<?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>Raport_ESG_Apator.xhtml</title><style type="text/css">/*<![CDATA[*/
/* vim: set shiftwidth=2 tabstop=2 autoindent cindent expandtab filetype=css: */
/*! 
 * Base CSS for pdf2htmlEX
 * Copyright 2012,2013 Lu Wang <coolwanglu@gmail.com> 
 * https://github.com/coolwanglu/pdf2htmlEX/blob/master/share/LICENSE
 */
/* Part 1: Web Page Layout: Free to modify, except for a few of them which are required by pdf2htmlEX.js, see the comments */
span[class*='ff'] {
  z-index: 999;
}
div[class*='ff'] {
  z-index: 999;
}
a {
  z-index: 999;
}
a > span {
  z-index: 999;
}
#sidebar { /* Sidebar */
  position:absolute;
  top:0;
  left:0;
  bottom:0;
  width:250px;
  padding:0;
  margin:0px;
  overflow:auto;
}
#page-container { /* PDF container */
  position:absolute; /* required for calculating relative positions of pages in pdf2htmlEX.js */
  top:0;
  left:0px;
  margin:0; 
  padding:0;
  border:0; /* required for lazy page loading in pdf2htmlEX.js (page visibility test) */
}
@media screen {
  /* for sidebar */
  #sidebar.opened + #page-container { left:250px; }
  #page-container {
    /* `bottom' and `right' are required for lazy page loading in pdf2htmlEX.js (page visibility test)
     * alternatively you may set width and height
     */
    bottom:0;
    right:0;
    overflow:auto;
  }
  .loading-indicator {
    display:none;
  }
  .loading-indicator.active {
    display:block;
    position:absolute;
    width:64px;
    height:64px;
    top:50%;
    left:50%;
    margin-top:-32px;
    margin-left:-32px;
  }
  .loading-indicator img {
    position:absolute;
    top:0;
    left:0;
    bottom:0;
    right:0;
  }
}
@media print { 
  @page { margin:0; }
  html { margin:0; }
  body { 
    margin:0; 
    -webkit-print-color-adjust:exact; /* enable printing background images for WebKit */
  }
  #sidebar { display:none; }
  #page-container {
    width:auto;
    height:auto;
    overflow:visible;
    background-color:transparent;
  }
  .d { display:none; }
}
/* Part 2: Page Elements: Modify with caution
 * The followings are base classes, some of which are meant to be override by PDF specific classes
 * So do not increase the specificity (e.g. ".classname" -> "#page-container .classname")
 */
.pf { /* page */
  position:relative;
  background-color:white;
  overflow: hidden;
  margin:0; 
  border:0; /* required by pdf2htmlEX.js for page visibility test */
}
.pc { /* content of a page */
  position:absolute;
  border:0;
  padding:0;
  margin:0;
  top:0;
  left:0;
  width:100%;
  height:100%;
  overflow:hidden;
  display:block;
  /* set transform-origin for scaling */
  transform-origin:0% 0%;
  -ms-transform-origin:0% 0%;
  -webkit-transform-origin:0% 0%;
}
.pc.opened { /* used by pdf2htmlEX.js, to show/hide pages */
  display:block;
}
.bf { /* images that occupies the whole page */
  position:absolute;
  border:0;
  margin:0;
  top:0;
  bottom:0;
  width:100%;
  height:100%;
  -ms-user-select:none;
  -moz-user-select:none;
  -webkit-user-select:none;
  user-select:none;
}
.bi { /* images that cover only a part of the page */
  position:absolute;
  border:0;
  margin:0;
  -ms-user-select:none;
  -moz-user-select:none;
  -webkit-user-select:none;
  user-select:none;
}
@media print {
  .pf {
    margin:0;
    box-shadow:none;
    page-break-after:always;
    page-break-inside:avoid;
  }
  @-moz-document url-prefix() {
    /* fix page truncation for FireFox */
    .pf {
      overflow:visible;
      border:1px solid #FFFFFF;
    }
    .pc {overflow:visible;}
  }
}
.c { /* clip box */
  position:absolute;
  border:0;
  padding:0;
  margin:0;
  overflow:hidden;
  display:block;
}
.t { /* text line */
  position:absolute;
  white-space:pre;
  font-size:1px;
  transform-origin:0% 100%;
  -ms-transform-origin:0% 100%;
  -webkit-transform-origin:0% 100%;
  unicode-bidi:bidi-override;/* For rtl languages, e.g. Hebrew, we don't want the default Unicode behaviour */
  -moz-font-feature-settings:"liga" 0;/* We don't want Firefox to recognize ligatures */
}
.t:after { /* webkit #35443 */
  content: '';
}
.t:before { /* Workaround Blink(up to 41)/Webkit bug of word-spacing with leading spaces (chromium #404444 and pdf2htmlEX #412) */
  content: '';
  display: inline-block;
}
.t span { /* text blocks within a line */
  /* Blink(up to 41)/Webkit have bug with negative word-spacing and inline-block (pdf2htmlEX #416), so keep normal span inline. */
  position:relative;
  unicode-bidi:bidi-override; /* For rtl languages, e.g. Hebrew, we don't want the default Unicode behaviour */
}
._ { /* text shift */
  /* Blink(up to 41)/Webkit have bug with inline element, continuous spaces and word-spacing. Workaround by inline-block. */
  display: inline-block;
  color: transparent;
  z-index: -1;
}
/* selection background should not be opaque, for fallback mode */
::selection{
  background: rgba(127,255,255,0.4);
}
::-moz-selection{
  background: rgba(127,255,255,0.4);
}
.pi { /* info for Javascript */
  display:none;
}
.l { /* annotation links */
}
/* transparent color - WebKit */
.d { /* css drawing */
  position:absolute;
  transform-origin:0% 100%;
  -ms-transform-origin:0% 100%;
  -webkit-transform-origin:0% 100%;
}
/* for the forms */
.it {
  border: none;
  background-color: rgba(255, 255, 255, 0.0);
}

.ir:hover {
  cursor: pointer;
}

/* Base CSS END */
/*]]>*/</style><style type="text/css">/*<![CDATA[*/
/* vim: set shiftwidth=2 tabstop=2 autoindent cindent expandtab filetype=css: */
/*! 
 * Fancy styles for pdf2htmlEX
 * Copyright 2012,2013 Lu Wang <coolwanglu@gmail.com> 
 * https://github.com/coolwanglu/pdf2htmlEX/blob/master/share/LICENSE
 */
@keyframes fadein { from { opacity:0;} to { opacity:1;} }
@-webkit-keyframes fadein { from { opacity:0;} to { opacity:1;} }
@keyframes swing {
  0%  { transform: rotate(0deg); }
  10% { transform: rotate(0deg); }
  90% { transform: rotate(720deg); }
  100%{ transform: rotate(720deg); }
}
@-webkit-keyframes swing {
  0%  { -webkit-transform: rotate(0deg); }
  10% { -webkit-transform: rotate(0deg); }
  90% { -webkit-transform: rotate(720deg); }
  100%{ -webkit-transform: rotate(720deg); }
}
@media screen { 
  #sidebar {
    background-color:#2f3236;
    /* modified from http://philbit.com/svgpatterns/#crossstripes */
    background-image:url("data:image/svg+xml;base64,PHN2ZyB4bWxucz0iaHR0cDovL3d3dy53My5vcmcvMjAwMC9zdmciIHdpZHRoPSI0IiBoZWlnaHQ9IjQiPgo8cmVjdCB3aWR0aD0iNCIgaGVpZ2h0PSI0IiBmaWxsPSIjNDAzYzNmIj48L3JlY3Q+CjxwYXRoIGQ9Ik0wIDBMNCA0Wk00IDBMMCA0WiIgc3Ryb2tlLXdpZHRoPSIxIiBzdHJva2U9IiMxZTI5MmQiPjwvcGF0aD4KPC9zdmc+");
  }
  #outline {
    font-family:Georgia,Times,"Times New Roman",serif;
    font-size:13px;
    margin:2em 1em;
  }
  #outline ul {
    padding:0;
  }
  #outline li {
    list-style-type:none;
    margin:1em 0;
  }
  #outline li > ul {
    margin-left: 1em;
  }
  #outline a,
  #outline a:visited,
  #outline a:hover,
  #outline a:active {
    line-height:1.2;
    color:#e8e8e8;
    text-overflow:ellipsis;
    white-space:nowrap;
    text-decoration:none;
    display:block;
    overflow:hidden;
    outline:0;
  }
  #outline a:hover {
    color:rgb(0,204,255);
  }
  .pf {
    margin: 13px auto;
    box-shadow: 1px 1px 3px 1px #333;
    /* Needed by IE to make box-shadow works * https://developer.mozilla.org/en-US/docs/Web/CSS/box-shadow */
    border-collapse: separate;
  }
  .pc.opened { /* used by pdf2htmlEX.js, to show/hide pages */
    -webkit-animation: fadein 100ms;
    animation: fadein 100ms; 
  }
  .loading-indicator.active {
    /* 
     * use 0.01s instead of 0s,
     * since YUI Compressor will change 0s to 0,
     * which is not recognized by Firefox
     */
    -webkit-animation: swing 1.5s ease-in-out 0.01s infinite alternate none;
    animation: swing 1.5s ease-in-out 0.01s infinite alternate none;
  }
  .checked {
    background: no-repeat url(data:image/png;base64,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);
  }
}
/* Fancy CSS END */

  }
  .checked {
    background: no-repeat url(data:image/png;base64,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);
  }
}
/* Fancy CSS END */
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')format("woff");}.ff29{font-family:ff29;line-height:0.666504;font-style:normal;font-weight:normal;visibility:visible;}
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hxmck4Z38Q3gMK+KevVEGscir7KQbAEAuZVDNMHh3ivCLzmqyGYJdPtkeQDu8slJD8tw9CahcuR9WUW+CyAYqErHhQqkz3Qs22463mIBbIcr2cZziroQrEGtgQ2wjdkH5xY22GNY3lL3Ng4+vHZtCTJmieJIQQXksIUrSKAwX1a9qYXsYO2b/Owhr8h2/gXUotvSJiuig56M1xu+gDRLBVLCBxkVAU/VYE/OZuBDZEYFacFuy4gszehKJPp6lcBFDDTWZGprQ4N4CAIi8j54CgG9lsIBHvV0vK+HW32WScS1R7aMTilvKo7Ty63IH2qAfHIltr4NChx8RTP4/h0xuD1WIsQXgeyykBrJrVy86SM7RfR1GhtWGwGElWa6jqFs8eiB8udJX9HjpVWvzEgsNm/AY//4yMAeJx9vAtgHFW9P37OvHd2dmdmn7Pv2ezOPrKb3U12N8mmoTtp+m5DA23ahro0QhWQaJMob2qjCLWiND8RFbiX1OtbvJc2TcsWLhK9FUWt9N4fIvi7CNdfRRGilX/lj9Kkv3PObtri/f9/m8w5Z86ceX8fn+/jDKDASgCoXewQoAEPcochyPfO8ExhvuMwx/5n7wxNoSY4TONuFnfP8NyKc70zEPcX1ahqRNXoSkpfjMMvL17PDv3t0ZXMSQAABPT509Ry9j503GsP3Z3ZbloA+9PIdZ0AwjqdNG0U7aIomkYnh1ZQhxHTpdMFeoQeow/Sr9Ic/ST8Z+qnTB3uPvyKllHenj9bmwfV3mrvPjaX2aOcaC9kAkcoK9pfq1YL7cMWGIPU8kX3IHyDve9vW9nvkGtYf/6/WJm9EcThMnINKyzhPMxTeTof+aL8YPir8lcdx+THHVYhDD1euIe+w32r53P0Zzz/SH/R/136Sdoi0XaGCq2lh2k2LyhqPIAulT1KBSB8AtTpDcf0h9hUkIZ16pWjauaQApU63Xf0gG3aRtnqdN7MuyzUd9Edww7lu4+pMKJWVUr1mwmYsPTqGpS1iEZpks1GDWnrjF3XapnLlbOZ2sTA/OVK7e2J8YH5s+PorhfGz9bOvladf/PsPFTmz84rz7YX+m8zdXeAk3jDn7AmPAYXsLQByY0Kwce2QdFrawMgk4EZ8vvEJ+B4DUyM1wKmXdeDihKkKFcwTgfZOv/G7GiQdtnq/F9mRl0W9Dgz6E91VPIq+UfPFjpjORhr4Si3y+EpdnR2eTkmpicT5ZIjXuzwoq6uzi7m3yOR5a99Zd+v9tw8/+VP/eS2yAcXzzy5+NjxzxyD1afuP9DqCLj8VvbGxeJzx/YvPv9KffGtqfFvuY5+629PnPsp3PLkWo8zUCDvrAUA9kV2I+in/kjeWf0O+/fs1CiAe8FN1B32mwu3lW/vfFp8wiZ8GEAHsyqn7urspIaoD1CT1H5zinrQPGKbtT9RfKL/F7ZfdtgcVkjbKY5iO+4F+zoeAd+FB+3/3iFY0VsBFCtFLGFbKzBg3lK1bLJ8FjxTegm8VZItVp+1AMtU0VxhDq76Bvwq9XXzGHVMPLTiJPhPcAo+T71AvwHegGfgX8Qz0ls2zVP0lEodhdIW+CD4gu2LHQ+ULIc5qn/LdjOal1vCveFVK93AXaDsBUAnNY8voHGakE4EksuSFKJrZeGHpFAd3so4RE+/kl/oDZgVzsYHuHAkoEVb8pFAKtrS23dZoJdlmAArRwLeaCwSCSSjsWWlnsAyCECL3eay2219ANSpZ80thZKrUCgBaCv1sasKoK/E9NggJVlFC8/bx+xP2yl7gmd43uPxfVfrXbYslUpe1tOTTie+m9S8Xo5jkxQr9N7P2AuFPDPJwjEWsnWq25RM26CNmrTBQzZoq1N/NbN5mXM6qSFZkmVcYoqWWyJhSVGooTDpDPtxZ/iRlav+FfaCKHg/9AEtk7n8LCLP3oEFXL5dG59YqI33KvjvNKhWlUZzoVe5+NdYQU+olkfPCv1DtOyzE6GAKg3XGlAQp8xlMqR6z8pwewFO1MbB+EQ/Ekn5YltffkVbP1MbrmX637fdFDs1j60q6q5KR/38q8eUiqnYK7B+/vcz9gpAPTNkbW5GwWtzh1HVYDDEZ8OYxQiHFeyA1pKc0NpzGZ1M1OnfmOIoes1unqE1H1qdGdUEzGfejmoRF/ilExEWhl53tNzRWS4lklB1eT1ezzKIejCDldVSMpFMZGA56o618HboVju7QBceS/rsFM/x1C549o5/2bZwR0/RWV7M2kQ9U8gtfK+wJaHZxEi2UKBW5PLZiOa6CaaXB1o7IvCt7NrrN3qOUmcW5TuGOcNIalqiBJ9b3HBd1OfQDKNdv50eva5Fw22vYu5afL9zFCo7UmFvzDCgp7radRzxrB8A5juIZ1WYxzw76zCd0IkekHmN01/qlruVlex6+R5mv+1xy3H5uGIx4OVgFbxc3MVcw484P8ZM8GPOe5i7+Ennt8G3xa/bnkZi9mmxbnPJCsvxLE1zKsthlm2xiC6LRbQogog0DKdaoKVOm2ZREK0xVQUUBWO8IFgEnStwJjfNMZw/76w6Nzlpp9qhI/l8n+BzOG+L3lgjtDdwtnYaidrXakovYsKBhd4qIbDXHBWIXwqisn2EsABiSNKjPIuFL6yBGsxMIIKZBYqESeHMjKsi1s+/c9hVwSJ3OPA4y6qKIqjWOv/n2VGVEmCdf2tmVBAaAtaxJFstMIoFKh0tw2iLHfIxJ/PQubup7OT+ctR89xD9wcXLR99fdCeC7MZ3ubFHucUHDeaF/PDtcDPSnGDd+Xl6P/0Y6ACX0ffiJ3+YIjJHr5qY26omZkp3gM8ZgtVKDRmEMQ0gFdEVm1aHgxoqevAQtP7rWcyrqHHWdGN+LZKxxQpPar4th1+nbkG75IogzKSzhZJkWtBBJTMUwqWKNkn188+bYTxIkpi9GtRIr0ZGaIoR5nuzDMjPV+dPZDI19Aww65zML2B593zmJMyjFcJOc3MvZzInlOdPIjWfCZi7rcHPFCnH5k7o0COVyeq3LMdE2pFx7AF7iveAe633lrmQw9OjVCerjCW4kd3IrdJXtWzsMav7Q4Jo53XQsg5uENdZ15U3dPX3rLtsm/U6692WT4mfsspbPHd5qEh1Z5UaEYqg1JtLt5WehAEgAen83DFLRUpZKxK+d39PWZEGJcpExYhE66S6WWKkXq1+/kUzba1s0nZquzU6r+1FWv3jEURt6I4LvWYvhW57rG2yjWoro+dWp1ebKmPNzbXBthEDFG2SVCqhB38OvQFuqPgkvA7EgYHPiGSOETEmjSmDMY0zBjVpQEPBg4wnqX4E19xIEkUq7jq8zgwH8pV23rRXdH6Qn+RphYdneDjIQ75/ef9HCLBA0nUigyDFfEZZyKCVTO9CZkmqvl1DDHB24XRNmR+vzmMpnFEreEwmk2/osRlagqA2PI/eFX5dBIGsKS8LxlhnV3dnN8VZBFGguGiL3kJxZWtFB2rIGQQOpxyxBWFLbBlbCYJuoaTDcsnqCCpBaG9BRQ/XG8QyFF0EEqKoQP+Z1tbWTyDIMgGRnIbjE6DWv32m6oC1YVjLAMJ27ehOc1geK6Q6Zq906ejesaCWcPWqabVWNN1a8aIliKndb62I6FV2pXAtolpEtQXVliUZfuE3jO4zcFTTmLBUqvO/PzoqSYWwglqzo+h9puuCbXa0YGV664JlZpSxNiET5ukMxk2Iqw2O52ItCCB1LYddSEIjgc25va5GXyfGTF6PW3WFIYFObtyfVDks1F0ITVFrPhfvvGznHeH0T9/ctrlqJKh8wsgfmr798mVBh+iVFcndO/bB9h74peymlVu7N37qw6rvkx/qb19569b4/g+2tGR7ch2ltq1T6ciKzN2Lz961zMXberu/uPJ+WOv1ZUcqa3ci2XH+3fOn6eMIn3sQOn77ouw4HGaxDFCwNGBdEtBEAk8RC7w2i0WFhAkVd5EGlhQSHm/D4yVJ8wKGsjixzlNdpgUNc7lBwLBYo8MUD6qI86svZ+axJIWE01/OzCnPILZvLwSacCmBDkGjQ6D98D543zDLJgyAcTI3pFGY/vHlvDOL11Hjj4/jLklKGCoRKUh0zOHWyeb5TuLToROYtykJ+DXuGHeU/0OEYRP9tlqnnriJvpm5h97HfIN+VODX8LBHcCVtfc6wa6XmlQAT8AAlCi9cSXuEnWKpEXaSfYyl2TckD7I/4pKkIDw0ZpuyMZOoOGSjgU2x6bYCas7ZTtl4G5Ifj/eWbSPGDzY0Mf74RO9AA8ss1CbmyZVOVFVv5S/z5+BfCHOlfDpt5RM6HdahX9SCwKdZpaCA1iJMVIc+ayAIQlxAxzCfsA7mHIT0EcsgLqnBieHhwBE3oKJ1wTs7SvGWQJ2fnxm1LNErBvaIFD1uF9+gvxIG+XzSKPogJszOJt3CZXc/9Ln/+Kd7Hx38+lZZ14KtduhsK364suMf/3FXuZyi3j7+538/+8BkTw999B/W+pXY2EJq4T87ij9++tBTARfCBqsRna1HOipKtWAqmxEYuKSlKD9HECJHECJHNA3nMWQLPxIdi6IrPz93FNNcNIT0yqzTRQ2hxk+OYb0Vakcm6TxSEpla9cQ8IaaTJzAVOWJYWH+0ta0EYvgNe23bWCro3MJsZjdzW/jtge1B/jr2ZnYSTEZnAz/UT+mvgt+yli64Bm7VhoI7YyPaSPBmbSL4Gcd9zil1SvsG/Br1WOwI/D78Ef8j3+vC6eAf9LNQ46j1jm2OeyP36pOxMzFe1eG/nn8V6GiJILEEQgCL+QKinZHoZJQCUSWqRwej+L6mogejh6Jz0VPRV6NnorboB0OvyFD+kcew8Oj2XkRIAldmt6OCbtIa/VlEgpukAxIl5RVQACYYAWNgChwCc+BVYMEdFPjOR/13+alBP5z2Q38dSqbjDAcBp3ANHMRy/S39x6n/AQjxYbuyNjG+MF47PU5IL5Opzs+PEwVx2tFkQ3Fz6NrQR0P0/SEk9ceHEf90d3fDboxxEWkBpBga6EerBJB0PeassIqyBI31S6AxzAwjYBx4XJYt0Sht8dT5P8yOWng6VBeCM6O09e/gELQjGqTKJUAIE9FlMgeTDfHpatiZ9Hrjxbv+4fcQzu77l/bssrBqjcWW77rsiq/sv+byrhJ839F/g9wrL0L7gYFEPuG+ORJef81XvvZuf+42jJdWnj/NsEjmRUAbNXEJXkrkTUyHaU4jJCg0yJGQJtBDHiICPVYdCzoVU58uYbLUyWjU+45JCFjX8B568An6NyCEwQNaC0UcWBgqTtNip4acLmCg15zN0gQFYVmYRwtsop6XEeaZI6SM3RvNN3GlA+0FdCtN412DYyFohkZCVChiRYexeohU9DBYBKIrdOFaZ2QZlRTeouv5XJqMITfHDXFcPkfk5MlMQ1xm5k5mMlgAvVyrnazOI1mJRCbipOMgf37uyJo1pTxmqBWZXGkkfydzJ/sZZjL/WH4uz5v5yTwF8p5Wd2aIHRK2ZL7I82t5qOe7xDXiVvHLzDdbD+b5ufyZDKXrQI8+gXjDijTzql59k361/kFxVL9dnwbT+nf44/wzrdaE4ExKfY6wc6U7lPT0BcOhlRG0m5XJuslTi2RhNhuhrRFgjUo6Bj0O94hn0vOYh454pjyU5430IIeu9UgqV8L142vKXH+uf29D4iLkszBR613oxT8E9pG4nccCVyESFygXBa8/kWGEpJEQ0jrIMKhI8YYOW9msvuRRQUK21o35AVt8cGK8hjADQgwuELFajDr/OqHwbF1gL1I4cVIZmLqx2wQhgPIFcdvEAV42VlZz1AVap37UP7n+i6++82+3bUJi15+xQbVNjnoCbdbFMzmu99r89lU7Do3uuG71Ze/+8IdwzcC3/5FI33df/sqaoBobfxa+uHKssun6H//klwBg2t+I5PBm+hBwgRA9ewntpwQP0rWSjIgV2EllJ4LY7i6YAOpI5FAAKKhAj5TIYNwwVVVFLWANGCoPeIWneLwZ780TqY3G8Uz9/AtkD9T4yeOYb5h2q5UIHIz/Ea1h+qvVaoQBEBTIn5y7CARC7klwEIk5WidSj25cROOMAj6JGcfErvA6f4inAT+CYO9BnuE/z/wTM8PQ+FQ8ujXMswlM+C5XJIzuEzfR3SIGwXeLKrsHd9ntkfB74UPm5CmMIGonarVMB7lWdKWYMUyfY6dW842AEdcLNOvTgwhkBiseM1iJ4KsS+9eXhAhWPRFCjKkS6d7cmisFOJ9lu/Nqz07vVdoOPw9pC8dbBIl1r+P2U5/l9kmfUe4OfZV6VDvqfJ56Sf6Vcpb6f2inY4QfEcbQ3e23fJ//sXyGRxqUt32Koi2YozjEUes7LaupNZZNkS3UFss11AS137nf96Dza5aviXXhqOWQ+CPqd9Sr0lnRJZziIeBP8dQ4rvGzm0IP7RDP8XsYFyh43PhSnY6KY6d7r3va/YqbcbsD/5OB6A2eQoqJwQDbiasXzbWOCn7G7wtA/Eb4nwmeVKAie+Buz17PAQ/tOetyTQqwIEwJVEE4ILwi0IpgCuhOhEPCqwInfMfuZsB+TFd01nQU7KZ90E4Du2LX7fQZO7TjK7GgZ2nvD/c3URMyYAYWxjFkGsduonlkpShYgU1gkspMIBWCLYXdbmQpIOOmF2k0pNIqxF7v7gbjNdi/fZYDkKLGh4lpg3/EnjgOeHQ2a6wimW0VG1oErMlSFb5RYWkyE2isBRrbmmtiY01srFnImmm3VNyKr+LT1YoNLURovMfGGMbSguetqhvU+d8eHXW7rWqAeGJV3srUhcjMqPWiZlwyKpyct+F9bepIB9aRRjSRJM7ZX8Fdu/ZddXdbxP2TL3/9jT8fe+iZhX3wW6ziu7Zz813Usp997GPX3ura/18QvvQG5H/6nZ7t8W7zE9jfugkA+nb2syBD9V0iFYw2ohHbTKzY2og3IZCBip2Dgj0NBbwOHegd/cF0YMa2O4jIIGrQzmEFaMFuLyFuhL0AyGm5DgMzDk4A+er8nDJXPTmvzDfU3hw2AU4oz+A/7NXPLCm+40Am+wC0qxlKc3F0JCENCQNDDnMuJLYAuYwXTSvhYtKP1n9FbAK7vS27pORexgU6/cmTGGtjNl5+r/6g+8EEvZJeKa313U3fLbEPMTDftjc6xU3x08K05RHlEfVQm0XhkHzb2bozQwUF+2xY+HwLnA3zdVowI7HwdPjpMBVW44YXZgaRyV9oTTtUTuBFBTFGHV555AAy8+vU2zOwNVOHimlLpaFDVpXPyzKMYyI/MjJSInVPT6OuVht1vJ3UpicYLU3ZIWaNnfYx+5z9lJ2z+7JP0BzNNxBdrUHMA/OI5Ik934uq12qnJ0jEpLd3YaK3uoDsefQgiIZzGEmXJ2G4E4YnFQRJVzwIm3oNKzMcJ0AEetgbr/NvmpbRcFhF71BFBvAbx0bTKscKFuLEFERMotiH2VHFDxnDN+y0bLosl8OyGisXy6XlEBu8BM01wJwdhmDRDb8RNJZvXng5nVrhm5nZfnT8hu09pbC3uD4SSeTM4Jv0xoVvTLZk4/HUymuoq9b27v/eTSvbusPl6IedzvbrXlixFqmEyxZX0/8L2RbLwDowTC+QeMEnHZ7BLyUe7KRBm7KDurn15s0UaOVy3JX36ky1a9OO3V03JcZ2HGAOsHd5P6UdKH9m+V2rDmy4Z9MD3ge0BzfVmePsrHdWe7b07Ia5Had2vLrjzI6AX3cXlbKrM7KD/aawvrMaAB66M7o+AHz9DlWR7TbsUrc4nS6LMGlAh4G9aQ6k9wz8Gl1SFdem1WGtThuPGU8btFGHjxzdnplEhiUaatrwWMd09LHo01E62tyH1GiXKBpralPr4XoT9a43Udf6LGa59YMu6KpDwXTuFuBeATVUdBihzD3YD/vrdLsp+daLeR8c9E36KN9T1H8ADjHlAOhFm0SO910Br8hm5YHv0QWkX8OorIABumBGlALcXThQmC7QBQ3r84KEWalQruToyS1wC743G+Jy1PjJrOIijV8Tz9UW7GYRbYgBtxiRFEwR2vX6SwdScFNqLDWXOpViUnY8Em06S1wHqPFH04EFTeomfUdhh7njIHrm7A68a9AqlXbYD3xxNVxNfF6r23UPlD1jnueQcqmff8tU8X4eCQMRD7lGT516ynQ+WIXV9gI9SFODNAS0QlM0fpS+UInU6Kg0Pj0G8LjxOL5H+oardjwBbwVRKB7er2Uyb2N2QrpjfmKBNOYzE6eVzPjbZCUzgbVNZlw5jVAlMt6V+aYSWngNq6SqMj+BLfwaqvB4NBhppdnnoq9EKaSXJs7OI7iYwT3GKwbqmWjEM4i3GS8k+rPkYbt9w7aeVfFyMOTVIJswOtqL7aV2mutLbErkjNbEVmNLEAaXhYNgQ3lABytgVQeXsdUgGGwbCIIrM1t0uFJbHYRDyW1BuHVbqCeAhgeWgY3t63W4YX2506T6daQDljO9QXh5/oog2Jy+QgervP1B4lZoOOQuFkvxxMavFQmMTxBHHQ58wHGiSk0xpyAaLSsO7Jk7c9hB7EAkTgRXnX/bNEYRqSKC3SnATQKsCjAvwIgAZQE6aIEzO9dnQcDXX+dfOTrq863nekmL46/IykjYFBv6kDwev3Jy59W15o/Inhxs+NaQWsTihrcjodY0IoljDTvdvGHY8Hfg6CWyJju7yF6wBWFuol3LpWQC4uEX1tB6ectVJw/eNfKDjJ3mWFrO3NJ94usr12Qj0UJw7OeX1XZ/6B/e/f7dG6xqmd9ZylSge/2ulaXBjdesKi6+ky/07Hpq9tFi6aH/gpen7x/+9AmT5Sxev8hya8cmj7kSFZeq8wzNWmxjV45f+/ltHZ2aZqywXBtpj8SupvbdfPsj21ZM3D591YpznyhuNwrx5XvXljwehiOYvhcVPLJnraCF2n1Rex8HccRAIaySHTaiq21RYptGNcx1UadGWxDnER5AjVeJP8+C0TrejBo/P4ZHW2zaEqegxm/IKA0Px6NQ44WjeJSmYwPXuym6O7oXia+W3YieRjjIEeRA7DB8AK6FcyLt+wJihpM15eVa0+Zt+PtPKieeQbSWQfofXrB7bboDM3WUlPg4sxs2NBt9fY2G6evq4oZM7Oo4yFH4pMhQjrbwTnx7b5tBvKfFEo/ZCFCwURgc2AiAwHd2hkgt1Hh7Fm/APY8TF6MWjzVRA7KMG1bySXTtL5+snmy4xPFlZpAdMBWHI/Gx+FT8YPxMnNXjg3HKxEUcC5qOjhKpu3sadVuhUccMUps5n7+kpcPO9S22dNixPhZN+vr0cHSl5JOcU+hWKgC0SLzTIU5ZoKWCZddMfxlXplwt0zdKks1ni2tmpqKR6ERnT2lKg4MaHNHGtCntoHZGY7WZ2MxXcfYEuex5DA2QyJpvwAIksdCtNeze5i1hfw2C1sR1eBxwQvvjJroIXnW6iMJ3NhV+1T+P+a3pocEebSexYXHsEmv9UrJp2sJ067Jlra29yz7ua+9b7O/PBSx82B9M2aGLvQ9v6G1tXbYYXdC3VoLxuL93CL7/gazuk+NjiIZUABgJ0XYX/ddLcGnGT9wyPlLqxFBVSQlJiXpQf8SDywQyVgjN4oaZwTskop3JXARGCU9EGcIMnCShMmfHVJrzYM2awySBR+SW9FQOcws+AGosmgrpUqAaYRKi12+kyImwOnsSAd8EKCN+cHQS73dnF0j4JKnhL6d/c8wi2QiH0b85LHLYEp7P5PPYDaQsZObm5i46xokdmpl7BnGGcgK/HrAUZw6Yx+VKpEI5OAWi//stD4hT1inpYfkh9WHHQ5HpyhFRrPgq/p3KTnVnZFTZre6OPExZ3gjPR6hJyyfsz9DPyK9Tr8vz6p8cQlWtatVIt16trJYnxJtkIU+1KrqhJ/KVbtit8G5lCF6pbNGZmLINbpNfU/6isOvUtZEfWH4g/m+R9Vo8SiQUiayiVsicVZWdNr8UksP2CLeZHmI2s8PKFnWLk/PJoVA4splimqyd79SInwoqtJgso2d0pwSlOxCZi5wvKUno1FHCsVFioEdzOPaA17FCIbyKGn8jvJrLVbqbvLpktwP0QE8iIXPB8Y9EijmkyJBSHU6n4ov4w75cOpxMtoiUJSxG0+FEMtaZzPeVw50rQR5YnYoS1yMuHVJ6RFYQHKJcEFJQB3rECZkkJYuKooldAHjr8E1zoyb9zGoVuWQi4fNporUgTUrUGQmekl6VqDFpDvttvd5pDWr+SAVWovEciOfzIKfkDuXmcqdy7GAOTuamclRupLtSh7ceiX7jIyQ2PT5R6x3A2OJyZeJt3ETWLLJ6cbII+kMl2lTt9eFbxoABEQ7C/SQDwo5TIYRmA6ABWpPLG4kQpNyHt53geZIPMTGO3boTsKFMwTgYJzaxgtjGhXR5JIVQCVpCJiK8lFyhsCyyVqy4Uityo7I0KhwqPaySIHhmiWSHkT0eMK1Q0ekkem6SiOkfGRYiZ/g9dDKF1o6M+pJYupB8iMyFlAioYh2N0yFwhgOUoZNocSxpkKAp4SSJZs4EGXchhAE3vb5eEqIJeN+VH+57441rWgpx3/LF/kQgtfg7X25gMbc65rbKdt3vblWhwt53bvz5lQ5JcoUoXadyy15a/OUd0bxdjMeh2+ktwusWTw13azAeV63e6BX0iuk1ATWGZdRlSP/KSEa54Xcv1b5epHyI9nVJHOSb1jKRNpBIG4ie0ltL0bQ/zOIuaUnBSlgNk2AawtVHSXyNfQqJFQEtPHCiB2d1Xois8VgtZTouGNMNjXUC29OXeJCTTqJDXcQ5jANrAPBNO7phQRN/Mb6ohkqUGmKPNBoqUZK8nktUIjor8RFjafT4lHfOe8ZLe4npurqEa7OnsqwEvTO2XZ2DXmh6B70j3jHvlPcgGshL6TC/vgWmw1wythRqQ5fEcyKAcZvUPEwj5F5eVpqS4KAER6QxaUo6KJ2RWGnGc4lS613oJdrsohpDQJRYs0SLzboBywtEe/FN7dUwUy9VV0tEc4evtGaxWs357RHNn1Khyt73bt/W7hBRTbT58BrsXyU5akg3cQVkd25jhEt0k3fYxOpjmHhLvCp57erQxsKSFingl41fLe4xZfz+CxkyKtPetXpp1OqlUbjHjOJRq/vW9JFxfYSI+ggR9W104bNtXNpv45LW2rh0ANT4m+nDYzeK+DAbM2T3DNk900VyQHBHl4J368K5G1a8X1cQH7gLO3cieGgXRbZT+BhdKjmGSo6h4oB74xh6oRkL+UHjGHoriZPUz//KtOKhOtXcfg7RL46deHz5jlVrsSDQ12wZMvGY/BDcNLR7aO8QPbSVW9OuGVkr35tlG3HjPNaTCOmfVBbm8G9JTWKC/O/NJhtgC+aEkiH1MwRfXnAvmb3o8OjoVp7ltwxt5bX2NSrhBlUnwRQ9Q3xJGdKX6eoja31krW8juo8/PN4Ir2zvwqFo3E0aeBRqvEW2dnVt34iRA+7cuMRdqPEO2bpx4/D2JlOpF0oFXTlZ0C0Acs8nq1Us6hFlH7Jt2LL9abD6/O/BKrTk0VI4//ujfs2naVp344cEbbDEnxr+k4eeRHQ+PGKrdWZscGoY6oKeDmt16txsS1c63I4aprVlYzq8Zn2Lmg5767R9NpZJhwt12jYb60uHV6OGuTw2lBzo2xIeWimkuwbMSjolAN5Ys3UbfjFGVhKtPMew/JrV7QXNKw57vX5FjUcLOhzTD+mUXodlU+5K5zLx7kIXHOs61EV14T7PwLa++MaNkYHBAWpyYGqAAgPKADWAeP6Yy1MaGNk+XKeuQppwr1aHu+4mWYIXIuZIMfYunG5UvZev+sDK10CVBHWq5H+AqEUCpNDDBU25kMk0XV+ulrgk24xYIi5Fg9Aut9gN7Pxqxs7hBKhlIHF/meJWflVH3udh12AqfXy0XVsjGmxvXRCPjFoRUWrE8VUkGovE0ruwo8vjbZQ4vcPbEDLFJeWEfV+cDL0XpM/Fbp7j/78hdBEO7nK0XV/ceqf7uvs2rBuPemxi52WLvc5lUa/IBJJbyzdupCh3z+rF9o0VKxvNbuosb27ztW9YXFbt8BO4nZShK0O9uUtOtO7aeeuGDUM9dy7evFX3ROJxrxJTB+FnxnJmea01s7jh6hzqRGruStTXboayXYvuqzoD8Xhg2RC8+kvZKIHmSP5JAND/L5J/RZq5VP6VifwrEGzeTkq7IHtiWJDk8FosFE8LRJAJRIoIRIoInjjezUMSRD0ksupZEmqepcQ0D/YUJfBwDwiRnUPkQCFyiFBaw4dIExCfXgLr6QZcJI2GaExjiSjiPdIgSMULBIe0mzhQ295h+x5SsQpaWtBi4C1xOd7B+7ONzJV8HmnZN99USP5K5b0w/RKpo2Cxg4tLfdnm1XkP8aIRP1U7aZMLaG8cX44LRB8LRL4IRNYIHhLA9ZAuj4C7PJ5yCYTIyBDpCJGNIXKjJMa7JGTSWAThEel0uXQRIDcjW0taPN9Mj6lUGuZfwOwpm61loYylRqE8WB4pj5WnymwbA03SnkRrh8rcofKpMnWoDEdQx1yZDgmedFiu07KptqTT4fj6FiEdtq+PhdLhGBIrZi7WnmztK4TbVwZBrKNI7jgei8myXfR64vyUAA9hD9CYMC08JzAC9uIF0sVQvDWSHkyPpMfSzGR6Kn0oTYO0kqbSJDCExER6pIQEBAICRDYskLDQRAMPEISMxUClckEANDzfmo/mGMNHe4OQ5TTWv8T8iPdr4+gfZzc0orkdvCxS/rogIaRK8S2KjY4biF5mR2UxjqEEyd9txHVJHs17Wb7B2pizL+28CDaKcMNXPr9hVPfYre0rFpc5zaLI9A3ccrPVjlnXtbpdjixx7vwPNmztvXPxtm0RH7KSkwl5E7xlz/gnF0M1Twjx5ppdcMvX1/oJZ2Kf0Cqc14V4UwYhqu0S7gwiMNpI0iKgsmGTKjgtVPIzmN/wRtwwnbiTIcMYryFYFQM0dHAjzabhsrkYqLXg7XicH+8cwHToZ1yESl2SQnCkQkAkQxAHbjJMWJIaAVei9DBBIq0HlkIzqxyTbvhNzzHPD+GzlhOhlyyc43ciXGtZ5dnmvht+1rJffinAR8yOMkMCrdMR+Iz7WT9lRuA6YelqHAwmlAyyXzYh8mXgKVwOMiPMGDPFHGI45k0JO9NNaRqZaBdijDhDEkcNMxsOpTZvODR4xVWHpfC6wxFm3ZVXbX8K54QCBi2R83NY2fZv/1fgpzsAA1x0x+vK64FLVpEeGm7eECK8ThhyGPYEZQQTosElVNmlgxD069BjQS2NRy2nTdFhgEaF2+rVgY9FRdPmX/qRnEhEn4hSYf92U72Juom7XbzdfrvjVs9N2k1BoTaMDDnshbUEFbUSQIsbO2GtDScsjuoAhaTgAF7w1vk3ZkaFZqCReHSw3xRHF7F3dDn0tmBHqKPpB6XAqY/fePNze5+7/bo9P9tcvnHF9Cff//Eb1tCPPbLvsTvOTX793n/++F9v6as+cuePF3998N/OfnYEUOf/uriefgLRYhJUqM2X0GJ6GclM7hBbcSVymNREzekDOp12Ernu1EliMgJaf5tdQo5ElusXsg11OpVxMHbOj8ONXmwYISCUM+ydwxyfJJIdEMkOIKJeJLURhpwnQvw96YdzyjNIWOffk3NzHHScP3cUE2qHiGmWJM6I4rIedHWErp1E7jr1hl7h8EX90QwQ2KijUSnOngTQZ0cXY8VXgy+A5CIqDWkLL2QanGqmGmQw1X9cXIapuaKsU3Yo+1Xmnixclq0u25Ddkf2Q+qHsR4Xb1NuynxK+zr8u/NViKyzbXhwujZYYcxnMC3Qq7XAigOe7p8WJYF4yBpLRTckwWEk5MimaySmdEF8JxeNr8mn2jvaIOCVSI+Kk+JhIi2/olBNn1AR0fRCn3k1GIU5Za6SpsdGRHpy4SEwukiDfyFnEIhZ7Eb0XvIi0XcFIrDE9KV/mbYJRSkiJglHmO3SYt6GiaOnUYbs1p//d9CQSQ8CC9wjkuU6Ss8jx9lyd/93RUbvV6/MTI85nbxhxzQRG2ii6l8KLDa9+cglGFT1dF407tiGE8TSKJtyioD+x5sCmz7xv/NNj31nfmerwVjYs6r6upNOtxMKaAUsW+4c371p+xfvM7YV8nK5MvHDb+0c/9fz8w3vdctvi61cXw3j+g7V9F33NcEGz7138zu5Yz/bLP3j8P8Yv1xwII9mQMH4c0X4K/urSbJtWQvlcxKsmCYxJahHYNBUvtawiSwgosoRdIpjGSMwrQgy/CAE7EWJRkYFQoTWPD7sgNZBA5G/flNyd3Jukkylek2hEgiexBTWP7Kf/hl+w/72JWZakegwfLoH23W3Za6Es6AAah66UkL9KLCR8jX8j5B/BFicW9LhBIu+RSGv6Er+ccoJE3msX0EbA3I3MA7mD6pBNypQ/yfBmK9zZCiOYdok9ck8smdT7EuHkSiBaW1WXrkBGm8SucEWC0jBNAx5ZHDs5aHKQy0VaYStQ45FIRIeT+pROAV1BFsicfkpn9ZH0Ny5kwDdsiInT4w0nuDI/MV9TG7ZCBVziDJ9ASAAR44yHzNiZHdXElFQXnEdupFMN6I+oEItMd+dSpuISim9q+7/3SG386G1da0vx2Da3w91WcNpWLF/MrG7xiawt5o8kReimH/v5z/uzyc5VrvTVi+s2JpFqj3sIPr/24GXBhk981/nT1C8QTbUzH7qEppJFQlNFE+ttCpJIDySRHigH/EJSwv3JqIxDN3ibjEVoB5mp1c4LSTnKODIsvI2FoyxkjTyEsJX33RKG14Zh2ND9cMQ/5qf8DiuonqjVkHbMoxpVNZwqiMkIIYKTz59Unm/I0AsU1BGVkwLT6gk7cizV2s43DuNzbGDhjewdLMUarfzKMNwV/liYChsOK8RX+JbpxxQly8UOv2AnmDjpwFUyWexoysoTjfoEzs6q4UU5caJWVU6QmQnNXO+0JevLUg5HzrRWsilrRXMNS1clHla+EGdFXkyJ6ZHiWHGyyMnFOtTNfUjs/tT2U/uJ+Anjl7EX4i9lX2Nei70Wfz1rdVSztexH2vZkD8AD1AF60j3pnwxMBve3HcjZZChTIm2RuKCY/XHLszEhSHtcjqAn5EsHsg9aHhQf1u+P3R+3OjK2VHZ9dlNxZ/HW9K3Ze+zfij1W/D39WlBKC+1h8BQVhhGYhxSsw8wMeCpXh35TbdXCvqcCYX/EDxW/jp4c3uh7yoM3tjgc8ZjNyshJUrFh+COQy7e2A4Afqv/jPp+G049dnjx+sNTPHBA6cAD6Tzi/gHaZ1jEZjshj8pRMy3XYafqSfl8uIkAhO52EI8mx5GSS1pOFJJV8AuqgA+qHNywx0MD8xFkCtRdwrtX5KKwNV/IIccych6iJA+Gn0Xak7MgkPmW+aYl7KwiviAj1x21Wl81mxTP2sAt6WAPKm2fnaxNkZmujTZoNIprN6RZbCWSGiUoJptIRXVE5PqIi451LC0HE5uEg4FNsEDbUCYlH1/Dcvnf5t5W31XdTTG0YmfXjeBKJ6ZuG09Q0PW19yDblnvJPBaaCD7Z8KTbdJuEJgDiCjSPzpjUfy8fvzT4cfzjL1oYxnFJTuq9iSfkq0BQrFFoCjbQvP4lCipUc6sqSxVKRlLCjatdxgSeGBSqk8lXijeS5WKOSUHXMWclqzsaxHI1jyQ50Cgc6haOS1R14nzOmLKNhcoVWbOg8NnyAM6bDhs5jQ2PQoqlk+ftpLO/9wca8luGAaaOonN/vybXzPrGVrfOvzY628o4wasyMOi6kq6oXc7LVxvRfHBOPLEXUsbSLqcWliQLx5NLEFmz6UFPRxC3vW71Vj+z8/E+fumnLaNTttUWjwUeuWbXt/Yu/bmt7+I7OgaKqOCT6scUf3/+h9W3dqXRuzbX/tOfBsOiHaz573xWVVVdP9VS2jX/ZK9s14nN1nf8z1ct8HwSo1KV5aiHTgWRfiGSrWSXiBpDcTsg6SdNJlKSz4ZkjjbNEmTrxMyQeCqdVyMoeF4MT1ADkkJZcOHUyP3+iqR9fXpqfclGu+byNbBNSui9pB3AcEDf8Sw0f9o8St/uYFVrlAHTf4ILrXJCczkQkjM5tDUCWwEmWmPQs0bCss+HE4MiVEt3qXIp5OZ2h4CUmPclSrS6cqtXmlJPKidpSJBeRQ+A4sKEL6JMqO+FOiqqGHlQf9D3tftpT9/3ex0+H4H4/3CRtsu2Udtr+oiF72K0lNdrj1nx+GuLCFTgIaXehebV0gaIgJ5XxRXuec7/i/pObdn/AFfgZsOJIWFZHijmXDx0KUSEAIcOwcdegE046IXAqzkPOOecp56tOzjkSfHT/EphsTu2tna3hNJqzeBbawulGbAttOg2RagZocSCZTlJMEEqcwCDxWAAi6QaZOv/m7CjkZIHMxZKb1EuyQwjlFt0x1UVosojtmhzJSVsOkW6G6194oZiKLleTscmVue2t/6Pro23eNPP9xf+5euFfhpenU9dcW9x5LXV91HPD2sQHEP1RyK5eoL8ADGr7JfTnSRKfl9AM8lj1VNPv3URlerhpvZw2ncRo8ZOBfgfxsTuWCNOxZOegxlmSVuGIL5k1ds3grLpd40JZu5XHGaZHsVkjiCD/cgZnMyLoUlXm32xmVDRc4HguwSVobhvfSL2lBdGqWzV73PCiozYOaYUCiQKJjSgQiQvpfhIT8hOg5xeJTe8QhIROaFTnGr7vhAPHsfAQx1IWBW4QKnU4kolLvduoUIh/DBdzmGSriFwJHESolORVl2ESO570JNZAh5JMydoV6dHXRtbqrF9wbsJWTXRT2EjGhCTs48PCSt1qhIQ6XGU6RWAYSOnh+7GLVtFqjZIJAnZwCEIZjsFp+BxkIPYsGQ6fP+5wDDqnnNQkKg45aUyeepNAEXkmfrD3vWgRz0lf6O0lc4Sxc5mQLHECXsCLSDkpgaCsBmV/EChqQAkFAXEs4akCkNg1M3HNSxzJhsaJVnuoLkgzyLIhFItdyRfiUo2pAEvkigAkX442iVjFkVD6WjnqiSTti39su/nOVQPj2WDXWtg3XM18eEPlKvoLC7+YJhMAfjC5Yvizk/DBvo4ANBYenhzs3Ejxl3dRBrZNzp9mZxEtZxs5kw1aPpaIhlU7lcWmsx1YEprApIwIJ3MAScVqNZ9Hdt7CKfSbg/kL3p/jIIEkzEqSNxMkcI2UGknZExqllrAwIEUOflsWZsFNBjSsN6Vgyto4ejbbFo3m2poaB5+rWqviJCFyskYQn4i0wGEHmYYcrJY9SQTwVSOp53bmbrCM5V43Xk+9Y7yTkvCAGWeZjPtxIFKK5nLpXZ0hny8SiCk5RkyEEtlEJTHk/ab3m9o3E4LV6Ip3JTeBjXCAXyesia9ODqQG0p/mJ5VJ9XPGp1OfTk/mHlK+gAcbTyrHjeOpp3M/Nn6cesl4KXUqFwEsw3Nuxmsx+KQlxaXL3n6lXx1kr+S3alem91sPKJ/W9vv2xz5tfDoxmfPus9zj3ZegbZZheItyi8pYLEIikTQMEfIIBCpeNazosWhYB+lsGMiiPSxHfOEwMqvuOSKkkkiM7DFNzYjrAi9Y+Hg65UqnU4lkwkgWBItLECxIgvvccdFwiaIRi8cLms+lab50IuZDxpJF4EX0Hp6EbwIdhOGbRyJQVvGaAuxIfiP+VxRkQOmAwp0QZNEQCDjtSfghYAABfsOUUya62Hg8ZdXPyR8QEV49PDsHPpCO4TxUtxnID/rgQR98yvec7xUf7ft8PK8h1fG4LhtQQS+9mX9pPAkVkABuxKCSKeZ3JqCZmExQCaREZi17knnhCRhApwuYoo6s58nUmRSFk0mPol1TB3niphhMw8k0xP5gPW2mD6Xn0qfSfHqk7YJmmccRI59/fuE0ApTj2ln/vI9Mu/SjDrRZO+1H6gYv8013sb+RT4HV0NKk6EZ7voFh8Xdn7EvfmBBwg11qLPVkMs0PT/zfS14ReoVeHKnGHueGwzkDyfcnjiYUl1TFoA+nADvxBOdQxXtJ5cLVmRlvxcCVm6wddlcuuAiHCcBDHEenKLsajrIgS2RORAackbKSHEoSsmrkVzhxVgXCdQGI8xxxkgWHZx+h9aWkC46HMRrGYA4mbXASCaITPyxpSU8vnF0bdgmnvu9KVmB0W3rx5+nfLv7FWPxVqLuX/oLBhIOR7MKf4T/v6/XaacOgvUrM5V54C77bqTvDlGHYbjj3BrVu4XGaWle0AYLvpMXV9FkkkzqooUv0q8tiybTS4NYkTIYcnIvYtjgb7ZhKmipuUqRJ4WYHaXbg/CrQzK96E/1V8ydrxOl30WsdtmRAyKVSt3fADuBAUih2Oz6H7HIVASgVLwijl2snkKbCsmiu4bo4pGzYsv0pEDj/DvCdPwP86AWISjP0+qgF577aMw+kKWcp59nVeRd7N0dZLKxD8Al+S8blT1jijrg/kemGnY5yYI3jesv14g2+D/qvDVyfvVW4TbzNd4v/Y4Fbs/vF/b4vgy9bvuT/YuZJcKr0Wy6GZEUmk21tFaGAZIXT5wo7QbYjDByiGnYkBN3n9xdaRRcakM1k4hbBhZ4c2qXVb2FEIYtqH5IAQszpQNYg4JJkpgq62mQ+VgnJJa/X78NcHDggwlfEM9g1OCb+SaTFPfjDODsttGUPUrV2M5R5QdahrE/rlH5gZxbms9UslfUVS9/G4Vocqq1NDJyujZ9eOFvD828WmiHagYXTmQanLRmE+4RLOArV2Afz/8tAF5kGjuPZzVijmlLGEkLvrkN10YAmbhrAhZJ1QZ8ZDckNKEg+r1Jp0nrDiCHEjeOrJKeIRxTenJa3ZL9UIUwQfpDgo+62tugrJ1VeaMnAViOlWXyL93Y+dsWyjV2FaCUlhtfE+xYfl6M+xVtEdJ8MJVctdsC/pVMOi9VmGIwWtVfPfeTuT6/MthY98vLhaepIJBeTFKlB82kA6FFE8274Apm7kHcIjMZMM9O2afu3mTrDT3uhzXuTrb1zEGyXB910gPHanfLVzJXyK8wpmW/ScgrSXg8tU3ZW2sDCO1g4yI6wFFuQuJUy/JgMd8q7ZUouUCJC1xO1Gika33Egfq+AaQFvK0qfO4yBfNzsYNlZMWxl7LIcpxkXTTO0lWJkKNm9NnwWZpCFbMEmccpOGcoFSInyk9RyYAcMtdzM0jA3jW4tN2iDBZtpG7PRNn/eW/Vu8tJeKWctAwpSPo/3K9GT+xt5bgNn8TdY3kZkc7Z2WjmNv/xDZqzgYukam7nx+3KZfXtOaBChXaD8pVmRFDZkFiCcRdLW7OdPmRZkfdMFVJAgkA01ZBOvxT04X+0/j3kqTMqFmy8ec1WYMQduTh1zVBjNjZu/P+ZGTZk0D8uV92S9A/J5F6tVcrspiSUGiMRRcp3/w8woJf79fObGh12QVOVjXVE3+dhLZxf9Puu5F6mRxeff3+sMMCmOBgsPwctv2OBVrNC3+Ls43eqLdaxfNM49H8vq150/34jpsR9xJIALAJUHD4BHEP2ETJnaFIV7ozAKlLUZCkaOU/+MaArZ+rXxMkD7rVvcjL8Pg/YTyH6vwf+F9rMeo8BVVxmGCTNltIrGkTn65Phi8/j3ow2G6YGbjKcNapMB80bVoAwLWJuBMH7xNM3zbETn2UwfQvtLzfNc0zxPLGa1Ns+DiCIMAJVk7wNReIrI+Ab5liIkP60xeZmiIeN1edxCVIroUbSXBJsm8aVGshfpxj//N/v4TNM+jrU0LY9ebCD3NtLVlpJBMwHTLVIi7af8NPbocVOxudiZGB1rZp6R7wdsrywrsbEZZI0MxqAZG4yNxMZiePS0e9ozFTuIdrAyLHDTkPIA1uWmnZrXQzk1ZzosJVvYdNiajOlJrS8S1lcCmvJ4Cm7a5XbTNBKxsxQFJE8dho643VKEwBn0rCSRoieYpt3s9LjvRUf0ulzO5lU5L+TDOSEyqkecY8h2Oeg842SdMy2X5sM1Pudy4aNZZ0l63LwPPQ9tniSLavNNLrrg7pbRD0vWRt7cBP76iam4vOhKKDf6k6JAlGwk/CLZ6/wvUUXInEz7quTz6lKqpptX8SyLLne07O0g0Re+3HVJNvidjz7q1gxzscNXing8TzxhYRNetUOEQfa+hYOfG7pv4e2RnNVJxePQYStdC+94cMtD8NoHDL+uxu9o0CnxfxM6xTPSOPBAPwAx0w2r5U3lneXdZWZvGZZbBzGRli4h0jL+ymAQADbIAvKdw9EGwoBPUt9DMIGnnp5BOL5OfW+WBiKPG0ch8Akc+zTaTgEapoEF3givBvgx46wj9FgHSKIBesrnUIFhBWDQszkyCiCP6sOjEGj5DJkUF21+JREGGXBOp+fOmSx4F+jMXIMn0Munf4d0QDdjXoJ7pISolRJMG0BAKo9VW5tToboxxAFtYbVhkuXz2B6bI4W6BG/MfY5VIjxgO2A/oO5L7Cu9YH3B+6vkr4oWOZcQDWtcmhBvsr7WwQd7cvJVnUyuylaVqtqdqKYqpULPOusmZZO6OrwusTG1oWT2bPVtNQZ7buL3Wvcqe9W9nr3eB/hpZVr9pvZkImxnZUVW5WxEiaiRbFpMe/M9otIzZLmqc7BnKdc7jq77tm7YjW/k5jzM5xIlTWRADt9DOBcKVXK5nsoS2srnqyT1t4G3GiW+p08kkBXj9XiSpVJZtEpSUcOfsPMlSuVSsWw4DnjyKlTLSEx4pNAe32AYhvPG7tjeGBU7EIMxn5HLVYptb6XTyeIgeuJ7EJGwLG/4eD5eNlzlsiF5kslCUXIVixLCvZpF8haThs/anU9oIi2V+HIQs1/WYlkxJAdhMILeST6HXwhCX6qK4VSuTcdbmTbY1hYOh0SpDlcd3e2BnpyBUNMR3Qd9+BCSUjZ9h3yv+s74GNxxRHaUfE9SnaAIeHjdTDmXRALiCCjC4pPU90EF9FADRxqK8u0a/vLjQqaWGW9+CxP7zTK91aXP4vWSQumtZYjCxI6z5pfx9tn3NEAWbkDNUdmT195UTmMIkD9NHj3+ml4N9ShkVbnzTdTiBaXX3rvPrvTuOXECVyeEEzyqBNTb+Ioe+czMUrK4FdkjIs4Jf+dxS8WLvd+o/fsjqHZjJ6glqFZtZkCpargXreDadHrtVRZnYfAaKjpxqwfPGEJ1OiXjo505JlcMXcYfV3txRsbTrF9FFfk4nw1tsJEe7DVP6HhRUZ+K93txxor3eXXG0ahUUpkBW0VBD0BFi9d0VBRFrqhoyZruirNhUXkalQO7EdzYJ3/GdLornYK7kiq4Kmm0qIIHZ7ujg3kqaVNFi7vSgRd0Zi8+O1ocl6TB//ff33vq4Xs2EGQraokSk6MUJw26G18QVAGXjQTpXJ6ky4dzF9Ll32POLbnpSdZ8rGHQydB5IUu+XMpD8oEJvI6xiBOL5wB8LB2NWT19G9a2JGBne7x9aM/pLWsri4NtPqd5z/0r29oWfxEPJK6a+5f1V1yGgG7Qq3UoLddff63fHULmndYy8c3F+m3tdDzusnu9tRMndqhaEkly1hW6BZw/N9rVkHVvMm6qzH4EyeD1BO/KSC5DGW34BcUiAwTU4cJR+lOUj2HrlOVI9Ldfa36lr2lE5Afma8QGCMzQJoUErP9k49OvTqq8+FLLDexHFr8Jh9HhQoub4UdALwiCLnIeu2Rlg8A1ykpWoUcGSM7Md3TA/PyvTyo/78DCWxbq/F9nRuUgOigR2oad5rmL0+1zFP6S13K6C64JLivokKp0OAsuObWl0+hNuyGVCDtird3p3rC5cl2ytNouhVIdvmxFz1wZd8cSWTzH8i74FHUl/Tl07+0zoISAwLEZSLF9Vvgn/GjgMbSBQm2G7qK7lxQNuuXehbPojpEKoa5cbKc/t1iAz6Hx/wfqT7CeeJxjYGRgYGBnYNCdxKsUz2/zlUGegwEEHvk/b4TR/3/+c2MzYO0DcjkYmECiADFvC/4AAHicY2BkYGDt++fGwCDA8P/nfwM2AwagCDIQ8gcAhhgFqAAAAHic7VwL0F1Vdd73PO8fCA1pYp1ootIigg4QOqIpRCkCRioSMPwKahrbmLHFB4LYFnwjKVTjI+CrAkaaEppA7Shoq1hjLc3gTJBqgYGqVaKNtWmpFkGUwX7fWmufvc++5/7n5gHFGe/MN+s89mPtvddee62197nZLneCwy/bDJAucXk57U4ut7mDih1uQb7OvaBwP/8Z6EmFcyeAvhBpT8X1UqQ9FvRA0KXVEncgrvcHTkT6B5Fmdr7Qrca7eXiWobzZfI/8hzINy2WZUt4St4hpqyWDJwovxk8OzpBWUOEedbjBG4zXzfbuopA+cyF9H1CngPk9wIurVzoHXh36QCj6wBXn2bNtxtdCfV4vDM+bNNN6zff+Xb2unV/qZjlfMl42B54iHp+Q34n2/jnSgRYrQhlSR1Q+Qd4nhW970wcT9ln+m0kfbsezDTY+8xT1ndKeXdKm1VEf3aD3DVjGFch/n76rPqTPs8XAM4EL8exga6szvjfbWPn8pN8L/Axdu0983f5d034vP6u1/sLyDabDeMj78wyxTK4L9fgxEBnZEfJ5xLzE8OPfg4XCg8mflznWT5nw7fLU8+llOVsTULmAOI9vI8sWeZ/W8pvx3Rxkq+H/Ge02S/odJke8P87ut47y2NBpK3s66ue4jLM72hfVJXSD8XMXriEz+c3Ay3G9HPRZoFdZvg+i3IshC1t13LwsxJSob7e62H/bjd6uKLf8AsPawLbW/9mGb5+8fzqAfq/PiGQFY1lyPNF3xXyb507LLc7WfAO8y5kHz3IrK7vDXQT46yBD0206MqY7gqx1yk1CY13aRSnXpI0MuSBnTVlXIt2Px8toPPda+cbQWNd7ne7bX/t5Fr3z6VPaaqNf67a353LlXLfOQRnVH6HOk/W++lPQH+H9IWH9KA8Oc9ivS/Jue6SzD4544Ry9Nll3dlq5llfmIefgEVpXfj+u54JeCizX55QRvisgkPl3QMFjjrmaf8D0/MPA0zWvyAIUb3lCVJ5TymfkpSpMFyxTHn0/cMyqnyrK/7Y2Rzq5+Ig+k7zna1k16i2yqH3M89r2Ot+s9X4Npl1yevQea+RwrqK8RuuXusDfcEkk++wXysUyu2ZbMU75obhfpsh3aH+Uc+yZC1TWsreZ7B0RvYNQVIcqil/Hu1VIBz7y1+MavOR/bXm/qXXzuZ8nHuU/A7dYPTtC2TnWneyrpkuuxrNZbo9+2V1GV0TPOF/vBjbi+pOgZ6lOz44BKCO3Abfi+iCTlzcBbwQPvwJ6D54fBZyDa9okVxvWAt+wNn8FoB67x9rDMX8FADkaXIe8D6LPjtb6pPyrtHzB1ZYvgvB69ww8/0k3v8JrzOfabv6Ej42WD2mKoqMf1xnIwylox7X9fV88c3KwbNJG1xxv60KUJtVHldXT9TxG+YTk/kbF4D5Fmr54h9W5VJH/h6LCHKjZR9Qpi0bvWU+BcvMJeJoJXb+9KS+1yYb7sLxJ4eVHeHggyNDgjkDz8xX+3venH6fmeTJ+lJW8Y1zT+3Rc++6zT7fh5aCRh/WK4rmK9H54i6K6WZHeF5t6cJbqQfIkMpbcV6cqst8AFoR8zf1XFUwr+WcrpB+B7AZF897mWdqvrFPS2Pj4cUnHh/wVt46nqXx3yfwkabrmxr6eJ481NPp33SNf18CpjoApoDYI1oeKsjE9wyBM+CsW9I/no/2L7eZHio7zPyalqb8xqd/SSY+ZkEb5/Pj30Znqjduxu3ynP9rStClpR9OWFVt3R0S3qR05tlzGlyqjEX/Ne9NrsW5t1qEE9Bf4E51qPoG/9790rRu39o3o2J41bV/f7+4aubdr6p4iXYt3F31r9x6v5WPW6Hid3tv71E6Yeo6iPk6R2qUjdkDPfZ+du7v3qd2x2/eJXTLOhxh5n8qet2cWRDh/7zDOFkrfN/PN7tlHMfr8qeFDwPXj3w+oW++P9OP29vs+eU7llva52IfHm457f7fu82NN35O/7CYnfm6fLTiW+rHz9+R9npO4hvjSRuMYssSdLg7v6BdLvClzrf0UximyOoohOYsFfAfvLmmvEfUa0EvC+uDj8xKfo57f6poYsqeMT0k9z3XtOPJyhd8TaPY43gOs0mvG2TPkGzys/M0CplZojE5iIE9EunNx/V3z35a07QsXrWFp7K+Pet7YjrjeJs74UdALR9fycbZNr62SxOS79hfiOCjnMWNVrbX7X9p9nPIS2w197Zd8RxhcxzixPFww3igxR/pM745ipUyzISrLBUg/HNKOeUmbPq5j6NGU81PjbZbTuONr3UjcNUa+07AwevaWaAx82avx/B+Sdv/Q2vpAaHMK6ddt2l5p47JQZn5Ou7+qswHUUX0dzzEfGWsqF+MeuqSAjVZcAIDP/C6UsV4xwLo1+EJAdibes82rNN6f7epu9+AhRbynKntRM+1z+f6fqT8PAH0pysYcGNDWWK715HNGMZKXY/+SfjDv/8fzX/Lx2OPjl79H7xfPVdkHud/W+ieZTjzadO6F7bVKdD7XpMtAPwZ6BZ7fjevXQbdtMP39XwB90ZNND0wryuNArwH9iNXJWPzjtA6/F9PEH5Yq/L6XlAN9O/VK3B8IrMQ9dFP997j2+9Z/C3vgeeDhuuALT23BNcvPbN3E+lBmkS//TtDPBDr8MtJjvanoWzA/z0hYrKep22yt7Lrx/et9btph+Zddc06gpD3/pIgf89GrF+DZh0Bp59G+Zcx/ueveu6WdvArXXw++ew1brvjdQDmucTyAdXJPTfa14njAsqgM2kpzwrvYlvB2VGpj+Dp8e4Su66gjtTdsD6w0u2GEGk+yj7jKNfZsRTk7TNfX8i/x7MMoB/ZD/dtO9iRpn3GNFf4gjyX3N297pGbR3v+afp4Ocyylu7M3P3Es7bxue7OPThp7i32BLkp5qjroXsXyXJhnzXxL7euOMzBiX/fRnvbsKb/jzh9MPK6uXb/XoTwTMBMaP3BFN7x9n6J8SFEf20bjM4xB9W3F8MndEL9gBlCHEmXejdjPiOHbU//EcKRCzjnMAOH1sACuhTPBxy7qnxle34bv98Zvsn7x7Wt8Hqvfl7u347i347Kv2j0T7zG6/JAuvimD1a8CjFc80JF3nCx5/+QfnZwhaPksqRw8bPBjYjzWUwDWp/I97fyd/cOzQ+zn7wJHuebcjrTrXtfEbrzuG94WxRt2RGflvjS6drR8Wn9e0u6zS0F/7sQWm+DMY6cvmB+u8DH8SX+NDi7RDm/jwDbL6Qsfpcjfq/aC1At7pTgN9+9zrTM3kv4M4BSlsla+NZor16hfLeCZnBc6ORtT0m6cCvpTfPJDtS3FqU7P/jith2UUv2XjvArXLwJ9vAE+PeOIhD8PMoB9MXgQ1+wj6JPidFwzBg8bKIc9mv0NsAnXzwf9d7VBaBtnRxp43hm2WAb/P2NsYrZicK8iezUo49uoi7H5DHZNBp6y/Y2+SPMNLgGF3ZOda+nOcronCrsxY/mwy7Lr9Z7lcV9F0p8VpVkZ0tQoc9YalAX+ZnF+od4BymXscZLfyF6E3yc3WsKWK9Cm4ocAz/WgX8pjQHc5OdvKeEVLhpyN2xkh9u1RoZ+nbtY08ZnSDLY+zwsPzrA54DSW6LZomZRDb+NW8DsqxmMOt3k9HdZZWVsX2vp6Ynd7xY6eDvB7cK0+OccofAnGTmb6Pdb2tsbtMaWx875zGX3nNEbud3M/JT230XeOo/c+2W/p2ytrYpub27HL+DxktiSy1eDjMSZfPcU18VDJQ921up2/+Keg09OyRT5fFelCH6eN47beblsXeMjfFd5TF4leIU4xHbRFkZG/9aY7eA7pNMO77RnHDHZR/kHTPx83XGY66gMaMxz8XaSrsCZljO2/2PTQYgP145OBp3XolSWmN2dbuafrdWMrnxfZ8j22Uq+N2WMT9qX3+zRcZ/yeA8/1elu9ORdtZ+TTmH/6rYjXKSO+gI8dmD8/ya8+QHVp+t2A77849tLld+SQxfIkW1evGl+PlHGltf3KyXjzv9Qnor6S57foXKhp833YZOJ/nXyTRKRzLj53MNOvsDO23PPK/tXJnkDO/ZWvAX9m73Y6/Q6I6VmvfTtEe8bnje8bG+x28Eq7nHu2WFcr2hk8k/oVUNgGxUZcXw7Q9vm03mfzAdhABc+r8izwAn1evB3315pups67z3jiXMa4Vi+2d3OVlrAJqvlahuTl3PgkcIny0InnGz8RhJ8InpcRvCvB3NGyW9io/KT1EdIXMTZGfdPBT9xfMXw+wQUJv4sC2Jcp2LcxRtpnYL/HkHZ7LI1wkI6J1G0ywHGX+OfllmajUmkXz1efFsY/v9fyblQ5kL660+p5k+XntyFrrfzLQ59JvrWaVu7n2vstJnuHWbvnB/krIeMl5gD35oszgZXGH8u+IfDPvW2WVX4R9BlRfzPPcW359byLnN1pZXremQb+VPV2BdOX79e6yJ/EOhdpndn0vgXrHtZOzuFK3Bqo9nP6/RH15FP3HPtjrT9gf9U1B3ytQ//02GCpreFtkDRden5q3DmLcffpOY70PEYfXyM2UXqmBuNYsr3ojwJ+cM040t26JpXw4ff7Vrd+Tvmc9Mz5pO2W8zR/iPywZXxcXdaglziNT69Tn8jr9eFz8PyzqJfrE+Z/TTn9K7P/MV/rT+DdIo0zVa9y7fi6i2xC2n+cA89y8n1pDn+yZP+ujr554Zq33jX76vSXuT/c+Pq2hk/BF5qFMdnvM6BHqpy1/KU73Ij/lJ02+mxGdJ3zO9yu4Q9nX1RIvI3+N2y/8kH1sUrqB/jDJfzp8ia0j9/I/BquX6l6oua5oNtV5xQoq4TclD/Re45vudb0EfzrcisA+7JC35RYG6rz9Rn7nN/isEymL96i506oS8rvq38hfvvDupftHrB2/Y+T71GqZ6N/GSuh3/hmJ3tXxeN0LhSQzxK+ScFYFsZm8E2kZ7xzsd4XT9O0IvfHqt7LctNXT7H7kzQGlK9X/Vc8XiE2Pcqnv5HzuwzKA2WZtt3FwFFm66Cf6wsU7NPhSv1mcPgK4GiMO3jOfqCQ/IeorM8Evxbm32tf9/qJm9roPXef+FOpf9armz5r8PrpbMWj+fN2PX/x90ZFlMafR5fzXks76InR9SZNK/4q5uzgAqvHaWxjGJWbjseAMRvzydNzayO+MWM/l4V1gz/55vjzeP9q6AzI5JDzhrZLFfyJEmWUn7P5+OzIpt5u/grmEGMrQ8Mszq2t5l8A2dvsnNYmRXYFaHIepboN5VBHvsxs7A0B3oZmXq97qSf9PXkUHcjY0ULtw3pOuB5s07YOe1DNdaPximTtkrFdozGl+NvuFm4MED3z0RnS7kZe1pnfFN1/S5/xm9/qzbruDBfrWlBjgZVvKBnjgp9czAOFTqp3Rr4c5YnzGeNcbg4x55LzfpdrzgfWWBOrl7tWfIv7q1OXuyYuLXuSPOOHNZ2+cBMbR96S35HOs/F5h5Y7xHVOHfkFJ/Y4z1RyTzqDj1hD/qZeo+sfv1ltvjG/wXSknTeMz/HF/6dQztd01J9D8u4Uw4Vu7Hcd1Ckiy7Bb6+uR9g+07CHWkFn3ODf793H9Gnv2e3jmv9k1Hmrz5RnLrrgH/gObv1jbhpDFWVMa4ylMzob7uVYciPxOOS1LKMv9BvDO8Ey+dRl3Nut1hnh/7q0B1Y1tHTb4tsnA9w0XBV7Exlih9o/E0VcoxtVd3qeQb9Pn6zj7uVha3FTS3mHURej43ws/H/37zL7X9Xnjc4QyH2GvDz4faBOz2GnzN1PkFyp8jE/8B/A99TtqT0zBNq+QbrhO7bia8bcfjdLePfi/QLn/5hqbrKLfulnjy8UfQxa4T/U5F/ZFfgxgrCvIXjUnlFPxPxU4F1+q+po2U7HSjcRFCurroRvZ62banHPI9m3EDzsz9B39nRIynYOnGn5PSdv3MK2vhKzmN0bz69Jgq3o07aO984aQpuS3wOdqXn472/SL9Zsfv5J7aE914ewBYzfcR6P+pZ21Xds2tp+TPftqjek82oMXRbrJ29C0yzH3asrTCarj5LvfW9p6pbbzolP0A7gvyXjCUuP7fcEG555MdhWwqB2PpV7LLRZc3hp0IceckG+5uR6jrBxzL0d/cU9LdOCuUL7XC1L28aHveAaU95LGKL9plvnBGO2nFIyxUhZLO79dUX4ZD17rwnfzE+4T5PMNZjuM+GJ9dl8SV98Xvxzr3/CNvPo/rPCUEgAAAHic7cIxCoJQAIDhVxIVGBIFhgmllO9BIU6eoKGhMRo9gENTdJKmBk/g2BydoaFJnJ2amqLBxQs0CA4/3yeEWFeOra3mannn1w165/5HF4PIyIe7UTK+mtaksPxpar9m+/nF+S42y7v39N6yLV0ZqoM6qUcTrMJaxY13Q40yAAAAAAAAAAAAAAAA/K8EsRtaPQABAAASUABaAAMAWwADAAIAEABAAIYAAAXpBGoAAgABeJytVL1OG0EQHmMDCgoJUhqqaCqkCGSdoXBBBUjIIGOQsaBe363tk8+3p907LCtd2pQp8wQ8SPIYeZZ8O6wNKWgibN3tt9/8z+weEe3Qb6qR/Gof1zjgGu3WhwGv0Wb9e8B18L8CbtBuYyfgdXrfOAt4A/y3gDfpeP0TrGqNd3D0WTx4XKOoHgW8Rh/qXwOug/8RcAP4T8Dr8Pkl4A2KGjcBb9JD4yc9EtMhRdSiNtCAJqSxXpGhHE9JCyqEOcPOAvu3Ap+KRhOSE8rwZ+qDG8O+JCc7jVVD+wHvRDS3aUueDpghJJrmYK8lQo7Yy1hdRFjAfwVfDN8GflOKgWPgAjK7isWrCiI6Atpb7dp0IHkoeCigy4irEMf7iGkadC+xm4D10gp5ulVdvhep1JK9ms9I+sF0iv0QEs8q6ca/NT75MaFSligVpLHU63cj+J7D1gpTQSuR7jH45UwukJPvTip2ufT3WOy1aGiaIabvdiJvDhktdVl4B8b3r1hN8bkOLy+RRQpLhy7QIx9GrTYPJpqvTG7KRaH5zNjCWFWmJm/ySZZxPx1PSsd97bR90EmTt7e2tzp6aPWcrwudD7xVVy1MVXJmxmnMsSkW1luxDxAd8Z5f2gfcV1kx4Y7KYxNPwV6aSc6dKnE+1mCSOs5e+hkZy6fpMEtjlXGICB2DoOxMZWONZVTOldVc5Ym2XPpKLgbcTWOdO33MTmvWs6FOEp1w9sRyol1s08KXKDESXao0c2jIKZ1jDl3q0T3tYx4peu572pNJ99HHmZyyG7rFxAYwOL/o9u73B+lMu56e981M5Te3V5D4KzLGqDMZO/X1uMqUfdMQb+jqTo6jWx2ZFo5HhJXutHW+T61mxG8a8dmYgzm/cLC8VEquiP8oJXIBfC+nctlG//VBI8mEkQpLLv48KS6tSvRM2Smb0eu3gf4CMrk/lAAAAHicfNpjsJ73G/X9fdrctZk6zbWOk7XdNLWRtqnb1LZt27Zt27Zt835mnvu/j/XqzovkmOzJb+09k/nM9eI7ZA79P3+V4/6/34whc8gaKodGDY0eWnBoiaElh5YaWnpomaFlh5YbWmFo7NBKQ+OGVh5aZWjVodWH1hhac2itoXWG1htaf2gPwxz617CGPjJswzFcwzN8IzBCIzJiIzFSIzNyozBKY9iYxJjUmMyY3JjCmNKYypjamMaY1pjOmN6YwZjRmMmY2ZjFmNUYZcxmzG7MYcxpzGXMbcxjjDbmNcYYAwOGGJVRG43RGp3RG/MZ8xsLGAsaCxkLG4sYixqLGYsbSxhLGksZSxvLGMsayxnLGysYKxpjjZWMccbKxirGqsZqxurGGsaaxlrG2sY6xrrGesb6xgbGhsZGxnhjY2MTY1NjgrGZsbmxhbGlsZWxtbGNsa2xnTHR2N7YwdjR2MnY2djF2NXYzdjd2MPY09jL2NvYx9jX2M/Y3zjAONA4yDjYOMQ41DjMONw4wjjSOMo42jjGONY4zjjeOME40TjJONk4xTjVOM043TjDONM4yzjbOMc41zjPON+4wLjQuMi42LjEuNS4zLjcuMK40rjKuNq4xrjWuM643rjBuNG4ybjZuMW41bjNuN24w7jTuMu427jHuNe4z7jfeMB40HjIeNh4xHjUeMx43HjCeNJ4ynjaeMZ41njOeN54wXjReMl42XjFeNV4zXjdeMN403jLeNt4x3jXeM943/jA+ND4yPjY+MT41PjM+Nz4wvjS+Mr42vjG+Nb4zvje+MH40fjJ+Nn4xfjV+M343fjD+NP4y/jb+Mf41/jPHDIN0zQt0zYd0zU90zcDMzQjMzYTMzUzMzcLszSHzUnMSc3JzMnNKcwpzanMqc1pzGnN6czpzRnMGc2ZzJnNWcxZzVHmbObs5hzmnOZc5tzmPOZoc15zjDkwYYpZmbXZmK3Zmb05nzm/uYC5oLmQubC5iLmouZi5uLmEuaS5lLm0uYy5rLmcuby5grmiOdZcyRxnrmyuYq5qrmaubq5hrmmuZa5trmOua65nrm9uYG5obmSONzc2NzE3NSeYm5mbm1uYW5pbmVub25jbmtuZE83tzR3MHc2dzJ3NXcxdzd3M3c09zD3Nvcy9zX3Mfc39zP3NA8wDzYPMg81DzEPNw8zDzSPMI82jzKPNY8xjzePM480TzBPNk8yTzVPMU83TzNPNM8wzzbPMs81zzHPN88zzzQvMC82LzIvNS8xLzcvMy80rzCvNq8yrzWvMa83rzOvNG8wbzZvMm81bzFvN28zbzTvMO827zLvNe8x7zfvM+80HzAfNh8yHzUfMR83HzMfNJ8wnzafMp81nzGfN58znzRfMF82XzJfNV8xXzdfM1803zDfNt8y3zXfMd833zPfND8wPzY/Mj81PzE/Nz8zPzS/ML82vzK/Nb8xvze/M780fzB/Nn8yfzV/MX83fzN/NP8w/zb/Mv81/zH/N/6why7BMy7Jsy7Fcy7N8K7BCK7JiK7FSK7Nyq7BKa9iaxJrUmsya3JrCmtKaypramsaa1prOmt6awZrRmsma2ZrFmtUaZc1mzW7NYc1pzWXNbc1jjbbmtcZYAwuWWJVVW43VWp3VW/NZ81sLWAtaC1kLW4tYi1qLWYtbS1hLWktZS1vLWMtay1nLWytYK1pjrZWscdbK1irWqtZq1urWGtaa1lrW2tY61rrWetb61gbWhtZG1nhrY2sTa1NrgrWZtbm1hbWltZW1tbWNta21nTXR2t7awdrR2sna2drF2tXazdrd2sPa09rL2tvax9rX2s/a3zrAOtA6yDrYOsQ61DrMOtw6wjrSOso62jrGOtY6zjreOsE60TrJOtk6xTrVOs063TrDOtM6yzrbOsc61zrPOt+6wLrQusi62LrEutS6zLrcusK60rrKutq6xrrWus663rrButG6ybrZusW61brNut26w7rTusu627rHute6z7rfesB60HrIeth6xHrUesx63HrCetJ6ynraesZ61nrOet56wXrResl62XrFetV6zXrdesN603rLett6x3rXes963/rA+tD6yPrY+sT61PrM+tz6wvrS+sr62vrG+tb6zvre+sH60frJ+tn6xfrV+s363frD+tP6y/rb+sf61/rPHrIN27Qt27Yd27U927cDO7QjO7YTO7UzO7cLu7SH7UnsSe3J7MntKewp7ansqe1p7Gnt6ezp7RnsGe2Z7JntWexZ7VH2bPbs9hz2nPZc9tz2PPZoe157jD2wYYtd2bXd2K3d2b09nz2/vYC9oL2QvbC9iL2ovZi9uL2EvaS9lL20vYy9rL2cvby9gr2iPdZeyR5nr2yvYq9qr2avbq9hr2mvZa9tr2Ova69nr29vYG9ob2SPtze2N7E3tSfYm9mb21vYW9pb2Vvb29jb2tvZE+3t7R3sHe2d7J3tXexd7d3s3e097D3tvey97X3sfe397P3tA+wD7YPsg+1D7EPtw+zD7SPsI+2j7KPtY+xj7ePs4+0T7BPtk+yT7VPsU+3T7NPtM+wz7bPss+1z7HPt8+zz7QvsC+2L7IvtS+xL7cvsy+0r7Cvtq+yr7Wvsa+3r7OvtG+wb7Zvsm+1b7Fvt2+zb7TvsO+277Lvte+x77fvs++0H7Afth+yH7UfsR+3H7MftJ+wn7afsp+1n7Gft5+zn7RfsF+2X7JftV+xX7dfs1+037Dftt+y37Xfsd+337PftD+wP7Y/sj+1P7E/tz+zP7S/sL+2v7K/tb+xv7e/s7+0f7B/tn+yf7V/sX+3f7N/tP+w/7b/sv+1/7H/t/5whx3BMx3Jsx3Fcx3N8J3BCJ3JiJ3FSJ3Nyp3BKZ9iZxJnUmcyZ3JnCmdKZypnamcaZ1pnOmd6ZwZnRmcmZ2ZnFmdUZ5czmzO7M4czpzOXM7czjjHbmdcY4AweOOJVTO43TOp3TO/M58zsLOAs6CzkLO4s4izqLOYs7SzhLOks5SzvLOMs6yznLOys4KzpjnZWccc7KzirOqs5qzurOGs6azlrO2s46zrrOes76zgbOhs5GznhnY2cTZ1NngrOZs7mzhbOls5WztbONs62znTPR2d7ZwdnR2cnZ2dnF2dXZzdnd2cPZ09nL2dvZx9nX2c/Z3znAOdA5yDnYOcQ51DnMOdw5wjnSOco52jnGOdY5zjneOcE50TnJOdk5xTnVOc053TnDOdM5yznbOcc51znPOd+5wLnQuci52LnEudS5zLncucK50rnKudq5xrnWuc653rnBudG5ybnZucW51bnNud25w7nTucu527nHude5z7nfecB50HnIedh5xHnUecx53HnCedJ5ynnaecZ51nnOed55wXnRecl52XnFedV5zXndecN503nLedt5x3nXec953/nA+dD5yPnY+cT51PnM+dz5wvnS+cr52vnG+db5zvne+cH50fnJ+dn5xfnV+c353fnD+dP5y/nb+cf51/nPHXIN13Qt13Yd13U913cDN3QjN3YTN3UzN3cLt3SH3UncSd3J3MndKdwp3ancqd1p3Gnd6dzp3RncGd2Z3JndWdxZ3VHubO7s7hzunO5c7tzuPO5od153jDtw4YpbubXbuK3bub07nzu/u4C7oLuQu7C7iLuou5i7uLuEu6S7lLu0u4y7rLucu7y7gruiO9ZdyR3nruyu4q7qruau7q7hrumu5a7truOu667nru9u4G7obuSOdzd2N3E3dSe4m7mbu1u4W7pbuVu727jbutu5E93t3R3cHd2d3J3dXdxd3d3c3d093D3dvdy93X3cfd393P3dA9wD3YPcg91D3EPdw9zD3SPcI92j3KPdY9xj3ePc490T3BPdk9yT3VPcU93T3NPdM9wz3bPcs91z3HPd89zz3QvcC92L3IvdS9xL3cvcy90r3Cvdq9yr3Wvca93r3OvdG9wb3Zvcm91b3Fvd29zb3TvcO9273Lvde9x73fvc+90H3Afdh9yH3UfcR93H3MfdJ9wn3afcp91n3Gfd59zn3RfcF92X3JfdV9xX3dfc19033Dfdt9y33Xfcd9333PfdD9wP3Y/cj91P3E/dz9zP3S/cL92v3K/db9xv3e/c790f3B/dn9yf3V/cX93f3N/dP9w/3b/cv91/3H/d/7whz/BMz/Jsz/Fcz/N8L/BCL/JiL/FSL/Nyr/BKb9ibxJvUm8yb3JvCm9Kbypvam8ab1pvOm96bwZvRm8mb2ZvFm9Ub5c3mze7N4c3pzeXN7c3jjfbm9cZ4Aw+eeJVXe43Xep3Xe/N583sLeAt6C3kLe4t4i3qLeYt7S3hLekt5S3vLeMt6y3nLeyt4K3pjvZW8cd7K3ireqt5q3ureGt6a3lre2t463rreet763gbeht5G3nhvY28Tb1NvgreZt7m3hbelt5W3tbeNt623nTfR297bwdvR28nb2dvF29Xbzdvd28Pb09vL29vbx9vX28/b3zvAO9A7yDvYO8Q71DvMO9w7wjvSO8o72jvGO9Y7zjveO8E70TvJO9k7xTvVO8073TvDO9M7yzvbO8c71zvPO9+7wLvQu8i72LvEu9S7zLvcu8K70rvKu9q7xrvWu8673rvBu9G7ybvZu8W71bvNu927w7vTu8u727vHu9e7z7vfe8B70HvIe9h7xHvUe8x73HvCe9J7ynvae8Z71nvOe957wXvRe8l72XvFe9V7zXvde8N703vLe9t7x3vXe8973/vA+9D7yPvY+8T71PvM+9z7wvvS+8r72vvG+9b7zvve+8H70fvJ+9n7xfvV+8373fvD+9P7y/vb+8f71/vPH/IN3/Qt3/Yd3/U93/cDP/QjP/YTP/UzP/cLv/SH/Un8Sf3J/Mn9Kfwp/an8qf1p/Gn96fzp/Rn8Gf2Z/Jn9WfxZ/VH+bP7s/hz+nP5c/tz+PP5of15/jD/w4Ytf+bXf+K3f+b0/nz+/v4C/oL+Qv7C/iL+ov5i/uL+Ev6S/lL+0v4y/rL+cv7y/gr+iP9ZfyR/nr+yv4q/qr+av7q/hr+mv5a/tr+Ov66/nr+9v4G/ob+SP9zf2N/E39Sf4m/mb+1v4W/pb+Vv72/jb+tv5E/3t/R38Hf2d/J39Xfxd/d383f09/D39vfy9/X38ff39/P39A/wD/YP8g/1D/EP9w/zD/SP8I/2j/KP9Y/xj/eP84/0T/BP9k/yT/VP8U/3T/NP9M/wz/bP8s/1z/HP98/zz/Qv8C/2L/Iv9S/xL/cv8y/0r/Cv9q/yr/Wv8a/3r/Ov9G/wb/Zv8m/1b/Fv92/zb/Tv8O/27/Lv9e/x7/fv8+/0H/Af9h/yH/Uf8R/3H/Mf9J/wn/af8p/1n/Gf95/zn/Rf8F/2X/Jf9V/xX/df81/03/Df9t/y3/Xf8d/33/Pf9D/wP/Y/8j/1P/E/9z/zP/S/8L/2v/K/9b/xv/e/87/0f/B/9n/yf/V/8X/3f/N/9P/w//b/8v/1//H/9/4KhwAjMwArswAncwAv8IAjCIAriIAnSIAvyoAjKYDiYJJg0mCyYPJgimDKYKpg6mCaYNpgumD6YIZgxmCmYOZglmDUYFcwWzB7MEcwZzBXMHcwTjA7mDcYEgwCBBFVQB03QBl3QB/MF8wcLBAsGCwULB4sEiwaLBYsHSwRLBksFSwfLBMsGywXLBysEKwZjg5WCccHKwSrBqsFqwerBGsGawVrB2sE6wbrBesH6wQbBhsFGwfhg42CTYNNgQrBZsHmwRbBlsFWwdbBNsG2wXTAx2D7YIdgx2CnYOdgl2DXYLdg92CPYM9gr2DvYJ9g32C/YPzggODA4KDg4OCQ4NDgsODw4IjgyOCo4OjgmODY4Ljg+OCE4MTgpODk4JTg1OC04PTgjODM4Kzg7OCc4NzgvOD+4ILgwuCi4OLgkuDS4LLg8uCK4MrgquDq4Jrg2uC64PrghuDG4Kbg5uCW4NbgtuD24I7gzuCu4O7gnuDe4L7g/eCB4MHgoeDh4JHg0eCx4PHgieDJ4Kng6eCZ4NngueD54IXgxeCl4OXgleDV4LXg9eCN4M3greDt4J3g3eC94P/gg+DD4KPg4+CT4NPgs+Dz4Ivgy+Cr4Ovgm+Db4Lvg++CH4Mfgp+Dn4Jfg1+C34Pfgj+DP4K/g7+Cf4N/gvHAqN0Ayt0A6d0A290A+DMAyjMA6TMA2zMA+LsAyHw0nCScPJwsnDKcIpw6nCqcNpwmnD6cLpwxnCGcOZwpnDWcJZw1HhbOHs4RzhnOFc4dzhPOHocN5wTDgIEUpYhXXYhG3YhX04Xzh/uEC4YLhQuHC4SLhouFi4eLhEuGS4VLh0uEy4bLhcuHy4QrhiODZcKRwXrhyuEq4arhauHq4RrhmuFa4drhOuG64Xrh9uEG4YbhSODzcONwk3DSeEm4Wbh1uEW4ZbhVuH24TbhtuFE8Ptwx3CHcOdwp3DXcJdw93C3cM9wj3DvcK9w33CfcP9wv3DA8IDw4PCg8NDwkPDw8LDwyPCI8OjwqPDY8Jjw+PC48MTwhPDk8KTw1PCU8PTwtPDM8Izw7PCs8NzwnPD88LzwwvCC8OLwovDS8JLw8vCy8MrwivDq8Krw2vCa8PrwuvDG8Ibw5vCm8NbwlvD28LbwzvCO8O7wrvDe8J7w/vC+8MHwgfDh8KHw0fCR8PHwsfDJ8Inw6fCp8NnwmfD58LnwxfCF8OXwpfDV8JXw9fC18M3wjfDt8K3w3fCd8P3wvfDD8IPw4/Cj8NPwk/Dz8LPwy/CL8Ovwq/Db8Jvw+/C78Mfwh/Dn8Kfw1/CX8Pfwt/DP8I/w7/Cv8N/wn/D/6KhyIjMyIrsyIncyIv8KIjCKIriKInSKIvyqIjKaDiaJJo0miyaPJoimjKaKpo6miaaNpoumj6aIZoxmimaOZolmjUaFc0WzR7NEc0ZzRXNHc0TjY7mjcZEgwiRRFVUR03URl3UR/NF80cLRAtGC0ULR4tEi0aLRYtHS0RLRktFS0fLRMtGy0XLRytEK0Zjo5WicdHK0SrRqtFq0erRGtGa0VrR2tE60brRetH60QbRhtFG0fho42iTaNNoQrRZtHm0RbRltFW0dbRNtG20XTQx2j7aIdox2inaOdol2jXaLdo92iPaM9or2jvaJ9o32i/aPzogOjA6KDo4OiQ6NDosOjw6IjoyOio6OjomOjY6Ljo+OiE6MTopOjk6JTo1Oi06PTojOjM6Kzo7Oic6NzovOj+6ILowuii6OLokujS6LLo8uiK6Mroqujq6Jro2ui66ProhujG6Kbo5uiW6Nbotuj26I7ozuiu6O7onuje6L7o/eiB6MHooejh6JHo0eix6PHoiejJ6Kno6eiZ6Nnouej56IXoxeil6OXolejV6LXo9eiN6M3orejt6J3o3ei96P/og+jD6KPo4+iT6NPos+jz6Ivoy+ir6Ovom+jb6Lvo++iH6Mfop+jn6Jfo1+i36Pfoj+jP6K/o7+if6N/ovHoqN2Iyt2I6d2I292I+DOIyjOI6TOI2zOI+LuIyH40niSePJ4snjKeIp46niqeNp4mnj6eLp4xniGeOZ4pnjWeJZ41HxbPHs8RzxnPFc8dzxPPHoeN54TDyIEUtcxXXcxG3cxX08Xzx/vEC8YLxQvHC8SLxovFi8eLxEvGS8VLx0vEy8bLxcvHy8QrxiPDZeKR4XrxyvEq8arxavHq8RrxmvFa8drxOvG68Xrx9vEG8YbxSPjzeON4k3jSfEm8Wbx1vEW8ZbxVvH28TbxtvFE+Pt4x3iHeOd4p3jXeJd493i3eM94j3jveK9433ifeP94v3jA+ID44Pig+ND4kPjw+LD4yPiI+Oj4qPjY+Jj4+Pi4+MT4hPjk+KT41PiU+PT4tPjM+Iz47Pis+Nz4nPj8+Lz4wviC+OL4ovjS+JL48viy+Mr4ivjq+Kr42via+Pr4uvjG+Ib45vim+Nb4lvj2+Lb4zviO+O74rvje+J74/vi++MH4gfjh+KH40fiR+PH4sfjJ+In46fip+Nn4mfj5+Ln4xfiF+OX4pfjV+JX49fi1+M34jfjt+K343fid+P34vfjD+IP44/ij+NP4k/jz+LP4y/iL+Ov4q/jb+Jv4+/i7+Mf4h/jn+Kf41/iX+Pf4t/jP+I/47/iv+N/4n/j/5KhxEjMxErsxEncxEv8JEjCJEriJEnSJEvypEjKZDiZJJk0mSyZPJkimTKZKpk6mSaZNpkumT6ZIZkxmSmZOZklmTUZlcyWzJ7MkcyZzJXMncyTjE7mTcYkgwSJJFVSJ03SJl3SJ/Ml8ycLJAsmCyULJ4skiyaLJYsnSyRLJkslSyfLJMsmyyXLJyskKyZjk5WSccnKySrJqslqyerJGsmayVrJ2sk6ybrJesn6yQbJhslGyfhk42STZNNkQrJZsnmyRbJlslWydbJNsm2yXTIx2T7ZIdkx2SnZOdkl2TXZLdk92SPZM9kr2TvZJ9k32S/ZPzkgOTA5KDk4OSQ5NDksOTw5IjkyOSo5OjkmOTY5Ljk+OSE5MTkpOTk5JTk1OS05PTkjOTM5Kzk7OSc5NzkvOT+5ILkwuSi5OLkkuTS5LLk8uSK5MrkquTq5Jrk2uS65PrkhuTG5Kbk5uSW5NbktuT25I7kzuSu5O7knuTe5L7k/eSB5MHkoeTh5JHk0eSx5PHkieTJ5Knk6eSZ5NnkueT55IXkxeSl5OXkleTV5LXk9eSN5M3kreTt5J3k3eS95P/kg+TD5KPk4+ST5NPks+Tz5Ivky+Sr5Ovkm+Tb5Lvk++SH5Mfkp+Tn5Jfk1+S35Pfkj+TP5K/k7+Sf5N/kvHUqN1Eyt1E6d1E291E+DNEyjNE6TNE2zNE+LtEyH00nSSdPJ0snTKdIp06nSqdNp0mnT6dLp0xnSGdOZ0pnTWdJZ01HpbOns6RzpnOlc6dzpPOnodN50TDpIkUpapXXapG3apX06Xzp/ukC6YLpQunC6SLpouli6eLpEumS6VLp0uky6bLpcuny6QrpiOjZdKR2Xrpyukq6arpaunq6Rrpmula6drpOum66Xrp9ukG6YbpSOTzdON0k3TSekm6Wbp1ukW6ZbpVun26TbptulE9Pt0x3SHdOd0p3TXdJd093S3dM90j3TvdK9033SfdP90v3TA9ID04PSg9ND0kPTw9LD0yPSI9Oj0qPTY9Jj0+PS49MT0hPTk9KT01PSU9PT0tPTM9Iz07PSs9Nz0nPT89Lz0wvSC9OL0ovTS9JL08vSy9Mr0ivTq9Kr02vSa9Pr0uvTG9Ib05vSm9Nb0lvT29Lb0zvSO9O70rvTe9J70/vS+9MH0gfTh9KH00fSR9PH0sfTJ9In06fSp9Nn0mfT59Ln0xfSF9OX0pfTV9JX09fS19M30jfTt9K303fSd9P30vfTD9IP04/Sj9NP0k/Tz9LP0y/SL9Ov0q/Tb9Jv0+/S79Mf0h/Tn9Kf01/SX9Pf0t/TP9I/07/Sv9N/0n/T/7KhzMjMzMrszMnczMv8LMjCLMriLMnSLMvyrMjKbDibJJs0myybPJsimzKbKps6myabNpsumz6bIZsxmymbOZslmzUblc2WzZ7Nkc2ZzZXNnc2Tjc7mzcZkgwyZZFVWZ03WZl3WZ/Nl82cLZAtmC2ULZ4tki2aLZYtnS2RLZktlS2fLZMtmy2XLZytkK2Zjs5WycdnK2SrZqtlq2erZGtma2VrZ2tk62brZetn62QbZhtlG2fhs42yTbNNsQrZZtnm2RbZltlW2dbZNtm22XTYx2z7bIdsx2ynbOdsl2zXbLds92yPbM9sr2zvbJ9s32y/bPzsgOzA7KDs4OyQ7NDssOzw7IjsyOyo7OjsmOzY7Ljs+OyE7MTspOzk7JTs1Oy07PTsjOzM7Kzs7Oyc7NzsvOz+7ILswuyi7OLskuzS7LLs8uyK7Mrsquzq7Jrs2uy67PrshuzG7Kbs5uyW7Nbstuz27I7szuyu7O7snuze7L7s/eyB7MHsoezh7JHs0eyx7PHsiezJ7Kns6eyZ7Nnsuez57IXsxeyl7OXslezV7LXs9eyN7M3srezt7J3s3ey97P/sg+zD7KPs4+yT7NPss+zz7Ivsy+yr7Ovsm+zb7Lvs++yH7Mfsp+zn7Jfs1+y37Pfsj+zP7K/s7+yf7N/svH8qN3Myt3M6d3M293M+DPMyjPM6TPM2zPM+LvMyH80nySfPJ8snzKfIp86nyqfNp8mnz6fLp8xnyGfOZ8pnzWfJZ81H5bPns+Rz5nPlc+dz5PPnofN58TD7IkUte5XXe5G3e5X0+Xz5/vkC+YL5QvnC+SL5ovli+eL5EvmS+VL50vky+bL5cvny+Qr5iPjZfKR+Xr5yvkq+ar5avnq+Rr5mvla+dr5Ovm6+Xr59vkG+Yb5SPzzfON8k3zSfkm+Wb51vkW+Zb5Vvn2+Tb5tvlE/Pt8x3yHfOd8p3zXfJd893y3fM98j3zvfK9833yffP98v3zA/ID84Pyg/ND8kPzw/LD8yPyI/Oj8qPzY/Jj8+Py4/MT8hPzk/KT81PyU/PT8tPzM/Iz87Pys/Nz8nPz8/Lz8wvyC/OL8ovzS/JL88vyy/Mr8ivzq/Kr82vya/Pr8uvzG/Ib85vym/Nb8lvz2/Lb8zvyO/O78rvze/J78/vy+/MH8gfzh/KH80fyR/PH8sfzJ/In86fyp/Nn8mfz5/Ln8xfyF/OX8pfzV/JX89fy1/M38jfzt/K383fyd/P38vfzD/IP84/yj/NP8k/zz/LP8y/yL/Ov8q/zb/Jv8+/y7/Mf8h/zn/Kf81/yX/Pf8t/zP/I/87/yv/N/8n/z/4qhwijMwirswincwiv8IijCIiriIinSIivyoijKYriYpJi0mKyYvJiimLKYqpi6mKaYtpiumL6YoZixmKmYuZilmLUYVcxWzF7MUcxZzFXMXcxTjC7mLcYUgwKFFFVRF03RFl3RF/MV8xcLFAsWCxULF4sUixaLFYsXSxRLFksVSxfLFMsWyxXLFysUKxZji5WKccXKxSrFqsVqxerFGsWaxVrF2sU6xbrFesX6xQbFhsVGxfhi42KTYtNiQrFZsXmxRbFlsVWxdbFNsW2xXTGx2L7Yodix2KnYudil2LXYrdi92KPYs9ir2LvYp9i32K/YvzigOLA4qDi4OKQ4tDisOLw4ojiyOKo4ujimOLY4rji+OKE4sTipOLk4pTi1OK04vTijOLM4qzi7OKc4tzivOL+4oLiwuKi4uLikuLS4rLi8uKK4sriquLq4pri2uK64vrihuLG4qbi5uKW4tbituL24o7izuKu4u7inuLe4r7i/eKB4sHioeLh4pHi0eKx4vHiieLJ4qni6eKZ4tniueL54oXixeKl4uXileLV4rXi9eKN4s3ireLt4p3i3eK94v/ig+LD4qPi4+KT4tPis+Lz4oviy+Kr4uvim+Lb4rvi++KH4sfip+Ln4pfi1+K34vfij+LP4q/i7+Kf4t/ivHCqN0iyt0i6d0i290i+DMiyjMi6TMi2zMi+LsiyHy0nKScvJysnLKcopy6nKqctpymnL6crpyxnKGcuZypnLWcpZy1HlbOXs5RzlnOVc5dzlPOXoct5yTDkoUUpZlXXZlG3ZlX05Xzl/uUC5YLlQuXC5SLlouVi5eLlEuWS5VLl0uUy5bLlcuXy5QrliObZcqRxXrlyuUq5arlauXq5RrlmuVa5drlOuW65Xrl9uUG5YblSOLzcuNyk3LSeUm5Wbl1uUW5ZblVuX25TbltuVE8vtyx3KHcudyp3LXcpdy93K3cs9yj3Lvcq9y33Kfcv9yv3LA8oDy4PKg8tDykPLw8rDyyPKI8ujyqPLY8pjy+PK48sTyhPLk8qTy1PKU8vTytPLM8ozy7PKs8tzynPL88rzywvKC8uLyovLS8pLy8vKy8sryivLq8qry2vKa8vryuvLG8oby5vKm8tbylvL28rbyzvKO8u7yrvLe8p7y/vK+8sHygfLh8qHy0fKR8vHysfLJ8ony6fKp8tnymfL58rnyxfKF8uXypfLV8pXy9fK18s3yjfLt8q3y3fKd8v3yvfLD8oPy4/Kj8tPyk/Lz8rPyy/KL8uvyq/Lb8pvy+/K78sfyh/Ln8qfy1/KX8vfyt/LP8o/y7/Kv8t/yn/L/4aHho1hc9gatoedYXfYG/aHg+FwOBqOh5PhdDgbzoeL4XJ4eHiS4UmHJxuefHiK4SmHpxqeenia4WmHpxuefniG4RmHZxqeeXiW4VmHRw3PNjz78BzDcw7PNTz38DzDo4fnHR4zPPDGT9x84nYTtvYm/P9/ujuN32SXnSf4Y8dvO2HFCaPH/O8Y/O/A/47qf0f9v6P539H+7+j+d/TB/94ZM3INRi6MXDJyVSNXPXI1I1c7co28jJGXMfIyRl7GyMsYeRkjL2PkZYy8jG7kGtmQkQ0Z2ZCRDRnZkJENGdmQkQ0Z2ZCRl6uRl6uRl6uRl6uRl6uRl6uRl6uR96qR77kaebkeebkeebkeebkeebkeebkeebke+Z7rkY16ZKMe2WhGNpqRl5uRl5uRl5uRl5uRl5uRl9uRr7Yjf9eN/NtuZK0f+Tn6ka/2I/+2H3m5H3mlH/me+z4c+Z84Rs+BntBT9Kz0rPVs9Gz17PTUtYGuDXRtoGsDXRvo2kDXBro20LWBrg10DboGnYBOQCegE9AJ6AR0AjohOiH6A4muia6Jromuia6Jromuia5VulbpWqVrla5VulbpWqVrla5VulbpWq1rta7VulbrWq1rta7VulbrWq1rta41utboWqNrja41utboWqNrja41utboWqtrra61utbqWqtrra61utbqWqtrra51utbpWqdrna51utbpWqdrna51utbpWq9rva71utbrWq9rva71utbrWq9rCggUECggUECggEABgQICBQQKCBQQKCBQQKCAQAGBAgIFBAoIFBAoIFBAoIBAAQF0TS2BWgK1BAoIFBAoIFBAoIBAAYECAgUECggUECggUECggEABgQICBQQKCBQQKCBQQKCAQAGBAgIFBAoIFBCoGlA1oGpA1YCqAVUDqgZUDSgVUCqgVECpgPoA9QHqA9QHqA9QH6A+QH2A+gD1AeoD1AeoD1AfoD5AfYD6APUB6gMUBSgKUBSgKEBRgKIARQGKAhQFKApQFKAoQFEQRUEUBVEURFEQRUEUBVEURFEQRUEUBVEURFEQRUEUBVEURFEQRUEUBVEURFEQRUEUBVEURFEQRUH0A4aoD6I+iPog6oOoD6I+iPog6oOoD6I+iPog6oOoD6I+iPog6oOoD6I+iPog6oOoD6I+iPog6oOoD6I+iH7AEKVClApRKkSpEKVClApRKkSpEP2AIaqGqBqiaoiqIfoBQxQQUUBEAREFRBQQUUBEAREFRBQQUUBEAREFRBQQUUBEAREFRBQQUUBEARH9gCFqiaglopaIWiJqiaglopaIWiJqiaglopaIWiJqSaWWVGpJpZZUakmlllRqSaWWVGpJpZZUakmlllRqSaWWVGpJpZZUakmlllRqSaWWVGpJpZZUakmlllRqSaWWVGpJpZZUakmlllRqSaWWVGpJpZZUakmlllRqSaWWVGpJpZZUakmlllRqSaWWVGpJpZZUakmlllRqSaWWVGpJpZZUakmlllRqSaWWVGpJpZZUakmlllRqSaWWVGpJpZZUakmlllRqSaWWVGpJpZZUakmlllRqSaWWVGpJpZZUakmlllRqSaWWVGpJpZZUakmlllRqSaWWVGpJpZZUakmlllRqSaWWVGpJpZZUakmlllRqSaWWVGpJpZZUakmtltRqSa2W1GpJrZbUakmtltRqSa2W1GpJrZbUakmtltRqSa2W1GpJrZbUakmtltRqSa2W1GpJrZbUakmtltRqSa2W1GpJrZbUakmtltRqSa2W1GpJrZbUakmtltRqSa2W1GpJrZbUakmtltRqSa2W1GpJrZbUakmtltRqSa2W1GpJrZbUakmtltRqSa2W1GpJrZbUakmtltRqSa2W1GpJrZbUakmtltRqSa2W1GpJrZbUakmtltRqSa2W1GpJrZbUakmtltRqSa2W1GpJrZbUakmtltRqSa2W1GpJrZbUakmtltRqSa2W1GpJrZbUakmtltRqSa2W1GpJo5Y0akmjljRqSaOWNGpJo5Y0akmjljRqSaOWNGpJo5Y0akmjljRqSaOWNGpJo5Y0akmjljRqSaOWNGpJo5Y0akmjljRqSaOWNGpJo5Y0akmjljRqSaOWNGpJo5Y0akmjljRqSaOWNGpJo5Y0akmjljRqSaOWNGpJo5Y0akmjljRqSaOWNGpJo5Y0akmjljRqSaOWNGpJo5Y0akmjljRqSaOWNGpJo5Y0akmjljRqSaOWNGpJo5Y0akmjljRqSaOWNGpJo5Y0akmjljRqSaOWNGpJo5Y0akmjljRqSaOWNGpJo5Y0akmjljRqSaOWNGpJo5Y0akmjljRqSauWtGpJq5a0akmrlrRqSauWtGpJq5a0akmrlrRqSauWtGpJq5a0akmrlrRqSauWtGpJq5a0akmrlrRqSauWtGpJq5a0akmrlrRqSauWtGpJq5a0akmrlrRqSauWtGpJq5a0akmrlrRqSauWtGpJq5a0akmrlrRqSauWtGpJq5a0akmrlrRqSauWtGpJq5a0akmrlrRqSauWtGpJq5a0akmrlrRqSauWtGpJq5a0akmrlrRqSauWtGpJq5a0akmrlrRqSauWtGpJq5a0akmrlrRqSauWtGpJq5a0akmrlrRqSauWtGpJq5a0akmrlrRqSauWtGpJq5a0akmnlnRqSaeWdGpJp5Z0akmnlnRqSaeWdGpJp5Z0akmnlnRqSaeWdGpJp5Z0akmnlnRqSaeWdGpJp5Z0akmnlnRqSaeWdGpJp5Z0akmnlnRqSaeWdGpJp5Z0akmnlnRqSaeWdGpJp5Z0akmnlnRqSaeWdGpJp5Z0akmnlnRqSaeWdGpJp5Z0akmnlnRqSaeWdGpJp5Z0akmnlnRqSaeWdGpJp5Z0akmnlnRqSaeWdGpJp5Z0akmnlnRqSaeWdGpJp5Z0akmnlnRqSaeWdGpJp5Z0akmnlnRqSaeWdGpJp5Z0akmnlnRqSaeWdGpJp5Z0akmnlnRqSaeWdGpJr5b0akmvlvRqSa+W9GpJr5b0akmvlvRqSa+W9GpJr5b0akmvlvRqSa+W9GpJr5b0akmvlvRqSa+W9GpJr5b0akmvlvRqSa+W9GpJr5b0akmvlvRqSa+W9GpJr5b0akmvlvRqSa+W9GpJr5b0akmvlvRqSa+W9GpJr5b0akmvlvRqSa+W9GpJr5b0akmvlvRqSa+W9GpJr5b0akmvlvRqSa+W9GpJr5b0akmvlvRqSa+W9GpJr5b0akmvlvRqSa+W9GpJr5b0akmvlvRqSa+W9GpJr5b0akmvlvRqSa+W9GpJr5b0akmvlvRqSa+W9GpJr5b0akmvlvR9H/3fczBmzBi6B3SDbqG7orumu6G7pbujm3YHtDug3QHtDmh3QLsD2h3Q7oB2B7Q7oF3QLmgXtAvaBe2CdkG7oF3QLmhXaFdoV2hXaFdoV2hXaFdoV2hXaLei3Yp2K9qtaLei3Yp2K9qtaLei3Yp2a9qtabem3Zp2a9qtabem3Zp2a9qtabeh3YZ2G9ptaLeh3YZ2G9ptaLeh3YZ2W9ptabel3ZZ2W9ptabel3ZZ2W9ptabej3Y52O9rtaLej3Y52O9rtaLej3Y52e9rtaben3Z52e9rtaben3Z52e9olrwbk1YC8GpBXA/JqQF4NyKsBeTUgrwbk1YC8GpBXA/JqQF4NyKsBeTUgrwbk1YC8GpBXA/JqQF4NyKsBeTUgrwbk1YC8GpBXA/JqQF4NyKsBeTUgrwbk1YC8GpBXA/JqQF4NyKsBeTUgrwbk1YC8GpBXA/JqQF4NyKsBeTUgrwbk1YC8GpBXA/JqQF4NyKsBeTUgrwbk1YC8GpBXA/JqQF4NyKsBeTUgrwbk1YC8GpBXA/JqQF4NyKsBeTUgrwbk1YC8GpBXA/JqQF4NyKsBeTUgrwbk1YC8GpBXA/JqQF4NyKsBeTUgrwbk1YC8GpBXA/JqQF4NyKsBeTUgrwbk1YC8GpBXA/IK5BXIK5BXIK9AXoG8AnkF8grkFcgrkFcgr0BegbwCeQXyCuQVyCuQVyCvQF6BvAJ5BfIK5BXIK5BXIK9AXoG8AnkF8grkFcgrkFcgr0BegbwCeQXyCuQVyCuQVyCvQF6BvAJ5BfIK5BXIK5BXIK9AXoG8AnkF8grkFcgrkFcgr0BegbwCeQXyCuQVyCuQVyCvQF6BvAJ5BfIK5BXIK5BXIK9AXoG8AnkF8grkFcgrkFcgr0BegbwCeQXyCuQVyCuQVyCvQF6BvAJ5BfIK5BXIK5BXIK+EvBLySsgrIa+EvBLySsgrIa+EvBLySsgrIa+EvBLySsgrIa+EvBLySsgrIa+EvBLySsgrIa+EvBLySsgrIa+EvBLySsgrIa+EvBLySsgrIa+EvBLySsgrIa+EvBLySsgrIa+EvBLySsgrIa+EvBLySsgrIa+EvBLySsgrIa+EvBLySsgrIa+EvBLySsgrIa+EvBLySsgrIa+EvBLySsgrIa+EvBLySsgrIa+EvBLySsgrIa+EvBLySsgrIa+EvBLySsgrIa+EvBLySsgrIa+EvBLySsgrIa+EvBLySsgrIa8q8qoiryryqiKvKvKqIq8q8qoiryryqiKvKvKqIq8q8qoiryryqiKvKvKqIq8q8qoiryryqiKvKvKqIq8q8qoiryryqiKvKvKqIq8q8qoiryryqiKvKvKqIq8q8qoiryryqiKvKvKqIq8q8qoiryryqiKvKvKqIq8q8qoiryryqiKvKvKqIq8q8qoiryryqiKvKvKqIq8q8qoiryryqiKvKvKqIq8q8qoiryryqiKvKvKqIq8q8qoiryryqiKvKvKqIq8q8qoiryryqiKvKvKqIq8q8qoiryryqiKvKvKqIq8q8qoiryryqiKvKvKqIq8q8qoiryryqiKvavKqJq9q8qomr2ryqiavavKqJq9q8qomr2ryqiavavKqJq9q8qomr2ryqiavavKqJq9q8qomr2ryqiavavKqJq9q8qomr2ryqiavavKqJq9q8qomr2ryqiavavKqJq9q8qomr2ryqiavavKqJq9q8qomr2ryqiavavKqJq9q8qomr2ryqiavavKqJq9q8qomr2ryqiavavKqJq9q8qomr2ryqiavavKqJq9q8qomr2ryqiavavKqJq9q8qomr2ryqiavavKqJq9q8qomr2ryqiavavKqJq9q8qomr2ryqiavavKqJq9q8qomr2ryqiavavKqJq9q8qomrxryqiGvGvKqIa8a8qohrxryqiGvGvKqIa8a8qohrxryqiGvGvKqIa8a8qohrxryqiGvGvKqIa8a8qohrxryqiGvGvKqIa8a8qohrxryqiGvGvKqIa8a8qohrxryqiGvGvKqIa8a8qohrxryqiGvGvKqIa8a8qohrxryqiGvGvKqIa8a8qohrxryqiGvGvKqIa8a8qohrxryqiGvGvKqIa8a8qohrxryqiGvGvKqIa8a8qohrxryqiGvGvKqIa8a8qohrxryqiGvGvKqIa8a8qohrxryqiGvGvKqIa8a8qohrxryqiGvGvKqIa8a8qohrxryqiGvGvKqIa9a8qolr1ryqiWvWvKqJa9a8qolr1ryqiWvWvKqJa9a8qolr1ryqiWvWvKqJa9a8qolr1ryqiWvWvKqJa9a8qolr1ryqiWvWvKqJa9a8qolr1ryqiWvWvKqJa9a8qolr1ryqiWvWvKqJa9a8qolr1ryqiWvWvKqJa9a8qolr1ryqiWvWvKqJa9a8qolr1ryqiWvWvKqJa9a8qolr1ryqiWvWvKqJa9a8qolr1ryqiWvWvKqJa9a8qolr1ryqiWvWvKqJa9a8qolr1ryqiWvWvKqJa9a8qolr1ryqiWvWvKqJa9a8qolr1ryqiWvWvKqJa9a8qolr1ryqiWvOvKqI6868qojrzryqiOvOvKqI6868qojrzryqiOvOvKqI6868qojrzryqiOvOvKqI6868qojrzryqiOvOvKqI6868qojrzryqiOvOvKqI6868qojrzryqiOvOvKqI6868qojrzryqiOvOvKqI6868qojrzryqiOvOvKqI6868qojrzryqiOvOvKqI6868qojrzryqiOvOvKqI6868qojrzryqiOvOvKqI6868qojrzryqiOvOvKqI6868qojrzryqiOvOvKqI6868qojrzryqiOvOvKqI6868qojrzryqiOvOvKqI6868qojrzryqiOvOvKqI6868qojr3ryqievevKqJ6968qonr3ryqievevKqJ6968qonr3ryqievevKqJ6968qonr3ryqievevKqJ6968qonr3ryqievevKqJ6968qonr3ryqievevKqJ6968qonr3ryqievevKqJ6968qonr3ryqievevKqJ6968qonr3ryqievevKqJ6968qonr3ryqievevKqJ6968qonr3ryqievevKqJ6968qonr3ryqievevKqJ6968qonr3ryqievevKqJ6968qonr3ryqievevKqJ6968qonr3ryqievevKqJ6968qonr3ryqievevKqJ6968qonr3ryqievevKK+nZQ3w7q20F9O6hvB/XtoL4d1LeD+nZQ3w7q20F9O6hvB/XtoL4d1LeD+nZQ3w7q20F9O6hvB/XtoL4d1LeD+nZQ3w7q20F9O6hvB/XtoL4d1LeD+nZQ3w7q20F9O6hvB/XtoL4d1LeD+nZQ3w7q20F9O6hvB/XtoL4d1LeD+nZQ3w7q20F9O6hvB/XtoL4d1LeD+nZQ3w7q20F9O6hvB/XtoL4d1LeD+nZQ3w7q20F9O6hvB/XtoL4d1LeD+nZQ3w7q20F9O6hvB/XtoL4d1LeD+nZQ3w7q20F9O6hvB/XtoL4d1LeD+nZQ3w7q20F9O6hvB/XtoL4d1LeD+nZQ3w7q20F9O6hvB/XtoL4d1LeD+nZQ3w7q20F9O6hvB/XtoL4d1LeD+nZQ3w7q20F9O6hvB/XtoL4d1LeD+nZQ3w7q20F9O6hvB/XtoL4d1LeD+nZQ3w7q20F9O6hvB/XtoL4d1LeD+nZQ3w7q20F9O6hvB/XtoL4d1LeD+nZQ3w7q20F9O6hvB/XtoL4d1LeD+nZQ3w7q20F9O6hvB/XtoL4d1LeD+nZQ3w7q20F9O6hvB/XtoL4d1LeD+nZQ3w7q20F9O6hvB/XtoL4d1LeD+nZQ3w7q20F9O6hvB/XtoL4d1LeD+nZQ3w7q20F9O6hvB/XtoL4d1LeD+nZQ3w7q20F9O6hvB/XtoL4d1LeD+nZQ3w7q20F9O6hvB/XtoL4d1LeD+nZQ3w7q20F9O6hvB/XtoL4d1LeD+nZQ3w7q20F9O6hvB/XtoL4d1LeD+nZQ3w7q20F9O6hvB/XtoL4d1LeD+nZQ3w7q20F9O6hvB/XtoL4d1LeD+nZQ3w7q20F9O6hvB/XtoL4d1LeD+nZQ3w7q20F9O6hvB/XtoL4d1LeD+nZQ3w7q20F9O6hvB/XtoL4d1LeD+nZQ3w7q20F9O6hvB/XtoL4d1LeD+nZQ3w7q20F9O6hvB/XtoL4d1LeD+nZQ3w7q20F9O6hvB/XtoL4d1LeD+nZQ3w7q20F9O6hvB/XtoL4d1LeD+nZQ3w7q20F9O6hvB/XtoL4d1LeD+nZQ3w7q20F9O6hvB/XtoL4d1LeD+nZQ3w7q20F9O6hvB/XtoL4d1LeD+nZQ3w7q20F9O6hvB/XtoL4d1LeD+nZQ3w7q20F9O6hvB/XtoL4d1LeD+nZQ3w7q20F9O6hvB/XtoL4d1LeD+nZQ3w7q20F9O6hvB/XtoL4d1LeD+nZQ3w7q20F9O6hvB/XtoL4d1LeD+nZQ3w7q20F9O6hvB/XtoL4d1LeD+nZQ3w7q20F9O6hvB/XtoL4d1LeD+nZQ3w7q20F9O6hvB/XtoL4d1LeD+nZQ3w7q20F9O6hvB/XtoL4d1LeD+nZQ3w7q20F9O6hvB/XtoL4d1LeD+nZQ3w7q20F9O6hvB/XtoL4d1LeD+nZQ3w7q20F9O6hvB/XtoL4d1LeD+nZQ3w7q20F9O6hvB/XtoL4d1LeD+nZQ3w7q20F9O6hvB/XtoL4d1LeD+nZQ3w7q20F9O6hvB/XtoL4d1LeD+nZQ3w7q20F9O6hvB/XtoL4d1LeD+nZQ3w7q20F9O6hvB/XtoL4d1LeD+nZQ3w7q20F9O6hvB/XtoL4d1LeD+nZQ3w7q20F9O6hvB/XtoL4d1LeD+nZQ3w7q20F9O6hvB/XtoL4d1LeD+nZQ3w7q20F9O6hvB/XtoL4d1LeD+nZQ3w7q20F9O6hvB/XtoL4d1LeD+nZQ3w7q20F9O6hvB/XtoL4d1LeD+nZQ3w7q20F9O6hvB/XtoL4d1LeD+nZQ3w7q20F9O6hvB/XtoL4d1LeD+nZQ3w7q20F9O6hvB/XtoL4d1LeD+nZQ3w7q20F9O6hvB/XtoL4d1LeD+nZQ3w7q20F9O6hvB/XtoL4d1LeD+nZQ3w7q20F9O6hvB/XtoL4d1LeD+nZQ3w7q20F9O6hvB/XtoL4d1LeD+nZQ3w7q20F9O6hvB/XtoL4d1LeD+nZQ3w7q20F9O6hvB/XtoL4d1LeD+nZQ3w7q20F9O6hvB/XtoL4d1LeD+nZQ3w7q20F9O6hvB/XtoL4d1LeD+nZQ3w7q20F9O6hvB/XtoL4d1LeD+nZQ3w7q20F9O6hvB/XtoL4d1LeD+nZQ3w7q20F9O6hvB/XtoL4d1LeD+nZQ3w7q20F9O6hvB/XtoL4d1LeD+nZQ3w7q20F9O6hvB/XtoL4d1LeD+nZQ3w7q20F9O6hvB/XtoL4d1LeD+nZQ3w7q20F9O6hvB/XtoL4d1LeD+nZQ3w7q20F9O6hvB/XtoL4d1LeD+nZQ3w7q20F9O6hvB/XtoL4d1LeD+nZQ3w7q20F9O6hvB/XtoL4d1LeD+nZQ3w7q20F9O6hvB/XtoL4d1LeD+nZQ3w7q20F9O6hvB/XtoL4d1LeD+nZQ3w7q20F9O6hvB/XtoL4d1LeD+nZQ3w7q20F9O6hvB/XtoL4d1LeD+nZQ3w7q20F9O6hvB/XtoL4d1LeD+nZQ3w7q20F9O6hvB/XtoL4d1LeD+nZQ3w7q20F9O6hvB/XtoL4d1LeD+nZQ3w7q20F9O6hvB/XtoL4d1LeD+nZQ3w7q20F9O6hvB/XtoL4d1LeD+nZQ3w7q20F9O6hvB/XtoL4d1LeD+nZQ3w7q20F9O6hvB/XtoL4d1LeD+nZQ3w7q20F9O6hvB/XtoL4d1LeD+nZQ3w7q20F9O6hvB/XtoL4d1LeD+nZQ3w7q20F9O6hvB/XtoL4d1LeD+nZQ3w7q20F9O6hvB/XtoL4d1LeD+nZQ3w7q20F9O6hvB/XtoL4d1LeD+nZQ3w7q20F9O6hvB/XtoL4d1LeD+nZQ3w7q20F9O6hvB/XtoL4d1LeD+nZQ3w7q20F9O6hvB/XtoL4d1LeD+nZQ3w7q20F9O6hvB/XtoL4d1LeD+nZQ3w7q20F9O6hvB/XtoL4d1LeD+nZQ3w7q20F9O6hvB/XtoL4d1LeD+nZQ3w7q20F9O6hvB/XtoL4d1LeD+nZQ3w7q20F9O6hvB/XtoL4d1LeD+nZQ3w7q20F9O6hvB/XtoL4d1LeD+nZQ3w7q20F9O6hvB/XtoL4d1LeD+nZQ3w7q20F9O6hvB/XtoL4d1LeD+nZQ3w7q20F9O6hvB/XtoL4d1LeD+nZQ3w7q20F9O6hvB/XtoL4d1LeD+nZQ3w7q20F9O6hvB/XtoL4d1LeD+nZQ3w7q20F9O6hvB/XtoL4d1LeD+nZQ3w7q20F9O6hvB/XtoL4d1LeD+nZQ3w7q20F9O6hvB/XtoL4d1LeD+nZQ3w7q20F9O6hvB/XtoL4d1LeD+nZQ3w7q20F9O6hvB/XtoL4d1LeD+nZQ3w7q20F9O6hvB/XtoL4d1LeD+nZQ3w7q20F9O6hvB/XtoL4d1LeD+nZQ3w7q20F9O6hvB/XtoL4d1LeD+nZQ3w7q20F9O6hvB/XtoL4d1LeD+nZQ3w7q20F9O6hvB/XtoL4d1LeD+nZQ3w7q20F9O6hvB/XtoL4d1LeD+nahvl2obxfq24X6dqG+XahvF+rbhfp2ob5dqG8X6tuF+nahvl2obxfq24X6dqG+XahvF+rbhfp2ob5dqG8X6tuF+nahvl2obxfq24X6dqG+XahvF+rbhfp2ob5dqG8X6tuF+nahvl2obxfq24X6dqG+XahvF+rbhfp2ob5dqG8X6tuF+nahvl2obxfq24X6dqG+XahvF+rbhfp2ob5dqG8X6tuF+nahvl2obxfq24X6dqG+XahvF+rbhfp2ob5dqG8X6tuF+nahvl2obxfq24X6dqG+XahvF+rbhfp2ob5dqG8X6tuF+nahvl2obxfq24X6dqG+XahvF+rbhfp2ob5dqG8X6tuF+nahvl2obxfq24X6dqG+XahvF+rbhfp2ob5dqG8X6tuF+nahvl2obxfq24X6dqG+XahvF+rbhfp2ob5dqG8X6tuF+nahvl2obxfq24X6dqG+XahvF+rbhfp2ob5dqG8X6tuF+nahvl2obxfq24X6dqG+XahvF+rbhfp2ob5dqG8X6tuF+nahvl2obxfq24X6dqG+XahvF+rbhfp2ob5dqG8X6tuF+nahvl2obxfq24X6dqG+XahvF+rbhfp2ob5dqG8X6tuF+nahvl2obxfq24X6dqG+XahvF+rbhfp2ob5dqG8X6tuF+nahvl2obxfq24X6dqG+XahvF+rbhfp2ob5dqG8X6tuF+nahvl2obxfq24X6dqG+XahvF+rbhfp2ob5dqG8X6tuF+nahvl2obxfq24X6dqG+XahvF+rbhfp2ob5dqG8X6tuF+nahvl2obxfq24X6dqG+XahvF+rbhfp2ob5dqG8X6tuF+nahvl2obxfq24X6dqG+XahvF+rbhfp2ob5dqG8X6tuF+nahvl2obxfq24X6dqG+XahvF+rbhfp2ob5dqG8X6tuF+nahvl2obxfq24X6dqG+XahvF+rbhfp2ob5dqG8X6tuF+nahvl2obxfq24X6dqG+XahvF+rbhfp2ob5dqG8X6tuF+nahvl2obxfq24X6dqG+XahvF+rbhfp2ob5dqG8X6tuF+nahvl2obxfq24X6dqG+XahvF+rbhfp2ob5dqG8X6tuF+nahvl2obxfq24X6dqG+XahvF+rbhfp2ob5dqG8X6tuF+nahvl2obxfq24X6dqG+XahvF+rbhfp2ob5dqG8X6tuF+nahvl2obxfq24X6dqG+XahvF+rbhfp2ob5dqG8X6tuF+nahvl2obxfq24X6dqG+XahvF+rbhfp2ob5dqG8X6tuF+nahvl2obxfq24X6dqG+XahvF+rbhfp2ob5dqG8X6tuF+nahvl2obxfq24X6dqG+XahvF+rbhfp2ob5dqG8X6tuF+nahvl2obxfq24X6dqG+XahvF+rbhfp2ob5dqG8X6tuF+nahvl2obxfq24X6dqG+XahvF+rbhfp2ob5dqG8X6tuF+nahvl2obxfq24X6dqG+XahvF+rbhfp2ob5dqG8X6tuF+nahvl2obxfq24X6dqG+XahvF+rbhfp2ob5dqG8X6tuF+nahvl2obxfq24X6dqG+XahvF+rbhfp2ob5dqG8X6tuF+nahvl2obxfq24X6dqG+XahvF+rbhfp2ob5dqG8X6tuF+nahvl2obxfq24X6dqG+XahvF+rbhfp2ob5dqG8X6tuF+nahvl2obxfq24X6dqG+XahvF+rbhfp2ob5dqG8X6tuF+nahvl2obxfq24X6dqG+XahvF+rbhfp2ob5dqG8X6tuF+nahvl2obxfq24X6dqG+XahvF+rbhfp2ob5dqG8X6tuF+nahvl2obxfq24X6dqG+XahvF+rbhfp2ob5dqG8X6tuF+nahvl2obxfq24X6dqG+XahvF+rbhfp2ob5dqG8X6tuF+nahvl2obxfq2/9Pk3ZMAAAAwzBIVONf23byIYLx28dvH799/Pbx28dvH799/Pbx28dvH799/Pbx28dvH799/Pbx28dvH799/Pbx28dvH799/Pbx28dvH799/Pbx28dvH799/Pbx28dvH799/Pbx28dvH799/Pbx28dvH799/Pbx28dvH799/Pbx28dvH799/Pbx28dvH799/Pbx28dvH799/Pbx28dvH799/Pbx28dvH799/Pbx28dvH799/Pbx28dvH799/Pbx28dvH799/Pbx28dvH799/Pbx28dvH799/Pbx28dvH799/Pbx28dvH799/Pbx28dvH799/Pbx28dvH799/Pbx28dvH799/Pbx28dvH799/Pbx28dvH799/Pbx28dvH799/Pbx28dvH799/Pbx28dvH799/Pbx28dvH799/Pbx28dvH799/Pbx28dvH799/Pbx28dvH799/Pbx28dvH799/Pbx28dvH799/Pbx28dvH799/Pbx28dvH799/Pbx28dvH799/Pbx28dvH799/Pbx28dvH799/Pbx28dvH799/Pbx28dvH799/Pbx28dvH799/Pbx28dvH799/Pbx28dvH799/Pbx28dvH799/Pbx28dvH799/Pbx28dvH799/Pbx28dvH799/Pbx28dvH799/Pbx28dvH799/Pbx28dvH799/Pbx28dvH799/Pbx28dvH799/Pbx28dvH799/Pbx28dvH799/Pbx28dvH799/Pbx28dvH799/Pbx28dvH799/Pbx28dvH799/Pbx28dvH799/Pbx28dvH799/Pbx28dvH799/Pbx28dvH799/Pbx28dvH799/Pbx28dvH799/Pbx28dvH799/Pbx28dvH799/Pbx28dvH799/Pbx28dvH799/Pbx28dvH799/Pbx28dvH799/Pbx28dvH799/Pbx28dvH799/Pbx28dvH799/Pbx28dvH799/Pbx28dvH799/Pbx28dvH799/Pbx28dvH799/Pbx28dvH799/Pbx28dvH799/Pbx28dvH799/Pbx28dvH799/Pbx28dvH799/Pbx28dvH799/Pbx28dvH799/Pbx28dvH799/Pbx28dvH799/Pbx28dvH799/Pbx28dvH799/Pbx28dvH799/Pbx28dvH799/Pbx28dvH799/Pbx28dvH799/Pbx28dvH799/Pbx28dvH799/Pbx28dvH799/Pbx28dvH799/Pbx28dvH799/Pbx28dvH799/Pbx28dvH799/Pbx28dvH799/Pbx28dvH799/Pbx28dvH799/Pbx28dvH799/Pbx28dvH799/Pbx28dvH799/Pbx28dvH799/Pbx28dvH799/Pbx28dvH799/Pbx28dvH799/Pbx28dvH799/Pbx28dvH799/Pbx28dvH799/Pbx28dvH799/Pbx28dvH799/Pbx28dvH799/Pbx2+O3x2+P3x6/PX57/Pb47fHb47fHb4/fHr89fnv89vjt8dvjt8dvj98evz1+e/z2+O3x2+O3x2+P3x6/PX57/Pb47fHb47fHb4/fHr89fnv89vjt8dvjt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')format("woff");}.ff2f{font-family:ff2f;line-height:0.666504;font-style:normal;font-weight:normal;visibility:visible;}
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w+nLQKkJ12CGJsU6E/oT1g6Pcg55Q/0P/TQYwP0krM7s5RkqUCLEkvuPL6Z3Z2d2aXz9dMfvv/u0f7DB/fvfbu3u3N3u1bZXC/fvuXMzX5xYyZ3ffra51c/+/STjz+6cjmbsS99ePGDtHWBv2+y995957wxNTkxfu7M2OlRfeTU8NDgQH+qr7cnmdAoybi8GDCZDmQyzRcWssjzEARhhyCQDETFboxkgYKxbqQDyO1/IJ0Y6bSRVGc3yI1shrmcyd8KnDXoxooH9E8F7jP5RtFfKvpnRQ8DbZpgwNyJnQKTNGCuLD7eEW5QAHfR4ECe52sD2QyJBgaBHARKjvP9iI7PUkVo424u0khqGCYlp3jBlZO8gDOQCcsNt+TyiucWDNP0sxlJ81VekYTPyxFbQUheDSN787JPDcN2cTXkOYsyr8WLhk4qgT20xbfCO55MhD6OMWrDuAU5/uMfEycsOD+d9551ao2EcCd2GbJCPGPylxWvU2vi1/fBh9SsYiCKMPALCGFpjcFY2lPfk/QpDMhwHbimeHU17qIk2GOyn8/zHbEXwMZMCUlWn5iHU1PO0fHvZMplouxxU84Z3A8L56MzRKw+eTnpsMluTTYT6aNxWKNTI01iaLiTqLV1ilJwpEqr7bhSnBFfhHSQrMpgJh6HNU3jpzZNRHUaYPD4FKzkFuzHruzPB0LPgVxHe9lj6ZyJtwT2n7/5s1sSNiW9lv6WIIlZ0k400Ldoadvy0iVMkL487CjMcVbxV7OZxw1N8n2dQQfhI8sQ29DPXYHgmyZu7/OGQyrAyPqKF/OMVIxD4lyxfakFqHnd0pxdR029pWmbBxzy+FdCCSFnZSrdbiP6uTF3Jyfpuf9Q12J9aY2XVjY85oqgGdtSuYuL9dNtXZOisQICLpMWRGqRQ+qtbngogNZjFbm7GyxAqcEc5VjeSxiaH1OakVCuIH/vtD0j4w2hr6TVq/J/q9GXggRWEsqKUg8W4q8/YJr/06hx/Bdaqe7ErLkmmbO7+Zkuvmt6QyIBE06mtVJ5Q4iBLl0RDishipwVRSDCxnG9wpnOxVHCS3hi3w1a2984fvXckMUXPixih+ayGY4aIbYikrDKnnSMiCriWv65L2/bPpcVm5vcq8EgUY4MmeUgD5RG5iNOD1Yihx6sbXhHOiHsoOwdalTLB/N+dAF03hEjxFFSDaUoRIYhQ0oUaulQSym8ceQQUlfapBIovtqgRMlSLRkl1YYWy/R4oLQayCEaaJKxxmmhkyBLxbJ6jL7YRKdAo6PmFYFbgyhl/ETAlD1n4JqTc2acWW1Og4ig6BAkrwA7Q8nLWTpHjQh8ripxg9ajGcc4Up5Wm8g6IFFWb8tg5gjrcATjxQtfP1nB+ob3cpaAf/UFxDw+eF7CJDorQR0vWAXqLK3CBbYNPZZwwKGq+VKk3bJVT1Uvlri7BQh84Ya4CrMy2ZaPKI7ZgTv8ryDaAcJzTzkX+kyLo00OGGhC3u1md9psEV+4UK3LcYFAPqvcNOWeIe/5dhsSynqFCUjiHGZyThnfxDeAwr4p69UQaxyKvspBsAQC5lUM0weHeK8IvOarIZgl0+2R5AO7yyUkPy3D0JqFy5H1ZRb4LIBioSseFCqTPdCzbbjreYgFshyvZxnOKuhCsQa2BDbCN2QfnFjbYY1jeUvc2Dj68dm0JMmaJ4khBBeSwhStIoDBfVr2phexg7Zv87CGvyHb+BdSi29ImK6KDnozXG76ANEsFUsIHGRUBT9VgT85m4ENkRgVpwW7LiCzN6Eok+nqVwEUMNNZkamtDg3gIAiLyPngKAb2WwgEe9XS8r4dbfZZJxLVHtoxOKW8qjtPLrcgfaoB8ciW2vg0KHHxFM/j+HTG4PVYixBeB7LKQGsmtXLzpIztF9HUaG1YbAYSVZrqOoWzx6IHy50lf0eOlVa/MSCw2b8Bj//jIwB4nH16C3xU1bnvWmvv2Y957T3vPbNn9syedzLJzE5mJmRCJBtU3hhaQR41hwBWo4xCIiKglEixAdRCfT9aiEdRUM5REggDeJR6ta3WHu05vdbXuaYWLT7S4+lFW5QMd609Ae25v3sn2WutWTszmVnf//t//+9bCyBwCQDoKtNCQAEWZA9CkGsfYmltrPkgY3qvfYhCeAgOUmTaRKaHWGba2fYhSObzDtWRUB3qJShSjcMHqz2mhV89fQn9GwCACcw89ytmpWkVfl8HiIImMBVuffb2zGI9lgEZCu1nnrDuF/cnnmjYrx1lRqxHxaOJkYajmvVujkKoQqV0NwRuCAFEYQ+gprTI083O6eYKXDJCUzRonh7DQz3QNr2+HiEIKGhJtU75qqV1fhaKWT2LshX0v3TbNLY1/JWn1e6ftmCplLlMPD1v/Msx8cuuXtyBjg6xHf+MjY+J7bgbE8egw1kqkWsgm9kkvtSkSRdv0NeYphYSWjKR0JOtyYZEe0JMqkmfV/L6vRRjTYQS+aaWEJganxKCpQweTa7DI5fDEwJRUzgEAxY8CvJ4VMw1h2BHEjeTGttC4KI0btyCMwQjDG68NjkEFA43IDPxgJkLj/oLo9tAF+ySD8aaK+wfDpVj9WYZD0bKZpoy0U5jjjbVtxmDeguyAKmjI4N/xJcy+FdrWsLDGFSbvR43E4tmYbEwBfqijMft8/q8+eZJLcVCKgmbFfh391njD87fNq05G19CvXd24cB9+9Z1bu2cf8f0fKfXEfeEtWhzU4TaP+OueU+tnbW9s3P7DC3WmI1q2bimqaZVX3WZHhv9yT8/v+jAtdceXNS6/sQdsyYpzsK8Q8/Py4/fsPTANQePL31y1bX/fEWxZfr/GJ6RnzRr6Lk5eQxPMPvcKeqIqQeIIA7eJSgaWs5FKpAZMpk8pLPZAhUo6E4+AJJ6EunJ7uRgcjRJJx1k2r4MrAabwU4wiGHpTxyDCsaVAYeueWOXiV29X87DaBjrGGvSsL3nwngsHo0jBkEKIoZNBOWQrMgU40oKCUtS8vv8iFFpxwoQZgIroNuOR14rHsVhZAWUOdw4Rc8K4Dfj5oIZ642rvv42+aApUmE/OVQ2mWyeCvvxUNlmw0bCNsLGcRWck1ryzT6vw43w+qeSk0Sy7i2TWhx44VPJGDYFmn3n2qXdP731kW3/vuLF265/6dJSb8taJavFS3VtlxRnFtDuU7Dzu1P3vFx95rPqyH0f/vyv1VMH71vedwCWTj1yo6ZedHn1pwBAcDle0yvwmjbDzWRFjwLzudEha4mvnDuht1tLU/lLzdMtc6L06zysq2ut0wvdhdcLo4W/mllQgFP5zbGN2afiR+PHsq9k34+9n3g3+0n044R1FldXgXcOp9MiqKCTw29oUKtQhcOUSfRCbwXuORzSM7lCqAIvHhZtdenjsAe4AY/+qFvmR/ojaFdkMIIiFSo//KwVWitwF55v7G9EuxoHG1Ejnj+8jN3MIraCPtTNegEOFk4UUAFU4JQjuusFF3L588S8p86b9ySxbtdYV+9p0pwUT7djQ2fG+jrGusacpVzN4i3ZnJI0CzQTVWNqXE2oNGNK2JNJMzZljm5cARUBj1RLagU081lGWwHDthCxrdg+4aP1t+EHdszerj7Qm8nIwzyVrqtQHxwu44WgtArnOlTGSxCqsF8MlcUJe+P/jy9i9SmQ2NzjZonfsYwaTRYLBAYKNKxPnC6VhRlYnIKKBQKCnraDWx9bNO3Ypv41d1c/3b4yp/oDjvW+RP3VD8QC4cz9l0U698y8rfuRHnr29vuu61x67+6mkVuevW3fJalQA2fqYCy7y51zWkPpqYr5H7Z2XrP5CexjEQCooxgPZmCDlMHUaa8NCuBSmy5QugDrrdDDYoeAFG9iIG212ABttdGM1WarwKDuZDk3y3IcRbOMlQNhG7Qdhz8FDLDAPbrNBBmeYxjORFut9HE4C0cFDl6tW3heoOAe6hkKURX4V12CHRiZASDAbmFQGBUogdFZyPrtx+CPz/tsb7th0/Z5p7vw8CNxHJu0o5Srcbk43tfuKDlKhMkxidOYxclQEIQmDfRh5uztkw9baQ7ZmArn081l1myz0eRjEaLEFsnnM80OwyrQE3PEHGoR5nEHqaMje8dfRDfdsBdHutM/rj4Mr+6ntpy9Ez06vgyHO/x9bsX+tAOvnx8kQR4+bqzgsSUQ8vlwvj61Or8x2m/pt/YH+uUtif7kjvx+aW/gycSw9VDgSPJ46mXzy5bf27wsMEPGhgJ8ymvzBRK2hH0OvBP+0Ha7fT+wTwZtcA6YA2ell8Hvpa7MXweug9eia5LXpXryt8BbU+sabs3vpHea+tl+botji3One6f3Qfp+7l7H/c5HvE8k/yn1T/kKPcJ9bPnE+rH949THzXWsjU+1gRJsbTZdwgFrIEUbjegz2JUxNZLOZQtN5TESeKgbl4bHIraeCIp6EenF7uJgcbRIF2PP4RsUnALqMemaNZ/u2+WjfP7CMfhn+PEFwj09Ruw3dvJ0jXMdTl8J+kqGIzZnckrU4aU5T0I1xTDBsqEVsMFdvwJkndjrojR2Q4UQbMbbuALkHLj5hmEzxAexBwL82ycfCVhBinYxmGs/PFRmTK5GHBKHyq7zvuczTEwCHHY0Eg1Zr68WFFPE+RJToOFpOPB5fS47dsvzjgi3P9r12v7Hf1V++tnS3HcO/rx8xQbYtF5fd/XV/cWmlsvn33V9eUtyBnp66+AVW18Y6pu7e9W2y67u3fnrDctvXHrwzfKmzmtvXtdZ6MlV/zR9b/dtj2xcNLN0HSAxTsSi6Vmsl4IgjBYQ9BxE6OIFi3UnDCtIwRpCCYJQGCpB5H6e+gD48MXiy0x9oPs4FFQogQt6QyC8BvZDBCEnIA7kCKS7fvPGb3I5ss5Y5Pz5M5irPcRNAy+9JOKrSZN1mbMLgk00K3x4vsp4BJcYcARkOSiFGBUHhKFEkXTD2uKC0WeyRj9UV5uOJGvTAaU27TOmhzxGpz8gugo2wYLfvCTMFqaLs5ROdYmwSFzoXqxcJ1wj9ijrxH56wL5DGBAHnNuVbeFHhEfEhxyPKEeFo+K/BI4qvxZeFX8VelV5V3hL/FQ4JZ5Szgh/E8+EzigNvDBHRmEc0PEigZCiBHm7Wea9QZ/s5RArcx6HW/asVwQxIirBYNQhuh1rHNAhCnZ7Bb2iO5DiRkgJh/YCUFu4CjysWzlRoDxeL8fxXLACv9J5Ab8G7bXrjgrShjsVqFTQZ7o9otvn2z+3U/YnI6t2SBksLP2B8a4xKYCJqAvDm1BSO25Pd7VjmhqwZzMmTEgDXfaslBkwbXopIwEsOsUT/3c7IG56qZ1tx79NGsb0BfUH+7qWyEcUIRTihTCssGO6tRwOYxJlfW6KN+OQM1z28hwGeT7jaybWz2A2yzkMtKusAWePWsSCYhLM40BJnhCopyyI2j/+v6+MTl5RXbjQn58C/yMG3yp1XT7+8XdK6Rs++gz+4s3OVDjHJhKCpN1DX/n1g9u+Y0ok6KzasAzaUHz8PcKBUQDoj0xzgQIyoBX9q8GB2lKwVNkOtinb8w8FfpY6EDiQ+jjwSepPOWsr2JjakH+4+aH83vhT+bcCb6XeSpvptgr607BwTUsbQVQwWiC9/kePr5DX1Qbc+JVCsx5L40YOFS6JX5LYHngbvhl/J/9hgqXjMGFrFikPIwfcijfuTXu0bPOl8dmFRXCxf2nqfuQQgdi2EC6Nd7etaetvG2zjAlqgeT6gRDYQV9L+HM0gSvEpnflt8Yfjb+fZSJveNr9tJVpJdZu6mW62W1vH3Bi4UV6jrI3fmNqY3sr8SP6RsjPf3/Zq7p3cp/Gv4v4lnBCWeTUqhmWvGsvHAUU3gGImHKeida0NeSobTReLvLcu7fN5UTZNULYrCZPEZdqKRjeNdP3DHVML5OnwxdONXnfj+bnLgtCsaEEUXEhnwq0NTeSGeGnRqdODNAK4GcUJEpk02xwFQMMIDekK/K2eaGBcLrSwwSoIpLXZcBvFfiCIaKEQIU+F3aW25+BvgQqWQwnzdeay05lM+7wxjLvxrt5MV+/FWCU2UY0fy0Y3tgQLoHaC7r4xA5x9BPFj5CKYG8OEQ0jHCMa+UiZjUPzUXCGWlhTIBmS/jBgmGU+gRD6ZlpJ5mGOb8jCmJPNUATblqZRcl4eaKZsHiVA0D5RmqpjHIgCLrvZvJ0eG9sKBHfb19YG+3gsBAXSBLnkIRIsV9rPD5WiU92Yq7JdDZW8dlt+482BnOVT2Ir6hwo4Plflshf0Ud8SHcEdcCL8JuYgTGf5jRAg7jKlFIxUikhxrMpXoNBw5EgpWcRNhg3XUwkUW4hDCUkN3TV/e//6H4/35hQlfKDUvj2Y/vvL+3beO35JYVrr7nstePHbV/LW9h5+/4sWdUxbL6JAy7crbv390YaIl1keVf6A2JKT4kZuvflRg2Y4t827e5/16tfzY+s67F9AmrJZmn/uDScBxIw4nG/42jVdyMIdyVC58v/CQ8pjwmHNEOOK0cAr+AnATdYtnvfcuaof3Z9T9gQPUcYq3UnYahWZSSyhTjhMdcRnLadNhJEN4DFSoOSORh03pIAUr6P3DjsyzIhQr1NTDO217bMhWoXJ6zs2jAwBC2CweeMYBw44OB3IEdAxovj0iQUEKS0gy4CbNSly10pABma4+I/P6sq8XC4JeTJXjWKGf/qhj7LPTmP6IRnjFgEvEIzNWNhFIWpLeBCPzjcDqwQ3nNzVCs8/WSOL/BBJqwb+vt0vGxBwJimIQIXcwTgVN2LCHykHKbTPkt5uvSYCOGjGSX2JcV8wwFvK4nUbG5WPoWIRoAWeciHNi8Un0b8PhKR89OvDOpnVjD259dUP46urnx6vPHN0xAjv+5Z6d9U7ZHbCYVlXzr49sr/7u/Ur1L7t697kP7/vq2NlfwwXHZ3pdsgZI7lWPefIQ5sk83GXYrEMvXhO8OfiItl86oB3XRovcFf41zBp2M7eZ72f62Z3cTp6Ph+WQGk2E5Ywa43QRuy2n2u1hXuZY4u4qmWFVhMKMzAZFGcEYjumhPNibyYJGkaRP6N8xhTZk8HfcG5JPBYMhjj/AccyBDpJTAVZkO1kKv9dH+nzjvdZlDzRkwo05/NJy4EAEq4T3ZUq+fH5xDRZ8VBGIBqGIBqGIhoXFaCJuJa+NG5PxAJmM7y6MHoUDgARIbKf2cdJg23eNne46Of5lpqtrDFMG4Y7PcJTEXdUIl9g67ePtRL2LY58B8YsMnOgJkxhFEF3IZjMMk+H5TCAQykABx8PDZQhDGYBHQ+VMveHiGRRyG89DiuHboZpvd9Q8+xsUTADBoRJTY9FPcq6Y6nArcDIkKfikPGV4Pvbx865PQIOzcngA1q9NFZhEwm53fndh9U0x3frRjT3alKnpm77+VNMyEV8gvkCjPULKk29Of9+Exk/Fsmur6ZXBWLo6dWnKF8lN2VQ9kPCJ+kqq9zYlnaj+ftV8j0CwQgog6zFWwuAjAyurVcP2qk7WVtXTRb+63HFVCxeWkRqVwrJTjfrDMlRjfFh2qDGnAyHISX5EbOXniFn8NHmpP8qv4fq5UY46x0GNm891c9Qy7gT3BkdxNPkzzrAeVzn3t0PktXhQ1UMG7JZH1qj96qhKaep8tVulTqhvqGj5e9i1cX6FvRs/unp7+9rnGabGlu0gjI3NRlp5yO0QjdzYgcI47SMmQYZJmvEvtkDC8y2Cra2zhxQ+sJQzqlRo/fhxbUFSspnDDZqGLm26POm3mSMZLZFINEU2UuVrVL9TMsZn7zXGhs9hbcL8Ba+jhmhjHU8JErQDzmf329JCnVBPa6zzInhRbom0GvZI1+c2SA/Ah3O/lt6RTsFPJZtNwoTDaNM1qkVq0WZIlFdLSUmNYiST5vNRGVCHn+EMzVeSiv6i1tHc2dwDNoJ10gb/Wm0H2C7drj0EHtD2gye0weZnm1/zvSKdaH7P97b0RvOY7xPpE/9o85fgK99ftcRMOMs3PbcULvFdkbvOt97/C+ll7U3pTe1D6UPNXlMWkbAcUKPZsJxWoygsc2qspjXUsJxSYz5JigLoBpIfQL8kEZ07Rcu5Ncmn5SQcG/Bn9wX8fh/iOQ4ATUulOe17GGX+XDYaiaiD6rMqseioyqi79WbYDBF5C5soRAQHUQlNhqmxnbGB2+cRTyYDnHfnqtjWhug1ZC/+wbmdozTATQhfDuteMpBqjI2lbRfGSW8vTtkuvnKxLudEt7UD1hqxJEmOkiQ6S4CTSr7KuTcO+0o+zV0yYnvtWgJJjNetUMpRvN+LcFwIYjzpfNmPmETdeUGc/kYQZzo6HLXcT4UETpPht8CG3b2o8vBbaPvWbUhNHz8tJ+Zr1bR2Rdzrts+5HOcLn8GTsD+3KO4NJubnxk9oi2Le8S/om86u2xSuTyQKkT5q3dJ0KJX4+l3aeHp2x4UbO76+w8j7ZuL4vR7HbyuQwb8ZyGx6wLmP3W/eL9I3ww3sANzG0hdztjSgPGmGl9rDVI5CWLBSEUqjdMpEzQoR/g90FCMhPYRCjnaRj/BI4MM84mcFJ0IuibjzxN7Ml2TwTbWzGcqkqhlIupJ2q6MRyFBqhG4Wj7wmPBLNtkboR7hxcp5G4KNx83elaay8uuSDAIfWsUNlQDEeQ0Ux/IWSJowArLlV0k5qIaVkh1HSdDrEVBKNQQ7+sLqx+mn1VPWH773w15Ebtv/4+uEXzmy/AUfR1dXfVX9d7YE/hu3w4tcOzhrYV32uemh4G6yHU+GVT2/Da0fyjYzBjQ3wYK2KmcVLcU9bMZe9SVorrw3eml6TvS/IbpCOxI+l35XfDb4TZ/wpMZtOlhKl1OS0ll2auja1JtuftfwCwECwLjgn+Hv/u7JpXxq+Gn/b9078bZyVfBpngnoslObsxNmiMCyzagy7okeNgVCkoT6U7oh1xlAsxnrq016vB3Es5wQBEecWemBNwBSYlSUmmtJRBFmoZ5/Noj3ZE9k3slS2ARpBFBrxEhpBFEYFuxFE7cak3aBh++7GbAXePKwuXzkhzDMT9IodsLcPm3UeUefJmjpPEnVu8G5Ni5NiZ8lZykyI8GC8zheUEulknQ/L7ngQNyl/fR4m5Fj+vKC67TYwa8EGXVSiajg2mY4qkcnYimEAiVtj56uVWvpgHwnFGflgKIZl9eFyKMR56ivsfw2VPW6D5D3IxPEGyXPnSd6Iu0ao/e8eWNPTE7sPyRRR1BMqmoWPB5PzCuPH81ck3DKW0PC/Rv5t17u/auqbWvxuqOeBmVsX5OejW6o39YcbEonW8FqqTEZzhjY+8YZ9htn8aP/iB+a4iL/FADD1YMykQQHNM/xtKC6RhU4Yyz0Qhc7bky/HXm6kZsWfbERS2Je9Ok7xkE8kEzPAYrgarY7fAm9BN4ZvjKyLrk/sgAORBxufhk8njiSfazwX9zCRrfDO+NbUw/G98HH0RPyZxhca39L+s/Fco80JvDCAnGmMi6a2bJt2dfzanLmeQ8Eg9IRlQY2CRFoGOJTb1Zg3LAfVmI4aEvF4FEE3DuPxAyiC2Pq6vYbg85GPi0XbfLabpXaxgyxigXwgWKjAn+hCczoUCiLBbscZE+c0yjGLa+WYSzuLQH1GRZ2Y6JF6WGyBesualjdaqJYCZ2CRM9aBM7DIRb0eA4seY9JjYNGzu7j8KPTXKnrfAFHs6juN08QMwWGuhsPcBA4nAgLZY3OWuvpymXE84Q+IYwOkFEKKtM5SAOPaqH1kBkTTponNt2BjkxILJxpjuTxsUnCTjTbkQSyuRZrzEJwvwGPp31fT/jiMHAUJYyMDVs59PuQupSvnRkfcJST6yfDzw2JJE4USqIEckBBCJEm8ga6wH+PA0dAgBCGHF5E9O1QONlfYP+NOxvgdKQdR2iqIBpSFGpSbjRSROJghXOogNGD7/4M1S4ousLmWHpJM0dRTvb9azEdsihhMzi0aAPcECcD//NZvdj72NJS6d6w+e5EryL/48p4ftq1EGxGE1XV/D/OO/TdtqiSrt/xosRXdC/dt2bzHZWieKZgfnyX8CBUD6W1L4VK0NLRUWQVXoVWhVQqXUzvUTvVB0wPyPtMTMotgSMHAE9UoT/AYY6UYCCNR4NQKOqG7eJgBus/e4RQw5c4HzwAaVFBaD3C8gRzeAAlvIIeP+rzhjEIQZyevAIqoLFMGFVo5htLAe+4z3UJw5TUQ5cXvPhy5qquWIpzuIhBSMGQtRfIGQxahgIN95qRYyx3IfZ0HuqWIr/O3PjLobhwLTSi+QrJHQxuMIEURubBUYU8fLoeRTXQY9hMv6E1S8q+lf7Utlv9mO2wgO2RjLvpRIWlxha9Z8IKc7MyN/5xIgMeWpQuz2aRomlt9cUG8bdLXp8/Hdtpqd5WvhFMMG8jn/sBuwjYoUd/9pqo7wsPWuqSbfBpdcJZQCgV5TaYtTmThQC7XgTVKR4c4/gZ+nIA5UqH184yNtXJmnjWbNabEOu2Sq2TFl0wqRBxfkEnFCPdB3Oun8KCFL+Zm80voxfyTPJNkMlyDJW1Nu9KBOrk+nWpqYUqBgjaDuYSdY5kpL2AWs4u5JebF1sWBxdqCpmuZq9iypSfQI6/Kr6PXMevYdeb1llustwTWy5uC6yM35W6n7+R2BLfltmnbm+5mH7Lc47pHeijwoHxv+r7cvdo+7in+KctTgX3y/uBToSdzw+wwd8RcCRzSfqmd4c5YzobORGb35L6v9TRt5+lWuaysDt/QSH+f/T7Xw1Nz+Lnhmek5OXqJvCj3HY2az87nlloomgVmymIJenP1wbpwE1uy8AcZo0geAs7JbbLGB2mLo7ayspNjLdDClVJORFRpB0kqXyYPY8eB7PLLegMfDHI8bw4G5ZCicICBMnAF3LIrnauT004rfpeUkpRTpaZWuVQ5t2ZYtpgjlXOrdbfGsRGrxRKV8V/LgWBQ4c1mopI9chBPBHMhjosSza3lmhiWJXeCWhN+2uRyptJpHIwBspjNHMfyk3cze5uwzYb0YlOtBGiU9JKNWkFr6m/a1UR1Ni1r6m5aYzwZbfq8iWs6xf2J/65FPhywHEMREIBf6RbdOt/6hpWyPtk2uYKuG1ZJQRqrgrGTfvGkJI6fNqg5M/7RBTae0OkDpmxmwL7pJdxL3xpwEwM7JufM/7tO/e2WFe3tHP5hxfYlhrSvPUCXISkw3xKN706nvbYOhTQRDTdhyWnpqGkOTMVLZN3NBw1HKCHOwtc7kq3Q5PQYMp4YckLG58+reOiJMiwm1Rg51pCsKXiPsW3jg64cnjF+vpnkIaFdMsNuKk5T3Jnqj9JYZP4mXr2+0eq+dDL8Uiq2NkDLH9IRHOtcfr+rDonx1kIjpCFqCHmTF5nmJpKF2Navj1Mrz/6MvvoHviROO7Vo7AfjLBro+15z0mVzcgyeqstvHg+jT2/VfFg2JsgeIYJBrD2CJmCctSnX2AAeR88DBrDohSFgoivo+UMUMLNkcBgCP8eYXsD3sdyHdYCHq+A/GGUUzHM49JKsCxDOE8/iBpPEQYCj2O+HywCyuD9YhkDKZQyppU6c1IFBGpyNUCfO6ibwNYjQJ4DBUZ/jj8SYeoAXDBlxwq1L3dKgNCrRQNIltA78CCD7VBe8Fk7Fn2IQ627KGHN4jPUU/BsQ4LVY20zF47/odojDAI+gieesiALH4F/xn8/SnXa7oDuKmrBZ2CUMCrTg9x1DcXhyYmeQKNkxTPEGj2P3xIkj+GLsLPxiot7T2yUfgib2fIHWWmNwsn2eyJMijbGVgSbyuCj7OZytutqvrKLuVq+ZTQQS0+hfPvr1QF+rghIJFGraiN67tz6ihI3v34C//9P4+yvwPuP7b2ElS8knBS8qSDpu/KQRFK+3jm1nZ7H7WUaPfI9eyn3Pt1Raxa11rHX+1PIz+0OOA5YD9ldMr/h+Jb2NE/vRyBn6jM/jgSHab5I9fq/fF5JY3meRLKGCf4Z/u29nhJX8COFk3OpnbJQfmRjJOAfgom0V2KPzvI5z4X6sPStUXreKpsBOP9zjf8aP/MeoPF7Uu4YhsioVeJduA8wHna5lrtWuzS7aVYGs7tKNrfSIHumPUN3GuQr/cXgGY88Gdd29DK1Gm9FO9AJ6Hb2P/hNxyB/+1i5717yT7bWzMV3zTneNGfW5sfGu3vaO8d4a5x7ZycMX+Nd5BLp6cQA2Sv3OGrEisfYnhzb57/Lj+0vs7Yams79EdrP6MCXUknj5iM0mKgoS+QoXOFQWTciPB0NlZL1wQmKiKEepRW5iR5aNkeMSZJUYrHjV5ilwEvX0srOjcDmM7L7hqj3JhP/1R/b+hzb7iTNT4IryoukBaKp+nYDT4IP7b3vipt6jv/jdrmuu+cfD1c9bxabGGv5XnDtFbcAxWoW1jODix2noXKJcq2w2bWY2h+6k7wqxRVRUF1ILI4vUVcF1pg3BAbQjsCP4GLWPH4yNxgQQg4LocLo8Xh/ntiGKIociHBHVHaHoiBqQgxQr0SY8u2c4ElFdx7AlJMqlY60EPwDoA1XFWuoYlgwynHG43xDzFfiFbtZjUI9149TSW4FnRkQ0qEKVvInOR3RxUMSyNnoM3jexvX6yax7ZeSTnIIxjLyeNDRkR5/rGYRfsUcRK58sxgDyZiJ82nMihvsgWuAVtiTDYYsa2IzDKMpZV9GrnVcoa05qQqWsJOXxGRSqcerhMUapNqnDgUNlmUxGeGiqr9DdnW4jdWJWla7smLJHGtd32iUMthJohteGyas8SyD9y+6Kt37lxw8bV2VgglZsz76aDu++4/jlIm+Y+NZLava2yaqQ/Neny5mBGVAsHN9/yP9saWSQY9ZPF2HYHse9KIA0zhvXqb+LXmW+2b+HfTnycYBgKbqI20hu9t/vodi7NmKiYP+1nqMgyDnIVePFIJAmTSQFiLxqWgIkcfBgWbBAbQyc21Z2WAKjX65Fe310/WD9aT9f7a3bCt4BLdEVcmkt37XINuliXv+6bw2Vnu+aNn5w4XWYcO8IOZKTifTX9cX7tD1kYmUHGkuOEpyGY4J2hoBJEjCNhSyb42AoYFuUVQLXjUdycXAGDzsgKELVGaocfLhxAqlHkQS5ZYb84jJNtQYIV9q1DZckkRCrsH3HSYvt723jsFNsy4Unk2IOj4Iy35KGxR3whP2Go+7c++diq+K6f3PHaNbe+dsfy5++Gwt9Wjb/mnDE9P2vR9m2bkotMPQlb5z/+cvvK0WefuvOpK4dhaATOrC4ev2Tg8u4/TMs9/uDTX0Vqfjb33ElqL/YzCxitVWvoc6PDLnmKCSdpegYP/Bw0UfX8NKDbum2DtlfhK+gt+BYatWEjQAsENt1GIRNNV+A9eoBCbopCNGUz6TOKpg8ggzvmA0iSEvjQyCBWf36r6Rg6BSj0J90KaJHW6fn0IG2in0MfAeuEpUTiKAbjnSYch3PQTMcFVTThHvxa01pmq2krQ0+4BuawPrzy8ojZDGjMvRUuPFQGNfA7DcpyqR5y0jKKWSr1r+j31fY18L7qHb3agnzINDf51fP0y3K22/J/AFLArYF4nGNgZGBgYGdgqE4+vSWe3+Yr03wOBhB45P+8BU4L/D/BXsuaDeRCJBkAbGcMuQB4nGNgZGBgzf5/goFBgIGB4f879loGoAgyEPIHAHfNBRwAAAB4nO1cC9BdVXXe97zu/f+QNA2kMmAAEUTTDBAysVLkYUSNCMoj/E1TDaCYsSCKPLQFFDAYoBofEFJQwKiRIPjolERahQK1mMGZIGqTDK2vEmiEpqI2gkVH/b611j57n3PPufcG0ik43pkva59z9tl77bXW3mvtvc6fZJs72uGX3AKAFre4+ZlzxwAnAfsAF+Xr3dR8wu0LHJNtcTNRd053Bq7Xo+65cv+FuH9Ed7nbE/VdZu3huUuXN9CJGsX9fJZStCP3hlGp64ZTGdeh7TS/FfXORJsz7NreE2zRezFNj7Lru9v7zDaifAPq/nwAfxMmoxqFPIWXksZ9nxmuRx2/p10v5/VhbLE8pQ/qfzfQa63OtYHXWFfFB8Kz9F5tQ9pNlG/fT/EStNsNtiD6QD/pf+DZFVUepXwY+FyCMp/NMR7OjWRxs8q9rpNiLih5/Jn1e2RtjMcrWJZr02/6IeBULXc+jvbwXufXyu84MLZA5daj/J6Peueg/LBeF4cGey5taQd10jQ3MK9U3iO24cfF/mOeS71fB3ph9b22fmI++uyjPm+G2XOdz7o9X4rrl0T1vL7/taq7Oj8jz3uz5+RKLRezgQPN1iZCH9LuDOvjVaAHBrnkG0K/5fpwY228kS6zgwyuwdbsOsdF+kZFthb0gzbvfb1VUXsuQGR/gNEI2SfVFj3Kdp4yPscBrPDZWaa7FqRbDTOie++N9O7bPh33/7lmxz+18T0ZxlmH6HG9jlfGOD+0mZ5dlVGBda5AH8V3cB9rTfpFvE/9HYfry4ELAOrsQdDfAP+Ntq5SdI4A7gxI/hz1OHbM8w7Xjm3N4+/8SpEtrWKQzEo9DJLrFNCFaBvzsnMbysdrP+nUfvS9u3xI/zEf9XcPVLD8+99z+5edAV2+wdaii4OOZf79WbCVEjOqdWTd4rx6D54dYz7ycvWXXFPKNXEV6P5hXfR+2bfD9VD8xnqtV/rtc9U3l+88aHSr9eF5nW3r3kHab/qE3sumoXylxhKyNh6vddKNWi/racyQgfcU62/6MVuLsLal8NfpH5sf/BNr80ZbcxJd+8q+nFLey+dbv08ob929jceX2noZ+8wJ45s+7GrQT4Bej/v/hvI7IMtVtvZiHcrAS36Mrd8TFpccBXoT6LXWJ+SY/pH2IdfLg09ND1eITK1vkflUHauPxURfpqciM93N1/fKNQDvFU8p8h9Hfu2WSHfXRro/X9vrUp5JqCPvnRXpPtK754NtFidGz+HPe9MU+U3Kg/QFHnuHhnhSxs9xzw+yyC/X2IA+gki32Nin2j0XqNj7xSarg6JnhcafRPZCPDsV9cBH+k6Un1KfUs6X72n/fOb9vEf+LeA+62tLtf+x0/DsD4HFuMYa3/0nlM802fwDxvlK9P95lSfHNIa9RvdCla3EPlvNRs3OiveDfjnQ3tdQHzZe7KF+bwzxQjER9WsyTD4/eP2Q9uer/NOvBdtKGfN+U3XP8eeTUd478FvyOaFjr9PitaizMrRf3A8K39abh/Lxrm+f59evtpitgI6y71gsWNQonnexl8hOCZQ27nkVO9xb7VRsxXgqqbXl51I53xpi73rsWZeH0OUNfbTFpGZbucV5fdR483qQ+XpqpJd6LG17r4Jrz0yNl/LP4t7foj7iwe4rdE1g7M+YScbB+c1184FIryarHmKm/HbU5Zguw3uXgH4u9FfuHSmbE3D9KdTdC/QXoG+tyZh8fhX0bc5NwnzsAflJpkfrrxhXXvL/RRnrYL4CWAPsDtyBdjlvn4cy7DxD/NbFupRzT30PrjGmHDab/0KvC9rTMi2LHdwNYI0uMGdzxFvF+XqP/HJ9YJusn71X94kFx/ojUPjXznW6/2Os5hDLduDTOj9BXbRRvAy8M9Y8GbhI1/kMvKdcM3dFG/uBQseMSztYT4qXm2/jnufFWjfjvpT34Q+SFBQ8pS+w61fjHfo8xLDZa4DdFeJX0H6GuZnuiWv4uIw+kfpDbJwfYmvVdsjpAgVl+lz8JQ8aXRDdOzQqn600hd9NV+P6S6CLNG5IDgPod2HfKdahZF+LFd4NnAd5/QHoQ7h/iLYjPvjTBthD+l3zCd8A7kb9h2yuUb9vAhATdLDOJrDZLmxnfAnqYX8wfpCW+RP/DxSTnJ4Bca+LtTvB/Ok8imvMy2xRy9gPaLlv5w/cNyQYdw4bSI8z27xZ7Y+U94WuQ715Sgnusz2S2xTpo4riKkXvPkW2xrBIwbkl82vPAPbBuSL1vql2mcAvZXO1X/Lj647yY3uj/liX/YwKyo5gWWSxJrQTgzyXfK8bjFiedXj5DoKX/SB4vfTpZpHKvgled9TX2BFKRT8Gr8s6qL8KGuTIOEHGR/3uEeH8wYjtJr72fVP2bHPQr8d44gsDbII6fiJcZxv663i5x2PysqVMOZ9owxznKLqPdcl2/Hyp6CeSMdv2c6TE5Kq+fdssC6+XBvusy5Eo9XdpsBXqucLrmsg2bJ6W7dxubSF26CzW8VAewu8842FRtU2C90WHvt25o8/f+i/9/tN/95n8shxj8HEt4vSU50yHKNIPa2wkPvUUjXfSj7jK3kPqMw44TqnEV+9z4eztJvMlX7S9ybFO9qo593VjrnLeyr54TpO9wfZATvthG9mfaryUnory60F3N5ytNk+If1tmsQt8U8q9H2KjDHuxlDbKvRT2JsnfAdBXitgi+U+NB7l3TQ42wJeliJ8TxA8Jz/0mKzqPKxLEcx3wmCxTG0jgyxLwlOxi9PX6XucKUMSgyTlWb5Gtw7CphO0jbkq+oNdsr7PJ6i+K6iwOdRjLxDml+Iwz3udKXsHOTJOVGhMUL3Dluam8Qz2cXn0/+7orz1frbcu58Fsjvfoz3fiM185y/R5e7l0WnlOuIiPiOJPnrYqE/F1lcqAfP8HwQbtHeSO+T68xWX7ScLXJ+2N6ptj5x0juPO/mvu4kk+lsA3W9D/Dipzdn4tydP5eo0x05nx81z+fPM3Y0tzI0XxHxUc8nxZR7wqKB7ig/TfmQmLblA1vzgm10yHieLr9+DziM7rC+XZUvP4/K88t1Opfre/WdTUe2xxY6qr2NRA8bkUbv+RzoMDqs/2IzKPeY2IOl8Cf5XFszZw+G132xoBnlOllD/itF9+VVlLm0FhQ/VPT2aQbX/EHgORiRp82Ic28x/Hh49iE4WMFz5EEQXmcGyBn0APj4rvtLwzur8HIvc4kmFz++0mdZ/77dZ6rHZ6qXnTXuQbzHaMqXNfFNGyx2BfhtwpMN77bZko9B/sXJuUQlB1e3g18bvE6Mxy5iwu4clD9Ufb9RPhv0nKh4GEC86vMrPofcc4EmjDFAOyfbOuv0Owd3a7OPb2qnzENuMJ4WaDs9Q9GA8es015qerIjLycXW9jVh3eyuUSTXg9ZyrsUD6JNnjH/hND+9KsD7Dr5bztEF4ZqyFv+6De8zRuRcnRrKfLezXsfeG4KmcRLJEpUvaSPWBUiMDiQfGFB/lPfJ+2SLAU+08pLAS3pHdP190//jLuSNXIhhutBN7wH138VL8WwP8wVbgg3E3/SUOR//bEso59iL5F+x9qdpPf4K2FtxkV73Zus7vNfFPkzyTMxxYSzZbqBHAlujuIHtci97lpPzcuYES94/DfoIsC3w2D0Dz98YxiptY68ytiKMS/w+vxVaqXO4nId4N+e5Ls8GdzO7uVTb7qGc8vz2TiffH/DMgPmG5Aa8h1h77O3qJ5nHlFwa21xre4pzg9z64hyOZbrW49lud4rOk94ZwcZ6M9rtrw3c38t8nYU2sZfq/aX23TsN8/Mh5ya/BeW32703457P+RqPXdtTcU9cMP/xmOn1eaiPOTQ+pvsrr+veJFfZg3E8YxZXCPX7g+8C7w/3i8i39lqoxJ8bTXZLVT9CNyr4Dd9zFhvDOJJNCvne7L+qkDr3hLq+fg+66Z2JOicH3TOfkAMZ5nY23fQRzVe/H/A2Geefm2J25j/L3C/PzLBn7tJfMt+Ecv5qp+ca/DbqquBDeJbC73HKfc6WZn8sPuYdhjg+fF9Asa7qqzo/tHZ/ZFgafJX3WxLDXqxgmWjrP9+uEHlN17nv/UY+I4rxNxl1EaJzg9iWe9HzxHLe/l22V//5d2O+/I/fUXa+GmipK6yVcsabKNILFeXZLfOkGNfY65zmoHeBLFGvR71+DnpkbP+zfjp0P/8ZtPuDYE/FbSjTX3N9/yusD4ylvuLCPvfnAOZ+gfWomBraKfgNF9fwhXrGwRxgtjg8L79lZA6x5/r2zaybct21752YLxR4WXI9wzqXgqfuapT5Lc1M7S/H+pWui9bkK82G7g0ox8dzqHeFOjnzSee4sO/7H+jlXQrZU66OZGWy9LaZM/Z7kQtnG3gnY/zHc3bmEjfoeFtlXzsTKJaYH2XOc6kL3+Pat40yb+mzsU53aYdHq8+UvNd9VR/VtW+Hxni+y5j6PKffpJD3j4S5zXPABPM92at6bkYfmdr3t/n9wbfSFgj5hgLvJGgrxbxNIUeeo4o/3Rba9z5E2p4X5Mdv+XgtdYwyvyd64Fna3yt4FkYbze0744J2zVh/mc01xhG8z5wSc8ovw5xYrGtp700AYqFxxCzMI0p9yIy5wrzQNrKfArgWX3+YrRWzzC89VIXkKz1gF315y792jTlLyVfGuUrqqyFHyTbYrj8LzjI9V+XZSWe74pmUedaf7OcklxmXZY053DBCuS0X1iXfB6hdjFIu1zaOfZ7ymHxUr1mnzC9tHw3JgdE14+u7FFxX2Z6gJceVrau19ZhCcvSMLfccjOwSRfpIrRy12/ar5DE3WT7Ncp4Fv0diHMycMdaUMdjapIZ8S9xGckJ/bnQQJA+9SSF56E01edRskPpps7EdsZ9K3uxIRVyWPNa9irhc5rdrkPzmXNNzVK7Y+pqoHNkF82ql/NZG9+dG4zY7ETCndn871b8t6Dzf+diB/ujo6ppIHxPv1SX28XGDK+ORnwCzgDcDC4Fj/X5ZnkffOMs3Tt7nRns97zvib0Hj5+U9H9fZ+Wd6j6ucHfj9Trnvidb4+Nvyeg4mjod8jqfcE0b7Q/ELm/Vsg5RxXsnfRJV/f947Kvq+t3ejI51TGwfX8VWmx90U3c2RLk+P4uy1el2CbVyP97frs2Kl3pfcDmwtQcxX7O/KvXkp56XR+6SPBH56rioX37d/Vsog4o/9e/l3JoJ+fDzi47LSdpeHfuK4pGkv0HR+J+dwQ76xr5zt+f1NlA8hD7SNvv2NjyH9t/7RuUu8l47fieOuvu8bI1mIT77RcJ5i2J7dDXlOSO59wPN0hDaeS8ierMqnLqP6vUF16r+2+r9L8PGAxAT/x311nM71qQNk/mz+xd8alvfM5/MnPt7mt497fOzjffzOiG9G/V6sLf4ZNRZqi3Va432Ll/h9WfcoQxyXx3FRVB4ppo/iqJHKc6uyrcg5kmmsmzg29ffaZBXLpmnPIDkq8J/c0R/DjUw9r3btf/ybnmHg34v9f9z/PR/PPj7EZuaPtraVa8rHw/yMf/U9Hn876xxhlPWw79tKm5tte7RR1rBR1p9479a2j2stR+tS09o8LOc+9FuFId8WDKvv1xc5g77B4uobdtQ7Nv/4d3nJvzv5m+CUf9P9beBvnO5Bttp+jPbJGN72hfzmMrN342u/B8yWQH43gfI87BtO/x6C51srnJxnZ7fpdTLdyTlixviaf6e1h97PLsH1zWZT1O124+MyYAraPsmeTVOan4N707UNeZcx/peAK5SHRrzG+Ikg/ETwvPThshqm9bddwWrlp94fIbKIsTqSTQM/sbxi+PcEF9T43SuAsqyDso3RNz4D5R5Dxu1xeIR9VSfSt9kA9S7noCuszmpbL6brePidrtd/+ri9u1rtQGS12fp5t73P//djmbW/IshM3lumdeV6mj2/1Wxvpo17erA/+dsj2L3EGMw9LDb+2PbawL+cITMPfRforEjefOeoqv163sXONlubnnfWmePkb5cK01H+Ue2L/Mnf0e2lfTL/sTPBvntdJ/uy5EVPH7usdG7KLrqGTPl2/7rS5h8qPuHR6jMfj8dxXlu57zv6lj4q63gc30LWOfnkOczDmreP22+Nc0fgjWvg2ELnxsHLpC+DHqwyavWf0Vlm65ll2zllm3xud+XfB5T+I8pbZJGuyr+zOdr4qdNXReU15mMxpg7/Vm2hthGPrfxbBIvFY/l1rg7xi/f7sV7qbdXL6XTDo9Xxtsot8vPxr3ce//0t5O6OcgAAeJztwq0RgmAAANAP4fwBkUNlBROZQRzAcwiDmVkcgEQwERjAEZzACQwEB7B5hnfvhRDqj+gYveMkviXj/LB4Lu+rR3rJhvUpv25eRVf2AAAAAAAA/Np29lW7a/fnqqkGAAD4TxN4l3XyAAAAAAEAABJQAEIABQAAAAAAAgAQAEAAhgAABekDUgAAAAB4nK1UvU4bQRAeYwMKCglSGqpoKqQIZJ2hcEEFLjDI/MhYiHZ9t7ZPPt+edu+wrHRpU6bME/AgyWPkWfLtsDakoImwdbfffvM/s3tEtEO/qUbyq31c44BrtFsfBrxGm/XvAdfB/wq4QbuNnYDX6X2jE/AG+G8Bb9Lx+idY1Rrv4OizePC4RlE9CniNPtS/BlwH/yPgBvCfgNfh80vAGxQ1bgLepIfGT3okpkOKqEVtoAFNSGO9JEM5npIWVAjTwc4C+7cCn4pGE5ITyvBn6oMbw74kJzuNVUP7Ae9ENLdpS54umCEkmuZgryVCjtjLWD1EWMB/BV8M3wZ+U4qBY+ACMruKxasKIjoC2lvt2nQgeSh4KKDLiKsQx/uIaRp0L7CbgPXSCnm6VV2+F6nUkr2az0j6wXSK/RASzyrpxr81PvkxoVKWKBWksdTrdyP4nsPWClNBK5HuMfjlTM6Rk+9OKna59PdY7LVoaJohpu92Im8OGS11WXgHxvevWE3xuQ4vL5FFCkuHLtAjH0atNg8mmi9NbspFobljbGGsKlOTN/kky7ifjiel47522j7opMnbW9tbXT20es7Xhc4H3qqnFqYqOTPjNObYFAvrrdgHiI54zy/tA+6rrJhwV+WxiadgL8wk526VOB9rMEkdZy/9jIzl03SYpbHKOESEjkFQdqayscYyKufKaq7yRFsufSXnA+6lsc6dPmanNevZUCeJTjh7YjnRLrZp4UuUGIkuVZo5NKSHyZ7hzN7jRuxjHil67nt6JZPuo48zOWU3dIuJDWDQPbu+7+wP0pl2V3reNzOV39xeQuKvyBijzmTs1NfjKlP2TUO8oas7OY5udWRaOB4RVrrT1vk+tZoRv2nEZ2MO5vzCwfJSKbki/qOUyAXwvZzKZRv91weNJBNGKiy5+POkuLQq0TNlp2xGr98G+gtYkz+sAAAAeJxsvAV0G1fXcJ1hRpeZGaKZOyOpLMkzbUoppUxO4iRuHDs1JGVmZmZmZmZmZmZmht+Jt/vk/dbfteozkqWz75U0Z9/jO9EoedTs//7ZZtTEUf8//8WbDP2QRsmjlFHmqLZR84yad9SCo5YatfSoZUYtN2qlUaNHJaPSUdmo6qjVRt096o1RD0qypEiqpEm6ZEimZEm25Eiu5Em+FEihFEmx1CbNJc0tzSPNK80nzS8tIC0oLSQtLC0iLSotJi0uLSEtKS0lLS0tIy0rLSctL60grSitJK0srSKtKo2WKlIipZKQMimXqlJNqkurSatLa0hrSmtJa0vrSA2pKbWkdqmQSmldaT1pjLS+tIG0obSRtLE0VtpE2lTaTNpc2kIaJ20pbSVtLW0jbSttJ20v7SDtKO0k7Sx1SOOlCdJEqVOaJE2Wpkhd0i7SVKlbmib1SL3SdGlXqU/qlwakQWmGNFPaTdpd2kPaU9pL2lvaR9pX2k/aXzpAOlA6SDpYOkQ6VDpMOlw6QjpSOko6WjpGOlY6TjpeOkE6UTpJOlk6RTpVOk06XTpDOlM6SzpbOkc6VzpPOl+6QLpQuki6WLpEulS6TLpcukK6UrpKulq6RrpWuk66XrpBulG6SbpZukW6VbpNul26Q7pTuku6W7pHule6T7pfekB6UHpIelh6RHpUekx6XHpCelJ6SnpaekZ6VnpOel56QXpRekl6WXpFelV6TXpdekN6U3pLelt6R3pXek96X/pA+lD6SPpY+kT6VPpM+lz6QvpS+kr6WvpG+lb6Tvpe+kH6UfpJ+ln6RfpV+k36XfpD+lP6S/pb+kf6Vx4lS7IsK7Iqa7IuG7IpW7ItO7Ire7IvB3IoR3Ist8lzyXPL88jzyvPJ88sLyAvKC8kLy4vIi8qLyYvLS8hLykvJS8vLyMvKy8nLyyvIK8orySvLq8iryqPlipzIqSzkTM7lqlyT6/Jq8uryGvKa8lry2vI6ckNuyi25XS7kUl5XXk8eI68vbyBvKG8kbyyPlTeRN5U3kzeXt5DHyVvKW8lby9vI28rbydvLO8g7yjvJO8sd8nh5gjxR7pQnyZPlKXKXvIs8Ve6Wp8k9cq88Xd5V7pP75QF5UJ4hz5R3k3eX95D3lPeS95b3kfeV95P3lw+QD5QPkg+WD5EPlQ+TD5ePkI+Uj5KPlo+Rj5WPk4+XT5BPlE+ST5ZPkU+VT5NPl8+Qz5TPks+Wz5HPlc+Tz5cvkC+UL5Ivli+RL5Uvky+Xr5CvlK+Sr5avka+Vr5Ovl2+Qb5Rvkm+Wb5FvlW+Tb5fvkO+U75Lvlu+R75Xvk++XH5AflB+SH5YfkR+VH5Mfl5+Qn5Sfkp+Wn5GflZ+Tn5dfkF+UX5Jfll+RX5Vfk1+X35DflN+S35bfkd+V35Pflz+QP5Q/kj+WP5E/lT+TP5e/kL+Uv5K/lr+Rv5W/k7+Xf5B/lH+Sf5Z/kX+Vf5N/l/+Q/5T/kv+W/5H/VUYpkiIriqIqmqIrhmIqlmIrjuIqnuIrgRIqkRIrbcpcytzKPMq8ynzK/MoCyoLKQsrCyiLKospiyuLKEsqSylLK0soyyrLKcsryygrKispKysrKKsqqymiloiRKqgglU3KlqtSUurKasrqyhrKmspaytrKO0lCaSktpVwqlVNZV1lPGKOsrGygbKhspGytjlU2UTZXNlM2VLZRxypbKVsrWyjbKtsp2yvbKDsqOyk7KzkqHMl6ZoExUOpVJymRlitKl7KJMVbqVaUqP0qtMV3ZV+pR+ZUAZVGYoM5XdlN2VPZQ9lb2UvZV9lH2V/ZT9lQOUA5WDlIOVQ5RDlcOUw5UjlCOVo5SjlWOUY5XjlOOVE5QTlZOUk5VTlFOV05TTR52pnKGcqZylnK2co5yrnKecr1ygXKhcpFysXKJcqlymXK5coVypXKVcrVyjXKtcp1yv3KDcqNyk3Kzcotyq3Kbcrtyh3Kncpdyt3KPcq9yn3K88oDyoPKQ8rDyiPKo8pjyuPKE8qTylPK08ozyrPKc8r7ygvKi8pLysvKK8qrymvK68obypvKW8rbyjvKu8p7yvfKB8qHykfKx8onyqfKZ8rnyhfKl8pXytfKN8q3ynfK/8oPyo/KT8rPyi/Kr8pvyu/KH8qfyl/K38o/yrjlIlVVYVVVU1VVcN1VQt1VYd1VU91VcDNVQjNVbb1LnUudV51HnV+dT51QXUBdWF1IXVRdRF1cXUxdUl1CXVpdSl1WXUZdXl1OXVFdQV1ZXUldVV1FXV0WpFTdRUFWqm5mpVral1dTV1dXUNdU11LXVtdR21oTbVltquFmqprquup45R11c3UDdUN1I3Vseqm6ibqpupm6tbqOPULdWt1K3VbdRt1e3U7dUd1B3VndSd1Q51vDpBnah2qpPUyeoUtUvdRZ2qdqvT1B61V52u7qr2qf3qgDqozlBnqrupu6t7qHuqe6l7q/uo+6r7qfurB6gHqgepB6uHqIeqh6mHq0eoR6pHqUerx6jHqsepx6snqCeqJ6knq6eop6qnqaerZ6hnqmepZ6vnqOeq56nnqxeoF6oXqRerl6iXqpepl6tXqFeqV6lXq9eo16rXqderN6g3qjepN6u3qLeqt6m3q3eod6p3qXer96j3qvep96sPqA+qD6kPq4+oj6qPqY+rT6hPqk+pT6vPqM+qz6nPqy+oL6ovqS+rr6ivqq+pr6tvqG+qb6lvq++o76rvqe+rH6gfqh+pH6ufqJ+qn6mfq1+oX6pfqV+r36jfqt+p36s/qD+qP6k/q7+ov6q/qb+rf6h/qn+pf6v/qP9qozRJkzVFUzVN0zVDMzVLszVHczVP87VAC7VIi7U2bS5tbm0ebV5tPm1+bQFtQW0hbWFtEW1RbTFtcW0JbUltKW1pbRltWW05bXltBW1FbSVtZW0VbVVttFbREi3VhJZpuVbValpdW01bXVtDW1NbS1tbW0draE2tpbVrhVZq62rraWO09bUNtA21jbSNtbHaJtqm2mba5toW2jhtS20rbWttG21bbTtte20HbUdtJ21nrUMbr03QJmqd2iRtsjZF69J20aZq3do0rUfr1aZru2p9Wr82oA1qM7SZ2m7a7toe2p7aXtre2j7avtp+2v7aAdqB2kHawdoh2qHaYdrh2hHakdpR2tHaMdqx2nHa8doJ2onaSdrJ2inaqdpp2unaGdqZ2lna2do52rnaedr52gXahdpF2sXaJdql2mXa5doV2pXaVdrV2jXatdp12vXaDdqN2k3azdot2q3abdrt2h3andpd2t3aPdq92n3a/doD2oPaQ9rD2iPao9pj2uPaE9qT2lPa09oz2rPac9rz2gvai9pL2svaK9qr2mva69ob2pvaW9rb2jvau9p72vvaB9qH2kfax9on2qfaZ9rn2hfal9pX2tfaN9q32nfa99oP2o/aT9rP2i/ar9pv2u/aH9qf2l/a39o/2r/6KF3SZV3RVV3Tdd3QTd3Sbd3RXd3TfT3QQz3SY71Nn0ufW59Hn1efT59fX0BfUF9IX1hfRF9UX0xfXF9CX1JfSl9aX0ZfVl9OX15fQV9RX0lfWV9FX1UfrVf0RE91oWd6rlf1ml7XV9NX19fQ19TX0tfW19EbelNv6e16oZf6uvp6+hh9fX0DfUN9I31jfay+ib6pvpm+ub6FPk7fUt9K31rfRt9W307fXt9B31HfSd9Z79DH6xP0iXqnPkmfrE/Ru/Rd9Kl6tz5N79F79en6rnqf3q8P6IP6DH2mvpu+u76Hvqe+l763vo++r76fvr9+gH6gfpB+sH6Ifqh+mH64foR+pH6UfrR+jH6sfpx+vH6CfqJ+kn6yfop+qn6afrp+hn6mfpZ+tn6Ofq5+nn6+foF+oX6RfrF+iX6pfpl+uX6FfqV+lX61fo1+rX6dfr1+g36jfpN+s36Lfqt+m367fod+p36Xfrd+j36vfp9+v/6A/qD+kP6w/oj+qP6Y/rj+hP6k/pT+tP6M/qz+nP68/oL+ov6S/rL+iv6q/pr+uv6G/qb+lv62/o7+rv6e/r7+gf6h/pH+sf6J/qn+mf65/oX+pf6V/rX+jf6t/p3+vf6D/qP+k/6z/ov+q/6b/rv+h/6n/pf+t/6P/q8xypAM2VAM1dAM3TAM07AM23AM1/AM3wiM0IiM2Ggz5jLmNuYx5jXmM+Y3FjAWNBYyFjYWMRY1FjMWN5YwljSWMpY2ljGWNZYzljdWMFY0VjJWNlYxVjVGGxUjMVJDGJmRG1WjZtSN1YzVjTWMNY21jLWNdYyG0TRaRrtRGKWxrrGeMcZY39jA2NDYyNjYGGtsYmxqbGZsbmxhjDO2NLYytja2MbY1tjO2N3YwdjR2MnY2OozxxgRjotFpTDImG1OMLmMXY6rRbUwzeoxeY7qxq9Fn9BsDxqAxw5hp7Gbsbuxh7GnsZext7GPsa+xn7G8cYBxoHGQcbBxiHGocZhxuHGEcaRxlHG0cYxxrHGccb5xgnGicZJxsnGKcapxmnG6cYZxpnGWcbZxjnGucZ5xvXGBcaFxkXGxcYlxqXGZcblxhXGlcZVxtXGNca1xnXG/cYNxo3GTcbNxi3GrcZtxu3GHcadxl3G3cY9xr3GfcbzxgPGg8ZDxsPGI8ajxmPG48YTxpPGU8bTxjPGs8ZzxvvGC8aLxkvGy8YrxqvGa8brxhvGm8ZbxtvGO8a7xnvG98YHxofGR8bHxifGp8ZnxufGF8aXxlfG18Y3xrfGd8b/xg/Gj8ZPxs/GL8avxm/G78Yfxp/GX8bfxj/GuOMiVTNhVTNTVTNw3TNC3TNh3TNT3TNwMzNCMzNtvMucy5zXnMec35zPnNBcwFzYXMhc1FzEXNxczFzSXMJc2lzKXNZcxlzeXM5c0VzBXNlcyVzVXMVc3RZsVMzNQUZmbmZtWsmXVzNXN1cw1zTXMtc21zHbNhNs2W2W4WZmmua65njjHXNzcwNzQ3Mjc2x5qbmJuam5mbm1uY48wtza3Mrc1tzG3N7cztzR3MHc2dzJ3NDnO8OcGcaHaak8zJ5hSzy9zFnGp2m9PMHrPXnG7uavaZ/eaAOWjOMGeau5m7m3uYe5p7mXub+5j7mvuZ+5sHmAeaB5kHm4eYh5qHmYebR5hHmkeZR5vHmMeax5nHmyeYJ5onmSebp5inmqeZp5tnmGeaZ5lnm+eY55rnmeebF5gXmheZF5uXmJeal5mXm1eYV5pXmVeb15jXmteZ15s3mDeaN5k3m7eYt5q3mbebd5h3mneZd5v3mPea95n3mw+YD5oPmQ+bj5iPmo+Zj5tPmE+aT5lPm8+Yz5rPmc+bL5gvmi+ZL5uvmK+ar5mvm2+Yb5pvmW+b75jvmu+Z75sfmB+aH5kfm5+Yn5qfmZ+bX5hfml+ZX5vfmN+a35nfmz+YP5o/mT+bv5i/mr+Zv5t/mH+af5l/m/+Y/1qjLMmSLcVSLc3SLcMyLcuyLcdyLc/yrcAKrciKrTZrLmtuax5rXms+a35rAWtBayFrYWsRa1FrMWtxawlrSWspa2lrGWtZazlreWsFa0VrJWtlaxVrVWu0VbESK7WElVm5VbVqVt1azVrdWsNa01rLWttax2pYTatltVuFVVrrWutZY6z1rQ2sDa2NrI2tsdYm1qbWZtbm1hbWOGtLaytra2sba1trO2t7awdrR2sna2erwxpvTbAmWp3WJGuyNcXqsnaxplrd1jSrx+q1plu7Wn1WvzVgDVozrJnWbtbu1h7WntZe1t7WPta+1n7W/tYB1oHWQdbB1iHWodZh1uHWEdaR1lHW0dYx1rHWcdbx1gnWidZJ1snWKdap1mnW6dYZ1pnWWdbZ1jnWudZ51vnWBdaF1kXWxdYl1qXWZdbl1hXWldZV1tXWNda11nXW9dYN1o3WTdbN1i3WrdZt1u3WHdad1l3W3dY91r3Wfdb91gPWg9ZD1sPWI9aj1mPW49YT1pPWU9bT1jPWs9Zz1vPWC9aL1kvWy9Yr1qvWa9br1hvWm9Zb1tvWO9a71nvW+9YH1ofWR9bH1ifWp9Zn1ufWF9aX1lfW19Y31rfWd9b31g/Wj9ZP1s/WL9av1m/W79Yf1p/WX9bf1j/Wv/YoW7JlW7FVW7N127BN27Jt27Fd27N9O7BDO7Jju82ey57bnsee157Pnt9ewF7QXshe2F7EXtRezF7cXsJe0l7KXtpexl7WXs5e3l7BXtFeyV7ZXsVe1R5tV+zETm1hZ3ZuV+2aXbdXs1e317DXtNey17bXsRt2027Z7XZhl/a69nr2GHt9ewN7Q3sje2N7rL2Jvam9mb25vYU9zt7S3sre2t7G3tbezt7e3sHe0d7J3tnusMfbE+yJdqc9yZ5sT7G77F3sqXa3Pc3usXvt6faudp/dbw/Yg/YMe6a9m727vYe9p72Xvbe9j72vvZ+9v32AfaB9kH2wfYh9qH2Yfbh9hH2kfZR9tH2Mfax9nH28fYJ9on2SfbJ9in2qfZp9un2GfaZ9ln22fY59rn2efb59gX2hfZF9sX2Jfal9mX25fYV9pX2VfbV9jX2tfZ19vX2DfaN9k32zfYt9q32bfbt9h32nfZd9t32Pfa99n32//YD9oP2Q/bD9iP2o/Zj9uP2E/aT9lP20/Yz9rP2c/bz9gv2i/ZL9sv2K/ar9mv26/Yb9pv2W/bb9jv2u/Z79vv2B/aH9kf2x/Yn9qf2Z/bn9hf2l/ZX9tf2N/a39nf29/YP9o/2T/bP9i/2r/Zv9u/2H/af9l/23/Y/9rzPKkRzZURzV0RzdMRzTsRzbcRzX8RzfCZzQiZzYaXPmcuZ25nHmdeZz5ncWcBZ0FnIWdhZxFnUWcxZ3lnCWdJZylnaWcZZ1lnOWd1ZwVnRWclZ2VnFWdUY7FSdxUkc4mZM7Vafm1J3VnNWdNZw1nbWctZ11nIbTdFpOu1M4pbOus54zxlnf2cDZ0NnI2dgZ62zibOps5mzubOGMc7Z0tnK2drZxtnW2c7Z3dnB2dHZydnY6nPHOBGei0+lMciY7U5wuZxdnqtPtTHN6nF5nurOr0+f0OwPOoDPDmens5uzu7OHs6ezl7O3s4+zr7Ofs7xzgHOgc5BzsHOIc6hzmHO4c4RzpHOUc7RzjHOsc5xzvnOCc6JzknOyc4pzqnOac7pzhnOmc5ZztnOOc65znnO9c4FzoXORc7FziXOpc5lzuXOFc6VzlXO1c41zrXOdc79zg3Ojc5Nzs3OLc6tzm3O7c4dzp3OXc7dzj3Ovc59zvPOA86DzkPOw84jzqPOY87jzhPOk85TztPOM86zznPO+84LzovOS87LzivOq85rzuvOG86bzlvO2847zrvOe873zgfOh85HzsfOJ86nzmfO584XzpfOV87XzjfOt853zv/OD86Pzk/Oz84vzq/Ob87vzh/On85fzt/OP8645yJVd2FVd1NVd3Ddd0Ldd2Hdd1Pdd3Azd0Izd229y53Lndedx53fnc+d0F3AXdhdyF3UXcRd3F3MXdJdwl3aXcpd1l3GXd5dzl3RXcFd2V3JXdVdxV3dFuxU3c1BVu5uZu1a25dXc1d3V3DXdNdy13bXcdt+E23Zbb7hZu6a7rrueOcdd3N3A3dDdyN3bHupu4m7qbuZu7W7jj3C3drdyt3W3cbd3t3O3dHdwd3Z3cnd0Od7w7wZ3odrqT3MnuFLfL3cWd6na709wet9ed7u7q9rn97oA76M5wZ7q7ubu7e7h7unu5e7v7uPu6+7n7uwe4B7oHuQe7h7iHuoe5h7tHuEe6R7lHu8e4x7rHuce7J7gnuie5J7unuKe6p7mnu2e4Z7pnuWe757jnuue557sXuBe6F7kXu5e4l7qXuZe7V7hXule5V7vXuNe617nXuze4N7o3uTe7t7i3ure5t7t3uHe6d7l3u/e497r3ufe7D7gPug+5D7uPuI+6j7mPu0+4T7pPuU+7z7jPus+5z7svuC+6L7kvu6+4r7qvua+7b7hvum+5b7vvuO+677nvux+4H7ofuR+7n7ifup+5n7tfuF+6X7lfu9+437rfud+7P7g/uj+5P7u/uL+6v7m/u3+4f7p/uX+7/7j/eqM8yZM9xVM9zdM9wzM9y7M9x3M9z/O9wAu9yIu9Nm8ub25vHm9ebz5vfm8Bb0FvIW9hbxFvUW8xb3FvCW9JbylvaW8Zb1lvOW95bwVvRW8lb2VvFW9Vb7RX8RIv9YSXeblX9Wpe3VvNW91bw1vTW8tb21vHa3hNr+W1e4VXeut663ljvPW9DbwNvY28jb2x3ibept5m3ubeFt44b0tvK29rbxtvW287b3tvB29HbydvZ6/DG+9N8CZ6nd4kb7I3xevydvGmet3eNK/H6/Wme7t6fV6/N+ANejO8md5u3u7eHt6e3l7e3t4+3r7eft7+3gHegd5B3sHeId6h3mHe4d4R3pHeUd7R3jHesd5x3vHeCd6J3kneyd4p3qnead7p3hnemd5Z3tneOd653nne+d4F3oXeRd7F3iXepd5l3uXeFd6V3lXe1d413rXedd713g3ejd5N3s3eLd6t3m3e7d4d3p3eXd7d3j3evd593v3eA96D3kPew94j3qPeY97j3hPek95T3tPeM96z3nPe894L3oveS97L3iveq95r3uveG96b3lve29473rvee9773gfeh95H3sfeJ96n3mfe594X3pfeV97X3jfet9533vfeD96P3k/ez94v3q/eb97v3h/en95f3t/eP96//ihf8mVf8VVf83Xf8E3f8m3f8V3f830/8EM/8mO/zZ/Ln9ufx5/Xn8+f31/AX9BfyF/YX8Rf1F/MX9xfwl/SX8pf2l/GX9Zfzl/eX8Ff0V/JX9lfxV/VH+1X/MRPfeFnfu5X/Zpf91fzV/fX8Nf01/LX9tfxG37Tb/ntfuGX/rr+ev4Yf31/A39DfyN/Y3+sv4m/qb+Zv7m/hT/O39Lfyt/a38bf1t/O397fwd/R38nf2e/wx/sT/Il+pz/Jn+xP8bv8Xfypfrc/ze/xe/3p/q5+n9/vD/iD/gx/pr+bv7u/h7+nv5e/t7+Pv6+/n7+/f4B/oH+Qf7B/iH+of5h/uH+Ef6R/lH+0f4x/rH+cf7x/gn+if5J/sn+Kf6p/mn+6f4Z/pn+Wf7Z/jn+uf55/vn+Bf6F/kX+xf4l/qX+Zf7l/hX+lf5V/tX+Nf61/nX+9f4N/o3+Tf7N/i3+rf5t/u3+Hf6d/l3+3f49/r3+ff7//gP+g/5D/sP+I/6j/mP+4/4T/pP+U/7T/jP+s/5z/vP+C/6L/kv+y/4r/qv+a/7r/hv+m/5b/tv+O/67/nv++/4H/of+R/7H/if+p/5n/uf+F/6X/lf+1/43/rf+d/73/g/+j/5P/s/+L/6v/m/+7/4f/p/+X/7f/j/9vMCqQAjlQAjXQAj0wAjOwAjtwAjfwAj8IgjCIgjhoC+YK5g7mCeYN5gvmDxYIFgwWChYOFgkWDRYLFg+WCJYMlgqWDpYJlg2WC5YPVghWDFYKVg5WCVYNRgeVIAnSQARZkAfVoBbUg9WC1YM1gjWDtYK1g3WCRtAMWkF7UARlsG6wXjAmWD/YINgw2CjYOBgbbBJsGmwWbB5sEYwLtgy2CrYOtgm2DbYLtg92CHYMdgp2DjqC8cGEYGLQGUwKJgdTgq5gl2Bq0B1MC3qC3mB6sGvQF/QHA8FgMCOYGewW7B7sEewZ7BXsHewT7BvsF+wfHBAcGBwUHBwcEhwaHBYcHhwRHBkcFRwdHBMcGxwXHB+cEJwYnBScHJwSnBqcFpwenBGcGZwVnB2cE5wbnBecH1wQXBhcFFwcXBJcGlwWXB5cEVwZXBVcHVwTXBtcF1wf3BDcGNwU3BzcEtwa3BbcHtwR3BncFdwd3BPcG9wX3B88EDwYPBQ8HDwSPBo8FjwePBE8GTwVPB08EzwbPBc8H7wQvBi8FLwcvBK8GrwWvB68EbwZvBW8HbwTvBu8F7wffBB8GHwUfBx8EnwafBZ8HnwRfBl8FXwdfBN8G3wXfB/8EPwY/BT8HPwS/Br8Fvwe/BH8GfwV/B38E/wbjgqlUA6VUA21UA+N0Ayt0A6d0A290A+DMAyjMA7bwrnCucN5wnnD+cL5wwXCBcOFwoXDRcJFw8XCxcMlwiXDpcKlw2XCZcPlwuXDFcIVw5XClcNVwlXD0WElTMI0FGEW5mE1rIX1cLVw9XCNcM1wrXDtcJ2wETbDVtgeFmEZrhuuF44J1w83CDcMNwo3DseGm4SbhpuFm4dbhOPCLcOtwq3DbcJtw+3C7cMdwh3DncKdw45wfDghnBh2hpPCyeGUsCvcJZwadofTwp6wN5we7hr2hf3hQDgYzghnhruFu4d7hHuGe4V7h/uE+4b7hfuHB4QHhgeFB4eHhIeGh4WHh0eER4ZHhUeHx4THhseFx4cnhCeGJ4Unh6eEp4anhaeHZ4RnhmeFZ4fnhOeG54XnhxeEF4YXhReHl4SXhpeFl4dXhFeGV4VXh9eE14bXhdeHN4Q3hjeFN4e3hLeGt4W3h3eEd4Z3hXeH94T3hveF94cPhA+GD4UPh4+Ej4aPhY+HT4RPhk+FT4fPhM+Gz4XPhy+EL4YvhS+Hr4Svhq+Fr4dvhG+Gb4Vvh++E74bvhe+HH4Qfhh+FH4efhJ+Gn4Wfh1+EX4ZfhV+H34Tfht+F34c/hD+GP4U/h7+Ev4a/hb+Hf4R/hn+Ff4f/hP9GoyIpkiMlUiMt0iMjMiMrsiMnciMv8qMgCqMoiqO2aK5o7mieaN5ovmj+aIFowWihaOFokWjRaLFo8WiJaMloqWjpaJlo2Wi5aPlohWjFaKVo5WiVaNVodFSJkiiNRJRFeVSNalE9Wi1aPVojWjNaK1o7WidqRM2oFbVHRVRG60brRWOi9aMNog2jjaKNo7HRJtGm0WbR5tEW0bhoy2iraOtom2jbaLto+2iHaMdop2jnqCMaH02IJkad0aRocjQl6op2iaZG3dG0qCfqjaZHu0Z9UX80EA1GM6KZ0W7R7tEe0Z7RXtHe0T7RvtF+0f7RAdGB0UHRwdEh0aHRYdHh0RHRkdFR0dHRMdGx0XHR8dEJ0YnRSdHJ0SnRqdFp0enRGdGZ0VnR2dE50bnRedH50QXRhdFF0cXRJdGl0WXR5dEV0ZXRVdHV0TXRtdF10fXRDdGN0U3RzdEt0a3RbdHt0R3RndFd0d3RPdG90X3R/dED0YPRQ9HD0SPRo9Fj0ePRE9GT0VPR09Ez0bPRc9Hz0QvRi9FL0cvRK9Gr0WvR69Eb0ZvRW9Hb0TvRu9F70fvRB9GH0UfRx9En0afRZ9Hn0RfRl9FX0dfRN9G30XfR99EP0Y/RT9HP0S/Rr9Fv0e/RH9Gf0V/R39E/0b/xqFiK5ViJ1ViL9diIzdiK7diJ3diL/TiIwziK47gtniueO54nnjeeL54/XiBeMF4oXjheJF40XixePF4iXjJeKl46XiZeNl4uXj5eIV4xXileOV4lXjUeHVfiJE5jEWdxHlfjWlyPV4tXj9eI14zXiteO14kbcTNuxe1xEZfxuvF68Zh4/XiDeMN4o3jjeGy8SbxpvFm8ebxFPC7eMt4q3jreJt423i7ePt4h3jHeKd457ojHxxPiiXFnPCmeHE+Ju+Jd4qlxdzwt7ol74+nxrnFf3B8PxIPxjHhmvFu8e7xHvGe8V7x3vE+8b7xfvH98QHxgfFB8cHxIfGh8WHx4fER8ZHxUfHR8THxsfFx8fHxCfGJ8UnxyfEp8anxafHp8RnxmfFZ8dnxOfG58Xnx+fEF8YXxRfHF8SXxpfFl8eXxFfGV8VXx1fE18bXxdfH18Q3xjfFN8c3xLfGt8W3x7fEd8Z3xXfHd8T3xvfF98f/xA/GD8UPxw/Ej8aPxY/Hj8RPxk/FT8dPxM/Gz8XPx8/EL8YvxS/HL8Svxq/Fr8evxG/Gb8Vvx2/E78bvxe/H78Qfxh/FH8cfxJ/Gn8Wfx5/EX8ZfxV/HX8Tfxt/F38ffxD/GP8U/xz/Ev8a/xb/Hv8R/xn/Ff8d/xP/G/bqDapTW5T2tQ2rU1vM9rMNqvNbnPa3DavzW8L2sK2qC1ua2ubq23utnna5m2br23+tgXaFmxbqG3htkXaFm1brG3xtiXalmxbqm3ptmXalm1brm35thXaVmxbqW3ltlXaVm0b3VZpS9rSNtGWteVt1bZaW91oTOuY0NfbY3QMR70xvq9zRqfeMTsYjd7JvT2dU42O4ei0JnT1TRicNqm7czdnwv+O7dbE3oGOCRM6ewbsCf8d6u0TOmalnDgc2ofydwwYBcBOgMUwsHN2sIv/Jer879AoGEbncNSL4Yyds4Oz7hyDmjzHoNb9X67J/8s12NM1upIkxNRZb45nT/nfsbre+I4+dcrQD33MQFf3xE69a3YwxjD+LsY/Znj8XcMv2BhG2jUc5THry127OOvPwdjlf8fDY0hzYtWdOrmvs7Onu6NnYtcEfcOOCYMDnXr37MBDmsSWvuHwS9A9O6gbDs1P7R76oW88/KyeOZ4lMmKubzz8rJ7hF66nY3pv/0Bf7/QpnUrRM1np7JlsjGV6vUxv7PD0emcHb+yUwZ7JHX2D07o7Bge83jlv6ZsNk/vmIGdMLavqmw2T+4bD5sOP7Z8dnM3neHn6/9+XJ+etylN9i+EnDwzPeYtZb9DArDdo3PAbNDj8Bo1jBoPMYNzwDAZnB21cX1fPZG1w1k9v3P+ZzeCct4xxvJGDfPK3mmOMM+c43maO493/d6xvOzzDPWYHe9v/fRT3+O9Q6+7tmdw/PLvaaGKFyKxrKVEQeS9rvLK1KrFGrBMbRD4xtRaxnVgQy+FYh1+HX4dbh1uHW4dbh1uHW4dbh1uHW4dbh1uHWy+1sVN6+3q03lk/h+9rMOcG7AbsBuwG7AbsBuwG7AbsBuwG7AbsRqGNm80c/B+zyXybsJuwm7CbsJuwm7CbsJuwm7CbsJuwm7CbzLvJ693i9W7Bb8FvwW/Bb8FvwW/Bb8FvwW/Bb8FvwW/Bb8FvwW+H3w6/HX47/Hb47fDb4bfDb4ffDr8dfjv8dvjt8Nvht8Mv4BfwC/gF/AJ+kenrDp/1k2cH7oVeQC+gF9AL6AX0AnoBvYReQi+hl9BL6CWzL5l9yexL+GXdbsyqJMMnecd/h0ajGI4dncMVbmx/d0f/lOHj3v8dz86SjB5NrBATYkoUxIyYE6vEGrFObBCbxBaxnVgQh1+NpAK/Ar8CvwK/Ar8CvwK/Ar8CvwK/Ar8CvwK/Ar8CvwI/gZ/AR85JAj+Bn8BP4CfwE/gJ/AR+Aj+Bn8BP4CfwU/gp/BR+Cj+Fn8JH2EkKP4Wfwk/hY+skhZ/CT+Gn8AV8AV/AF/AFfDyeCPgCvoAv4Av4Ar6AL+AL+AJ+Bj+Dn8HP4GfwM/hYPcngZ/Az+Bn8DH4GP4Ofwc/g5/Bz+Bg/yeHn8HP4Ofwcfg4/h5/Dz+Hn8HP4OfwcfhV+FX4VfhV+FX4VfhV+FX4VfhV+FX4VfhV+FX4VfhU+7k9wf4L7E9yf4P4E9ye4P8H9Ce5PcH+C+xPcn+D+BPcnuD/B/QnuT3B/UofPGiBhDZCwBkhYAySsARLWAAlrgIQ1QMIaIGENkLAGSFgDJHX4DfgN+KwDEtYBCeuAhHVAwjogYR2QsA5IWAckrAMS1gEJ64CEdUDSgN+A34TPWiBhLZCwFkhYCySsBRLWAglrgYS1QMJaIGEtkLAWSFgLJKwFEtYCCWuBhLVAwlogYS2QsBZIWAskrAUS3J/g/ATnJzg/wfkJzk9wfoLzE5yf4PwE5yc4P8H5Cc5PcH6CwxMcnuDwBIcnODzB4QkOTwryFeQryIfFEyyeYPEEiydYPMHiCRZPsHiCxRMsnmDxBIsnWDzB4gkWT7B4gsWTEn4Jv4Rfwi/hl/DL0prc1zGjc0LvtPHWbI/POpr9u3R0Ys3uQua4RxAzYk6sEmvelN7eqR3je2fM+awGsUlsEduJBXH4tUhxeIrDUxye4vAUh6c4PMXhKQ5PcXiKw1McnuLwFIenODzF4SkOT3F4isPTJHGH+pzxnd29M/83KUSeIvIUkaeIPEXkKSJPEXmKyFNEniLyFJGniDxF5CkiTxF5ishTRJ4i8hSRp4g8ReQpIk8ReYrIU0SeIvIUkaeIPEXkKSJPEXmKyFNEniLyFJGniDxF5CkiTxF5ishTRJ4i8hSRp4g8ReQpIk8ReYrIU0SeIvIUkaeIPEXkKSJPEXmKyFNEniLyFJGniDxF5CkiTxF5ishTRJ4i8hSRp4g8ReQpIk8ReYrIU0SeIvIUkaeIPEXkKSJPEXmKyFNEniLyFJGniDxF3CniThF3irjTaqkN9Pb09nsTuzr7Ovu7+mffshvd06d0zD60Onp6Bzq7O7s63GJ6f9dQfz/7brMY4Pdjejlyx07rmvXXieEb4+Z4sD12Wufk4QdFXUMP/z8sbTZLbXYOdGjrdkyb1jE8sCFDw1O3HfqVMsTTtpgydKTOAmobdEyf3qFv2DFt/MQOeaNBeeNBeesugxHIm3Qpm03p1TbvmjytQ9miY9BgNMomU7qU1tD/m/R3DWMadXfMHCMKeODIbbvjvxfC7Zxz+p0j0+8amf5cg//3qcOTm/18dfysyU2eNTltYmf3QIdBLnWPWVOb9cuB2VOblUybOntq3bOnNjzIZkvuGZR36zJ6h+en9E3p1ftnTa6izQ7KwNAc4SvTh+Y3Yej/oZta76wX3p3zNQ/+n2G6vXO+a4Nzvmu9/71rw8NAumn7aH32cCsmrxafTaSbtgt1aAwVffbzR37H55EmO6XJTmmyU5rslCY7pclOEXSKoFMEnSLoFEGnCDpF0CmCThF0iqBTBJ0i6BRBpwg6RdApgk4RdIqgUwSdIugUQacIOkXQKYJOEXSKoFMEnSLoFEGnCDpF0CmCThF0Wg7zBY21oLEWNNaCxlqgZoGaBWoWqFnQWAsaa4GUBVIWSFkgZYGUBVIWSFkgZYGUBVIWSFkgZYGUBVIWSFkgZYGUBVIWSFkgZYGUBVIWSFkgZUFjLWisBT4W+FjgY4GPBT4W+FjgY4GPBT4W+FjgY4GPBT4W+FjgY4GPBT4W+FjgY4GPBT4W+FjgY4GPBT4W+FjgY4GPBT4W+FjgY4GPBT4W+FjgY4GPBT4W+FjgY4GPBT4W+FjgY4GPBT4W+FjgY4GPBT4W+FjgY4GPBT4W+FjgY4GPBT4W+FjgY4GPBT4W+FjgY4GPBT4W+FjgY4GPBT4W+FjgY4GPBT4W+FjgY4GPBT4W+FjgY4GPBT4W+FjgY4GPBY21oLEW+FngZ4GfBX4WNNaCxlrQWAsaa0FjLWisBY21oLEWNNaCxlrQWAsaa0FjLWisBY21oLEWNNaCxlrQWAsaa0FjLWisBY21oLEWNNaCxlrQWAsaa0FjLWisBY21oLEWNNaCxlrQWAsaa0FjLWisBY21oLEWNNaCxlrQWAsaa0FjLWisBY21oLEWNNaCxlrQWAsaa0FjLWisBY21oLEWNNaCxlrQWAsaa0FjLWisBY21oLEWNNaCxlrQWAsaa0FjLWisBY21oLEW/JFd8Ed2QaMt+CO7oOEWNNyChlvQcAsaboH7BQ23oOEWNNwC9wsabkHDLWi4Bf4X+F7ge4HvBb4X+F7ge4HvBb4X+F7ge4HvBb4X+F7ge4HvBb4X+F7ge4HvBb4X+F7ge4HvBb4X+F7ge4HvBb4X+F7ge4HvBb4X+F7ge4HvBb4X+F7g+wzfZ/g+w/cZvs/wfYbvM3yf4fsM32f4PsP3Gb7P8H2G7zN8n+H7DN9n+D7D9xm+z/B9hu8zfJ/h+wzfZ/g+w/cZvs/wfYbvM3yf4fsM32f4PsP3Gb7P8H2G7zN8n+H7DN9n+D7D9xm+z/B9hu8zfJ/h+wzPZ3g+w/MZns/wfIbnMzyf4fkMz2d4PsPzGZ7P8HyG5zM8n+H5DM9neD7D8xmez/B8huczPJ/h+QzPZ3g+w/MZns/wfIbnMzyf4fkMz2d4PsPzGZ7P8HyG5zO8nuH1DK9neD3D6xlez/B6hs8zfJ7h8wyfZ/g8w+cZPs/weYbPM3ye4fMMn2f4PMPnGT7P8HmGzzN8nuHzDJ9n+DzD5xk+z/B5hs8zfJ7h8wyfZ/g8w+cZPs/weYbPM3ye4fMMn2f4PMPnGT7P8HiGxzO8neHtDG9n+DrD1xm+zvB1hq8zfJ3h6wxfZ/g6w9cZvs7wdYavM3yd4esMX2f4OsPXGb7O8HWGrzN8neHrDF9n+DrD1xm+zvB1hq8zfJ3h6wxfZ/g6w9cZvs7wdYavM3yd4esMX2f4OsPXGb7O8HWGrzN8neHrDF9n+DrD1xm+zvB1hq8zfJ3h6wzfZvg2w7cZvs3wbYZvM3ybtY88n/HTb2f4N8O/Gf7N8G+GfzP8m+HfDP9m+DfDvxn+zfBvhn8z/Jvh3wz/Zvg3w6sZXs3waoZXM7ya478c/+X4L8d/+eiRx2XEnFgl1oh1YoPYJLaI7cSCODz/HP/l+C/Hfzn+y/Ffjv9y/Jfjvxz/5fgvx385/svxX473cryX470c7+V4L8d7Od7L8V6O93K8l+O9HO/leC/Hezney/FejvdyvJfT5+b4L8d/Of7L8V+O/3L8l+O/HP/l+C/Hfzn+y/Ffjv9y/Jfjvxz/5fgvx385/svxX47/cvyX478c/+X4L8d/Of7L8V+O/3L8l+O/HP/l+C/Hfzn+y/Ffjv9y/JfT5+b0uTk+zPFhjg9zfJjjwxwf5vgwp8/N8WKOF3O8mOPFHC/meDHHizlezPFijhdzvJjjxRwv5ngxx4s5XszxYo4Xc7yY48McH+b4MMeHOT7M8WGOD3N8mOPDHB/m+DDHhzk+zPFhjg9zfJjjwxwf5vgwp7/N8WKOF3P625z+NseTOZ7M8WROf5vjyxxf5vgyx5c5vszxZY4vc3yZ48scX+b4MseXOb7M8WWOL3N8mePLHF/m+DLHlzm+zPFlji9zfJnjyxxf5vgyx5c5vszxZY4vc3yZ48scX+b4MseXOb7M8WWOL3N8mePLHF/m+DLHlzm+zPFlji9zfJnjyxxf5vgyx5c5vszxZY4vc/rbnP42p7/N6W9z+tuc/janv83pb3N8m+PbHN/m+DbHtzm+zfFtjm9zfJvj2xzf5vg2x7c5vs3xbY5vc3yb49sc3+b4Nse3Ob7N8W2Ob3N8m+PbHN/m9Ls5/W5Ov5vT7+b0u/mId+lnc/rZnL41p2/N6Vtz+tacvjWnb61SP6vUzyr1s0r9rFI/q9TPKvWzSv2sUj+r1M8q9bNK/axSP6vUzyr1s0r9rFI/q9TPKvWzSv2sUj+r1M8q9bNK/axSP6vUzyr1s0r9rFI/q9TPKvWzSv2sUj+r1M8q9bNK/azSV1Spo1XqaJU6WqWOVqmjVepolTpapY5WqaNV6miVOlqjjtSoIzXqSI06UqOO1KgjNepIjTpSo47UqCM16kiNOlKjjtSoIzXqSI06UqOO1KgjNepIjTpSo47UqB816keN+lGjftSoHzXqR436UaN+1Dgfa5yPNc7HGudjjfOxxvlY43yscT7WOB9r7SP5mAfnY43zscb5WON8rHE+1jgfa5yPNc7HGudjjfOxxvlY43yscT7WOB9rnI81zsca52ONdXKNdXKNdXKNdXKN87XG+VrjfK3x96caf3+q8fenGudxjfO4xnlc4zyucR7Xhs/jSvvw+nsoVogJMSUKYkbMiVVijVgnNohNYovYTiyI8CvwK/Ar8CvwK/Ar8CvwK/Ar8CvwK/Ar8CvwK/Ar8CvwE/gJ/AR+Aj+Bn8BP4CfwE/gJ/AR+Aj+Bn8BP4CfwU/gp/BR+Cj+Fn8JP4afwU/gp/BR+Cj+Fn8JP4afwBXwBX8AX8AV8AV/AF/AFfAFfwBfwBXwBX8AX8DP4GfwMfgY/g5/Bz+Bn8DP4GfwMfgY/g5/Bz+Bn8HP4Ofwcfg4/h5/Dz+Hn8HP4Ofwcfg4/h5/Dz+Hn8Kvwq/Cr8Kvwq/Cr8Kvwq/Cr8Kvwq/Cr8Kvwq/Cr8Kvwa/Br8Gvwa/Br8Gvwa/Br8Gvwa/Br8Gvwa/Br8Gvwa/Dr8Ovw6/Dr8Ovw6/Dr8Ovw6/Dr8Ovw6/Dr8Ovw6/Dr8BvwG/Ab8BvwG/Ab8BvwG/Ab8BvwG/Ab8BvwG/Ab8Bvwm/Cb8Jvwm/Cb8Jvwm/Cb8Jvwm/Cb8Jvwm/Cb8Jvwm/Bb8FvwW/Bb8FvwW/Bb8FvwW/Bb8FvwSzh4psAzBZ4p8EyBZwo8U+CZAs8UeKbAMwWeKfBMgWcKPFPgmQLPFHimwDMFninwTIFnCjxT4JkCzxR4psAzBZ4p8EyBZwo8U+CZAs8UeKbAMwWeKfBMgWcKPFPgmQLPFHimwDMFninwTIFnCjxT4JkCzxR4psAzBZ4p8EyBZwo8U+CZAs8UeKbAMwWeKfBMgWcKPFPgmQLPFHimwDMFninwTIFnCjxT4JkCzxR4psAzBZ4p8EyBZwo8U+CZAs8UeKbAMwWeKfBMgWcKPFPgmQLPFHimwDMFninwTIFnCjxT4JkCzxR4psAzBZ4p8EyBZwo8U+CZAs8UeKbAMwWeKfBMgWcKPFPgmQLPFHimwDMFninwTIFnCjxT4JkCzxR4psAzBZ4p8EyBZwo8U+CZAs8U1VLfavaVx/rM4bDV8D8ynDk7WFuNXKZmzRw5Gn4eninwTIFnCjxT4JkCzxR4psAzBZ4p8EyBZwo8U+CZAs8UeKbAMwWeKfBMgWcKPFPgmQLPFHimwDMFninwTIFnCjxT4JkCzxR4psAzBZ4p8EyBZwo8U+CZAs8UeKbAMwWeKfBMgWcKPFPgmQLPFHimwDMFninwTIFnCjxT4JkCzxR4psAzBZ4p8EyBZwo8U+CZAs8UeKbAMwWeKfBMgWcKPFPgmaIFvwW/Bb8FvwW/HX47/Hb47fDb4bfDb4ffDr8dfjv8dvjt8Nvht8Nvh98Ov4BfwC/gF/AL+AX8An4Bv4BfwC/gF/AL+AX8An4Bv4RfVvRthk/E3WcH7oVeQi+hl9BL6CX0EnoJvYReQsf+BfYvsX+J/UvsX2L/EvuX2L/E/iX2L7F/if1L7F9i/xL7l9i/xP4l9i+xf4n9S+xfYv8S+5fYv8T2JbYvsX2J7UtsX2L7EruX2L3E7iV2L7F7id1L7F5i9xK7l9i9xO4ldi+xe5mM8Jgfdi+xe4ndS+xeYvcSu5fYvcTuJXYvsXuJ3UvsXmL3EruX2L3E7iV2L7F7id1L7F5i9xK7l9i9xOYlNi+xeYnNS2xeYvMSe5fYu8TeJfYusXeJvUvsXWLvEmuX2LrMRvIyfuxcYucSO5fYucTOJXYusXOJnUvsXGLnEjuX2LnEziV2LrFziZ1L7Fxi5xI7l9i5xM4ldi6xc4mdS+xcYucSO5fYucTOJXYu6fpKur6Srq+k6yvp+kq6vhIbl9i4xMYlNi6xcYmNS2xc1kZ4zBcbl9i4xMYlNi6xcYmNS2xcYuMSG5fYuMTGJTYusXGJjUtsXGLjEhuX2LjExiU2LrFxiY1LbFxi4xIbl9i4xMYlNi6xcYmNS2xcYuMSG5fYuMTGJTYusXGJjUssXGLhEguXWLjEwiUWLrFwiYVLLFxi4RILl1i4xMIlFi6xcIl9S+xbYt8S+5bYt8S+JfYtsW+JfUvsW2LfEvuW2LfEviW2LbFtiW1LbFti2xLblli2xLIlli2xbIllSyxbYtkSy5ZYtsSyJZYtsWyJZUssW2LZEsuWWLbEsiWWLUt4JTy8WuLTEp+W+LTEpyU+LfFpiU9LfFoO+zQZPezRoVghJsSUKIgZMSdWiTVindggNoktYjtxhFsOxwr8SsWe1DV5sK9zYkf/FO7KvMGeiZ19/RN6h+4e3+3tOtg70Dnr+0v6+jsn8hjSJKnf2zPru3I6e7o7O4ae5A/M7J3jJo9i0AmDThh0wqATBp0w6IRBJww6rejTunpmf2dL54TeHsaQ8hKlvEQpL1EKLYWWNq3O3SZ0d0wbmgv3kD8dyc9sBC+K4E0RvCmCN0VAEpAEJAFJMC/BvATzEsxLwBVwBdwMbgY3g5vBzZhpBj+Dn8HP4GfwM/gZ/Ax+Bj+Dn8HP4efwc/g5/Bx+DjeHm8PN4eZwc7g53BxuDjeHW4VbhVuFU2WeVXhVeFV4VXhVeFV4VXhVeFV4VXg1eDV4NeZZY541+DX4Nfg1+DX4Nfg1+DX4Nfg1+DX4dbh1uHW4dbh1uHW4dbh1uHW4dbh1uHW4dbiN0d6E3u7enmlD5+RAR9/u3Juo3V19HdwA0cj16Z39Q4/iJoQGhEZDndjbM5kbTKfBdBq8nE2m1WRaTabVZFpNptWE2WRaTabVBNoE2mRaTabVZFpN+E34TfjDnVBSGT0SK8SEmBIFMSPmxCqxRqwTG8QmsUVsJxbE4XFUKqPNMZP6OqYODPZxBwOoMIAKA6gwgAoDqFSdmZ1dQ2V1oK+jv5/7GESFQVSa5mb/N3m7O72vs39CX9f0ga7h76QZupOhJLwUCS9FwggSRpAwAipyhYpcoSJXqMgVKnKFilxJ2q3O/oGuaR0DGKCSQEwhphBT5p5CToXW0d05fQq3mDk1ukKNrqTwU/gp/BQ+FbtCxa5QsStU7AoVu0LFrlCxK4J5U7krVO4KlbtC5a5QuStU7gqVu0LlrlC5K1TuCpW7QuWuULkrWWLOOvemdPVNtIZMOPuAN5bizdeSDUWGQPGuULwrWcMaStHZNXnKwBR3YEpfJ8f9zqSuGSPHbv+Qjnu4wfMYEsW8QjHnK8yGIi8JxbySMx6KeoWiXqGoVyjqFYp6haJeoahXKOoVinqFol6hqFco6pUq/Cp8inyFIl+hyFco8hWKfIUiX6HIVyjyFYp8hSJfochXKPJ8mVnCl5klfJlZwpeZJXyZWcKXmSV8mVnCl5klfJlZwpeZJXyZ2VBsWh19fb0zuzsnDRizjwan27Nj36y3YfiXE3tn9gwfjR968y0eNrHH/e9ofH+n3ds3MGXWN7t1dLtdPQOzllUTZp3KTueug10zhs6Wngmd2pTewf5Ob2jV1d07uWtCR3dP74A968GT+zq6B6b/dzh+wNy8HKqAQ//NOqhwMPq/g3TkIBk5ECMHtZGD+shBPnJQHTnIOBAjeZKRp2cjiGwkczqSJxm5Jxl5TDKSJxsZqhh5cDoyjOS/gxF6MjKe9L+DkV+JEUTlP+hI5mRkqOK/B49kFiPjEf/NaySzGHl69t8E/8sz+x5jcPr47t4JU42h93BW1IZvdU8ajn0D3B7onzK08tVm/zQmTp0drUld3d1Da+ne3fT1hl6caqqvN/T5E8Mhm7UEn/XrvqGPgTHQ19UxeXD6cOzj9sSe4dg9SZ/1LX/ds//Yl2St1uwEaWp19cwYPziUY2DW0fBD7N7pnT3c2T+ta+hj2zGhc+jzNuO/G0r/YI8+qXPa0CdOnfVD658+NFZ1QvfgeG1KZ8cQfGJXx9BaYqIzbbCfz2CnP8fxyIKaa1GTFrWnRe1pUXta1J4WtadF7WlRe1rUnha1p0XtaVF7WtSeFrWnRe1pUXtaI3xqT4va06L2tKg9LWpPi9rTova0qD0tak+L2tOi9rSoPS1qT4va06L2tKg97I0m7I0m7I0m7I0m7I0m7I0m7I0m7I0m7I0m7I0m7I0m7I0m7I0m7I0m7I0m7I0m7I0m7I0m7I0m7I0m7I0m7I0m7I0m7I0m7I0m7I0m7I0m7I0m7I0m7I0m7I0m7I0m7I0m7I0m7I0m7I0m7I0m7I0m7I0m7I0m7I0m7I0m7I0m7I0m7I0m7I0m7I0m7I0m7I0m7I0m7I0m7I0m7I0m7I0m7I0m7I0m7I0m7I0m7I0m7I0m7I0m7I0m7I0m7I0m7I0m7I0m7I02qsOv71CsEevEBrFJbBHbiQWxHI7Dr+9QrBDJP/z6DkVBzIg5EX4CP4GfwE/gJ/AT+An8BH4KP4Wfwk/hp/BT+Cn8FH4KP4Wfwk/hp/BT+Cn8FL6AL+CPvL4CvoAv4Av4Ar6AL+AL+AK+gC/gC/gCfgY/g5/Bz+Bn8DP4GfwMfgY/g5/Bz+Bn8DP4GfwMfg4/h5/Dz+Hn8HP4Ofwcfg4/h5/Dz+Hn8HP4OfwcfhV+FX4VfhV+FX4VfhV+FX4VfhV+FX4VfhV+FX4VfhV+DX4Nfg1+DX4Nfg1+DX4Nfg1+DX4Nfg1+DX4Nfg1+HW4dbh1uHW4dbh1uHW4dbh1uHW4dbh1uHW4dbn2Ey7wb8BvwG/Ab8BvwG/Ab8BvwG/Ab8BvwG/Ab8BvwG/CbcJtwm3CbcJtwm3CbcJtwy5EIv4Rfwi/hl/BL+CX84V3HRpO606TuNKk7TepOk7rTpO40qTtN6k6TutOk7jSpO03qTpO606TuNKk7TepOk7rTpO40qTtN6k6TutOk7jSpO03qTpO606TuNKk7TepOk7rTpO40qTtN6k6TutOk7jSpO03qTpO606TuNKk7TepOk7rTpO40qTtN6k6TutOk7jSpO03qTpO606TuNKk7TepOk7rTHK47ZTq8/imbw+uhoZgSBTEj5sOxwu8r/L7C7ysjv68S24kFsRyOCZwE7rAXhyJ5E/Im5E3Im5B32ItDsU5sEJvEFhF+Aj+Bn8JP4afwU/gp/BR+Cj+Fm8JN4aZwU7gpPAFHwBHkF+QX5BXMS5BfkF+QX5BfkF8wLzHCYV4ZnAxOBidjHhmcDE4GJyN/Rv6M/Bl5c+aRkz8nf05+PkfNnPw5+XPy5+TPyZ+TPyd/lfxV8lfJXyV/lfxV8lfJXyV/lfxV8lfJXyV/jfw18tfIXyNvjbw18tXIVyNPjTx18tTJUydPnXHWyVcnX51x1slbJ2+dcdbJXyd/g7wN8jT4fDTI0yBPgzwNnt/g+U2e3+Tz3GR8TcbXJG+TvE3G2SR/k/xNPndNOE3G24TX5HPXhNvidWnBb4fXDq8dXjucdvK3k7edPAXPLxh3wfMLnl8w3oI8BXkKxlmQr2CcBeMsyF8yzhJOyetUwisZdwm3hFvCLeGWvE4l/BJ+CbeEO+zDsjVcn4citzmf6LtL+u6SvrtsMa5WOXJ7eFz8m4KSf1NQ8m8KSv5NQdnO89pHHs/42hlfe8nzGSf9X0n/V9L/lfR/Jdcully7WHLtYsm1iyXXLpZcs1hyzWLJNYsl1yyWXLNYcs1iyTWLJdcsllyzOBSH51FwvhY1eDU4NTg18tfIy/nKtYgl1yCWXHtYcu1hybWHJdccllxrWHKtYcm1hiXXGJZcY1hyjWHJtYUl1xaWXFtYck1hyTWFJdcUllxLWHItYcm1hCXXEJZcO1hyzWDJtYIl1wiWXCNYco1gybWBJdcGllwbWP5/Tdy9rjU5EYXhdOBi0LGr/BcjdTbcA8EIApBIuXt6oP0U0Sx92l1vb+9a1e51rPnOBD7fmcDnOxP4fGcBn+8s4POdBXy+M4DPdwbw+c4APt/Zv+c7+/d8Z/+e78zf8535e74zf8931u/5zvo931m/5zvj93xn/J7vjN/zne17vrN9z3e27/nO9D3fmb7nO9P3fGf5nu8s3/Od5Xu+M3zPd4bv+c7wPd/Zvec7u/d8Z/ee70ze853Fe//7Xf/5/Dt193yn7p7v1N3znbp7vlN3z3fq7vlO3T3P8+df/vLXf/72629/+rmiXdGvyCvGFfOKdcX5w738h2pUp4JKalCTWtS+qqvcVe6qdFW6Kr2udX+hSqgS7i/cX6gcKocq6dp0bbo2XZHuJX2jVGW4dqANVwxXDFdMdz/dwVRluoOp3nQvU+Wp8rRCE2NhLIyFsTAWxsJYGAtjYSyMjbExNsbG2BgbY2NsjI2xMQ7GwTgYB+NgHIyDcTAOxjl/1O0/JVvJXjJKZslRcpZcJXfJorWitaK1orWitaK1orWitaK1orWi9aL1ovWi9aL1ovWi9aL1ovWi9aJF0aJoUbQoWhQtihZFi6JF0aJoWbQsWhYti5ZFy6Jl0bJoWbQs2ijaKNoo2ijaKNoo2ijaKNoo2ijaLNos2izaLNos2izaLNos2izaLNoq2iraKtoq2iraKtoq2iraKtoq2i7aLtou2i7aLtou2i7aLtou2i7aKdop2inaKdop2inaKdop2ilazZJes6TXLOk1S3rNkl6zpNcs6TVLes2SXrOk1yzpNUt6zZJes6TXLOk1S3rNkl6zpNcs6TVLes2SXrOk1yzpNUt6zZJes6TXLOk1S3rNkl6zpNcs6TVLes2SXrOk1yzpNUt6zZJes6TXLOk1S3rNkl6zpNcs6TVLes2SXrOk1yzpNUt6zZJes6TXLOk1S3rNkl6zpNcs6TVL+hi//O0f//7X3/PEFfk/sX7GFfOKdcW+4nxi3avWvWrdD+92Rb8irrhX7XvVvqzt8sval3V+rriVz618v8XyLc6tfG7lcyufr/L+iSvyinHFd9Xu9zP9fqbfz3SfWVfcyv275x0/V7Qr+hW3ctzKcSvHrRy3ctzKeT+c98Pjfmbcz4xLn5c+L33ey+e9fF7WvHXmrTNvnXXrrFtn3W+x7re4nbBvJ+x1K9+W2OtWXrfyvpVvt+zbLft2y77dsm+37Nst+3bLvt2yb7fs2y37dsu+vbHfjd1/xbsxa1SngkqqrpjUojZ1rnpfLK7CCIzACIzACIzACIzASIzESIzESIzESIzESIzEGBgDY2AMjIExMAbGwBgYA2NiTIyJMTEmxsSYGBNjYkyMhbEwFsbCWBgLY2EsjIWxMDbGxtgYG2NjbIyNsTE2xsY4GAfjYByMg1HdfjAOxsE4l/G+xVCN6lRQSQ1qUovaFEbDaBgNo2E0jIbRMBpGw2gYHYPPG583Pm983vi88Xnj88bnjc8b/zb+bfzb+Lfxb+PfxrWNaxvXNq5tXNt4tfFq49XGjY0bGzc2bmzc2LixcWPjxsaNjRsbNzZubNzYuLFxY+PGxo2N8xq/NX5r/Nb4rfFb47fGb43fGr81fmv81vit8Vvjt85HnY86H3U+Cj0UeijM9oj6t6Rc6/eNrH9b1P1uYdqGXzWsaVjTsKZhroXVDXMtdil3ZTXCGoSZE2ZOmAxpMqTJkDydnJz8m5yXvf5tUa71lEzrl1Yt+Si5J7knuSetblrd9KRL65zWOT3f0oqnFU8+Sj5K7knuSe5JnklOSU5JTkm/YPoF0zMq/YLpF0xOSX2f+j71ffoF07MidXbq7NTZ6bmQngvpuTD85sNvPjwNxk997n6PYbYPE33oiGGiD/N56JLBW8O0Hbpk2FUNfhv6ZfDbMIGHzhkm8LBvGnpo6KFh7g49NPTQyKrirvTQMGOHLhm6ZJiswzwdumToksHJg2sHhw6+HH7fYS8w/L6Da6f1m9Zv8tu0ftP6Tc6b1m9av8mD0wpNKzS5bFqraa2mtZr8NrlsWr9p/ab1m1w2reTkt2lNpzWd1nRy3vSMmubp5MbJjZMbp99j8uXky+VbbnuQw6vHU+14qh1PtbPqiss93H24+3D30RHHHD/m+PFUO/rlmAdH5xydc3TOMSOOHjpmxPH0O6bFMS2OaXFu1/1+HJ5qVKeCSmpQk1rUpjAaRsNoGA2jYTSMhtEwGkbD6Bgdo2N0jI7RMTpGx+gYHSMwAiMwAiMwAiMwAiMwAiMxEiMxEiMxEiMxEiMxEmNgDIyBMTAGxsAYGANjYAyMiTExJsbEmBgTY2JMjIkxMRbGwlgYC2NhLIyFsTAWxsLYGBtjY2yMjbExNsbG2Bgb42AcjINxMA7GwTgYB+Ng8Lm3xe5tsXtb7N4Wu7fF7m2xe1vs3ha7t8XubbF7W+zeFru3xe5tsXcrGbo9+TL5MvnSXvRVm7rc5MtNmZPddOxmYjcTu5kYJmGYV2FehXkVJlKYSGEihYkUOjH0X+i/0H+h60LXha4LvRZ6LfRa6LDQYaHDQl+Fvgp9FbopdFPopvipdbk9FHoodE7onNA5oV9Cv4R+CV0SeiPkByE1CKlBSA1CVhCygpAVhIQgJAQhIQi5QMgFooV6oUr4RqFeqBLuKtRLVdJdpXqpSrqrVC+rirsa6g1Vhrsa6g1Vhrsa6k1Vprua6k1Vprua6s2q4q6Wejq7LXelx+UCIQ0IGUDIAEIGEP3/VFBJDWpSi9rUvdOu77u+lxqE1CCkBiE1eBXGweCFzgvBC3HnaQRXBFcEV8Sdp6+a1KI2hcEpYQ4Fz0TD4J5oGGZJWPuw9mHFJQ4hcQiJw6vcqRWXPYTsIcKKhxUPK57uKrk7uTu5O83O5HPJRHhChCdEeEKEJ0R4QoQnRHhChATjVe6P45PjpRqvwuD95H1JR6QpIPMImUfIPF6FwfuSjpB0hKTjVaqYAjKPkHm8yp2aB9KPkH5EmgxykFdhTAwzQiLyKoyJYVpISUJK8ioMc0NeEvKSV2GYILkwzJLU2RKWkLCEhOVVGDo7dXbq7NTZMplXYejs1NlZnW2WyGlehWGWSGxCYvOqy5DdhOwmZDevCiqpQU1qUZvCMEuGWSL3CblPyH1ehcG1g2sH1w6ulRSFpCgkRa/C4OTByYOTByfLlkK2FLKlV2FwspQppEyvwuBkeVPIm16FwcmSp5A8vQqDk2VQIYN6FQafS6NCGvUqDD4ffD74fPC5/CrkVyG/ehUGnw8+l2mFTCtkWq/C4PPB54PPB58PPpeHvQqDzwefDz4ffD74fPD54PPB54PPB59L316FweeDz2Vzr8LgcyldSOlehcHng88Hnw8+H3w++FzC9/v/noBqVKeCSmpQk1rUpjD4fPL55PPJ55PPJ59PPp98Pvl88vnk88nnk88nn08+n3w++Xzy+eRzGWjIQEMG+ioMPpeGhjT0VRh8LhcNuWhMPp98Pvl88vnkc0lqSFJDkhqS1JCkhiQ1JKmvwuBz6eqrMPhczhpy1pCzhpw15KwhZw05a8hZQ84actaQs4acNeSsIWcNOWvIWUPO+ioMPp98Pvl88vnk88nnk88n106unVw7uXZy7eTaybWTayfXTq6dXDu5dnLt4trFtYtrF9curl1cu7h2ce3i2sW1i1cXry5eXRy6OHRx6OLLxZeLLxc3Lh5cPLh4cHHe4rfFZYvLFpct3lq8tXhrcdTiqMVRi48W9yyeWZyy+GPxx+KPxRWLKxZXLF5YvLB4YXHA4oDFAYsDFgcsDlgcsHT78hRau/4NQxcvXbx08dK7S+8uvbt07NKxS8cufbr16danW3du3bl157ame9S/TWpRm/po6e8B6e8B6e8B6a8A6a8AKVVLWVrK/lP2n/K1lK+lfC3l/CnnTzl/SvdTup/S/ZTpp0w/ZfopyU9JfkryU36f8vuU36fUPmX1KaFPSWDKpFMSmJLAlESnTDBlgikTTEl0SgdTOpjSwZREp5ww5YQpJ0xJdEoMU2KYEsOUGKbEMCWGKSdM6WDKBFOanNLBlBynvDhlgikvTmeKUjqY0sF0kihlgtncczuquPvmnttR5U7+lCSkfUTaR6R9RNo9pN1D2j2kPUPaM6Q9Q9oppP1B2h+k/UHaFaRdQdoVpL1A2gukvUDaAaQdQNoBpB1A2gGkHcD7Qu+Knf8BBb7gHQB4nK1Wa3BbxRndvaunlWspJgkmjrOSrpXYkYyN0uCQ3KIrWQpN5GKDQyKlDLLjmPAcm8qiU+rgMJBOM5Ta06Q8CzYPpwxOxtdXSao82njotB2YTpNO/zGUmJL+6INioKUDQ+ueXSkJzORPZyr7nLPfY/fb3bt7pXgV2co+UI6QesLZ39n7RIe+bznqeYn9rcjW8Fh8KbtAetifyTj7EzkP2IgPHh9aMWAQ7QXAvjDL3i2mUlGjBA1fK9VqbIqeEAFr+Yroz9i7ymGymnA4zlvL6mTkHSuRqDSuX19uFNc0R8/Hq9g75ANAYe+w86Sx3KvYeG10Pq7CQdnDxEsp4WSC/YGYgEIM9laxYVV0/Az7DeJvsjfILtntDUtdHMWAv2Y/JTVY3nF2rBI5VqxeHCXxPHuCUDILPgfMAfOAjQywn5ARYBSYBmzEC+ZAC9ApPGyKTWGek+jvBbcAA8AoYMPOvgb/vYLZq+weEkTf77ODZCn0cXZA6ivQ5dCX4F8JfRG20PGK/RxUxJ+t+J+BvQz6dEWfgr8O+iRsoT+q2A+yguw3VNEJlrdWcl98JeJ+oBVgaB1E6yC27iAsAqbsUXafrDQDjULvLyu2a48V0OQz2lO8+proBLZ0D7Z+D3ZuD3ZuD7EhNHwxZ7ic08yGkTOMnGHkDGNXWlke9fJ4YATsA/wAw77nse/Cb4JngXPS/xh4DJgQFvsW9rEJs9rP7rEaOQ7Z7uINRjR2it2JrTbYncVr6qOjly13lTiI0OqKekVuv4z2F92LhLe/uLy+rMi6N17N+sh3AIUsATcAXwGSgI31WQ0t/CS7mdzvIkY1H1FG2IhtxG5rTdKaMyxKulwER7KGNRPdRY7znE7b9k3E97GdKEjAPmAQGANsWG0Ofj+7A8hhX3KY1B3wEzCB5QPOoT0HtcPyIs+LPC+8Xni98BKwiHQBPcBgJeq4FLnYR+TPiwiwGtFqeKuxyjnwvGgBW2CpsFRYKrLOKZ9jhj6wH+gCmPTNAXh+4Iux1kq8B3DI+LzMuRgzRF/lcyOyeraJmk10oomONVFDj8WjRhBUU1Ozb7RjuuNMx9kOW65joGOkg7WVFmaLVrg1KjUYEnrMumZ5tM0b36hMY2Y58DhwHmCEg1uAGDAA2JRpMMfbrQWIAZ1ADrCjxxFxZ8G8EhP+cRkTLRFXvhRnWMNha8PazvjX8R7LAeMAw9iHET8ss8utaek3wXPS31nJn5B+Dr7Yh8k+4t2xo8IciAE5YBCwk7NsO96728X4YA4MAtOAje3A33a2XTmCv8PKYRYx1OuWcrJsGSGkZrHLF/cpi/BQVfqq5Kcl75cck9xgVG9RP9mi/nyL+t0t6mo0lEYSR+Cg5IDhiatH42pnXG2KqxjtahIgqrJUskMw/avkmyVHjCUB9dOA+nFA/TCgPh9QHwioXw2IfitwLVRliWSPYPqk5C2SVxkerv6Kq9u52sbVuEpfoKhOEpJXSq4TTD866k16ifsU/YgkMRK19CZeUogUumDpcch/LP0myL8t/QXIZ5Z+gJ+mn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st9MRWBQA25uz6tjWKt8ruzL3YGQ19lO62Sg0uU5t/RlGQ22BlhdlCDvaaVpVXRW4pekNtX2P2MLcivOJ4kLOdQKVuJoQaFzpNAvtsMhBw1hU1+rrWSElu2D8IOerWH7U70IsHrvBdH8/PZKE5cNz71wuMN9EUs+pNY7PublnJ+z/+b9QXNfZ3tGDsHbZgyWTsRxuNB4hqP94f+WZ0x/vjAf2oaZidsB8kr4PlnnDFXoSahBBLBiSBLeyBKSt46cxmbKW5eAYoezw2msFKGGWw8NzVW1xM11EQuM8HJa46bSeeBlTQ209KrqXQJnDpxvmQ4SJhi6l/CKMBupeCW3LK7bNZMhJSgp0C+hGzZYM+WjZphJbC5p+C5MUvKrnWmLO2lkjNIEjZbYPCcxC4Ywnx64Yc/rOBw6D9bZrCv/iHRph+qcOUYNYTzxOMTqr+/BsdxGNDuwW6iVvEY0hB3mTTFXXi8tCwrYtqWVdEm/B7h9zS+RHgRlW/cNJBs2nTjUGAjRsf4zDJ0r+XIJJ+fnx/49tfW88BGLz3AO/RluYnDreDch9wWvSHgLTkbR+QHO/RJt+j0xwH6MjMIkb4sw0I5tQCJntKhfoPSGLUWCTUEjK1jFsigSZP6J4Hq17pk22JDLjW0zUKDJloP4uviF2rzQa9XnEf0KcM3tu9rxAKJyQIdpOIyPB8LsMYh1zWyj17Wh0XF0sgUe36+MVVvxUqZjJaVc6q1iizfhkE8NK7epj2n4BSDQDuvqEepAOauyyo8alwIZaqA6IDVJ1/wPIKrJPofMjOYsz3xZ2yd5LSyVARb1px+hNNN61eBiDuZcok2wWpq478aLdLKlxF3bAnz83+Lv9gXftg76PSj+mPWGRqVBfFVQL7XXGuVrqI1BcdxqfbjCjpepdriq0DTGdOpgC8VnKo37tFRKe4n5jtN9TXUN74vcIKYDr246OTQPjafBCQFl3fVXvZCIeOCEB3TynhcfyujjJTSyYzl+5fJ4wXZoxeXQee2vkNgKbTXolY+sORHqMxMhDLCY14XG4L+lPIWvSGStGgLlD+qjppmNub+CMUOg70w7sV0RR1HadjSmeQnzUsm0RcGigeGaDlytsvDgIe4mhoD37YtdCO+/Aj3VBHRUbCr17M7VFeVKKYSZ7ipBJYs4mA6iqbCxgkiaQfS0Scf82nbMCuORSxV3/YgDPMNtF2fPnhOmyKa0hX6iG7QU6Xbg7sqOmTN8gR6eQpYxRKBw9Y3or9xTBf0h2ETkbgWX4/5mzG24Ic4PfKN8W9DHFV0InGV6sgChSD0iQpgSAuWHRLULUDefNxMHhadHxD1fNrUwiVlFZ7t+XI3E1H9RIPPmtJ86Q6YtHhjb+hn+1SO2H2E10VVWaTNpXngp+lR+n1StbKEaTUg6gxJ+2tx2mTn0AMLMX0h/j1rx6cFAAAAeJw1jztv01AYhr9zjs855hInx7WjYOKoiZu2qpW4TepWIVYcETNUqCDRi7h07NDBGzsbbNmQ6H9gIRFVOiD+AR4qJi5B+QEZYGzrCDuI4ZPe95HeR/oAQwCAj+kBEOBQHyBwvCGXxtPGgNEf3pDgJMKApJimeMjZr2tviFLeFGVRLYtygBdnS+h0dkIPLt8H0hcAoACzl+SCKnNvC3bhEbz78Np++gky6Ank4R46O9ODQK7xz6gHGBbRPsiAUK+blXBmZBi+NXJZn4idc1T76PM+xuDH4zhy4vFUbTlT5PycjCe535FoOc3J18nG+t2uZmRGYTJ1rVHoEtYPifDTffdG6Hcx74eJpODbRmRHjh3ZicZe33iGkjfmpyk4izRmVerYXVneaqNGB7uby1ZFwXO2ubXdIc1GCRPtP+ngtCNycf2cPI4ZfmX5h01aMrJahlFcLKg1r5rbe1H16iYnnBEq89Xt+5WH4YPKNy5MPW+qsqyaed0UPP5Olcs/VLnqSeHVW8LaR/4SOb0pY4mx81Lhzlq7vHOYXchJtxZyIi9zVdxeDY7iN3oxdRR1/Z8r3gX4CxKAbkx4nGNgZGBgYLN6+KYwkSue3+Yr03wOBhB45P+8DUH/K2a+xBoK5EIkGQCFyw0XAAB4nGNgZGBgDWUAAq4FIJL5EgMjAwqQ1gEALBsCIwAAAHic7V0J2F3Tud5nj+ePmHMNIa5olHvNTXoNSQkJMc/REEkIjeGWGqqGtKh5Cg1ytQgRNIIornlKXEpFS0xV19ByiSko4rYirb7v931r73X2Oec/589wuR7ned5/7WHttdfwrW9909p/OCcYHOAXXh8ElSeRXhYE0beB+UEQLxUEyV3AMbj3MO4dpuA9ovI5zo8GEpyvqPnbQdhH4coR3B4E2Vq4/kMtS1K7F+6J9Dk82w/paEs/w/UjkT6s55XfA+/g/Go9Tg/U6/EmlgLhTNzvjfQmK2Oiti86FrgS+BfcOw3pryydb/1hfeGnArQhnYaU71jZu8923GHP3wwgT7gX7o0Bbtb+Ctmnf0We/fXZBG1ORgEHaV9IWZtouxsh3UD7gv3gQ/rBg2u79EMJ8o4BXh4D+8KlNe8dXYv4PODQ+joIHq6FlD2ovn5ENKMYOzd+RLgq8Dccf1aq4+T6NqW/1fF14DjXYLaOe0g6vq++zQ5CD0YLDpUPtZ3xHGAnyzvQUvYD6Cj6T6SYD8mJXp4Ncf0tXFsTKes0TWk24Tw4B3VGf4S7At/E+dra9nBLpLdhLnQg37/i+o5IiYtxPEnHPdkcx6/bO4ZpudLGG4CjUMafcH0LbS/bnTyC86eR4l3JGjjeyuh3urVxpocxxTyNDtZyZX59rHnjS3ROVPGu6j+hniNQpwjlDtFxzO4EeuDaash7ldJNGOt4sh0cK6lDv9Yp6ciV4dJ0FeuD7tY33Y2+rP/yd1jq2kX6qk4o6uyey/Bc/Kz1db9ibsm8KL2bYym0balrV137LOXYkBZdWtc+40WujvF8uw++Ev/OG4cPgB3r61F+X13bZysth2fj/F19F/shvQi4UMuLB9t8HmH5extNXKyI/x3lbY10gtduPBeC/pNuRoOH4Pxzpc/otYJX5/yE5V/mnRuPSFbxeAnWnLi/0n/+7G7Ko6NZOO7r8XHkCb8FgFeGbwKfGq87A+06wHCgV84e1i+YownanfxbLa/Icb4i+rmht/ZXuJWl5xgP4fpxDfAjYGhQrCPkG7tZ/z0DgM9E9xZ9KUBbk8z6qL/2bzxEyxb+t7L1keVPfwCAPjNe/1hpNjkB10j/N2nfC318YG0F7wnfVlSwVlf+VxFijobnar7wDF3Po366hud4QhH+QuHWuXgHheOH4W66nnFd5rGsd3vatU0VeVnX1yLqbtfHAyfh/FLgQS8P1sPKSKTgneGJVo9l6pGXR57EMvauf5e8Y08tX3CpyR6lfMLLgSgMFsuPfdvox3d//Vu0vxjrZnSY8bKVC9oWnruH8g1fhhF6GKc8MpqrPFHk2beUH5O3k5/KOrqrPi98cx9cI185zfjidM3PvHyG6xF5Zvq8ri2cd8KXOZ/WsLV6tiJdHtcwh9LA3hHrdcoI0bW6zsl7h+o1odULTb7A/fA3mic2vih8BDIE5c3oEqVrWY++DyyH8+00r/CaocoPI/CRZKryx/xdm9j9C609vH6c1W0v6xPwsBR9ED/vrXuD9R0ilyB/zLUF81jktskq2wh/3hfgWguZJV7JnkO/xuT3S6C80VbPx4Bv6juk/qOVH8u4HKNgnwo/RhkJ2hz/WvPy3EHGieMKeoiOQLq/1pH9LQAdpPNQP/DK+CNdt4Vu2KZPbNx3srHH88laWl56sK7fzCv58Vz8Pzr2jibiT62Og63/NjGZDmUkq2ofpHhntpqu1elKxpfQ1qyK9EhbMwZpSjk2PtbW0VNtDd1DEUH3iCHnJIfo2iL1d/LNaB13kfH/HojuI2vYDOSnHIRr8fZIyTf/CzhX5cfo8WLdlnnE9WOcrZFOlqdsAVpL17Z63mH1uVLX7wz0l0COTmKjd4xtQnlnCb2fTsExdK+E9Hwy8kOGTZfQvo12tvkx1fpzI4Br7tNFWgU9ZVvb/cv1felWxXudrBP/qZ5vZJBbMqz5Cd4Tj7I59kcbM/YbaCuk7DVG5Q2hS7QrvRXPzLA6suxrjY8Ms/ZTP3rX5NUhJttRB7gF6R/wTtIB9ItkHZz/oKij41+STixS0njEdz5tNM617x2lH46hSxOs+fFvipT0TTolrbB90ZOmh/Q2njTE0j2LMjLIKckdxs+ayOG5LLpmbere5fpF0vsKPpynvsy6kTe2o5X2RI69skFqdYyMFjlfhGbd+JyO41uUzoTGB+o4ptRXQO9pL+SnTNoT9+9BW5fGtX9WfSClnoT5E5OW2D8/LdqRgHfF62gZCfnD8cD3rcx1jWf103lMmdDpJRnKSV7U8absluBdMd4TPxWIrpEsp2PQcTjomPyHdVvS5gbvk1d/prwr/oseJ5SZIQPHoJ80sXscn4OsfuSx4J0xZKNkbX0uAR9NvgMsa+W8aeWCFpNJWibvyzXwsBhyU3y75ud8T6CXJCsA4J3Jdz3ZEbwiRH9UnlFZlr9cBsdYxGfZMW1Ld+txcrPdoxyK96eHBk31cpdH5uKRmobn6Tsi41kuXzqyOA7fs3PoBNR7kyVVn5F1/2h9PgRtVENF/N7ikkwW749t4a/yinetj3f8rqYix0OPCKlLXIBzoPLfOOfaQf5yuJ5HPwOesPX7JuVrkg/lxOfaHF1L+UUEfYR6n5SN5xLahbD2iR3LQBqhjF6FvJA8hONTgqAb5li3nlav9RS04ySQi1PwUOpQIWWYzTFvDlQ67lKf4NkMNBqdaOvzcKQVXAcPrRyv9a6crteZptRjH9GUiGcWiIYYhimydRTVbRTpqgrOFSJbXcGyHQLw3ZRrG/hTspfxYfR3PFzXBdYnz7sYfvEy7SGhTfcbANfwgdYXn2oZ7DcB+ivEWhWuaeNvdXd91wx+n5aR93FnGNYabmzK48NxYf83gshnn+qYVV+wsdurgBvPMqh/5xilY1mGrPkzlbaiKzyc0Dl82vHPs5cU0XAts7NfN+hCyRPN74eYh5S5cxoZVZ/H9Xu79OP6nf3N+UYaZx+0Qxf+OLMcN5/8sfP7n2W7OZRjVC0tuLJ5LO2YWdBxuY8J17/uGYI04NdV5rujG5vHeTmHaTlcmyvHaHvYH1LfFa0Ot9eWSfC6zCFX7kLwgfilBX92YX5is7wToHwZmNx7m63tt6ucG3HNP0zlLVlzblOdTWSuObgOniKyMHh+AhkkORPPvB+oLIMxi6mP/gTXB9vzXLc3DUQ3jR/V56Nt7T5p4yo7Rh7RJTH3qC9HWCvTzQKR06PrVJ+T8e2G890xXtTpeymSazRPxPr8MhC7WEI/wgiVJVkG88SJPUPb6BA95jPRA3YdOkXEttH2B10y2tRAGfYyk1lZBnU2yDTR3zBHb0R6kbWR8vEuwBWKFPI/7QyUr9KqyZmJrsVVym6Qy+IZuPcfei2+F8e08bO/X1N5MJ2E86kq98b3A/RlUP/nWs+1H31BPUPGlXbp5VUOpr8q3saAaynW5/gRK4P1u1nPxa/FttJGvrTZ16nHQ6cU3RzPRVtov4g9nTI7bXd/Nh2WsskPLT/qGV+n8ixlBfoocn8Wx+dJA8oTn833kPdRkxM53rSno/8i6i60dc/Cez7Se5THhQ42UDoOofNHH5qNmbov+i+8ThENVv5bAS1UUC/6XMLhStfOJkGE0NVCyK30mYSURXoEoldwTAVvBKJPMBXcZTjWgHGqHKApbS7hbMPO3jGeq4DGxO77ouXj+gz6CUF3IcYnpC6GvghHaXliE37b8rk8bxR50ouVVjiWEWg5vVznafyAzo2IehP1Uoyn2IVpD4iNjkGLYqPn2HF8WCfnA6Tt+EjT86AjVTDG6Ul6PffRjkU6z8qHPB7RF/PjQHSU3H/gbHjm8xRbXl/NI7r6G9ZHh9sYoC8rDyrYl2IfBx+pXG/9wWP2I9pdGauyM/tR7Fz0U6yq7WN/R/QfbGj29detH+/yxoN9ujGAskLQR3iUXl8gfur07n2s/8qps2nMsfMWadmH1TR1vkrnXzPfVKu07BNz+m85pb9Jxq1JStsZ52w5dX66pmkLn5iz5+RpyUdXTnPfaqvU/MvN0nZ9nmLznVikEn9hcDaF3LbgbBuWOn9f7tctpTI+NwWFr+o59W1znAmuqbQpl209izptmwabpK38rm2n5lNvmZbHyvnTW6TSx7Mbp7StiK+d9rzHg8KudU4LXNU56A9oCGf7vt8D5YMdW2C+InmqhL0V4oftDM62/kIJ+ysaxaW4MSJoK6NtK8FanNAmP7RziE+C8gnjkdCf4u/tDLsq0iWBZfUdgl8oXL+7fnT94tqX19ne78pd2HFc2HFZVO1ut+6VFxTiz+3TuM45Dc4vkMfZ9GmDhgz+M3U0sJzBowcf4nubq6DPr2HfuJibXQswL9uH1wfVoEhDxoohrfB9yFeBTlBB/1U60Y+oO2SbK6Qd80t+eLOV5RgW1MTK0T+ZnNG4fMbwVenDoL6yeiBxaITwmVfs+VtUvqk8qmuXyJcvmqwC/UT85q/a8TuWzrK23WcyUG+NX8vj27ry/I2evHSiHsfU75yfbpr2k1vvs/1wvK2te/TDHar3RZZAGVXI4zH0uPgUALKexKpMs/K8uEPaIGizlmPauNEPGeggpY0ffVqlDwrPJTeqLidj/7aWxTzh+6qPJI95KXQisYmvD1AnpU9jsoF+3+WDXEZzY+7QjT4t8I5sqVpEGBf6z+hbTiGPi43Vxo1p+gzKhq6bQD6gfbsmjtKQVTQV3Q3oNumLRRw0AX2ZhniFQGMkHyyut1s+5UaJnaO+Sz1gmMoaIu+QT9D+Tx8q6FRilAabf5a2gS30ObFVMxazv46fyIFcl09WWV/0wWkqT8UWFyfYSlPxd0B+SkGv1BnlmNfGe/fPUjCPPNvX5FvW4WivTA/pjvaskxF74Zwy/7qB+r55bX2llYj8Dfoa/QGiI6xhmFPwQLHJrK2gz1voc7q1bVpQxCyMsHk0zDDB+P98LYPPir96LeOt+xTrgeP1Ln7C+cZZJusiMbCMs5igIA8lhNYvCeplWJOzQ4vBEN8laDwZieuYd9XjURf6wwbqWEobwHdS+rvGqg+dcllKm8I4qyPla/M1y3X63HBOX7L45Lme83hJnef01WX0P/+lXpbsWMV8iEOVD4s/eQdNo6eaLAYNfrQj0o5AW5T49/Fexhdn4DUp2pWluMcxpE0Ucz+hvP6dIPcXS70P9s5JG/THHKV0kkFvT5cu6uv8rRHp/Q2rw1oGi5XKllMwlor+JZfm8YqMEaDdg/rSBYHGWo3ResT0G9KusgvGaDu8exmkPZBiLma/Rdpf7QX0yZXTXLdtokMy1iccG+Q6Yz4mHNO7iza6eUPfvvBpvpf80/lquyu/pz2Cse/xlEDsbk4Hc/qWxPNNCep0SNFnsdZG2xho42N8yTqKcLSuF7QjZFfrscSD0r+/s46x1J1ljTK904+fdu3rU5uH8i2flTilv+M+7YJsE+Naxlnfsd2x8Tin06+mfZtQbt3YOy/H0ppOXdaFOX/EnzYA6ZwgX4fZt7SJxWPN3jZN+4hzkXyg+pz2qcQNUD75TOdb6Py5vyxiSfz4Ta6HsiYOUJufA8dWxpdr3XvKj6KXA7WV0kZ7q859xqVIWdcYr2XZGB/GPNEuy1TiAI4tUonjJI+jneh9jUmMelk5tNHeoPWROv1IUT24Ft02U5+pzKnbdZ4lfMe9SGlbm6d1SpAnBm0xjlrsyucZxitc/CVjRWt8t4xnxNrDGEnyCh7X+G053s5fS9vxgbr2SVztz6zsN8zf+7E+J/wXfLuCfkxfMzvhbgt3nG2g8mFUOo7vCSSGJenV3jFtsTWYqsgYv0Y75T12/EDnx7KOTdA+IqSeLyn9Cr+iXJ6qzOrWpXB6E8wygA7DimElPL+aIv12UTeJoWoA2uJdX7k0oq2zr/Io+hkY98RYqGYpaSkhTW5ZOvbKbvajD9CBfJ2+Xdp5iSroswNzoAr+kTGuGrJux9DOywgnlc5bgLTGfpA1xe+LV2rpiGPVjMa6RD+Obji/GOM0pva4CjkqXUF9Q/4x1yrKpfHc2mPhP+T559ce+7SepMWxTxOcoxX0aUiZDOui+CUuVPr02x0vbXRp9OL3k+g+z3opZbWPipQ/6jzu19L24EHivACR7QY3wRzD5won+7XENF1zyshtGwODOt2/GegTlDjecUEu24r8OkLXQUm5Jo8s5Ns6ZEGh+3eGXRTpB0EuX4ssMawWTp6uQ8km4WTjdsD1k/JIGU4Gr8P0Eua2j2RfRRx3wru+ZzhWQV2pLdDXeEoDHGeA3FWZ0x5i0Ge4uUL8u4D444jZlkK+l7hFzEPRx8qgvHp9G7hHwXKiXysoD4ifyscuTbB3LeJx7YMyabp5PSL6QU9tgENqkXEvCdf1iuFSlcnodxbZbICHXUooyTqCs0uw6zV5IaNXB9m1Uy19T0E7rey/ahTvR5n7JkVM3fKY9iBlQlZKX2gP5K3ODyv+QvPB1vgJDzD9/xKVA3M/rPlshQ9v6PlgGXvKfTa0bZ0RqC+QvuCLba30jinLR42OoY/RFy35aXegXnGQ3WNs/aF2zHVhWcv3c1175Zh7eRmTSZvGq4HYWvgT+dr25sg5dNlwo2LOc66Lr/sxb64e4s3L22rnnuR7tZhX0ZneXDnO5shwo3ePNpPdlW4ZQyvyNOH2F3A/YX9rh7MTsH7vGy/qYaCOXOIrtIsxjc8u4Ooq/GGmgu+SOh9ndWVcwaFW38e9uTpRwX0K3O/GOsdc5zmnIGel3wCoqzLGgW3juvY6QL8292J8rvfE/rSTzTu2c8OgZn+u6EuHF8jlKsaEYAzD/RQR8+1fbyfO7bwrK8TmShwd1NibpT8HGrY32L5u7rkWnKagXUFi30Aj2QDdn83YkMj0/nx/GPVY6g/URx+wlLHxjB9mnDH94OzTOQqxy9P2Rpn8Vk0Fbe4fp21UdD3GZbN9jI+hzeNOmxuk+fuKerRCXf3Wbly/kGsS5mII2g23s77bRmWwELo04zvCndrPR3sx7TpceyrnqB4m69BCoitrvKDFWp2vs52ti3OawNYuxnY1gs8T2mm/2PD7qDwdX2T4sc4BmU/eGuavVeShtMlSr8vjeKBjtxPHw/gdSRnDc3KQx/GEpO+tlcdybyXXjVzGLo+J24PYvRbkvUTZ/1Peo9hoLyX3T8oeStrpTIbx90XW4FLll7mP4FJF+Ze/Z3ztuxrlz+/NL97t8pVBvYjw20Pk/eC/68Pivr+PlLFxLk+2b2OksxT+tcofDW8qgr8qwszQoahMVJSvR4bKKMPuhocM0xW53dSBPvaehhUMPUuo1ILlu/6R2LOBRtf0XbxveNz6nDL3M3aNax5tarRZmmwttqJvFeu0rDvjdb6Kj7pvUMiqw20eUia9Rees8FOuc7QpYZ5xT3SGelVpF4c+SL9XCjkjO1j5SM4jGsmunk7hZH3WyfEPvsOVzXu0o4stc3w9nyrzIydz5+9CWbKus85cz88rni/zLWnzXO1Tzn1ZT2kri4Nc5uZzlB1oR5N3nWp9wn3O/ncR9gtyGcqhRkfy0KlOdFw9auStso5joDzjUKfflNttuktbeksbOov0k6efiE7i9BJPBxH5bm/LY30v/T6yqE/MeNwP7JnHtV9k/6jj7UMMvq5S5vmnGHxdxeknbegR7egOIkvTPk8Z7ru14B718rXO0Cx/V6//f6vH4r7+Za2Hi5dxYHyJD/erW8f7GJpdL8t27jrXo+4mX7xg597zrWTIPN5palBvBzrbA3kY7SGMLaccRLvbizq36Z9uiRmKbIKhV/05vy8jAJ/I6JMd4Z0/p+ddloHbtYnd3Rqt5OlG/H1hkA5ojXZtaU1tbC3sYvl6cqrRwWJOc5vBIkJ6TGu0ZTMvx+XtXX+ex5V9FEj8ncTcufNl9XxB5kqj87q50qM0V3p4vOHhAtxjIbYMjinzgAaSWUa/jIV3dhTuzYBcmNCuQXl0svEEz94j+0VoI6FvdZ7C2dBJW2KzoZ1kH6PpqzSP+Ik9uVHePVnh7Dwi6zlbj7PjkEfRBjPRwzxth9hokMYrBiqf8PtcZ+m40OfGeI+UNhTG6Qy2d1JmZTxa76BGvpdv3vgw3SRlvPZD2jf8NgD3cIt952Szd62PfodsL3thbtb80eVBoS/18eCd8/s6Oc++X98lsYknFXmZp/yrKa8T1D3n6rONnVN/XToo4hx4b1vDZIXUscEewvJPvnfH2DgXE+3D57de/HsznufbEJrN6a9/X52f0Ignc9R859DBdAHf7+n/5LtbtEuAZ0Xk29zzxngVi5NgjISLjyjvlRfdjzzK/HnyXRrah+cqz6DcQznL7Ydl/IjspabOQvsT9Zn9AvER89sdggMb5KOcZvEsfj75Nhl4QHjE/wHGLH5wb1g+Lg/Xni/oT+IYXrbUHb8c5N9Daxdis+0CGJPQFcg3XNoEYxjahfNTtoO6uJpGmNpFTNJUfOqtMKY1GJ/RChKn4WOzWjCWw4fEb7gYDovpICR+oxHOb4yyDS+3db7YHBJf1gSMG2mGVuXQLu5D4kzaxQMe7lkwMLbFB+Ou2sK1wLNB0NFR0o1/V4AxMo0gfLsBJJbG4cICjLNxWNj572LJ6mBxZIwp4zca5NsPlFmbxFE4hI8tAh51Q4s6X9JF7NDgXRb3xm8cZOtqnBjTjv080Md5uvLf8GmFfHcBfJj+U7F7uPH7pBYSq+tBrt2gkH0DFnvkvs8hfsCFwSRLz1xIDOkEwxTNvkHSKb9oMlc5L0jfHBv2Eb/7x1jGRojWa4xw6xIGKbpKh19VdFUGWBzgN7C/CuAe/S8dhnYt/xfdh18WfOHj1rc5r1tgfLxo0YznLjAWUC5rhjre3y4GNcEi7j9+h2RB0LbcWQK/W+mD34fxIfKMyTSCL8H68mWYywuru9bISZ7e6fTDXNeBfFOOb+cegq9/i/bn9n90Q//L9022RD9zrxH3jO6okHzrfbH1/Kr9hKa5j4PfxhhkdP5skSYbQ9fCmFQxJzq473QErkF+qULfrB6Bc4xRB3kXv3+G57lXld/lyn6v+9urd+I+xrIDemYHvxWAcjv4zb7+yMe43M2Nh+I9CfhcOkTBffOEfI+D/owV8cxwYCxwBTBPj6vL2/n5KPd14Hnkte9GcJ9CSj1xe+Ass8PweHVcv05T6oIZ9znsEcg+UILfHiXy80TB/EnPoPjW5ieaUu/s6Gn2LcYocR9uN7xrTRyfAHAf5auB7pVFuYxlip8o3pPbxkYqZM8o+pZ7iWU/8Se6NlT/jHLfU103H782vo9YY+OlLZc2XtqS6NcxG++iss1mw9TvJ3GOvwrUtv3TQP5PS5W+dNBOdoL6zKvc5zsF6QrmU59iYzxFxza9w7uO57MzNG9HPwDj1nER8AfgKAA01AF66ZgDQOfveNrOeQx+3fEgMBHPX+1d5/MHaN7wAnTmeKxNVwXyvyv4HQXZH8+x+kDHIzlf6YR7mxmvXHkLzzCO9lPgJzim3Yg2e5QTTFRI3B79juiDcEagsUcsf5QdW/w591xzbJrZbatvNUarH20kMp+X0fLdOCb0oXKeLFXIBdzX7tZ4xoT776dttdGeStr8nEzh7yGjHYf9x3ztyCFOLohOqpcRGHfdShfyZYNF9eu2Af/+A5ig5yAAeJztwjENAAAIA7AJwr8qREwDJ0nTJhkAAAAAAAB4bgEAAAAAAICbAklZ8s8AAQAAGy0ATwAFAAAAAAACABAALwCHAAASNgCXAAAAAHiclVS7ThtBFL1+AAIFlEQpUkTRrWhAlg0FSKQBGiAYS5aBItV4d2yPWO+sZnaxXKZMl9+gyR+kzS/kB/IhOXMZO0FRCmzt7plz349dInpJP6hG8qut199EXKOtxoeI67TW+BRxA/zniJvA3yJeoReNnxGv0lazHvEaHTW/wKrWXIej1+Ih4Bq9a7yPuA4/HyNugE8ibgJ/jXiF3ja+R7wK/lfEa3TffEUPxLRHberQIVCXDCXkyJLHNaIS3CmQo0LuCowByqkFyTFl+DP1wY1pApmXk8ZTQ/se9xSam7RBZ8BDcJpm0OnBn4aXAc0FMV3C9xyeK4mZAY0lF8ZloTOH7SIKL7Nu0z7Q9vJ0QLuSgYKHArqMuApxgo+E7qLuBU4TsEFaIUO/rGgA3kgV2X/zGUknmE5wHkISWCV9eFrjox8bK2WJUkGaSL2L/s5g64SpoJVK3xj8RLgunSOn0B0jdrl09kjstWhomiJm6HMqd44ZLXRZeC9TNchlMb8/dQR5iSwMLD26QA+81+4cctckzno7KvnUusI6VRqbt/g4y7hvxpPSc1977e512trcONNDp2fcK3Q+mBeaL9XcViVndmwSTmwxd8GEg+v2Pm+Hx8Eu91VWTPhM5YlN7sBe2EnOZ1XqQ6DBxHjO/vYzso5PzDAzico4RoSORVD2tnKJ5pDvTDnNVZ5qx+VEc/d8wJcm0bnXR+y1Zj0d6jTVKWePLKfaJ84UoT6JkepSmcyjFT3syjW6f0W3tIM3QUl3h9JL6l1cX17d7pyqzAwdzmHxxxhjJiOlvh5XmXLPdPIs5RtZF78caQfja+NJN9r5UE2n1eZn+nwqXqyxkqUMH4BUVi5UeCfrPXqyrv9+PsZyrrB6C+3wMk5xDi+mkeVEp2P8ME/FpVOpnip3x3b0OMPlLo6drYpAJ3ZaqNxojOk3hO4gz3icbNgFcBTr2q7hdnfvHtwdMtONe0hwdydAgGDB3d3d3d3d3d3d3d31rAXv/+99Th2q4AsZuacnkKueIBjy59cvARmE/H9+hbL+8weKYAiOEAiJUAiNMAiLcAiPCIiISIiMKIiKaIiOGIiJWIiNOIiLeEgISYIkRZIhyZEUSEokFZIaKYgUQgojRZCiSDRSDIlBYpHiSAmkJFIKKY2UQcoi5ZDySAWkIlIJqYxUQaoi1ZDqSA2kJlILqY3UQeoi9ZD6SAMkDpmPDEAGIjuRSciTf17zKGQ4MhNZiixAhiHXkP7IeBRDcWQkMhkZguxHbqEEMgtZhnxEPiCfkHnIG2Qo0hxJQFogrZCWSGtkDpKItEXaIO2Q9khHpAPSCemMPEO6IN2Qrkh3pCfSA9mCzEV6I72QPkhf5AXyCtmGkiiF0sgvlEFZFEE5FEV5VEBFVEJlVEG+oiqqoTpqoCZqoTbqIJdRF/XQEJoETYomQ5OjKZD7aEo0FZoaTYOmRdOh6dEMyFo0I5oJzYxmQbMiP5CHaDY0O5oDjULDaAT10QDNieZCc6N50LxoPuQxmh8tgBZEC6GF0SJoUTQaLYbGoLFocbQEWhIthZZGy6Bl0XLIIrQ8WgGtiFZCK6NV0KpoNbQ6WgOtidZCa6N10LpoPbQ+2gCNQxuijdDGaDzaBG2KNkMT0OZoC7Ql2gptjSaibdC2aDu0PdoB7Yh2QjujXdCuaDe0O9oD7Yn2QnujfdC+aD+0PzoAHYgOQgejQ9Ch6DB0ODoCHYmOQkejY9Cx6Dh0PDoBnYhOQiejU9Cp6DR0OjoDnYnOQmejc9C56Dx0ProAXYguQhejS9Cl6DJ0OboCXYmuQleja9C16Dp0PboB3YhuQjejW9Ct6DZ0O7oD3YnuQneje9C96D50P3oAPYgeQg+jR9Cj6DH0OHoCPYmeQk+jZ9Cz6Dn0PHoBvYheQi+jV9Cr6DX0OnoDvYneQm+jd9C76D30PvoAfYg+Qh+jT9Cn6DP0OfoCfYm+Ql+jb9C36Dv0PfoB/Yh+Qj+jX9Cv6Df0O/oD/Yn+Qn9jCIZiGIZjBEZiFEZjDMZiHMZjAiZiEiZjCqZiGqZjBmZiFmZjDuZiHhbCkmBJsWRYciwFlhJLhaXG0mBpsXRYeiwDlhHLhGXGsmBZsWxYdiwHFoWFsQjmYwGWE8uF5cbyYHmxfFh+rABWECuEFcaKYEWxaKwYFoPFYsWxElhJrBRWGiuDlcXKYeWxClhFrBJWGauCVcWqYdWxGlhNrBZWG6uD1cXqYfWxBlgc1hBrhDXG4rEmWFOsGZaANcdaYC2xVlhrLBFrg7XF2mHtsQ5YR6wT1hnrgnXFumHdsR7IFeQu1hPrhfXG+mB9sX5Yf2wANhAbhA3GhmBDsWHYcOQ6cgO5idxBriK3sRHYSGwUNhobg43FxmHjsQnYRGwSNhmbgk3FpmHTsRnYTGwWNhubg83F5mHzsQXYQmwRthhbgi3FlmHLsRXYSmwVthpbg63F1mHrsQ3YRmwTthnbgm3FtmHbsR3YTmwXthvbg+3F9mH7sQPYQewQdhg7gh3FjmHHsRPYSewUdho7g53FzmHnsQvYRewSdhm7gl3FrmHXsRvYTewWdhu7g93F7mH3sQfYQ+wR9hh7gj3FnmHPsRfYS+wV9hp7g73F3mHvsQ/YR+wT9hn7gn3FvmHfsR/YT+wX9htHcBTHcBwncBKncBpncBbncB4XcBGXcBlXcBXXcB03cBO3cBt3cBf38BCeBE+KJ8OT4ynwlHgqPDWeBk+Lp8PT4xnwjHgmPDOeBc+KZ8Oz4znwKDyMR3AfD/CceC48N54Hz4vnw/PjBfCCeCG8MF4EL4pH48XwGDwWL46XwEvipfDSeBm8LF4OL49XwCvilfDKeBW8Kl4Nr47XwGvitfDaeB28Ll4Pr483wOPwhngjvDEyHY/Hm+BN8WZ4At4cb4G3xFvhrfFEvA3eFm+Ht8c74B3xTnhnvAveFe+Gd8d74D3xXnhvvA/eF++H98cH4APxQfhgfAg+FB+GD8dH4CPxUfhofAw+Fh+Hj8cn4BPxSfhkfAo+FZ+GT8dn4DPxWfhsfA4+F5+Hz8cX4AvxRfhifAm+FF+GL8dX4CvxVfhqfA2+Fl+Hr8c34BvxTfhmfAu+Fd+Gb8d34DvxXfhufA++F9+H78cP4AfxQ/hh/Ah+FD+GH8dP4CfxU/hp/Ax+Fj+Hn8cv4BfxS/hl/Ap+Fb+GX8dv4DfxW/ht/A5+F7+H38cf4A/xR/hj/An+FH+GP8df4C/xV/hr/A3+Fn+Hv8c/4B/xT/hn/Av+Ff+Gf8d/4D/xX/hvAiFQAiNwgiBIgiJogiFYgiN4QiBEQiJkQiFUQiN0wiBMwiJswiFcwiNCRBIiKZGMSE6kIFISqYjURBoiLZGOSE9kIDISmYjMRBYiK5GNyE7kIKKIMBEhfCIgchK5iNxEHiIvkY/ITxQgChKFiMJEEaIoEU0UI2KIWKI4UYIoSZQiShNliLJEOaI8UYGoSFQiKhNViKpENaI6UYOoSdQiahN1iLpEPaI+0YCIIxoSjYjGRDzRhGhKNCMSiOZEC6Il0YpoTSQSbYi2RDuiPdGB6Eh0IjoTXYiuRDeiO9GD6En0InoTfYi+RD+iPzGAGEgMIgYTQ4ihxDBiODGCGEmMIkYTY4ixxDhiPDGBmEhMIiYTU4ipxDRiOjGDmEnMImYTc4i5xDxiPrGAWEgsIhYTS4ilxDJiObGCWEmsIlYTa4i1xDpiPbGB2EhsIjYTW4itxDZiO7GD2EnsInYTe4i9xD5iP3GAOEgcIg4TR4ijxDHiOHGCOEmcIk4TZ4izxDniPHGBuEhcIi4TV4irxDXiOnGDuEncIm4Td4i7xD3iPvGAeEg8Ih4TT4inxDPiOfGCeEm8Il4Tb4i3xDviPfGB+Eh8Ij4TX4ivxDfiO/GD+En8In6TCImSGImTBEmSFEmTDMmSHMmTAimSEimTCqmSGqmTBmmSFmmTDumSHhkik5BJyWRkcjIFmZJMRaYm05BpyXRkejIDmZHMRGYms5BZyWxkdjIHGUWGyQjpkwGZk8xF5ibzkHnJfGR+sgBZkCxEFiaLkEXJaLIYGUPGksXJEmRJshRZmixDliXLkeXJCmRFshJZmaxCViWrkdXJGmRNshZZm6xD1iXrkfXJBmQc2ZBsRDYm48kmZFOyGZlANidbkC3JVmRrMpFsQ7Yl25HtyQ5kR7IT2ZnsQnYlu5HdyR5kT7IX2ZvsQ/Yl+5H9yQHkQHIQOZgcQg4lh5HDyRHkSHIUOZocQ44lx5HjyQnkRHISOZmcQk4lp5HTyRnkTHIWOZucQ84l55HzyQXkQnIRuZhcQi4ll5HLyRXkSnIVuZpcQ64l15HryQ3kRnITuZncQm4lt5HbyR3kTnIXuZvcQ+4l95H7yQPkQfIQeZg8Qh4lj5HHyRPkSfIUeZo8Q54lz5HnyQvkRfISeZm8Ql4lr5HXyRvkTfIWeZu8Q94l75H3yQfkQ/IR+Zh8Qj4ln5HPyRfkS/IV+Zp8Q74l35HvyQ/kR/IT+Zn8Qn4lv5HfyR/kT/IX+ZtCKJTCKJwiKJKiKJpiKJbiKJ4SKJGSKJlSKJXSKJ0yKJOyKJtyKJfyqBCVhEpKJaOSUymolFQqKjWVhkpLpaPSUxmojFQmKjOVhcpKZaOyUzmoKCpMRSifCqicVC4qN5WHykvlo/JTBaiCVCGqMFWEKkpFU8WoGCqWKk6VoEpSpajSVBmqLFWOKk9VoCpSlajKVBWqKlWNqk7VoGpStajaVB2qLlWPqk81oOKohlQjqjEVTzWhmlLNqASqOdWCakm1olpTiVQbqi3VjmpPdaA6Up2ozlQXqivVjepO9aB6Ur2o3lQfqi/Vj+pPDaAGUoOowdQQaig1jBpOjaBGUqOo0dQYaiw1jhpPTaAmUpOoydQUaio1jZpOzaBmUrOo2dQcai41j5pPLaAWUouoxdQSaim1jFpOraBWUquo1dQaai21jlpPbaA2UpuozdQWaiu1jdpO7aB2Uruo3dQeai+1j9pPHaAOUoeow9QR6ih1jDpOnaBOUqeo09QZ6ix1jjpPXaAuUpeoy9QV6ip1jbpO3aBuUreo29Qd6i51j7pPPaAeUo+ox9QT6in1jHpOvaBeUq+o19Qb6i31jnpPfaA+Up+oz9QX6iv1jfpO/aB+Ur+o3zRCozRG4zRBkzRF0zRDszRH87RAi7REy7RCq7RG67RBm7RF27RDu7RHh+gkdFI6GZ2cTkGnpFPRqek0dFo6HZ2ezkBnpDPRmeksdFY6G52dzkFH0WE6Qvt0QOekc9G56Tx0XjofnZ8uQBekC9GF6SJ0UTqaLkbH0LF0cboEXZIuRZemy9Bl6XJ0eboCXZGuRFemq9BV6Wp0dboGXZOuRdem69B16Xp0fboBHUc3pBvRjel4ugndlG5GJ9DN6RZ0S7oV3ZpOpNvQbel2dHu6A92R7kR3prvQXeludHe6B92T7kX3pvvQfel+dH96AD2QHkQPpofQQ+lh9HB6BD2SHkWPpsfQY+lx9Hh6Aj2RnkRPpqfQU+lp9HR6Bj2TnkXPpufQc+l59Hx6Ab2QXkQvppfQS+ll9HJ6Bb2SXkWvptfQa+l19Hp6A72R3kRvprfQW+lt9HZ6B72T3kXvpvfQe+l99H76AH2QPkQfpo/QR+lj9HH6BH2SPkWfps/QZ+lz9Hn6An2RvkRfpq/QV+lr9HX6Bn2TvkXfpu/Qd+l79H36Af2QfkQ/pp/QT+ln9HP6Bf2SfkW/pt/Qb+l39Hv6A/2R/kR/pr/QX+lv9Hf6B/2T/kX/ZhAGZTAGZwiGZCiGZhiGZTiGZwRGZCRGZhRGZTRGZwzGZCzGZhzGZTwmxCRhkjLJmORMCiYlk4pJzaRh0jLpmPRMBiYjk4nJzGRhsjLZmOxMDiaKCTMRxmcCJieTi8nN5GHyMvmY/EwBpiBTiCnMFGGKMtFMMSaGiWWKMyWYkkwppjRThinLlGPKMxWYikwlpjJThanKVGOqMzWYmkwtpjZTh6nL1GPqMw2YOKYh04hpzMQzTZimTDMmgWnOtGBaMq2Y1kwi04Zpy7Rj2jMdmI5MJ6Yz04XpynRjujM9mJ5ML6Y304fpy/Rj+jMDmIHMIGYwM4QZygxjhjMjmJHMKGY0M4YZy4xjxjMTmInMJGYyM4WZykxjpjMzmJnMLGY2M4eZy8xj5jMLmIXMImYxs4RZyixjljMrmJXMKmY1s4ZZy6xj1jMbmI3MJmYzs4XZymxjtjM7mJ3MLmY3s4fZy+xj9jMHmIPMIeYwc4Q5yhxjjjMnmJPMKeY0c4Y5y5xjzjMXmIvMJeYyc4W5ylxjrjM3mJvMLeY2c4e5y9xj7jMPmIfMI+Yx84R5yjxjnjMvmJfMK+Y184Z5y7xj3jMfmI/MJ+Yz84X5ynxjvjM/mJ/ML+Y3i7Aoi7E4S7AkS7E0y7Asy7E8K7AiK7Eyq7Aqq7E6a7Ama7E267Au67EhNgmblE3GJmdTsCnZVGxqNg2blk3HpmczsBnZTGxmNgublc3GZmdzsFFsmI2wPhuwOdlcbG42D5uXzcfmZwuwBdlCbGG2CFuUjWaLsTFsLFucLcGWZEuxpdkybFm2HFuercBWZCuxldkqbFW2GludrcHWZGuxtdk6bF22HlufbcDGsQ3ZRmxjNp5twjZlm7EJbHO2BduSbcW2ZhPZNmxbth3bnu3AdmQ7sZ3ZLmxXthvbne3B9mR7sb3ZPmxfth/bnx3ADmQHsYPZIexQdhg7nB3BjmRHsaPZMexYdhw7np3ATmQnsZPZKexUdho7nZ3BzmRnsbPZOexcdh47n13ALmQXsYvZJexSdhm7nF3BrmRXsavZNexadh27nt3AbmQ3sZvZLexWdhu7nd3B7mR3sbvZPexedh+7nz3AHmQPsYfZI+xR9hh7nD3BnmRPsafZM+xZ9hx7nr3AXmQvsZfZK+xV9hp7nb3B3mRvsbfZO+xd9h57n33APmQfsY/ZJ+xT9hn7nH3BvmRfsa/ZN+xb9h37nv3AfmQ/sZ/ZL+xX9hv7nf3B/mR/sb85hEM5jMM5giM5iqM5hmM5juM5gRM5iZM5hVM5jdM5gzM5i7M5h3M5jwtxSbikXDIuOZeCS8ml4lJzabi0XDouPZeBy8hl4jJzWbisXDYuO5eDi+LCXITzuYDLyeXicnN5uLxcPi4/V4AryBXiCnNFuKJcNFeMi0HWIeu5WK44VwLZhGxGDnAlkQ3IRuQgVwrph+xDBnOlkeVcGa4sV44rz1XgKiKHuEpcZWQXspurwlXlqiE7uOpcDa4mV4urzdXh6nL1uPpcAy6Oa8g14hpz8VwTrinXjEvgmnMtuJZcK641l8i14dpy7bj2XAeuI9eJ68x14bpy3bjuXA+uJ/KZ68X15vpwfbl+XH9uADeQG8QN5oZwQ7lh3HBuBDeSG8WN5sZwY7lx3HhuAjeRm8RN5qZwU7lp3HRuBjcTGYHM5mZxs7k53FxuHjefW8At5BZxi7kl3FJuGbecW8Gt5FZxq7k13FpuHbee28Bt5DZxm7kt3FZuG7cdmYIsQaYhU5HX3A5kITKO28ntQmYgi5HR3G5kAjKR28Pt5fZx+7kD3EHuEHeYO8Id5Y5xx7kT3EnuFHeaO8Od5c5x57kL3EXuEneZu8Jd5a5x17kb3E3uFnebu8Pd5e5x97kH3EPuEfeYe8I95Z5xz7kXyFbuJfeKe8294d5y77j33AfuI/eJ+8x94b5y37jv3A/uJ/eL+80jPMpjPM4TPMlTPM0zPMtzPM8LvMhLvMwrvMprvM4bvMlbvM07vMt7fIhPwiflk/HJ+RR8Sj4Vn5pPw6fl0/Hp+Qx8Rj4Tn5nPwmfls/HZ+Rx8FB/mI7zPB3xOPhefm8/D5+Xz8fn5AnxBvhBfmC/CF+Wj+WJ8DB/LF+dL8CX5Unxpvgxfli/Hl+cr8BX5Snxlvgpfla/GV+dr8DX5Wnxtvg5fl6/H1+cb8HF8Q74R35iP55vwTflmfALfnG/Bt+Rb8a35RL4N35Zvx7fnO/Ad+U58Z74L35Xvxnfne/A9+V58b74P35fvx/fnB/AD+UH8YH4IP5Qfxg/nR/Aj+VH8aH4MP5Yfx4/nJ/AT+Un8ZH4KP5Wfxk/nZ/Az+Vn8bH4OP5efx8/nF/AL+UX8Yn4Jv5Rfxi/nV/Ar+VX8an4Nv5Zfx6/nN/Ab+U38Zn4Lv5Xfxm/nd/A7+V38bn4Pv5ffx+/nD/AH+UP8Yf4If5Q/xh/nT/An+VP8af4Mf5Y/x5/nL/AX+Uv8Zf4Kf5W/xl/nb/A3+Vv8bf4Of5e/x9/nH/AP+Uf8Y/4J/5R/xj/nX/Av+Vf8a/4N/5Z/x7/nP/Af+U/8Z/4L/5X/xn/nf/A/+V/8bwERUAETcIEQSIESaIERWIETeEEQREESZEERVEETdMEQTMESbMERXMETQkISIamQTEgupBBSCqmE1EIaIa2QTkgvZBAyCpmEzEIWIauQTcgu5BCihLAQEXwhEHIKuYTcQh4hr5BPyC8UEAoKhYTCQhGhqBAtFBNihFihuFBCKCmUEkoLZYSyQjmhvFBBqChUEioLVYSqQjWhulBDqCnUEmoLdYS6Qj2hvtBAiBMaCo2ExkK80ERoKjQTEoTmQguhpdBKaC0kCm2EtkI7ob3QQegodBI6C12ErkI3obvQQ+gp9BJ6C32EvkI/ob8wQBgoDBIGC0OEocIwYbgwQhgpjBJGC2OEscI4YbwwQZgoTBImC1OEqcI0YbowQ5gpzBJmC3OEucI8Yb6wQFgoLBIWC0uEpcIyYbmwQlgprBJWC2uEtcI6Yb2wQdgobBI2C1uErcI2YbuwQ9gp7BJ2C3uEvcI+Yb9wQDgoHBIOC0eEo8Ix4bhwQjgpnBJOC2eEs8I54bxwQbgoXBIuC1eEq8I14bpwQ7gp3BJuC3eEu8I94b7wQHgoPBIeC0+Ep8Iz4bnwQngpvBJeC2+Et8I74b3wQfgofBI+C1+Er8I34bvwQ/gp/BJ+i4iIipiIi4RIipRIi4zIipzIi4IoipIoi4qoipqoi4ZoipZoi47oip4YEpOIScVkYnIxhZhSTCWmFtOIacV0Ynoxg5hRzCRmFrOIWcVsYnYxhxglhsWI6IuBmFPMJeYW84h5xXxifrGAWFAsJBYWi4hFxWixmBgjxorFxRJiSbGUWFosI5YVy4nlxQpiRbGSWFmsIlYVq4nVxRpiTbGWWFusI9YV64n1xQZinNhQbCQ2FuPFJmJTsZmYIDYXW4gtxVZiazFRbCO2FduJ7cUOYkexk9hZ7CJ2FbuJ3cUeYk+xl9hb7CP2FfuJ/cUB4kBxkDhYHCIOFYeJw8UR4khxlDhaHCOOFceJ48UJ4kRxkjhZnCJOFaeJ08UZ4kxxljhbnCPOFeeJ88UF4kJxkbhYXCIuFZeJy8UV4kpxlbhaXCOuFdeJ68UN4kZxk7hZ3CJuFbeJ28Ud4k5xl7hb3CPuFfeJ+8UD4kHxkHhYPCIeFY+Jx8UT4knxlHhaPCOeFc+J58UL4kXxknhZvCJeFa+J18Ub4k3xlnhbvCPeFe+J98UH4kPxkfhYfCI+FZ+Jz8UX4kvxlfhafCO+Fd+J78UP4kfxk/hZ/CJ+Fb+J38Uf4k/xl/hbQiRUwiRcIiRSoiRaYiRW4iReEiRRkiRZUiRV0iRdMiRTsiRbciRX8qSQlERKKiWTkksppJRSKim1lEZKK6WT0ksZpIxSJimzlEXKKmWTsks5pCgpLEUkXwqknFIuKbeUR8or5ZPySwWkglIhqbBURCoqRUvFpBgpVioulZBKSqWk0lIZqaxUTiovVZAqSpWkylIVqapUTaou1ZBqSrWk2lIdqa5UT6ovNZDipIZSI6mxFC81kZpKzaQEqbnUQmoptZJaS4lSG6mt1E5qL3WQOkqdpM5SF6mr1E3qLvWQekq9pN5SH6mv1E/qLw2QBkqDpMHSEGmoNEwaLo2QRkqjpNHSGGmsNE4aL02QJkqTpMnSFGmqNE2aLs2QZkqzpNnSHGmuNE+aLy2QFkqLpMXSEmmptExaLq2QVkqrpNXSGmmttE5aL22QNkqbpM3SFmmrtE3aLu2Qdkq7pN3SHmmvtE/aLx2QDkqHpMPSEemodEw6Lp2QTkqnpNPSGemsdE46L12QLkqXpMvSFemqdE26Lt2Qbkq3pNvSHemudE+6Lz2QHkqPpMfSE+mp9Ex6Lr2QXkqvpNfSG+mt9E56L32QPkqfpM/SF+mr9E36Lv2Qfkq/pN8yIqMyJuMyIZMyJdMyI7MyJ/OyIIuyJMuyIquyJuuyIZuyJduyI7uyJ4fkJHJSOZmcXE4hp5RTyanlNHJaOZ2cXs4gZ5QzyZnlLHJWOZucXc4hR8lhOSL7ciDnlHPJueU8cl45n5xfLiAXlAvJheUiclE5Wi4mx8ixcnG5hFxSLiWXlsvIZeVycnm5glxRriRXlqvIVeVqcnW5hlxTriXXluvIdeV6cn25gRwnN5QbyY3leLmJ3FRuJifIzeUWcku5ldxaTpTbyG3ldnJ7uYPcUe4kd5a7yF3lbnJ3uYfcU+4l95b7yH3lfnJ/eYA8UB4kD5aHyEPlYfJweYQ8Uh4lj5bHyGPlcfJ4eYI8UZ4kT5anyFPlafJ0eYY8U54lz5bnyHPlefJ8eYG8UF4kL5aXyEvlZfJyeYW8Ul4lr5bXyGvldfJ6eYO8Ud4kb5a3yFvlbfJ2eYe8U94l75b3yHvlffJ++YB8UD4kH5aPyEflY/Jx+YR8Uj4ln5bPyGflc/J5+YJ8Ub4kX5avyFfla/J1+YZ8U74l35bvyHfle/J9+YH8UH4kP5afyE/lZ/Jz+YX8Un4lv5bfyG/ld/J7+YP8Uf4kf5a/yF/lb/J3+Yf8U/4l/1YQBVUwBVcIhVQohVYYhVU4hVcERVQkRVYURVU0RVcMxVQsxVYcxVU8JaQkUZIqyZTkSgolpZJKSa2kUdIq6ZT0SgYlo5JJyaxkUbIq2ZTsSg4lSgkrEcVXAiWnkkvJreRR8ir5lPxKAaWgUkgprBRRiirRSjElRolViisllJJKKaW0UkYpq5RTyisVlIpKJaWyUkWpqlRTqis1lJpKLaW2Ukepq9RT6isNlDilodJIaazEK02UpkozJUFprrRQWiqtlNZKotJGaau0U9orHZSOSiels9JF6ap0U7orPZSeSi+lt9JH6av0U/orA5SByiBlsDJEGaoMU4YrI5SRyihltDJGGauMU8YrE5SJyiRlsjJFmapMU6YrM5SZyixltjJHmavMU+YrC5SFyiJlsbJEWaosU5YrK5SVyipltbJGWausU9YrG5SNyiZls7JF2apsU7YrO5Sdyi5lt7JH2avsU/YrB5SDyiHlsHJEOaocU44rJ5STyinltHJGOaucU84rF5SLyiXlsnJFuapcU64rN5Sbyi3ltnJHuavcU+4rD5SHyiPlsfJEeao8U54rL5SXyivltfJGeau8U94rH5SPyifls/JF+ap8U74rP5Sfyi/lt4qoqIqpuEqopEqptMqorMqpvCqooiqpsqqoqqqpumqopmqptuqoruqpITWJmlRNpiZXU6gp1VRqajWNmlZNp6ZXM6gZ1UxqZjWLmlXNpmZXc6hRaliNqL4aqDnVXGpuNY+aV82n5lcLqAXVQmphtYhaVI1Wi6kxaqxaXC2hllRLqaXVMmpZtZxaXq2gVlQrqZXVKmpVtZpaXa2h1lRrqbXVOmpdtZ5aX22gxqkN1UZqYzVebaI2VZupCWpztYXaUm2ltlYT1TZqW7Wd2l7toHZUO6md1S5qV7Wb2l3tofZUe6m91T5qX7Wf2l8doA5UB6mD1SHqUHWYOlwdoY5UR6mj1THqWHWcOl6doE5UJ6mT1SnqVHWaOl2doc5UZ6mz1TnqXHWeOl9doC5UF6mL1SXqUnWZulxdoa5UV6mr1TXqWnWdul7doG5UN6mb1S3qVnWbul3doe5Ud6m71T3qXnWful89oB5UD6mH1SPqUfWYelw9oZ5UT6mn1TPqWfWcel69oF5UL6mX1SvqVfWael29od5Ub6m31TvqXfWeel99oD5UH6mP1SfqU/WZ+lx9ob5UX6mv1TfqW/Wd+l79oH5UP6mf1S/qV/Wb+l39of5Uf6m/NURDNUzDNUIjNUqjNUZjNU7jNUETNUmTNUVTNU3TNUMzNUuzNUdzNU8LaUm0pFoyLbmWQkuppdJSa2m0tFo6Lb2WQcuoZdIya1m0rFo2LbuWQ4vSwlpE87VAy6nl0nJrebS8Wj4tv1ZAK6gV0gprRbSiWrRWTIvRYrXiWgmtpFZKK62V0cpq5bTyWgWtolZJq6xV0apq1bTqWg2tplZLq63V0epq9bT6WgMtTmuoNdIaa/FaE62p1kxL0JprLbSWWiuttZaotdHaau209loHraPWSeusddG6at207loPrafWS+ut9dH6av20/toAbaA2SBusDdGGasO04doIbaQ2ShutjdHGauO08doEbaI2SZusTdGmatO06doMbaY2S5utzdHmavO0+doCbaG2SFusLdGWasu05doKbaW2SlutrdHWauu09doGbaO2SdusbdG2atu07doObae2S9ut7dH2avu0/doB7aB2SDusHdGOase049oJ7aR2SjutndHOaue089oF7aJ2SbusXdGuate069oN7aZ2S7ut3dHuave0+9oD7aH2SHusPdGeas+059oL7aX2SnutvdHeau+099oH7aP2SfusfdG+at+079oP7af2S/utIzqqYzquEzqpUzqtMzqrczqvC7qoS7qsK7qqa7quG7qpW7qtO7qre3pIT6In1ZPpyfUUeko9lZ5aT6On1dPp6fUMekY9k55Zz6Jn1bPp2fUcepQe1iO6rwd6Tj2XnlvPo+fV8+n59QJ6Qb2QXlgvohfVo/VieoweqxfXS+gl9VJ6ab2MXlYvp5fXK+gV9Up6Zb2KXlWvplfXa+g19Vp6bb2OXlevp9fXG+hxekO9kd5Yj9eb6E31ZnqC3lxvobfUW+mt9US9jd5Wb6e31zvoHfVOeme9i95V76Z313voPfVeem+9j95X76f31wfoA/VB+mB9iD5UH6YP10foI/VR+mh9jD5WH6eP1yfoE/VJ+mR9ij5Vn6ZP12foM/VZ+mx9jj5Xn6fP1xfoC/VF+mJ9ib5UX6Yv11foK/VV+mp9jb5WX6ev1zfoG/VN+mZ9i75V36Zv13foO/Vd+m59j75X36fv1w/oB/VD+mH9iH5UP6Yf10/oJ/VT+mn9jH5WP6ef1y/oF/VL+mX9in5Vv6Zf12/oN/Vb+m39jn5Xv6ff1x/oD/VH+mP9if5Uf6Y/11/oL/VX+mv9jf5Wf6e/1z/oH/VP+mf9i/5V/6Z/13/oP/Vf+m8DMVADM3CDMEiDMmiDMViDM3hDMERDMmRDMVRDM3TDMEzDMmzDMVzDM0JGEiOpkcxIbqQwUhqpjNRGGiOtkc5Ib2QwMhqZjMxGFiOrkc3IbuQwooywETF8IzByGrmM3EYeI6+Rz8hvFDAKGoWMwkYRo6gRbRQzYoxYo7hRwihplDJKG2WMskY5o7xRwahoVDIqG1WMqkY1o7pRw6hp1DJqG3WMukY9o77RwIgzGhqNjMZGvNHEaGo0MxKM5kYLo6XRymhtJBptjLZGO6O90cHoaHQyOhtdjK5GN6O70cPoafQyeht9jL5GP6O/McAYaAwyBhtDjKHGMGO4McIYaYwyRhtjjLHGOGO8McGYaEwyJhtTjKnGNGO6McOYacwyZhtzjLnGPGO+scBYaCwyFhtLjKXGMmO5scJYaawyVhtrjLXGOmO9scHYaGwyNhtbjK3GNmO7scPYaewydht7jL3GPmO/ccA4aBwyDhtHjKPGMeO4ccI4aZwyThtnjLPGOeO8ccG4aFwyLhtXjKvGNeO6ccO4adwybht3jLvGPeO+8cB4aDwyHhtPjKfGM+O58cJ4abwyXhtvjLfGO+O98cH4aHwyPhtfjK/GN+O78cP4afwyfpuIiZqYiZuESZqUSZuMyZqcyZuCKZqSKZuKqZqaqZuGaZqWaZuO6ZqeGTKTmEnNZGZyM4WZ0kxlpjbTmGnNdGZ6M4OZ0cxkZjazmFnNbGZ2M4cZZYbNiOmbgZnTzGXmNvOYec18Zn6zgFnQLGQWNouYRc1os5gZY8aaxc0SZkmzlFnaLGOWNcuZ5c0KZkWzklnZrGJWNauZ1c0aZk2zllnbrGPWNeuZ9c0GZpzZ0GxkNjbjzSZmU7OZmWA2N1uYLc1WZmsz0WxjtjXbme3NDmZHs5PZ2exidjW7md3NHmZPs5fZ2+xj9jX7mf3NAeZAc5A52BxiDjWHmcPNEeZIc5Q52hxjjjXHmePNCeZEc5I52ZxiTjWnmdPNGeZMc5Y525xjzjXnmfPNBeZCc5G52FxiLjWXmcvNFeZKc5W52lxjrjXXmevNDeZGc5O52dxibjW3mdvNHeZOc5e529xj7jX3mfvNA+ZB85B52DxiHjWPmcfNE+ZJ85R52jxjnjXPmefNC+ZF85J52bxiXjWvmdfNG+ZN85Z527xj3jXvmffNB+ZD85H52HxiPjWfmc/NF+ZL85X52nxjvjXfme/ND+ZH85P52fxifjW/md/NH+ZP85f520Is1MIs3CIs0qIs2mIs1uIs3hIs0ZIs2VIs1dIs3TIs07Is23Is1/KskJXESmols5JbKayUViortZXGSmuls9JbGayMViYrs5XFympls7JbOawoK2xFLN8KrJxWLiu3lcfKa+Wz8lsFrIJWIauwVcQqakVbxawYK9YqbpWwSlqlrNJWGausVc4qb1WwKlqVrMpWFauqVc2qbtWwalq1rNpWHauuVc+qbzWw4qyGViOrsRVvNbGaWs2sBKu51cJqabWyWluJVhurrdXOam91sDpanazOVherq9XN6m71sHpavazeVh+rr9XP6m8NsAZag6zB1hBrqDXMGm6NsEZao6zR1hhrrDXOGm9NsCZak6zJ1hRrqjXNmm7NsGZas6zZ1hxrrjXPmm8tsBZai6zF1hJrqbXMWm6tsFZaq6zV1hprrbXOWm9tsDZam6zN1hZrq7XN2m7tsHZau6zd1h5rr7XP2m8dsA5ah6zD1hHrqHXMOm6dsE5ap6zT1hnrrHXOOm9dsC5al6zL1hXrqnXNum7dsG5at6zb1h3rrnXPum89sB5aj6zH1hPrqfXMem69sF5ar6zX1hvrrfXOem99sD5an6zP1hfrq/XN+m79sH5av6zfNmKjNmbjNmGTNmXTNmOzNmfztmCLtmTLtmKrtmbrtmGbtmXbtmO7tmeH7CR2UjuZndxOYae0U9mp7TR2Wjudnd7OYGe0M9mZ7Sx2Vjubnd3OYUfZYTti+3Zg57Rz2bntPHZeO5+d3y5gF7QL2YXtInZRO9ouZsfYsXZxu4Rd0i5ll7bL2GXtcnZ5u4Jd0a5kV7ar2FXtanZ1u4Zd065l17br2HXtenZ9u4EdZze0G9mN7Xi7id3UbmYn2M3tFnZLu5Xd2k6029ht7XZ2e7uD3dHuZHe2u9hd7W52d7uH3dPuZfe2+9h97X52f3uAPdAeZA+2h9hD7WH2cHuEPdIeZY+2x9hj7XH2eHuCPdGeZE+2p9hT7Wn2dHuGPdOeZc+259hz7Xn2fHuBvdBeZC+2l9hL7WX2cnuFvdJeZa+219hr7XX2enuDvdHeZG+2t9hb7W32dnuHvdPeZe+299h77X32fvuAfdA+ZB+2j9hH7WP2cfuEfdI+ZZ+2z9hn7XP2efuCfdG+ZF+2r9hX7Wv2dfuGfdO+Zd+279h37Xv2ffuB/dB+ZD+2n9hP7Wf2c/uF/dJ+Zb+239hv7Xf2e/uD/dH+ZH+2v9hf7W/2d/uH/dP+Zf92EAd1MAd3CId0KId2GId1OId3BEd0JEd2FEd1NEd3DMd0LMd2HMd1PCfkJHGSOsmc5E4KJ6WTykntpHHSOumc9E4GJ6OTycnsZHGyOtmc7E4OJ8oJOxHHdwInp5PLye3kcfI6+Zz8TgGnoFPIKewUcYo60U4xJ8aJdYo7JZySTimntFPGKeuUc8o7FZyKTiWnslPFqepUc6o7NZyaTi2ntlPHqevUc+o7DZw4p6HTyGnsxDtNnKZOMyfBae60cFo6rZzWTqLTxmnrtHPaOx2cjk4np7PTxenqdHO6Oz2cnk4vp7fTx+nr9HP6OwOcgc4gZ7AzxBnqDHOGOyOckc4oZ7QzxhnrjHPGOxOcic4kZ7IzxZnqTHOmOzOcmc4sZ7Yzx5nrzHPmOwuchc4iZ7GzxFnqLHOWOyuclc4qZ7WzxlnrrHPWOxucjc4mZ7OzxdnqbHO2Ozucnc4uZ7ezx9nr7HP2Owecg84h57BzxDnqHHOOOyeck84p57RzxjnrnHPOOxeci84l57JzxbnqXHOuOzecm84t57Zzx7nr3HPuOw+ch84j57HzxHnqPHOeOy+cl84r57XzxnnrvHPeOx+cj84n57PzxfnqfHO+Oz+cn84v57eLuKiLubhLuKRLubTLuKzLubwruKIrubKruKqrubpruKZrubbruK7ruSE3iZvUTeYmd1O4Kd1Ubmo3jZvWTeemdzO4Gd1MbmY3i5vVzeZmd3O4UW7Yjbi+G7g53VxubjePm9fN5+Z3C7gF3UJuYbeIW9SNdou5MW6sW9wt4ZZ0S7ml3TJuWbecW96t4FZ0K7mV3SpuVbeaW92t4dZ0a7m13TpuXbeeW99t4Ma5Dd1GbmM33m3iNnWbuQluc7eF29Jt5bZ2E902blu3ndve7eB2dDu5nd0uble3m9vd7eH2dHu5vd0+bl+3n9vfHeAOdAe5g90h7lB3mDvcHeGOdEe5o90x7lh3nDveneBOdCe5k90p7lR3mjvdneHOdGe5s9057lx3njvfXeAudBe5i90l7lJ3mbvcXeGudFe5q9017lp3nbve3eBudDe5m90t7lZ3m7vd3eHudHe5u9097l53n7vfPeAedA+5h90j7lH3mHvcPeGedE+5p90z7ln3nHveveBedC+5l90r7lX3mnvdveHedG+5t9077l33nnvffeA+dB+5j90n7lP3mfvcfeG+dF+5r9037lv3nfve/eB+dD+5n90v7lf3m/vd/eH+dH+5vz3EQz3Mwz3CIz3Koz3GYz3O4z3BEz3Jkz3FUz3N0z3DMz3Lsz3Hcz3PC3lJvKReMi+5l8JL6aXyUntpvLReOi+9l8HL6GXyMntZvKxeNi+7l8OL8sJexPO9wMvp5fJye3m8vF4+L79XwCvoFfIKe0W8ol60V8yL8WK94l4Jr6RXyivtlfHKeuW88l4Fr6JXyavsVfGqetW86l4Nr6ZXy6vt1fHqevW8+l4DL85r6DXyGnvxXhOvqdfMS/Caey28ll4rr7WX6LXx2nrtvPZeB6+j18nr7HXxunrdvO5eD6+n18vr7fXx+nr9vP7eAG+gN8gb7A3xhnrDvOHeCG+kN8ob7Y3xxnrjvPHeBG+iN8mb7E3xpnrTvOneDG+mN8ub7c3x5nrzvPneAm+ht8hb7C3xlnrLvOXeCm+lt8pb7a3x1nrrvPXeBm+jt8nb7G3xtnrbvO3eDm+nt8vb7e3x9nr7vP3eAe+gd8g77B3xjnrHvOPeCe+kd8o77Z3xznrnvPPeBe+id8m77F3xrnrXvOveDe+md8u77d3x7nr3vPveA++h98h77D3xnnrPvOfeC++l98p77b3x3nrvvPfeB++j98n77H3xvnrfvO/eD++n98v7HUJCaAgL4SEiRIaoEB1iQmyIC/EhISSGpJAcUkJqSAvpISNkhqyQHXJCbsgLhUJJQklDyULJQylCKUOpQqlDaUJpQ+lC6UMZQhlDmUKZQ1lCWUPZQtlDOUJRoXAoEvJDQShnKFcodyhPKG8oXyh/qECoYKhQqHCoSKhoKDpULBQTig0VD5UIlQyVCpUOlQmVDZULlQ9VCFUMVQpVDlUJVQ1VC1UP1QjVDNUK1Q7VCdUN1QvVDzUIxYUahhqFGofiQ01CTUPNQgmh5qEWoZahVqHWocRQm1DbULtQ+1CHUEe6Y+uEHDmKhuGMwJmHjmsV16hdYmsqrmG7+E7xdFxi08TW8S34Ro0S2jXq2KpJy/guXKPGiR3iGjWKb92Batwo7p870/HwoPg/D+Li//cOdPzfx1Pxf+7IN/2vp2n6n3v9G48KR/hm/7mZaNYwrh2V0CGhZeN4OgGeP+Hvi0r4+6RYQnO++X8e8fdZIrmEFk3bxce3bhnXunFCI6plXKOOHeLhtmiq5Z/XQbT8p021/q+b/JxU678vsXVcm8T2HdoltmkWj8e3bkonQjvxT1tMbNaxddO4dh1btYzr2IFq919PEeSi2v15Cqr9n8/y7f/f15YzDGeE6vD3dXT49yI7/r3IjhDq+CdEdmyX0Lqp2PG/c3RH+Gp0/s8z813/8zHV7U+Y6/a/7yzZMrF10/Z/q7lzwBkFJ7ya3BE4fTgDOHPCmQvO3HDmgbMInEXhjIazGJwxcMb+PfNAPw/080A3D3TzQDcPdPNANw9080A3D3TzQDcPdPNANw9088SS5ZsltmtNJv7759/PFYFrLgLtItAuAu0i0C4C7SLQLgLtItAuAu0i0C4C7SIxZNU/zY7/aRaF64X/bFHwny2qKLSLQrsotItCuyi0i0K7KLSLQrsotItCuyhcd1F4v6Ph/Y6GfjT0o6EfDf1o6EdDPxr60dCPhn409KOhHw39aOhHQz8a+sWgXwz6xaBfDPrFoF8M+sWgXwz6xaBfDPrFoF8M+sWgXwz6xaBfDPox0I+Bfgz0Y6AfA/2YgCr+9/9t07/fzf5+FuoxUI+BegzUY6AeA/UYqMdAPRbqsVCPhXos1GOhHgtXHwtXHwtXHwv92Dxc3L/fCf5+o4mL//utJbF9y7j2zf7zzSecIwecUXCG4YzA6cMZwJkTzlxw5oYzD5xF4CwKZzScxeCMgfPv5YajoB8F/SjoR0E/CvpR0I+CfhT0o6AbBb0o6EVBLwp6UdALQy8MvTD0wtALQy8MvTD0wtALw/WGoRuG6w1DPwz9MPTD0A9DPwL9CPQj0I9APwL9CPQj0I9APwL9CPQj0I9APwL9CPQj0I9A34e+D30f+j70fej70Peh70Pfh74PfR/6PvR96PvQ96HvQz+AfgD9APoB9APoB9APoB9AP4B+AP0A+gH0A+gH0A+gH0A/J/RzQh9oDeeEfk7o54R+TujnhH5O6OeEfk7o54R+TujnhH5O6OeEfi7o54J+Lujngn4u6OeCfi7o54J+Lujngn4u6OeCfi7o54J+Lujngj5gHgbMw4B5GDAPA+ZhwDwMmIcB8zBgHgbMw4B5GDAPA+ZhwDwMmIcB8zBgHgbMw3mgD6iHAfUwoB4G1MOAehhQDwPqYUA9DKiHAfUwoB4G1MN5oF8E+kWgD7CHAfYwwB4G2MMAexhgDwPsYYA9DLCHAfYwwB4G2MNFoF8E+kWhD7iHAfcw4B4G3MOAexhwDwPuYcA9DLiHAfcw4B4G3MOAexhwDwPuYcA9DLiHAfcw4B4G3MOAexgwDwPiYUA8DIiHAfEwIB4GxMOAeBgQDwPiYUA8DIiHAfEwIB4GxMOAchhQDgPKYUA5DCiHAeUwoByOgeeLgeeLgecDlsPAchhYDgPLYWA5DCyHgeUwsBwGlsPAchhYDgPLYWA5DCyHgeUwsBwGlsOx0I+Ffiz0Y6EfC/1Y6MfGsk3bxXWKb5TYqiH7x+1/P/pzWyRHmP2zAP7rMz6cAZw54cwFZ26xWWJii7iGiZ3++1FF4CwKZzScxeCMgfPvexEBsyNgdgTMjoDZETA7AmZHwOwImB2Jyg1nHjihD4ZHwPAIGB4BwyNgeAQMj4DhkXBY+Ge4NIxvmdj5PxcFkEcA8ghAHgHIIwB5BCCPAOQRgDwCkEcA8ghAHgHIIwB5BCCPAOQRgDwCkEcA8ghAHgHIIwB5BCCPAOQRgDwCkEcA8ghAHgHIIwB5BCCPAOQRgDwCkEcA8ghAHgHIIwB5BCCPAOQRgDwCkEcA8ghAHgHIIwB5BCCPAOQRgDwCkEcA8ghAHgHIIwB5BCCPAOQRgDwCkEcA8ghAHgHIIwB5BCCPAOQRgDwCkEcA8ghAHgHIIwB5BCCPAOQRgDwCkEcA8ghAHgHIIwB5BCCPAOQRgDwCkEcA8ghAHgHIIwB3BOCOANwRgDsCcEdyxZIdElsnthcbJ8S3i2+f0P7P37giLds0i/vzIRvXOrFDfMv4hDghpk37hH+G+59PMzEd4PaSifCRUL5Vwr8/Kfj7l6r/dWeufKv4pn/vpCb8c/f/q0X+aRFF4zvEkcXjWrWK+/vC/pEaekStf27C/+mRVZr98xHxb5AsHdemTRxVJq5Vw8ZxWNmOWLmOWI0EGl4BViEBr9Qskayc0LRVHF4lriMNrwav0CwBj/7nd4X2CX8zRfIIJf/rFclwx//5Oxf3v2+EEP/flx//P5ef8D+Xb3T8vx/69+L+PJ5o+O/FNf334sjG8S07xNHwXES3fy/t3xs7/Lm0f5+MbPHn0lr+ubS/L7JoNNa6I9YlgU78e314u2aJVPt/Ly6K/HPgHf65Rujjbf65vkb//P7nr2Tiv2+88N/vufz/vEwh8b+/ah3/+6uW+L9ftb8vA/CNFMtB/Xm5UQy8W/BvFPCNFPOJf15DFPXn8f9zG/y7hPUcgfUcgfUcgfUcgfUcgfUcAagjAHUEoI4A1BGAOgJQRwDqCEAdAagjAHUEoI4A1BGAOgJQRwDqCEAdAagjAHUEoI4A1BGAOgJQRwDqCEAdAagjAHUEoI4A1BGAOgJQRwDqCEAdAagjsX/7PgxqHwa1D4Pah0HtA9E+EO0D0T4Q7cOg9mFQ+4CzDzj7gLMPOPuAsw84+4CzDzj7gLMPOPuAsw84+4CzDzj7gLMPOPuAsw84+4CzDzj7gLMPOPuAsw84+zCwfRjYPrjsg8s+uOyDyz647IPLPrjsg8s+uOyDyz647IPLPrjsg8s+uOyDyz647IPLPrjsg8s+uOyDyz647IPLPrjsg8s+uOyDyz647IPLPrjsg8s+uOyDyz647IPLPrjsg8s+uOyDyz647IPLPrjsg8s+uOyDyz647IPLPrjsg8s+uOyDyz647IPLPrjsg8s+uOyDyz647IPLPrjsg8s+uOyDyz647IPLPrjsg8s+uOyDyz647IPLPrjsg8s+uOyDyz647IPLPrjsg8s+uOyDyz647IPLPgxsHwa2D0774LQPTvvgtA9O+zCwfRjYPgxsHwa2DwPbh4Htw8D2YWD7MKx9GNY+DGsfhrUPw9qHYe3DsPZhWPswrH0Y1j4Max+GtQ/D2odh7cOw9mFY+zCsfRjWPgxrH4a1D8Pah2Htw7D2YVj7MKx9GNY+DGsfhrUPw9qHYe3DsPZhWPswrH0Y1j4Max+GtQ/D2odh7cOw9mFY+zCsfRjWPgxrH4a1D8Pah2Htw7D2YVj7MKx9GNY+DGsfhrUPw9qHYe3DsPZhWPswrH0Y1j4Max+GtQ/D2odh7cNPzX34qbkPQ9uHn5r7MLh9GNw+DG4fBrcPg9sH830Y3D4Mbh8Gtw/m+zC4fRjcPgxuH9z3wX0f3PfBfR/c98F9H9z3wX0f3PfBfR/c98F9H9z3wX0f3PfBfR/c98F9H9z3wX0f3PfBfR/c98F9H9z3wX0f3PfBfR/c98F9H9z3wX0f3PfBfR/c98F9H9z3wX0f3PfBfR/cD8D9ANwPwP0A3A/A/QDcD8D9ANwPwP0A3A/A/QDcD8D9ANwPwP0A3A/A/QDcD8D9ANwPwP0A3A/A/QDcD8D9ANwPwP0A3A/A/QDcD8D9ANwPwP0A3A/A/QDcD8D9ANwPwP0A3A/A/QDcD8D9ANwPwP0A3A/A/QDcD8D7ALwPwPsAvA/A+wC8D8D7ALwPwPsAvA/A+wC8D8D7ALwPwPsAvA/A+wC8D8D7ALwPwPsAvA/A+wC8D8D7ALwPwPsAvA/A+wC8D8D7ALwPwPsAvA/A+wC8D8D7ALwPwPcAfA/A9wB8D8D3AHwPwPcAXA/A9QBcD8D1AFwPwPUAXA/A9QBcD8D1AFwPwPUAXA/A9QBcD8D1AFwPwPUAXA/A9QBcD8D1AFwPwPUAXA/A9QBcD8D1AFwPwPUAXA/A9QBcD8D1AFwPwPUAXA/A9QB+cB6A6wG4HoDrAbgegOsBuB6A6wF4HoDnAXgegOcBeB6A5wF4HoDnAXgegOcBeB6A5wF4HoDnAXgegOcBeB6A5wF4HoDnAXgegOcBeB6A5wF4Hvyfos5maZLbyLKbHo2oluZRxioAuAOxjMwErDczm34CSqoWaVZiqfnTmn77SfI7OMFNgFWZuJERcL9w9+so+Dzg84DPAz4P+Dzg84DPAz4P+Dzg84DPAz4P+Dzg84DPAz4P+Dzg84DPAz4P+Dzg84DPAz4P+Dzg84DPAz4P+Dzg84CPAz4O+Djg44CPAz4O+Dhe+/vcP3wc8HHAxwEfB3wc8HHAxwEfB3wc8HHAxwEfB3wc8HHAxwEfB3wc8HHAswHPBjwb8GzAswkfJnyY8GHCh/lpfy64JtfOdXA9uV5cH1yfXF9cJ9eP35/wYcKHCR8mfJjwYcKHCR8mfJjwYcKHCR8mfJjwYcKDCQ8mPJjwYMKDCQ8mPJjwYMKDCQ8mPJjwYMKDCQ8mPJjwYMKDCQ8m8W/ChwkfJnyY8GHChwkfJnyY8GHChwkfJnyY8GHChwkfJnyY8GHChwkfJnyY8GHChwkfJnyY8GHChwkfJnyY8GHChwkfJnyY8GHChwkfJnyY8GHChwkfJvFvEv8m/JjwY8KPCT8m/JjwY8KPSfyb8GTCkwlPJjyZ8GTCkwlPJjyZ8GTCkwlPJjyZ8GTCkwlPJjyZ8GTCkwlPJjyZ8GTCkwlPJjyZ8GTCkwlPJjyZ8GTCkwlPJjyZ8GTCkwlPJjyZ8GTCkwlPJnFwwpcJXyZ8mfBlwpcJXyZ8mcTBCW8mvJnwZsKbCW8mvJnwZsKbCW8mvJnwZsKbCW8mvJnwZsKbCW8mvJnwZsKbCW8mvJnwZsKbCW8mvJnwZsKbCW8mvJnwZsKbCW8mvJnwZsKbCW8mvJnwZsKbCW8mvJnwZsKbCW8mvJnwZsKbCW8mvJnwZsKbCW8mvJnwZhIHJ3FwEgcncXASBydxcBIHJ3FwwrsJ7ya8m/BuwrsJ7ya8m/BuwrsJ7ya8m/BuwrsJ7ya8m/BuwrsJ7ya8m/BuwrsJ7ya8m/BuwrsJ7ya8m8TBSRycxMFJHJzEwQk/J/yc8HPCz7n5mTg4iYOTODiJg5M4OImDkzg4iYOTODiJg5M4uON/O/634387/rfjfzv+t+N/O/634387/rfjfzv+t+N/O/634387/rfjfzv+t+N/O/634387/rfjfzv+t+N/O/634387/rfjfzv+t+N/O/634387/rfjfzv+t+N/O/634387/rfjfzv+t+N/O/634387/rfjfzv+d+B/Bv5n4H8G/mfgfwb+Z+B/Bv5n4H8G/mfgfwb+Z+B/Bv5n4H8G/mfgfwb+Z+B/Bv5n4H8GfmfgdwZ+Z+B3Bn5n4HcGfmfgdwZ2PLDjgR0P7HhgxwM7HtjxwI4Hdjxeez5+B3Y8sOOBHQ/seGDHAzse2PHAjgd2PLDjgR0P7HhgxwM7HtjxwI4Hdjyw44EdD+x4YMcDOx7Y8cCOB3Y8sOOBHQ/seGDHAzse2PHAjgd2PD/2c8enj/X0vh5cC9fKtXENrsm1cx1cT64X1wfXJ9cX18kV/Af4D/Af4D/Af4D/AP8B/gP8B/gP8B/gP8B/gP8A/wH+A/wn+E/wn+A/wX+C/wT/Ce6T+V58/8X3X3z/xfdffP/F91/c/4t5Xtz/i/t/cf8v7v/F/b82Hvf/4v4n+BP8Cf4Ef4I/wZ/gT/An+BP8Cf4Ef4I/wZ/gT/AX+Av8Bf4Cf4G/wF/gL/AX+Av8Bf4Cf4G/wF/gf6zj4/mxH3xfD66Fa+XauAbX5Nq5Dq4n14vrg+uT64vr5Ao+9vPEfp7YzxP7eWI/T+znif08sZ8n9vPEfp7YzxP7eWI/T+znif08sZ8n9vPEfp7YzxP7eWI/T+znif08sZ8n9vPEfp7YzxN7eWIvT+zl9RH3v68H18K1cm1cg2ty7VwH15PrxfXB9cn1xXVyBf8A/wD/AP8A/wD/AP8A/wD/AP8A/wD/AP8A/wD/AP8Av4BfwC/gF/AL+AX8An4Bv4BfwC/gF/AL+AX8An4Bv4Jfwa/gV/Ar+BX8Cn4Fv4Jfwa/gV/Ar+BX8Cj588WrgN/Ab+A38Bn4Dv4HfwG/gN/Ab+A38Bn4Dv4HfwA/wA/wAP8AP8AP8AD/AD/AD/AA/wA/wA/wAP8BP8BP8BD/BT/AT/AQ/wU/wE/wEP8FP8BP8BD/B7+B38Dv4HfwOfge/g9/B7+B38Dv4HfwOfge/g9/BH+AP8Af4A/wB/gB/gD/AH+AP8Af4A/wB/gB/gD/Ax9+/8Pcv/P0Lf//C37/w9y/8/Qt//8Lfv/D3L/z9C3//wt+/8Pcv/P0Lf//C37/w9y/8/Qt//8Lfv/D3L/z9C3//wt+/8Pcv/P0Lf//C37/w9y/8/Qt//8Lfv/D3L/z9C3//wt+/8Pcv/P0Lf//C37/w9y/8/Yv90ov90gv//8L/v7b/Z7/0Yr/0Yr/0Yr/0Yr/0Yr/0eoLPvun1BP8J/hN8eP0Fr094ZsIzE56Z8MyEZyY8M+GZCc9MeGbCMxOemfDMhGcmPDPhmQnPTHhmwjMTnpnwzIRnJjwz4ZkJz0x4ZsIzE56Z8MyEZyY8M+GZCc9MeGbCMxOemfDMhGcmPDPhmQnPTHhmwjMTnpnwzIRnJjwz4ZkJz0x4ZsIzE56Z8MyEZyY8M+GZCc9MeGbCMxOemfDMhGcmPDPhmR2XTHhmwjMTnpnwzIRnJjwz4ZkJz0x4ZsIzE56Z8MyEZyY8M+GZCc9MeGbCMxOemfDMhGcmPDPhmQnPTHhmwjMTnpnwzIRnJjwz4ZkJz0x4ZsIzE56Z8MyEZyY8M+GZCc9MeGbCMxOemfDMhGcmPDPhmQnPTHhmwjMTnpnwzIRnJjwz4ZkJz0x4ZsIzE56Z8MyEZyY8M+GZ2dfv/vlbR8Tv/vlbO8Q3/9xC2Y+/h08mfDLhkwmfTPhkwicTPpnwyYRPJnwy4ZMJn0z4ZMInEz6Z8MmETyZ8MuGTCZ9M+GTCJxM+mfDJhE8mfDLhkwmfTPhkwicTPpnwyYRPJnwy4ZMJn0z4ZMInEz6Z8MmETyZ8MuGTCZ9M+GTCJxM+mfDJhE8mfDLhkwmfTPhkwicTPpnwyYRPJnwy4ZMJn0z4ZMInEz6Z8MmETyZ8MuGTCZ9M+GQ+wX+CT7w+n+A/wSd+n8Tvk/h9Er9P4vdJ/D6J3yfx+yR+n8Tvk/h9Er9P4vdJ/D6J3yfx+yR+n8Tvk/h9Er9P4vdJ/D6J3yfx+yR+n8Tvk/h9Er9P4vdJ/D6J3yfx+yR+n+v43X//Znf8L7CE7ZOwfRK2T8L2Sdg+CdsnYfskbJ+E7RN6n9D7gt4X9L6g9wW9L+h9Qe8Lel/Q+4LeF/S+oPcFvS/ofUHvC3pf0PuC3hf0vqD3Bb0v6H1B7ws6X9D5gs4XdL6g8wWdL+h7Qd8L+l7Q94K+F/S9oO8FfS/oe0HfC/pe0PeCvlfZePw+6HtB3wv6XtD3gr4X9L2g7wV9L+h7Qd8L+l7Q94K+F/S9oO8FfS/oe0HfC/pe0PeCvhf0vaDvBV0v6HpB1wu6XtD1gq4X9Lyg5wU9L+h5Qc8Lel7Q84KeF7S8oOMVe17uH/pd0O+Cfhf0u6DfBf0u6HdBvwv6XdDvgn4X9Lug3wX9Luh3Qb8L+l3Q74J+F/S7oN8F/S7od0G/C/pd0O+Cfhf0u6DfBf0uwrpFWLcI6xZh3SKsW4R1Cxpe0PCChhc0vKDhBQ0vaHiNjcfvhYYXNLyg4QUNL2h4QcMLGl7Q8IKGFzS8oOEFDS9oeEHDCxpe0PCChhc0vKDhBQ0vaHhBwwsaXtDwgoYXNLyg4QUNL2h4QcMLGl7Q8IKGFzS8oOEFDS9oeEHDC/pd0O+Cfhf0u6DfBf0u6HdBvwvaXdDugnYXtLug3QXtLuh2QbcLul3Q7YJuF3S7oNsF3S7odkG3C7pd0O2Cbhd0u6DXBb0u6HVBrwt6XdDrglYXtLqg1QWtLmh1QasLWl3Q6oJWF7S6oNUFrS5odUGrC1pd0OqCVhe0uqDVRRp8kQZf8OmCRxc8uuDRBY8ueHTBowseXfDo+uDR8umDP9/Xg2vhWrk2rsE1uXaug+vJ9eL64Prk+uK6cdcf/uP7v/3y4+e/fvvTdx9/dABx5J9++eGvn3/86S9f33/95y9/+s9fvv78+dczi3786fNf+cz6X19/+PUYqM8/fPn87fvDH39cQC+gF9AL6AX0D3Yrnyq/ro5vPv+/v3z59u9vOP6Eb1S+EfvKNzvPrfPcOjN1fkTnOXWeU+c5dZ5T5047d9q50w5uB6+DN8Ab4A3e0+A9DfAH+AP8Af4Af4A/wB/gD/AH+AP8E9wT3BPcE9wT3OvTn/7y9cvXH/7+fi0/f/vjf/On5V++fP/jt/wPt3bl7/7x+af3p/hf7uzizq7rX/769Ye//cv85cev/An3dHFPF8/kwb09uLcH9/bg3h7c2wPgB0gPkB48gwfP4MEzeID3AO8B3oePKAe2cHzs8d7X5PrxrI/y6ZvPP/38/d+//ZnlenzsmsrRmKHN3//6nL77/se/fvPzP7/+Nvjp46+CyYNJg0k/8gDv68n1+uY9xefv//bdz9/98efvfvzM+Kd//Y/v/2uP//jT22p+4H/43seP4VSu97V98+2PP37955fP//Hz//xt9Ms//vDb9cdfv/bxl3/9+s8fPkZ/ft/sN3zsrz98THFyqye3enKr5/lHP/nnn34LCMr7Bv7w9cefv/v1oLFvv/zx+x9+/tWq//Lz919/+NfP//nL9//17ZfPP/zl8//47usvP33+09vov3z92/d/+fbLD19//sOvH36HFl9+/ofDP//826x0kxW6yQrdZIVuskI3WaGbrNBNVugmK3STFbrJCt1khW6yQjdZoZus0E1W6CYrdJMVuskK3WSFbrJCl0qhS6XQpVLoUil0qRS6VApdKoUulUKXSqFLpdCl8r6u3//7Owb59b9fBweDTw7qHpQ9aL8Ofvdv5e1b6u/+7RjRPi5x/O7Xk96+fLyneD5/+9Na//D1H59/+PMvX758/njWKFEKSpSCEqWgRCkoUQpKlIISpaBEKShRCkqU8uTdPXl3T97dk3f35N09eXdP3t2Td/fk3T15d0/e3ZN39+TdPXlnT97Zk3f2xHU/cd1Pft+T3/fk9z35fU9+35Pf9+T3Pfl9T37fk99HpbNQ6SxUOguVzkKls1DpLFQ6C5XOQqWzUOksVDoLlc5CpbNQ6SxUOguVzkKls1DpLFQ6C5XOQqWzUOksVDoLlc5CpbNQ6SxUOguVzkKls1DpLFQ6C5XOQqWzUOksVDoLlc5CpbNQ6SxUOAuVy0Im/KJz7aJz7aJz7aJz7aJz7aJz7aJz7aJz7aJz7aJz7aJj7aJj7aJj7aJj7aJj7aJj7aJj7aJj7aJj7aJj7aJj7aJj7aJj7aJj7aJj7cIXXPiCC19w4QsufMGFL7jwBRe+4MIXXPiCC19w0bF20bF20bF20bF20bF20bF20bF20bF20bF20bF20bF2odS+UGpfKLUvlNoXSu0LpfaFUvtCqX2h1L5Qal8otS+U2hdK7Qul9oVS+0KpfaHUvlBqXyi1L5TaF0rtC6X2hVL7Qql9odS+UGpfKLUvlNoXSu0LpfaFUvtCqX2h1L5Qal8otS+U2hdK7Qul9oVS+0KpfaHUvlBqXyi1L5TaF0rtC6X2hVL7Qql9odS+UGpfKLUvlNoXSu0LpfaFUvtCqX2h1L5Qal8otS+U2hdK7Qul9oVS+0KpfaHUvlBqXyi1L5TaF0rtC6X2hVL7Qql9odS+UGpfKLUvlNoXSu0LpfaFUvtCqX2h1L5Qal8otS+U2hdK7Qul9oVS+0KpfaHUvlBqXyi1L5TaF0rtC6X2hUL76vid/uH/3teT68f3+4dfe18ProVr5dq4BtfkyryFeQvzlj3vg+uT64vr5Mr9VfAr+BX8Cn4Fv4Jfwa/gV/Ar+BX8Cn4Fv4Jfwa/g4xc6fqHjFzp+oeMXOn6h4xc6fqHjFzp+oeMXOn6h4xc6fqHjFzp+AQXxhYL4QkF8oSC+UBBfKIgvFMQXCuILBfGFgvhCQXyhIL5QEF8oiC8UxBcK4gsF8YWC+EJBfKEgvlAQXyiILxTEFwriCwXxhYL4QkF8oSC+UBBfKIgvFMQXCuILBfGFgvhCQXyhIL5QEF8oiC/2bRf7tot928W+7WLfdrFvu9i3XezbLvZtF/u2q+MXOn6h4xc6fqHjFzp+oeMXOn6hY+8de+/YecfOO3besfOOnXfsvGPnHTvv2HnHzjt23rHzjp137LyfG5ffc4F/gX+Bf4F/gX+Bf4F/gX+Bf4F/gX+Bf4F/gf8A7wEefN3h6w5fd/i6w9cdvu7wdYevO3z9wC888AsP/MIDv/DALzzwCw/8wgO/8MAvPPALD/zCA7/wwC888AsP/MIDv/DALzzwCw/8wgO/8MAvPPALD/zCA7/wwC888AsP/MIDv/DALzzwCw/8wgO/8MAvPPALD/zCA7/wwC888AsP/MIDv/DALzzwCw/8wgO/8MAvPPALD/zCA7/wwO4fH3a/Hh/7//f14Fq4Vq7t43rw/8f+f77/sR9/XzvXF9fJdX1cCzgFnAJOYd7CvIV5C/MW5v3go/f15HpxfXB9cgW/gF/Ar+BX8Cv4FfwKfgW/gl/BreBWcCu4FdwKXgOngdOYvzF/Y97G72rM35i/MX9j/sb8jd/VNg6/K8AJcAKc4HcEOAFOgBPMH8wfzB/Mm/yOZP5k/mT+vX6S+ZP5k/mT+ZP5k/mT+Tvzd+bvzN+ZvzN/Z/7O/J35O/N35u/M35l/MP9g/sH8g3kH8w7mG8w3mGcwz8k8J/OczHNynyfzncx3cp8n857Me3KfJ/OfzH8x78U8F/NczHMxz8U8F/NczHMxz4N5HqzrB/f54D4fzP9g/T3AeYDzAOfB+nuA9wDvAd6D9fcA98nzeYL/Au8F3gu8Fzgv5n8x74t5Jt+f3Pfk+5PvT+53Ms/kfifzTe53Mu/kfif3O8FZ3O8Cb/G8FriL+1/gL/AX+Av8Bf4Cf4G/wF3gfvDeen744feV/8e+yCst8kqLvNJ6cl/Ptf//475QLi+Uywvl8kK5vF5877U/z/29uL/X4vvcJwq8hQJvocBbKPAWCqmFQmqhkFoopBYKqYUyaqGMWiijFsqohTJqoYxaKKMWyqiFMup9/fgdczDvYN7BfIN5sFeUTwvF00LptFA6LZROC4XTQtm0UDYtlE0LRdNC0bRQNC2UTAsl00LJtFAwLRRMCwXTQrm0UC4tlEsLxdJCqbRQKC2USQtF0kKRtFAkLZRICyXSQom0UCAtFEgLBdJCebRQHi2URwvF0UJxtFAcLZRGC6XRQmm0UBgtFEYLhdFCWbRQFi2URQtF0UJRtFAULZRECyXRQkm0UBAtFEQLBdFCObRQDi2UQwvF0EIxtFAMLZRCC6XQQim0UAgtFEILhdBCGbRQBL2vzIudIQlaSIIWkqCFJGghCVpIghaSoIUkaCEJel/X7//vt3///H8+/+9Pe3DsQdmDtgexB7kHfQ/GHpzf7Hk+OTocFUfVUXMUjtJRdzQciVHEKGIUMYoYRYwiRhGjiFHEKGJUMaoYVYwqRhWjilHFqGJUMaoYTYwmRhOjidHEaGI0MZoYTYwmRogRYoQYIUaIEWKEGCFGiBFipBgpRoqRYqQYKUaKkWKkGClGF6OL0cXoYnQxuhhdjC5GF6OLMcQYYgwxhhhDjCHGEGOIMcQYYpxinGKcYpxinGKcYpxinGKcYpznH7TBT/fwuIflHtZ72O5h3MO8h/0ejnt4ox032nGjHTfacaMdN9pxox032nGjHTfacaOVG63caOVGKzdaudHKjVZutHKjlRut3Gj1Rqs3Wr3R6o1Wb7R6o9Ubrd5o9UarN1q70dqN1m60dqO1G63daO1Gazdau9HajRY3WtxocaPFjRY3WtxocaPFjRY3WtxoeaPljZY3Wt5oeaPljZY3Wt5oeaPljdZvtH6j9Rut32j9Rus3Wr/R+o3Wb7R+o40bbdxo40YbN9q40caNNm60caONG23caOeNdt5o54123mjnjXbeaOeNdt5o5412+5Jy+5Jy+5Jy+5Jy+5Jy+5Jy+5Jy+5Jy+5Jy+5Jy+5Jy+5Jy+5Jy+5Jy+5Jy+5Jy+5Jy+5Jy+5Jy+5Jy+5Jy+5Jy+5Jy+5Jy+5Jy+5Jy+5Jy+5Jy+5Jy+5Jy+5Jy+5Jy+5Jy+5Jy+5Jy+5Jy+5Jy+5Jy+5Jy+5Jy+5Jy+5Jy+5Jy+5Jy+5Jy+5Jy+5Jy+5Jy+5Jy+5Jy+5Jy+5Jy+5Jy+5Jy+5Jy+5IS8fu/ffnvf3xXIvegM+hjD04G49MeHAzO/eGTD9dPn/bg2IO6B20PYg9yD/oeOA+g9dgTHnvCY0947AmPPeGxJzz2hMee8NgTlj1h2ROWsgd75rJnLnvmsmcue8KyJ6x7wrrnqXueuuepe562Qdv+cNsfbvvDbX84mbntB9X2g2r7t7f929v+7e3wM2MPuNW2f3vbv73t3972b2/7t7f929v+7a3smfdDaPshtP0QWt0z76fR9tNo+2m0/TRa3TOngw2RGyI3RN8QfUP0DdE3RN8QfUP0PXPfM++F3fbCbns9t7EnHHvCsScce8KxJxx7wrEnHHvCc9/quWc+98znnvDcE24jaidfj21E8ansQduD2IO+B/tb21Li2N/aayP22oi9JGKvhNgrIfZKiL0AYr/32O899uuO/ZZjv+XYLzf2O426v1X3t9oG3VYQ2wpiL/7Yiz/a/nrbX4/99dhfj7oH+3fF/vC5/2o/8NgPPM59h/vJx3ZfsV9B7leQ24/lfhe5HVrul5L7peS209xvJ7dDy/2acr+m3A4t9/vK7dlyW3fuN5j7Dea27tyvMrd1536nud9p7nea27pzv9zc1p37nWbdE7Y9yD3Ptsrcppfb9Pp2BX3P07cr6HuR9L1I+nYFfa+Wvl1B38um72XT9/30vX76Xj99r5++10/fXrTvhdT3Quptz7xXVN8/sO+l1ffS6ntp9dgz7zXWY8+8SbNv0uybNPteh32vw759eN8Ps+eeOffMuWfOPfP2h30/+b79Yd/+sG9/2PdL6b6U7Q/79od9+8O+/WHf/rBvf9i3P+zbDfbt4vr2bGMv2rEX5Njva+z3Nfb7Gvt9jf2+xn47Y7+LsV/B2K9g7Fcw9isY+xmO/QzHfmJjP7Gxn8bYT2Ps3z66n9mg2+GP7efHdu9j+Jl9Y9uTnNsnnNsnnNsnnJ/8TNuD2IPcg74HYw+AOLeZn9tyz2255zbYcxvsuY3orP7Jnnk/+XM/8HMbyLmf/Lnt4tx2ce53cW67OPeTP/fiP/fiP/fiP/fiP/fiP8Ov79vYL+7cL+7ci//ci//cr/Lcr/Lci//ci//ci//ci//cr/vcr/vci//ci//cC+DcC+Dci//cK+Hci//ci//cu9xzL5Jzm8O5V8u5dwXnXjbn3hWce/2ce1dw7oV07l3BuXcF594VnK6xzVbnZqtzs9W52ercbHWe5ze/DX6VTDs6HBVHdY9acxSO0lF3NByJEWKEGCFGiBFihBghRogRYoQYKUaKkWKkGOMebbRfexf26HBUHFVH9zfCUTrqjoajfX9HFaOKUcWoYlQxqhhVjCpGFaNujOJ3i98tfrf43eJ3y/3d9snR4ag4qo7EcB0U10FxHRTXQXEdFNdBcR0U10FxHRTXQXEdFNdBcR0U10FxHRTXQXEdFNdBcR2UFCPFSDFSjBQjxehidDG6GF2MLkYXo4vRxehidDGGGEOMIYaruLiKyxBjiDHEGGKcznw68+nMpzOfznw683nPsu+06kGqHqTqQaoe5B3FOwpH6ag7Go7EOMQ4xDjEOMQ4xDjEOMQ4xDjEOMTQC1S9QNULVL1A1QtUvUDVC1S9QNULVL1A1QtUvUDVC1S9QNWSq5ZcteSqJVctuWrJVUuuWnLVkquWXLXkqiVXLblqyVVLrlpy1WqrVlu12qrVVq22arVVq61abdVqq1Zbtdqq1Vattmq1VautWm3VaqtWW7XaqtVWrbZqtVWrrVpt1WqrVlu11aqFVu2yao1Va6xaY9Ua63AW7bJql1W7rNpl1Rrr6XxaY9Mam9bYtMamNTatsWmNTWtsWmPTGpvW2LTGpjU2rbFpg00bbNpg0wabNti0waYNNm2waYNNG2zaYNMGmzbYtMGmDTZtsGmDTRts2mDTBps22LTBpg02bbBpg00bbNpg0wabNti0waYNNm2waYNNG2zaYNMGm2zaZNOmXTbtsmmXTbts2mXTLpt22bTLpl027bJpl027bNpl0y6bdtm0y6ZdNu2yaZdNu2zaZdMam9bYtMamNTY5tGmXTQ5tWmiTQ5u22uTQptU2rbZptU2rbVpt02q7z7T7Z8OnO3y6w6c7fLrDpzt8usOnO3y6w6c7fLrDpzt8usOnO3y6w6c7fLpDrzd8zsPnPHzOw+c8fM7D5zx8zsPnPHzOw+c8fM7D5zx8zsPnPHzOw+c87meqdxx6x6F3HO5ahn5ynGLoMYc7maHvPPWdp77z1Hee+s5T33nqO09956nvPPWdp77z1Hee+s5T33m6kzn1oqde9NSLnnrRUy966kVPveipFz31oqde9NSLnnrRUy966kVPveipFz31oqde9NSLnnrRUy966kVPveipFz31oqde9NSLnnrRUy966kVPveipFz31oqde9NSLnnrRUy966kVPveipFz31oqde9NTiT+381M5P7fzUzk/t/NTOT+381M5P7fzUzk/t/NTOT+381M5P7fzUzk/t/NTOT+381M5P7fzUzk/t/NTOT+381M5P7fzUzk/t/NTOT+381M5P7fzUzk/t/NTOT+381M5P7fzUzk/t/NTOzXkUcx7FnEcx51HMefx6DoijcJSOuqPhSIxDjEOMQ4xDjEOMQ4xDjEOMQ4xDjCJGEaOIUcQoYhQxihhFjCJGEaOKUcWoYlQxqhhVjCpGFaOKUcVoYjQxmhhNjCZGE6OJ0cRoYjQxQowQI8QIMUKMECPECDFCjBAjxUgxUowUI8VIMVKMFCPFSDG6GF2MLkYXo4vRxehidDG6GF2MIcYQY4gxxBhibDsvh6u9+rfGQsV9e3HfXty3F/ftxX17cd9e3LcX9+3FfXtx317ctxf37cV9e3HfXty3F/ftxX17cd9e3LcX9+3FfXtx317ctxf37cV9e3HfXty3F/ftxX17cd9e3LcX9+3FfXtx317ctxf37cV9e3HfXty3F/ftxX17cd9e3LcX9+3FfXtx317ctxf37cV9+6+HgDgSw5XoDr64gy/u4Is7+OIOvriDL+7gizv44g6+tHutDTGGGEOMIcYpxinGKcYpxinGKcYpxinGKYaMEzJOyDgh44SMEzJOyDgh44SMEzJOyDgh44Q2GDJOyDgh44SMEzJOyDgh44SMEzJOyDgh44SME9p5aOehnYd2Htp5aOehnYd2Htp5aOehnYd2Htp5aOehnYd2Htp5aOehnYd2Htp5aOehnYd2Htp5aOehnYd2Htp5aOehnYd2Htp5aOehnYd2Htp5aOehnYd2Hq7OcHWGqzNdnenqTFdnujrT1ZmuznR1pqszXZ3p6kxXZ7o609WZrs50daarM12d6epMV2e6OtPVma7OdHWmqzNdnenqTFdnujrT1ZmuznR1pqszXZ3p6kxXZ7o609WZrs50daarM12d6epMV2fqE1OfmOP+W+9An5j6xNQnpj4x9YmpT0x9YuoTU5+Y+sTUJ3bfUfcddd9R9x1131H3HXXfUfcddd9R12a6NtPj/ttw5B1oM12b6dpM12aGq3O4Ooerc7g6h6tzuDqHq3P4y4e/3Bi2GMMWY9hiDFuMYYsxbDGGLcawxRi2GMMWY9hiDFuMYYsxbDGGLcawxRi2GMMWY9hiDFuMYYsxbDGGLcawxRi2GMMWY9hiDFuMYYsxbDGGLcawxRi2GMMWY9hiDFuMYYsxbDGGLcawxRi2GMMWY9hiDFuMYYsxbDGGLcawxRi2GMMWY9hiDFuMYYsxbDGGLcawxRi2GMMWY9hiDFuMYasxbDWGrcaw1Ri2GsNWY9hqDFuNYasxbDWGrcaw1Ri2GsNWY9hqDFuNYasxbDWGrcaw1Ri2GsNWY9hqDFuNYasxbDWGrcaw1Ri2GsNWY9hqDFuNYasxbDWGrcaw1Ri2GsNWY9hqDFuNYasxbDWGrcaw1Ri2GsNWY9hqDFuNYasxbDWGrcaw1Ri2GsNWY9hqDFuNYasxbDWGrcaw1Ri2GsNWY9hqDFuNYasxbDWGrcaw1Ri2GsNWY9hqDFuNYasxbDWGrcaw1Ri2GsNWY9hqDFuNYasxbDWGrcaw1Ri2GsNWY9j3SIwhxhBjiHGKcYpxinGKcYpxinGKcYpxiqGdH9r5oZ0f2vmhnR/a+aGdH9r5oZ0f2vmhnR/audH7eySGdn5o54d2fmjnh3Z+aOeHdq7GpqqxqWpsqhqbqsamqrGpamyqGpuqxqaqsalqbKoam6rGpqqxqWpsqhqbqsamqrGpamyqGpt6aOeHdn5oUYcWdWhHh3Z0aEeqJ6rqiap6oqqeqKonquqJqnqiqp6oqieq6omqeqKqnqiqJ6rqiap6oqqeqKonquqJqnqiqp6oqieq6omqeqKqnqiqJ6rqiap6oqqeqKonquqJqnqiqp6oqieq6omqeqKqnqiqJ6rqiap6oqqeqKonquqJqnqiqp6oqieq6omqeqKqnqiqJ6rqiap64n1TYujHVVRUFRVVRUVVUVFVVFQVFVVFRVVRUVVUVBUVVUVFVVFRVVRUFRVVRcX7Ae1vNFeJ+bBqPqyaD6vmw6r5sGo+rJoPq+bDqvmwaj6nms+p5nOq+ZxqPqeaz6nmc6r5nGo+p5rPqeZzqvmcaj6nms+p5iiqOYpqjqKao6jmKKo5imqOopqjqOYoqjmKao6imqOo5iiqOYpqjqKao6jmKKo5imqOopqjqOYoqjmKao6imqOo5iiqOYpqjqKao6jmKKo5imqOopqjqOYoqjmKao6imqOo5ijeIzFcieFKDHcU4Y4i3FGEO4pwRxHuKMIdRbijCHcU4Y4i3FGEO4pwRxHuKMIdRWgf4doN1264dsO1G67dcO2Gazdcu+HaDdduuHbDtRuu3bjXrjsKsz3VbE8121PN9lSzPdVsTzXbU832VLM91WxPNdtTzfZUsz3VbE8121PN9lRzPNXMTjWzU83sVDM71cxONbNTzexUMzvVzE41s1PN7FQzO9XMTjWzU83sVDM71cxONYtTzd1UMzbVPM175L1ojakNppaX2ltqUen6M4tTzd1UMzbVTMx75O/17Xffb/etdt9l981034e5m2qeppqdeY/8rk+y+9S6z6rr9brPqvusus+q+6y6z6r7rLrPqvuszAVVM0DVvE8121O7nqbrX7pepetLuh6k6ze6PqLrGbqeoftmup6h6xm6nqHrGbqeoesPuu+y6w+6b7XrD1QSvUfOrD/ovv2uP+iug64/6PeK0B90/cHQHwzXy9AfDFfO0B8M19DQCwy9gFm1alatmlWrZtWqWbVqVq2aVatm1apZtfdIDD3D0B8MbX9o8UM7H9r5cMUO7Xy4dod2PlzFQ+4eruchdw9X9pC7h2t8yN2qpNqxuec9Skd9j/Y6eI/OPdpv+j3af1v2m3mP9ixlP/H3qDjyG8W/3c/qPeqONpr6+6bqvqm1b+rqm3r5pl6+qYhvKuKb2vOm9rypPW/qT5u7yGatsrmDau6gmjuo5g6quYNq7qCaO6jmDqq5g2ruoJo7qOYOqrmDau6gmjuo5g6quYNq7qCaO6jmDqq5g2ruoJo7qOYOqrmDau6gmjuo5g6qxf2EUowUI8XwHbmDau6gmjuo5g6quYNq7qCaO6jmDqq5g2ruoJo7qOYOqrmDau6gmjuo5g6quYNq7qCaO6jmDqq5g2ruoJo7qOYOqrmDau6gmjuo5g6quYNq7qCaO6jmDqq5g2ruoJo7qOYOqrmDau6gmjuo5g6quYNq7qCaO6jmDqq5g2ruoJo7qOYeqaXr1F3Ge+Tfuk7TderOo7lTeI/uP6uOmqNwlI66o41rvadZx2nuHt4jv6v36cXvajPWcZrM3rrrXmZ/j8Rw3XfXvWz/Ht2zeH+ue3m/yfFNjm+y+Hvk51yd8nmTz5t83uTzJp83+bzJ2E1ObnJyk3WbrPsepaPuaDhyFteQ/Nvk3ya/NfmtyWVN3nqP/IYec+gxhx5z6DGHK3G4Eodrbfh+h/5PTXRTE93URDc10U1NdFMT3dRENzXRTdVzU/XcVDg31cxNNXNTzdxunlbN3FQzN9XMTTVzUxncVAY3lcFN7W9T+9vU/ja1v03tb1P721TKNpWyTaVss8rYrDI2q4zN2mKzttisLTZri83aYrO22KwtNmuLzcpes7LXrOw1K3vNyl6zstes7DUre83KXrOK16ziNat4zSpes4rXrOI1q3jNKl6zites2DUrds2KXbNi16zYNSt2zYpds2LXrNiFFbawwhZW2MIKW1hNC6tpYTUtrKaFlbOwchZWzsLKWVj9CqtfYaUrrHSFVa2wqhVWnMKKU1hxCitOYcUprDiF1aWwuhRWl8LqUlhdCqtLYSUprCSFlaSwkhRWksJKUljbCWs7YW0nrOiEdZywjhPWccLqTVi9Cas3Yc0mPt3v93SW01lOZ9meOqzPhFWZsBYT1mLCWkxYTwnrKWE9JaynhFWUsIoSVlHCKkpYOwlrJ2HtJKydxOH7PXyrRzhLePe+6cM3ffh+rXWEtY73yPtLZ/ZNH77fw7d6pN/tfqN7L93vdu+lO0t3lu699Hs+78VVcrhKDlfJ4dow3orDFXGc3otrwxjsPXIW18Zxei/nPd++l+IqKa6S4ioxfnuPhiO/q98orgMjuffocOTMrgjjvPdIjL3neo9E04MUPUipzqwvscM87DAPO8zDDvOwwzzsFw/7xcN+8bBLPOwSD7vEw97wsDc8jE3Dvu0wDg3j0LBvO+zbDvu2wyg1jFLDbu2wWzvs1g67tcNu7bBbO+zWDru1wx7tsB877McOY+L3yFlcf/ZZh7XAsNoXVvbCyl5YpwsrXWGlK6x0hXWrsFoVVqvCalVYrQqrVWFXbdhLG/bShr20Yd9s2C0bdsu+A3W/67OyzhR20Ib68VA/HnbQhh20YQdt2C37HvldLdRu2ffI72qh9s2GfbNh32zYLRtmK8Ju2bAzNuyHDetlYT9s2A8b9sOG/bBhP2zYBRsq4kNFfKiIDxXxoSI+VMSHqvFQxx3quEMdd6jKDlXZoSo7VGWHquxQlR2qskNVdljFC6t4YRUvrOKFVbywihdW8cIqXljFC6t4YRUvrOKFVbywiheqskNVdqjKDlXZoSo7VGWHquxQlR2qskNVdqjKDlXZoSo7VGWHquxQlR2qskNVdqjKDlXZoSo7VGWHquxQlR2qskNVdqjKDlXZoSo7VGWHFc+w4hlWPMOKZ1jxDCueYcUzzNeF+bowXxfm68J8XZivC/N1Yb4uzNeF+bowXxfm68J8XZivC/N1Yb4uzNeF+bowXxfm68J8XZivC/N1Yb4uzNeF+bowXxfm68J8XZivC/N1Yb4uzNeF+bowXxfm68J8XZivC/N1Yb4uzNeF+bowXxfm68J8XZivC/N1Yb4uzNeF+bowXxfm68J8XZivC/N1Yb4uzNeF+bowXxfm68J8XZivC/N1Yb4uzNeF+bowXxfm68J8XZivC/N1Yb4uzNeF+bowXxfm68J8XZivC/N1Yb4u1LeHtc9Q3x5WQcMqaJjhC6ugYRU0rIKGVdCwChpWQcMqaFgFDaugYRU0rIKGVdCwChpWQUN9e6hvDyujob49rJGG+vawWhrq28O66Xskhnae2rm11DDfGeY7w3xnmO8M851hvvM9EkM7T+3cOux7JIZ2ntp5auepnad2ntp5auepnad2ntp5auepnad2ntp5auepnad2ntp5auepnVtZfo/E0M7tKAg7CsKOgrAWHXYUhFXpsKMgrE+HHQVhR0HYURB2FIR17LCjIKxov0diaOepnad23rVz89lhPjvMZ4f57DCfHeazw3x2mM9+j8TQzq2fv0diaOddO+/auT0SYZ097JEIc+Zh7T3skQir8GGPRJhbD3PrYW49zK2HufX3SAztvGvnVvDfIzG0866dW9V/j8TQzrt2bqX/PRJDO+/audX/90gM7bxr5yoC3iMxtPOunasSCGsJoV4g7BgJlQNhpSGsNIQdI2HHSKgrCOsQYR0irEOEdYiwDhHWIcI6RFiHCOsQoRLhPRJDO7dK8R6JoZ2rUwhrGGENI9QphDqFUKcQVjjCCkdY4QgrHGGFI6xwhBWOsMIRVjhCxUKoWAgVC2H9I1QshIqFULEQVkfC6kioWAgVC6FiIaydhLWTsHYS1k7C2klYOwlrJ2HtJKydhNqFULsQahdC7UKoXQi1C6F24b2VEkM7H9r50M5VNrxHYmjnQztX7RCqHUK1Q6h2CNUOodohrAaF1aBQ7RCqHcIKUah2CNUOYdUorBqFVaOwahRWjcKqUVg1CqtG75EY2vnQzq0phTWl90gM7dw6U3geT3geT1h7CmtPYe0prD2Ftaew9hTWnsLaU3geT3geT3geT1iZCitT4Xk84Xk8YbUqPI8nPI8nrGCFFaywghVWsMIKVljBCitYYQUrPI8nPI8nPI8nPI8nPI8nPI8nPI8nPI8nPI8nPI8nPI8nPI8nPI8nPI8nPI8nPI8nPI8nPI8nrLqFVbew6haexxOexxOexxPW5MKaXFiTC2tyYU0urMmF5/GE5/GE5/GE5/GE5/GE5/GE5/GE5/GE5/GE5/GE5/GE5/GE5/GE5/GE5/GE5/GE5/GE5/GE5/GE5/GE5/GEVcawyhhWGcMqY1hlDKuMYS9jWG8M641hvTGsN4b1xrDeGNYbw3pj2MsY9jKGvYxhL2PYyxj2Moa9jGEvY9jLGPYyhr2MYS9j2MsYVjzDimdY8QwrnmHFM6x4hhXPsOIZVjzDXsawlzGsgoZV0LAKGlZBwypoWAUNq6BhFTSsgoa9jGEvY1gZDSujYWU0rIyGldGwMhpWRsPKaNyVUXsZw17GsJcx7GUMexnTXsa0lzHtZUwrrWmlNa20ppXWtJcx7WVMq69p9TWtvqbV17SXMe1lTCuyaUU2rcimFdm0lzHtZUx7GdNexrSXMe1lTKu5aTU37WVMexnTCm9a4U17GdNexrTqm1Z9017GtJcx7WVMexnTXsa0lzHtZUx7GdNexrSXMa0sp5XltLKcVpbTynJaWU57GdNexrTanFab02pzWm1Oq81ptTntZUx7GdMKdFqBTivQaQU6rUCnFei0lzHtZUx7GdNexrSXMe1lTHsZ017GtJcx7WVMexnTenda707r3WkvY1r5TnsZ0xp4WgNPa+BpL2NaDU+r4Wk1PO1lTOviaS9jWiFPK+RphTztZUxr5WmtPK2Vp72MadU87WVM6+dp/Tytn6e9jGkvY9rLmPYypr2MaS9jWntPa+9p7T2tvae9jGkVPq3Cp1X4tAqf9jKm9fi0Hp/W49N6fNrLmPYypr2MaS9j2suY9jKmvYxpL2Pay5j2Mqa9jGkvY9rLmPYypr2M75EY2vmhnR/a+aGdH9q5CoP3SAztXIVBqjBIFQbvkTNr3WoNUq1BqjVItQZph2WqOniPxNC6D61bJcJ7JIbWfWjdqhNSdUKqTkjVCak6IdV2pzqFVKeQ6hTy0EJVIrxHfm7cn/NetFDVCak6IVUnpOqE90gMLVSdQqpTSHUKqU7hPTocFUfVUXMUjtJRdzQciaGFFi1Utfp7JIYWWrTQooUWLVR9e6qPSPURqT4i1Uek+ohUH/EeiaGFqpRIlRKpUiJVSqRKifdIDC1UzUSqmUg1E6lmItVMpKfyp6fyp6fyp6fyp6fypyqLVGWRqizSU/lTvUWqt0j1Fump/KnyIlVepMqL9FT+tD8gPZU/7RRIT+VPT+VPuwfSU/nTU/nTU/lTdUeq7kjVHam6I1V3pOqOVN2RqjvSU/lTnUeq80h1HqnOI9V5pDqPVOeR6jzSU/lTxUd6Kn96Kn+qAklVIKkKJFWBpCqQtEciPZ8/PZ8/PZ8/PZ//PRJDO1dLknadp13nadd5qjRJu87TrvO06zzVoaRd52nXeapNSbUpadd52nWedp2nXedp13mqZkm7ztOu87TrPO06T7vO067ztOs87TpPu87TrvO06zztOk+7ztOu87TrPO06T7vO067ztOs81eKkWpxUi5N2nadd52nXedp1nnadp+qdtOs81fGkOp5Ux5PqeFIdT9p1nnadp13nadd52nWedp2nXedp13nadZ52nadd52nXedp1nnadp13nadd5eo5/qjhKz/FPtUep9ijVHqXn+Kfn+Kd6pPQc/1SZ9B6JoZ2rUUo1SqlGKdUopRqlVKOUnvefqpVStVKqVkrP+0/P+08VTOl5/6mWKT35P1U1paqmVNWUqppSVVOqakpVTem/BpDqm1J9U6pvSv81gPRfA0g1T+m/BpCqn9J/DSDVQaU6qFQHleqgUh1UqoNK/12AVBGV/rsA6b8LkP67AOn5oun5oun5oqmaKlVTpWqqVE2VqqlSNVV6vmh6vmh6vmh6vmh6vmh6vmh6vmh6vmh6vmh6nkJ6nkLaCZeep5Cep5Cep5Cep5Cep5Cep5CeL5qeL5qeL5qeL5oqxdLzRdPzRdPzRdPzRdPzRdPzRdOevfR80fR80fR80fR80VSXlurSUl1aer5oer5oer5oer5oer5oqmRLlWypki1VsqVKtlTJlirZUiVbqmRLlWypki1VsqVKtlTJlirZUiVbqmRLlWypki1VsqVKtlTJlirZUiVbqmRLlWypki1VsqVKtlTJlirZUiVbqmRLlWypki1VsqVKtlTJlirZUiVbqmRLlWypki1VsqVKtlTJlirZUiVbqmRLlWypki1VsqVKtlTJlirZUiVbqmRLlWypki1VsqVKtlTJlirZUiVbqmRLlWypki1VsqVKtlTJlirZUiVbqmRLlWypki1VsqVKtlTJlirZUiVbqmRLlWypki1VsqVKtlTJlirZUiVbqmRLlWypki1VsqVKtlTJlirZUiVbqmRLlWypki1VsqVKtlTJlirZUiVbqmRLlWypki1VsqVKtlTJlirZUv1aqlBLFWqpQi1VqKUKtVShlirUUoVaqlBLdWmpGi1Vo6VqtFSDlmrQUg1aqjxLlWep8izVm6V6s1RvlurNUr1ZqjdL9Wap3izVm6V6s1RvlurNUr1ZqjdL9Wap3izVm6V6s1RvlurNUr1ZqjdL9Wap3izVm6V6s1RvlurNUr1ZqjdL9Wap3izVm6Uar1TjlWq8Uo1XqvFKNV6pxivVeKUar1TjlWq8Uo1XqvFKNV6pxivVeKUar1TjlSq73qPy/wHe7lU7AHic1ZZ3dFT1uob3NwMIaZNAKgnsKIJiAMECo7ShhRI62UAooUV6TZEaOogFbNgbKoo6lrBBRaSJCnYsKE0FexdU7CXnHV7fu+5ad63zr9ccnzzPrplx+fudb2OdYKdBgRcCe5yw4wb2/u33nHDgsOMFDsEH4IN/+x34bXg//Bb8JvwGvBPeAW+HtzmeUyNwxLkAFILg/1QJWA/2g5rOFLzJnHg8b05qYLfTFZSAcrAW1MS9O3BtPd5oTm5g+eY6mdYrd0tgmWKpYolisWKRYqGiUrFAMV8xTzFXMUcxW3GpokJRrihTzFLMVMxQTFdMU0xVTFFMVkxSTFRMUIxXXKIoUYxTjFWMUYxWjFIUK0YqRiiGK4YpihRDFUMUgxWeolAxSDFQMUDRX9FP0VfRR9FbUaDopeip6KHorshXdFN0VXRRdFZ0UkQUHRUdFO0V7RRtFRcrLlKEFW0UrRUXKi5QnK84T9FK0VJxrqKFormimSJPcY6iqeJsxVmKJorGijMVjRRnKE5X5CpcRUNFA0WOIltRX5GlyFRkKNIVaYpURT1FXUWKIlkRUiQpEhUJinhFnKKOorbiNEUtRU1FDUVQEVCYwvk7rFrxl+JPxR+K3xW/KX5V/KL4WfGT4kfFScUPiu8V3ylOKI4rvlV8o/ha8ZXiS8UXis8Vnyk+VXyi+FjxkeJDxQeKY4qjivcV7yneVRxRHFYcUhxUHFC8o3hbsV/xluJNxRuK1xX7FK8pXlW8onhZ8ZLiRcULir2KPYrnFc8pnlXsVjyj2KXYqdih2K7YpnhasVXxlGKL4knFE4rHFZsVmxS+YqOiSvGY4lHFI4qHFVHFQ4oHFQ8oNijuV9ynWK+4V3GP4m7FOsVdijsVdyhuV9ymuFVxi+JmxU2KGxU3KNYqrldcp7hWcY3iasUaxWrFVYorFVcoLlesUlymWKlYodDYYxp7TGOPaewxjT2mscc09pjGHtPYYxp7TGOPaewxjT2mscc09pjGHtPYYxp7rFSh+cc0/5jmH9P8Y5p/TPOPaf4xzT+m+cc0/5jmH9P8Y5p/TPOPaf4xzT+m+cc0/5jmH9P8Y5p/TPOPaf4xzT+m+cc0/5jmH9P8Y5p/TPOPaf4xzT+mscc09pjGHtO0Y5p2TNOOadoxTTumacc07ZimHdO0Y102xWJLYLnfsIOLmdlvmAYt5dESv+HF0GIeLaIW+g0ToEoeLaDmU/OouX6DTtAcv0EXaDZ1KVXBa+U8KqNKeXKW36AzNJOaQU3nLdOoqdQUP6cbNJmaRE2kJlDj/Zyu0CU8KqHGUWOpMdRoahRVzOdG8mgENZwaRhVRQ6kh1GDKowqpQdRAagDVn+pH9aX6UL2pAqqXn90T6kn18LN7Qd2pfD+7AOrmZ/eGulJdqM681onPRaiOfK4D1Z5qxzvbUhfz8YuoMNWGak1dyJddQJ3Pt5xHtaJa8mXnUi34XHOqGZVHnUM1pc6mzuKrm1CN+c4zqUbUGXz16VQun3OphlQDKofKpur79ftCWVSmX78flEGl82QalcqT9ai6VAqvJVMhnkyiEqkEXoun4qg6vFabOo2q5Wf1h2r6WQOgGlSQJwM8Mso5Jaum/jp1i/3Joz+o36nfeO1XHv1C/Uz9RP3oZxZCJ/3MQdAPPPqe+o46wWvHefQt9Q31Na99RX3Jk19Qn1OfUZ/ylk949DGPPuLRh9QH1DFeO0q9z5PvUe9SR6jDvOUQjw5SB/yMIdA7fsZg6G1qP0++Rb1JvUG9zlv2Ua/x5KvUK9TL1Eu85UXqBZ7cS+2hnqeeo57lnbt59Ay1i9rJazuo7Ty5jXqa2ko9RW3hnU/y6AnqcWoztclP7wj5fvpwaCNVRT1GPUo9Qj1MRamH/HTs1/Yg3/IAtYHX7qfuo9ZT91L3UHdT66i7+LI7+ZY7qNt57TbqVuoW6mY+cBOPbqRuoNby2vV8y3XUtbx2DXU1tYZaTV3FO6/k0RXU5dQq6jJqpZ82Blrhp42FllPL/LTx0FJqiZ/mQYv9NGzGtshPaw0tpCr5+AI+N5+a56eVQHP5+BxqNnUpVUGVU2V8dSkfn0XN9NPGQTP4sum8cxo1lZpCTaYm8bmJ1AR+svF8/BKqhHeOo8ZSY6jR1CiqmF96JD/ZCGo4v/QwvrqIf2goNYQfdzD/kMe3FFKDqIHUAD81AvX3U2N/oZ+fGvvPu6+fugzq46c2h3rzlgKql5+KucB68qgH1Z0n8/3UhVA3P/UyqKufugjq4qcuhjr7dfOhTlSE6kh18Ovi/9+tPY/a+SlFUFvqYj8l9p/GRVTYT+kOtfFThkKt/ZRh0IW8dgF1vp/SDDqPd7byU2JfrKWfElub51It+Hhz/oVmVB5fdg7VlC87mzqLakI19lNi/5bOpBrxnWfwnafzZbl8i0s15HMNqBwqm6pPZfnJI6FMP7kYyvCTR0HpVBqVStWj6vKBFD6QzJMhKolKpBJ4ZzzvjOPJOlRt6jSqFu+syTtr8GSQClBGOZHq0Fg3xl+hce6foRL3D/Tv4DfwK879gnM/g5/Aj+Akzv8Avse173B8AhwH34JvcP5r8BWufYnjL8Dn4DPwadIE95Okie7H4CPwIfgA547BR8H74D0cvwsfAYfBIXAwcYp7ILGV+w78duJUd39iE/ct8Cb6jcQ893WwD7yG66/i3CuJ09yX0S+hX0S/kDjZ3Zs4yd2TONF9PnGC+xyefRbv2w2eAZHqXfi9E+wA2xNmudsSSt2nE8rcrQnl7lNgC3gS558Aj+PaZlzbhHM+2AiqwGPxc91H4+e5j8QvcB+Or3Sj8Qvdh8CD4AGwAdwP7otv7q6H7wX34Jm74XXxU9y70Hei7wC3o2/Du27Fu27Bu27GuZvAjeAGsBZcD67Dc9fifdfE9XWvjuvnromb4K6Ou8+9Km6DuyLY2F0eDLvLLOwu9RZ7S6KLvUVepbcwWunFV1p8ZXZlQeX8ymjlkcpI3VpxC7x53vzoPG+uN9ubE53tbQ2sdMYHVkTaeZdGK7waFakV5RXBkxUWrbCuFdaywgJORXJFbkUwodwr9cqipZ5T2r90cWlVaY22VaXHSgNOqcVtqd61qTS7YT4cWVCamJw/y5vhzYzO8KaPn+ZNxgecFJ7gTYxO8MaHS7xLoiXeuPBYb0x4tDcqPNIrjo70RoSHecOjw7yi8FBvCO4fHC70vGihNyg8wBsYHeD1C/f1+uJ8n3CB1zta4PUK9/B6Rnt43cP5Xjd8eScnOSc3J5gc+wB9c/BJnGzr3DI7kn0s+0R2DSe7KntXdrBuqL5bP9A0lGVd+mXZjKxFWVdnBUOZ+zIDkcymzfJDGfsyjmYcz6hRL5LRtEW+k56cnpseTIt9t/Q+hfmn3LEr3erCU9/VTW/UJD+UZqE0Ny3Q7XiarXSClmvmWDIUrI17Nluamx/cjlOOU9Mxu8YpzCvYUtsZWFBVu//wKltV1XhQ7HdkwLCqWquqHG/Y8KEbzdYUbbRAl8Kq1IIBw3i8YvVqp0HngqoGg4b6wXXrGnQuKqhaHOtI5FRXx9rBLUV5xWUVZXlDI+2dlGMpJ1KCaTuT9yUHQiELhapDgUgIHz6U5CYFYr+qk4KRpFZt8kOJbmIg9qs6MZgeScSZ2Pc7K6F/YX4o3o0PeB3j+8UHIvEdu+RH4pu3zP8/33NT7HvyL+eVF+NXcVl53ql/cFRkFbHDvNjZ2D9l5TiO/a/i1LGT919/eBs0qgw/5TpZ/t+f+v/+Y//0B/j3/2x0sESGdqoOLHdKAsvAUrAELAaLwEJQCRaA+WAemAvmgNngUlABykEZmAVmghlgOpgGpoIpYDKYBCaCCWA8uASUgHFgLBgDRoNRoBiMBCPAcDAMFIGhYAgYDDxQCAaBgWAA6A/6gb6gD+gNCkAv0BP0AN1BPugGuoIuoDPoBCKgI+gA2oN2oC24GFwEwqANaA0uBBeA88F5oBVoCc4FLUBz0AzkgXNAU3A2OAs0AY3BmaAROAOcDnKBCxqCBiAHZIP6IAtkggyQDtJAKqgH6oIUkAxCIAkkggQQD+JAHVAbnAZqgZqgRqdq/A6CADDgOCWGc/YX+BP8AX4Hv4FfwS/gZ/AT+BGcBD+A78F34AQ4Dr4F34CvwVfgS/AF+Bx8Bj4Fn4CPwUfgQ/ABOAaOgvfBe+BdcAQcBofAQXAAvAPeBvvBW+BN8AZ4HewDr4FXwSvgZfASeBG8APaCPeB58Bx4FuwGz4BdYCfYAbaDbeBpsBU8BbaAJ8ET4HGwGWwCPtgIqsBj4FHwCHgYRMFD4EHwANgA7gf3gfXgXnAPuBusA3eBO8Ed4HZwG7gV3AJuBjeBG8ENYC24HlwHrgXXgKvBGrAaXAWuBFeAy8EqcBlYCVY4JZ0WG9a/Yf0b1r9h/RvWv2H9G9a/Yf0b1r9h/RvWv2H9G9a/Yf0b1r9h/RvWv2H9WynAHmDYAwx7gGEPMOwBhj3AsAcY9gDDHmDYAwx7gGEPMOwBhj3AsAcY9gDDHmDYAwx7gGEPMOwBhj3AsAcY9gDDHmDYAwx7gGEPMOwBhj3AsAcY9gDD+jesf8P6N6x9w9o3rH3D2jesfcPaN6x9w9o3rH3D2v+n9+F/+U/RP/0B/uU/TlnZ/xrMYj+Zo4r/A1e7Md8AAAA=')format("woff");}.ff35{font-family:ff35;line-height:0.666504;font-style:normal;font-weight:normal;visibility:visible;}
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FxM5QIAIPUBAJDs1MdULgAAUh8AAMnFVC4AAFIfAABJxlQuAABSHwAAicVULgCA0RxKAABAwjCVC1CzvfeAz0ImZS3qcFvxhfTnw4qvR9+zrMtzbDX3j7zsxwP5hv8O1dXhZFM2b1RSHwAAmDJtQoqAeeuhDUP//NjAvU8MNNpg9arMH5+18CNrFk8+AW7v9d/+N89N6TDOf2vX/ttrzuw8YpF3zLL0lDJnfz78ydreX60f3NhTmWAvH3hb17vOWNBog2MvXT8TRX70f52+cnGq7jE/u7X06HP5LTsq614sTP4Jzzml/fgjMm8/veMNx+QOWqXPfPuVCc5v3TN+whGZ2u3jlqePWpp68/FtrRKbm0UNDe3itwMAAElS9Lczrg/z0//+55033r1zMlt2dzoPfPHUScawaaS+RvHja584ZvWq7GQi33u+8ELf8KR6a195wYpPf2DF4U19ZT++4c4dtz2499Cf/Py3dv3jR1ZNcGqmmvoavQH++vzlH1mzZJ5kP8b1AQCQNGFcogiYhzb2lCcZ+USkbzi6+CubZ/0IK+d94cUx/U7ruvgrmycZ+UTkxrt3TuY5Z05/Pnzn555rSuQTkXufGPi9KzbM9CvqG46uvb3n+jt65smng9QHAECiGKONMJsL5qNv37d7qhlsY0959o/zwuteimIzwQbrNxcm6NVZ1w137ThcZY9iM/lmySZWqSlue3DvQxuGSH0AAKDFMIEn5qf+fDiNXn9TDYpN0Tcc3XTvRGOsfvzr3qk+571PDJT9+LBU/pmXi02PfLUq/WTt3lk4/s/f+urhKt1sYjYXAAASJdJlioB56CdrGyal1asyjZrO7n1i4MsfP2ra00iec0p717jhZ5MJn79aP9hoJN4E8bW70+nucBu9lu89sGf8c46eVGa8gXxYd86Vuq9rtEzq9aajf/zRaxNs2d3pnH1yx/6/rjmz85mXSwOFkZT4ux2VCVo1f/pI36XnLp3kuRizo8k8//54+dpefzKDLUl9AABgrmACT8xPt9drF+rudP7nZUe/64wFE8w1cuejU4gWY3z540ePn8ryG391bO1G2Y9/u7Fw2de2jH/gBFHkvt/Wj3yXnrvkcx88Ipuy73m8//o7esY3r92+du/41Lf/YOpqNEtN3dfVSKPXcv5buy7+o8Vnndg+5v73n73owIeXf/pIX91Ts7Gn0p8PJznjztkndxz0xf7d91+tm3I3ba8kPvXRwxMAgESJYtr6MO9s7CnX7WR406eOq61qkE3Z11x05DmntI/f5qeP9M3QUWVT9rvOWHDNRasafFTrD1qrezznnNJ+zUVH1tok33/2ops+ddz4bfqGo9kfpjjBnCtf/ctjxke+8Vavyl5z0ZGrV2Xq/rR3uGn/jLVycerLHz963n5GSH0AACRKqIsUAfNNo+R25nFto//68T9eWi8xVmZ0usgFbfX71u0eCOrG17pNZ2OOfMzrmoUE20ixWn9E3JUXrJjSigifeO+yuvdv2l5p4tFOvgGT1AcAAOYupnLBPBTFpm7/wEvPHbsU21tW1296+sW6/jnyWv71qfrzSY45csdWl567ZPxmtz24dxbmvZxMKrvwnEVTep73/n798YdDRX6nkfoAAMCBjNEUAfPNb54fbhAkFo65J5uy63byvH3tbIclEVnW5Y2Pr3VHJ55zSvv4+WbGv7qaZ15uydb+Rg2DT29p5uqjs3+WSX0AAKD5mMAT89D3f7Wn7v11u0HW7eTZNxzNUFgq+3GjdcDH55xGSyDUPeZGnTy/Mel16mfU3OxLOfGCGcnGHJ4AACQHE3hivin7cd1ZGcd376xp1Mnz/icHJzP1yBi/WNd/1NI68WaoGD29pdRoXQQR6e506h5D3Y3rHnOtk+f4rq3rXiyU/Xjaa1G0rt/tqNzzeP2eumufGRaRx1/KN1pX8KSVGVIfAABoGbH2KQLmlTsfrT9/SaMOkLVOnuPD2G0P7q2tizClvd843Ya18cPYyn5cd3Ri3e6d+19j3Yc8+PTQmNURZs7cGXe3sady1c1bp/fYI5ckf5YXengCAJAcQTxMETCv1J21srvTadQBUhp0mBSR324szNphf+p9yye5989csKLRkzR6jbfcv3vWXshwKW71t9CVF6yYD02jpD4AABKCqVww32zv9euuc3DRmiUTLBvQqJNno/GBTXfrZ48fv/L4DXfumFK0ExHHVnUnp6ktbj47r6VuB9cW0t3pfGTN4vnwYaGHJwAACcGyDZhvGq24cOPdO6fR93Ldi4X+fDg+jzXXNRetqi0cP1p/PqwbX0XkxI8/NY29/GRt76c/sIJ3yMTOOaX9liuPnydjIEl9AAAkRGwY1If5pe46B4fivt8OXHru0qYf5+pVmbesbn/76R1vWV1/kN59vx1oemUOb+qbyzPKnP/WrjVndr75+LZ5tWg7qQ8AgIQwJqYImD/Wby40mpJx2n76SN+UUt+tnz3+hBUNp3/MpKxJthz+P81eUaBvONrYU169Knu4zs5APsoubkLqO255epJbnnNK+5c/fvToe4rV+JIbNo9/k7zp+NyszXZD6gMAAE0WxkWKgPmj0ToHh2JjT2VKYemEFZlDby/a2FNuenytJdhrLjpyps9CR7Z+tPvdzsqUKrOxp/5ao5MfN9jV4Y7f4/+87OjLvrZlzJ3X3t5z6lHZaSzU0dKYzQUAgISgrQ/zRxSbuosWHLp/fWpoll/LDO3xtgf3RrGZ6YNv1NTZaHKaRr59X/15R49Y5B3K4b3rjAXnv7Vr/P0fun7TrE14M0fQ1gcAQEKEmrY+zBe/eb7+IiWrV2VOOGKyK27f+0Sd0XS3r917+fnLJ5gCtOnxte7EM92dztknd0zySRqtP/7My8WZbtHKpOq3IW3sqTy0YWj8vDUNNi7XPRcismyhd4hH+I8fWVX3yd/zhRce+/oZs3aiSX0AAKAJWLYB80qjVRZ+/LcnTn4Szt/tqIyfObNvOJqFsDQ6mNW9/6I1SyY/HctDG4bG92MUkW/cvfPHnz9pRo9/UYe7elWm7gSkl31tS3en89fnL/+jMxtmv18/M/TTR/oazV8qIofegXZRh/v1Tx4zfgH3vuHo6u9s/cZfHUvqAwAALYNlGzB/lP143Yt11jRfvSozpXUX/ss7uq+9vWf8/fc/OThrqe/Hv+6te/9/fvOCyT9JoxUI171YmIW5NBuVsZasrr29p9FPD+rSc5c05Qjff/aiux7tG/+eufeJgTVnds6TmV0Y1wcAQDJSX0gRME/c+Whfo/gxpef5k7d01b3/tgf3lv3ZGCVb9uO6nQ+7O50pTb+ZTdl1l2ufoFZN9MG3d8/QM0/1hE7gxgZtelfdvHV777xY84bUBwAAqQ9oJT99pG9KKa6RWu/Euj/67cbCLLyQRnu5aM2U27g+/sdLp1SrJsqm7Fs/e3zTn/bKC1Y0ceWJWj/Puj+68LqXZmHaG1IfAAAg9QGTtb3XrzsMbKrdO2satSZNdQrK6Wm0lyl176xp1MlzY09lFtqy3nXGgq9/8pjuzqaNHbvmolVNX2X+vb/fVTfk9w1H19/Rk/gPDqkPAIAkiLVPETAf/GJd/5Ty28QaNQ9u7KnM9Mz+/fmwbnydavfOmgk6eTaqWHO9/+xFD99w+jUXrWp0GJOxelXmygtWPP+dN1567tKmH6Fjq+98pn6b5G0P7n1ow1CyPzhqaGgXvz4AAGh1w5UtsSH4Ifn682HFrzNj7bIub3qz8DdqCuvqcPbPgxLFZvdA0MSdikjZjwfydSZhyqSsaTRaTlCZCZ5wJl7X/qctVuNN2yuT2f6klZm2tD264NN4pZOsW6MqSTPmCyX1AQCAmTVQfoEiAADqoocnAAAtj8X6AACkPgAAkozF+gAApD4AAJLMCG19AABSHwAAyRXrKkUAAJD6AAAAAIDUBwAAWlCkKxQBAEDqAwAgsYyJKQIAgNQHAACpDwBA6gMAAC0o1EWKAAAg9QEAAAAAqQ8AALQaY1isDwBA6gMAILm0iSgCAIDUBwAAAACkPgAA0IK0CSkCAIDUBwAAqQ8AQOoDAAAAAJD6AAAAAACkPgAAMEvCmCXaAQCkPgAAAAAg9QEAAAAASH0AAGBuMSamCAAAUh8AAIkVasb1AQBIfQAAAABA6gMAAAAAkPoAAAAAAKQ+AAAwK4zRFAEAQOoDACCxtIkoAgCA1AcAAAAApD4AAAAAAKkPAAAAAEDqAwAAAACQ+gAAAAAApD4AADABbUKKAAAg9QEAQOoDAJD6AAAAAACkPgAAAAAAqQ8AAAAAQOoDAAAAAJD6AAAAAACkPgAAAAAAqQ8AAAAASH0AAAAAAFIfAAAAAIDUBwAAAAAg9QEAAAAASH0AAAAAAFIfAAAAAIDUBwAAAACkPgAAAAAAqQ8AAAAAQOoDAAAAAJD6AAAAAACkPgAAAAAAqQ8AAAAAQOoDAAAAAFIfAAAAAIDUBwAAAAAg9QEAAAAASH0AAAAAAFIfAAAAAIDUBwAAAACkPgAAAAAAqQ8AAAAAQOoDAAAAAJD6AAAAAACkPgAAAAAAqQ8AAAAAQOoDACCpF3LlUgQAAKkPAABSHwCA1AcAAAAAIPUBAAAAAEh9AAAAAABSHwAAAACA1AcAAAAAIPUBAAAAAEh9AAAk70LOyg0AAFIfAAAJppSiCAAAUh8AAAAAkPoAAAAAAKQ+AAAAAACpDwAAAABA6gMAAM3gWm0UAQBA6gMAILGUsikCAIDUBwAAAACkPgAAAAAAqQ8AAAAAQOoDAACzxLZSFAEAQOoDACC513LlUgQAAKkPAAAAAEh9AAAAAABSHwAAAACA1AcAAGaJY2UpAgCA1AcAAAAApD4AAAAAAKkPAAAAAEDqAwAAs3UtZ70+AACpDwCABFNKUQQAAKkPAAAAAEh9AAAAAABSHwAAmGs8u5MiAABIfQAAAABA6gMAAAAAkPoAAMCcopRNEQAApD4AABLLsTIUAQBA6gMAAAAAUh8AAAAAgNQHAADmFNtKUwQAAKkPAIDEUlzQAQCkPgAAAAAg9QEAgNa8nCuHIgAASH0AACSWUlzQAQCkPgAAAAAg9QEAgBZlqxRFAACQ+gAASG7qY/EGAACpDwAAAABIfQAAoCXZFj08AQCkPgAAEnxFVy5FAACQ+gAAAACA1AcAAFrxik5bHwCA1AcAAKkPAEDqAwAAAACQ+gAAwFy7oiuHIgAASH0AACSWUlzTAQCkPgAAAAAg9QEAgBblWm0UAQBA6gMAILGUsikCAIDUBwAAAACkPgAA0IJcmx6eAABSHwAAAACQ+gAAQEte1JVLEQAApD4AAEh9AABSHwAAAACA1AcAAObWRZ22PgAAqQ8AgARTSlEEAACpDwCARAc/cSgCAIDUBwBAYrl2jiIAAEh9AAAAAEDqAwAALcixMhQBAEDqAwAgsZSyKQIAgNQHAACpDwBA6gMAAC3IVimKAAAg9QEAAAAAqQ8AALTidV25FAEAQOoDACCxlFIUAQBA6gMAINHBTxyKAAAg9QEAkFiunaMIAABSHwAAAACQ+gAAQAtyrAxFAACQ+gAASCwWagcAkPoAACD1AQBIfQAAoDXZKkURAACkPgAAAAAg9QEAgBZkWx5FAACQ+gAAAACA1AcAAFoTQ/sAAKQ+AAASnfqsNEUAAJD6AAAAAIDUBwAAWpBrt1EEAACpDwAAAABIfQAAoAUxrg8AQOoDACDJFNd3AACpDwCAJKc+xfUdAEDqAwAgwVd35VAEAACpDwAAAABIfQAAoDW5Fos3AABIfQAAJJdSNkUAAJD6AAAg9QEASH0AAKAFOVaGIgAASH0AAAAAQOoDAAAtyLGyFAEAQOoDAAAAAFIfAABoxQs8C7UDAEh9AAAkmFJc4gEApD4AAFqNMUYbygAAIPUBAJBQhXK4c7BoZFJr8blWGxUDAJD6AABoJZWqH2sdxJPamIXaAQCkPgAAWkx7Lh3H8XCpPJlER+oDAJD6AABoMZ5r6SiuBL5S7kE3dqwMFQMAkPoAAGgljm0rEREpVH0RRegiEoEAACAASURBVEEAAKQ+AAASd+VWSkTy5ZJlHaS5z7bSlAsAQOoDAKDFpFzHGBNEkTnYRVw1/SpvOqk/AJD6AADAzMplPB2G7vonB++9Zzav42HkDZfaUs5JnAIAIPUBAICZTH1pL/vjH6T/9YH4iccm7uRpW14zvzGoWMdxvhy4NssAAgCpDwAAzBjHsfXQkIhU/+g/R3r2JnSx7VjHcRBFaW8lZwEASH0AAGAGVUWVLv5odNrp+XJp4kX5lDhN3K/rWCIShI5SDmcBAEh9AABgpuSuvDpYtkJEhsslkYlSn2vnmrhfJYGI5MulrLeUswAApD4AADBT2jqyYRDVbvuRmbX9uk6gtQ6iyHMWcxYAgNQHAABmSjbt+dVq7fZQqThBJ0/bSjVxv7brx2EkIoVixbEynAgAIPUBAIAZoZRKeV4UhiJSCXxRDWfytJTbxP26bmS0dp5/Lvwf12W8JZwIAGgVjMYGAKD1dLRl+wfzHV2dIlKs+jlvlvbr3Pn/Zrb3iIhtdYts40QAQEugrQ8AgNazqDMXx3EcxyIywUyezW3rExEdxyLi/+E78+USC/cBAKkPAADMlJTnZLLpSqkiIkEURbGandTnvOnEyjl/GPzhO4bLpbTLTJ4AQOoDAAAz5riVi6MgjKNIRMpBOOan2qhYW8bYzd1p+sxV+Te/pXZbqQ6+SAAAqQ8AAMwUx7ZXLO0u5UvGmOFyaf813RiJIjeKUnHsaZ3zrFVN3KmbcWvTeIrIQKHgOR2z/8KNEWM4/wBA6gMAYB5YvDCXzaRDP4i1DmNljMSxHUZpPaqJz7OXuOroJu40nbZrDYyVwE97y2b/VYfBiig+VilmpAMAUh8AAPPAMUcs8itVrXW+Uq34TqwPGMinjekt9faVoibuMZOJKuWR1QL9wJn97xJVP64GYcZdwdkHAFIfAADz4EJuWScctbyULxarlVKpsP9+Y0wxKO3M9/uRcuxqE/foeuXQD7TWIpIvl2a/k6dthSISa0YVAgCpDwCA+SHlOZ3t2aDqhyZ6duNzIlKslrcP9w1VKiJiKZ3xBpq4O8eJbcf2K76IBFHkObM9k6fj+FrrfLmU8RZz9gGA1AcAQPLFWveX/L6hIcu2d+3e+fRLG4b8slJKRNpSzqJc3lK6uXtc0h1XyxVjjIj4gT3LXycs29dxHESR53Rz9gFgMhgJDQBAa9tdjLJtuarvV8PwnHP+wHPdlOP4QejHuiNl/Kj5e3RTpUxmYalQautoGy6XOnMdYTy0/6dKPNdaqk0pMkMiuvl7dyMdx+K61UA5VibSFd4DADAx2voAAGjlyDeQty1HxzqOo5TrFkqlgeHhwWIxMtp1LNfNuXb7TOx3UfdgFIZxFMVaO/aS/d8rPGtVzj3ds5eknWOyzmlKvJn7+jJYLKTcLt4DAEDqAwAgyZEviFVQKS3IZk5c0b20M9ORzRhjKtXqcKFQ9f2hclms7qx3RPO/QFiyYpkp5UsiUq6KiOWorjb3jd7rCVAs5absU4xRM7D3ULS2nnzC2hPzNgCAg6KHJwAALalUqQaxEhHHcYIgWLGwzbLUwpybS9l7h8ux1pVq1Q8CbYxjL+zMLsxXNhrTzO6etltq71hUrVRFZEnbqbZ9QLOeNma4OlAKTHvaslWTs5kbDLo//bnbs60Ux+5/Wh3GRd4PADAB2voAAGjJyNdfDEVEKZXJZHb2vOY4I/+S6znW9r29tm2LiNa6UCz6QVD0TXv6DZ6zoLmH0dHRb+I4juNK+PriEMaYYpDfld9bCoySuOlzyYiICgbdnm0iUsq1pd2lvB8AgNQHAECihJVq/pkXapGvra1tcHDwzFOPH7PN3uGCWI7rOCJSrlSKpVKhWrGsI9tSRzX3YBYuHCjnS9UovP/Xv6xUKyW/3DPUO1QJjNgikkv1KmWaXoHMyq7AsssXfyw67XSlWLgPAEh9AAAkS/Hm72buvlOiKJfLDQ4OLu/KplOp8ZtFIos70gtyGaVUFMeFUqni+9W4fUH2TEulmnIkxkjfcOdwtexXg9NPPuU/nn0qH1QtyxIR2/I7Mj2O7c9QEQb+/KJo5SoRGS4dhpXiAaC1MK4PAIBW0v+zu63trxmRBXv29oks78pmUhNFuLa0iczOIFwZhHGxXPY8zwz5uef3Bm872teDh3gwkVmaW9AexUOVoLR40dKzli71HMeznSCKKsF2NQN9O/fLHdEVRZHjusVqpbNtWRAN8d4AgEZo6wMAoGUMFcpR92IRySxYLFu2HDTy1SgVpbxX2zKhUioIAn/DM/LUeu9n/96ePv5QDqZateKoXYex71e7Ou1ypTJcKAzm88PlUqjjtkzze5OO5nlBGIxMTqPjNF9pAIDUBwBAy4uiOF+N/dPPcE49Iz7u+Mz73z25yDdyrVfW7lzmtbRnO88/W9i1LXrtVXP7P7dnTlNqOh1/qlUrildGYZC2VJtX8byB9mzRtqwojovlcr5YLPl+NW5fmGtab9KxqS9VqZYrxhgR6S8M08kTAEh9AAC0vB39RRFJpVJDf3xe+oPvc92Gaa1cfX00nTUq1Cklrvuqeueble1UBvZUjSlW42zqNMdum9KRxLGJ4pWybwZRz6uIiKjBTHqb5yrZN3do1feHK0EufUrKWdT0aiglXsoN/UBEgihKuct4hwAAqQ8AgBa2s3dIWVYqlRoeHFixdIHtTtRAV/FHUp8f1pk/05zUqf/hI9Yb31xdtDBfLA6XSkod7diTbSuLY1OurKrdzuVyv9u8ecECd38SGyzsGCyWbMsSkUq1WiqXi9WqUSs6sic3/VtHLmvKxXKtua/qW3yrAQBSHwAAB/gv157bQkcbaqWUCsqFE49aZtuTunwbHffmC5VQjf+R8mz9p2fY7zo6m7Yq1epgPh9FyyfZ1dP8clOt12gulwvDsKurZFkH7CJfrvhiZdNKRKI4zheLVd8v+VZH5nTHyjSxJtlcUZTEUSQiw2Vm8gQAUh8AAKNceesHg6q+4PNrWuWAj1rauaq7bdWyKXSVVJYdh9FQqeQ26MCpVGTb29qyuzIpKVerYhYfPHz+28vuk0+kntuQyWSiKCoWXurq8upuGZv+tlyv69giUqpUSuVy0Q9d98S0XWcvxtjTqIltx92LvOJw0RgTa21bS8a+QPEsyfBtBwD4PQgAmJc8nUpbfjlO9qt0LCuIouyEc2kqFdn2a9nMNiO7Jn626vay98hvRCT39NNa62LhpYULGzYPBjqrpJpOjcwdGkZRvlis+L77w192ZA7o7RnFXqG8PO0cOY0XmMkOpNOuX/VFxA9Gd/K0UvYxOff0rHtK1jnNkgxveQCkPgAA5pFvP/Al2xHXs5WaF6+3GqhDn0gzjk3Ufryy7VT7glS2vVrZNEHkOyBVWrtzmZ2eaxtjir294Z5d6sZb2jfq13t7altrHUTZ6R1k16J8tVzRWg+XS67dISKutbjNfaNrdY1811Fu1j1FSY53PgBSHwAA88WmveuzOc+ylbLUh//p3AS/0loHy8FiIeN1H+JTlSurxHGCP7/E7l7W/4Ez2tun8BWitmBge7aafv7Z6lBfae8OWfuQY45Ou0tFxHErcRgNl0tpdzoHadvxsiWmXCyLiDJLsvbpKfuAZkNtTH+5r+hneecDIPUBADAvPPzSwyISBpFSyrIl3xt87IYLk/piUykvjuNYa1sd0toJQ8OdSlmO4xSXLhv40Ju8BdNqOVS99jnLrCOPjvxKcfdrpTiOzOL2zMkiYiklIo69ZJrhNlXKZa2g6pcDbVmvjzM0xhSD/M58fyUUx6ry5gdA6gMAYF74+WPfaF/oxaFYtrJsJSJ9OweS+mJd147DSEQqQeROcVG+/cplx3E6HccJw2omsz3V5k37eJRn679coy7+Uzn+xHKlMlwoFKqSS51gW7GIDJdKnrNges/c0dHvV/1StfLkhicr1YqIlPzKjnzfUCUQESWx5xR58wMg9QEAkEDffuBLl3z5vAOCh60qxUjHWkQs2xIlcWQSe5m3LNHG2run+t2bUk7X9J4kij2to0p5MJfdkUrZh35U5qROc8nZ7dmqEikUi/35yHVsY0yxWsmmVk7vOYPILkXh0ODwCcce9y8P3vfits2D1ZKIEhHXLnVkdihl+DgAmLccSgAASLBNe9cP9pU/dsOFP/jcL0Tkiu99INNuuSmnXAhFiW0rpVRtme/EWvtg7tmnRcSyFolsF9FTfYKO9rJIuRaZm3lgqjebETELY90R6JQOQ9txoshRyjEmmuqTVfVRbW3lgcF+se33vff8tOtGsa6GYSUIs14fHwQA8xxtfQCAxHp006OWrWzH2t+HU1lWOpsy2hhtlFLKUpYlIvLez7wjqUWojcCLjj6mWKnMwjrm1WCKEVoN2va2VOq1MIysvXvyd92Rdqc8BDFfbMuks8aI58TVIBjK54eKRT8MHNta3NHWNuHCFQBA6gMAoIXdte7r6azjelatD+fnb/uY64myLGNEaxERy1K1K6HR0kIrtk9J7szT/a7uyocvGi6X0t6ymd5dxZ/W1xFLUg/+Kve9m63fPu45U5vJM1/IWqrLL+QXdbQdsSRqzxZty6r6fqFUyheLJd+vxu0Lc2e+vlAEAMw/9PAEACSYikLtOLUZIqUcDXV0ekYbHY+0RykRy1KxGBEJKslcsb3z1JM3dXS3WZaI6DgtYk2jk+csiLZsFpHo6GOqgXKsTKQrk418VreIuK470Ldn+XJLZDCTHtT6yHLVaK0LxWImndZaZ7yTnHhXNdzDpwLAPERbHwAgmT71vQsyHSoM4tq6fOdd9Q5lK8uyRIwxIkZERNlKKVG15r6EDu5zXNdoXRu7OFQqzkInz2l+Izn5hMopp1U+fFG+XEq5k5p4plq1apFPKZXJZHx/JNEpJbb92q7eftuyRKRSrRZKpbLva1nSkTlZKf7JGwCpDwCAZFzhLKVDy8S1FRrk2FMXZnK2UiqOjdZa633tXUoppZL0wsdPTpPLuHFUW7/Bz3hHzM3Dzr7nzcV3v1csK4iiyawuGPtRXFhYO4FtbW27d+1cvvyAVQT78/lCGKdSKRHRWueLxYrvlwKrPX3qtBexAABSHwAAc8W37r/OccXL2LExSimxRJRyXVtERI8069X+tC21f2bK8654x/2P39vqr70wamhdOYhFpKPNq5RGOkxWAzU3G7vcjAqqI0deCaKDDsNzv3Fv2y/vr0W+V17e0tnZW3dViVIYt+V6XccWkXKlUiqXi37oOMdl52r6BQBSHwAAk7Jp99OZdlfHRmIRkcVHZDxXKUuVC6HWZn/wU0qJEst6va3ve//89eRVI5OWKIziOBaRwWJhGpNkzgKlxLFHVtEYKBa8CVcXND9cZwrDsmVj1rZeeXnLihXlCRYSVFJNp15ty4RKqTCKao1+8Sv59tISensCIPUBANCqlKUsyzLaGDHKkmx72ss6IpLOOcbI6+P61Ejw29/cl8g5XWxbeZ7rV6oiEmttW7OR+oyZ8nru2axVLVdHvqCohqkvX8hayhaR7KLlwbp/X7WqMpm145W1O5fZ6bm2MaZQKsWbXlI/vrPtpYjengBIfQAAtJ5Pfe8CLyNKqdrYvdqifLZt1RZk13rf5CbGjKQ+kf1D+5I6p8uirtCv+LWWND+QWWjjivSUV0pIparVcqV2kIWKXzeP1WZwKZ733vSyVdWVR7hvX+44k/0yo1SU8l5tz1aVUvHjvyn37pS1D3lP9WW9lXxqAJD6AABoqWubrdJpT0S01jo2uU7X9tRIN04z6v+RJDDyX7K5qVIuly4VSiIyUCyknDHNfZajumx1mKf39FIVZanQD0SkWK2M7+QZxyaMVoiIt7Br27vXhBeeak0i8o1N8qo3l3lNLVka+ZXCzq0VvxroBW2Zk/ngACD1AQDQGh5+6WERo5SKY21iMUYs20ql3P0BwGgRI0ab0alPRqW+9139zkRWZmFXfxSGtck8R/efdFRX1jkt7RyTcU7IOm84vGv5di30ysVyrbnPmAVjflooLlLKSqVS/f07u489YEDmGGH0+o+0GfuKlBL9l2vUxX+q0plyOl0oFotVyaQIfgBIfQAAtIKfr7sxk3NEiY5qPTmNyOvxQMdm332jM8ABizdEgbn4n85LUk2MiUXEsmTFMlPKl4wx+XKolGOpXMY5Oe0cY6mRVGwpN2OfbMxh+3qQyQ5YtlVr7hssFsZ08nSdtvZsrlzqW7a0NEHkE5EgmkRZTuo0X/jz9BtWGWMKxeJQMUi5J/IJAkDqAwBg7l/ZlGVbfiWqDd5zXMv1Rpryamv0GSPG6AO6/Y3r3zk0WE5SSSI9smyD7ZbaO1y/6lcC39HHZJ3VtsqO3rIY5HcXh7Q5bB1eLUuWLQ1LhZIxJogi1z6gTXJx54Kclz2i+9i0fULTdql6s5lt7dmq0XH/cNW2OvkMASD1AQAwsx7d9OgH/nbN9NbN27F3q4hYlnJc2xhjtChRrufWmvJqHT5fX69vJPHVZnMRNeqSGEcmqeXt6OiPgzCO4+jAaOdH1V35PUOVwBhLqcP58m2nsmhRqjYEMYzaRGR8m6RjdaTt1c2cekf1plOv5jI7Yz3MZxAAqQ8AgJl1929vVLa65a6vTuOx/+O+z6bSI5e2ODbGGFGiLCUisTbGjDT3SW10n94X+9TIjXlS4cVL8uV8qRIGv/73tZVqJdZ6W/+e3lIxNraIZNwBS+nDe4S5tgHHkjiKhsslWx9br02ytKdY0lNfHOIg0U9FfAABkPoAAJhZD7/0cCrjuCkrCqbTjqNjY9m2iGhtxEgcx7YrVq01T0SPBL/9y/WN/r4vat4UeSCfGaqWBweHly1Z/Nj6x3cVBmzHrmWettTulFuYCwe5qHuwVChFcRzrA+Zi2dcmWTHGOuzpFABIfQAATNnP192oLPE8a5oNb2akx6aOjdFiKctx7QPynDlgAs8xwW+0pM7kGZtcumNFZ8fCUlA+8uhjzj777CO6Fh6xcEFXW1vOKzm2P9FjtV8N+2v/7ck/VQ72ajN2UfuhfNCcLyiWLFkclAolLfqx9Y+LSKz1zuHe/W2SWa/38PZEBYAW4lACAMDcoSwrjoxlW8pS77v6nf/y1Ycn/9gv/OAvrH09/mqrscfaWJa17x4ZaeirDerTtbUB9u13XMiMAvPJr/3ZzZ+9K1GRLzZ+uMRYOgyD5d1esVwWkYrnpVzXtu2FbccMlZ7oLz0vYiphbyXcU3tUb/HpOl8gVFd/caOIdLedtrTjrEW5U7KpJY6VbtahGiO9w85wqZBOedrE/7buodWnnV6L5kpFOa9v4oAKACD1AQDmok9/788ynRKHxlLKsiUKzJ994Y/u+uKvJ/nw/mBvKmPvzwyl4UK6Lbt/SYaRQX21rDd25Yban2pMx89du/pbvaSRrpaDwd35xyNdNsbKWucrFdtai+59eufnjll02YLUe4MgCILAsW2tdSZ11kpv1W9e/mQQDR2k2sWNtRt9xef7is/Xbrenj/TkS80JqGZBtn1hGA2X/eqZZ77Rc13PtsMoLgdhHG8n8gEAqQ8A0KIXJa1DS2sjSmzbiiSuFqcwu4bal9yMUTo2bjrjuq/P9mG0kVHNfbX/9qU+tT/+jQ6EcTjnho1FuhJEI5NMDpRfqN0o+juK/mu12zuGH7LlaCWfHolkpRfWv/bfarfPWHKXUraI5HK5DVt/Lmm9deC7Sn70piN+FMdeFMf5YjGbyXju4nNX3/fsjut6Bv9Pw0im65+XQvW1RaP++vyOHy5uP6M9fUTWWzK1yBcbo5YpFYRRsLg7WyiVLMtKeZ7nuinPyXnHV4JXD5pLAQCkPgDA3PKt+6+zLPEyTqkQKKXEElGi44bb/9U3P/jtK+4cfY+ORnJdFMW1G8pWtSBX+9PsH9E3uSn/J9h7c4VxJYwPkuWmcmk/Yf+Bt6XOrN04ccG3LMsRkUwms3vXrtD5v7Wer0b8Z3Z8fkX62iVdC2Kty5VKEATGmNXL/m555zv/49UvGKlThbSzrCgDBz2SV/t/9Wr/r2q3Vyx429L2Ny3MnZh2F1nKnjjylSurlCo7SmXsSiZd1PrIclVXqtVKtZpOpbT2Uu5RbXZn0d/GBwcASH0AgMPsb2/+5Fc+efNktty0++mORZ7RRsdixDiOFShtGsSzbz/wpV09/R/+p3P/v3988PV7VS3QGR0ZHY96oBGtjdZa7xvLp02tuc/IAc19TZ4axI8qlbBYu91b7K3dKIdRELv79vqGkS3DDf3FzzZrv0raxtxz4t6LcstWikgqldJab9n9E6u9sv+nrrxxV39/58KFaTeMQnek0S+dzqXe8u5T7n90y8fKwa4xTzhcfm2qR7Vz6LGdQ4/Vbu8fCtiWPmJMAtwX+SwRaWtr86sVpTzbfq0tl65Wl0VxXPV9PwjaslnHaV+QPTNfeUkbensCAKkPAHCYfOb7F2zdMvTfb/vMf7/0GwfPKpayLCuKX+9UqZQYkbpzumzcs95NW6XBcExgMLrWoCfFfCGVziilag19+0PgyKINZiQNHjCji4hYSuIDst/lN37wpivvnOTrjXW8t7CzJ+8UQzfr5GyrQ6Rj3w9XjEmno6Xcs2buLCzrf8uyX74YqA3mzb8nIo9tuMFasLbeCVC7C09Ww98e2Xm11qZUqYRxrFOpt5/w0xe2f6ln+FejXmYUxsXJ7NpSaW2q4+8fMxRweefvd7ed3pE5yrHSxdJy27ZEJJfL/W7z5mOPdffVrDpc6smljxAxxphCqZRJp7XWmdTJcbyrum/iGcymH/zbD3+z7qnvX/NNSgHMfazcAACYsWuMbTmOeuqZDQfd8tO3/qmXFhGJI2NiXXusskRkZE6X0Rs/uunRbLvreVYcHZDQlBittdEmjrTjpi17Xx/G2kp9WsSMzO1pjBg9qTF7e3sHP/xP5x50s+HqwPO7Nz21w99eOLYaVZWYvmp/X3XQjybbBVFJeiZOgS7kT/qlFpHM449NFPn257HSb57e+YFQXhKRIAgKpVLJ909/+Ki3HP0VJSONcmln2ST37toLD7pNofra5j13PfbyNb96/qO9G7bbticiqVQqiiLLGrSsAyLytr29sWV7riMilWq1UCqVfV/Lko7syXylmX27yq9GPksmAqQ+AMA8dsWtF7g5cTx7TDZrcDnSXto12hg9spSeUqL2feP3SwcMLbtz3deVMo5rW/YBkSAOTRRqrU1tj7U5WowRUfvWZ4/N/l6doxv9Go3yO/6NXV7GKvQ3XIAuiPzXBrc+2dO3uW9pJTpNqU4RKcdLY1Nckjk61GYwXLmnEueDnljnD1IAa8FMnAUvmxXHtb10NpV7cstVE0e+/V7Y/fcvD/69Y4vWulAsRq+9uvh7T77b/kbWWy7T6t45GW/afcmSu/5NlUupVEpEHnrq2iHn+zsG/70c7B29mRGlrL1tmVAppbXOF4sV3y/5VkfmdMfK1H1mY2w+j0332OanResxn0EApD4AwPyilLKV7TiTXW/dtixjRB8wtebImgrj2vRUHBmllLLkvCvecf/j946kPm0CX+vIxLEZeaSpPVyPjOIbWbVvJFru6+bZ+JBsy0vZdbfoK+3ZsHPzht1te0onKrV89I9C0xbqtFJqaWahMUNGpByv6PVzEzf9OdbRTT8Fxq8qparvuzC98pjf/N4W422a/GML/kvrd1xQjh/3Xt5SGdhT7t9tP7D2D4768cqF755k984pWVw+c+Vj/SLS/ut/E5GHnvtokPmXnUOP/d+eb63d+On7nv3wE698cai89fX3gLU7l9mZ9mwRKVcqpXK56IfpX29Nu0trG4xuytWG8SzN9+AzdxsjtqM++t/+mmoApD4AwHz0rfuvc1MSVrXtKGWp8654x9a9Wxtt/KnvfsD1VG1NBdEieiQ0KlVn9fRPfe+CTIfSsShL1doZbrnrqyMhR0voR1Go40ibaKRjZy097u/eWRv4N9LKZ0ztdt05Y448pdNrE8tWalRrRhD5G/dufrKnb+vgykCfOv5RlXCziERyhIhYSi3NdBkzssBAZDomaPqzrLYmX+CN9lxXKSUnn/Lg7z2V73p2Gk+yufcrL7hftRYvDcvFwq5t5ULhhCWff9fqW/b39mzOPxCY9GnH3WDi2PbS2Urw0HMfDeznxsbs4vN9pZE7X9p9x+Y9dw2WX1D2xvZsUSkVRlFhz155/jn3+/d1BCtFrFKFbzgz/A3SVjoWx7OiwFx27RUUBCD1AQDmnU27n3Y8J461KLFsEZHPfvWyCb4+emlXlBgtWhs9eh29ce2ElqXE2DrWSoltKxGJgpHtP/ehL/nluFIKQz9W+65v+wbyGR2P3Kh18ty3ZJ9pNE2ol3I811OiLEvOu+Idn7/18qe2v7Jhd1shOHVM495o5XikrSnSZnzwE5FGTX8p921NrL8xpqu9XSnled5/vPLXUWbjtJ+q5O1+5E/+z/B7TpBF3UWRYqn0/7P37gGWXFW5+Fpr76pzTr973pPMTB4gBEIMhCvKGwEVUV56FX5XVCCIEiECgijI6wcX9YKAXkSvFwUE4QeRh2IkL0iIQd6PQEgyeU0mM5mZ7p5+nj6Pqtp7rd8fe9fjnD7d05NMksn0/mgm3dXVdepU1TlnffWt9X3DtZ950k+8/wTu7eN2f0aGhuEJT6nvOuvSc69ZSflWUOujxSjglTf9+v75P4tjE91+y/LUgWzqMH7kkyP18+pxI7wM7zu8/VNvHhpVYlkpRIK0Y8MxCQgIrC8gICAgYGPhmpuuIYVEJAxE6FxV1qgLBYAIbcZFfjqIa+/Ewu7y2a9+6mXf+PcPXvrOKAKtiQUAS8cXh0ed+WhrubOUZV3rmA8IMBdCH3iHTy/6DeJ7+YLRrSqqgUkNIDhF8aYbb2R4+NpPnLmZiZfsEuvTDlYSP08Le6U/hSdyrm+oVnOMebHdYb3v3m/whzsu+oGUAwAAIABJREFUufaXL59PLrVsm8vLQ9ETHnX6xSdkV88e/+NGbQsiJk9/5qXnXtOsf/+YfzJaf1TxfWIW981+8cqbnnrr0Bew3uguHG1N372cpDs2n332aTvDi/G+AhIgsbjXIIqEIxIQEFhfQEBAQMAGw2e/9oGhUYUoLAAESAC4qmPKa/7x13QEAECETpFbbdX/8/n37T3yvfpoBADCApgzQ4B3/fPr3TpPfsxTu22DitkKOPsWFmYn9DGzCItTFKscr8L6/KKtp48PjdVMBoioNAGWiuIa6Jgy185wOfy2GvGDivTXtA8Zjh9yok5BJ01nmsspkoqiE3hmb55639W3PmG6/S+ZSbYP/497v8EIt+zZ8lxEjCJ9zS0vWJvyReS9QyM1gCHvgyu+9EtX2PPPsWNjzeXlZrt92vZtE0MNAGAIPpMnEm//5FvqIwAswqAUUvDKCQgIrC8gICAgYAMCiXSkRUCsIKJShKs7uqQm05ECAMfNvEQnAL02ngBgUkaFRMQszJ6POa3vv77x7bd/7A8A4OIXvEVHtLxg2LB1/ZwMvreTKy2dZYdnqf6V+6RBKewuG2Z2dBTX50jT4ZK2ZdyTxECIk/FaGzEyNpdI2xysRRORuiczfrIOwUVy3IONi0iadUXkxkPv+/LeJ1y196fv/aXykE1vQESR7OqbnpfwQVkTyDvX3r2M2v/xsL+68ueuADzaTZLFZjNWVNf6B3f9zTV737D3yCWzyzdntiNBmbqX0FBv1JlBAJBQEQHAi9940V98+q/DsQkICKwvICAgIGBD4I0fe2lUB0S0xockFFacVb/NHpaI6MRA95VnN0ClwRMA4IxzJ2p1AACn4+UM06/yvR/6VMBL3nUVEVoL4smeF/eK78X3kbrUPilZZi71nX3u5NCoihvK+UCSQiIAgL/8x6etJAwFJ7F2qWo1mslpfWvW9abxaK38hjh+A4DMd360mNzUMUfG62cfH9nOqamssofVnZeBS9excaxgADGT4ePa55tn33j1bY+/5vanZHAIj4XKU4K+x+3h3tmRa2597k2H/llEOt1uhAAIy8mBW6c/+/U73n75j1961U2/96ODHzmy+L12OrfGdgIG4qNXfIwIuu3M3aNxtaQ7OTf+aG84PgEBgfUFBAQEBGwItM1CreGaMMu2umL67sNf6HcBQccoBKxl140JAoUWBxUXT1JUq8c5W+PytwgAPR2Yn333lwXFGLZGrGVmLqxcKvRPKlkOPXIfOa2SBQTE7R4BACzNpB/65HP7eU6Orp3ve2qZVxvLHWvoyTWIn1LnIJ6e85rs8PJX2+agorgRbVv/8ReRiIb7CFs/a+olb8Uv6tGe1XQ2AMhsZyUV7EOsTluNcN57VC+aY1LE1DZvuH1fM7PNNOs7QrV4uJnefMPU+66942U3TX2YJTiRHAf2zd46PBYpTZJ3SStFQAgANgu0OSAgsL6AgICAgA3yuUJAiC4ST5xWRlgocmm3p8J+1d//KmkAyPU37um6rGJoUiGA842w1sXtCREWo339DIrQUz4r1nimx9ZbxTjRDyoenpJT1B0PGXJapQhYW/BA/xCzR+ZWE6CW7a4+RpTykZXkZ23ip/UL+ihKM719tvPddUp/IkLQ2DXxrOrCsyb/n5UkbSCdqkdnrbHlbto6Pm4Gx+Zmx4V7eEUiaoonhnePD2/TcVfHSdvcsZTudYOXdy1c+tXbX95M9gPAPX+IjQTXZa0Uupsp7jVIoZwMCAisLyAgICBg4+BVH36BjhERTSZQmKYg5v+U5MrBWqMUiQCvmL7La0z/351njNWHld9ClROuQgce//Anpx1jUrGGrWG2wtaNDha6HxSWoVXiNzJWd1qlNb6PlBSulhcPAE43zOwUC/eRH8PLA6nLGsSvVnsNDIrCW4/05x5Uq9G0ZcZHhmtaDUV6S6MBcuYgKnR8dEpEmI/bE+V+659cwT051pXZSGq3zG1tc2Agmcx48ev7X/vDw+833A0v4bXxtk++uebuieQiubvtUtzWuei9rwlHKSAgsL6AgICAgFMcSBDXI8mT9xxfAQCiAXnrjtQ53cladsobO6uWleNzgEqTawHNo9XdlnvSHa745qXu+5c/+4+FwWY2S8Ua98VsmU3BLd0wHpdjfp6jgvLKhZQjcoiQ17WuYbT4cjvTyZKVTKrP0KWKhp4c083BH8x0/hrsppD+GnTaQC4HAN+7aa/tZlm7Oze/eOvBQ92sbTIxRowpDoWwLb+qB1sYeMWXMKSmM4hrDfjqO23VrxPW4Tlgrk9i3Zgc2TMxsj2qJVEttbywOiccgMNL1157++/NLH83vIrXfIFTrREDOHfcYiEWN2iWZtJA/AICTk7ocAgCAgICAk4giNCmefIei0hPUQgAL/p/f+H/e+vlnkFZEIGpA/OiZPOmCbYCnPd5cpnWPrpVaZ07xOSqYE4aex79bz/3lz//079UMLWkY2IBUpjn9fmsducXWri5OP0QAM46byKqISBYy7Z4FG/j6Sngv139J7/81HcVLEuEEWHZbEdkEcS8102YM9jpBv8GHqihaCKxdyayu295HP9Bt/vbax9kgWw2/SYADqndMU2k0j9S2E3T7uzc5ObNANBu2bvv7ELBuxEQfAihw5k79hTfH51KC0YHFareNS2n9VWfDWnoMdxB4FjGKuno3Y50K/OWZR9gdSPUexugZLArnnVcsk02ACijjdMiHbfNIcvLFtKl7kKxDansmUA/HR14TlK78L2737Vj9Mnn7rhIUz28lvvw0Ss+piN/m8a1SVdPol8O0JrPwrEKAID/uuV7f/+Jf3zEuQ974wsvDkcjsL6AgICAgFMHr//Yb/jkPYXGcOm06RxR8iTnpZnu//z46978m+8DAJtZtkpH0dEDnckJ5sJsszDpFACAbaePRTWNiKTAWgu9RTwRcr66ScsuxGc/9Xmfv+xzCFbHyjVigkDh58ksxhTKoguNAB1RrRZBbhO60lEGAL7/nf9sdS9+3pPfjYSIJMxW5tJsEyIhERK5ljdnBJNmopVLfkBPEyvbmqyfOd/tJ35aPxFgE8DcOg65tO1dbXsXQqRxJFIjIFSzj+xbSfHkwlELxO7B3eMTITkjHATZOlSs3FywBXHCMhFR2mmW9/IBFisQeC6MfqFmhgrrq6mzlrqHnJcPEdiC2mHp7GoLGob51ortV/akvBoAtKpTlCBA29wJpucEIQ6MYQSRHj9Y8ZdlH9EEJ/rNtn748G0vPW3sKQW3P/aZqFyRA9c/3gbXk3DIcN/sraMTMSIKi7Wl921xybtnuLILOmBj4soffD6uq5tu2AsvDAfjpEDo8AwICAgIODFoJy0daUeZmAVArMjAEvY7N/zAfwhpaDWbtXpsjZhM2DIzgJu4Y8/tHKvQmhzZcw2HUPLCHsXPGrGcHJi/8trbXr1t69cRJUutNWwyYQPO1sUJfb63000JOqqogAGQsNs24h8lL2orhi4AsO+2Hy0vzS0vzbeW5rud1uxSM+m20247Szom6Zq0m6Vdtoat6WR3u3j4gl32HbTJ+pk1PNC3MIqOLwBdIMtkvm0Ozu57RLTwzEa9Vv3tCO14/EP/JMJhIs+1vL0OAWJPiywAcN5LSQSkgAhJgZUMAaoHvOBXUi4oSVr5RNRosWRw82fl9GHlbGLBA1GGaps2j54xOjJenmVpVx+rJ9NBei6NNQ5Z8VRWrpzahR8dfv+3D7wtNYuweoNoH0m7t64zJz2QvETMvsfan1R/ayBY4QT0ojGk4zpV3ZUDAusLCAgICDhV6kJEX3lXWNNK4pclNv+GR8ZHHffwDiuWfXgD5Nl9qtRJ2LrEBa/tlUV2vvEzzh1//ht+4b2feU+SLbCV3/mNnVlmVSQmsyZz9I9NZp0UWbahsgDAWY+cqNUVIsY1xeUAoYj4orZ4Bibhbnu52252O812a3FpWSftpW57KWk3u51mt9NMk3aadEzW7SRzWZZYk1qbsbXMbN3DW2PZunCLlcQvin5joKfLMalMF2+7/OpvZu19I/WoUYsUWOou3bX/+qV5xazZ+u5Z9gkW7jT1kiT2B9OdRMfNjMtsqHAzfyjKyUdPeLRuVHeoHk/mgiEgeWmxwhF7CFjxX0GOo/rkyOlRLY1qmcEjS9mtiZnp54wC1QnPyqXWT0BGaudVBb1yH6pX6ArSMtf+4dW3v+TQ0rX3Kbs7wYal9xne+sk3RzVEwiyxRRt2WU1iz22RMNoX8PZPvRkVkCIMVCOwvoCAgICAUwk3HrwRc2rHzMJlRyVUeYInb/4ba02tQSJACg/dtsi5y4iwWOsbPc94+HhUI9dnWKQ7cG68iT06EdSHIhXRHXtTX/0jjtRh8WiKERvDxrC1bI138nSch4t4Bk1OUcz7/6p58b2NhgJp2knTbpYmneRAZtIsTYxJsywxWddmickSkyVZ2m13Ic26WZZkaZJl3SztGpMakxqTsc2sNY6Mjke7Y9jvGC0AEG1d09NlVUzsuvVhz/zE/kPXX3H5Fxenb104tPeOW29YaB65ee6vMl7Mow7Lp7hy4E1pJIRC/yvGIXuoUpVfYQ8Lu+Csl1V//9izL8SyWRSLB/btneVBFSSro0zXkqiWxTUjamnZ7FuD+6ymLg5aAJHa1NMzLD3rYXnCBwh/TvTrZNOw7q7LYwqDD8obOoSu+dmlp3Df0+p5fcDSTPqHH3pzeFfc2LcAia1oRUj4krf8fjgegfUFBAQEBJwi+NB/vEVpz4iYBzs6rqyZxzcPRzUtDFqTSWX2cIurKpyAiKAipUn8ltklrecEpmgwAwDY8ZChuA5xrGwmbsjOWtn0wyNRrLpN13HJ1s3y+RSHkvK5ir/QKn0faYUU9REMm6XWZMZkrQS8J6Y1YjM2xhpjTGpNZk2amM0mS7MszbLUpEmWJVmWmiw1JrXWWrbWWmbDbMfjPWjvcN4yIqz1i+/ZiYiHmmc94Ys7z7/i+h/vnZuf2bf8f25Z/GAnm+o59jKQHAGAb4Kt/B6NzQrmIrmlZ3F8ytOKiIjTM43zzj5rvFbb0mhsaTQsj/tYDvYZibmEKAKMypBOdZzoONWRQWJPNqXCOCuCnqxkd4OehFtNwzl9197AZk4o5/tWoYwAc+0fXnvH7+6fv9SyWQ+Fuz9CCO9fXLf3O4iAhIioFOZqfH4kCgpeeTpHDy2Ed8UNi7d/8i31UWALgEAKTCoXvuPV4bA84AhuLgEBAQEBJwAMRmvlSmgfjcAuEG+tEhkJXVGPCgAh7VozLNayLWIRGIDBGWhaI9W2w5UYGa/rKFIaEX0WX5ZZABj//sGZR+xk8baOzrSz6kAIALsfMa6iQqss+kj7pweLnwTF3Tc1OIlIriYGIiACLHvdEIAFXG+jCCCIMAsiCQkzOk1NUFBAZEvj7JnufoEzECGKnpMkb0I8vgS5nLXK2Pa7xrZ9pJWwpIYyYVjOoBVRTakhRRoQnMMMFJpb/sSiGikFOiKVFwjdNEVNhV9Lbrviv3F9fUUbZ7PdvPm2fUONxv6p6W6aTY4P6widUkgoQIzEREwKS84mWBzegkMWuiBWyBj2c74Ky1ixAsoIrFy/eMz+3wykgD24efrDBxevvOD0NzWibc6atUdtPhYe1G4uV373C/UR7a5rJ4AXHZ6u/5mIELn6ArFZmObawFCCElm2iKg0mcSmXRuOSmB9AQEBAQGnAqwBBHSDecBQxu6tXuy+6sMvGBpDawUAlCbvDWjYTd+xLYhZ3ponkMcteP2n7wMNNaaJ0ZqQ8IMfPvCqC3ej4FP+6Cc7bdNqZpf9VxMRk/bg4kNFpLRyJKB4iKr3Sl8R/unL/+R//OJ7U3NA8EynEnoBTYq1BYAAwfBipDahi7LOTTARUPzIoGt4dFQRtzXOmunuF9gNAFH03435xPpPQUFF3BSiiNE12LaLXDghAABmCIsIkcbhyIWYIwCAjsj4vAbYuafmeGvxfBdbjEDVfsgqRYJezQ0TFIBWpxMPeV9Qaw0gKxQgEAGxwBYwk4JACnshDrCf+5VHHgEAJfJLxhs/ZbKKb6eTZHvNXbgyFykMJq3M+2FJ8PoFw5WmJJWflzr7r7ntd8/ZduHuiV8gVINWXElPT0YWd7wQBB2R564CLsNjwCs7GLoEAHz26n9FRCJkBihibzgcmMD6AgICAgJODbBv+eI8T08qyXsD/4IIa/Va0jHueyKwDCZzTZg+BnrXw8dylwhhZldxOgWxj1E+5FGbhkeipGWQ0PUU/e3H7v693zqtgVprrNXUi59fv+SK+aRjV+vzUwrdb5i5Jz2ip3Avl33x22962gVvg1zrEh9ahkhEiogUICKQ4SXErT7XAdGJaI5ckEt6cISPyJXN2xpnTHf2C+6JoouOi/UNOsLQGHaSVLWZ0AIsATQJGrEaI4zQltV6XCvXFBHLRqlVa/m+XwzDT0Yw2bfO8tR4K5lxbi6kKswr53guCsJ5veTst+zaxTwiAkB27Mp3Um9pznOpPRYOq1hmEhYUEQCslW5bVmywIlrmP+CgJ9YXM/jjQ/9w69S/XLDrzWP1M6FHjcwfnAYcMUIceNRWZ4MnC4X66BUf0xqK+wDudee7rLmaV9H/AgnYmPjh1LfHNsUIKCxIQG5Q2IYL44FHmOsLCAgICDgBkJyJmcxTvjJ5b9DH/QcvfWcUQbdl3Mqk0JlWdpeN8b2dPj8AFVYtPXPXTS4e1xedCtmIdXWGIgBIu1ZpqtXV0Eg0NhmPTsQX/vqOX3/B5OgWraKypCYFtSHlhDcQsCb3pWcRln5Dlwo6S5nQKKJCUoiKSHnCh0opTSoi0qQUexLo/qOVcl+RjmKlI0WalEKlSnMTpG2NM1HuUmob0cPWfwrcHhb7WYyNrTI/Jgztrj3SMUdA7EASgoipWT7mmQdk0iaZe1h2+FkjtZ7QiO7SwlMf9sGJ2qNMBmzdlx/L5Fyt9VOCFsRCYanqv4oZUafu8vbq3nv6IZW0hsocYO/F2fNvn/9nvimBYmhPqkym3H5xMad28Rv7/+imI//oJ/3ykJFi3K13H/K+4vxx8rlKBMBK1ARWv04eM5h9s7dGNeUnLvPXYF+XdenWU7nQfvNPLgpvjBsQ7saXtcIMSIjkb4O8+I0XXf6tr4TjE1hfQEBAQMCDnvWxZTaS+3B67lTkH0BvS9jeI9+rj0RxQxWdPyrnG1qR2KKrE13jaJb6Mb8yP927jgAAnHnuRL0BOqK8zvCtg+D7HkFrUopI4a7Txn7nRadf/IrdOw5Nj4/jlvnF17zyjO176pQrWo6Z9MS+rVJyWyOko6jWiOJ6VG9EcT2qNaJaI6rVSEVaxzqKdVQT9bAoquu4HkWxjiKtHNMj9PF5BVkoTTIRcVvjTOA7tH7hatX/ekLk1nXiIBNYtfsqM9nAP0KyKsp0nES1NIozpWw8fuct+/Z+/euXNdCM1GMFlpLWXXdcf9fdd1jLxXPN2zoR8jsCiG4WEpCKjId86LA4KIPS4LAv2Q+gCH9HXLEmlAES1LcOrqDOVWuSnIhhrwKJCAeXLrtu3yuX07vy5ZjLhVhxKMU8zq7i4IK9U4aer3paerLJZSKglHIp7OKH+mRgsQ+9R14YXvHui8N744bC2z/5lrgO1YuECAu28ZkvfT4cogcQocMzICAgIODElIYmYxWRM8nsT96rpCAUNSIpYu8YKQCACpFAGLIuV7kNgDCL0ggW8iZPKVLa2EuCVGvUTOZz/JQiRK6yoJWZ2kMW1PeOuEdCpZ08KFL2kYoAsC/Hq5Vt8ZMwNIYniEgACYkUkdK+YxMRFaHk973drCH6Djj3WGu38CHi1sZDpjqTafpegM7AFe6L85hxF8REagQAuEjYAAEU8l4sgzlJPNR86FMvWTz00MuvaOw6A37ijEccPTqT2dZdy//UtYfd4RIX0uC1LqRcSXMjkD0XEyJRL4ujAZdcCXZDjSDYc46KNUtTHgEp5i6LeIrc4bP4baH4YdEOml8A1c2mdvHr+9+wffSJj9zxuxHVBRAEsGiqrWrRiI7iVgn3AA5+kuGjV3zMnYjySBZfXDmqhc7X2+SZtIKHxwaDklo9BnC2vf7GHBG6xvq0E66HwPoCAgICAh7ksIazFKOaWOscWSRPVAdruS8K/KzzJmoNX6u75VRqIAIASKA0Do1H4Hz/rSD6ST9rudLqyQAwNE46AkRkK04kdJKOMLz/b+56xtNr5z9yx7E4ay70MefWo5UBwtX/bnh0wscCEiB6vlcM0ZEz9hTo2oN1nRUSJRteJ3Mb14riiyK5eiBx9UdekmWz796dvXI3FI6mfMSalDBmMUpbJIu4LjaCJBO7bh3bse/u65928Gh7tvX9maXv6rgiaEneCuh7HlEYFA3wQHEDou5YOr6HPHiXS9XOWePAmlOIOS3s8erEtdL/oDe9o8f8M195qvm1+faPz93xyq0jj1mbzzvN2zn44AoaLycf99t39JaortxQokktKXK3RfKn0n+IqzaeAGBNmObaQLhu73cAgBQJi79xJuLcXNwbsoTLIbC+gICAgIAHO0hRmphaQ9uMrRVrmS1YK2wZynmm/LMnorgeAQBbcR6eharjVtp56xQAvOj9j/vUl+asYSIAIWvZxet5m1Dr54s27xxrjETgJR0v/RU19XXfMOc/cmXxLX0EA/JuQz+U6PtIpSjCq7NhBaJaQyGIiKZ2THOIFBMDgMItSo0BgGE52jnU5dayeRjkMlClC9CbuABAznL6qeCSfUJDvkCYrOAw5Wp1vflecT5bFgM1PUmYAYDhrpF5peKa2kaoRLhoBDXcyr8XK8WOGX8laLPrgiuXF2VpgQFAGIBAaUBEZiFCHQEp5+yHgN4rpdqlWXIq7+8CtCIiPo5R6QH5DWWfJ5XjikSg46ppSw9L6Wdx2EsUV/SLDjB9ETCwcP2RP9sx8qRzd75SUb2Hmgqu5JO0kjsCDPZ7eWCBqLR/wioix+LcbRf/cpCVzyNgg+LK735+aCyCytht772ZwPkC6wsICAgIePDjtc9/1//8+BvblAIAs7ABa1yEg1jLUgn1Bg0MoIgkt4XwsQIVz5HDP7HdET9ATruABEqBNWItW+OsYnI3FwDy9i353WVXl5MvMtKOLR1ZeqrZsgqx1gIotuKCAd3GmcVHUMiqYWs7hzX6/r+ayEQfsVxKDrR5p8BWa+6q0cEOb/fMsvcJYxmZ5wVPysfAAKCmz53tvHZr9Od9hHC1XTohnZ8iNuUZABBIu/YQwVCsJgh9zRCr8bX/nMXE49I4x1qbCaVO2WJIAZkISQmiLWneqvuwgo+ZcsnYlsFPtOBXBOW0otLYGM4vl/uSnEy3r1u484aHb3vpaWNPgRVk7sEIa4VI9Z2XfLqPV151wcZzQwNRafK9GPmtNJfqWdzRe8lbfv+j7/ybcKgC6wsICAgIeLDiUWc+2mbcWc6iWDsrF7aOpHFRJjqcfe5kvaFc+WitKw1yqpaXjMKwcMHpAFDT3G6J0QS6YI/C1mcBMsv2M4ajGAHAZr7OgEpouLd5tN4sRQpvkCJfW8SxOxfdnjem+m5S9yu/ziplTrXwZbbMzNZmxs52DxueBF4SELZbR+sjS51bLGxnZnc0SocPQCAk1yRKBIBIhG4JIAA20yc2+LEN/V300X4nWhWSWh9f7djpHhYH7a5t59xPHbv2AxVFqMc0FqpXTlOrsRAAIMKA3veyT0LM5Vorg6K+1siTGFSL9jtMVsftjkmkj4taZ7x4w5EPHFr6yvk7Xxfr8XUQ7JOXI731E3+qo16+J+JeTQO9efvaOx0ueu9rP/T694d3yFMe/3TlP7m0GpNaAPQ39Va8TZlUXvHui//+TX8djlhgfQEBAQEBD1Y86TFP+eq3r4nqaLog7Po8hR1Jq4Q1IaGOVEHGivKRcg9A92N32QDArzxz20cumaaIARwTE2vYtXo6t5iopmr1CBFdyB7nhMqPhIkAQKdtvCUjISEMxTsQagDfc/vTbB0m3bCGiQgZ3MYL8/3Su2WQQ+ZS56/Gh15jTCbCbK01xmTZQufOVraFWWXptGOTIhJFXRRa7B4REVIac1nP+ZojklIaEV1zKpJCIscDtY7JHJjKXrmr9nIiKVphXUJdbzrAPeyyy5Lh6o+JPdojq/VyP4UjNTW5Pm40mO9VuRMWHBJB0USvcQ72s6O0wvpwxK3MklY8SMvdVhQXP0Q0thrRWm1acrX1V7LElX8iIrOt679y22+ft/O1heg34OmsSSBPBjbIKLEuT5C/D1Jt7By0k31uOkszySXXXfJrT/q18A55auP2o3vrwxEiKk1ZykUbsLt4iLBw/wkeP4H1BQQEBAQ8uHHxC95yzTevbi2YXGHjXQ8b3X/jElcdHTSAs3RznZMWKoF4npiBH97LS0+RpJ1JXQsLW2DL1ohrHHUuL0jYbRlSCHloW55S54vPj3z6yHOewUJCxIiIcIAqSlGWGWtBhJViQPAbN55Veia5SgXe7Hx2uXnj5PB7szRJ026WpTPL+9Ns0mSHjMlcC5zTL3WMikBlrTaPQO744lPaXaa70j6ygMp/CcjGsTbTHfsTM/ybm+KP+olFBEBxmeaIQIhARQaE97MpkgPgeNpBjV1m6K5xlq0st01L4+gafZ4rkwPX89CwpobW96u1mSdBfVidkXSX3I87xp661Pn5jj0MYN3RSOxcJ5taJ79au2l2IH9z399w5AP75j732F1vbkTbVtvmOtndagxz7Y0MpJrH0QPMggrRhaBQbm2Ue+fmIYfH7ui87MvXBtZ36gNRawIoUjf7L8LidkDw+AmsLyAgICDgQY/P/flXnveGn3Wf98wSxZp7P+DPPneyVicAQHDET0B6iV+lhrRWEGDHDrxrX6YU+Rg99k2bbOX0h47qCBExqvm7yz3Nonlxa1K59gfRTz+ijeQnTIjKx+l2LFi2FjPFpNC3pIqXFsGGbolfAAAgAElEQVRHgctAA7r2suksX3/k0PMnGu9oJ92FTmwza3laOCvIIiEi4bKZH4q2EhInB5i2O14nREgK0YoiZuvlP6UIySVAMKJlA6aepZ2F7Gl1e2WsD6KfZnRrCxISClKeheACD3KPSCHB4+EwmTRF5FjEQIwsGdNcm/s9gIjVlj1btiw0mw2tapFuKALYkWQ3VRhaPKR359TG5IyIR2q73CGykhSDgfOdG9dR8eJAJrac7P/q7a84Z9vL90z+4sDmWLwvXVAGssH13wIQKRcy+/R5kcpU7cD7ISsm+0zG4b3x1MZ1e79TDM0yCxfXSj7CDAgDMlUCAusLCAgICHiQwnLywTe96VXvfndtmHbsGQMEJKiPYWdBAGBsawwIpJSvDPPCoL9kLL7lRj3e+itP3fNX+78JACZlxw+ZxaUCkqa4piG/u8y23Bxij7HEwlFrDCCyE9JU5dPPWqjX24sLdSRU2nNLNszG2ZCyS57om04EAKWx3bTtZdttzy7MvcXwa4xZcK41iAgEhE6SQwKVymJDbQai0frWpXQeYAL8CKObLkQQC0KACAxCAiyAzu5TxbhJbGaFjnRed1rtdagEvReoM6sUJkQLiMIKlbiocD8BiIKSJ87lI42yYriu/991cgrH/WLapGno5LoOJbn6W98596EP4U6ynGSH2x2WrEpvepo2QUHeHNtOp1eyoDrtyg8XFwkSsR7TOIIAFlInISJC18x20imkfvq0d+YfDi5eecHpb1op+p0QrFMDXI9oWazz1k/8qdKYcz9gK1x5FUivxFf4Ezmj2j7aV23wDjglcdm3P1cf0v4CEPcuWL5f9k3VBgTWFxAQEBDwYAWLXercfmDhqqnmNwDg1S/f/X8/czcRJm1DhGkLkGB0c/zyF+783FeX3EBaXkG6yPXBReEHP3LLs552gwg8+mH4ozskS73zC1vO/zDvYGTx4VClI2jPkJvNxGaMhEKAKOCZjwBA0rGP2s3XzsRZYr0+J87WpeSlZTNbBcOT0eJcN2nzcueo8FGiryn1k06jAyTnzYJucg/RAqNSRISoJxqblzIvAjpZj6hwdgEiIiLfu+n8PAkRlgRGGceX7HPG6d/Qz/Q5OQ+EBRAFgKxY8d6YRG5OUgABrTOzyScnna/NiVGZJOXZjBcimjipuJ+1dnpufnpufnLzZgBwU6ZFGoewrMzr824kZYCEP9/C+aH2FxAAQJq1U2lDJfoPAQDjht7t/s6C8VtDHmvsBoAfH/n7aPkJj37kM+4xMVubsK29kXVuudiUZYkiGvhb91LLXyzHZnQSpL5THQhY3CNwiY4uDqevgb+4Vi567+s+9Pr3heMWWF9AQEBAwIMGqVk6uPDlgwtfSe1idfmmzTWKhFtCCrOE3/b6pwHAJ6/4gda+ms6T1nv6JvO0Ar/EpPLdm6OzNncQZaihWjbutt1cFgjLtjMbKirm1vLOT+4rf3vsWPxCIqnU/J1lBoSoTt1l0xiJnAGpY5XWsDXsSKb06hU6xvN2zTfn9PziFCpUBEr/h1I/6bPCxbJVRJCPPQngVhFmZgRQOm6o+Y5MYk7DwGtNAq4JEKnQi1gYBWKaTnhYCJfM84boaxHMkiqj01EAUEBQAMSKG49kFkQQxJzLAJCgjylHJ/oVh+beMj+wJxX3q9n+iMaFGXVotgv+qgNHqwGAyPcDl9F8WBoL9V1LxbhiT+wE5mevcirLWSZCQnW0cxhAujMP3Rmf/v1v3HLO+Xugx/4VSiMe9BuWnt/4jEegvrjB/LrpkS5RBkVi4KCgDCz/L8XtEn9N5V3C3jWn9OKXvhda6NoLKJqB3euLXYsnl3mnfVia6V793Wt/9rFPCYcusL6AgICAgJMaLHau9aO75i+fa//YLRmKdyqqCxuWzHA7ajTjOGqj1ZqyhI8sXQcAGY/U676901oG9nMfJfVb0Rt2dJrO3aNIw6PHsm/dFHVb4ObuAKA+VNORcqV2fndZ+kvaCu1DciSIQMTYUn2Ync5EYFd95uaFCZuxyQcR2bLxfqF5InwF5+9Znp1pW26hAkIBBGvnjb0+jh/r2FsePk45BxhmZlKEAMKmTmNJNs2wFVHABZGzE5GsCAhbv/dIbkMNXUsyp/rhnP2Dbfg2QSlrdvRteJD7uLjSnMg1dPrUCrToem7FL/RZgyeqaHfcL7VLdb2ZMLpPr8BIbct64yVKHPqt0cnzAOaqy84ceUF3Du6Y/ffiQDlRNh+P9MHuxTHBXuKXzyWhH5v0X5X4dayeDUDqYYAi3Dq6c6R5QXNiKU252Vw657wz3B+7SwIK+xvp9cLpyZxAp5OXv6owzh4pr/xVv8FM8coo2nwR0IVn+Eh5TxlFjECt/AOve7Ojf6X7rntdSGB+Gxifuepz/jpnfwMO5Nj3Aj51+b8E1hdYX0BAQEDASY27Zr98YPGyZrI/NQuu1geAVnp3scIPbwPEcXDVswJE+IeP2gtfogTQLXS9YUWTJ6yI5C5+ZCObtkWOQf38k9Kb98ENP1I2878m8r6dRcMnrD4lCGVEHliLRb/m/FGDhErB8Ag3FxNS5Oa+xBl4WudH1y/0tZIZYxEJKJd9EJH5K8IXoKcO5SwdOhJARKgISQQEYUxvWTBtoBHPfXsj5PM63vOMeu1MNBYJATGDM9r4jBG4Cr1jKebZ71LW8J5s5Dza/ysCvsvKpxcKWO5q8Q2iJ2buBrOuPYIQ19Sm+5r7DcT3v3/4x7UjP/XYn43iKEkzhSBpZ3pmX4MvILpUQEihcE7zsGRongBLrruKPybeF8cvdDGPvRdafswdP4I8N8TBpNHibLyp81QAaC51hoaH2k2z94a7zvnJM9DNChZyW+XM5JcBAAwIG6wIuPnpFSk5qIB4wU8qLwOpkMs89LGUGItn5J+2OxSF6aJIHl5SJJqIgAxONAnYULj+0HfiunJvP4X1sXBB/6omt+WlknZCfkNgfQEBAQEBJzHYGtNNMrOcmNnV1pmeGxvbHJlUhEFpAkSTysc/Ddv3SE6okMVPfTi7NygNIfoeTobHfMyCsFxwHj7mUXDdt+TQYV0IDjbjosjwX4P26stfrz3zCSkIAAEwDj2xgW3utlkp1DEqhTv0QifabAy7xAUva0h/bycinP/I/aaN0gaTgWVQEQIBEZh0iuAu0qdpUIjkJp/QEQGlOundI7XdDODH+BSNES1bRFSIbhrQDQEqJ/E5YU6EEVG7SAb2QtNC9lvD9W8hNr0GRdBDE3y7YR/jHTDaJWJTnqnfBzaSAumJ5X6Em9a55qN/8arZu3dec3W8+4zovIf+1OLdNx2dXUjt4qHOp/2hcKTF8SMGEafyQS6Egogj8/6KLIh9n6JWPbY9DZpebgUESDPdnK1NtJ8liAKCVkSEkJYXsxu+f8e5jz5L+ZOHff8DrHRfVikpgJtMRagovOW5leppFqleCKWFD/qN5PcAAKX/Xon/jbA4j6FCwOF8xpUD3wuA/CZD1R/K3QtglkocK67o4wj5Dfc/KByCgICAgID1frqLtJpzAGCktcYnCCpUSlnrLQGdUtddNibLgxAsCwtz3uS5euizCGQJJx1OupwmknXZpPwzj4HJCaW0lyusm8QTLqW+XDTpqdEFbzlSi2PUETZGadN2vXVntHmb3rw92rIjmtymJ7ZEj3tkkwjZiMnEGmEjKynfM59xYGwMhkax1hAflc7CBpxmw/JFrWNAJWxdEB+Rr5oz2/ECohtnFI5ouIYz+ahUfgiYmZ33CJc+GIQ1vLtCBWA2fWURz1epq6pTgv4I5HNoiABA4NoaiRBRujyNuY/MfWGw57hf18yy3Nv7+ihj612TZMvuQ4997pda9s4f3fG12bmjB5Y+d8vs33WzBWaxBtLEH2/xaQQiVpiBfc6YG0wCZhALxWyS+MZHT368eZDk+ZDF5ZbfwhCAVrM+dzQdb/0CVOIz3ECmUqrTtDdev99vQwoxrUc9c6OZK/llVQxEf9FYZmb/wnL3QdjvefEIMjBcD6vbxjzqESuvQbdXbIW9Kz8UIZbVPs+NiQvf8eoNfyvQ++JaI8y+H14EhNey8QkeP/c/gtYXEBAQELBedNtLbE1D7wCATfVz57o/WrnOVd8cqY+U5SIpAAVgXGVQNIX5GN9VC9EKWks+2I98g6gQoR6pk6K8nM0L8SJVvdrXVqGsMzM6fqRxVilxPWIr1kRKkYqACIhQafiVM7LPXxYBQGfR9O2J0vj4Jx4Y34xpAlEMOiIdQdp1UWYAPkjwTpvdTfp08EaRro4mRBJEoohI5Q2hChFHa6ctZHNCWwhVHrCAjoagCJIQKkEggoY2SSri49mhy49q2ccPq69jrg25p1z85KfLykG1srfPMbzUHEXsf46jtfNn24dOcFEI7a5tEwzFamJgZt19AaXtQx/3/c7S3rnFhbSZ6oi0RlLo+B4pJFWSm/ywYGnTUqhuCETFxSSVmTpwpoVQ8upcpCMAkfbSULvb2pb9qtK1gqAhwNBQrds2iKiVTlvmu1+/5aeeeI6f2MuFuYKGV+h4JYQR+mf/FKmCwVVFXiKqEDvstS3FAeSvwv0deSRWUun2LJScnE/23KDZgHjHp94a9E7C/M4d5jdNqsRPwthnYH0BAQEBAQ8qWJOl3RYAKIwBIOG5kXjPcnpXH7NCRbVGLMKugceRG9trgs9W2IL14x+ce76tyvoK129XWyvCwjLOZMx5aPvAIPWyqEXMulwfVm4LNfG+JghILsDNhRwAvugF5qqvwnSmssSyBQBQEdaG1POft9/Vy0pDFEFUAyTotMAkwFZsrsxZvprkNxjRWouCpIAQWYTU2cIMoLx4w5aFAHBMTc5nTYonc/9PgNyIJQ8SQACM1DasdnAizttXNdQNCpp+chCq3iR+lhDBRUT4P5O8sM/sEmP3/rx+Cu5X15vvtwdtjLVrI9Gmbdr545Af5MMyuaF38K3aqFlwofKi6k0d42JgqZdICcjcTEy17tn2JSrKHU3zBxoaHo50KXN0k+QH3973lJ87v2BoK8jYYE/Onted192OHc/Ql1UIlX7QvuWe6bGIm8X1Ql/e9lyonZwrlcUWNlKJrxsU1eii977mQ6//wIb9aPAdvwzoGh+Yfa5jntPOHJqBA+sLCAgICHjQfK5za6l/kI+w1mMDAbB3Hzt5wmSV6TpCJBCGQ7cvnX3eZpCygvSJC26OrhKOV0V72RIBIZBGV7KzAgCU3IJfMp8fzV5JXKvy1BECgFhgAUndzWj2NjC58QkiPPlxKMxf+18zloEBnvAnBhGyFACACARQaagPoWO2qQIWsFnOXeV6pf874giSi+wjQuc1SpLzLvT2nh6jEbSF0ZuMIpEqNSWvNGFNjyOxPwSApBQgLsGFW/RfU0nzsCA2VdkKemgLGO5msgi9klFFXLoP05QZ2m3T0Tgaq/H7px5FhLhG7uoqPTk19dSsqxCktVcg6JupAwCwlhePNlI5uiX5zQhHqhYs7ptOK4miuPiTRr3e6tj/vOqHjvgNfFBchbBVmSEArEyHlwEt07La+e1bbq3v5FSINsv9OXzaoW+F5YqZZyUjZaO8K/7FJX+m6hDXaH462cjEz2X0EaMIsAVmcPk3+fuhrP06CgisLyAgICDgJEJneVFWzGFYaU/WHznf/XGx5ODMxNC4Mhkzi7WVOAZEADGpTN+9uPOMCbZsjQgL27yIXL0eMCkTASpUznUDRTGa1MY1xdYrhz228sU8yaDeUZOBiAvi8yEQ1ggICHlHC6U8fdI4BGDcB2WWeK9OQCDluv5QaWiMgY4xS0QYTSomQ2vEWkH49yi6kIiQVJU+oFKKNCnt2R4BoiKkiOqczqSwBZGUjojIsTcUAFSI4EYEa9EU005EFBBSESJk+Ayr/qsWfa8InfNkDweU8rkgY1OeeWCrRCNLxjTvB+5XTZwjGsziVhW7erwH1wVreWrKWpnZ0n5hxFsGPkqW2jju2eBwY7jVaV175fVV4ncPuPc6q+pjslzPzy1Yy0jk/JZ897T19ktSKeWrbkywkaS+BNoNrXWkiLA5m27YTwc2bK0QCbgOBuu/gUEZqgGB9QUEBAQEnLzI0m6Wdgb+KuWFmtqc2Nmc1qDWylof6AzsIue8zzwANI+abbvd0L8rItlNgDi/79Vc4AUAGED5KpNzd0HOywtrxN1dhorZRh/pc9tuN7MsBWFgEZOJCGQpAwB5ExqXd2AB2eLhwrEm6UjRZUrKSWqCChBFR6AjBAZj0WZiDLJha79dr78hl0LYu3swJ3x7LXq40p71EVIu+amJodMW02lWO5SKSRG68T8kQnLqHyk1RmnLNlyIOBI5ireAfzhMFxIlZUjD6lxFRDqrxdw9QNwvwvFIjZ4MO7TaEVsnfTJpPD3TZuxsbv16ZE/rD3fAtTjnyNDI4tKiU/zW4HsnRIZdLzlktoYRUcc9fI+d0GddL19PXp9spAmuf7rq46TRWnECu8k28CcEok1FR8wWrBXrb+qB8/4B6LXsCgisLyAgICDg5ASzbTfn1lihpicc6/v29aA1IKJSYFJblpdYUhFrJEustV7oEwZrmFevDBCBNCoNVChZ6FgPWMukyFkVSm4N6s1cpMoXezA/Y9JU2LAAshUAIYXoVEQCrUlRrcNHnJTn62yRNGEf7EagAQGFGdEKKSSn/ilRBEpDLCiimIXwi0q9GImcwQFbKyLI08O1SVREqEC5BHff56mUGoJNcxkopbHI60MkpZAc96MRtaPT0WVSuDtBsGWOX7tV/TkM6vHr4wyJPQpgqgRAw87qUJYj3vdpk2cfuchkwZhmRBOahk781kWgV/GDSqvkOp/mesQxk8ZTs7NAMN55emxPX3uDUU1lSb+p6djo2PzCnFP81tmEec/2fLWN9NNRQJsJEjOTu01TODBxrv75wb9qW/WGqezvOLp3fGut0zQubAWyjctpjBERWwOyRlwDRfH2LmU8T78IjCFGILC+gICAgICTCp3l+bVXsNKdbDxqvnPDYne0PqrBze77uSAnkSEhFnN+bMVN/VnDbHorA+4vPUn7WREgQXT+lYgaQSBLmBQjgBP6vBbBhaOE95moFruI2G7azAhbJt84CWJACJABgdli1xxABSJgK2U5WzfOBwTAPjTPu10AEYu3CSFCJCACERS5ZKjxKiRiy8yWjRUUMVvqwyOuUZQUAaAAEnoii4gTarnFNSLlPSUVkqOFRADQiE7HbubYXZW3dOTpmXw6pjtXK+LdapldYuj293zKaN9frSHX9BGG4yIVsHrPpIBNeTbjhSr3Wyf5XLsPs7pwte9Xey6rdVrKijml7vLo0aVDADDSffxQev6xBwIJy1siFVvOyYlNBfFbzdzluHBcLLFvZVRgMouEXJbyvjtaSnd+8a93zsMwNgb3uW7vd5BQGIUFEZSmDPnFb7zovAse8cYXbrggh6FabXm5bayyRqzxHp5s2Q34cXFt9LZ66jjQvvsb4YgHBAQEBKyKpLNssmPPq6R2HkEBoVYEbk7PuqoXvNlmZdLMZGwzNok1KTuhj61TwsRTtQo2b6VIo1ZEhK5lExGsFbY2S22WsDHiOjytYbZutI+tLTuLqmiMqeaCTTosjChYmKAQgsLIwHyGs6RJKSJCXTH8UJqUIq2IFOXNmUgqt9cHr9g5rcNYYQtsu+32h5Lucpo00+5yt72QtJfSZEvSaXU77aTbTjrtJO1maStNOlm3wya1NqthnexdJksEWMQ3S7G11hi2VuWP5vzx8hAMAYCp7M+82WIvyy3cWQoHlz4o9zRyxHrMjZYNxEqeMHAdWQV93LIPLCaxR9vZ3ZbT9euNx3zQtfdkjadzTHaU30cYmm0edpRvNP2ZgRvsI428So6ZI34Lc8vXXnk98wMcZ/aXr3yPSdhmzOw6qIt7K+AnaV2rZ2WuT4r2675rLMJT7I3xyu9+fnhc+ZBQApW/Fdx0w80b8GPiXS97Z9blbjPLEmsNs3EXTDFl7f/t+6sn/7cLwifs/Yyg9QUEBAQEDAZb020vrXPlIwdHxaUcIBQ3d3tLWt/9NXVnc2xT3ZWJbMUaNobZOs7W8zdjW6Pzz1r2ZAaRFLqwPhGo7du/tH0PKUsKvWzo7y7ngsOKESMkOHt0XgRBQGv0CWcu3p1UwlOkkFkUkjAAAVvRSqfGr8YgaAEBGAAFLAEwkAIgAAFkFARCMEaEwWZiDDBfGsfPtWnK1qRpx1HFqKNIaeXawlzzJioiUloRKiIV08hycifpbW54D0mRIiLlzD0je0uXH+o9OhERyRFhhvE58zub9N9VmUlFlbJJZZyv6ga5Z/I500fKo/SIbRdNLV+yxoleKSGutnw19WxtiNiuPYIQ19Qmwqhc3pu/2EfeTkjr43qoZh93nZuJO2YaAGr2jD7Kt8YDLcw2h4aHcJUVdmzfdvjI1AlU/O75OwBLlhhjyJo88J3Bj+PmYZvG5BO5vGp7557d206x90ZE0joymRUWfxuIwDKYdIP2eQpCa8HEdQ3O0IW93Jff15M+T5ctW4df9pyXhQ/ZwPoCAgICAk6CT3GR1prjfH34wV1Z3PB3vF0JyJUGyzwAWgDApGLEQEYuaMEYVxmAkxGq+LmfSazVrpR0Y3VF7X/uMyauu56TdhbXtOvtZBan+HkOyeCs5Ao88dGdpIMmBWtdGxK64D6j5l3iNhGgIj+/5+xnitk5FqIylw0VAIKAkNcxPcXMMrAWxEqaYJaIyaaV+g+UxzCzY3CIlKCOI8tERIQWlYqQjJACUaIUMyHiKI0spF1Cx/o0MREqIFJK15FaNkOgXKlUiOCMbhaz5wzBl2q0H1z/YBEflzu4DGxxXJh5+Dl79txy4MBQpAFA8ea1GcsxKc09ZmJVRiqQJjxV5X4EPfHuhPp4zVeO+bjHSxFnpiDlWQCIzZ7J9vPXf1ik+nArVlZK7dyx/cjU9ANO/OrDur1kWvOZchq+1228oYsr6H2EgwUR767Uhy1bR975u287ld4b3/7Jt8QjRTgBAAAp3ODNc7/8jOd+7tLPk0JvyCzCLMaw9bfz+u8IfOD17wkfsvc/QodnQEBAQMAAdNtLbM3xVM2kIyUAnJu898z59FbUnUWbptZknKXWd2ba/t6wqE5jk3p8kx7b5P8dHdcjE2pkXI1O6M3bo+ERm7RtlliTuQ5PsdYVGbnNYG+dMTKmh0d1fUjFNVIRIYpWyqqjPSsxgIDbf6oU5MxgbfElruENJe9qs2AZbAppV7rLsjgnS3O8NMdL87w4+5nO8kLabdusa7OMrVnu3myzzBi/38z5l2vmZMNsUWxdpq1JrclslpgsMSa1WZKlXSU7Tda1NmXrOmVT61pmrRFjZpLXWYt+QtJ6I1Pn4LLaSF6z1dx/8NBkY2jq8NTUzNxit1PlJ/cM97LZsmzahLRrj3TNLIvdNf5L1XUeuf3Vq3Gq9WDl+mvztD4wy5HDJuVlRKzZMzZ3foVQrfMRAXoq4IEra6137tw+fXj+gW31/MuL3mMtm1RsxiZj90Jzmnyh4bh5PwCQVXbzA6//X6fam6OCeiPOEq6y3CIX5KL3vmYDfl48+4KfjRuEiFlqTWbT1Bbv7e7WQN97e/iEfUAQtL6AgICAgH5Yk6Xd1qqfHDQyYKmb3xMwmZPs+kv6IrwBAGzGwr7n06c/c3835st+yyVr53+G/XeLf/kZ8olLgNl7w7ik4MJssE92iOq0ebteXkRrJE0k7UqSNo0sRkjuzrS7ba9cFp+CXNnz2uL8DIPLS0cg7SLjQSnUWogAFaCgMdLtgEkkSyRLgFkQANUc4sFavBtBu9k/CxEgKNLkshm8R0zekeqFTRyOt2TJlIUdzujT74kwoQhbEWAhQEJgQARhQAAg5t2L9Kxx/R8AAgjEmPGSla5T//pC/IqGxsyYxWWzuNya3Lx5GGpZIpX4h5UcyE9XApSUvtcGJPdyxH6+39OlicXGpPpj8Z+CRTC0DLe6zTM3j4+LyFCkFZI15/lrBgdRDhyw19XllXA5gRXXF654vtVFxvD0lGFMAABtY7z9LBBcLadhJc12aAxHndZaZv+K1O7dpx04cOjaK6//maeeW6/HD8hbwSN+4iE37r2NdMQm7xZmERHr5PTcMne1ib5Tz6fxo1d8zEVpxg2VdKy7kkih6xEQhqWZdGMmtn/o9R/4vfe8OkuLrvLc8sf2v7d/5B0fDB+ygfUFBAQEBDzwEOHW0uxa9SjGg0if9/1nyz7Ii1dtdWMLtQZ122ag6R8pePnLVO5RWSm4V5TyT3sKX3llOrpJt5cYALioRE1/nfHiF4EwjW1Ca9hmerF9l07BZM4gtCAx4Bw4C9fMiScls9fVxUCnJQiCLqchcvaaoLSQAqUACZUSY6TTlG7bDzghgIpBaQT5ItHFgCAsLAzUyDmxn4FEseAb/whEEH0VPR5vm02bwqNAAIIgDEREVKe7U9njmQjmBz8fSVvIXjFM39E0DQIZd1NZxHzNKnlxa2vZoqA/J/3u27VA4p8kAkJxeKBMga/yNCyj4XHlacLKOjmT9OoXFiy3f7Ue0oSAAAfw4I7JxnCj3m11mt1uoxEvLdhym1T+lT8QvVzUr7liD3M7nrwbttgI9F947qduYmfnvBxKPLSp/RsodYZ+neuY3a3GWCfirbGm1nrXrp0HDhy6/Avf/PnnPa5ej+/HRA2P1/76xa9498Uq5rTDRTXvmjm9oYv70Qx+pf/sEx57ir097pu9dXQiQkRrmZnLcTWncoMAQGt+g4b3/d0b/vfv/+UfNOeMv07sysle+PiffSh8yAbWFxAQEBBwUqCzvChyfE1l/3rNnJtrYfEO72VGEw8uB5/5THvFFSpp96eW6Rhf9tuDBYKV3iG7d+LEVlyYzlxNbi1XZcNi/d+5ULkqROs4sTMcN0draDIwKZhUJBecXD8kFR15JBNnYrS5m3RFKTeVB0hAyjVjxFkAACAASURBVDMDpYAQUAESKAU28y6jaderaEQuym8/0AzA6SLAwkhbBQhy9c2FsAMQoPKEyOUbIiHAeIxLFrFkbAgCNZWmJl/NdwhS6ZSKNGP+dGftYmCbyQwWegv2u6Ekc+dsyV4+PDFUTRozafL0h3z827f97d0LX0Fy04xYTJa5J9XDnfLvKed+IuUEZs4S0T+xksNL8SPmG3HjlMVfiQALIHgeDjG0Op1Wp5MhAUCjEXdato/IVfmkX1iokfk+9B0KRASUPpqH2E8g3T/LLbvU7LgfiBub2i8UiA2Y4smWo59VcXFQAkSWZmtPILr1oyg6fdf2uw9OXfGv3/r55z2u0ajd/28If/+mv37pW1+lIqr64op486Y1KN8n/uIUrO+RgJy7L1dSCgEUoamkkm7Yj4+/+cO/euVfvKY5N8D5WWm8+EUvXcdtx3W5QK0dudlv5bWKv9Q679EE1hcQEBAQcAoiS7tZ2jnevzKCSpMIgLNu88l7RffeAJy2Tb3kxfDl6+DAnSpLLCLqmH76v/E5D6f1fCQXC3/12fBvV0KrRc0ZI9K/PiLsOksjgohorDX5diFQiEpDFIOtAVv0aYEirt3UcQ9HoUiDjkHY/ZCnxJPvllTa8wpHhGwGSBDHkHYp60qagDBkiSAgm0+Njr9RKSJSpBSRVqScoqiUJiIkItJIHi6eHRHrOGHkSBdOw5y1CEBNndYsJy572ImjXZmc1TJPIfwMeWIIA4sa0dPf+c4NE5t+/NhH/zIoDQDKpkfu3Ds1dUjJJFJO4VBEoGI+khMbqShsOZsq6R8VXA57VL4ehlZQsnI7hSzpNwWAhDXaGmG/Jjl7dImgQaqHlOYhe/5RiEq50vNP6Hncaq59n9iI+X/c9pcWuZ10io1vaj89s5hBJ+d4VapX4XmlmFh+gwCzR83wcMMT4nznVzbFIoAivXnbxPSR2S997utO8auc+MH/kT7CCSC42lWwrqr3Bc9+7uVfu7S1kMt94DuSxa7qXHPqpTUAwFs/+eb6MLnJVa7MLbvLjKhMJd3I+Ns3fuCV77m4vWhtfj+JFMQ19eG3/e918erjcWk6LiJX9S7emMCFhcPhAg0ICAgIAABm25yfWs+a3z76x9UfP3v1vNIqrmulMUvY2bRkCZuEs8RmfrK/RxP43VfoYq7ssjcdSq089y9OX/su78A8brfw+z+2N+1Vy7M9yqHS+LKXuKo3TuyUhdbAaqCYAJTKXBcCOBGQwXuOl9l8FUqZ80ynbWKWAFtoNyVLIelIlog1AAKCNNT4c1KTiEhEo3G3EU2QIkIlKASEiog0EQAqF5dHXltURLSQHhXa5pghKSUAB5ctErkQdwAklXed5rKahv2b1C9VKc3AgkkYj9722Om9jzvroXjOnscfnL4BuH6w+fm59PsgjJQTIcppHeW8jIof+9s7+9o1y7TGCkvsb+Nc0d5ZdpMC6OTccyb+qKNqSscAMLl5MwCMxDhz8Mb/vPkdCc8rGPIjlzmpKpmbQve4Bf9ELM+c11mxhxMWu52HIwKiLC1AJ2tjfh1Mdn4x5u29Sl6V1RUGLtjTQVpsHgEQR0aG8vOVU+aCj5bU1P+63W1NHZltNOJnPuenHPHrFScJB4xNYu+3uDbHW5v7feG/LvviVf+edfNXCa9VP2/ZOnxKmjS+/dN/OjIRa61EJEs57dikYzotk7VNp23SxNqU3WHRMX70nX+zwT9Q3vTCX13eM0oL2Qf+7z/fy02tfPOvan33LCRmAyJofQEBAQEBHp3l+XtIFy38/+y9abQlWVUu+s25InZ3ujzZVHbV0lQVlNIpPrG/PuHaXHl4bXDcJ17vZejTQngoKgoIMhR4XJWLCoV3+FAQRQGRIcpQ6Z6vLLk+qkB6qCogqarMrGxPu5to1prz/VgrYu+zT5OnzdznnPiqKuvkPrFjx16xImJ+a875fcyBPolTcQpv5yVe3Hy9y7FXlFJcHgR4PPUO89Q7cP/99P99ivOea07E/+k/eo15Nai15SvlHgpH6X7EUApO0LKowpdOymrLyQM/exdBAqzF2BTyFHENWQLnINa3Dr4vin9ORIgoc+eb8bQqCdRwRATiIuNHDGYmNsaAfG6QD9eun8k7zJPEhtkQURTNKk8SmLyyBIesmD94pvMON1s8PsaX1z5xxHrk1vsO3vz5Rz/3bV8+g/ne/Rd6HxVk4etJwcQE4GBn79sRA91VDEq0KoEQyjLV/9YXpxYpOEah3zLY5sfD1ZUlBfKVot185sN333vz4+InPOG7M6dMIGdnz55/9Py5hjme6pncpTUeM1TvF5ESSKlk8tRvewzntuTDOqAVRFAln+Ps152q6sxl5Nr12bKC8h0rk2dUtD+utCxAfUpb/Fgy0yg2zuqS0tAByheOq2jZbNZbBw6kc7PtD73/49/zg09vNmo6QOhKRRwtdz9AAX1qzhtGLA+ngXXFx8/5lu9l4vd+4G8kv0K2JG7wnqR8b/vg24ngTSyKcgbtL1uUqV0N/jT7U9NlCI1TixtNrq0zfbeiD83yPaxY6lmxvgoVKlSosK+R9to2zzb3XlWxOZmIoXBOVdSJQiAyaBS+/cc89Ai//XbzyJ+f6aUKQH7ohMIJXNedHqQmPo4PIigF91sxSljRUW3JxgM/B2u9OkykoojriOuoNcnlEAdn4ey99frPMk+rgmSy0Rz38XkU14jAbJgMGfZtfgRi4x3cmZjZmMM1u+CanhkSaLJ5ue2ODCT3yqMgxrzgOAEW37QG6xv87lE9uf5pH7r40D+fvdjuM6WyXFPBDCYlIjZ9ZRf4jrsVyjWJ2Yt8LCVABP92CoWjgQ+FRsHBrGDYD5ggguaBc8ee/tYLp779kX9oP+WOW5v59afPf5Hl4Jn238xm/waA2OWyYNVEPBZxfYAIEQQECIc2ygFe1f+ByvwbCv5EgcM6JzOXYdEjgm//ayVPiex1CvWynZ5fKQV6CwR66VmXkv+NlkSyP7EItUbU6+TFJyqBtOBmOpCn8/8w0fSBaQDzc52P/N19z/QZv1JvZ6AGd6gXUZekDoNbIEoZoOUSpavj2c941rOf8aznv/qFy9txSwK/h7U6Tl1+cGwqDteOItR4arnuA/ASpeJ9q+myPdAgreTns4hspDhzmeJzRfkq1lehQoUKFTzE2aS7sOm3Hz2A0+etiYgN+74+n/Hra7roNtO+5Yu7qnBOReEzi5o32+7BfnxbhLnMIY7wCRCowoRiTt9oN2iP1qesov1KvJUShj4u8R/DBIrUGNQagJAoiUOeSWTujuPnq4hIMtE66KkBGwNC0dpnmBhMvqkvtPcxE3OTJpCdTfW4P4xxHO32ohVHo9ST7OmPNvHOK45h+d6Jw8nJmEUHFFAQZGWI0GgNN+lhoEEOS/5fjPVy/wbCinHXcKnnSosSBw5/uDNz7FP/5vTWeDb77KnLf0smI4IIotgfs7O64MTEPOFlZpl9Sx75dK5Piw5pkJbaJFAQe1obCkFFdWbWqcmNBmo4lj5l3D2FaDCv1x/EfnNlsa5AZV40uICAgscDAZpnVkWpr6+qAGnJFhGaJ/sUlmj6wEEQzc+2P/S39z3z2aHU009EKj5zkAEO8bmVY2FsLBR+66v+4P3/+qG/+cf3Z4nT4FGOuG7eur6urV0MgjFMRGnPhjbmpXe2oVTvftZ0CRyD4dyGOx1X0eClAYNPxRL5pP5/ZWl1eRsfdMsszYSG7kKVmkuFChUqVNgvUNXO4sxW9vCdTz/0tvdeiGoSxeSsiFN16myw0Qum4QOyoFt38fLP72AJJd5XHTaXLNfcKoBL8w/oAKkI/zKItOzvCqG69CU9fHRduCpooVoBVeqLQBJUqNytlvnDsskEaiLTP1RRAPUmA+9utV6qqtBDk3UuNy5CEwYRE4PA/Ra3PreYNtdf6p0Wvh5APT5JyQqZBMYpwS0h6MRtqk2i3hVH0n+3RktrTaYrOd0tb6S5ojfdYNy2/rBv+cZTR89PPutPk7x16asLToQRdFbKqUWAwuUyZyWOzQQj8t7Z/vxyqRHqM3SFD2K/fRH9U5xlbn4eSjkROCIAY+lTx+WpMEuVWVaKVZnNQCXnQOff0q+YZ5aor0VDg4IuK48tEWFqYqrXTZNe9qH33+uJ30BDIJaLtuhg0TJQ1OFuhu+VePY3P/PZ3/xMAK/8Tz/ay+S3/+q9V/+WteIQrT0t17PBaviNd/563AgjV2sYl4f7z5IdMhMJKkGXJcs5mxwNcSKqKiK+sdrr53izSFXtF+RzqC8obtBDhZ/l8tngpTHgXbqV66BifRUqVKhQYbch6S6Is1uOw5Cnzkt3uty5XJxT58Q5GfZrB6LaVmmfzdVTPnFqHVyuIpolktnA+rptLWvX2PSN+JhBrGXBYRGXh/Yqzx+8+YT6HrWiUS0E9Rzq6bxkXyn4WRQjFe1j2jcQ95lENqTate7NtdqLAFDMNWOWhKFLwhJanswkokPNGy6mCiBeSaaF9ZTDzYNhVoan13H3epkVwTBtqKlmMOc5+Pqm187XaN0pAmuVqH3oKE0dNKUdPA1oeJZBI9E8UVw300wRsFSspaiIZANjlkSKhSmfvTybTh4GYDwfr+U3HIy+09uTrC/YvXIkKZbGxhsb3UkURdefPPHoufNZmn/0A58cVPXcQnA+KmHvhtYFNvFFNv1NlbVWjzlM++BMs3zPZQGzxz5v7dsc4fOPDHHOOidOnHMiYvPcO9+I8yaJGhJ73lvVF8aHH0BEcRz7lZ5QMEFEBDamrOQe0LkFwVSsr0KFChUq7H04m2dJZ+v7MRGSjq03oQJxhWufU2dF3LBr38HjIXpW0Q//1rkyEhvUffFZGhH1URRzWUipeabOappInopzKlbzTEVcnnEvkzwvWF+R0IviUJpojPr2GyYEYU5WJqhTcCiyE4G4oDjiW7ZUlRTgwjvOS4V4dROGMUwMqHJEpTkem74oJXPhRQ7K87fWa/8nCKk7XYtuIuL1FL6WoTATTZj5RTcJoGUe7LrHlxswzjncPBTX5vqtdbp7nUHwJgjbRmPobdm5MTR5cJ37ccAlRqNmDjKtN7Cbm5V2L40HFiZq9saD2Q+R4W2/+pg3s88oik4cP/bQQ6fTJP/Q++/dFuI3+tjoZFtD8ndzHxQkk4Cyar0wqMGSLBMTClnghYvZb73jta943sv2KesbGOzBynk/7Z1zQ1q3AJx1Ck2TNE0zm+dZbtMkydIsy3Kf6POtzkH0irzZDYX+Z5/vYyaiOIrCbyM2bIzxv+aSAgZfVia/vIeBZZ+ygnvv+ftVrK9ChQoV9i9UpbNweVt29ZPPue4tbz9jIhbrpQ7UWnE22KYPlndOHqk955l94y/JJHisW98jU6iMhJan4NbtrPif00SyRHptl6WSpeqsiADWJHqRjYoYUYCQZ8ohoeeTdEoEx6HXy9fsiYrkheakwlkVAZRCrk9VxGdclAkUFRk/VsNErD6FGEWeXpK37yNSIiVWYyhY/A22k3GSZu+v1X4wtbPj8Q19o/NlNa+rBRyt+EDiTuW4qRW5UlODMa90fHkk0tPnjeN1+3ySC5LEnWW0aubA2txPVefntN1bsggSucMHuz+03izfBmHpcqSHNrPIYswNN5x45JGzSS/74N98/Due9ZQD0+P7mfIN6/jr0l/RWvu8IhV81V+8Iq6HOuGitlygwys2Zcvo4MsP3n+metAMksBBkSweaKUmoizLsjS31ia9Xrfby7IsS7M0SbM8D/dSL1hlmImYGUxRZLz2sX+1NDsV54jJsGFHhk0wQo2MYaP+Q4mZCUJEUDVLTDcVSrR80u2B9r+K9VWoUKHC/kWvPb+EkK0bB2tPnsk+PUxIJqP2bGaioGzuKZ9Xdhnc7Mef4zzNE1nSXZH0pAzAytVWNgDg96MKm2vSlbTrel1nM80zcSJMJpNzbMhaqAajBclVjc+lhSYQYlBMqhAltYCqE7gc1qE3ryLqLFRU+rKGFNWCQx0xjAEZMIEYqIEVPv9nc2WGb98jgA0TkTFwXo+RYDjkCcmABKm8ITLfm0hXGwAklIeq0NK0zxoRxsHGLed7j9bjr0Ma6nKVVg1brT4+ogerqS7oJq67BvdT1YvnkckSysfSOtj94R2ifACEutgU6wMQx/Eg8fvu73va4aMHdjMl0EHhjTA+Ifk/XCJe5khD9XjB8owpfTEGd+LLtf0CywpVs1eO5glxLaZSvlb7ErWKFYjfIFy+j9r8hvKr5bimaaZB3KnoqyUScSK+yl0AOOeSXpr0egvzC0mSJr1eluXWWptbNlyLIzbGREZFnRATGWPIEBMpiaoxgChBlAwRRIWJSIywJWeczwMaZyLviGM8cwzpPsNaZmuLpG1Q0iqnzdrepxXrq1ChQoUKI408S/Kst407/M8/dPQP//SsiDgbmu5UoUspX2sqogFnNudw6EmY+TQAPPLVnq/B8ZTLsBfGCLWdXirPZtLtSNrxfYMgGMuzUezrKpXJix4qgXJLxssiGpAU8t8WMGHNWQUuR5ponqLXVYhaC2jhLsAgwOW+J1AZcCCjEAMmuBxiYJSg8BKgTBDnW3qEDQHEhTkBFBAlAnvtGDmbJn8bmW8RsYO+6pBleperxKNEdLhx/GISMn2DCi7Lker3VKxviPtFNFkzU0Ps4tIFZNIeonyHO88z2tq547EurW0hmIzj+MTJY2fPnAPw0b//5K4mfitO9XDt+z461SLDVoiUDmTcVEBEEjH1FW0KSST/u5DFARd59bKenGgt4nfP/fehqDAnoqAuokXST4a/Am1BwmRvoBxMUwzFww+fFtHChDNk6kTEcy//hizPO4uddrvdbbfzNHcixDBeeFdJFBBRCw6kjBRKEhYLPP0nYnDI7bIhKMjfmsNrpE4sQCQirFwUhQppwfp44M9Qfl9+nOigRWfF+ipUqFChwu4Jf8V1t6bbuSJ+9idP/OGfnslyUQzzPQD/x89EQ8GBqtz07UcOPdmmXVEHJYWE5Xjn1DM55UKr23szOLW5iAiRyfViHFMUA4DCR2MkoiBcOOMI4AhxDBOTMTARjCGOYIqOwSxBmmieqNeyYUPGAIAZTAUVuUcmwEvCoNCGodJoDqWsCwaE9PvCIYASVOAbArP8L+Po+6zNmA2CgKcpYg32kSkVaqIrRhgR03h0vsGLuSQOt61xRlJ91hjeUk34JVxLF6xdjGjCcz/n5Pw5K5QObbbTlA8AuicwtqUdNOr1o8cPn3/00tUnfq/48R/xXOiXf+SHt0vGU5x4PoWSWClEpFT1UBH/Ssi0Lc0CxrWYUMTtTKVuf6H74WU24ZVyQ3bRWyWWOqvLLrcPfeJ9tYah4qbRtw4oPncFMwCqhDwB4Fk/9dMfeOv/sA4XL1z2Qpyh164Yf8O+CpMNc5blCwvtbnvRWSsizFwzkTGR78UT0VDrHxkmCqKeIFGFUrDPVFUpFLcAMuGmHJr9MDgdlhxnKA8GtCi1L/o3ASh71Vumpfq3FeurUKFChQq7BL327A7t+Wd/8uRb3nGm1x4WBT16U4OgClcyGRFlprFxYwz0AAq3hP4CPIqSLW//III8I2MQRXGvt5imXXLkcs+mQm5w+ja5+AXDrHkCYpCFzRDFGkUUxYjrIIEaJYY4WIsshbogwVLytzJboIAojEIExF7aBaWdNwpDbShEwYVspyrECRtWKdRcABKoDygETj9t7f1Wbo8hQU6ACqvvZSVoQ66AJSZqJ8ejB3vWEn1+7TMS661E89WcH4bC2kxc49KlbDnlO9T5sR2nfIBsh4nlWHPs6HGUxO87nvXkYycOXYXxE1Xe1iDYC/VLUOsXKLrdHlRE1DnnvCKwqBOHIZ5V+G/GNe/TGLidRxSEPajU//CRvwlmjl75MUjxKumwxA6RiY3/sCyxUWx87rGkBYPLWMQEp4MyngB+6tdf8LbffPN+uKSCq56oJ8lf/83fcv1td8zPLlAhDlx6mPgsGkDMCD13ceysY2iaJtYJRJiDr4nfrS+GMEJkuHRKJArt231Gx1SasnKwZ0GxFlAWdfKAFQ8GtF2ofN0vvoX2Pl6pz69ifRUqVKhQYfSR9to2z3Zu/z/3vJOnzy588F8WF2ccEaYOx//5Px4HEPPkXPJFFN04qmCixhjXGiSFZULfIjwsxhcu1UIimucu4ljj01RT7lGekLdw8F1zzDj6NDr0dS5NIBICOWN80aZGMUURUQTjqzQdRTU1BnkCX9vpl5JJwIUTg2EQg01IAzKDIu8AgWHBSx0wIseSUs3SAm4wRk2z1/bqr6o1bi/CjDLXN+yllubnUnu555BaZDq96A45Ue///LTDRxt8g3JjjXOR269cXOwBtWrar4j5hag5OZ8sHnLoDFK+mjt5dZjntmCsOXbosL18aQ7Aff9y/zN/8On1Rrz9B7uSKubybdYfHA/6bjvrRDXLsizJ0jTNssxZZ61TFSeqPtGHkPpzuSMm7st0MDGBkGW5PzwTGS6qOj3r8yqPxGwCIeQ4ikCgIQXIfr7Pbx9kpfxRxjUj4hsF0ZeMWeJ+EgZosF86T/UX3/yy373zNfvFDZzgk3WNRmN8wsZRhMKrc+C26dNvPsFGRGRza4xpNGq9Tq/X6/V6SZpZTXLP21vNuomiKI76Z4iJFBEbYjZMbJj8TxREtdRncb1IS8jekapCiSIyhks/wQFZHyotWENiuHR72ROnrmJ9FSpUqLC/IM4m3YWd/pTrT0z+1x+d/KuX3Bs16Tk/840h+pGF8dqN7ezhIjQCAC6qb1Y+WtGyIkecEb5ssHBgjHpttCZMlmiewVl402SOSFU9A/Rln8GXz6/iGtTr5MkhE5xFmpAqjIHNVQXOkpIahjFkIgSPB/8vqQ8rSUHe37uwejehk8i7/yFUlRlwWf/JpU08lRWhqp8WXCq1xkHcTr4gFM0lmSJfcHc4RRpKZKeAqSX8EgBwY6sLxcnrjj5yfp7MqqSO2g8cyn+kx/cLdRL+ajX/h9BN51t1bU5ekuRwN+sAmO4+5ypRPn9R8KOxHN/6fiYnJp2zc7Ptbif5lw9/5lu/50k7QfzW5i1e0WhtScwhsxAistaJuCzL0zRtL7aTJM2yzGXWqdjchsI9EVWBBJu2KDKkRKJOVVSNCpQYBFNcaFalKOmULOurPDILExMrQcWBCroXGCGDUGT+2In85rt/I66TivpMvaiK9Q2Gqioqg7bh5ZcKxzD44qWzc/vkghp0Yojj6OD0ATvhVt0yyKuSqjprm82GzfOFhXaSpN1OJ+mlNrfijTKYRTRL8yg2xhgQebYn4kgVYIA48hlA1kDgoIAa5fAECNWkxGSMITbGEIjZ14JiwM+9IP6bM1apWF+FChUqVBgJqGpnB9r51kCvs0QjVOEAHvBHGk4ODKqua6GTDqhBree+KqRRDCdoTpBY1BuwlmyuzhJAYqGq0gJUmftpN0LB3wxM5Ot/FIp6E80xQKnbCRWkYsl7NvjFXmbyJuAmCuTNk0AU/u8hfFG/vA0ikCFiGA65RyIKK8eEFt1KTKqONUr0/IXOB0+n3yoCG/b1mCFz9jUi7JjsiYmDFzuXDdNi7iZX8yNwWT1pEZ48Jk8ux99hwdGCpbmUTgt1Ej4l1N6fl0OeO0HmI3XTvDQRj5nFb2zYW67mMVhNtoWcEdH0gYMA5mbbC4udu//xU//uB54WRdtpP72i8d1gC9t6dA5LmX7Pi7I06/WSLMvSJOm0u/Nz81mWW2dFhP2+iQFRMCPcKUxkVBmqTpVIGAwwKSkVmR1mQMm/oAIFGVYmhVFVVVZWEXW5hfd+I8/4At0zUfDyNsZAlMAiUBEtyhfFqQic03CvKAakkJlZISMqFvsl0bcMK3EnxcDKX1lcWQeMMVPMzSyr12tpkuZZZnOX2dzlzjd0MrHP6PkqTQR5FwITaVEtD/JZQeO39ZqdpvB28H8wl7W+HKo6AQL37XT24LmoWF+FChUq7CMk3QVx9toew8HGHTPJZ4e4aBkJ+JRaUMkDVACNM7mYB31FAsEYGFKN4GpUc3COxKkoJAeYPX+DFmFWyf086zPEJrArBZwjFYxNq1qyOWyuNvfVpCCGOB0wkNDgvDco6BK8HKgQ/6QWP46ZFI4pSt0FoW4ZCvfoISqFHwgt+XxbNhlePHG6RkTn03EAlusz3d7BVnOFeKt7dmjfBBNhOtLput40hif3uQdmhdKczgt6KT+c04Wcz+/5y6EzNw60WcZb6f9Sz58YyzEQ7ORs2hW1jau0EGMNtomaeeLX7aZZmo+N4RP33P/073gC74zivKqagR3/yo/88Ove9W4aELv3xZZD/KdIgsFXVOfWdtqd+bn5bqfbXmyrSJqlSS/zmk7ExkTMEF9oScyRCcWYXrWjKLxTnzJSf1hcmAYU/5S1m4UScJBbck5JAWUwGHAEI6Qg2GAvoKo2k3rLQESEiQqy5wCnkKAqCh1UdgmrVqu14+5DrKhDvHxwjGFj6i6OGs1GnttGo5mmWZ5l1lqb2SRNwzPCc/Oii5JAvrRzgMcRiOK4cGln5sKi3fj5A2LTb+7DsgLOPXzWKtZXoUKFCvsFzuZZ0rnWz3ukMlM3h1J3uU/5QqAEBTT3S7re8U9Z4rb9aumOFR7R/Za/sgmDDCMyKOqFgvd6UXIZ7NrJt/8U8pvM/f2o+kpRtrnY3Lu0w7nyE6mMB4i4SY9lgqhjjlK5KNzzDYQgZPRwYIYEjrzIQEgLHuCn1+lYi25u0PEY0wBnWJjD1EZH9Uit16odJO2z94xqnWRhrDE5PP7dR9YdDUxDUdNjACbkm8OEQUeR5XxBkOy9GlFVbecXGvnt1y382JKh0OmoiVTP5e2Jq3EYvcMY38Yrjo4fO/roufOzM4tpL7/37i9uI/EbSssPZfaSJDXGhPwJIE7KNRct7dsUYC/OJLm1SS9ZXFhcXFjstLuzM7O+cy/kOMCVBgAAIABJREFU3LzfuhT0jpVURAAlFY18S57ncuoFdn1rbF+2gxH+Kyv2ika/cFzGUKnvSIV4IwiiAgUT/c77/jsZ3wwWilfFQkScrytVlOWd/vZFK41Yxf029PWNMQCYKY5Nq9WwzjnrnHNZmqPo6hwonfWarECp1lO6Lhjj7/khMcilgisteTTR/jo7FeurUKFChX0BVeksXB6Rg6lHB1M3gwE1hJLX9dqiqk5g8zzLO5nriPPRVdEHyP2euqjm+ZsGEU4uArsguVZYdhV/RgMPPRr4L3QDRogimJhiB3XUxONF4JyFmkQuCCUoCGSuj5Q9ewaIiIiCobw/DAAxJsf4tkl6UoNORpiMaALLauRuxJm5JT17V0aM/JYD0wCcyzDgHr6oY3E2X6v1OST1LpDKVk6TwRgwFsk0gL1XI5qnMYCJ5NtWJF11OhZPdpJeJnlthy/Mbdb4N8Z44hc3oksX5r/8xdO33nHDNh5taafe17MFAHz2sw806zUTRT6rxl5IkQdK6IJhnhKRqGZp2ml3O51umnSzzOZ5riIAmbohIgVBhWCIqbiui/Ue9ItL13vUfnNVCJREiZiII7NcubEgKgwgsUm9GfkXVSGq0m/kg4g6ERWIeG/SosbTpx4HZDw3pHCzXx9PfXqsoj5FhwiRiCpUBeMQKLxzh+pQjSgj2KuX9no8YNo4oK1FVyxCXtqiudfOWsX6KlSoUGFfoNee161xgI09wrWfChCnoUeugJXOgcbtc8kXCwF05LnmqWSp5Kk4p3CNxfSMX9X11ExcKLAEwKzEIIZzSqFhj4hhTEiske/LY6/77X16QYBIIHgKBYHBY/wEAHmeMcWJnHfoMhFHQIRcHi4rT2tFTKKFN4NC/YFx0AbHON3eosfXcd0YPzbGNJEZCiOGYggimkJno/Wdt0wa7zfYyV07X/LeGTd+OJuPCuLHnYd34uTumRrRxXlq5LdFumqulXWs1RjLGuezxfEdPRKhDuvYNu7QGHP8+NGHvna62ag/+PnTALaF+AWFEoUX4n/Bb7/pLS99oa+bfMK3f9/5Ry8xUxRFPvsiqkvNEkBEkSGoi6KImPLc9rrdXjdxzgJkfPk1ed81X5tHTpShABlWUi6cEkg0WHsSKTNUFAznO2uhcOQpIymRahRHxEQKIg5auQiJR7+YJAxSJfYdYUWRKvm5vlRHyXM5CSXoEHhSUhgJwLtyDrKS8ibwv//Kz/35f6ucM6/w4CBackdkZpUwHQBvmKFr3ZwwVJ2x1trKti+4VKyvQoUKFSpce+RZkme9bdxhIzqCbHXKBxDT3//uff6Vv3r1vc95xTcM0Z48nSU76TCnijyTpCu9ruSp9DqZiqRyLrT2qRaFOkSsTEoGqmAlElgN/XVslQzEhL47NqHSkxhMNMa3EkPEMUU9d06o5zkbEVL6MgHM/VCj34PEA/He0kotEYkxOc63t+ixLb6xjqM+lbdarLxGkHIC587iGNZXDHYg6h5qBSu2nsY+AJqom8vdUO152Y1f5zIyNeRtsle1mnfFGlFBJuiUNaIAuuazo3BFiGjPzRxJnnPFLWs4Gk12kqwjydhOXZ58oe62WULGsLnhhhOL7YU8dQ9+/vSBg+PXHZ/eFuJHwUJTW5Pjz3/tG889eml+frFWi01kSlv0osWqqKosK+pUTMSGmYiyPAOps5Kmam3uxEUmMiZsr6oiGlY4AFGQzzEyD6QZKajpFh+nqgwu022+LBPBvJsAgbIWKzeF4pNCwcH2DeWhEg1kyoNhvM/pBdohomV+SUlCIbd3fSeoIbhhUnHn77z4rl964z7kcmvPqCu8d6DrbtDONCQG18fcln/KPqR8FeurUKFChb0PEddrb7NueIMPr0X5iAB0HhX/tJZFnD/T9YGaMRRFzIac05hbi9klm0uvK72OJD0HG/fyy8EnnQa6+ASIlAFlIhksbERo9SFq4WZSUnWEKKdLDr1SdTOlU16CxYd5QX+l0OH0a/Tej0Ghzjks1R/3f47T7Q062aJbmrgl4gmm+lA8sVoYsXZYcxgzZ3FsnSHI4w4eLH9Osi4wrOCiwKXcHDHgxVOjMPcYNUZtSY2o/bHBGlFLMzldvPo1onmv1chPrpHoW/ItdKwVj+W18+niOHYgVhS7I4KBcRyPj0/M23lxeu8/f+kZ333HwcOT20KYfeKuXo/HxlrHT153/MR17M3SDJeXTNk3NSh3S4Cq+JxhmuadxXYjri+2O2madTs9VbXWRRyFLlyQIeN784LsvumbqBXskojYDBhwg8BsyJT2e32pl6IhGIVRm+cNhSCMgJlIoU5BeMPfvNEY+CZhfxcSW6T+lVQFxZ4JfSNwgvpOwxXnSXc+r55H67lJDneQLiN4y2+qG63GHLLW2PR+KtZXoUKFChVGCL327FWr7Rx8ZN70bVOP3LMAgI5g5mKqomwornG9YbyOQsZdlhPdzsO9juu2bZ4gyR8NHugMw+CoYGgE3+ZToxsMSMWxRhlmVFMiCBMzuu4Ma9m94clisWwfzBWoVPjrH6wWQV/xxvIrHOBvauIxNRxu0PEaHV4x/lhPiLA2G5xEO9I0X4eL+mPG05ibA7tNgOagUqKHU1zq9o5mMyM7IQdrRAdft5gFkPLDV6FGdGExm0y+dWMkSo/G4+i5s647tb0Ho7aOeEe+Zi2uHTl68PzZywD+50c//+9+4KmtscaWr3Gogpnq9TqzaY01SzHNwda4VULq4pJR5NbW67VarVZr1NNeYoxJer0kyaK6l3whiowTJSXD6liNqBIT+9Y5YgVYRYgBR8oCYi+eRKFIAIBCmSJGWCjyiUAqqOnAf2X+zxNEUvTSpNZkFIw1S4QNl12FVLiLC0GDz7hfOlqTMLv9mF/aBB+74s/bQtL2YbNlxfoqVKhQYS8jS7s2z67JRz/5+x5363faLJX52dTrcxqmKOa4zsaEGi0iN4bYUC2VhzMBOzCjTicMQyCRRlbmFSkxXA4AHTnnn1ueHLLnal7or5AJBAOqBELfsq808ipD0sJYq9B9adDJcbqtxbc06GQNhw03NhoubC6GIOAEXXwY16+92Rhn140NKLVo5pQBLHQ7QH2Y52vcthcmout2W0QyDcAnBne0RlREKTu8zkTfEJrmhJ2cTRfr21ghpunUDrG+qakxm+v1N9RPP3IWwMc+8rlvf9aTt+LeXiTzCyYcR3EcrdI0teo+fLlkrRYzj5vImMj0eklUi3vdpNPuOOvAVBgxCIgLpzwVEVIio967r9hElCBEDFajEBBIQ7GmkhC8tC8Xuk6lRxv6fnEoLdu8Szu86i+zt31nqjUi5zzvJEcKIiJhIqdSivQOLiaFoxtmfdUTqULF+ipUqFChwg5AnN322s71R4dsqN6M4lji2CfhgqaLr/D0mzlna+bGc/LFlmsQJI/VZmr1ohVSaO6C0blIKM6EeqWHgjGVyb1CsdPLq/jazmCp5wU/ywrPYPSEKf6GBh9r0U0NOl7ng0TRVsjbVnAYs1dkfY8/0FxyYGp72Vpk3uaHu3SmZU7u9jm8EzWivcXmRO87Nh856XQ0vp3WDjvRYmQibTXHba4AanHtpptuOPvoo2mS//MHP/1d3//Uzbm3r5jiXk2gcrXLSDUoqRimKIriOKrX63mWdTrjnU63PltLkjTPrYqAIMYU+p1eFcb3zIF98eWg8YJXbQyErdTmLOrDSQkhn+8T+wQl9jvhIPISzNxAzATiiNgwGwYTee6nxSKShCUrKWooisL2vhTo/mwbq1CxvgoVKlSocG14V2dx5ip/IgZ64ZhRqxFq3Gh50cwQCHnPJIVjaSxkX6uNHY3zZMyQiVgsskRF4KyKI3UhRASCVOYSQe7CksFrdbIJP5BBSQsD8SPUeHKMH38gelKDT8aYjHmicPC6QgXRVcAYejGyNYo8TzZts7akhS8bKBUbH1BzKZFQq55Op43zdT669+b2FmtEXedIQ7dapVmnY/Fkt9ftbYufu6XLkR7atvGpzzbMycF6QmPM9SdPXp69tDDX2Ub39lBHuRGG46+yX3jTL7zxhf/dH1ijUa/XavVGo9ls1OI46aVZmllrvbtD8UmBr8Gn2bxWf+HDVxRwEin1e+zKVaCyxY/ZFN7cTGSiiEFkaNDCm4gNs9+JiYg4OHqDQnmA9g1GQX2tGhoahoFS8YoBVqhYX4UKFSpU2EmkvbY4e1Vj8aWsaVlYWVZXOtZG234NQGSiRhzVexRFVG9ARXsdFVGXk7UQG8IlIogDsW/zQ6B/RMZ4vZaC3XGghSbGON3a4sc26Lox85gaTRsTg2DYrOfIrz5uxNmv4OYVf1WDPTkx7BzQkbirUyAsJnZifIWDdxQBcMmEbbYjGt8nc349NaJObHPxqdvycaytsWYrwzZYOwh1sU2sL261azi54iQ/NH24UW9cOH95K+7tWxTS8BQoahR1oaoAmYhBxGMUmSi3Ns9ya62I9LqJN2cT5925g1M7tCzWXAKOjE/WseHStq1Wi/u+fMaTOiLARCYk/g0XRt5EBDDd/YWPe8oX/OJZob5YIVSLB9s+0WXfDqVte4UKFeurUKFChQo7DmfztLc4akelKhHGFvIvl8HfWHQjKJuIb13AA95jqzkOERILZ9U56pdQabF8zr5Dr/iTQEQxT4ybx4/xLU1zfYOO1sxU4ezHAxoTo9u7fxgzq7G+xx6omWXRea7GUg1AO7UTKzGODk8edBcAZD2OWvv6WhiqEb248ABrfRv3H6wdtubnbl1a2/r0NL1GvWFw3RqEbXxsIjoRnz17bhPu7csLOyk03K0grrgG8/mNv3xFHJuffNkL7njybS997ovKDrsojqI4UlXnxFknInbKiYpYcSLOOWedEwmtfKVzQ9GPh4LIMYH7+T2KIuOrPYOfRMj2DXh4lx4TxT3iI5/8O1+FrgIyxEzOiid1IupEC5c+qEJFNDi462qykBUPrFCxvgoVKlSosBPkSjsLl0eW7y0JU6nlkDVqE21HSqqMekQKqECVRKASIkwtBTmDJfptdTreoptbfEtME4YafWU+GvTdonVGotcWNdgxdDsY5mdHa9mBxgq1iFau8EVy6it2dNPLrfqh6rrwaM9tv56t93PPm1uwdkgPYmuFolSfXWcbZ6PRuOGGkw89eA5bcG/vWzOskuhbIwEYRSbPhJm++NkH6MfDZsx9PxZjDGoxAJtbgar4XJ+Iz/XpWrc+EJg5yAQTiMhEBqHokwcXfwY/cYWDp5BNVFWAVOCTe+qVolSDTLD2bzJBoXSlvr59KBdZoWJ9FSpUqFBhx9Frz101q4b1UFBGPbUXu/ro8uDK8RwAjhP0Qm8MfAsf99+uSlBM0dNb9JgaLfFRGAiqsEYqb0NGC9cK1+PR+/HYoRdvOLCCwRppZpXX3ttsdBTZF8NfXLOTPzIW31BdGlmWwTV3aOfe2qGbX9iEn7vYLaUfV6vqXHX7OD5+/PiFM7Nj442TNx25mqfg1X/xysaESbrWxJT1rnCbiuIQpooUkp6FZ97KV7p3z/PiLkWRuYgMmjSsB866qGbC/UdIRFS9+Gio4USR9yvze+XrFUYc/9c7/tuvPu9XKtZXoUKFChV2PfIsybPeKPG9C1Y7K1AXopinw6PI1Ae5mao26foxuq1FwUeBUNvzJ+4QZodeuW0S8YqdV2pRDMjZtPGYGq8SAffV4yk/1KVHW9HxfX51XOp8DtjZtGcrvs7WNm7tsGm+cKWqzlXfZ8zB6UOnT11utOqHjkxevdtCJMyRqhrDgFzxHlLcLkIv3iY+cdCEc72sz6kJyT1SgjqoqjgVEZU1m/f6N7HqWTSi+MpDp/ftd69YX4UKFSrsHYi4a2XVMBz8CDI3vyLf68fHfINFqEQ9Gv97sXETNzXoeIxp5m1+PI3+MryBHMD8HEI95xjn082VjQEyp+qCOXvuZKy2ciicUb2uycDfp1Lem5Ke658D6eLV6HH01g6Jnrbt6fW/K+dHY9kYLV9/VedqdGhyfOqhBy4w0fThiaswMm/74Nu99hIAY5gIz/u1O9/xurt29BLeXIZfQvegKkOECrJX1nlixewfKsXO0car/+KVtSbv26/P1QyoUKFChT2DXnv26tR2jsc3rh6dsbVp155Zm/IBsHw50sOT9juOZT93ffzco/wfJvnra3SYyGz6wNYQVBj91pqTOFf+fOvB8dUOuCOxutkrswgaTpC6ZOKKJ2UPo5vO7Fx553I06PrWJFGUrHN7p+mG9h+32lv3YxQRY+j0qavUBnzq8oPjUzVvKUEGYFLB81/9wjUI2xBWe301lPeE5VgrODZcUjt1UFGVfqIPvvE4bOBFXZYQP2ALydsKOwlTR70Z/cSv3vn6d/3+Pvz6Va6vQoUKFfYIsrRr8+waHgBpnLt2KpfW3qxlTk7GtzX0JCU3l6YCCi1DNKy5Xj4kJLga97vie0cQUwiyqze38ka0Kj/JdV2sOKMGsDD8Yo/QXIxoYh9eILOdU8BV7WHz1g7r9HMXy+stYNxsVWd5daR2vmPP2F4d+RQAmjjVbrfGx6/b8VuEIQI5pwDYEBs4h6zndvATN6efqXBOTMREQsTqIKIyIOgSIIpCzHP4tlNl/EYPr3/P62qtiJnY0Bc+cz+eW7G+ChUqVKiwCyHOXsPaTlFrtOkt+JbjUO2bmubYeHRz0xxvmCDE0u31epwMBmc+PtsQMdtjyngGcgLnLtHhYxNrkQSnaGchpmznqwaXCa3MG7Msi+r77gJR1XzhyDX56Dodi9dh7aC9w1iH7d+mqzrz3LbdV7JUkPhrsM/xsvr995z+8+vq3/Z11/9MLW7s0Di86p0vHzsQoXA6ZyZmcuuoiFy+xSZ84Tf0rscee8yXHnpQaypCpqaSQ0K6T1VVXCjvLPfp836DdK8ifSOIRDtjpkZEzLDZfjxDFeurUKFChb0Q0XYWZ64h3+vZM+UrMU1OxrdP157UMidrPBXzygQmTYfTkrVavPzF/YbDmDl04OQabJYlAWLoldMjCa/Sw+aanezcWO3YvhrYbjpzDT/dWztkzbPZ4tRqtX/r4SQb1eoUkXb+UJJ1tes53sGVN6udA3AhveejX7nn8ZPPv+no90TGbPsgEHNci1VUXMiOebcVXdOJYRtrswerCdbGT//AT7/4D37JOSVWVYhA3EBmz2f8wothh54WohLzHFW87YNvJ0Pi1Of69mcNbsX6KlSoUGHXI+21xdmrTjWFtdazZ6biJxxrfPd49JiJ6LF1nl5PV56IiMiyHVZnEicP1OfqtTVptgPiVFuDKvQ1Q5kbHr5Fc2DV8NdOdnl/SXpemjsNHLi2x1DTE7XNWjusv6rTF3C2s9O2N0muCYzjSjlErfUp8YMLb/3a4nufeOjO44efso3f/XXvfk2tCSIS3w4HJYI3R4fqT7z0zq9/2u0vfe6LVuRp20w+17dPFbhciBCLEafiQjOgOB3M+/UlXnRJm1+FUcOpyw9OHalnPQeCiRgk61cSqlhfhQoVKlQYCTibp73Fq035XHyi/n0T0ePLis0NIbd2pWhsv5/KOI5qtSt4VOQCACn1aUOW5StuaWnNOs79JOkpItI7MCIHs4a1Q2pO1d0ty9/C9YWmObY207PWLdj7y1Y94OgGrifTXTLHdO7Tl1775dmbnnril8fHtqfZL3G9yUatu5jFdVMk+tjreXr9qS9+bsT6rAjOCjGJU2dFNRynKny6slRzWX95Z3WLu5bnk4lA3vjRMBORij7/1S9866v+YP8MQqXhWaFChQq7GKraWbh8NT/ROZemKWl8pP6MzVE+AGmarhQSkTH7+qk0NTXprrQaO++G264WuqvKcqa0Vo+WSyYyvbwfBnYhOTNSxxPp9Nh4y7Tmh9mpXYEWRK1A+d756buWX4zzva+dn//ihQuXZmZm7cJ1BeXbyBU9/rkVX++4h+555Oc/eer3M5ts8fvec/99ZIgNN1qxuD5HGizeHLU+q1tveIxNncsl7TlxIcXnrIgTsSXfC4m+fnlnofiy8rJOvYq6rw1e9c6XN8aC6SIAjogZwM4qCVWsr0KFChUqbCd67bmrY9UAQETSNLU232IBk6rm+cr1qFG0fytQxsfHmNldyY/eKZysd/zlSqKQtte02t7zYzu/MDOCR9U0JxqT2aC1g9ol6VkySaMldYQsXzwZLsNOdvZS53Pnz1+8dGkmWRgr1Fk2e13HazH/C+k9H/3yTz58/l+s23x8/KFPvK85ZojId9VJUY3MTMQjmv96wQ/daa3aXLKec1acFbEiTsWqiIqTAUnPoOYistS8YRm+61ufUT2zrgnIcL1RL8px+wRov7UVVBWeFSpUqLBbkWdJnvWuDt/L83y7ulVWLO8sCeE+DUqIWq11WckpsJzlGwZWisl7PNZ0VzDoS9Mkaozv4bF1zo1OeedwEKbTUROltYOmU4jDrwarOlX1I1/+K27gte/9zWc87tufeOwOYNtKc7V+9orbfGH29x6ce/uTrnvJkenbNje/49iEIHvA184n+soiz1EDG7KpU+VIqbTj884NIihb+5yT0OPneaBb+Sb2Z6/fXy1ko4PXvfs1cQ1EJE68Hg+boB+734aiyvVVqFChwq6EiLsKVg0ikmVZnmfbKFCQ5/ka5Gd/ns2DB9dFS1iS5dx4MbGteOWcnqX4ygG5tK6tvuVOY6bzlRE/wjoda02C46w8s1FrocFH89zOJveHAk5zUQXM9PGv3bO9n661S+u6bHXuE+d//V+/8lvtzoWNxdzveU0cEzF5vRMnQe3EX+zM/Xa3n3jpnf/48Y+Oznl500vekOficnW2SPc5EVEpfNtV1FrxqUuvTjWa9HWfI3G9RivuLuZQeK9IIhAT8SjOuor1VahQoUKFYfTaszta21nyvW3/lDXsGYhoHxZ51us1Uwjlr13hKeoAaH5x8MV2umrutM2T6zoC1+jaR/fq8LYXk9E/SNaxVmO6NtEWLFhzdn7xsm/Vy+YPIjn84PwDHFHSccbQtve/aTy//o3n8s/c88jPf/aht6+/2S+xvVorXNSl+UFYRCLCUo2Tv/zAX4/WtdkyeebA5Kw6q2WDn//TWvEtfBK+16odfSaqhFyuDT72wCdDT+lY5ArLEPjq4mLmjdqsq1hfhQoVKlToI0u7Nt9Ba7sd4nueTK5dxsm878Kjycm+paGltVhfvsETkvC6HQKyqVTO772xzXOLbGoXzYRaI0rmpgp7vYAz5lNMBMDE2xy2SW0zJ/1M7wPrb/YjhjHemM9XSIb+N3g1F17yjWw6WsmyP/iFNzgn1lqf67N5SPo5JzYXr0wjEmo7xa56Z3vRj/+X6rF1TfCP97233qTgC6kKBAdIIpTmN3myX1K0FeurUKFChV0GcXbnajvzPEvTZOeyiFl2RbK6v1jf9PTU+utavYBnz653+x5voGFvT0p6Xmx/ZndEY8zTh5oTtRunx2+sTy5rxSSqtwzB0ye87V//x7bdTJoPbfq9X5j9vf/3yz93cfb+NbZ55TtfHsVhuoqorJQKGxR0GcHG3v/tWT/YnbPOiXNqrVgrzomzUjT1XZny/dnr7/qGr//G6sl1bUBUq8fwBoyF2QYRiGgfrjBWrK9ChQoVdhNUtbO4I11Ynu8tN0/fXqRXYn376kkcx1Ecx+vf3utEOLekMfLh3lq+fDk2sP+9J+mZLrZ2wTQYWzx08GBUeDAeP/gEbvaXdf6f+Xc1x4LPGBuAyWb6ri/88fawvvqWPC2u2OxHTLV6REx56kqTAyikb94AGm0ju2d/87PGDtSaE5HNnbdrD0WeouLgCzvXoHxRrartvGZ42wffHsfETF5sFYol6w6039YYK9ZXoUKFCrsriu21xdnt3ae1Nk3TneZ7KLyk18OF9snZPHBguPgwxVo1mbrKqB5orjpiQmZjcXxi9szwZlkG1xzlIySi8en0QPOWoRevP/J1ML2COHGjVVcHBdiExFh7ZnsKvLVxeus7WbvZzx+xl3IJHX3an8qh0G5greenfv0Fo3aa3vSLb+gtWgC+u883+IUUn5M1KN/kkcbbfvPN1WPrWuHU5QcHekqD1o7PJ/vlRRpQEvrwff9Usb4KFSpUqDAqcDZPe4vbzvecs7gqGtZreDYseTLxvng2jY+PLa/tlNVVN72AJ4AFHFn/pyS0sWSXqnbTPVLneanzuVE+vKjZPXzoUNOcXP4rY8zRY9cB+KeLf11rQiV43BGTZ/HbVYKtprtdX2d5s98r3/nyKAIzQWFiDrqXSxN94YfBm1KmL7nr5aN2sv7oFb8PCkWq/l9nRexatfAmort+6Q3VY+uaLquEnlIpajsHlxv8vyX+4gPvrVhfhQoVdhnEpSquGoe9B1XtLGxbOO4t168a3/NYQ71zv4GZ12nQ1z9luvJ1bdc8gY42njh1zT0g6amq6dyh0eX803Z67MY1NmjVDh44Qlq3jVbNG8WFmWN4u8rS1LTB+fZ+r8FmP2KK68UqxqBB9kBQPqSrEej62bkRPGV/8htvmrzOQFSd6oAa5Io4fGTs7a+psnzXEq9792uicg1N4Ws8B8/a0MTL070fOFWsr0KFPcT3xObJjM0W8nTG5Z19a3i9V9Frz22LyIrne9trwbdOrOHUtyQUJNrzxn3rNOhbMnriud/wWUvWpH1zZlPMJ5vqydldPcIja0IY1e30oXrpwL4Gzs9cIiZmdk7Fqlhlw16IAsD/ffcffuHc57d0K2h+bUcu86LZD1ro4wcBRQnBd1lM3k+8LLneXT6iD683v/j3b7/jJF0pdp6cqr3xl367emZdWySuV2vEREVPqWCwoXT5rNsPq+UV66tQYS9AVW22YNNZLbIBznbz5LKzScX99gbyLMmz3lb5nl4zvgfAWrf+2bi3W/uazeaKVax2TeUVL+DpNnjq1mPUvvJdJTmQ7GbiN9s5NYJH1ZjsTk8ci2hiPRtMfq0/AAAgAElEQVR/bO4jY5ORqorzWQoFeR4VNvjE6Y9t5WBc68Gd+6Z/+8+zpriIyXdVDaT7SuJ3Ddd3/ugfNiOF+vLnvfwdr7tr4nBtuQUfEeot82evv+uul72xemaNBMnxzXtM4lS0LPIcWGyg/SXnElVzokKF3c73xCUuX1F2T12+KLZrapPM1cW+iyHitmjVICLW2h11db8iso0YDO7th/HExNgm3rUG35tsrLqGu2gObn7aJAdssx3R+K4bYVXNF46M1CFxnExNTkd0eCNfAybiLHHMVF67REQMOADIeltKT2g0v4Pft9aIYuPDblENai6iy+s8mUmcekO1q4nzvdM//4ZffNMvbqb17i2/HHjdnb/9IhUCwA+cfvNb935j2G7B6979GhPDu1z6h0mRbS68IpkB8a19+2dtvMr1Vaiwm8mAy/Pk8iqUr4x+nE1nbbZwbSP+CltBrz276dMnIjtnub4hVE19HtPTmzQN95GJ2BXkN9YunXVbeNbvUknP+d7pkTqe+njv0NT1pTfDevDH//bbtQYRUa1h3EAXGTOVBndbjFa1toNFsCJgU6zdCHRANF9X7IlbutDzwfs+tKNn5GMPfFIdFi6nL3nzr21lP4f/7ezkvafH7z09Nj9C802X4YqbLX99dz80bS+umdC25+eerDLjBvRj97ySZ8X6KowWfvVPn/+8135/NQ5XvqeLy9M5m82ts1RPXJonl6tmv92ILO3afJN8Kc9Hgu/5MGJDzhBEZMwefELVavGGDPr6T2spnLtlhVWeXpqs8V5Lta2cuN0o6Tm/MCpNfcw8eRCTjRs2/E6DejP28oNA8DcvS9K2Jxe+fQKeQ/jqqRBfakHzRCQIunjup0s56zJBlz99z/suze3gSfzQp94nCjZ06ezC7njorw/l/XM93dE0gE1Tx5EF+f7L0FOqYblhaMVh2ffe20qeFeurMFroyczcpe6r3/7iaijWuPXbrJ2nMyob1l4rm/2qYdwt2HRt59WxXN8Ad803PF2jaA+WJU9NTa41SljVZcEWZ9Lphh/c+RZYHwC4Zid/ZFddNSK9A6NwJN5+vc6HN/rGLz38SaLQlQSBDPiMAWDuJyg2renixnfQ1uLs5cfGNSYilM7sgQKqLvXrWyX2BoCX3fUbO3R4H3vgk1GN1GlkyNmtkpmrU46+TiK34rtWI3KrxRi7/Tb7x//wJ8walIRUvW2DlNXFMjRES++We1rJs2J9FUYId3/pboBMRPd96lPVaKx4L3Y2yZPL4rai6qEuX8yTmcrdYVec8U1YNVibjxTfC3wmyzf+9fce5ZvYdICYSXhjL9tw4jejxlYjzvxQ153ZLeM837325Z0r2q9vgJbMfLg5FtFAU9xSX/MloermNF0k3sEUriqXZahZz5Y6Ln3btBVGbNm87e3UQ+qDn3hvFBlVNfHuC4NpTax6RkRVhitrV8sWbo5hjg5OXXowikNpuhZfH2WeeWDKLf+GezsyqlhfhRHCu+95Q6MZ8Xasve09iFibzrp8cVvUF1Vdns7YbKEq+BxlZElHnF3/9oXl+sg9tVQ12zhX2WN6Lsxcr9c3/fZFWeu9lzr5GsPV4clt+ALpdCrnd8VQz81fY7e3qG5Xs19f/+wvK5yD4ryEez8R0VIB2CzZzCWv9R0VaNWyqS+uR6qqEiJvFEkmkSs8fXYwEiA2EYuDMURMP/HSO//x4x8dzcm8hJDJCgk6XzwvTsSJc+IxROSISEsJ1ZUKQVejjuuklCM3aCAyRER+4olIWdvpiV9/FAn7SsazkvWrMEpRUcR57uLYJFSloQbv6eLytrh0+5mkS8Wl1sWt8QPVOI8anM2T7nobTqy1zrlr4sewru/iNpN4JKIoiqy1e+OErsegT7CqdEoZIXd1avkCdW5dbCgrVD7zZAHoW8DnmzVvGD6PycToS3o655BNXcMDaB1IxqLrt7KHD3z+PWxATETknHirsRCplwk/pvIvm+vb1dqlHXxsOf/wghZy+aGxyhtOlv4NA8H3CjvZmXqFV77z5a1J9mWmHBEznOAvP/DX//6bvnsE5/MSTkLL2SDK8R32IC9Y2/BfCESkCgKU+pm9JXcb0aJ9dFcyIhXlItUsLmTKVQVLK6X3m21DxfoqjBBe8EfPqbVIc5iIiejZL/mu9//uP+17vqdiu852d2z/eOT0udziCU+sWN/Infp11naKSJ7nI8v3PNJsk2sWK5ra7UasZtA3TN6oueqUKBn+Opr0WJZQ5dnoKLIvbssXyXoctUZ6qGc6XwHq1+SjTS2bnJjYmDfDSjhvv9YcD+WdPlqVlSrTtqg4r/FOiU5+4tNTJuofm8+3hAY/p/BlhtfujkXEjWYjSy0UREwGsMiTUde4ds6pqE/kAWpzF5J/IuLKJKCqaKH5o57i9SkfExEbJio8Hw1z4IIUfg8CgRQafgrlxOtN9L32Pa89e+bCm158Le0K//gf/sSU4rFarj4Uub4VJx6N+CO0Yn0V9hyYiYStCjMxw2b6I6/4X//qtz6ybwdEXGqzxZ27Fc3MLj7wwFcAHLnuWDX9Rg1J98pOG7uC7wWqsPGmvmVkZxeDiDZn0DfA4jrAWr15SnylcSTapsHsppdb9UMjO9rtxeSasL7GZHeiduO27EoBX97Za+dx3YQ4tciPeYcxEMBUeji+6wt//Nwn/tcNUIjmV3duKDrJwdKfXVFoabgBTZeQpboG0+NtH3x7VPNVkVAFGb+0NLrlRVmWqagT+eW3vOy3/stvOOc8x0uT1LM+caIiZbNkFBlP0srUcEjaMRsmZsOGickwEXEUm0FeR+z97WA48nOMiYmgxES6Hu6Xo7twMb+2I/bViw/GNeOXG7JUiMlXF2uYi1g+94ZI3/N+7c53vO6uivVVqLBTeNMHXhvXqDEWLc5mZODX3nqLdn+Ohoqz2bzqTj2Her38S196MM0q87QRRZ4lWdJZm+9Zm++WnkzfZ7JpvrQHTuh6ajvXRingma/SCvVwJzo5sWbsSPW6bpN4r2t28kfG4htGcKizLLv65Z3MPDVd33qKz+MDn39PFPkCTtSbkc2lqE/rs77loeripexvv/yuH3zcc9f7lNnJ8k6AvWi+qjJxv7xzQNMFfVOHq3ofO3X5wclDNQDiRAvLe2Ko4M7fefFdv7SuJNWSvriVXh+8fQ1uvMZ+lv/KOcmyzOY2z/MzM2eb49HczJyqOueckyzNoIURRtgPEZX8jYr0XnjdRBETyLBhDrk+VRMbBjEzMbMhwybUFbPzFI9AYGZP/kDGcDn/aCCP6P/3jo/82Sjcr8uvDSCK2dq+HFJ/AQWhv7RMii6NwfDm9775BT/8gor1VaiwI7j/3L2Th2ri4C9Cw2zh9qGpuIiI7W5NonPNaM3pg1/52tzsfDXlRpfzq6xh1SAi1lrdVddGtoX1BSKKImPtLm70rddrxqzX6Nyt8lAuBTzXQC3q9/WtMHOwnWbrlB/q0qOt6PiojfalzueAq5qHjMcWNy3UuSLO2681xoyPRQNZKhXnB+PaZQZ3MzMbuLFLfQcVWcP9ScMPhRpNEHSRUk6joCtXk/aRIWb2Q+phmIlEoQsXs9e/6/df+twXbeV+tRqv8z8P8cDl7/KpPOvEWZdlWbfTXZhvO2vfd/9fRrF55Vtf/7hbrvveO/6DcxLkKGmgjJOZiSLDIGJmZiYiKSo1VZWYSFiI2RARq2qWZ0Tkaz6ZDRsyxMQcRRERCsrIREwMJjbM4KJWlBhFPtAf/NdmHwCoVPFRUVyL5kDrJIZB6E6kfnWxrFHiOYzPn/ryngwwKtZX4drj7i/d7W/ELi/kKHirHQu7NuJ3ed7bIW/qhx85d/bsuWq+jTi6izOrkbosy3QXroVsMatszO5mfZOTExtgyKsIpZQCnupWrZ6qG25j1enR47Gm62wrm59K+Xydj47WZFu8ek2HRDQxrXW+ZXt3q1q4S6Of4hu68MuqvEHGZNMN3By0sYPmFkFv0ikxiQs/L/GI08K3T7GCBMkAvnT6vY859gO1qLEtB/aqd768Mc7e+F6LJRKf6/M1nl/4zP147hW+2iCN+b0X//yQwgqgGGylW4XmlQxwGWHWLM/TJEuTtNftLS505ucWVCWK2RdgfvWhi+2bOuqUDJNvjSEiZmOYoYA6BXkpFgbA6lv0AuchVlUWFiIiMAwDSk6IVEWEHFkmJsrz3B+8MWWmz/+dGSBmY4xnlgCEhED3PfhpE1GeusjQT7z0zq9/6u2//GM/jwHNHrpaapmk5XUU1Dv99PMpPl9vDC3n4CoP4vm9WQxVOTdUuPZ49z1vaLZIRH0VGDGMYW9B+/0v/M6//59/t3+GgojE2Ty3qtt5c5yb73z83s9UlG/0kaVdm6/wsPGW67uR8qnqFjnbrl792YpB3yDKuk