class="_ _17"></span>os<span class="_ _5"></span>ób pra<span class="_ _17"></span>wnych <span class="_ _2"></span>za 20<span class="_ _17"></span>19 roku, <span class="_ _17"></span>w k<span class="_ _17"></span>on<span class="_ _5"></span>tek<span class="_ _17"></span>ście transak<span class="_ _17"></span>cji wniesienia aportem<span class="_ _17"></span> ZCP <span class="_ _17"></span>De<span class="_ _5"></span>kpol S.A.<span class="_ _2"></span> </div><div class="t m0 x1 h4 y3d8 ff3 fs1 fc0 sc0 ls0 ws0">i objęcia nowoutworzon<span class="_ _17"></span>ych udziałów w Dekpol Deweloper Sp<span class="_ _17"></span>. z o.o<span class="_ _17"></span>.  </div><div class="t m0 x1 h4 y603 ff3 fs1 fc0 sc0 ls0 ws0">Spółka, w <span class="_ _32"></span>dalszym <span class="_ _32"></span>ciągu, <span class="_ _5"></span>całkowici<span class="_ _17"></span>e<span class="_ _5"></span> <span class="_ _5"></span>nie <span class="_ _32"></span>po<span class="_ _5"></span>dziela <span class="_ _5"></span>stanowiska <span class="_ _5"></span>Organu <span class="_ _32"></span>co <span class="_ _32"></span>do <span class="_ _5"></span>nies<span class="_ _5"></span>pełnienia <span class="_ _5"></span>przez <span class="_ _5"></span>zespół <span class="_ _5"></span>składnik<span class="_ _2"></span>ów <span class="_ _5"></span>ma-</div><div class="t m0 x1 h4 y675 ff3 fs1 fc0 sc0 ls0 ws0">jątku <span class="_ _17"></span>wniesionych aportem do Dekpol Deweloper <span class="_ _17"></span>Sp. z <span class="_ _17"></span>o.o. <span class="_ _17"></span>cech<span class="_ _5"></span> Z<span class="_ _17"></span>CP<span class="_ _7"></span>. W ocenie Spółki <span class="_ _17"></span>zostały spełnione wszystkie kryte-</div><div class="t m0 x1 h4 y676 ff3 fs1 fc0 sc0 ls0 ws0">ria zapewniające neutralność tr<span class="_ _17"></span>an<span class="_ _5"></span>sakcj<span class="_ _17"></span>i wnies<span class="_ _5"></span>ienia aportu pod względem podatk<span class="_ _17"></span>owym, w szczególności, wnoszony ze<span class="_ _2"></span>-</div><div class="t m0 x1 h4 y882 ff3 fs1 fc0 sc0 ls0 ws0">spół <span class="_ _44"></span>składnik<span class="_ _17"></span>ów <span class="_ _44"></span>majątku <span class="_ _2f"></span>stanowił <span class="_ _2f"></span>pod<span class="_ _5"></span> <span class="_ _44"></span>względem <span class="_ _2f"></span>ﬁn<span class="_ _5"></span>ansowym,<span class="_ _17"></span> <span class="_ _44"></span>o<span class="_ _5"></span>rganizacyjn<span class="_ _17"></span>ym <span class="_ _44"></span>i <span class="_ _44"></span>funkcj<span class="_ _17"></span>onalnym <span class="_ _2f"></span>zorgan<span class="_ _5"></span>izo<span class="_ _2"></span>waną <span class="_ _44"></span>cz<span class="_ _2"></span>ęść </div><div class="t m0 x1 h4 y883 ff3 fs1 fc0 sc0 ls0 ws0">przedsiębiorstwa Dekpol <span class="_ _17"></span>S.A. Spółka <span class="_ _17"></span>w pismach procesowy<span class="_ _2"></span>ch składan<span class="_ _17"></span>ych do organu prz<span class="_ _17"></span>edstawia dodatk<span class="_ _17"></span>ową ar<span class="_ _2"></span>gumen-</div><div class="t m0 x1 h4 y56b ff3 fs1 fc0 sc0 ls0 ws0">tację or<span class="_ _17"></span>a<span class="_ _5"></span>z dowody <span class="_ _17"></span>po<span class="_ _5"></span>twierdzające <span class="_ _2"></span>zasadność jej <span class="_ _17"></span>stanowiska. Jednocześnie <span class="_ _17"></span>Spółka kwestionuje słuszność m<span class="_ _17"></span>o<span class="_ _5"></span>tywów<span class="_ _17"></span>, na </div><div class="t m0 x1 h4 y8a1 ff3 fs1 fc0 sc0 ls0 ws0">które powołał się Orga<span class="_ _17"></span>n<span class="_ _5"></span> formułując ﬁnalne k<span class="_ _17"></span>onkluzje w wyniku <span class="_ _2"></span>k<span class="_ _17"></span>on<span class="_ _5"></span>troli.  </div><div class="t m0 x1 h4 y655 ff3 fs1 fc0 sc0 ls0 ws0">O o<span class="_ _5"></span>trzymaniu info<span class="_ _5"></span>rmacji o <span class="_ _5"></span>wyniku k<span class="_ _17"></span>on<span class="_ _5"></span>troli Spółka infor<span class="_ _5"></span>mowała w <span class="_ _5"></span>raporcie bieżącym nr <span class="_ _5"></span>17/2023 <span class="_ _5"></span>z dn<span class="_ _5"></span>ia 1<span class="_ _5"></span>6 czerwca 202<span class="_ _5"></span>3 </div><div class="t m0 x1 h4 y6c6 ff3 fs1 fc0 sc0 ls0 ws0">roku. <span class="_ _5"></span>Wynik <span class="_ _5"></span>kontroli <span class="_ _5"></span>nie <span class="_ _32"></span>s<span class="_ _5"></span>tanowi <span class="_ _5"></span>w<span class="_ _5"></span>iążącego <span class="_ _32"></span>dla <span class="_ _32"></span>Spółki <span class="_ _2f"></span>i <span class="_ _32"></span>Organ<span class="_ _5"></span>u <span class="_ _5"></span>rozstrzygnięcia <span class="_ _32"></span>spra<span class="_ _17"></span>wy <span class="_ _32"></span>p<span class="_ _5"></span>odatk<span class="_ _2"></span>owej. <span class="_ _5"></span>Przed <span class="_ _32"></span>uzyskaniem </div><div class="t m0 x1 h4 y8a3 ff3 fs1 fc0 sc0 ls0 ws0">wiążących ro<span class="_ _2"></span>zstrzygnięć zdar<span class="_ _17"></span>zenie<span class="_ _5"></span> poz<span class="_ _17"></span>ostaje<span class="_ _5"></span> bez wpływu na sytuację ﬁna<span class="_ _5"></span>nsową Grupy<span class="_ _7"></span>. Spółka będzie na bieżąco infor<span class="_ _17"></span>-</div><div class="t m0 x1 h4 yabf ff3 fs1 fc0 sc0 ls0 ws0">mowała o postępach w spra<span class="_ _17"></span>wie w k<span class="_ _17"></span>olejnych raportach. </div><div class="t m0 x1 h4 y448 ff3 fs1 fc0 sc0 ls0 ws0">Jednocześnie n<span class="_ _5"></span>ależy <span class="_ _5"></span>mieć n<span class="_ _5"></span>a <span class="_ _5"></span>uwadze<span class="_ _2"></span>, <span class="_ _5"></span>iż <span class="_ _5"></span>specyﬁką prowadzonej przez <span class="_ _5"></span>Grupę <span class="_ _5"></span>Kapitałową Dekpol <span class="_ _5"></span>dzia<span class="_ _5"></span>łalności <span class="_ _5"></span>jest <span class="_ _5"></span>mno-</div><div class="t m0 x1 h4 y8a4 ff3 fs1 fc0 sc0 ls0 ws0">gość postępowań <span class="_ _17"></span>z<span class="_ _5"></span>wiązanyc<span class="_ _17"></span>h z dochodzeniem <span class="_ _17"></span>roszczeń <span class="_ _17"></span>z tytułu <span class="_ _17"></span>z<span class="_ _5"></span>realizowan<span class="_ _17"></span>ych przedsięwzi<span class="_ _17"></span>ę<span class="_ _5"></span>ć. <span class="_ _17"></span>Zdarzają się <span class="_ _17"></span>p<span class="_ _5"></span>rzypadki, </div><div class="t m0 x1 h4 yac0 ff3 fs1 fc0 sc0 ls0 ws0">kiedy spółki z<span class="_ _5"></span> Grupy Kapitałowej Dekpol występują <span class="_ _5"></span>w roli stro<span class="_ _5"></span>ny pozwanej – zwy<span class="_ _5"></span>kle jest <span class="_ _5"></span>to powiązane <span class="_ _5"></span>z inwestycjami re-</div><div class="t m0 x1 h4 yac1 ff3 fs1 fc0 sc0 ls0 ws0">alizowan<span class="_ _17"></span>ymi <span class="_ _32"></span>w <span class="_ _2f"></span>ramach <span class="_ _2f"></span>działalności <span class="_ _32"></span>deweloperskiej <span class="_ _32"></span>lub <span class="_ _32"></span>d<span class="_ _5"></span>ziałalnoś<span class="_ _5"></span>ci <span class="_ _32"></span>generalnego <span class="_ _32"></span>wyk<span class="_ _2"></span>ona<span class="_ _17"></span>wstwa. <span class="_ _2f"></span>W <span class="_ _32"></span>działalnoś<span class="_ _5"></span>ci <span class="_ _32"></span>Grupy </div><div class="t m0 x1 h4 y3ee ff3 fs1 fc0 sc0 ls0 ws0">występują również <span class="_ _17"></span>p<span class="_ _5"></span>ostępowania wszc<span class="_ _17"></span>zęte przez spółki <span class="_ _2"></span>z Grupy Kapitało<span class="_ _17"></span>wej Dekpo<span class="_ _5"></span>l jak<span class="_ _17"></span>o powoda.  </div><div class="t m0 x1 h12 yac2 ff4 fs7 fc4 sc0 ls0 ws0">28. <span class="_ _55"></span>Zysk <span class="_ _17"></span>n<span class="_ _5"></span>a ak<span class="_ _7"></span>cję<span class="_ _5"></span> </div><div class="t m0 x6 h1d y167 ff4 fsb fc0 sc0 ls0 ws0">Opis <span class="_ _10c"> </span>31.12.<span class="_ _17"></span>2<span class="_ _5"></span>023</div><div class="c x1a1 yac3 w25 h1e"><div class="t m0 x0 h1d y8a ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x22 h1d y167 ff4 fsb fc0 sc0 ls0 ws0">31.12.2022</div><div class="c x47 yac3 w24 h1e"><div class="t m0 x0 h1d y8a ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b yac4 ff3 fsb fc0 sc0 ls0 ws0">Zysk (strat<span class="_ _2"></span>a) netto przypad<span class="_ _17"></span>aj<span class="_ _5"></span>ący<span class="_ _2"></span> ak<span class="_ _17"></span>cjonariuszo<span class="_ _17"></span>m<span class="_ _5"></span> jednostki do<span class="_ _17"></span>mi<span class="_ _5"></span>nującej <span class="_ _21d"> </span>12 378</div><div class="c x1a1 y9c w25 h1e"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x146 h1b yac4 ff3 fsb fc0 sc0 ls0 ws0">1 208</div><div class="c x47 y9c w24 h1e"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b yac5 ff3 fsb fc0 sc0 ls0 ws0">Zysk z ok<span class="_ _17"></span>azyjnego nabycia<span class="_ _17"></span> </div><div class="c x1a1 y544 w25 h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="c x47 y544 w24 h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b yac6 ff3 fsb fc0 sc0 ls0 ws0">Wycen<span class="_ _2"></span>a instrumentó<span class="_ _17"></span>w finansowych do wartoś<span class="_ _17"></span>c<span class="_ _5"></span>i godziwe<span class="_ _17"></span>j </div><div class="c x1a1 yac7 w25 h23"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="c x47 yac7 w24 h23"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y280 ff3 fsb fc0 sc0 ls0 ws0">Wycen<span class="_ _2"></span>a instrumentó<span class="_ _17"></span>w finansowych do wartoś<span class="_ _17"></span>c<span class="_ _5"></span>i godziwe<span class="_ _17"></span>j </div><div class="c x1a1 y691 w25 h1e"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x4b h1b y280 ff3 fsb fc0 sc0 ls0 ws0">207</div><div class="c x47 y691 w24 h1e"><div class="t m0 x0 h1b y8d ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b yac8 ff3 fsb fc0 sc0 ls0 ws0">Średnia waż<span class="_ _17"></span>ona liczba ak<span class="_ _17"></span>cji zwykłych (w ty<span class="_ _17"></span>s. szt.) <span class="_ _c"> </span>8 363</div><div class="c x1a1 yac9 w25 h1e"><div class="t m0 x0 h1b y8a ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x146 h1b yac8 ff3 fsb fc0 sc0 ls0 ws0">8 363</div><div class="c x47 yac9 w24 h1e"><div class="t m0 x0 h1b y8a ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1d y7ce ff4 fsb fc0 sc0 ls0 ws0">Podsta<span class="_ _17"></span>wowy zysk na ak<span class="_ _17"></span>cję (w zł)<span class="_ _17"></span> <span class="_ _151"> </span>1,4<span class="_ _2"></span>8</div><div class="c x1a1 y2ff w25 h1e"><div class="t m0 x0 h1d y92 ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xa4 h1d y7ce ff4 fsb fc0 sc0 ls0 ws0">0,14</div><div class="c x47 y2ff w24 h1e"><div class="t m0 x0 h1d y92 ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1d ya0f ff4 fsb fc0 sc0 ls0 ws0">Średnia w<span class="_ _17"></span>ażona rozwo<span class="_ _17"></span>dnion<span class="_ _5"></span>a lic<span class="_ _17"></span>z<span class="_ _5"></span>ba ak<span class="_ _17"></span>cji zwykły<span class="_ _17"></span>c<span class="_ _5"></span>h (w ty<span class="_ _17"></span>s. szt<span class="_ _5"></span>.) <span class="_ _21e"> </span>8 363</div><div class="c x1a1 y342 w25 h26"><div class="t m0 x0 h1d y8a ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x146 h1d ya0f ff4 fsb fc0 sc0 ls0 ws0">8 363</div><div class="c x47 y342 w24 h26"><div class="t m0 x0 h1d y8a ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b yaca ff3 fsb fc0 sc0 ls0 ws0">Zysk (strat<span class="_ _2"></span>a) netto przypad<span class="_ _17"></span>aj<span class="_ _5"></span>ący<span class="_ _2"></span> ak<span class="_ _17"></span>cjonariuszo<span class="_ _17"></span>m<span class="_ _5"></span> jednostki do<span class="_ _17"></span>mi<span class="_ _5"></span>nującej <span class="_ _21d"> </span>12 378</div><div class="c x1a1 ya79 w25 h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x146 h1b yaca ff3 fsb fc0 sc0 ls0 ws0">1 208</div><div class="c x47 ya79 w24 h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y922 ff3 fsb fc0 sc0 ls0 ws0">Rozwo<span class="_ _2"></span>dniony zy<span class="_ _17"></span>s<span class="_ _5"></span>k na ak<span class="_ _17"></span>cję (w zł)<span class="_ _2"></span> <span class="_ _104"> </span>1,48</div><div class="c x1a1 yacb w25 h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xa4 h1b y922 ff3 fsb fc0 sc0 ls0 ws0">0,14</div><div class="c x47 yacb w24 h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b yec ff3 fsb fc0 sc0 ls0 ws0">Zysk (strat<span class="_ _2"></span>a) netto z działa<span class="_ _17"></span>lności k<span class="_ _17"></span>ontynuowanej przypada<span class="_ _17"></span>j<span class="_ _5"></span>ący ak<span class="_ _7"></span>cjonariuszom </div><div class="t m0 x6 h1b yacc ff3 fsb fc0 sc0 ls0 ws0">jednostki dominuj<span class="_ _2"></span>ącej <span class="_ _21f"> </span>1,48</div><div class="c x1a1 yacd w25 h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xa4 h1b yacc ff3 fsb fc0 sc0 ls0 ws0">0,14</div><div class="c x47 yacd w24 h1e"><div class="t m0 x0 h1b y92 ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1b y52a ff3 fsb fc0 sc0 ls0 ws0">Średnia waż<span class="_ _17"></span>ona liczba ak<span class="_ _17"></span>cji zwykłych (w ty<span class="_ _17"></span>s. szt.) <span class="_ _c"> </span>8 363</div><div class="c x1a1 yace w25 h1e"><div class="t m0 x0 h1b y8a ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x146 h1b y52a ff3 fsb fc0 sc0 ls0 ws0">8 363</div><div class="c x47 yace w24 h1e"><div class="t m0 x0 h1b y8a ff3 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1d y94b ff4 fsb fc0 sc0 ls0 ws0">Podsta<span class="_ _17"></span>wowy zysk na ak<span class="_ _17"></span>cję z dział<span class="_ _2"></span>alności k<span class="_ _17"></span>ontynuowanej (w <span class="_ _17"></span>z<span class="_ _5"></span>ł) <span class="_ _16f"> </span>1,48</div><div class="c x1a1 y94c w25 h1e"><div class="t m0 x0 h1d y92 ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xa4 h1d y94b ff4 fsb fc0 sc0 ls0 ws0">0,14</div><div class="c x47 y94c w24 h1e"><div class="t m0 x0 h1d y92 ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1d y8e7 ff4 fsb fc0 sc0 ls0 ws0">Średnia w<span class="_ _17"></span>ażona rozwo<span class="_ _17"></span>dnion<span class="_ _5"></span>a lic<span class="_ _17"></span>z<span class="_ _5"></span>ba ak<span class="_ _17"></span>cji zwykły<span class="_ _17"></span>c<span class="_ _5"></span>h (w ty<span class="_ _17"></span>s. szt<span class="_ _5"></span>.) <span class="_ _21e"> </span>8 363</div><div class="c x1a1 y8e8 w25 h1e"><div class="t m0 x0 h1d y8d ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x146 h1d y8e7 ff4 fsb fc0 sc0 ls0 ws0">8 363</div><div class="c x47 y8e8 w24 h1e"><div class="t m0 x0 h1d y8d ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1d y46d ff4 fsb fc0 sc0 ls0 ws0">Zysk (str<span class="_ _17"></span>at<span class="_ _5"></span>a) netto<span class="_ _17"></span> <span class="_ _5"></span>z działalnoś<span class="_ _17"></span>c<span class="_ _5"></span>i k<span class="_ _17"></span>ontynuowanej <span class="_ _17"></span>p<span class="_ _5"></span>rzypadając<span class="_ _17"></span>y akcjo<span class="_ _17"></span>n<span class="_ _5"></span>ariu-</div><div class="t m0 x6 h1d yacf ff4 fsb fc0 sc0 ls0 ws0">szom jednos<span class="_ _17"></span>tki dominującej <span class="_ _b4"> </span>12 378</div><div class="c x1a1 yad0 w25 h1e"><div class="t m0 x0 h1d y92 ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x146 h1d yacf ff4 fsb fc0 sc0 ls0 ws0">1 208</div><div class="c x47 yad0 w24 h1e"><div class="t m0 x0 h1d y92 ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x6 h1d yad1 ff4 fsb fc0 sc0 ls0 ws0">Rozwodnion<span class="_ _17"></span>y zysk<span class="_ _2"></span> na ak<span class="_ _17"></span>cję z działalności k<span class="_ _17"></span>ontynuowanej<span class="_ _17"></span> (w zł) <span class="_ _208"> </span>1,48</div><div class="c x1a1 yad2 w25 h1e"><div class="t m0 x0 h1d y8d ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 xa4 h1d yad1 ff4 fsb fc0 sc0 ls0 ws0">0,14</div><div class="c x47 yad2 w24 h1e"><div class="t m0 x0 h1d y8d ff4 fsb fc0 sc0 ls0 ws0"> </div></div><div class="t m0 x1 h4 yad3 ff3 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="pi" ></div></div><div id="pf53" class="pf w0 h0" ><div class="pc pc53 w0 h0"><img class="bi x11 y14f wc h31" alt="" src="data:image/png;base64,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"/><div class="t m0 x1 h2 y1 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h3 y53 ff1 fs0 fc1 sc0 ls0 ws0">Jednostkowe sprawozdanie ﬁnansowe Dekpol S.A.<span class="ff2"> <span class="_ _14"> </span> <span class="_ _4f"> </span><span class="ff3 fc0">za okres od 01.01.2023 do 31.12.2023</span></span></div><div class="t m0 x3c h4 y54 ff3 fs1 fc0 sc0 ls0 ws0"> <span class="_ _3"></span> <span class="_ _4"> </span> <span class="_ _4"> </span> </div><div class="t m0 xb4 h3 y53 ff2 fs0 fc1 sc0 ls0 ws0"> </div><div class="c x54 y5fa w2e h6"><div class="t m0 x0 h5 y5fb ff1 fs2 fc0 sc0 ls0 ws0">83</div></div><div class="t m0 x13 h18 y56 ff1 fs9 fc6 sc0 ls0 ws0">Wprowadzenie </div><div class="t m0 x15 h18 y59 ff1 fs9 fc6 sc0 ls0 ws0">Sprawozdanie  </div><div class="t m0 x15 h18 y5a ff1 fs9 fc6 sc0 ls0 ws0">z sytuacji </div><div class="t m0 x15 h18 y5b ff1 fs9 fc6 sc0 ls0 ws0">ﬁnansowej </div><div class="t m0 x17 h18 y5f ff1 fs9 fc6 sc0 ls0 ws0">Sprawozdanie  </div><div class="t m0 x17 h18 y60 ff1 fs9 fc6 sc0 ls0 ws0">z przepływów </div><div class="t m0 x17 h18 y61 ff1 fs9 fc6 sc0 ls0 ws0">pieniężnych </div><div class="t m0 x18 h18 y5c ff1 fs9 fc6 sc0 ls0 ws0">Sprawozdanie  </div><div class="t m0 x18 h18 y5d ff1 fs9 fc6 sc0 ls0 ws0">ze zmian w kapitale </div><div class="t m0 x18 h18 y5e ff1 fs9 fc6 sc0 ls0 ws0">własnym </div><div class="t m0 x19 h16 y62 ff4 fs9 fc5 sc0 ls0 ws0">Dodatkowe  </div><div class="t m0 x19 h16 y63 ff4 fs9 fc5 sc0 ls0 ws0">noty  </div><div class="t m0 x19 h16 y64 ff4 fs9 fc5 sc0 ls0 ws0">objaśniające </div><div class="t m0 x16 h18 y5c ff1 fs9 fc6 sc0 ls0 ws0">Sprawozdanie  </div><div class="t m0 x16 h18 y5d ff1 fs9 fc6 sc0 ls0 ws0">z całkowitych  </div><div class="t m0 x16 h18 y5e ff1 fs9 fc6 sc0 ls0 ws0">dochodów </div><div class="t m0 x1 h29 yad4 ff4 fsa fc4 sc0 ls0 ws0">Podpisy Członk<span class="_ _17"></span>ów Zar<span class="_ _5"></span>ządu: </div><div class="t m0 x1 h29 yad5 ff4 fsa fc4 sc0 ls0 ws0"> </div><div class="t m0 x1 h29 yad6 ff4 fsa fc4 sc0 ls0 ws0"> </div><div class="t m0 x1 h29 yad7 ff4 fsa fc4 sc0 ls0 ws0"> </div><div class="t m0 x1 h29 yad8 ff4 fsa fc4 sc0 ls0 ws0"> </div><div class="t m0 x1 h29 yad9 ff4 fsa fc4 sc0 ls0 ws0"> </div><div class="t m0 x1 h29 yada ff4 fsa fc4 sc0 ls0 ws0"> </div><div class="t m0 x1 h4 yadb ff3 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h29 yadc ff4 fsa fc4 sc0 ls0 ws0">Mariusz T<span class="_ _7"></span>uc<span class="_ _5"></span>hlin </div><div class="t m0 x1 h4 y8ef ff3 fs1 fc0 sc0 ls0 ws0">Prez<span class="_ _17"></span>e<span class="_ _5"></span>s Zarządu </div><div class="t m0 x1 h4 y13a ff3 fs1 fc0 sc0 ls0 ws0">Dekpol S.A. </div><div class="t m0 x1 h4 y9fb ff3 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h4 y813 ff3 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x12c h29 yadc ff4 fsa fc4 sc0 ls0 ws0">Katarzyna Szymczak<span class="_ _7"></span>-Da<span class="_ _5"></span>mpc </div><div class="t m0 x12c h4 y8ef ff3 fs1 fc0 sc0 ls0 ws0">Wiceprez<span class="_ _17"></span>e<span class="_ _5"></span>s Zarządu </div><div class="t m0 x12c h4 y13a ff3 fs1 fc0 sc0 ls0 ws0">Dekpol S.A. </div><div class="t m0 x12c h4 y9fb ff3 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h29 y7ee ff4 fsa fc4 sc0 ls0 ws0">Podpis osoby<span class="_ _7"></span>, której powierzono prowadzeni<span class="_ _2"></span>e ksiąg rachunko<span class="_ _17"></span>wych: </div><div class="t m0 x1 h5 y30a ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h5 y2ef ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h5 yadd ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h5 yade ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h5 yd ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h5 yadf ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h5 y8fb ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h29 y5e8 ff4 fsa fc4 sc0 ls0 ws0">Anna Mik<span class="_ _17"></span>s<span class="_ _5"></span>za </div><div class="t m0 x1 h4 yae0 ff3 fs1 fc0 sc0 ls0 ws0">Główna K<span class="_ _17"></span>s<span class="_ _5"></span>ięgowa </div><div class="t m0 x1 h4 yae1 ff3 fs1 fc0 sc0 ls0 ws0">Dekpol S.A. </div></div><div class="pi" ></div></div><div id="pf54" class="pf w0 h0" ><div class="pc pc54 w0 h0"><img class="bi x0 yae2 w1 h84" alt="" src="data:image/png;base64,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sc0 ls0 ws0"> </div><div class="t m0 x1 h4 y88d ff3 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h4 y88f ff3 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h4 y891 ff3 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h4 y893 ff3 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h4 y895 ff3 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h4 y896 ff3 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h4 y898 ff3 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1 h29 yae8 ff4 fsa fc4 sc0 ls0 ws0"> </div><div class="t m0 x1 h29 yae9 ff4 fsa fc4 sc0 ls0 ws0"> </div><div class="t m0 x1 h29 y9c7 ff4 fsa fc4 sc0 ls0 ws0">Dekpol S.A. </div><div class="t m0 x1 h65 yaea ff3 fsa fc1 sc0 ls0 ws0">ul. Gajowa 31, Pinczyn<span class="_ _5"></span> </div><div class="t m0 x1 h65 y77b ff3 fsa fc1 sc0 ls0 ws0">+48 58 560 10 60<span class="_ _5"></span> </div><div class="t m0 x1 h65 y46b ff3 fsa fc1 sc0 ls0 ws0">dekpol@dekpol.pl<span class="_ _5"></span> </div><div class="t m0 x1 h65 y6b3 ff3 fsa fc1 sc0 ls0 ws0">dekpol.pl </div><div class="t m0 x1 h65 yaeb ff3 fsa fc1 sc0 ls0 ws0"> </div><div class="t m0 x1 h65 yaec ff3 fsa fc1 sc0 ls0 ws0">NIP: 592-21-37-980<span class="_ _5"></span> </div><div class="t m0 x1 h65 yaed ff3 fsa fc1 sc0 ls0 ws0">REGON: 220341682<span class="_ _5"></span> </div><div class="t m0 x1 h65 y333 ff3 fsa fc1 sc0 ls0 ws0">KRS: 0000505979<span class="_ _5"></span> </div><div class="t m0 x1 h4 yaee ff3 fs1 fc1 sc0 ls0 ws0">BDO: 000002512<span class="fc0"> </span></div><div class="t m0 x12c h4 y5fc ff3 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x12c h4 y49 ff3 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x12c h4 y5fe ff3 fs1 fc0 sc0 ls0 ws0"> </div></div><div 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