51sytucEWJ+2R1nZhNwyUTVjsjdPlkGVzz6nxW1OwePnRoE/bra+MDn/9r5hDK+8kvIoH7XalMekNXikYLO3nZFxKd/z973x0nyVWde865VdVh8u5sUFghCZRAJJGzMDJgJCSyjREYjJ+DBA4PbIyJDgSBjAkCG4wJNs+AABMFtmRsUAAJJSSQ2JV2tTlNDp2q6t5z3h+3qro6TdrunpndPj+F3tmeCrdu3Xu+E76PhY1YAlJby1NT5Ck1v9LU9hS+etOuP9539Ja2rAOoKJPzSoWAI/bLdD0kwPK1IsaOHE7KHCVCgwvpHKSKXSVd9661CfzAr/jFYnl2en5yYnr86OTE2NTUxHTFr/zvxA9QoRXDMFoQQDmkEImQLAJTRKSIiJRDSEQIhNaLsFiR4n+ju7W/iXGKz/5HIUaVnHHjqBU+YBaxOVo2oQ610VqH2v4vNFprrUOjr7/v27kBhxmUS4Bw/y92JAISIGypW9kehSMJig4V9zJXUV8iDinpdB+sMp/QKlov19ezNYF13IxrtzcRS1cNRGBVxz7zrY/8xtMuOdGGROsQAFzXAzgmR98YuffeX/Va+NaFMZvG2s4wDNaa3vqyLDxm3YWEgHvdmes6xyLQB4u7xClQt5i3WqGOJMGCMkJu3sGBtTDgY/P3Amzq/H6FfcOVnDqtEwc/HDyYycWOGUbQqEqGmVoKiJCNrKwoRlQhSoh0xgyLYjGGbWrBIoZIW4CB4+rEmuxfa9Qaysz90x/bO/et87e8eWRw5cP+heu/6DiAiNmcG3dLCsR9ksdSXpTkXLU2NolnsVbCvGpPkdyoUpahxw6RsOEgDE1o5ubmyyV/bna+UChWKpUwCI3WSikk9LIKER2HQp9FbFRcAFBAgNkyljAjAZNyYoUGiYCoxCkeiopBo7RbxBHLKAgxBhZgTFr6mkesIloUhqi3L8LMiEopEFAKEdFoEeYIeAICAQJb3YgoGyfxoLQ7B2jHJhKyYBAGYzgiE0p6SVlOTLHiXq6vZ6tsb/vi73oZtHUCNhEPUF2PACAon7jafWEYGMPNlYwW3dcFHty17/Y77ulBvnVhjVINWmvfr6xryAcAYdgGPjfPc9fjvQ8PL49WhFu86cTVfFohWKGnMq86pc4SrI0VRkTCuY5DPiejhzd4xyS/vpjLSgptpAPjlbyxr68WcCw/wJTb09lnwWB0RJbIRoxhNlCT3okLO1PqDovENopm722H3nrX7o+XKyvMUu6efDCbd21ZbAKno8Y1qo7kFVf/6cKY3xaINv3bwnyxMF+cny8Wi6VCoRiGoQ5Do43RbJk2mdkOiDAbY6XVRRsOA13x/amJmcmJqanJ6dmZuVKhGPoBi/xs7mYvCywCYHWt4PP/+9UIW0IM4arSffYkkVi7sJhIuN3EWbYoe8dJeRUkLJ8QyfkBiXBcAWnri9n+XkLgIlDlw2SWq797Va4PWJtEAhEAOE4TssS3b/8Q82kCsMQ5wLZOP7EZ8jhZKcnsSpMJLSmcdtxZL9fXs1W2op4eGvQgbviO9z0baqoJc56YZtdupVyiZQxEosrQs/ViQaXIRid4by1Lri/LfL8NkGA9Mnn29/ct97K5xY7sm3TnUMsoWFWiqplp7JiYgckVgyN93ioLwJT8qU6f4tjl15ew4AMR2l3PRB56FSbVKZs3Erp89sZ/+r1n/+HiTyz/YEfvgpTRITmubS8TNhCLN4CwiImZXVKldzU31trG/JvH9tx8ev9vPuKklzhKLf/CMD5PPLBYHUx7+kU5XdI5orrMyT33bBdhBFRKEWEul41IUpRKqnaBxYa50abJELQ2lVLFD4KpqRmjdeAHhg1BXHKZlVxf1i8bEEAVyXV86davv+ZpryDA6LoJCYEwafVMik4FU3cYwzqMzl+t5USosn+my1Orqnf2QJEYYISYKRk6JMrms35JR0WzCkDDH/zdW/7xHVdj1OqIQoiCgECCAiJVxXgb2m7bIm8nFBsRFtYWY0dTLsozJ6S4UJ2EPdTXs5513G7cfiMRkqLpo6X+4Uw1AINgtUPlBMd8ySZtQmPAcT1crOCzXK7cd/+D65r94kR8vjqslOZgXUnwLW3emhO0ioYon29bg1kgVd/SQEuJdpf9het3fMy2TbyhDpbrwRKtMqXn1Nx+gJFOPVC3MjQ40i5thlb2r3d9QjlVun/WVbrLVHailhekYbG49v7PvWox4T7xxjp6I+efu+/un59mNANE1ClsqnmhlEHc4rVE0BfZnsJXD+78r7OGf2fb5mcsMbTy7n9/h5cjJJsVA2MEIBpVW44JWN007/9FS06XuIAzWtyu+OA//NsH3+tPzQEAITz4wB6L+izYy+eyylGe57iua3vvABAMI4LjKFu6SUgsXC5VyqWK7/s2TQfApByH6ODsEejHmI8ESKFtfolroASAAVRU7SlJsi7O2cWlngi2X88CQnsTiXgBIAAyAAjHMu2O61Y7FK1oQ9LxhzF+jDlrrvn+NV4OCjOBcgkkYkkFMDqQN131F59824cRawAko0WBYsXg2x7WEwY2gigmTPoKqwGUOH15glZ49lBfz1bTrr35I7l+hYgDIxnmWEQFIOaLil7KF735OW/+7T8/Abv76szyfLRq9jPG7Nixe26+0JtX6w4azc+Oy/GF9yKY0abav0h0eP1s0iMj7ZSMK3G1wLUILY9c8SsA+VW752aUnp+9/erfe9Jbu3ByZtbFTkG+NsqvL/K+QMlzovwVJ0DIErpYj73xDWhwl0tzi9dUi9NZDp7No6BDCQMGACQUtlQuYjRbjzxSdEioTXjZqn3LbfZTCjNZN54tkmbzsOWISFUEbcKlXAwCwMiWLa9+x/uOHpk4cmQc47wlIiqlFGEml1FEjkV4KqImR8CIeNOWNBEJs+e6nucWChhqHQQhGw3CwjCe2zM44iWS9kRICk0oIhbRYSygEAOx1vgp+h2btgNLdZKUdsaJR7DZNwIW+y3L/4mICCyIpAAEkz5B+/sBlAfzGQCslMKUBCIKS1AxsZJgdaoiJP19CEtQfl/2aqAtf6ytLhZb3Cpsi6UhDkCka6dPIPjXQ309W1XDaCEmhVpzUnudbjW29k//8fc91BftdmFAylGpLUpE9h84fOjQWG9w1p0VC7PF+enFm1rW61wN23Uo13WCIFwXd53L5ZRaiTiehuZFmKZNU6NIgxlT6dyNm8pAkJv0sCqX53YLhM5VOqI+R0T9w5yh07p0G1INdrJmiJr6IvjHdb5pM3VpWCILpSp1/l4g9LWIchxVzbcwxBIOEPniVU3CZh6qtwgesM1+myefed5Jr89lB1t97eYdd3AscmAMWyHB9BmJoga5pfv/Frg4jhoY6BPmgYE+q6suwhb1EZHnuUjkKCKlMO6Hw1jd3N66VUv3K36lEqgxqlTKRYAwjAYHFSoiNsI6An5IttQSEsKVRD4PkRaqk0waKZUIYJT2w4hqBYQAAIkAo7B7PMcgxseCACAoKAiYVJHeteMuICQii6ai+RVJIMadO1gD92L1d0yE3hHaCfwMi9aMhAaZTaQaEiWcG2iE0r1FaRseWr0IWg/19ey4tLd98Xc9J4ouRUqtEeRDuwoTIcev47KUiI57Y6PZgHJcQpmZnX/ggd3rnfPjRETvgT85ftAYTZb67LizY9dsaPSy1oX196/QXWgqpI6ik3s3x8Z5oLHjpDi6nKNcwcF+APjB/d8gBe/96jve+5vv6/R5Z+emANpMV9N2+fWlvDKJwjURas0xA4rFf1DPe9HsnRAGUOUFFCxM/y+7cC+jW8aOHhwlIm07UZM+K07a/GIGf7YkJE3m9pnnLSnQs2iz3w13fjPT50Q5pXgM67n7lw37EAWAsK8v73muzRqxzShhLIvgRDoJVaQXq9LbDFei4hD4Qbni+5WK4yokKpdIh+GdwS3ZLAGgid/8iPEAUUT++YYvn3nG5ovOeh6w/YECYKzv9Uwgl0C14y+JFyAICDAyAUqaGSjOwEUReCshiRDz30D1yz/a/cOBIRcxqquMfj0lgUgKI64GiEQCU7m+jizsqCTwbZO8itLLkVwEGM3MaQWRlk19f/jiNx6XjkePw7Nnq2bFcNrrcxAxJvuChEkZ4kbiZBXq9fc12bx1WC5Xtm/f1YN86wy0M0+MHRg7stcYDQB8nDYYBGE7U3Prhc9lZGSozSzk4qdg4UI2WV5EJKNAg10YAd+P0oljsjuoGBPK33ztnZ1+obg83NbJhv0jfpchH0QpiOiD9U0Trkvm1CIhNZfaeJwtWzcvNFyd1GdP7ClP8EUgKBvRYkIxIRttEy9gsy5acyrd1+QIg5ucJ18ws/Qz7il89cc7/6i5sh+h6yoACH2Tbi9cYJF57duvaDU3ElhuUYzjqFwum8tn833Zvr58X39fX18+35fN5TMZz8t4nue5rus6ruO4juu5jus4jnLjP7qe62W8XF+uf6Bv46aNo5s2jI6ODA0P9vXnESmT80rzIcQpX0CbsYwuZt/BcRERtIybbLvVqsQojf+lqL8vLumEKvVnLGNuKzoTp0ssRKUEC8bkLVabAhEEyKFEgLFRAvGN7/qzH911o1LK6gLGmoHYhIyoTfbEM56sK6JDNiEbLVG6L0r62ZxzohnYPOLwpas+de455/ZQX8961tZ4DIHjRExWIGkiL6srSuvJ1+tZz5Zms9Njhw/s9Cs1FVbaHIfsO+0tyEREpdb6hmXduzaDqBSB58LRgby7SMa4Qn3dWNg5X/KnfnD/N8ih0GdU4Jc6O70nCzvbeDQrv95JbYbm9ulbr0pFOS19Z6TSnuT3hFMJqtaTIe9tGN7Uur/Lme7OHQ0O6zAwRsSErENhA8ZIFfJxco8izYqYL73kyHLPaJv9bt755zPz+5If3rzjjlSRYRJfrgHPRFSHQYTh99//x4uGouKMGFJkGP8T/7mZD9P4Q6WU57mjm0ZGN28c3Ty6acvGX07/3PEAEbN9jh23GHfFGAxABzEywyUtoRirPSClQZflarHZOAIEpAQNpn4dEAGUsj2Kyn74h+s+7OUw5h+CRglEa1/5wbfsECFhFwiZf/uFrzKaw4rRho2Owg1Gi9XJqNWwOOHEG3qor2erY2/67EvcbNw8jGjjLnXvn12CEnvRm5/zg59+rzd0bbeNG0d7g9AF8yulQ/sfLMw3j16b4y5h23YZN8dZ6y0JQ0PHlEwLsUlVXprAU8LxYzl+mfq7NBAme5R3uw4h4sJ6Em2xwnzbmhXzw5WRvtNWZfKgAlIUQ74E+KVYB5lhyWUvI/2nZQabU7aIN9GdO3ruc46yMBKHgdGh0aGxLrjN8iUUL9wM8iln5dOmaPbeevCtd+3+eMWfA1vemSMrgUgKpZrkgYWdfr/YJFqR5n5MAEz6J7gYPUnd36Z/18t4+b784PDA6KaNkzCRyTuYFJ3GGIyomkYDAFJEURZNWdC58HkjSs6ECSaGqBa3KkRCRagII72JGOE5ynGV4zquNcd+BAWZrIuIbDhJ20aMnwQQX2dY4S6r75DCoFLNM+vQsOaktNgYFrbp9ObTr4f6etazdu9wiNmM1UttLtCJ2CTP95lvfaQ3dJ2wXgFtR01rfeTQ7omxAwvkarimhOs4uGXTgVm6psdncLD/GD2bpn19aQLPha1kFu8ONV3Z9B848gtSaKk4lEMA8MHr3tMpgGkMBG1gTHUyemRjptNyfAs9fZZECA1ikokYmdRK16aAxwIvxUkbzqNckxiTuLNdu6lnPevo7HigNRsjWrPWrEMTJVsSyNfsDp713PFjPPWYf/OPdv/e9gPfAERKNfulZQ+lBg7V47EFeHGOcS1qngAEy2iAmYw3MNBPACqKAkC6BDFKo8Xv8b/f8XVSDikHUBESoRLBSJFOkKH6WeICTQECQAEUICJlIR4SISoghUohkXJc5TgW5jmu63ie57me5zmO4zhRtertD90DaQnEVKlkVQqwFi13TS/hmrd8RFjIARNyGLAJo1yfsCSlxdW62VrL5I/DNvvqQtdzyHrWfbvmuveTAlQIAFNHSkOj2VRzbRXyxSGz6hoRa9T0rL3edK+QtnOeHM/NjBcLS3KzDLNzvNC6BGHQ9mOuZa12Ispmsx1BNSkfKVgwLD3uq02L8cho9JRUOj0aPy/d1DfsWKdZOYSE8xPBB697z19e/NdtP9dUcRfAsQrQZwdKA5nTVncKSazJjoxACcsl22q0pGkq2Q9lCe/LqZvO33fwwTSzi8k91M2b2rIFhkbJr1CloFOrIoCAcMs0y+VvaFs2ck/hqyJnRwrpaCUiGASkwd+37CqL8rnUrULHviglR7AZPFsX+u5/f0cmX1UXjPjNpcp1Z2IG1/mJ4IYdN1x2wcvikllxXQIABLB6gBBxwKDjunHpKZIiSzNDpGzKTymy4oGk0KrMYyTYB5TKDqaJx274+bfzgy4iluZDL6tMqvzYtv5FdC6rtHoPDeYnDxVcTyVoHwAihiTLIcRNOvocD//lPZ/oob6e9aydtv3Q7fkhx1Zc9A15CYFnfTxyHAEAACAASURBVFc3ImDNKtxLSXXGSmwqxhAphVGLem9M2mCF+ZnZ6WXIaYgIMxMdDyUYvt8R1Oc4jtZ6Dd7vhg3DnThsmsATAIJjzqBWMJ/pPOpDRNdxKoEGAEVIBIahNNMR4Y3CzLGVRiNkB0IwQ6VS1Gob0mFBHwAQHFTRwbN4siUmhbiKr/2BA5Vw6wsACXM6EhpDPkkxny1+TKXUlq2bjx6cryKu7P4uvxov/PUj3/z2SQDA8eRdAO9BuzMtt9zxcDeTPOpI6xygWjFbP4zLovHsYBQJMxnXUnNawF/tAIjTaMlV7t5zeOi5A5LUAlvpeYglEiL2FHAcBxFjSpVIAkI5ZL+gYiiIKSlBoEjcvZq3w5qxUg7ZzkMdWsL1+OwIiDU07Je/7YrXv/JVFz3xwq6N4Yfe9IE3/s2bAUWHydAknLEtJ+EX/vaTx7db0kN9PVsFQxXxuACAl1FGS12RZ8QRBWzjVGB6aK+DFgTh+NH9xVLlpJNPV27GUQ5ir/b7GDFPeXrisKXoXJaZ4wL1MXOHeGXX5uDkcrm2XFgZhxtQnw+wjBSiQ6AXHHiDHd/0r935yewAiYAxAgDkICgAvTQduWWvXcECEgVLQae5ASEZ9sP5vBtR3bh8Umq8ov9rAA1N0HKg9sSHomTVXBlENFqIgJnRKHEs5wTHGYnIYY3TOQnX5+KHzXsbhjcVZsbjilB3qvsvyEsvO/zt728pjJlF8VQbs3zR/QIpV0W9JDEwsmWlApB4HnFeS+pIJV//riu7CQPsY71lx52AUTGUxIWINa2DtWk0Hcjopg0iLAwAknCDYaKMhwgAjlJo6fOQYraVKHdnf1Cn+rCw5vvn/uvzjgux8pY0SiAmhC7JQ//ydd/oJuoDgH959yf+4Ko3G12tKo1fJWiqFJI9rms7e6ivZ6tjV37mJZkcJlROiVhDFfgl6wxGvFHpt/PiP3nOdR/78fE6OGxWIY9BRGPjk3Oz84X5+aHhkU2bt+X7+nsTdcWAZ3L8YOCXV3wEY8x6l+8LO5iOW3MBIEQcGOgUN2aawBMA5mDTAl+uaKEWyt2JzaiNG8xYRwdEELO5DNt2NAYAUISmMw9uovhLgI0rXPdcP5/dEOlPhwPGLSpY9nP0zOmNP1wZRBQWo1kpxSiRVIOFfBJXeDZMf1la/ctI/2nF0i/D4gAASFdkGxrtshcd/d4PNs4exVYXjAibH9b+mA5aiYWqxx9pykmLtaTu/dGBfPRrn/zTV17ZzbG64a5v5QYciokxm4tMUM2V5nNZids9q811FMnhJTwudR4WtAhJLCVOsWdqV9+gS7EEYjUKUSeBmIraB5VV6NC5+DmXfu+H363ENMKt8B4AfOmqT50ILkoP9fWs6xjDQS/r2oU4ZtNq3t/blNBFGF76tl/75lX/cxwOjTBwqfunLZcrlXJFRMJQz8/NIvDg0Ma+/g2u5/Wm67JsdnqsFUXnMnCjCIms6ypb3/c7F6FYazc7MjLUuYOnCTwXtaXk0jot1P7lHZ/M9iMScgCsxVLKIyESCss7vvj2i5/5gqc//ML2rJci/nx+Zb+r8rM5dXLNpA2CvNdZZYuFISIS6cAohwBZa0ra+ZJ6zprud4kSLEssRzxl06P2hvdJMCDO3Gq9KZf8xiQAfPu7W0uzxoTVy1YuZvLqZS870vYz3n3vUHq2WBkMiPlRpCmPTMO6+4v7t3fbEcCIA6lUCLyME4M54DTrAQBSNbdm2V+j+1HVj0lOr+7FWfTNisUYpBUgtAWc8fdBhOvQKREhcjpqL6tBU33pU3/93NPO/eBnrgrKC50+dwJk+aLn0nPUetZNu3H7jSDRigYAxqTewxRRVawFitAs7LQqEaMOL/MCXEKZX5VURhiEOtRKKQDU2szNzU9NHp2a2FcsTJs12UO1Bq1cLh7c9+CxQ77IEVy38n1/+S+X2PBB507humsoWJnJeB3Vk0gTeLaF+25ebeisS+FAJu/OjJc5ruZDRWmNruvvuKFtg+NPray80+2fr4N8ACA6E8LUKs6lJ254mgnZGDZaWCJhMctyGeuMcQxXhBMOz2au7JzePqe3B2aOYwOAbVvPk9whwFXOll/24iOvvnx88/6jQ6PO8DBu3nf01ZePHwvkkxYGAMVgVLnVyScRnWXqZYp7/FpBPgDQATc9eIfsizf8q+NYCXjI5tyaHs6kHCrRWY/tdX91pRVGR7KIEKxsYGOBcd3FYwtr9bf25x+49n3RRSaoj2skENdU1PLsk7d97r3X5IecpheFBF+66lP/fFwzuPRQX89Wza696SO2VzuiolKUDmTWvovVtaOuy0yOJ2EzEZAAZQ4hXK1LCMPQMNvGcVvor7UpFIrTk0dKxXGQHvBbEKFpfeTQ7qnxg+1F7OtUvk8HHS3vBFhj6b7BwYG2DR00ycKlO5qXksoLltACLdAph+yGB7+JhK7j9A16VRcQba4vXm0qbZvY08XdKwHqg+UMbm2+EvqrOZfO3/ZkZjChGMNixGiO5A1YUok+Seg90r1edeYEpznBadp3KrHNVHYd0dfJ6E1r5MXJahi+41DuziPOMe97rXCLiIiQFT8AgKBirLJAXDOZgMBFUBwbaQV+2m6IuHvyQTfjxK+qJOqCKTaXFPZLOUVv/Os3pwekERu38TrLpux48UUyV4MQ9fdTD/+uuPpPV2vKfeavPv6uP357/yblZgkJlIP5IedLV33q3z6w8sLOpQQCFohKLPrlToxDr8KzZ901RNdVROnlCpKeammymifL2/FI6CIapISrfWulciUIQkQi4mTk7QKkwyD0Z0hlSOWRVG/+1ngDzDNTR8ul+Q4dnDrpXnQ0iNDpOMkasaGhgY4+IJQAYJkvXTAP3iJANMBMh2g8J+HQQL8LCKRQh1VPMNaVlrZOAwnnNi1zQCE/gCSjLY9psj4cycDW1dsfIfQ1gMNeJGdnGVyiRF/U5heVd7ai8Uz0zQVMBfeW8cE5dYuHmwLnIaTjKWK6CJ7BFJGIiCiXTMzaX5/iq/ut2mEVWajQsRPrm1KEiNWy3vo50rwdL/TNwniybnNfGRqMAvEQXSRABEc5hqbpoDwhso0yxSeZGw8+fO0n/vxVb16VqXL2ydv+6a2fePdvvyIIwYh8+OvfOHaU3pbvNP1yGvi1cb71cn09655d8533OG5UugAAOjAQB96iTarZNta0u+/St1y4zncqBi6iFFcd8mWzmUq5LCJKkeMoKx6ACK7nuq6rtalUKkGlaMIZ4XJPOiOxwvzM4QM7OwT5rK3TdF8nNBtqNi1aE2DYdZ1MJtPhVaIma8p6CU2/vHiiNcRO9esiQcSXmFrYIw54rJZsXNUOxfaSv7xqTHQq+QEgWaQP0JSHVnFS9bv9ftnowOgQdGiMlZPWYjTbzB6zGMMc45am1PO5PlXGhybUfzzkvfWQ+4my2o5uKfR2HpeQr9FpTuf6bJouAnhSrecUATZRg18UcZalHrajub4vXP9Fx61hvxRhYLDovx561V4GmxUO1LIMAD5w7fuUW/XKJGkxrfm3+oW60br/vh3H9yQ89hydxXvpmdbGBGAP9fWse7Z97F434yT1CaVCuAADNVHU29ei1F5e8c7nrdMlAaSCMo+wypWTruts27bVdTAMdSbjEVHd4m4DzcawZqONYV0SnguDygk+jf1K6fCBXcsS4lvx0s/rDfghgXQ+NLAWWvuGhgbb/LgbtuP6ck0utOVEAXZETf4rD1zjZZEUxYSTqSRFBPyipXxuIvjYf7//GE83MbMMLkpy/b7cRpK+pbx0FTiwWpPqNU/8A9YSVExQ1qwt3rOlnsAsRqf6+lqUdyLBJZeMHXI/MatucmXUUwM68xBQCMevtQJjhiO8kZTFRurwIktBeqtiuycfVC5Z7s24iBeql1rDlYKNgKo7VtZlx43033XIwhArCkqzZ1N/ldo/fqIP9VWbsew7p0RWWn1/gaN1NOLQQ3096+bqDMqhRLOhfyhTh4Zqvmr/n+Idrne+i+uQ8UICkHkUf9UvZHhoQMQ8tGvv+PikdciY2fcDZrajbYwxxiRFhsKsQ7N9x67p6ekTdgIbY8aP7p8YO8Dcpbm3vtJ9//DdN9QUb3fSz1vdO+3v72t7e2HYoMtX5JpOP7MEPk9eQs9ekQY79FSyOQ8xUhKPuBIlUv1CovSlTR49JgTLzFweXuKXnXwhn10Gh40pbVjFqeXlKfSNX9JGsw5Zh2xb+2ybn06a/US4WaPnb756CgCU9GfxVMmMsZo9QRZnK7qtQwl98Svil+Unt5+JKRWoyC03kVcdSd4vDf6FOjTaGGNichypMqxWecilHUkeUErZy45hQ4SppGkSaZUWwmT1I2X7J2N02mzDqlut1w7Y/otXvLzNcYdI8R7TFWo1qLAFFGwK8Dr17HpQpGfdsSs/8xLHBUWpdRhrqKibr5mxamijbHgnNH87uSkZ4HmU8qqXdDqOmp2d+dX2B/buPTBfKIggABpjENF1HbuaiwACAkZbIwhMTxduv/MXkxMnLuSbmTp65OCuYxHiWzHUXC9DVPbnkODD33zD8R69wnw+14UThVLT1FcOFi+dLYeLz5awA+INX97xSTdrm/eAYz+4zu3DVETAaCmZgys+3Vxlqb/r9s9n1ZblHr/E+1Zrdv3RM/7cGAkqRodiQmbNbNhoNoaNsRjDutctj5CDM8EtaHff2n6J2nYoZjFGjIYwhDCQwJegLH5Z7JSzKT7EaMQiZyOVm6rO09ZwJAx0EAY61DoMtTZG67hgNGajSxQ1jsFu3P6ztLpgfFVx1ry5d1Tz5de+/YpOP7jP/efnEaSKSpLunKrEiKwFXNq1vaCuE4+ZjWFtLdQ61GGogyAMgjAIgjAIgyAMwzAMtQ610cYYZmPiD5yu7okCDO1GyT02l551KzjkoOM5CYoDaMJH3BBPwtpdYr02lQmXCZbU7EREqRb0dj8CwtnZ2enpWW2MUpTLZjzPs1k+ESBCripn2OWakLAS6Ice2mUsabjwCTh1y+Xi1Pih1Zp+60m+j0IAmJnoeOkyIipFNbovXbQNG4a7cyLTmRk37WyB4FftXt4hm3UjH0hq2qggkvaKOrSri5s/4mePZmjLCk43OzcFsPhTyAyWXVkJNYtURiG/aq/Rti2jew6NuanSviRJleiMN1WaHtzkOY4KaefaXyyUwoXDWY11bhDryEVdZAgioAMQAaMl9EVrYA1G2w9RZ1S6nY+NMDMbqWnnWwKN596DP9u68TFERFHKGlVINrdDiEhEsbMSVYEg2rBpK9W79E0ldv3t38rkVMptSBWjcjWfhlUNPqnzioThiqv/9FNv/WjnHtxDEw9mc066qS+u6K4+uOR21+w8bJc7GfEtibAxhllMJJNiwjAKMcTvsIAtz2YAREUKkRQpUoCAcbUuIRIRICJB1NqEQEBRDB6b4Mwe6uvZGrVEpi+ZskZzxFIVkXjKgqEUwWY5st/6mxd85d3/tR5Qn2aApVSEKUX5fM4Gh9rrJc/Nze3dd0Brk/HcgYE+x3U81yUiAEnxcqULVUQbc3jveKlUtlJ+IuZEm7da64mj+4xZ5Q5MbYzrrIO1Gsm248rXbr3qlU99W0fP5TiOMUH37zGXyynVETJbAzUkK40Enr7k16YbtePwPQBACgFgdrKS63OsfleTRZ0wwbJXffvv3nbZO3Wu4GD/8gbKmMXLOxej61zUSuZgXp2yKuP5qgv+zz+Mf1BrRqgCP2YL+cQyeTb+1uteF7KaWI/LbFOGzDReqnNzEdGORuCLX5LQB2NEBxAGYnS62pAShQZhlGgAY4F7SPBeTfC5KUK7+9DHh8fPPW/ra/r7RhEJEZTj2N4TUlFVnyWqJaTIf0dEAYmU9ZJ/F6xOR6RYylgHBhA5JdqRGi5IV67Wz9vZTvdwIipMLiNSZpcWwvfVW6758WvffsWx6CUc83xr26HCIGQRo7XWxmhjk3dWsRbjeI2tYwMQYDDCCEhEylGKFClCIkdFjjEpStMrOI4CQEEGJEQgJBvpUKqH+nq25u3amz+Syam60oWkvF6aZvxq83xNX9S58coHvvTWt19+9XrY1tgYQFK0mEguInqe67qO7wdatwFoMZtdu3bPzM4jYi6byWRcwwzaBBgCouu4nufYjJ/jODaSaoyZnpkrlXzXdREp4mY4kayjqgwrgQTMitZ6Qb6jot19z+Ht62jnXpb193cqB6TrqDVF16M+XJyMxAevbwnn8jHbRvGGu4s35/sdW8CZH3BryjtjyT4iQuR08E4HcvV173/rxX/lLHNEp4q7ABZiT0WnkstnF6XrXGSC+SMmX1TQtyrT7M9e8Jcf+s770AETRtV9UfdUi/yvcnB9tfAl0EVaAKE0gIimE4IwCAoAGANGS6UklYJUSra8U0JfhFNsscgixMxoKGJD5Yh6JIaCNaBlgS2OjUzL9p/uf9dJuec+4qQXe06WWWwqj7TN9aGVuiVSSIgCCIQIiGSTNXHc2oawsTnclWp9Ezlkc5JJZBwa05LNnP9Od77URBwwvRRLU0euabxeGN7yj+/8+z/6u675X62SriL1j6PVH9O+QRAEQRCy4TAIQx36lSDwgzAIjTGGjSVHoLi9r8plCuTYzAcRBUgOKaWSfkAkQkJFKppMhEopBERC+xP7n4Qgxx4//iuqrajHBUIqPdTXs24YIipHpTtcbT1hTWopDozURvwAW4SLrP307jvg8rU/ACZe7IwBIFK4BOyXzWaYuVLxmVt+uVBciMwdAcbGx/cfOBQEoec52WzWUY4lrU6WCbtoMEsYhkTEjOUKz85MKsfJZDLMfAJWdc7PTc3NrK2o+bqQ7ysWo4lanOtCkecq3ODIyFDXHkGj3rqncFER9qJklkJFwtDWdGVcx2GfC8cSrPViUw0jF1QMAJT8yXxm49LPVpivLID6yA3y2Y1tCVL5YSHvrgLq8/FQEX/xqpf7X/maF7X5SMtyGAv5Xv3a8fWA9Jq70WEgIlGTGqqUupvUYhuJCvOMAdu5V5zj0rzYX7d1ntF3OO7oM8ZxSEhY20LEmAHV1MzPGi7xFiJ+lk38iP+/Y3v/9+zh39264QLHIQCKSpWYhAANM0ucrREkRBQUjJFtVK5ne+nrguCf/68vJK6OpBQmINGUb0rZ2qgu2Mnt+nP/+Xmi6MqFQUhiCB1dZKv3rjFwP3VkZrV80fQENMZY6GWLaREAFTZiJwCIGwokCMJioeBXAq11sVDUofaDwGhLsBtNJCQL+2MKegEBcZQj4Fr4BojEpMjYj/aqlFLsxKgPySgTY8IomGCPay+YLRBkVkiGmKp6jGAnWN1emdxOD/X1rON2zXXvR4xVtmo0Xmoif60iE9G6L80zfjpYfzkoZgOApBb3H4mSgs+g6cC0SgYiYqVSvuPOe5hZKZXLZV3XYWYtGtFRjuM6jud6SqlkO0HEMNRjYxOul8nlco7jiMiqFzd229+qlKYmDneNonN5kQNmpzO1hW0xrU0ixN2FRFz3W/tc13Fdt2unqyPwJISgfX1+ZerLmWJbDvXlB67xcqQUJa45NCvfQARCZKz5aeShmlwxONLnLakBLww1BC0l9Zx8YQXcLS1RSjhg3JLqSoefgAnwaBF/MaduMRiVGLzyVfDNb24iF8uzLddhx8Pfes06gHy1O2DNTC7MsvWRSQEpIIoygYk0QQ0VJ0vgQ3meS/MyP8OlOQEE5YBSceqJAQCQQYUPBOocZkETnVQ4RimJADpXXZE0F2UTvMoIBMjACNunP7d77uuPHP390ZFHJFeHAAyMglGmhwwxJYmkKO0jGHPaIpuqO4QAD40/6GZU8l5YXhCJU5EgshaoL3eP71ReteTENk+mc/uRkuQSrpa7yMaXSt9BLCFTQ5sZbyjVLF+a48BS3CECM+tQz8/NT01Nl0tlrbVfrhjDOgyYQTkRnLOeG6EA2drMZBKLMQbjCQKogAUICaO8sR02RGPb+4jjyk+i6DMhi9iarOSvDCEh2b4DTIUokvPW0QL0UF/POm47Dv/MyytK1SJPHSkNb8pJQ9N/89cV4+BXqidk/ZsVkFVEi9+R6zqOo5be7DcwkP/JT+/Yt+/ghg1DHO8fUdWBItd1jNbiuTbQxYaJ0HHUXKEQGu7r789ncswmDIMTapZqracmDq1lNUL7HGmt1nl+6FuvJIVEQATdoR1VqqutfcPDndXvrlNuqCPw9Jx25hgr2DYOUkLMZN1qOA/qo/6pCqcoAdKYtkI9WKLDeeekRU83XrgXoHli0BsoeLClvQ/F9yv5TAdRn4Cp4N4i/XxW3dT0Cy996fj1/7sxKKEJ6wdtvaT4Gp1vY0AR6ng3HzvApEApIAcdB0gBAgABISKJXfCs76xDYC2VspTm2S+DDkRAUMBoZA2OB6QgCmEijPbDgQKbkAEoIh0xcaLPsP1von9YnZPN4841usEIEPLcPeNXD82c98itl/f3jQIwCNmknoAgsDAyMcY8+QJiIZ/BauUfRiweKACCcQ5NBAlT1a3ROwXQBprQY52uCPFFWhRUI3y/ENRriNlz1305EWkMtM/OFhxXucqxz7VBechiQkYEEQ7DsFQsTU5MTYxP+OWKZT4HAGYGAjQKKCr2BQBBoZigRREBolIqpviJJR7I1nXG/C0RHEUQkWqADG0OMR5CMcZYZImAStl5xiI2lwwYpQohQrgEcSFdlADsob6edSGKiYkEjX0fcn0OJFMx+ZYsumccb71lIqa9zX5DQ/0HDx7+8Y23BEHoeV4QaKXIJvTYsE3fhaF2XFdrHSC6nus6TqUSzM8X+wb6hwcHlaIw9OOT0olQ3ikis9NjxcI66Ioxaxj1sXA2D5WCDWl0a2nplg0O9ne6tlPXiqfXOUW0NC6lJbpSFWoPkrnhwW/GFD5xmJyl8clUa/uxfhl//zf+9i9f9g5CgmDIp8UpPf355leeGSy7sqX9M8xkQ5hyYUO7J+4iYC9tz3/uJADs3O098OBwadYgYd+QuuRFh7u8SDbdlZaSgWpsY9OBUBYgTjZPHDaIoBQo16I+dLNAiMoRpQDJ1rUBERgNzBD6EvpgYbDNz9gvIAEAEgkSEAIgGC1BYFwQ5Sg2HGX2UhQpKRW1Wj30ultICuYQIKqzAwCY07+69eA7Ts5d9IiTLvPcDCEBCgJGLSsMQHGHH0RefERhhyACJGg51DD26O1YEUJoWyusj8TVC6sTRJHWrAcd2YBChoyCFJkqM6RJhqJRbZww2Dijuj17RYSIwlCnr2XnA3sss51yiIiUsgWWgHGdpcVpwsYPfL9cKRSKM9MzlUoFIeZYUYhISsByoQMAEbHRyCSEQgIKYgQGVFutg00vVUAQkEABNn4l4o2N+YFEwLYLGTYIIITIUQABbXspR/2zCPYl6aG+nnXYrrnu/cqpcQsAINPnSoo3WZpF2VIdfYuc4uI/ec51H/vxOkYdttlPqUVRrW32M4Z9v77ZL5/POo6659779uw9GPghAGgdKkW2d5yIhGwMEgBAKXJd1/VcY2R+bjaXyw0NDWZzOeUorqZpkhzrcWV33HH3d793/XMvfOazn/00IioX56cmj6wjrhrbh+CHvPfQ+NkP27JW5rCIUgxA3RzJrrXYEVE2m+3meDYSeArPwRJKDZc4+vOqPeITk3Aom3OSAHlC0MUNxXLVdpo6NTKGj3z/g2+9+K8AwFQGdK7otCatCYIATK7RJc8PwLHQdS5sgS9upk2REfDLuGtW/bhMDyz3dx99xklj/2/nCGJgBAHgRapDL/Ky3rWmxCSLvpjMsvkSLha4NC8IaHTCcR+ljkyATLZhDJULyIAEIGBLQEXQ8cRo0CGwEVLRCYVBQBBRAYADbIAUad/YaIMxAkmdp030xUAlmYpNmydJgVX8s762FUyICWMAAY9Ufnhkzw/PGfq9kzY9ySMnLk1Npb+rMe+IiqP6Ikj0gXWEo9LyxdX+Q0l0ABaHTK9/15Vf+NtPdmZ6VK85DExcUluvPL5AD+qqWBKeYGat9alnn/PQfdsBwPGcXbv2u47yMi4RKuW4jsr35Sz4swDQPmNbzBoEQalYCnzfaIOIxESKCVxPKSAEkUjEQymbsI0zfwjpBj+0TxMTeUMBFOA4B0h1HDDRbwEbRgREhYROrAmSWlVtNpAFCQBYgOwPUsWsNtvcQ30967BtP3x7ti9m70y1ZSf1ADWNyw0hkDSVSytCF2F4xTuf9/W/++G6Hig2ttmPFsN+qBTlclmtTRAEAOA6zuYtG++7f8dDD+3df+AwCxORq1Qm42k2gIDMxEwGSTETI6MOtQ7N7Gwhm82MbhodGhpGhDAMdMg1cUQ5Dnk7S2W/VPG/+73/fPzjH73n8PjeKXn8KULrR0mWRcZn+dBk8Rf37bnlrgd+57JnrIXsXxCGqJBUiwBmx/Zyx1Ft4bld2Lom0Jda1OoJPJ22zlGNmXYdynGpbmGvOu+11FxxLK9+GbecLtHnMkJu3sGBpueaKP6yrryTXD+by5B0knPF5CpwIAunrgrYA4CcnBm6e0Pa3dGoTRd+PfFkPY8GhsHNoKMEHaif2gKOB0RRm59SlrkQEIGNIKLjCBvUAejQMqbY0EwEwogAbGcgwCA9MFE8kxQZEmM4ERgwmuPeBzGGE/3DpsRpbkZZsJdcBgCwiUEgRVDwwbnP7il+7fzRK0ZHzkqaxaBao4Rkc5K2rNPiiXhAbtz+s1oFvFTBZJI9gxqXaaG3u2NkB1XaVQBSaIykmdgjDMONQour70ggou3VQ4AXvOHKycnp6am5wA+0MY6jXNex/S9KOblcFmPIF3X0AQC6hOgGDgAEfmA0a2ZB1kZcQYcQI5TFSVUlWJIbBLSfBIUi9QWMGDut0Ic9S9Skp5Sy7C7R11JlEpFkn8QIUtIJaMEkDhELBNqofTRLo/UXELCH+nrWcbMZ82psSxpKgBqpXLDJs37LPQAAIABJREFUciPSspihUlgfpCOz8/NDAwML7J5szGLNflEdiG326+/zTzll89TUTLlYGd2wYeuWzfl8NghCYenv7/P9wDIBK6UUkec6juMg0dzcfLFYzmZzff19rqu0Dht1M0SOT7WGpzzlCTsPTe7dufO+XfucTF9/n2u4TGrd3GloYGJeh2EwVyjlsplD4zOnbtmw6lfl+378igsRdI0MR6mOo75cLtcFXG1qMV4jcYtIm8F0CK4LxyTt9eUdn3Rz1U6Y0nyY7XMi/esqK3N6I0CTWszTYbuaew8CJ9McWvgzdZAvyGc3dGGV4vJGyK3gmRYKdHeRfrkysAcAnpwCzlyodta53Z2Dea3SdPV0rEvDezX5nxSnhHKhf5iyfdI/HOOoVIcHApCKURYhxWVuEXoQCENRLjoOl+Y5DMEECSKKCDNBABQQwVAfTJQgKBtSyNp+RRIyT6MtR7VElYrSvM3kWU89GKdJqjO2IRUDQBDy7M/HPzA8+6hHbnl9f//mKGWTkDlGfBxVdz5xdf77ju9G75EAYKTNaPEeJ6IdvCTIZ+0d//Tu9/3h37T3LfjE1z4dPSkGIOCoqjMu7xSxdKPRXcjqdyHWzT1bXckOj2wY6h/oy+cnk9bK9HMfHOpvBLoIoLUulz1hKBXLFd9Hw4ziuQ4ihtqgEocisGeYXceBGNZhVYGPWBgh1pAQEUEhYBZAIUBm0AiWnzPSarAFnDbTbRtAEZg5bturuc6k7jPReaiKvGMs+NDL9fWso/a2L/6uLe9MozhmQUCpSffJYgFCqQF/jbvyOtEP/8mdd03OzLz4eb+2APazzX5EDiIvGr4aHR0ZHh4cHd147rlnGa1FQDnKchsKMymV0opBJJyYnN25c3cul8/39SWNyEklJybtB3LcqvMFlfkXPO2sgw8fvfmOe7eedtbGTZs/+rHPveyyi04/45S1L4gHAFNF3LNn96POOQMAnvT4x97wk7ve8NJnrfqeGoZaqVWoB+7CGQcGusHdL1Az9+oIPAGgEi55jQvmwRtYHMmgAjkm1EcKPM9NSPBy/U6SMwFYkGh+4VakFpSeJX8q/cf20nUuOsN9OZzBk5byZQv25uinAa289U5Jv6v6tLO/o/e1QClmjVxeukzHco0seIRWj34oe84jt/7RvYc+XAoPZXLgZRYKbWJ138I6zOl4QASuR+RAeV4CFBHQGuLEChACcNQ719c/PTs9lBGlQ4YUXaeFfMYIs7ABEWnKKvn8i47YZA0KQjpeXdt+YjGcTQbO6ftuPfQXp+aff84pr/LcHAAmeb2YtAOa9GsR2iyfomgAY4FBgVQvYlTquZjNFIptny1Hy/uS51stQ41oUaMPCQaWusmw2g5FEnQgUp4HSqnTTjspqt6se/USNwBrdxqkIAj6+nKkyHHdwPctSR4gsKk6s8yAIMyMQiwAJCp53AJpGb9oTBhiHhcEAdaMRDZL57gRkrMS7bEeCIIVKMG4yY8s46eyTKNR0jBCf0nEpDrpeqivZx20Yjid7VNYq5CCtXKeCfBr3CpqdpTEW1jnYzIxPf35r3/jnDPOuOgZT1+ACJ5ZL63gExxHKZVDBICM1KLjdNGIH+i77/6l74cAQIrSg0ykLM1n/DiqZyRSvF4g9WLmV0qT4wftNDtl88grn3/Brdsn7v35nUbg+9ff9PKX/vrJWzet8VsIDcyUTOAXXaUAYOOAY0AdODq1uuk+K59ACrtP/UMdrs0dGRlanbnKtQSeCkNe8mbNSyp8KNJgxqycsXbH4XtEIGmpqoPijU19tuIo6nBpWNTe/42//auXv6v6/WaUntPF3QDRG9oJus6FTZeHFubyDGGqRPcdI9izloOHBe5eTXPdx3vRPhz3kSVIo6qcZ4EV1gCexHmuz5zE7UeKck/e9v6HbbgUAE7fcOmOsc/ffeD9EKV+ofkcaoYhre+OAG4mYrxEESIWAKORDST6solW+9b89OzMkF8JJYyAGhu2q1Ykg265UlqtXUmXHlapXJKVx9LGWLAHaD9Hk/xIeP2Rvdc/cuSPT9n0VIrJG+vGP7k1w8YhJSygEFDE1MhIVBF4WhC96zE2YQEbIJaYvVNqX/boJ9IEmq6BOHKU8SNEVI6j6tUgq3tKy+Cv6zqe6xIRkVMul3SodRgKcxBqbXk1JaZRELDpOxGI56zl6aF4JmCUD8EIncXgP2olRIv14gsmZfllSOJwg8V7SpEihUkxapRUJkgHJWrvsYf6etZptyyegXUAbmk0xLG7EDsKrX281/3Nxf/67uvWy7Ds2L17x+7dFz7lKY8595zWq4wt+LSUTVI3erWjBHFtd90PLYCU++7fOTU1XTewpBQbkxblqwPeiHR8FHk2VWUgotNPO3Vo06mb+p3t9/7y6JycvHWt34hN9D37CWdVGADg5BFvLaT7/MD/9P+8MTfQJcGGxp04DDtS4J3JeN0U6Kt582v/qAj2lrPtfRk1HtOt3T1/U7bfqanjSK/nUu/q1VYjNa50cPV177ecLpHVUnqKSDi3yf5uZqDQCbrORa3E+/J0Wv3kx0N1InvHhPfiFr7u9MZajCQMHIMfNnFjJsf0KnEvXMJRYncbogj/pGhOEFBiLs0ECNHZm1/zxNPemz7vOZvfcNrIJbft+YvD8yuhYUNCheI4qBxyPamUkI3oEHQgOkRjxGKSyNMWOP+MvXdtPzWTUcxVABCpODCAQDpHnbb8kKOcKrojQqQE9UU3bstQq4QdFGNjBADYPvvxXXP/+pjNb9k0ck4jvq1KWYSiVDTOAsgsrG2iryrRLtIkntIKTzkd6K6WRD2IlaUpjbORIBwVeaYvUtZOiWdd1AAXKmha6OcCpFTfQL+IlEs5HYZ+xTdsgkCHQcBRoXBUoxuXdkb5PQv0RAQT9YZYxTrOzFkimJgBxnp+ymI+QoUW28UELhFVDFH1+9UwBS6Uxu+hvp51yq78zEucDMbiJY3B4Jr67+VEKJt/e2K88IEvvfXtl1+9joboR7fd9rN7773kuReevGVL63WKxUCq2U8a8XMzRzGyA4fGd+1spAFAETFaAwCRIiKtwyZBThDm9Y36FlVlcBznwief9+RHP6xU9tf4vSSJvqH+XCVKA8jGAadQ0aub7guCkKNQeUJeJ+/459e+7//8W3fiSh068uDgQNfGUEO13I24AlADyfLuMggbNS9pXy/Q4GY4eAwuoNXjwRrvU1oodyXlcBYYNFvGQ78+ZmAqA0Fu0sONADBbPmCPkx8AktWhrpXKqMkXFPS3HexBsxa+DgfCRBiYLeABY4ANgEhQsdwhksiXW1oUolSWLwI8GHXfReAnqj6zmun2UW8eeuKFZ38q5zWpoci5my486/NH5m7+2d63l/ShZhv94qYcyPahl0U2Ykyk6KC1rdgEowU48i6GN4LRVJgNE48/lmgX4eb6RC960VEEUC5aaGeVSBOMB1WquVS2E5vchYbZu8bePTz9mPO3/n5/3+YWqxgyR4BKdO17ZElB4v7DevaU7m6mzCyimIUQo9pOrqpfNLnIBaFp1yzNNJuUeq6AAloAFGGWPHdkeGBQs+FyqfLtn3zrosc9P/BDY7QVQAZArXXM5BO3OINE8MyKqhMq11FKUczwY3X9lFIqAntxVaeFdYREykpKqEioJNaVaCgZXvjWeqivZx3zxhS6Xr2zMjteHtiQTTcMtMIsiWcQMx1LE6RTa7fecydcvs5GqVQuX/v9H2w76aTfuPA5+dbs8C2a/RZaSufnyz+/5z5mbrF8JeFe06KGc9039xULszNTY61GyTCUfA3kAMBQf26oP7fGb2fehz17dj/tMWcAQDm0t8Anj3hPfcJjbvjJfauV7rO9DcoRHcS7T4zCfrbnhief/uvrdPIMDQ10TRkCADjF5sJi6lCfqzBcsqixb5ZUDFqhlfcr3vDgNx03TbBcE86roZ0QSDsk2FpkrOkipMs5yhUc7J+dmyI31x3uloWWlPBQkP3lUkT2lm5Lb+FzFLSKwrXuokx9hwUQhCEMAACMljAQo8FoMKFYFQTm1CaLtXsFJuLplnBQHLcW9sSA0HGgP3fqkx/xF4/YcunCd7R18JmXPvqm2/e+58Hx/ydosPbKG2pP0EqupW9ZKVAKBFAYvCzqUNigFZHTYTWT+fjBwz+561R711UAwC01BpSDmRwignIwhWyT4EXKJVmatz0T3nvz/jed3v+bZ2692HPqN3pFKIZBiFmIa3NoSfOLNJHs6+Ym/YYXXPHpb33C9QSRicjCPGabNYWYZrT2IhdVb+86/GvaTLSUiEOSTkNEx3Vsm4yX8faWdv71F+7+yJ+8Lwy10TZFC5ZkQYTjPC1L3HITabMrchxFSllCmagbT5GjonJNTHoAq1wwmM7jLcCrJCntxx7q61k3I0O2IqKmqS/b5wLUFIInXMRNw1ep5oEqCGz1zmp/rUuKP/0JF5Qqlf2H6xs/9h8+vO/goXMffuZiHrZt9lvEGw0133nnvb4frP1JUvHDB/eP3XLbnS949pPO2HZSuw4bBv7k+EFj9N69B7/xrR++4XdeMjI8mJ6Z02W4e+fE9vvvu+gFv7Eu3iYWGJ/jo2NHR5/6cAAwkgQvedPIYKGiZ+dLQwP57l+YlQ+x9OV1cYgf3/3vXUB9UY97Wx0LIspkMqv1rMOGZSzrkmm341Sm/hX/7gQcynoq3dSXCvCnI0qNvdrJEOMSFeV9v0JeHsXLZVefq/YofsehqTYecHktfFglFKl18uykxaZIQDjiX2EB0RAGUilJ4AuHEEZgLy71lKgbPJ28inQR7KZDgAyCgCioIFags1+TOCfmPPbMK59y9v9d+iA86WF/ff5Jb7pp1xXjhTsRm/CUVqvXGiokE5EQ5ZACcNxUihJR2N4dCMsLn3fwez/YakJZlAxzcJN78QsPIdbITTVhYMEloYU0eemewlcP7vqvs4Z/56SNT3FSqXJhMJqVa6s7yRjmWEuQm9dPLkKRgtD+CoizT97GzGwYURlkSZKQInE2sjqRYM3wuCwX3S1HhkR+tuveMOSgYvoH+tkYwyyGpZryjHlubOWuHY4YxClSqBKNjwjWka0kTmfyEgGQBa+88YetIkHrgLOuZ+vRrvzMS5RT1WxIzM2ohMpl6YtCjbzvQrRja31YhgYGXv7CF1x20UX53IozS8KmRQIPgFke2n3gJz+5Y11APhG5e8eBvQeOHDwy/k9f+tbUTBvYC5h5YuzA2JG9tllxarYoAp//4reLpbL9QsGHu/ZWrr/xjk25cMPGjevlhZopw/59u5/31PMAIN3GxiInj6inPuExN965Y1UuzA8CAFAKCaM4evKClrulp+K6bQ5froJAX8pmTX0qYDDbEUlus1LXEAEcp/aSpF5hDGQhx73pIv7x/7mqybk4P+3/ysuHjKXVfQeLdG9IYzpsTzggJ2c6jgq93UhLDlbWq97HOQDCNK1Rgg041iSwCRnWEAZSLkppXuamZHaKZyZ4booLs6ZcYL8sgS86lDCUMBSjLb9lJFAe4XpO0TNKQtkPEmkhwMNGn/uG5/10WZAvGg1v0/PP+9rTz/ioSxuYgY3tM6zqVSc3m87VNOpJ2NFQCh0HEYEUOB54WcjkMZPHl7/8aN/IIq6Cm6UXX3yIlC3mhEhWjRoSLw22RHQRysz90x+7dffbJ2aqeh5veuGVJmTLJmrCCPJFBZPxB07IPFuoHKfto2/9UEe2bAajxYJS+yGFSFO1nRGx5yIX2U1PI7m2umrPRlvg+TY8brzhnm9GEE6R67nZbCbXl8vmc/m+XF9/vq+/r3+gr3+wf2Cwf2Cwv3+wv39ooH+wv3+gr2+gL9+fy+WyuWw2m8tls9lMJuN6nuO6jlKO4yilSBHF3XvpUze97Fbx0Mah6KG+nnXESKGbUXUYLd3hX6PXtKAyHNYSESGu+8E5Y9upv/eqV174lKccwyrGxjDXSniNjc/cdPPt+/cfWi/jMD5dODI2MTI0AACPO/+Rd9y7/RgPODczcfjATr9S9Q5PPnnr1oefpYXLIfoaHjhq/vPme/2Zg696/gXnnHHSehkom+g7dOToyGDfrffsuubL/1PrgvOmkcE9h2dm57vtFouIlcvDhL4Pkj4D4O6l3tu5KPT393Vf+N7HauatMQdWLC+Dh72wZGk5jd4KLvXaBz6t3HhlRgCA0lyQrOGJQ94YuavxQpo9sfnJ4J9v+Wjq8ibRK+RyOYfcQfcRA7nRfC6Xy2Yhd9C4h7oMAhmCKfd6AAi5SDx4LIfy5BRPDYSZnUDLU85Ij2kYSOhL4EvgS+hL6IsxYrRoHQEwkOozssIGfkWK8zI/zTOTpjjHlRKbUGxVJxtIatAIq2jH9rPFm3p0sITNMoF+iDjUd+prfu0/L3vaF/qym1e+M45e+soL7jhr9HUgiqNUEsRJSFluPr9amZn659JLxradPZ7JK1L1X1Yuvub146/6raPdiCCYvXcefdeduz9eKI4BwKmnnMoGdMhGG/ssErKZRLkhiaok7XPR3tBgo5v7O3flYWh0yCZko5mN2ESx0Sxxj2gCQ6oX2RyTdO/lrUPmbUHvScAFBEnhFVf/adX7jUlWlCKllOMo13U9z/U813Ndz3Vd13UdRykVQzusBhcWvIYFrn/pX+6hvp51yB2EJtOxlo5k2QXfS1gmLn3LhesDFRM97pHnXXn5a84544xW3/nBj34chuGCgTdjDItgoejfetvPf/WrB9bVDJFdByb27dtrUd9p20754S13+sEKBcT8SunQ/gfn5+qLr7aMDr764qc888Jn/uiOB+47FP73j39SHtt/9rYRWg/SfJ/9/Dduv/OXADBTht27d+Wz3qev/dHUbPG1L35a3Te3DqsLzj+n++m+UOskytM4orpLqb52OhCImM+vcodn3ZroKdS8jPcikKVmPiu4kpJgRu24ilR10L2cA0lQPw7tc+u1HVtTzE2OFwAgdPZls9nB3LacsxkRXXNq8nSIqA/PagSBRk139KHMOD9kLEQjHK4wnqGkP0tbOLOf1eyyh702GFCY5flZLsxyYZaL81wqSGFWinNSKkilKJWS+BUJfQh80QEEFSkXeH6KZ8bNzATPT3KlKH4ZwrCKGhhSenRVZXCI0n1g8V5KfiPelB2Ve85j3/PGF9yyaei8tgz1k89474se9Z0h7xwL+SLgx5AitFwkUrywc//sp+Mrf/Pob79u4tzHhfkhJ5NXQxl5zesnXn35+NKd6aY72hKTMMmXxyo33bTvyu0HvhHoCovo0GgtxrDRbHQEqKI8bbUEt8qV0gJPwUff8qEOvQVnnXqm9tlo1prZ2P5DsWDPwlSpBaiJhnujOZl1jz7++ivv9PoABEjB3HiQBn5r2Xp9fT1bhv3ff37DM8978cue+bKFv3blZ17ieNhY3mk7xOuq0iXhOGq6gMVCT1Vx1NY0ngCgA/mjv3/FP77l6+tiPF3X/Y0Ln/P0J1zw3R/+T+PfLk3dAZjNnXfes+7mkk30PeOJ59ud9ZFnnrzznLN+fOvdz3/2k5d1HK31xNh+o8MFAPbTH/fwUiX44W2/OuP00351282f+dx/POMpj33q05+0xoeoVAl9P3jowHjobHxg194nP/qMy577OFvNODtR600in7J19Na7ftHl7j5bSGxlG5Bi7RBsAV86iPpQKbKygcdoq1vbCc0IPAGgHBiA9hd5GlyhA6BUTW+xctBikqraWwunPD09mnZom1ByuVwez02tb7ywW98HZ9kBs15nBQ5qLoPpU2akXQOlcXreua16keJ7PMjL1NM7RhU+rUER6hj77d2urXwCKVQqJpZEQAQiUA4ohaSACJgBWPyKlIvil0SHtmhTQCEBEIJN0kfSc9VeNkwTujDHfC0xaSAiKFTnbrvkuY9717Hk95raSN95L37sD3ZPfOenD73dSBkEBK02UXS10dXJStL8CRJ7wuNm/O/MVEJGgGN/v1o1Vi1KtGOb/RxvSPuMiMoho6u5MtZSFW/g9OeWVDSdsytfdsUVH/ozRaSFo25qW0tsxLLC2SuMtRAX0m541pOesO4dYsKMlxEJHZeCMhenw/Vx1T0k07OlW0UmvvDNjy8+qxS6nqrx/+rXwWpMscZBlCbOYo0abO2Hpnbg4MT6GtWhgYHLX3LZw0/b1vRvf3TbbZ+99mu79x84zubS/qPT23fsePz5Z0fb/GD+4Wc87Iabbl96uo+ZZ6aOHj300AKQL7F81nvxcx7zpLM2bNr2sKGR0d3j5V/s2GeZSNasjW7ceNv2Qwcmgl9t3/6yiy546mMfvkAD28YB9dhHnfPj27d38wptLpqFI7Gp+PW0b2g32zkcpw0RzEzGU0qtyrM2cQSWpZ7LciCjpoqVTpx0Ri27r/XLD1yj3DqSrSrDRF1yo34CVJkJFlrH67znMu9f4rXZTGCetg06Zw9mTrGZQMxOGu/AMWYCx9yv1OPwcBn1pTlYfgtf4wwxsulSkz1DU97Q6dqv2DY8MBqYIULbHJVrRmkiIzoQNsICRKgoQtosEJHFKxAGrSPlBoGI+4Tt0wSp7SSMNfkAAGHT8Dmve/73L3nqJ9oO+RI7Y/TS337yfadvvLTqF0jcWCjdDi2tDAcuMVsYyszzf21vWGETiNHGaGZbP6ltJk0SPs+4vNPugKtQOakcCnytAzYhsxajhTVbrgERMYareNVqzTcjbRrd1P+7l7xhXTsw7/33d2XywMYAAClCwoQedo1bL9fXs6XajdtvBEFeghCzCCA1XfGwBtgtXqFR87nqQyzA4wlgwnUpOLCAHnSpXP72f//3tpNOuugZTx8aGDgO5tJsobzv4NELzj9LpXKYj3r4Kb84/bTGdN+9995/8y23Pfr8c571rKcnPywWZmemlt2AMToy8JpLn75jz1EWUYiFwvyaHSIRuOwlvz4+D2Vfl/0w0Iu8eErCo+NT4xMT41NzmzYMduEKjTERebobk9TJag7XsVs3BfrqLIj7+hqLB5Vanh/XUd8DCR1X1TEzQ21mrwb7pYXaq6hOpEpIudjtGH9lcvJ2B8rDNiAAZ+WZwCLdG1LDUiOozKhRi0QYs3I6O5MrVuFL80+4Hm44Gfs3qPlZtuyUIkAKXBeVC6SAEJPEUmrzFSJkhtAXY0j/f/beOzCuq8ofP/fe96Y3jXqxmoskO45rYscldopTnR4gkCyBLGUhX8oCv2UXWHYXFliWsoENhCWQEBJII5305hq3uBfZltWsPiNNn3nzyr3398d7UzQaNcdFDjpREmk0mnnz3r3nnc8pn4/GNJWLQkpqD4wiYUZyHWdqesaGZrq6NHAGGAEwEE3W65b/99zam87O1lg9674LKj6/seVzcbUnmwhoVFKg4WfvLLogPpEsxlhPxqDKmtlmZqrB2WJU9pjR6qlpqRoaM6T88gQSZ7hz8h9vufe//vwLAEQExIdLNVCNpYUc9K5OPkqW4wyRzZxd8MStNmtS0nQXjTFQdn4c+HStb9omak9t+XlWO/+olmLvRGMEZ5m2bz7s+3Hv4mcnmzU1rauv7+G/PLNh+46xh/3OCzvR5T967NjaSxZnP1jgss2f2/jm5l2UMQDYebRv59E+AHj8iWd6+vpjCeNTy7LU39N2CpDPcHkYN9WXz5tZ0Vhfvvbyc6AmFwxFnn72ze4+X/qRY8fa39mwM/0j4xCWoDOA/FFUaAe3VSwtLUkizxs7WsIxaeQLMsaOtvXd//g7oXCksqTgqdd3KurZmKiTU5XSDHI/d6jvg/uEsyzQN2pCZASBp9NEAsoZGTUMCpOXO9f1ePI0ceROW43SsJ/Fhj/Kyf7Oo/8yLIpNDfV94BVyKpXANIlLnmScFhrj7UReZMGlmrntFEb4coBrepdZbMjmQMXlpKiMFFWQkgpSVE4Ky7C3BHuLiacQuwuJp4h4ioi7EBtfRcRViF1e5PJidyF2ebHDjS12ICLSJzPTOuDAMpJrhkYSQhgBJqBDRIwQJmRp493fuOPYWYN8xq3B1nTzgs1Lq78rCNY0L8spUzid2tjeaXmLlCg8H3aqU18NDd2qwjSqaRqjKtNUnjU7x6g+3ZeqobFRsjsPfPunZ/Ra1NfVW+xEVSjV0kSvxiwiY8aP2S2peW7BBM53+8Mbj2CMoiFF72xH2GgQvuubX3x95zvTqG/aPiSGMeYMMEZ3fG+sWBkTJIgEoYyapG6qosFIBhc+IlScSH7ubwP15VV32Nfc/KvH/pRIJs/fz5Uu9JlNIgD4g7H0r2ZVl9bXVu8/0gIATrvDaXd0+6OFldWe0splyxYxxvwDXYMDXboqwwe309IWOLFQGQIJSGogJZMPP/J8b/9gNtXqtp0HWlo7AUClEEhA+xCOK6jUxWsLudMChEAsnqjykvra+lYf27SnNVu5occX/NNft+861H79mgurKivMJnLZxU2vbz14Fj5UOvswWorn7KI+9EGupigK51CgL9tG9kNZTThOyRlbmZO4do8fvz+vHg/PqK+mXDg/9SwAZ/CD5/81ndE4cwsmLwhk5h4qZDJK2SQuIw4UYbV45MOEO6xQw8RBTeg7bZeJc4yR2YrsbuQsQE4PcnqQowA5PcjmRFY7NluR2YYsWV9mKzJbkdmCTGZksWGrEzk8yF2InQXY5sJWO5gtgImB4dN6mxnOTL2TEDKXsrJ4yZdu23HVxd8/V1ujoeRTN8zbUFNw4ylAr7wwbNN36amsHCA1rjsXlvzEKlRMEEzqnZk6QQuloFFQVVBV0PQvDagGlMKsmSCIOOJXUgyZLMXswjSN6TIJzKih5d9aj/7Xr0ziGfdjv/zqzyllqkL1Y0sfoWa0ehqlyNFw6dqVy+A8t/ZAi90t2pxiuhqfHnR+6tXnplHftH0Y7Mu/+4g5i63o0z+5bfT7E+hJxBzXpyeoxs4Ej3www/aG8rzmaDZlmTxf3bBx35HmCYYyY6jwNc/7AAAgAElEQVQ7nNflvnShT1bUNzbtzP5Vqdc5f27ji29s+drXvt11suNoe9df39x42aXLv/aFuwhP9nWfUGTpzMKzM9MUxIEkwaGAQ2OYciiprm9smJ3+rddb4PQU9oTQySAGgOoCVuHm1qy2thNtbZJKZpaQ+lJrWUXde82DACBJ0iubDvx1w/5Vi2ffuX75wePdM+tqOYem+opEUjnS2nOmT5SWajpFCHw9GkuJ8+bVWT47aalT/luPx30OdwQf5Xsj+yOewdu0giYRIyKEBJHkhrN0mDBXHhFWnt+lj1FpkePG0orTtrOWNdBBoJPMdpnq7Dab1WJh1lbV1CrCqL2gEs0tElqhHonSBxzhy3t4ABntOJ0yF+PhwkijG2McIxBNyOrAdjey2LDZii12ZHNgiw2ZLEgQABMgJNXqOfzKuB1VN6+5/1PXPeewlsA5NatYPLf4a1ZSNRLUna4NOLYV2y69vObdecXfqXCuv6zm7VkFX0TDaWD0epemckXmssRliUtxlkwYxKpSjEtxnoxxKcqSMWb8GOfJBE8muBznV17epamMI9BBVBaa4pxxRgG4IZCQZ5Hg3F7rM2c3XXWDIlNiAk1jmkpp1hGODfke+/Gv77n+7vM9HkYYEYyBG/ylWId9GABATtApfvDTc33TNjEjmslk5jxBBAzABnuH8j7r3t/eTMT8bthsFYZ1cuZr8pzMLXCs52sK/+zPbn9wSjJ5btixY+eBA+tWrqybUTVuFLtwbtO82bPe2vresfb283r5nDjR5vG4i4oKwzGpt98/d3bNq+9u27LrwOy6qqYmb/aVLS90WG3WADHt23+ockbVp2+/Gpja3916Gu9mkbjqtJkQ4jnxayyekCTZbDa5nPbT2PwzOBR44aWNt939hb7BwdYTXYuWX7xmyaxsXpYbrrs0JoMvhlxm7rHCyMpZMimLAk9q4LFjlw3s5qKYrDmdDrNZ+Oztl2KMj7b1zZtZqRe7NEpvWLPw4ec311YU2axnKu+rZOUddNkiPpz44Vyjp0mYw2E/t72dNEXaOZLAU8DAAZKTndVLTpS8REUmM59o40DWwHZO31rWLF+6PDQBlz7agHaaF4FRdK7awThODIlPcxTFAGYAzgAxD2JWyqgKwUz4pxYz0Q8feITv1HDg2I+kPZveD0kwEAEQxqKZK0nOKFCNawqoKmcaMjhCEGRzuBBMVi340ppFX58KN5FwopOwQhEVAmJnf8NahYolZb92mRsAgFKqcWoWTHO8X6px3dE89OPe2Mt6jUsXujCE7CgAgCJxlhKyZ9SYxsRGhypP6Vim+FcJVNXEfH6npgHKTMRkyTaMTt35lTs+xTkDBAjO+Ka5cflVm3e/7euLpWVaUzN+nNNRozkifhjatP7tz9+2ODFCiOnUNcAh5RU5nAekEtOob9rGt/tf/iEgpOeXCMEIw2hsRZggUW/vhLwEnpngbLKbwxj9R2nx2XGCiv4pzOQ5KXaWbHWHwWDwPF1Cjz76dNPc2Xd87NYjrb07d++RkvJVl178rf/3Sa/HtWnPsDiJMT6zpjoUily65lK3yxUc7J4IReekzG61JKmFgJSOipJJORI1hLBlWfHLisNhs1rMHzy2ONx8YseOg6FwbNe+g4O+7utWNrod1pFr22kBu5kF4qh9CJc4mMOcC5w8VugJoSoPjyYBYVEQ0CUXX/T2ho3+oej6tQt2HWq/c/3y9pRaodksXrPqwidf23n3TSvPkDKhkqJa/cOGr2K7cTsfuSV/+tw937jlobOzxk7tk2KMz7lAXyZdxWgO6sNnOLpVkAVgQloCjx+/nwgI42Gj3bKkiSaS1cHBIavDk+csCT0uysZ7Y/pxzrnIys9R/oAOCI9SlGF7QhgAhziEckCgRjUTKREEpAmnvyyZzeaSDqUn65Ryni+InBBktiJ9ZkxTQFX0AS0EHKjGuc7hyaC+/LLrLvnJOa/vAUAs2YeoS4Ci0VjBJ3ha8p7PcY0g6wXF36t0rgcAxpl/0N/c0lw1a5bX7iqwOc1C8cLSn9a5P7ur6xvh5HGqgWpwq3JqDOBl1cC57nMAUtsIYcieVMQEZlZFIjGXpgBVGGQDPw55+TB1e/g/f4ER5gAIEKU0iwIhq0kqn9DFKd/jfnLvjz/3wy9jBImYUd0aW0yiqNh+3zd+8mEIiDE2W0w5Y8wYI8AA9Dw4/GnUN23j27G+Xc5CkaoGrhsjpcE5IJLS/Mkz8p+F/Xim3HcqNh7sY1OeRVdnZ1nY1LRyyeIxCDx109Udjra2bdq1KyFJ590SSipKZ1ffA396sdBbNKum8o6b1ulDfSOtvLggLlV29fSFwmG3y3XaIR8AcM5UVXF4y6X+TqvdFYrEgOZKOMRiiURccjrtZrPpg7zXUDAuaeAsLC4vLli5aLYNRmWAwAiKHNxt5f4YCklQ5BjW5IkR2E38ZBB5bbzCzVsHUcuJ1o+sv2L7+3sf/MumWdUlw5Ezq68qbu/xb9vfunLR7DOD+owzJrOoHYPZCnlRX3DwrLYii6KgTpLJpqDAPXW2icJyfabTTGLSGRzijWOXl/om5HFBb+8c5tZN5nQHx/B57bEk+7LFV8dK/51lDsZh25a8IOHjY52NFAi08Eoq9mj4DM4fjvEjn1BBFWWezAEhQAQw0e+/iFrArCFGdYgCVOGMg5l4b172eKGr4ZzvCFkLScmkAM6886encYWMfCmEEAJS7bpjXvF39EfCkfDxtuPxhJEfDMQjYSlW5PA4LTa3peHK2S+19r+04cC3JEmiWU2YTEtpliAD8iGcmoVGOurjGAEYuhoIIVg4u3t3c0U0mcJQfBxpvrr6YkWWEcIYI0CIYKNJdzjXLtJVDnXu07HBHud8Imjwt9/65Vfu+0YyIWnKOBdCMKEPB+T70dM/EEXj7LGUhIZRp0WIAQeAu775xfmLG7/5sS9PUdA6DWmmbfzbBkZynOriMBiD3nMzcnbum4/cg0mKdiy/jx5Ft5SP48EnK9kHZ1cr7IOYzs5ytLVtIsN+jTPrP/PRjyxftHBclDjV7Otf+2JNQ1N5WfnR4y0fveGK0SAfADjs1roKT0V52dZt2+IJST4dvC1RCSsqpPOcAuEmkyUQCDz3h9/6+/sozZ+gY5yHI7FgKDLaExSFamDXxswvUNF2ycol93zi2uoZMyaEWwhUuLnXzgciaCCCVGqs9rAESQ0hAEeqZ7O98yQHfMUlC9xOa1df4IEn3x32voxdfnHTvqOd/kDktF9NLUtGAgkUIRCEUeP3p7f/+OzdzyZZ7rNaredKoG/YxUqlX6MstyOXEJRQEpO+QBPGICqaqCfhPD93Is9mcBklkZfnsTFpPAHgO4/+y1kb6stFwuhImGyeyDNNvJKKPejMQ76cItWp1f3S92WjHQ0jTJAoIrMVWezI5kA2B3J6sasAF3pLqWyPSudYJDYUO6kkBRE5JyF+MJmzMVwaKtfc4sLLat7VIZ+iKkeOH9l7aG88EReIoCYSPceOI8YpYwORwMmhAZVqADCz7Ia/v+rgnNK7EhEkxXkyweUEl5NcTnJV4ZqWUS03VPcM4hOjuJrqlAbOYXFjj6OAAXBO+RiQDyG47xv/8Y+3fVlRVFVVFEVRZUXTNEo1yijVNP3/lDJGWaoYN0xXM+8g6MRP4y+++tPLVq8mwljr8LEf//oP3//VhyMYlqlksYvp9k5GefbmSq+o5kPHpuxHmEZ90zaO3fvbm802IALWe8oRRnqaSlN4DplnXA0SAeu/zSV5gzyuJCPplP09H+f+NyxoON+sbpTQ/7VNm463d0wwrl2+cKHNYpmiPlGWo9FYzr3ZF4i29kVqaupKiwrXrl75xF839A74R/lzqedky5Ydu3ft3W8SxZdfe/XdPSe7QyxHCScelx7900v7D0xUkRxxdTCkMuxMH9KTj//xq1/9x5aWE4/+5n/HCYtVbSgQjsbiuQsYkXAChSOSMOYN77KLZi9uqtbRyMTvpnYT1Hi5ReQng1hSYdnSJRhBhZsX2HhMzjyt1MkHomj9mkX/8LG1CxpmbN2+80SXT1d30N/rrvUrzoSQg6zI2XsbISDCqLu1o+/sCcdPNg50Ou1TYddQMKUSDSOO0HQqoFSesHRUlHgm8rSnmx/CBPQZnpzlbkiHQXYb26RjxzyXksFDG544+9dChUC/+OBUgHwjIAoa+T2MzlSZl+ZkNOIThBAmiAgIEyACWCyuQX+0uyM2GOw4JzsiGG+JxmIiKhyjw/nU2Fyy2zuzlTBVlWuK8SVCxUVlv19Z/bhFKGacdXR1vLfrPd+gDwBMRAj090nxeDgwdHjH9qHubgBQqNo51N8fHmKcAcBVy//9Sx/dVle+VmevIwQEAYiACEGIGLqIRo4MGRvKaPJMwzDgCKOlFwxcuKBfMI360QQT+tfP3AsAHBjnjDEdRTJKqaZRSjXGGGWUMaZ/QynVv9PhJtOFIPhYlfmJ2N1X3fHID35VXGHNxn4Ig2BCj/3414/9+NcfqoAYQUryxLjfcG5kEBDOBL7jFj+nUd+0TV3DAjJbTaKFMGpQcKLUaEc8mNu+hUl+GR0EKLuvPYvQJcsDTgTsTcbu+N41U+1kNs6sv/euOxvq6j6sq+WRRx7/7//+pRHLUtbZF9i8t7VrINhQU7J8fq3baY3F47Pq6/cd63nqlY2xeKZVlVLqH+jatXvP/z31bnd/wGG3e71eVVVdFti6Y8+WI4OBRCamf+iPLwwGw77Rq1hJeVgo5rDbZlTXmiyu3fuOyrIyNBS64rIVsixTxvz9fZs27Rj3c0mS7B8MJpOyHi74/YGegWR5RbXX6534yXl3+/5jA1TNVzjctPn9eEIavvLBbYVaL2McHHZ7UgUAcFogKqM0NoglpN6eTo04OYcij3MoELBbTE+8suOVTQdUVaOMuZ22SxbMeu7t3af3KqeH+gBAB73D2FyG+wAppp09Z4UnEf9Nqd5OGMURWk3YF5XP3DtqE+Pw1IhEBDyyjyO7YjDMpUMG/uWNnEadAsiyIX/iLJ9/BnKPeN9EninyorMG+c5+XGsW3RfOv6CystLfnzx5sisYaz1rbx5NdsfjcRNUnImJ1sx641ntebovDbFomMUj5jmef1k38+1i+woAGAoObX9/e0dXBwBYTObo0NBg/zA1joGuruYdO+RoFABistTm7w0lYpxzh634jqseumPdH13WypQ/5Houg1HQ23oQACCOEM+te2eRFxQXwOWr+2Y19osWrMvcIQyiBXvLxauvGrj2mv59A99t6X2FUoay/C5jjHPKGTfgHmOMUc4YZYxSyrhR+mOMcYN5mWc6sU4VrfzPV372yA9+Vd0xUOz3efoGHv3R2a7v8TFtjCdP/C3+7c/fNlsxQigRVTkHyrLOl87Icz5UI6ZR37SNZZuObtJbw9P03HpYpXvPbE6Xbz/yWYwzAr55Vn8WlUtWIxAf+/YzmteeSGwX8Us/euwbU+2U6uwsn779tqKCgg/fgkkkkpTxpKw2t/dv3d+WSCpLmmYsaar2uu16yNjecbKhtuyiC2eVlpS/+O6uNze/r//hsWOHfv/021v2tKxfu6CowLlg/gUIoeKi4v3NbTesubDEpm7YfmBPZzImg6wB48CxWF5ZOdphmG0FoRjnPH2Plw/s3/vUE0/87L4Hd+89zDg3mcQbrruccxBF8YWXXo+mqFzGtlBUGxoKKar6Xz/97W8e+L+dO7ZHAl0TPzk+X39Ha8vGA33dIZa+18iK8uBDf9myff+ALzDyTwgGmwhSMhmRUdsgislQYOOhFDzcuqdl4ZwyWVFe2956sKXbYbeXF3vuuWWV122///F3jrb1qaq6sLEaAE6jkIOeOc7ZpLnZYpT9/LO8vyY0rG4yiVOtTRqzPIvQbiKqdmZhs4zGbxxglGEywumirOb8LJc+bhyFxnTymTc9u7PZHGi/8FA2g8toRrgDxNiHEvLpXlpSfAMDPqfTMWfObLPZ1NORtFos8Xj8zK5DLRiO9SPNcwYvcdbS5AxET+bH7hPcoV738WX7G8vvBgApKe0/vP9g80FFVQghSjzh6+nm+XwZZ6z10KGWPXtAowAwGAt1DPVJigwAdRWrvviRzVcs/a6JWFH2DCtPway0OqJeM4fMI4xyxgAYcIC6Krji0t6qEwPVHb6yloHiw30rlnbrsnwcoCv24tb2f+ny7dTl/PR2UM6BGz8CY5wzzvT2Ts4ZZZwxSpnxH+AsI6nF81LtTQpQ2eLcEs/zq1Ou//OJ2cQr3jCmuGLed0z/mWgSEEIWu8AZh+GgD2EM06hv2s53e3rLz20OYniX1Nxq3nx6WPVnksH5t27uf4c54jHdAcon1jeRtMr2/bun5onV2VluuvLKvFLsuvUODJx3C+amm69fvHzFodY+syisXFDfVFdmHy4eMOD39Q9FvE7bpUtmL1/YZLZ7ItGopqlPvLLjogvq7ly/vMBlD4Tjhd4CACCErFw679XNB2ZVFw+caN6yZUtzd3zD3pOi1erv62s/3jLaYQwN+TAxgakwvcZ27dz6xJNPa6r2wIN/1ktVV1x2SXFJGaVUU7U/PfniOHEeERVu48TKOP/Ls6/39A60trfdd98vgU8iIne7XGsvbmyqtGzZvue9Y6GwBACgqtpgIFJSVR1X2CiLH1rbOkoc3GnmA1Hki6KEjFJHhd/advjNDe81zpldW1W2YP4FOuxZvmDmPbeuPtjS/ZunNvT4QjesWfjXjfvD0dNTOckBIRih7A0+cntq2lldgROs9bndrqmza/QOz5HDePpHSdBJ8wnFYBKspGw8nvf3ezemOjtz8Vq2Ul+un+cTujporGjvrF6FIH5rbAaXNOTDosZxAj7UFk8k9Ei6uLh4zpzZ+m3aN9Qua4Ez8XaDkaNqUhRGGeHLG5SPgQcmgPCBc5j/GeSeT80eWr92waeuffGm1fcBAKW0pb1lx54dwXAQAAhAsL8/mRgH8aqyfGTXzr4TrQiAMtYT8vcE/fqw35LGT33lY4cbZtwACKdVMZDO3omRweGp/whGGRwh0CUZkUH9AjkqmDpVjNEXikHjkePh329v+34w2pP5+BxlmHT1/ZjBOUZIxRjT5wYZZ2lxRw7nAlBNMjFxCiKN475pftaJlP3hjUcEIdPlroN2NtzRoSzZpbu++cU/v/3EFNza06hv2sbZYYJI9EKfwUmFkO6qdMtwunDITgZnb8hoIJm9nbJknXLg34Ru9lmUVOPveapO6XRs3YwqnZ0l72+feuXVx55/IRyNnkfrpa52xm3r1xYXOLp9oW5fKO8wZ025t9sXopRaIeKycJfT2TB7Fue8tMiNMd6w8+jKxRnayaryYk1Vf/ngc9G41NDY0Haiecmsgk9+dJ3DYXtv+76jx/LLGBYV2L2FpZFI/Hs/+nUyKfsHg1detsLhsOko66WX3wEAJFq/+LWvI4wwwYcOtxxpHlVoS1FU0V6WBPNrm3e+u/PYi6+8wzjTNHrLjetcLsdkT1FlScH1q5oSvva33juwr5vuOyk3LFh47RVL588Zle5lwO+LyqjIAbVeLhAuU0Pk+khr77yZlZ+5bXWRTXV6y3WoDACMsT5fKCmrq5fOeeGdPS9t3HftqvnPvrWbnY66myxnGg6PdG4dye2BRgz1Trmci9uJplIvjoZMkI/AU8QIAIaUSaM+hU+CnVvC4ww3HoscEEwEj9CRTA0FZdQahvn2CcK2qXEh4uhIUHhtGvLlnpakCgC6ECgADPnkcEDzh5tPJ9iOt8RiMSuZ8UG25MRhgL5EMUaCiDBGc66s+sx/3Hfv558uLWxinA34B3bs2dHT1wMAJkGM+P1Bv38Sn8XvO7xtW9TvBwBJlTuH+gPxiD7st37lfX939YvlRUvSc3TMYFdB2bW+lIoDyvacnOcmR3SgmCKAMR5MsO49/f9x8OTvE1Ikxf8DaYynFxt5KjpLE/pgjPTGeASA9Z8/GKA6E9Q7E0GA4xYDIcU4BXwsDpvRPn574LhoFfBw9s7MX6XRe9afvrlpyzTqm7bzyb70wEdMZmOQQx8UznicrKHVO7637v6Xf5hieclTlLO7TeNGfvwUXMME/BKb8vIpOjvL5z5+R96Gz8Fg8OG/PLNh+w5VVc+XZYMQqin3Lp9fl0gq2w92BMK5WVKnzTwYDLV3tHUOMZeFA0Cht3Dh3Jl/eH7L8+/sZZxnK9p19/mjkTi2Oh2FJdUF5GNXLy0qcDrstjvvWA8Ajzz2QiyeLwLj2n0//9k//dM/HTp8/OlnXgMAk0m8/dZrOecI4Xc3bo9oDnNB/YwZ1VdefR2jTCD4j396jg7nwGCp+bmf/+Lh/mDEPxSUFZUSi7e4FCNc4HGtXLFkaCiUHvab4JLdu6/56WffOnzwaFlVXeuxw4Xm5M1XLKwsKRjzngoFNh6UQFaUro7Wnt4+AFh3+drLls+fU1uKMd66u9ljNY6hxxd88C+bAODO9cvnzaz87O2XzpxR8uqWg4KA39p+5ANeXM55tjTC5taHBBEAxiIDOMsVm3FDFoyx2WyeghtnJIGnVTwbN+gkGrUwSFGci0MASCcwQKOwd2aAX/rxbKquUS7TxN34mTYKsYkwuPxNQT5J0X7yzK7AV341dKQz/eCcObOrZ8ywCdUDAwOhxAfVo4/JPfF4XOTlp6BAmGr/mTSVS/rJBFmbyr5486J360tuAIBYPLZ7/+7mlmZFVUyiSYnFB/t6T+1zdZ04cWzXLiarABCIRzqH+qPJBOe82NP08Sueuv6S/7FbvQgBTlXqdLSgtwemdN653uFpCLuzXC/KU4LvwIcBP0AwqO7Y1v2PJ/pf5pxjhBHCmOjADuumQz3DCAade3IEP+8pAqrRSUFPoUCX84e6Mb1xNWU5aG0sw1lf49Ut8zzIECE4a6KBMZaC0TyF94bDPk2eilWHadQ3baObSTPbxFQ/Ojcm9VEuR208qB7t20kEnP3gsEVG8Mj2ztxYYeJZ4QmLN5xHZrNYiryjxv2TUneYKmtHJE11ZRfOrmjvHdrdfDIpZ1BrT9cJTulgDFV5uFkAANi2c2dZRc1nb1/T1TfU0jlwpNW43WIE8Vjk5quW0VgwoQGoGeGy2pqKKy9fDgC/uP+xkcCPUlpe6gmHIxihV9/cqLd0Ll18wZzZdYwxQPDjH/64s39IkpUbb/+oxWpjnEcisef/uiHt8bFgN9u8ALB95/7CsorBQCgRDQNAZVlpTUMT5fzez98FAIzzSDQeCEa0CTQyckCRmPTulr1xSRMs5mSo58ZL5zbVl+fVG4gnpJ3vH8z8GIv2BeQnX9/rLKxqqHIAwPt79joLyg50xLsGwgBQ4hIZYxoyHe8YuOeWVY2pl8UYL2iY8ZW71nmctmPtvQeOn/wgqyinvZMjDSFIxKfWsjSZxhrY83o9U3PLjCTwFDBinCfP8HhbEttGPqiRPsGsOa3FdnEGZ3xY9JPqUeNZQ3364zmlPxgtlzcsuhrr2H74zPfP9GnnQLvE/56GfLkZB5Nw/UX1379g7vsHTo7E6rKsdLfJ/qEeWQuewovrI3xcdcMHI2w75XbBcvv1a6tfbyz6sn6zOHL8yPv7348n4oIggKoN9vYkpUSWPzF7vYWTyyNo2tE973cdaU6rO3QFfLKmAkBj9Y2fu2HXxY1fAk6MLcNSpb8sKWMd8mUP/gkCzlq0GfKWFHsk4DSSRHAy8dzWjq/3DO3EBsYjmGBMCCFY/zdV6DNw4GkDVGhygGrsqz8K32yW6DwHxhillFKqjjBN1TRV041qGQ6bkR9w3GTBj576gWCCTL+D3vs2Yo49p9Y3NfXDplHftOW3TUc3IZzhqGUs5WpGcNRSjSNAw9jzRsqzZ1fDR4N5o2aFP1QA75TttU2bfvfU0+fXsJ/dal7cOGNGacHeY92HT/TEY7Eir7cnhLx2bhYyg0yKohbauT9OLrqgbt2Kee/saI5EoolEYtWKFcsWzCnyOm+/YY0UDry8cV82wFt76cX19TWxWOIX9/+pvbM3HQfE49JQILx61UXFxV7GOdXYff/7BwDAZveX/r9vi6IoEBIY9O3ZvvVk/1Cff+hz936ZMSaKwsZNW6PUhbDoLqyOxpV4NCRJyWeef/36m2/dtWuX02YBgG1bNpeVlV12+ZqysuJskBkIRsKR2NiAqqvr5Ksb96iq6ios+LuPXXvFssYxqEeaj7ZueW+/LCu6SPezb+3hVLli9bK5leZSrx0AAsFQfRGqLbUrpKCmpnbbgdZtO3fOa5p76dI8L0sIvmHtok/euGr34c6Hntv85DOvt5zoOBXUN7zmrPsHjPMM9Z3DPTvGvdZqtU5W0+8smAz2vP7PYxVO7QU1DmzCN/dkVoenXtyzWq0u80wTcQHAS4eeJGSYS9ePU5XpcM2GXLfOx416JrBCOIPfvffLM3ry+4Tfjsvg8rcG+XRrqPT87+cvi84o/dz/vpHzq6qqSgAIBSS3vWyyLC/pEb5xWTop00JSr/6laBmKY8a4pnJVMQZPDIDEdRWZcYCE0zR7VdXzi8p+ahaKGWfdfd2bd2zWVRlETAJ9fZFQMDvcn9Mw95prb1y1+vLFS5ZZrbZJfdJoOKSrO2BAClW7AgP94SHKKAAsn/vVe67bOmfGDbl7wpjlQ4KIBAGwAJgAxrneIT3vp1Po6d8gAogAJggThDGiOHw8/MD29u9EE72CQARBwBhjRIwezhTYy/6w6W5PAMQ5MMYpZZMCVGMg8PQvJ50OY4xSpmmapmr6W6uKqihqUpYTCSkRT8Si8Vg0HgnHIuFYNP0ViUUi0UgkGovG49FEPB6XEpIkSZKUTEpJRVZURVVkVZEV4+Nomq53oVsWMOQAIFFJNIsGNuacsTR1VYauDOvl2ikfrAowbdOWz57a8nObU0AIhXyS3W3KJHQhw1GbTUmlS7eP0dKd4fjOCc745Bo70++LEJpIiV5T8P0AACAASURBVPD6r6x5+RcbPxwXJSFJT73yakNd3ZUrV5wvQu0IoUK3jSXxQCiRUFF9bU2FixMCRQ4+GEOlLuMK2k3sWDDaOKvOY8ezq0uefGN/IBDYsm3bmkXVHoe5tqZiwezKY33Rx55647OfvJEQDAAacX3sni9ufvvNLe++9dvfPfXxT9w6p640FkukW5H/4e/v+O73f4kQOtHa2RtG9bOrTACXXXvTK88+AQDvvvJcoce1d9uGBUuXNc67oPngQcb5L372s8a5jV++997Zc9y+3uO//NVjTfMuUDQ60NUhz28CgOaDBy6/ct3ueCxP7C4rsqzYbVabzZJ3I6y/9tp47+Hm93fVVJZkd7HmB8x2OxHIQ89tXbViucNuv/SSJaVOHkogjXGRZPZCPB729wc9hWXekpqC4ure7g4Tqany8BHNeJwxJgqkqMARjkknmlvqa8pPBZ/IyjDUhyF7F06R1OZoUR9CaIoI9OWGNUjELA6Qy6UpEHQWzqiEHQCgYZ9F9NpIcc5v+5UOQSDDTikHABBEbPSYDe/t5MOn+8aA4mhiHR6BoTM42BzAr4/L4PI3CPkQYD3a5ozeeFHtNYtr8z6tvt6QIDp5ssvujRU6msZ+2WC8ReDlVjJj7Kd1BQ+0B3fu6XomqQ679Osavrpkxu0AQDVQZM7oMJlQjBEmQAhHOH8cYsIFc4u+VeFcr/8YjoQPHzusqAoAWExmf19vDkVnZWX1vAsWWFLSuFVV1VVV1UePHm453jypiGWgq8vX01M/d67Z6YzJUkyWihwet9VutxRfvfR/ls75/Gu7Px9L9uhcCQgjndmFCJlpGf2RbBNFBMhwv3o0ZlC/oJRDRgAIEIAEJ3f1/1NJcNXcik9ZzK6cm8JwjKaTvqS0/KguI8+Ag6bRYVkalME5CBDCoCNJQKAPSTAOiqwiBICR0UJqHFTWPxOew2RMV53gjDHgIMuyzkTKGNM0zQBn2Z0SRk+YoTGjS0hjQjDB6WKkIAqQqTridNGCCCTzOBjnXWcDT6s7cqqLcHDO87m14XHpp/713qmmUD+N+qZt1AhJEAlCyFFgYlTXAU3LyOg+xpiZq73Ak5Uiyo26OPDcezs/xdHebJw5ceMMbv/OFX/5z7enwlndd6S5bkaV2+mcyJM/ffttL739zmAwt4XmWHv7iiWL3ecD6uOch4O+eCwMAEUOSKrgcNg7gqjQzj1WEAUupUpHxzsGHAIKJUm/b2DjriNEMM2YMaO0uPjhZzdesmDmkrk111+7pu03T0jmoif+8vodt19NiUNGTgCwWM0Xr1i1870tj//52aYL5l+5ZpGQAkXFxYWXXLL0/V37RFH8/QO/+bf/+qnJZLrx5pt2b9sUHPIn4vHnn3h03bXXrlxzxaKLV/zzV+5VFWWgv6+nq0tNJJqa5jhs+Oixtn/+9+9v3LJ13epFPt8gADCNiiDb7A5fMFpSkOc6xhOSJCWdTrvZnEvCUVxY+NRDmwDg6nUrxj11jXPqquvqfBHOgNTX1lhYxCw4vXYeiGegMgBs399649qFoiiE42rnEHW6CwFYUEJeW266dPv+1hMnfbdeucTttD3HpPq66lPIuebsXL3jRReSYmzqoD5ECKYjlMqnoEBf2rR8RWKPVegPDZ3R9/UIapkpYuVWhGpH8Z8oRwWRG1wImcBxmFfn2Zm+8ZfEuMm7M8fIJaG2cRlc/jarfFZTUX1drZRMEqI7U230awcAIAhk4CRYauLEpFrEPB3UMbkHaZ5xR/gkJfp/2z6aVKPl7nnLqj8hYDMgZBZsAjK91/nHN4/dN7NohcdaQSlXFWCUy5KxIBEGQrggIiIAEZDJnANiycyCz8/xfsl4l6R0vPW4TtEpEEGKRiLDKVucTvfiJRe73R4AoJQeaz3mLioqcXtFIjQ2zqutnblv7y6fr38yQQhrPXRINJtnX7gABDIYCwUTkRJngd1sLXQ13nnZxhN9L2058i3KJYQ5AkAYEUGHc8bWIGRY9COajSYLA9ogrg+VGS2IwzsPEUJ+ZevGjq2zXX9fU3olSTU7cM4pZbqUA9cBlSKnZd2zJN054mMBKoQxJkifIaSUA3BKuSwn04BKR6JEp/tDgFPQliOenhvMyg1xzgEhwBhTjaqapsiKpmqKosqyrJcW9S5UqlFGKefADLTKAKWrmJnOVUwwACIYCYKQlh0TRCF1JEhvgNWb2IhAEAKUfhwjQPjnL/yUiAY/p6ZSvRCao3GhL2yMEaM8O6GlKfzrv/72z774AxiFt+Ls84pNo75py2P3v/xDIhgeBGHENc7ZqHdrImAi4NFS7Cg1r5JDeZROGn+QSBGhCf25nJgqpC59Pt+GHTsWNjWtXLJ43GKdru7Q3tX95tatCUk671aRFI8GhvqzPaNIwDc41FRbNBRHwQSUOPhgzFg0uw61X73ygvcOHGhoaFq9ZHaHT1Y1OrepadFM99vbDj703JY1Sxs+86mb7//dc91m68N/fO72u7+ACRzYvbOmfnZJWXnDvPnPPv5o86GDzYcOXn/j+jm1hZzzGC5adcOdh4+ciEcjAwMDzz7x5zs++SmzSfzcvV/+3re+KZqEWDzeNH8REQRO6UUrV21443VCiCAIW7ftcDnNG7fsXLB4SSgSkcODGzYeW7BsNQCUFBdWFJotzgXbd+68ftW8/OiI83AkRgjxuB2psAkAYM+u7bFYYsH8hhz4oSiqqmp2uzX15xBNQjCBdKjsi4HL5eyNaofbWpfNnyEKJh0qF3kcR9v65s2sFEWhvdv/xnuHiWCqKi8ym+s5CFYBrCnUebStb9eh9lWLZ69YOEs/nltuvOIULmhSlvNs7xyJ9qlhhAiUDitLms2mNBXhFLSRBJ4fMBjgMBZYwghmmBNlTicGTAZPjhF5cOAj25ZSw0gZB56+QeRBeh9sbZwhRi4KsQHhD9OQbxT0NegfHPR4PHpHd7reNVoHe1lZmdfrpZR2dQwWloS97prMzVcLxqWQiIqzSeBGs5bBTXp9b37ZNQB8Q+tvvrb2DX+s/ffbP7m89q7BWHvb0I7FVbdQBaQ4UySepg1HGAgGzQSiCEQEzkEQjMJXhXN9U9E3LUKxDuG6ert01XUAMBEhR3XdZDJfMH9hVVU1ADDOevt7T7SfAACTx9U51O+1uwpsTovFsvyS1eFwaOeOrZI0ibWhqzu4vYVVc+ZQxvrCQyYilnsKRSLMKr9hVvkNu9q/1+p7nANFGOl1PI64Qa1JEM+SPBZEzjlPQb60tFXuiA3KyOpwADgW+l1r6C9N3i9UFC8EzhVVVRRFU6miKrIsq6rGqPGPXkPT0Rdw4JTmBVSpEoAxIAgYKOdU5Srl/3znJ7/zm18TQhDCiOisMhjAaCLFmOgvouMxvbqcxmAAoGmUaqqq0aQkRSMxVVYVVVEUlVKqaZrBHWz0XxqnxUB3CIH+hkRHbQgzDIA4wZQyHYIiBIxSo9dVn3qkGBDGGDhnekmDIMz0g8EoySSr1eh34AwAgV51ZDpaHuHicuLSwd5Q+nLwKXCnnEZ905bHjvXttLlEhHPog1MjxDjNL2zkfREeo1iPho18ZH87ogVoIjtiWG54YrCPqlMrJt3X3LyvufmaSy+dU1c77pSRru6w88CB7Xv3nS/rR1XVIV8XpXkyxCfa2mbPKK7zcn8M+qNYwMalMZvE597es2ZpQ5FLbB4kM+tqj7a0AoAoCtesumDDzqPv7TshCuQTH7nqmdd29A4N3f+TH37qH74EACVl5QBQVVP7D1/75sY3Xnt/+9aXX/zrztKyZWvXWTwgiqYbPn73kw/eTwh+89WXr7z2+qLi4vpZs65Zf8M7b77GOf/5j/7zo3ffoyhJh9vtcbsSCYlS6nK7OOfxWOLaG296+92NpQX25zZtvXDZKgD4+09/BAHYBIoF82jlPmPVUToUCJvNJpfTDgi6Ozve/OuLkK/Q9+wLbxOMPnLb1SqFqAzBBLaKvNTFrSIAgC8GoXBkfl2h3Vq367jPY+EFxRUA4HXbdx1qX7924aMvvgcAF82v7w9pTI2F/Z2q06vSwgIbC/n739q6/8J5s+5cvxxjzDjHozBrT/CyjgAPRhcMn3I0Q7lb3uVyTs3NQoFAPgJPXbYhLCkAplP5/DR/fcYmoJm2uMNWCGAFADLwHuKj8gMf6Xwf5a9dQDbey53uG67QM6rzRRlimLMs78GB9gq/Hnuc728W8ukpg2g05na7BUHgnMuybDGbx0B9AGAymSRJKioq7O8diIW7nF6lwDHTHzlkwbVmXDLB9x2KdxTYqmQt9saxn5U4Z80qWgkAu7uemVOyptqzYDt6lFIVACgHqoKqAKMM65J3BAgBgQHVgChANTBbwGGtXj7jfpe5QX/xAf9Aa0drpqWztyc7BEcIzZ7T1NhoJPJy+j+ZrGCzKRCPhKWYXqNzuz3rrrq+rbWlufkgpZPITIQDQ+Ht22bMmuUsLlao2jnU77Y6Ch0ujPBFdd+dX/WF7Se/HJT2GHU8jIBzQDxXuQGniDf5WINkaR0FHW9gjBiEDw796ESwen7RVxG2x6JxWVYUVVEVVVU1xqg+C8BSwu0IIYKM2hxBiKYAlU7gQgSBgy4+wRmjgBBlgECvuoEOHQnGiCGKEMEEEKRYRBlCmBCk4zGm80VhJBBB5SpVqaKqqqKqihYKh0NDEco0xinVKGccYeAABGFAoP8LCBGMGGcYgAECplcUU/ktBoAAKAdgeiMqIAQEMGccY4QZYAKEIYQ5R4wznaWCIQwo1ebAAWOSwpaIarnlCp7O0yGEEIfh/QvZ8edUUAyaZnOZtvzQSi/f6Up9uhdI36EzHLUYldRa0+3ZY+u0DGNyGY4kx80Nj7pVzmeWl4mzs6TVHRrq6qb4h2KMDfl7fX3tdJSgM5mURYGrDEpdUOFUZEUDgMqK8soSj848OejrLS8tTpdl2rt9f/rr9oqSgntuXX3RBXWvbjk8q67KVVyaVNTf/+q+ZDKZHXasW3/jF77+zeLSMv9A/1+ffPSVx37b195SWV1XVT+LcY4w+tkPDUrAW+/4hCCICJCUSLz5yks93d0DPT0JKYkJRhh97nOfffWNjfWz54Qi0TKv4423NlttVkEUAcBiMQOABScXzmvYdfjkuCdElhX/YHBwKPTogw8AwN133TSyz1CSVYpMPSF0MogBoLqAVbgNyJeGykkNzyrBDdWFDm9l78AQAAQjcbNJfOq1nbq6/aGW7pl1tQBw8fy6/YeazSwQT7INW/drscjyBTPTyQWNnmLphHOuT3ek7aX370OpWl8+F5L5/ju//7uz7sCGHdJUE+gb7u0w5CPw1GUbYsnTI9mCEZSb5YsK6YIii8NmEBKSob1jQD4AeG/wHYQz15cPy7aN5Gbgo+XvOM+X5zt3XtxH/qTgvnEy4sT0twn5snyXLMsyQijdliKOVy13u91z5sw2m009Hcn2nu02UpembLn6nx717zo69p9bBJfDXHTRjI/ZTB5f9ITdVAAA3aEDtQVLJDUKHKo8FwIAp5wxoBRAHyojIAigezgOwBhXZC4nebH4uUg8I6tjMVsAgBCixBO+nu7spVtZWb3uqvU65JOS0v7D+/ce2quoikAENZHw9XQf3bO759hxxEGv0aUV2Otnzr5+/a2VldWTdS9dJ04079ihSUkACEuxNn+vru5gEYvXznx8df3DLnuVaMKCgAWREIJ1gpbskCA9SgdZNDYj2TK5QcvJdeCnqVxO8sFw5xvNX9249/7OrpMDPt+gfygQCIYj4XgikUhISVmWFUVVVZ3dhBnTfZRxyliG54RxxhhllDJKNaqqmqapKtMne4EzDrIsy0k5mUwmk4r+jSwlk5KUkCQpISUlSedikRJJVVUURVFkRZKkRCwRDEf8voC/f7Cnq7e/zzcUCERC4XgkkZRkRVWYxoBRyijnDDDCBBOiN2nq/yGEECwYZ8wQJTQwKiYEY0IEku47BUCgp610hXpGKWVU06imaUzTqKY98PoDRICcSjXnWXN9I9zayLXAGOenSmZz2m261jdtufbNR+4RTYYTYcBGpdYEQABOt4UIhv/JH3LxPNjv1Eb70lW+dIXv1Cb9po7p7CwzysuvXLli3GE/m8Vy7do1F1144WubNk3NjxONBCKhwXGf5rHCyQC0tx71R9Q59bVOl3tWfb1JJF2+aG25e9eh9o9eW9odBs7Ysy++2FBdqNepAKCxvnzmjOJdh9tPdOGy+jk9Rw++/erLB/bsvv2uuz0FXuPFC7yf+dI/dnd2bH7nzY7WE1vfeAkAGhou8Pd2y3Kyt7vr1ZdeuOq664OBwJqrrnnjpRc45+XFhQBweN9egWBNo3Mam956440Cj+eGW2/buWffFcvmbvIUzJjd6Ckq7hsKIdECAAi4xy7KGoxd7jOuciL56J+fBoDVl69rbMiD2++47SqJm4MJ5LGyAmuee0YyKRMMCoUyj0gZA+4EgHBcrq903HLFIlEUjrb1LZ5bp0NljPGNly964pUd99yyymkl8giCPcoYmTyPpTpCmqI3ctDmyp+pyeWSOeuVQISQIAi6nIYoClNToC9ztFwbocMMAkYAQD/wPdomoFpL0O0o14t7mcAxcBCpkXGSOJxn88WPvL7Z/nwklcvYYO9cWRhvjpG948APXKoJfX/jkYAepEqSZDKZ8uaMRptTKi4urqmubuncnUlsbT/8k2RQPHDi4UDyu49s7PrzV/K+Y1/0WJG9Lij1JJQQAOw6+VSBbcZgvK2heO1A7JhFdJY4Z6XzBAilRsBSfAKcAafACWAAzkCjkqJ4T/Q1F3u8HluZ2+VetnhZR0fb4f7MSF7OCF/byTZdoh0ACEAgq/9Tr9GVzphRWFWlK7Cna3RLli6bFW44eGBPIDCJKVzO2PF9e51uT3VjI8doIBIYxLjMVWg1mYtsKy6rebs99Mejg/9DuZRWvMt4Y4WlheOQIak1jM7EUAzHKeeMgFLOKMgSlxJckbgkcTW553hyd4n50mL3XJ3oRBBIiqwPY4QIMXoxEXCDfsVQaABszOMx4Pp4n96emXYOCAEwShlmmGPEKMbEWC0UDF4Io7UTMcaIqNMEc86YnFSjkXgsFk8mpHAoSjWVciYIAsYMYwwcq5qKMUKYc65nn7A+hyeaxDSHTUoHEQyVMZ1XRj9+Q5wwLU+YSmkBBz6sfMoxIARJnjAJZBje48AoH3UXoFE2EwDw9DU7l0U/8s///I1pnDNt2fbi7j9Y7CIRjE1MNc4YZxpnlFONU40zjXMGlDLOwVNiEUR9TDeD/NJJqWggKZqF7Pu+0Q6UDgZ4OmuSTpxk2odST+CQkszWmZqG1dYnFlBuaH75xhUfPWe3T2aUpHr6B/oHc3FRJBbbd6S5uqLc6XCMH8NZrRc2NppEMdtrnOzqPWufpai4xO7IxTlyMuHr65CT+VPjR4+3P/zIC0uXzE1qwtHWzpO9/qFQvLamrrG2aFa5LZhAb7z97mUXzYlq5raeUHWps9hjO9jaX1RYsPDCBY0zXBmNHM4TUtJlNdVXFiZkjVtdoiAMDfS9v20rAlRWWZUeonN5PPMXLZm/aAlw6O3uCg35XE5Hgcdjs9naThxPyEn/oD+ZTBYVeq9ed8WnP/3p9zZvnb9sdTKZdNrMLofdYrXanK4Z9bP6Bwb6g4nyqmqBKosXzGvv6p07f6m9oJJpCmZSQWHZifau6rKxBNbDkdifn/hrIpGsnTnr+ls/kgj1mkQhp61XFAWrCG4Lj8loMI5EAUyZuwwEE6ito3PVwur+CHJbIS6DygTKUZG3YM+h44PBWF1F4Zvbjly6tDEi4yF//+yaUotJdFjNW/a23H79qouWzBsZzOFJquUCQEJK5jQy7Wp7xmzFegqGUWAaUApUA6pliQinbM/Jl1Y23XyW951O6OL1etAU1n5hQCSwRWkuuqtwmWwmsqtP1U4JM4tc9VqgyYMqnDaLKXfD4mgHTo5PR/F+91ZBRHoBPE1XAAAIg97mpA/dcWp4bMYMl854xtXnAEKDEohnNP04GwcWXjpvzek62xJqGxAfOZuQz4Q9jKtwXuUnzaS0xHyd3W43m0yiyaSqqtVi0eGfKIqSJImi6PcPFhR4LGaz/iMAaJqWrgr29Q8QQTUJRlpI3dUcXnfx329o6QvE3vyvO8WsMDrb9nW/yIBFZd9F1R+r9iz0x1uPDmwocc5aVvvxlw7/56yiFTOLLgGA5t4/JpJRqoFR68Ogt/ll0A5BCIHqXu/BLhE7JZn5o0dd1lJBELzewpmzGhKJuCzLCxYuXbBgscViYZz5Bn0Hmw+GwiEAMAlicGAgmchzO4tHIoO9vQWFRVgUZE2JJOMCJmZBtFgs1TV1dodzaGhwUg2fipz093RjhBwuN+M8mkwommoWTQTjAsuCGc7bYpIvHG9llA9sQ5QZTQHlyxHTgGnAaMbr0pRuOyBAPCUel2rDphTUJJcSPB5miRiPBnlS4poGMbVzKHZEhEKbxaODOJ7qudYhEAcuEKIDFYMeJa3RB3olDXO9dRPQ+++8AwCUAQLY8cZbRbUNgWAkFIiEQ9FQKBoOxcLhaCQai0YT0Ug8GpNisUQ0EouGY5FQNBaJh4KRwcHAkD8w6A+EQxFFUShj2BCzB86AcUYIQggISlGwGC4JYYRSLiXVxql/iOHZqh899vNVFy7HCI/EZcxQX8joDmKEt53YbrLo9UEESD/hTL/BMcoo5YxyRoEzzijXa3oAKMenvX3grWuWXYWGz1ueq7vSdK1v2kYm64Ck2jKMtcvTlNyZJQso1SBsZIHyvJLdbcrWa8hOiuQj955wVhhl2EQneDft6fC/sePlq5Zdf25P7drly2oqK/Oys0Ri8YrSib7O1NEc0zQtMNirKskxnhOLxYkgvLenxeouA4ALGmbZnR7GUUkWF6XLiiyEdnXFCmtq336/xVtYZDKZBJJhG5NlJa3K4LCZVy6o7exzbd3PipiaiMc2v/Pm5nfenHvhgksuvUyf9AMAT4F33fob11x1ja+vt/nggfe3b7XZrADW5j1GEtpss7W3d/7+d78/dOjgl2+5xWxCR3fvRBhzm+vqq1fv2LMPYXLN2pUuh/1k/6DJ5gGAjl5/TSVxuioFKrvRoC8kxRKyw5a/lNTT63vqL68BQEND/c2fuAcAVFUbCoStVrPDbsvZMwRDqYtLKgzGUCAOZa6MQgMAYARWE+8KIY+FV3l42xDiVLvzpstf27jj109uuGBWZc5bN9aXH27tOdrW11ifR6GBMiYQMqkLrShKbspQxMMVafmUc2QADod9Cgr0DTuxYJPp6bz9O0VcZ5ftllG9CZJ8ON55yvUfhJCe6s6W5Mkq+qX8/TDX/4EWyQ+f+f63bvvX05AFmACDy2mv8i0s+YHTNPOA//t+aev5EgKYBLfT6TCbzaqqck2zWa1pJ5D+Psc55JCTJZNJFYIOSyUAdPnCD0b4tj9tfeHfP2qzmMa8r5Gu4L5bL/zhjIILQ1LvUd+GhBryRU+8dfyXg/H2a5u+OXwtpnULjJ+zyPYBAJLYeti+wJM8VscFAVV0DfZj4q8uXCAIwpKly7MSc+HjbcfjiTgAmERTLBiMjMnRkl2jo8AGIoFgPFrq9poFUVd3OHhgb0dH6ymoO9Q1NFo8bl3dQWeOMQtFF1f/LBj/7K72fwfYl/a3rQdUSDEsGNSYGDAGQkAwIUyQIIA+/8Yo6HqbVANZ4lKcJyWmKgAcKAWMAItAeaIz/FJ/tHBW8XqbzZOaZzNyg4gDZ0wvojEEGDHGMQKOGBaIwfGgZ2Y1xhesvnT/xk16vWz2mutaTnSKuk4gxoIgmE0iIohgjAkRBKMlkyAAyhHBgkAo40pSSSQkVVEYZxgjURRAQJRqCIg+xqdpGkGYCyAyxDFwRhFCCDDSVaSxfvRpBs/UcF5Kj95sEzAixu+5njYwAiqk48a052IwEB8wUl08FXhmItc8rQyj4biIX9m8Z9PqJashXYhFKaaMs479pmt90zbM7v3tzSYzEs0CwigRUQQT0VMajALV9KwGZ4xTjXPGq2a5BFEgAkrLoKR8d4ZLSt8SLAs9As8EB3qljrFhZACcQXYyWA8aGMvmCcgKI9hEfeveE9vvWHf3OTmr6VofABS4XYvmzrVaLB09PdnPmVVTU+QtOLXXPye1Pl2VITjUz0YZ4Uubx+1UVA1MDrPVXlFWVl/hKXYCRqBQMAsQTKBjLScuWTBz16H2+kpPmcfEidVisXV197qcTruZA1ND4VgyKfMM1KR7jnYHIonVi2a2HG8rKauce+Gik+1t/oGBvTu3Hzt8yGyxOJxO0WQCAEKIy+Opqau32a0lpWXFpeVFhd5gOKyrz0bC4cNHmqsqyuctWYqIbaCrHQSTt6TMW+Dt6+0RMSiU181qdHu8wUi0s7Ozpm52XJL9gZAgCG6312Gz7D/SUl9ZmFvAYWz/gWMvv7oRAC5ZtuDyy1aKjmIA0OJ+/fgTiSQhmBCS4/RFAi4LYAQDUaQxZBEhJKG2js6GmTWSihiDYgcgBMEEOtnRUlhcsbihoqWjv38ofOKkr3pGtV7r019qdnXJ8+/s1Ut/eSHRxO83mkblEQSe+7teEESk1/oo1XOfQDXjG85QNvUD1djahbeeVcyHEGPc7XZNcZergiXE7ArPBeFzSqyc82Z/kk44eqy1aY1ea6lNNAmjdrQiOYhDhyd44Xd1bxFNAiYoi68LIWRcWaPPghv+2ajpZRo3ONdLf6niXpafH17rg/FydxxCfKChZN4HcsJA+4WHxx7nO+2Qz4Q9fT13fOPh92o9113W8FG/9J7GYlM/DLCJ1Qtq7zJ69xBSVVWv6RFC0sU9v3+wuLjIbDLpNUCdWTGN/SKRKIOow1by3Jaj9z238//ddNHXbls+WokvbXu6n7OKrpV1d29u+93zB75TZK9bVHmzL9bSGdg9g0nbFgAAIABJREFUs2jF0hm36U9r7v1jLBHVlFRqJyUnkNK2M7AQcV+HLY1JscgneEzyMSu2c26XVdVmNumlHikptbS1tHa0qqoqEIEpStDv07QJTdKma3Q2l4tyFpHiiqbazBaEUGlpeU1NfTQaiccnc605Dw76Q35/YXEJYCypciQZJ5iIRLCZi2sLbwkkOgY6W6gGQGi/pAV9LDTIIkMsEuCxCEtEeCIKiSiPR7kUZYkYT8S4mgQpwZUkV2SejPN4lCfjnKqcsxQVn34XQIAwUJQcTOxPJINOSy0hBFB6dBAJRDCAEyEIGfybelkMGal3g8azpGpG3YIlRfUNRXWzrXar3Wo1m81mi8lsMVssJqvNYrGa7XabzW612awWq9liNplNos1hs1ktZqtFEDBCiALjlDHGBEKIgIlgaOtxxhljgkBSsoYG2AdgRuNpWinMcDrAgRtlPYQQhgde+T8O8Nyrb3WGe5bMvjBVFs6hpkh3s+Lfb/6dKGLRRFI1RU4pMMazKn5cHzDM1Po4zzvsd6z3+A2rr807e3mWd/d0rW/ahifbBCSa092DKDuZC8On+QEhLGCEDRmT4aOuRtYtR60hZ8L/g+TwsxTjJ1og1JSpwjOIMV44t2lOfd3G7TuOtbePGg6q6pSVYo/HwqGAbyIXkXOg2DrrwuUAQBmVFbZtf8uyeVUuu7Uvguxm4xUSSSUQji9fMJMxRpPhfcd7L5jbpKpKT5DYeQRl0BTv7A/sae5avXimPlB3+61XhakLAL664t/bjh3dtmmDf6D/xaefAIDi0rLGefPnzJ1ns9v37dy2dMWlFqtVVdVoLFZeP7u5+YimKiGfr7SEOV2OEy3t0VDwrr/7u5179s5pmtfZ1e1yOq699jqr1QYAUrY6OdW2bnrbarHc8ZGP+IcC/mBsIDJMQ29wMPjM828mEkkAuPnGy+tqq/5/9t47TrKruhbe55wbK1fn3NNpco6aoJyzAFkiCGMwBkw0mGdsbIOxMQbjR/CzMQ8eIEwWCIQkFNEwWZNjT+ecQ+V08znfH7equrq7uqe7ZySNPs/58RvU3RXvPWGvvddeK3/+L54kKdXtdgjT7zJC4JbAKbJQEvUGMQBs3rAeACq8LK5CQgN3xs27zMP6AujO69dWFHn3Hm8/eeZsKBSMJhTbAp7nuTt2rXl675lsY+S0ugelCy+C2Vp2s+YxIATxiOX0kKtwihJC/H7Hm2LXTVF+DqAC+gIwX6a4twB8a+k4fH6BUcZ3jn4lLVzHphfrEMpVcpnK1s1ybId5i3uLUu7sD/Re5kUOkt/Ob8j+WvTy1Xge/twvz4WSyndePPuLg+IXH3tc9L7cHvoPi6lX84TUzWhPb19ZWSmllOf57DE0gyCQZdRTSiVJSiaTmqbxPJ+7sUSS6vc+dV/eEp9uKgI3rXJY6m5qHX/lSO/jLaMv39jwoSrf+iJnXfPoCyk90jGxfyLeXeJuANvODgMhYFnplEHa/g0jZCcjpge2FOF+964I6HvkpMTLAEAZHRgamMfCYYFjpgP7pFLqKXCJsu3uMDkxfvbsyctxdxiPhcKYK/MXiRx/71v/afv1H/vd3q+dvvi0rUtJjTSL0zKA5xjKqC1gjDgOcQLwInAEAQbGGMZAKQIEpgHMAstidosbJoARWBYAYzyPYkbH+bGOKudNJQUbMOIQAoxw2p8AIcoYJphSQBghmnZZQBgjQIwyRAATLDuk4uKCwkKfbeaXcWvAPM9xPMdhwgk2YZJkVDYRIQRhxBg1NDORSGIOKxyna5plWgyYRS1i00kJwbalHiCMbGsGQtL8c4KIDUNtP4asccMUGRUAIx6QhTDG3e297C4KCDGLYowpYnb9DXMk3ZaYziEgzE0RjihNJ7NYbqFiYbuY7R+W00j4ho1rqO/amBoH2g4ABZye9kh28ZbFbPXO/B2rlM3QcckTtkwHAHn/hVmqnvky9znoDs31h3kDHvPqYqDlqrPMtmIHgP/88U8W6O7weg7TNMeGe+aS6Dx+sjkwGb7n7usBgDKIKBBOYYGwYjdz8NAT5CxLqV9W3z2hJiLdm1ctiyjpuGHf8bbdm5uGJ8J7j7ZSxgDzfQNDwOi6NasVcMsQRwAT4fiJiwOr68vecvOGbD1ZFHjeEhnA6PgEdrjf+f4PJaKRjpaLbRcvTI6PTY6PHdz7cjrsCwZlh1PRDafDiTCKTU5omub0ekvKy6NJdVlNpVRfqzK8e/eeweGR+mW1FWVl55svrl+3TpYkUeCzdNPB/i6/379p/fqnnn1WVVKE4/YdO/O2m9dxHEml1GMnzp891wYANdXld995vcMhzTcnLSsSiYui4HLKZHpEhREUuZhXZn1BKPD7LJvaKsJoDLkyUNkw9MmJQENtJcastNDb2tOGEfv+rw/u3NCwfV0dxriuqrhvJLj/ZMfN21fmfXeyMJ6npul5o3YA0HVwQn4vlunT5nVCeoTg3F1lho5LdnuxLCvTZvYGJ4N0EGYjO4EsKDQol2i1WySEA1iAXI2lk8DJRYQcJI96JwBY5pRFVaZzDyCfhcPUs9gcsG/BQ4lf1gSK41NRcvB1hnwIiBPuG43uK3DIpkUVzfj4d1+6YW3NJ+/f2xH9x9HEywwsuIqHfRN1Xc8qKtOceVBQ4M+uHUKIzQUQRdE0zdzGtvfeuTHP3dTjgWQvAFT719u/2Xumt38iumpFuWrEUkb0jpWfaijamdTC3z7yR4XOZfev+fyh3u9F1TEb9VHKLAtMi6GZc4hBbkDCshOZbZGNap7agkYzLRxGR9hlbAJZB/blGzfNEGUpLim9HHcHWzlGp+ZgaNwlyj7J6XS67rrxE7u3vvPV8/+3a2gfAoYJIgQQBsIBwYjwQHjgRczzwAnI4Ua8gDAHQME0mKqCmmRqiho6owrQbMnd9jnACBEbG8GYui84dmKZ7+5CX6PNj8z09eEMrkIII4wJso0OMrKigoAIxg5ZSpvH2x2XBBOOCDyXeZJti55uO0Rph3cAQJZlCRLPcXyMixu6piqaqmm6bhABZw0DGWW2OgsASxcmEGCMkQ17UeYLpZm+iDKGLMCYPX38d6JEdIViDKaRPgpQukqRbgzN7fdjAJSx3D0wV4fTLuhlCO2z4tZZOS1qsqukvfwa6rs2psYTh74mOUiuQHCWPzkb9IkuQDhHTSsP4pvFe2Z5oeDMZr/FHq1v6lFU4H/soQfbuntEIU829IUDBw6cOHHfzTdVlJZeJR84Fg24Xc65/trc0p1KqYYFoSRK6MglsCofFXO2me7evlt3rChyyeOOZee6gyVFfsyJksCblB4+3Tk4Frpj15rB8bDkLh0dn9i6Zdvvnnv2zht3JHDRwd+/EAkFH3nLbdxsmhCj0fER7PBOBCOvvnpkw7p1e265bc8tt6WSid6uzuHBgY6W5ngs1nL+XPYZoiRKojgyOFjIEGVw4003u2U5Fo91treVlFeWlpZGImGfz+9wyG3trYTwa1evlkUBAKipVVVUSJK0d//+HZs3tXR0gmXVVZW+crzdigXaO/oAwOGQ7rht11wlvryYStN0p0N2OKTZhE9N0xhjQSRHFShxMb+DhTM9oTZUjur0+SNdk5MToiBIPHr4zm37jrd991cHbty6YmV9+Y1bl3/3VweWVRTWVRXPeN8F2vfZDk75MzHZ4/CSfpuvWcqF47hcm/jczzDbYDD7ZedybH/9YaGZD7AJHAKAUDw+B0SB5R7qEB2LCiNI6PT8Pg0zpwdl2UwHTPP+ygi35GA/xlieHZ5N/f9ltn0unMmfZ32hkQnux68z5AMAn7j2+7/v9cuSRaliGi5BkHn+kd2rNMPad/yB993+nouBL4e1c1ft2WRnG7NauJBT3AOA6qqqbHe67e5gmqau65IoqrPY4FMpA2oOhM8MRy90TO5/dOM3ACAYTU1EU5/+zss/+Zu3mtyYQ/CfGfoNAnS0/8eD4XOry26/rvaxQmetxLtsKZeptALNYz2GMoIumZie1fPWRjn9+RPJRGtn61QLXyQSm5y8ItfK0LSLx46WVlcXV1VblA5HJl2iXOz2EUzqG5oqKqsvNp8bHh5Y1GvahcTGdet5h5zQlLia8knOkpLSIlpcV/vNiWD7bw/+RTw5ihEAAUJsGRtA2F6PyDKZoac7/TgBiTISJMYLgAnWVUYpRUZGjSktfwKMAkOAAYCBwZI90SdHksXLC9/mkv12VZEihgFRYAgDogghBiztZ2ffFIwwJ4o2LMIY2/ArzQ3lcObQwFNBJoZ0mwNjhBCO4ziOw5jjeKLpupJMcgk+lUoShAHb74Sm1N0grWGKKFBmYQ4x++MzBBlWAgDDaVtZGIr0y06eUSAcNg3b9yPDXU8Ll6Jsr116HrFpSVJgeFrz0Tx70izJiaun7f0a6rs2poVEZJpGbU4bxvRpixAqKnPbZwDK6afOzu/ZMg9z/bvYjzhj9SB4c5s32GNlQ/1cf1qUu8MbPurrqiaj+lgMOQRWV8hmG7mNT05ElJVVPuxxgEssVC0eADBG3QMTOzc03L5zVTAcHxoL7ahdOTo+4Xa5VteXnzrXfN36BkM31JTC5esMGejqMLWUSWKCy8cYO3v+fHlpMcFcaVnZmg2bikvLNm7dXlJWfvLk8caGxl//+tctzRdWVlSp8fA7/+Q9vqLSRDw+PDzkKS7ULNq4ZrOim6puTgTDDoeztKRMdjh1TT1+4nh1VRVjjGPmviNH6uvqtmxY39bVtWXjhmOnTrefO6sCpyXjALBzx4Ytm1cvgZqbTCmKorpcDtsSMB1MWMAY05RkU5kUUWEkhiWemhYCAMMwCUcOn+4cC8Zv2L2rrECyiPvI8VMOSbjnhvWBcPy5A+ePX+h58NbNb79nx8+fO/buB3bN5lmZlnVJDy7dyAMVnjnxNbsC7XChvOt4pnnDFV2l8yC9mVHmguuZlwMLdRqmTJfIUlIzjOapYokEA4BJZ175colWuwVCFj27SPAMsrQlIq7pthKMTXPimU7vnDoyZqi8TLtTbNFk/yUzNSxIjHLffq0hX6Pv/cOJ3ynmtNdp8n/gXzoHEprOIeyVpIlEsqm0oKm8oHssvO/cwIHmwc89+qXakjPtof+c8cSrZBBCKKW6rmcp6LlqLufOX2hqasz+3l4vgiAYpjlXMiKijDSPvsCAIsDLi290in4A+Px/7791Ux0AtA0E7r3uRozIuZFnL469tLrstuXFN60uvc1+WBbypdcpBkxQfvpPZpRJRdtdmoTTq7W9u30iMJHGsYoauEJ4bzZOmyJ8akqRy+eVnZIkbdm6o7FpxelTx+Px6ILXHWOW1XnurF1IBIyiWioGYBcSXa6tn6w9dLHn6ZeOfdawlExTDiAAoMwygTFIxZihY1Fjgog4AXE8khyAADQRCIcNDTSNUSvTHwc5fbZgG0IwxZy4MPHtAn71spK7RF5EzMHAYMiG3JQxxIAhRuw9gjJAjLF0y1/WLQ8hhBBJ/yXtnGC3ySEEAAQTlMaHmBAsIJ4XeJfHaepmPBqPO5PxmGhaBrVMyoBZlOdJ2lkCASJ24dGOOe3+vRxip50EIBgBnBtoxzwmHEKIEYIRsv7m37/05U/8HYI0QxgQyuxaaY+H//vKdzDJSrwAxsQyqa06MdW6zKZtd2+KcQ31XRvpcaDtAKTnu23YQLN4LzvFZ4VIGSFvNN/OtaCjfTFLZpp0J/ofcXcGR0d/8Ksnr9u0ccuaNVdtsx8A3HT9FsoglISIggVCXWKe6L/IxcIKFDigwkcmEiyhodLSsng0tKyiIByJHznXs33tlKldU03Z4FhwPBDetqlhbNSX900dbvepi+fWbNweSUzVRo4fOxwOTD748DsMXXO4XAAQT6acLvd4MKSkUq+eOPX3n/s7p8sNhnb0yKHC4lIAaG3r9hRplWVFDp5jjCm6GYhESwr8jHlGh4cIwQSji21tWzZuvHDh7CTHxVOKx+MGgImxcYdDLqypv3v3ao9TXvLVo4zF4slkSvV6nHYURRkk4mG/jCaTqNrPTEqHI8hm2AWiyVhC2bmh4fadqxWDppSicp9DEISUqksCFwgnEEJrGit//tyx6rKCrWuWPX/w/Ntu35ov+34J+z4tX+Z+JH5RdtuhIVpwiuayElIzYNgCX1lVNafzSnb35YWFIpTN3vFiWo/JFAScRXUAEJAvLyxM5mvqc4kEADTDAOABgEOw2rvo4l524EjrJa358gFmxgsoI+QOlEIWPmfMdWbSO9lsgsdCjIlfs4CJgTXO/chC8dcU8rmFxuHhu9fWvjts/qg78gObt8kj7/HWwkC8rcTtTOp6TNWKnI7bNiwDgF8ebqWUmZR+4v+9VF/i+9f3/jz3iVfVsGl7WZu+GWswm08RBMGuqzPGCCGEEJ/XG4iNZcFeXA24pKIfn/zQLY0frfStBQABFd3+1z/+zCO7gnGlbzzy2y88Wl3iBYBlBVs9UqluJd1iic3nzLNPWjB/Ad4pVt665tt+50oAoIyOjI109XbZf+IxCY4u+o47HLKttTY4PDr/fM4SPpvWbwCOBBKRcCpW4vY7Rdnr9d18yx1DQwPnzp5cFOEzW0gsqqpiAKOxoMyLJR4/T7h1jQ+tbXjwpWP/cLbjJ4CsLHijVnrZYo1pFKgFIgOEAHMgObEgM0liqsK4JFgmmAajFBgFjDO4MSOOav8UtVrOjbY0eP/YIW12yTLBAYbMtO0dAGC7VpaWpqSMMUoJJjYBl6V76gABQixdX8MEE1tFM92sh9P0SoQRRoQQUZIoZZIsOpJOl8uh6bppGIahW6ZlUStN5URpoJomdWY0XhgDoEABEGIIAWYIAF5t3e8pEuzkkY1JLZP97bf+5csf/3uS0ftENlPUBpIEa1aKy+hoZwsVjM3yW58eG88jLD9D/OIa6rs23uDxxKGviTn0ToTso53ltvLnzl/GwDYwmQvCUSvfyT5fa99rvgzu+diNz3xzL8HkTXqPjp45e76t/YZt2662Zr9pgUKmIW0shiIKFLmYPD2slXkIJJCDZ5MJVOBkCQ2tXN7U0db8s+dP1FcWAmMuh5icCjvQ7g31T+4997ZbNlSUlcyqAFAlbjrdvsLC4ngizolpw8ODR16NBAPRSPhXv3pi4+Zt/OSEv6BofGIyFA5zHBeYDPh9vmgo6BS4pG7eesfdGkUApiBKeiLQ1Rlcu6KJMZZUTYeoq6ryix98d/OuPcHJyT07r3v5D/uH+/siIwOe0opEYMJ+u60796wsK0kx4+Dpnrt3r8b4slIRlmWFwjFRFNwuh25iwzBA5j0SUwyQeajwsvE4Ug22edPmVHRiy+pqnucOnWlraGi0gFWWFg2Nh/5wrO3GrStsEZd1TZWnWvoPnOrwexynW/s3r6qdGUJROo99H2PMMPIUoxgyESLTlvyVXr6zkd4ShmEYr/P8z15Jr9QwfyLMhoUCKfKBBgAGc6hMsqG+bdEeSOjlEql0cTy3dJd5HO/D6sRSvgibZpqK7Dx+WsplKtxhM3Bdjhcr5Ovczqb4XoewJ4x/P4+Ciwz1Btd1+e9S7X7okz86kdKMW9Zv+MCdv+1P/sdI4gUSufU7v37ZL7qTui4QwguEI+jdN68DgFOdoxOJZInb6ZbEtctKij3O37y04103vrUz+u8jiReuwi09V7VlBiZMrzJdF0TRNE3DMGyNfqfLqVlFAHBq8Fc+uSKijESU4YfWfrHav35wIvrd58/csFYFgAMXBmZovThFv13cyztCydaXz38sGBk2NGZZMHun5bC8Z+U/N5Teb/8YDAfbu9qX1sJnI73ystKa6ilfnBXLY8dPnonG4pfEaS0njvuLSyoaGyxKR6NTOG3J7g5jAwNjAwP1q1ZLPm9KV/sCo1mb+Dt2/MPuDR/97YEPDwdOpTFHWlgTWRZQarsuAzUBc4A5RggSHYgTEM8z02SmAaaJbJ32qSU65Y+V/ncw8exyYZNimG5HiWqOItskMWMJmDFFt2dFRkUl4+0HAJjjsG3rRwjBmONIxiACQ7ptMIMy7f8mwHMuQRQcTpmalmEahm4YhqFpGjBbLZNSSiljlFIEmCAuXQZAaYFq21SC5ziEgQiYEEwpxQQTERODUgNZFpMlKVMwRMAgaz2NMaaWnXObmeHKbH3Z1r43GdvsGuq7NqaCFUJIrqKsPZ/prNY+hMDhw+m0EJo7dZtf0i333L+MbO/iLfvs8ejn7vjVF195oy5yIBQu8HkXCNhu2rFj37FjM36ZUpQXDhwoLym+ytmePIFqP0vqMB5DMg9FLpZtEWIMBA4m4qjKz0zTABB7utrWrt2wqnb4uSMtGGBkMuotKZjKx4v8TVsaD5/ruXnr8pzWaqYmLCVuBOJJb7W3ae36wYEhlEmgJpIpTnIUljmKS8sHh4ejkTBxuEuKizq7uwsKCwuLCjFCF1paGeENCqmR8aaGeoKIy+Uqq6i2DE1TE6qiIUF1O+VoNLZm05YLF5obGxvGg+FVdTVnW1pLGldhgKqqcgBQFMVZUd45Fqgo8Hol+fiF/h3ray+/b9tu9kOiJxyJbGhs8kgwGEYCBwig3MP6QjgRDVZW1Z3qCmrJQErRqgu4niAYltXaPfq+t+zh+fTezvPcdRsaVjVU/P7Vi0fPdhd6nbUVRcmkwvOckHF0mMe+zzY6z7P+MqoJvJC+6mzaZrL02gIhVzgps1iS5+sJCxmDmFkqEQAACcCdyZvsrPMAQP+4qwBEfBlz6XKs+ewGoVw2hU3dnyKA0Ol7O50p5TJT02Wa29VrPpKoJcy9MB/kE64A5CNI0uK3m+YrIiG/PtZ2uHXooR0PP3z9e44N9H/wZjjWPnKoP07chYFk6r4tjQDwxJHWlG6WeVyhlFLgkN9363oAONwy9OyJrnu3vPUdN7/n1Pin3nDCJ8Fi3h1sxjrKFqw4nrfTK5IkGYah6/rExKSJAg6xRDFiPrmixLW81N2EkXiifWRoMvbs0Y7KIvfz//zO3MbR+UdKmzze/a8dw7/TVGZqzLKAUQCc9eoDhMjqqnfuXvl5+xeKqjS3NdstfIQQJRZfeAvfpk0bGpdV5/2Tz+u549YbBwaHz56/qOn6JZIOkxPhyQkbpymG1h8cK3B6fA4XRnjd+k1Ny1edPHEkFArOv1FkQYX9Y09riyBJDWvWYZGPqcmkrhS5fC5RdkpF77zjif6xwy8e++toYjgL3ADSwA8QY5QRDhEeeB4ECQkSEgSgDFkmmAZYFui2OxK1jVgyHloZJIVQmOdFUZQk2a/Ee2XJn9Z5wQQBs5ESAOKFdNeGDfDSqi2Q7t9DCBNbfzMjCmN30yGMCMJ2rimbUGCMEU6SJIkxoNQyDNM0TVM3KaMWpZZJqWVZFqXUYjPkVWzkixFCiOf4bzzzv10+wkmcxUxOJJzAcQIzGQUEkkPKiH3iNFpMc0PTcytXqThtRWM7sTMGOeHxEk6BNwouXkN91wZAht6Jp0yZpiVx2axEvuwScU7FbPYJoaZ0e/HPbOFjM2Hhono8pvJKS40cbP3cN2qcOH9+cGxsgeosC3F3uMqHUwBHAYup0BfCfgcFAJfTORRBBU7GKERiSVPXAImqqgiQSgqetfXlmKBXz3XfsLvUzKnSVJb4ekdCnYMTK2pLAUBXrFTMiCe1kXDUotQLwACXV9eGYsm8H8O0rKPHjwcGu/yllZIgEoQcsvy2hx8xLfrEk08CwPDI8I037FlZV2UBUjmHiAW1ty8cDVcUbdENGJwIIp4vKC7pOnVm57YtW0TpfEsbQygUU3LfZSQU5RAZC0Z7e0I11X5OuALF2JTGguEYNa2wAhiDxDFfhq4Yj0XqCmt8jsJwqri/r/fZ/WdVAzZu2GAlxrOQLzu8Lvltt28dngg/u++c3+MMDfVv3LDium3rsoudzmHkoOn5m8FwTsbnEjoubwTSyx26bsjyVVreN/MdwbVFMgCcH45MJlRGkF/kebKUuYS0MI62Lvmz5ZKagCJEgFFgmLEcHZe0PxWd1uiSX9NlFgJc3IdZpKSOAaEx/ruvNeQDgFLnTV994uhkMlnocJR73KGU8vSxrnL/pvLadWUywxjvWEGfeLWTIvGR3asA4MCFAfsiiBxZUVngd8ndY+FoUour+k8Ptbx81vHP737cXXDi7Pg/ADLfqGkpct66ZbX63GJI9sgt/XEcZ9dheI6z0aA9UfxyVaFzmYCKfvJKCwCc6hjds67mt194tNAjLxDyMcbO9P3H+b7HU6mUroGpMQaAEBACabIRg9riG29a92WHWGxj0Z6BnuHRtB0uAQiPjS0uSBCdvWPBcr9LEvPX2GuqK2uqK8+ca+7u7b9k7N7T2pIlfIaSsaiSKHL53JJDkqQ919+yBHcHXVVbT52w3R1MZo3HQmHCl3j8IsfXlu3+wIMHT7U/fujsV02qsIwIk03d0lWGMHACsgwwTcoLiBcQxwMvIEqBmszhRIwBZUAtsHE1YwhlUjwIg9snipIPeJE6J4aix+vL7hc40dbyTHM0AQhPEGSokiTdZpf2d7DnUAZeZRL4KJtJzP0xd74hBBhzHMchhDRNt2mW6UKfla76oSlHGZa27UOAAHE8JzgFd4FALWZZhPAWJ2BOIPaWIslSjkYpmnYIUpbd/+xKIGNpUz671pdbEVnIIfjhf/uLb336G/OEza/PuEpJYtfG6zyeOPQ1QcS5hRSYC4rZsC1j9jLXxMWEzH6dmT/Ou9PPf97AUgsL9I32b7DVWZ584cVoPH7JB9vuDo89+GCR3/8mnVoIgVeGZQXUMBEArF21stJLwVBAj8T1KWIPD6pqkuX11Wvqy+/avfbU2fMDQ0N/OHDANNMofdf6uuau0WA4GZvUwgGlezQwGAxblGYnm6EpIpjL62qXN9ZXV1YIs3RfKOLGhvq62poZoz6fDwCcDsfO7dvTsAfYhc5+ysAngaEkPV732lVrTp46OTg02FBeSatXAAAgAElEQVRXk51+/QP9FRUVTofcUFcjisKpM+cgR++EMuZ3OE909Y8Ox+JBPa1xfxnDAlJQUBQxHIaSKHOZKQPl5hYRAqrFhwc6a6vKVqxcL4liPB7T8ZxFYJdDqir1cwRH43F5urKLNQfxKa9ng50hWsitn7OYQAifGVcK8qlGnDIrH+rTr9rVobGZxh4SjxtKHJGU/nR7wp60QZ0lDWPRieHFWPPl3ypzS3nZ3pVMR1+uT8PMIyI3XbgAJv8VT3lT0Ib5b1xZyIeAIMgzUSsdjw0GYqUul/0tHAK/oqLg7i0NFqWf/eXJ3dffUFVV9eiu5Y9tKZ7o67jYPTQUiMd1nVImctytG5cBwA9fOR9Iptyi4BaFpKZ//LsvVbjuQpEdb+QhpU8MDQ0v/Mboum4jPZ7nKWO5ofOa8js6B+DLvzhy3aqq3rHIW/esfPj6VdUl3rwOfrPHcOjIzw/ddvDMtwLjyViIKnFqGsyW37CNB9xy5aM3PnvP1u85xGLK6Pjk+MFjB23IJ3B8bHIyvCTVlhRDPeHkSCA8z2M2bVh73123FhZc+mi2CZ/D7R2Ige3CNxAcNywTAGx3h+UrVs8V4czw9c7+GAuHWo4dDQ0PA4BuGUPhifFYiDKKENq68r1/9uD+VcsexJhDCGEMmRQ9AoaoCZbJLBOZBhgaGDpQChyPJCcWZSQ5kdOFHS7scmOnBznd4PQitw+7/cjlRZyccHt9nCxtqHt3lOw7G/jLiHJRlEWHwyHJsiSLoiw6ZNuBXZIkURQFQeA5nucFjhd4XuB5nuNsg53MQNi2WL/E189eBFEUJEmUZFF2SE6H7HI73G6nx+tye5wej8vtdXm8Lo/H7fG43W6X2+188tUnHS7CizwncJjDhMe8QAhn202j9/7dx185vZ8jnP2Rpu2gVpqYYJvaUzptM8zSFhibpVY1VzjnEq+GQ+dare/aSC8twpNskkVXLV4k6dmcyemm1dkziC1L8cq7WZHpabw8JB+YqvsthfYzzal9Ec+9SjjYtjrLxlWrdm/ZfEl1lqy7w4ETJ7Ji2W+uQTCUelhgWHc6Hb0hJDODA4rBtDKBVN9IEGFiOOujkcGDpzoBkeKiIkkUf/7i8V0b6mrLChDAzpV1e092LC8tTU6HIhzHFRWXBIMB0zBlSXR7vRzHaYnomZNH9WS8vCatDVNStcz+j9G9L+uGMT42yhG8etWqpsbGoydOAIDF2OhkuPX4/rvuf2BFY2NvX3+h362pqaqK8ux5QCk933xx+9YtQ8NDBT5POBIGgO6BQZ/D4ZVljBBPiFeWj3f3r6uuLFQdsouX3RxaanrNpEiWRCdEgEIorAu8HEnJBTnGGc8fvPD2u7fzPKcYIKxZHYzEGEBcnXJyz37s4xd6O/vHH7hlk9clq9evzVUKzRxyM5mQ1Cb65F1H0xcUY5deXDPM9K5YiM+sjtAL3dHnGUOMgYuvqHLtaijYg9FUIz5djCX9G4v6GkscAPC9k4HcCxU3sWYqPkleKNtzsdZ8c26X2f0ZMQqI2B3dlFn2VWVZniel02HelI3V5Yk2L2mMcd+fS8FlyVU+n7h2c+lXTo9/JtdrwS00PnNUk3keAJKGIXCEx/iWTcsA4GcHWjpGQ4985TfbV1R88r7dF5svRKPR5p5jRmTE7y6dTCYrfe47NtYDQHN/oMjpMC2aMg0nzxd7Hb2jB6g4YN8+gqTX39I9afVElO5Aa7CsrNTv988FSLJttzax094x7FA++5gfvHgWAP7s7k0A8I/vuWkRuEubONDy993DBwwddJVZBqMUEADi7O0H8Vjes+7TGxv/xH58NBa92H7RbuETeCE4NrooFz5REPx+X1lpcXVleSipBlIa4fiwwRITkUIBF/o8eZ8lSdItN+4en5g8eeZ8KnWJo9l24atubHQXF+uW0R8cc4lyicePEV65cs2yZQ1LdnfIVQ0tcHr8DrdTLr531ze2Rz70/LFPheLtOcuZWQzs/h1qgkXAMoFaQAXgBEQIIhwgDBwgShnYeik5Ou2m0CrL2zHGDoe/qnjrZPJUn/7t4THf+pJPFvtXTEVjCLLiLq9dyDrXtMxhXTIA6I90ewsE06AIg23gjggmHMYkbQfz82d/fdeOW/PFijMlOjP7nm3cl9Pat7DIkvBXhfbgtVrftZFL70z/RpBIjhElzABlTh+POZjl1zAvxMqXD54rjlzCBvAmvfJnW1t/8OSv27p7FuIJtrKh/v2P/NF1mza+Sb+sYVrUspKJOMdUBbwJ8HOgqOC2J0NLz1iBW+rr701R14bllYUFBZOBwM4dOx66eVPPUOA3fzjX0x3SVeoQxN7JwMxX1nVKrcLCoqqamhmu3JTmKf5gTDiOIxyXUtSRkaHg5NjOHdsBYLS/y0hFapavCkeimqbXLatduXylLMs9vT2N9WlrjWRKUVUlHA6Lojw6EbRn8Yq6ZYZpDoVCCVUFAI8sA0DP+GTXWGAikAiPqbq6FF4xBaRpWmVFeXZpUEOJpmhKSbMuhyfC65ZX2XxOmQefkAqHIy6XO5xCWg47rK1n9CfPHi0t9Lz7gV1elwwAsyEfANBZjenzVMnQJZfurLPlW8984rWAfIdGvjKovOB0EIQYx6GkPtIS/NXhwW/l1v3mqli+4UOh0xRfJR6X+cTnLo6njJkbgg5iQFF1a0GB7GKt+eaEfBlqZZrURFlG5SsT6uT+96wCIFuAbvMVh4Ih/OJcCi6XQ+xs8n/gPd84RFL/uL3sP2Wu3P5lAbrr6eOdgWRKM02fJI7G4m5ZvHNjfTCu9IxGipwO3bL2Xxz41ovnTHf5pk2bVtaUfvLO1etcCR/Tb1pXCwD//YfzJqUp3UgahkcUo6r2obs393clkGPQfosVBR/dU/mz7Du+PsOiybPRP57gvhGKjHd0dKZSqbki7+xGYRvAWJZlGAbLcQFdu6zkpVM95YXu8kL3ghc1O9z6Tz946ZYLbfvDEzQyYaViVFOYZWQSCoisqHngo29ttiGfoiotHS1nms/ohs4RDgwzMDK8EMgnCkJZacnG9Wvuv/u2B+694/pd25sa6iRJqij0ra0sESwDAAyLjilmz3hInXsPKS0pvvfOW1evbFoIZ2+wq6v9xAmqGQCQ0JSeyZG4mmKM2e4ON950uywvTnPYVg3tPH3a5oGEkrG+4GhSUwCg2Lfyj+987q5tXxe5gvT1QAAA1GKmwQwNdJ3pKmgqU5JMSTElRXWNUQtsrT5MEMdhQlD2fzHzIGLAcVxcVdZUvtf+JcXRs4F/ONH3L4oaJAQTQggmeEoYE82D0JayLU0fs/+U0XEBhNDhjlM28xRhYJRRK/0slBPumjqbK3zNOrMDoKx0ZxoN0hyJlywynOFcOjPwuIb6ro2rYzxx6Gu8iPNmefPOXcITQrhc9vU86zMX/s0OBS7B9llYPPBGrSTdVCKJ0Qv9L4UTS2++t9VZfvr0MwshfGKMr9u48b0Pv80hSW+iCcYYi8YSwXBcVZVwYAwDdUIQg5VCRfY9TqR0t0N85kAzD2qJ3xnXuU1rl8uyTCmVeGFTTY1Pdhzv7jvbN+gUBN2ybHCV+/qhYDAcDnEcV1ZR6XS6EEKmYXAc13ru9PkTr8aCE5ZpTEeDVBRFUZY1VY3GYyPDgwBwyy03FnhdsiRwBLe2dwwODcZisYb6htraWkEU7baBWCJpWfRcc0tVRcWy6sqa6ir7vpR4PGVeb0RRBkMh3TRL3O5IKqUaxkgo2jsRDAWWVqFFiXgsFho3QMqJXGOTCQwAFrX2Hm1dv3zKC/6Voxfrqktf2X9Q5tlQBMdV6Okf+85PX4zEU++677rZLu2zhzldT3wuuYJIbCyPkhO7xJodGL7yBllhrTdlDcsSIQQRAk4Hcbk5QUBhrePQwLfiWvCS8PUNXRdgTLdobyxxdE8mTo3lB2wUCSGdJfRLsD0vx5pv2ttZjFp0WphFM/Bvml0VoxabuYEzmIvkuTSUt8BquYJ65lJwuRzIJ2Df4Wb/YCj2pSde/ch/jmzwP7G68NMc85454iulk15MVdPSLavU7bprSz0APHeqy7AszTQNi7oE4dMP7di5suqD392/Yv2murq6WzfWfXBPdZMYi0Qi+84PTMSTDoGXOBJWVJ9DWlllJJxP2Ncbg6jFb3//Ny/UiT/aWPJFgl7XbX9C2Xsm/pYY/5vBwaH5H8nzvL11CIJACDFNs6mxQZbT9bHvfeo+juCFdPExxrrGn/3h7/ccPf+TyKSRCNNUnOkqoxQwAoSBUqgo3PLB+4/cvePrNsjsG+w7dvqYbcQnEC40NhqLhBf4Bddt2ZJFerMD9Kaq0qZiL9U1AFAodIcSA+OBeV5tzaoV9911a01VxaVBtWm2nT5pEz4BYDwWSunpE83r9a3dsJksXrvYdncY7epGALZqaJZEurL2gQ89eGLHqo+htKKm7ZFgn4NgmsxQmJpiapKpKaammKZQQ2OmmSnm54yk2WGaJmNMM4wa370ESdk/hfVzBwc+cr7vcd18bUvTszmfWfiHZo3fn37K4eYwxhyHKbX1qBBKe0bMBJBslsZEepez0rucZVEbEs+wcMhT7cu3zeGrQz3+Guq7NgChzG4wy04kJ9UxbULPw+3MB/lmWPbNzIUsPA7I7e5dMux74C9vuvyL1j125PH9b//hwUdfufjPj+97+9eeufFgyw8u+azbdu9aUVc3+/eBcHh0YqExsdftvpot+2bMgZSiTgbCmqZTIJqSdIhggogAHBCTWYTaDE/CA6BHb9+0orY0ERlbtmwZzxGOI8lU6mLHyB+aOxiDmoICieeHIxFZECYTidw+tPHBYUGQUvF4f29vKpUSRdHt9hDCfezPP+r3FoiInTx0qP3M8c6zR4e6Lg53t5m6BgDBkUFsqNFYVDepoqoAYJrmRGBSUxUGLBAKFRUWDQ8Pt7S28DxfUlwsSRKlVNd0VdMlgR8ZHWlqbGxqqJ8xOWWeH4tGg4lEocs1GokwxjTDHA5F7Mckwoto9qNALFMnoBsg0cwsx0Az0Cu1ur4su7h6hyYbqktcsogxEpBS46eBBHv5DyeQply3oWHh/MbshWWMZZsqZ4yfn/isHYXPFvh9PUdSD7RFfiFLBAEzTUYIsg2aZIk4ZRJSO37f94WL48/lhgVX1Zgh5SLx2OfkfnYhMv+zEhYOqSk6x9dZmjXfXEArl8OZKe6xLLfTrqNnP0j6Rzq9qY9OzY8ZVn7sUmmCxQ4LEiP8/7nikA8AajwPP3W03SuJJqXRpPbIV3/z9ScKd1c+6fQWPLJz+Ts2+v16iAfKYXzv1kYAeO5kdyCpCIQQjOorfACw70K/ohvv/voz3z86uG7Tlsa6ag6xV48ej4/2ljiEsKJyGPtl6S8e2t7V2YM87fZxXOa6+atPHR0Ixj787Rc//zi9qWpfreeR3PZCtpixlA0crN74/2vWHznb8dve3r6xuWVRbHK4YRg2LbyvP81U3LaiYoEtfKFE25OH3/Xsof81NhKMh6mSZIYBCACTtEWA3135jjv/+113/dIpp1v4jp0+1jfYBwCSIMYDgcDY4tKvKYZaxkLzNO8JHFlXW17mEi3TBIA4xW3j4fHgnI+XJGnHts2333KDw3Fp19ZoKHjx6KtI0euKyp2iDACKqux/dV9bdxulS2wID09OXHz1VTUSBQCbRDoZj1BGAWDX2r/403sO15bemFndCJO0JK9FwTTB0Jipg66BpoCmgqGCZSJK0wFWFkdZloIQQoYR6+8p8+ycgbJG1Of2dv3xwPjhbALxcqbfQgKMS7wyQjxPIM1koYwymsaHgHPi3rwFScYYtWgW+qZ1TdNgL7fENy1gnqdgca3Wd21cNagvLao7E4blrqjZJbhFyKuwGSBwJgBcNPi7zGBLZ1/96Wcu+bA/+cLquf40FDz33Lm/JnzcIROMQRAxxnC8+/Gnjn/hkjnRN7s6y8KHbhjBYCSRSGVuNQ5HIk5ZkCGmgpsCNkDmwEilktu3bKpvXNE5GNJ180LnsIvFLOCqq6peePnl0VC0zONxCAJCyCPLtYWFlmVhgPFYLDujErFYf3uHZVBfgT8SDkWjEcuyAEFba/Mfve2hT/3Fpz7zV5+2TGuwf0RJJFLxiGWZGKOW5nMDPZ19rect0xBE0c4cWzk4p39wsLi42LKsM2fOtrS18xy3a8e2stKSkiI/xigYCg+PjNhoyrKsYCIRTiZLPZ4it7u6oIDnuIl4nCckmJwmKzoyEYtOaErcXMgpmHvFNHBlVwwCCgChWMq0rMlAJJ5IWpZ16HTn+uVVDoGtqKsyDJMnUFeEyku80sJCrimomenlM8z5JARtc/YM/W9h+wDAl5547HJmFGXWpHLhQuh7F0Lf64o+e3Tyc4o1wigzKbOo5ZQJz2OHTJwyh0k6C9wefqEvdAKuynLfjKa+9dXun5waXcguaICUl+25ZGu+/NPPFnBPa7hnXHxYGgrSKVmXWZ17bBr8gxm1vhk5wYV9GMKhS+KTQf5fXwvIh4A44b5wXEMAYUUVOUIwEgSsmxLnL9+8ZWtjVemHb191fTkrE1I+h3C8cySp6EVOOaJqAiEfvXsLADx1rB0jJHHcy+d73/cfLwbAvXHjRo6gD9626uYq5BM5hFBM025YWT2W3A9Itw/fMuld/ZOxUrfTpHQymnrrvzz57IHrb675nU9cP3+8i/KNpcNpmjwb+kgvfCKhjs3M5E4fHJdWxdB1XVEWmn1gjL105tP//eLDzc2ngiNWNGApcWaZjGAgHHAEcbzjth1//+cPH6yr2AMAiWTi1LlTrZ2tuqELvKAnUxPDQ4vCFYSQwgK/ZRqMQdhgHROReCI514ML3c51VcWipQOARVlAZ51jwXke7/N67r3z1o3r18yvU+XxeHfvubmhtp5gYlnWsdNHj54+Si+nIA7gdnsRQj2tLVkSaVRJZEmkTqn4wd3fe8ctv3PLFXZaB6O0GrP9SS0LDI2pCtNSTFOYrjJDA8sESqfuuEFH8WC/87/+Xf/ut1eXvz/vx2gJf3N/159PhttfC7A3P70zd3zpiS9yHKRrehazLJamradrHVNH1GOf+fBXfvHvM6e9yZjFqAWWRS2TUZoW8ExT2WnOv7OBX77v/U/v/qer4dy5pubyP3185DsP8SLKbdLL8JNnwjZ7vUgugkhGYxehvLGd3dDL5tc1mgv7vS4A8Mi5E/DO+R7whR/coSTm/OuB9q+JAiIELAtEAXE8FgWsG7R7fO9Tx+C65Y+V+RvmefH/H6izXCJKsKxYPDnD3dsCTtd1hyggoBSICk4Jkhio6Sg6d+b4jo2rvN5VLT09LlkOjyciWPe6Xb5VqwKDg0ZOvI4RKvF4dNMcj8WGwuFSj2dydFB2ugjh29vbgeDN27e5PZ5kMkEtaiuJd3a2SLJYXlkmiFxgMmRrzVkWpZSNjY8VFRZhQ02lFI8k2rlSX1GaCamqCiksDIajTQ0NpmkkEon+gaH1a9cEQ6FoLB4IhQgGxlhlRXlX/4Bfkgo9nmzI5Xc4XKIYTiaTqipynCSnU7+BWCKcSJUqbl9Kdnh4YV5HARME+4phoAioCbwJAgUiQMoAuarEBwB/ONlR4ndTxravW4bStkhcIJwo8rsB4IF7blhSkEc5Qmb3wmVt0xGZEkd5PUtonbFfjmr7HSJhgMI6RRiAMtOiToGTRZ7nicBhjsOaxkwLM8ZRCvGkdWrsR3F9ssy9srZ0lcBdRdToXNTnkcmZodBIcsEAGAkhnbmI4eS59D6shZdszZc/OBCxqVPKMYQZpQgjBgCUpfUMYDq30y70pdtmZnb3TYeFbCl7PbpUmnyU+05eBZdFQT630KiZAZ1OK7f6xLX/9VzXWDxR4nQUynJE1fyy9JG7tvhd0jPHOx5/5fxH7926oprneX6TYRw+fOTJs5OKYTpFwcFzpT7nslJfKK70jcfCiuoU+AqPO5BUnjrWUban5vlTPdevqd65pv6Tf7rj8z8/MBpMDE4cYt7j9g11C40/2ht1CrxJqWGLFSN0y7ra0SAnKF/cUTF4IfDF19PZL2n0no7+UbDlHQXWYxhx8wBObsEERcZYb+C5l099bnI0oStMTTDTYswChBEPwAjDiFvdcO/bbvtmJpOod/V22XxOjuNMRQ0sWKKTEOLzekpLiioryn1eDwBQyrpGJw3MGRYdiGtyUqvwuSRRyPulGqvKTIu2D42BIOkMDcQ1R0KtKyuclZliiZTS1TcQjsU4nresPHQJUZTWrN1QUVGFMaaMdnS2jwbScDoZT1E1tYS7I8uO7Tt2e72+aDRy+tTxeDzadvqkt6CwqqmJYTQeCwUwLvMUyoJY7Fv5J3ce6Bh6Zu/Zz5qWYmM/2z2OWcyiQC2gFqIUMWCUIsGu9UG6SKScf95xML1PecNVAvFrZmjGtQIAg0VOjf+9N7hubdkHXM6SK1mlmCN/McPYEAA0S3V6+QwLNA90zDX4a21uh0dnZi0NkyKCASEGdk9gWtJzBvK0k2Iwndx+1Y5rqO9/+iAc4gSSC95svnN6Edkl7ByoRjjCcfhS3M7p2dxppu0zfpmnIWRJu8Dinmbql2BQKHQknw4I6Kbyaue3o0qP08ExygzTEgWCgAFCAoctAbrG93aM/eGhrf+yvHLn/G+xsqF+ed2y4+fPHz1zNu8Dnnzhxdt277rK3dhn77yplJrMp2bGAAfDcSKtTIEkQtIAKUtWBAAeNGypToejpqrqQkubmUpt3ra1o6NDV5TZGVOB46oLCqKKMhKJGEpS1TXNYAAAJj1x5FWvz7d99y6MscfjsT1cZUnief5tb3m4rb3tYkuzKEmWaVbW1MQjIY7jqGVQwwAAQ1OHuzsRAKuuAYDB4TFC+D07r+vo7BgdG9++bdvYxAQCy+8vuOmGG3r7+iKRyJFjx3Zfd90z3d1DkxON9Q2CkONFQUiJx6MaxkQsltT1yr5eatjZYjoSigbjySrdJ0u86MaiNCdfd2A0sGt9rQmcDflkiJLMRUMI1VUU1lUUDk2Ej13oj6c0glBFeVFxUUFwYvgybyKl1Bbly2+mh3KTN2jhAXwytnQLMsqscWOf00EwAp7DokB0g8YTpsvBOSROEAgGxADZexrPYYtjusE8Lk7TaWfohf7ES/t6aI1/x+2rP3iV9FfkSrm4ZPxiy6KrkQkL65bik2RsxHH4/JX9ePesesdTp35kmRghhglQC2Fi1/oykC/D76V0pkRnugBIc4+D/FhvgUZ8Tvd8cD2KD+ZVcFlsla/J83kBLQsYP+yO/IBB+gBo8n/gXH9/icupGqZD4J08X+iWlpX6esbCExElkEp9+ckjlYXur7zn5tjkWF9f38118vj4UFIvAMztWFUJAD89eDGcUgocsmlRw7KcAvelx2564cUXT3WPnu+fuPumndddB194+w1ne8f7ew/SonEwAQDqi/7kqxcHQ0nFK4keURiNxRtKCrY1VQTjyl9+7xVBwF9/309j7Cc9kR/NJfKJpi3VK+MP1h/72QA80eT5pExuHhoaXt7UuOSXCibb9p7/q+HRzkiARkOUmoABqAUMgCCgDKpKt7z97m+7ncUAQBkdGBqw+ZwAwGMSHF0o4l27ZlV5abGN9HIHxmh5ZYluWu3DE1gQ7eY9N6Y1pUX5w2WC19RWhBPJgWCME0SbIFok4CK/10Z6gUjUYIxRqsXjVM/fnbtixZqGxuU2MB4dH23rarVjr2hc/+2h+IYaWl+ylNtUXFmlmQYAeL2+m2+5Y2hooPnC2WgoGD0WLK2uLqyqsigdjky6RLnQ5eUJt7zq/uVV97906pPdo88xZlkWpPMqLJ21pyYzGFg6skwmiIgXEOYAYxjzHF+B1gKA8sBb+YKCOnZ/2/gP51yY5oXDQx+rdNyzouLtr3XGLc/0RkAIRsgWYgHEEMs4jtkO8si05tF0wQRM3SIEA2BmZYgPFOyiH6N2kiu971Ga7fK7kqz112JcY3j+Tx/p9tZ8HX3T2/ByK3coj5bD9AB/dlPfPBEhuyIrfFHVDJOd73l1vsuSc16OhM89c/YT3z90/X8fvv9nRx9pG30SIVA1SzeoKGCHTJwOzu3inA5O4JEtHvXUib/pn7h0EGars3zgHW/P2+xnuzvsO3rMMIw3xVxSVS0YjCTnELA2kbh+/Toem06IcGBgMGf0NbV0j2IttO/lvcvr6zZu3tDe2bF6zWpBzK82ORGLaYZR4fOJkixL05ooopHIy797bnigHzLdJgBQXlpaVFjwwfd/8OG3Pjw6PL5hy2Z/SQXhpVgijjHxej0AwHM8AIQjMVXVMMZ7rtteXlYSjUZnpO7GxsZ+v2+/x+NZtWrVpvXrj544ef0tN880eM2mdTnO73Couv7Ss7/Z99LzUwUEp8wT0trd3zswZ6uMicS62hoV+xkQJ0RESFHIgw/7RsJ37ly1dVV1/0jwF88dHQ9EAuH4Zd5KwzTnMdObsmhH6Ip3Z801QvpFkcdOifM6eY+Ld0oEIxB4xGFACHIZ6gQjnsOiROwbIvDY7t8ABH2hYwc7fnqVbLxZKReC6dNtS7xlOohhVUPhC1e8ZWSZbxm1Qxw61cinq2yqypdtBKA5Rg7WlMrLNAQ4o+9lkQKeH7npL+cEz6gnwP169u8FVqlzPQv/vm6h8cAFeMfXnvr+s8tvqHymWN4NANjy/vzpADVMjJBu120Q3LmlAQCeONwaVtRCWSYIRxIqwfilzujGrdtqq8ref/PquxsEnxV9zw2rAWDf+X6/Q2aMJQ0DI+RxiKl49OUzvSndtCx2aiA+GoqHE+ryChwlzxk6M3Sghjg2uTGqaEVOR1zTdYuWul13bqoDgOdOdemWFUlo7/7GM0/uW7er4tdl8l2WAdP+Z8vxZ7hnV1hEEayO2L81648otHfGKb/AkdIn9jb/r5/vfWtHe/tYvxUat3SFUZMBs/M24HdX/cW240AAACAASURBVOnbfvxnDz9pQ75gOHj05NGpFr5gMDi+CON15vGnjDlVlBfbvOd3OdfXlPkFbE/jSY2+dOT4wTPnR8MRgzE9nlCCobyQr7Ky+rbb71mxcjXHcYqqHDp2sK27DRAyTfri0eiPX4rGU4tr50MI1dU1lpSU2WdiwtA6BnptZn5VVc0dd91XVFwKAOODg63HjmnxOAAkNKU/OBZKxuxmvzu2fP09tx0q829O5/tzycAIMUCMMssAU2emyeyplfAOagCpd7/XXLsunEw0Fb8r+2HmmmbDqZnNfq/D+NxP/5YX09bwdMpoIc0xs8lt8zfafeCBj1smMw1qmZRajFqMWun9kNGMlAudEnfJ+pwxeq3Wd21creMzP3wfJjAjWmU58mvTy3SZTBCake+/xBEBs8Aju9IN/XZT8qLGD1/+7NqaW+7b+f5iXx5RbGqkty/DVJ5v/jAmyCERSuO6STEGShnB2OXgEEIcT0SeMAZJxXLIBCFkmEzV2M8Pf7yp7JaGsuuqi9b55pXctK3Y54J2Z1tbO/r6bti2bXndsjfEcwxhXFO/IRoYikTSXBpB4EyT5nacm6YZjSWtefd0RVEsU8/uOAIoKfBxEMm8gjUwHr53z5qaisLmltZg3Nq0fWsoFGpaubyzpS1XYiSpaRFFKXK5JJ4HgJqaBgAo0vXR0dGkMsWN0XXzXHPzhrVrs59QSSXOnTsp8LzDKa9YtQoAKusaBZ7XDcPSdU4SOUFYv3O3v6CosMC/bfOmoaEBwzA4jquvqx8bn7BNIDDCiqox3dj73PMFRUU7rt+zasUKNZm46dZbx4dmVthUwwgkEj5ZrvYXTGhJTbd9HaRyvyehpp54bq/bLb9lw+651o2u68WFPmfmEvGgJcHHgZa78ibCca9TcjlEAFjXVLGmofx3R9qpqSeTisMhLTnUwxhLkmhZlp4vfJn5smlLzwVkW5Z66Ef0zm71v0SRcBwSeMIATEoZMFEkPI8JRqpuigKXTVQJAkYYqMUlFYsxcDqIplKBx6pGW8Z+v6H6Lp+z+I3de7MpD4uyUxNJgy79LC4QEHP5IX7lJVIRAmYxillmVgBCyA560vskZSzHvHjaJj/D1IFNR4CL2fmLiufkO1iQGOcezwv5LH4Y4UWE0dXuh762/yKl7HD70Dv/Lfjnd39iz5qPNne9FA4E1rj0i4GY21kwEovX+j2P7F4FACc7R/2ypFuWapoPXbe8wCUTjN73Hy++77YNN21vkM6fX15RcODAgaAla4YV03SREL8sjceTH79xa3NLa8tQUOAw5/Tds63pb378h8mI8vbrV9+3/W8Od302qnR56U1f+cXTDuJO6YZbFBBCHMb3b2sCgOdOdodSarFTZiYLJ1RqefsH3n3Lhve82vO3UaULZb3SMGAMhEM8D+g1CPQsmjwTfm/nqRWrnF/VVVJWVprLdJhrUMZah3/8aus3ouGUprBknGkaoxQQsUnCSJLke276qz1b3ps+NVSlua05mUraKTwlFo8t3nXdbt5LTETKHbzb5cz7mEK3s8Dl6Bqe0AlvURbQITYWrPG7xTkInxWFvjLK2ofHKSdQygCBqWr6HELcHo933frNhYVFAGBZ1rmL56KJaPp8b48fuagugRLo9RVs375LlmUAiEYjg2MjAMAJ/GBgDEzT43BfbL+gZcSubXcHXhSb1m8AjoSSsaiSKHL53JLDIRW/dfcTg4HDB5o/m1CG01l726CFAUVAdQYMMcYwYYRDHIXAQw+6q6rtM8Ah1ItcgWaGsiqac33glvA3+2NPrSx6f8bZ77UdGCObRJNhItAcHz9AOC0LjPCcdIPlFdXAwDIoMMbxQE1G2VTOyy73pTViMr62lMJc/bZXB78E4Fqt73/4UMwQydA17eWaiuvTFVamoSnMU3vuzrO2L5XTZfM+69Kb35VKWfI8utC/959/9q7OoZlFuSNtLxI+vSmMRE6LInLKWBCw28V5nJwgYEHATgdxyJzbyYt8mh/LE8xzGGPgCHI6CMehvuC+fa1f+fYL71jY55mT5pd1dxgZH3/9J0lBQemj//7sb1pilXVrfT5/TXW51+suLPQ6nTIAUEqjsUQoHJsf8lHAjDFREGlmz0EAAihmpnh1tmN414Y6AOA5sml9fWW5a2hoMBAK8w7H8uWNRR6XDaIGQyEAqPT5pOmXSxCE2tra6soqkpF4J4QLR5Sf/fLXg8PDyWTS0A0AMC3rD/sOuNxOW5ATAHTDAIBYLIYAHJK8bt0Gl9Op67og8JWV1SlFtSwrEol4vd40mDSMwGQgNDZKGYsqysEjR7t6ekrLy71+n9PjzgmJ6EQsFlOUCp/PJUmE4PLK2hXL19SVFpb4XL8/cvKlAyfuvH3Lux69xSGLc6A+rKqa1+vLXRK2EM7UVaXsxMWBNQ1TaYtoUnG7nIpuJVNKMBhR1ctS8CeESJJo+wFOX4T5EztzP2TabrDYoVnx9uR3MQGXRCSBqIZpWf8fe98ZJudVnv2cc946fWZ7lbZoV1pVq9uSJXdsDDbGNFP8JdSEAB8tJIFAGpCQLyEmtCSEEBIDNs1Y4G7LlmXJ6l0rbdP2Nju9vP2c8/14Z2dnVytpVZxwXfhcq+uSVjPvzLxzynM/z/3cNwPE3WStJGJZcvUDqWVTTXc0w7FsZtsMYfB6iM8neFQiSViRccAvYAyJ/Oj/+t5bbOrrTqStq4B8MnIQkZHaisRrL1eDMCrJc3NGOXVYEbm5cQ8AzIiYs5K/z4J58yX7Flwj+shNn7zAGqFjwnfOb+e7AshHkGJmb5/Ka4oglHk8tsP+8fF9//CLsbD/HR962xvuXNvywS2Ni4VUuQDrltQAwOP7uy2HZUyTMh5Q5PtvaAeAQ93jU3n9B8+f+PC/vlC/ZEVbWxvGWHWy1RAPIMqBa5Zd4fO8dVPrKyf6AEAiQopIm9trUlkLI/TdZ4984JsnKj0Pra/7qqjf+MCG+hY5Q6y8gHHaMFpqQhG/+syxc3ndKveoKcNURdFtL3zmSN8HvnGy1vutDfVfdfLBXIppGaZluJbjeo4ZOrctTp3XpP6Qs7sOpu5JS4/GYlNwUc0kzvlwbM9/PHXbz5/8cu/p7MBZe6TfiU/QXIrZFlAHCJDVy+756mfOuJCPUtrZ3bn/yH4X8mHKkhMThrbQzleEUDDgb21evG3LJpE5AOA2713EeQ8htKS+qr0yBJYBABZHvYlc/0T8IrhiWUN1pYIJAj2emBfyybKydt2mbdtvKysrZ5z1D557ef/LLuSbiBn/+qupPaeMK+wCI3gkPpnKZsD1e2jv8BUUGgAE4eSZE+fL/Nqm2XnwQNHdYTKTGIpPurzQhvIt77lp19rWjwlELQZ+7g9jQCm3TW4Z4Bai9ao0ndb6SmSzzeX3LLCYnKeDhye/eLj/n3P56Gu6u77Sdci1HAQEtkXnFDBmnVIlb/t9f/bROdcRRLANh9ruCmLM4YWfgqxLUdqqUP2DC1PWZfm3BfaRP/3Tz74Ofn5nxxNHHhVljDFGqFAKRxgAUFGpdrp/o5DTFWVCCCaC679ZVHOZteAZ4xijkpaP6cVWyIXM0EdLTZ9gttHTXH+n8xRyYa7v32UXDBc3i4bJANCZwX03LL9HIDMo4ps/ewAITcfZs/u/568exiTjUQSvKogisS3KOALgqkIYA1HERTIoJhg4YIxsi3FAhGDTpJQCY7B16buu4NvZd2xWv59mGKd7epPpdGVZmTKb9zg0PPYahqdy9T8/c2Rfz9hjB3uXLFrcXltJMEUIRFFQFCmdzl2I0jkH9Y1NpaiRVIO1EhjTOSdqQIAjPDoyxDi0Lyr0fDsOPXRmeP3qjkMnOntOnvKGQtWLFp0+fjg2Nb6otkEWxQsdMLIsRyJlAsG5aeVMw9BHRsePHjuezWcd266urm5obOju6RERHurtXrb6OssyBVEMhSMSERiCzlOns7ms1+fN53VD11pbWgDwwNBgx7JljLKxicnJ8XE7lxMUVQ6GPKIoq2osnkhMTAqStKil2TQMPZ+PpdMpwyj3+wOqWlBYwbgmHKgOB0539+3ce2RFx6I33bUpEvZf/I5NxtNgZxVvRAB7+pDiDsgYqI3UyYlRw7KrywORgKe49F490b9h9YrB0cmmmjAh2LRsw7QkNxtxhdUehDEWBFKqmXZ44JdCgcyM3LCAs2lGGQNKgXNgHICjuQVADrdveNvlvodh/dm0c0qVBVnCjHKCkWVz3XQ4R5JICEaEYEo5AIiiIAjYocyhJS2HCAkEGwZz9yHTYrHMaDw7WhtuJ/h/je2SZQGTK3FNG9WFCxfxKMfyJepgEkNYAEREziRkGnSKgHqt3qRA4Vy0v5gZ5ACijJjD3S+6WMTjJQYP7g5fovAJAOB+O0W4OPPchdV+ty3fPu/vo+RhnfRcPeQDgBrfbd/dIZomRQC6ZQNCHkn86oM3NVaGPvmfuz70lpsxcxpCUkuI1PlJY131t5482h9LRTyq4ditdZH7r196biL16CudqiAAgGXTxw5011SW1fgExzZXNJStXlyWtCXDcla3VDWozvefOhDPG6KsbF+35kDP+OnRKY8keUUpltcO90xWhto2rVrhV4S6gLii2tMzNIKJ+kdv3lQb8X/vqaMjiawkEIJQVcj74C2rzk0kf/lq91Ree/nU8LF+8Y/e+EXbzA5PnLEN5jjcbZMTBMAC4syNclERhl1cGGPhTIGUeXzC+imhNZmYahiGz+erqa5O52KqXJCqzunRX738qSdf+sboYDoxRfNpbhrAHGAFoh20LFr/kQe+v3X9gwDAOBudGD126piL9xRJLg9G1q3bxAFSqcTFlUuDAX9DXe2KjvaN69a0NC+uqa70eb1lAW9IlWKpDCKCwyGpW4aWD/o8F8JylSG/iFhaMxHGNqBYXueW6VWV0rO4Z2DoZHdfZ//gud5+I5udN6HV3r583frNoVAYIRRPxA4cO5DKpgFAN5yfPJc81muezwRsLIewF10kDXfd2o0rV61NJuMcoVB5hW6bsUQs4PUTjBVZGR0ZRIQQQtLJBCBwTJPac1upDS0/NTKiKIrs9VLOMnrecmyPrCCE6so2L61/u2ZGk/k+N61WKIu5XCpWmBOi4A1IG0RJchOpLZWbOye+V/wKLjlbNDo0lHnSMXDA0/wa7cDff/bbslcQBIzc08FV4HQ4o9y2pmHbNHKbwWkcntj79L03vbF4nTdsfMOOXU+7Fn/UKcC8QjvftMSx4zBXxapQ6KPzz88/fd/Hy8vLfxvC/tcZnr+748fP/bPL2ClFbUTArg0lnNd3wTkHjjBGFzfrIwRdqKmPX9zN5DIrA7MkXC6/ANjZDbVVAAAZPfmj5//hA2/84szrYgNxhAnEpiyTDcgSJgRhhGxKOQKEQBSxJBIAZNlUJIRzoJQhTCQRO5R5VKIbDAj4vYJpMaGEO27b9sKt9srD4VhybndBV39/V3//hx941/+MUbvH63/4QCGumsrqf/aTlwBgaW3ZykU+AduEkPr6qnIjNDIaNU3rohhGsG3bKxIRDBtkEcxiuc8AfzKr375phvWx79TgDaubMDjVFZEVG5qnoukXn+8ChIHRpsqykXiKXphNiDGKRMqCwdD4+Hgml/X7g7lcVhQl4NDZ1X2mq4tSKkpSLp1xHFsQhEhZOWMsmUx4wyE34CBAAOD02a6N69Z0d3dXV9fcsHlz/8CAz+tljAEgORQWEaoKBvO2vXzF8j379nsl6WTnmamJyda2Vt3UUj2nl7SvnPkeA74yn2d0auqJ519pbqr+4O/deaH63pw7Ztm2CA4HTIGQaW0JBbIahNzwunc4dvfW5cWn9AxHm+vLJYFXV0ScaVl/SmkimZFlKeD3XjHhEyEkSRJjzJptEV6Si3kNJ+GksRsAKOOMIQ7AGbccyjkiBBGCGOeG6TAOsiRwDgiBKgumxSnjLvVaNxljhcDFPeaT+khCG+mLHrxjxccaytr+V7ZfnamGw7ozV0VdcAt9hb1FqRXtuE+uzlkjIr82onnrW7e91PMioxwQIO6W6RGbjfdmgNy0tQNn/Hw+/0zS4BK0j4WONN6dI0cvF/IhIFvqHj4d+7ukebz099XKe0amTjHGM5ZV7lFzptVQ6S/zew73TYwncm//+8fu2bjkwW1bTp06mU6nn39x1+TwuYhSltQNvyS9/fqlAPBvzx0VCaGMxfJapc8rcrhl5eLHfv2bX+7rffe2jrtv2/7m20LPHe/fsrT+N089FcvqAVkS/OUPbOv4s/9+qcrv023bK0lhVakv979j67Kj5yaePBX/1N03dJ09+35VGoimFSMeTXq6xhIWpR4QAcGmpbUA8OgrhfZCw6GTyfx7/2nHz//ks+MjuUn9N4wBowAcMALBAlEGIiBB4KUS3FeA8S5Qd7U7U3+ukOpl7G/Pns0EAn5JldyL7zn5zef2/ouWs/U8N/WCzaMggOsXVxZuuOe2z61fcW/ha82kT3edtmwLACRRUojQ0bHKdVFfunT54sUtp08dHx0dOv8NSIpy/ab1lZHQvG/Pbd6LZ/OjqTwRhCzD3dFUkPCqsvktlMI+b8jrGU+kkxZzm/dS0RTPpUajMX26zGVlc44xv45OXV3Dso6VHo8XAHRD7+rrSqaTbvrj+YOZ3tErKcsLorh+05aKSDlCaOuNtyQS8Ry1HEqJJA3HJqxsbjw6Bghlu7siVdWIQy6ZZBcm4Az39pKBgSWr1mBZzJl6bkqvCkT8iscjV9yy+p9WZT78/LHP5IweQIUWOFfmnVHucDQYfarO8weq1+POGcb8Qbk9aZxF/DIisYHco6N9zywJ/Z/a8s0CudZ1MIxcHZeZSkOhNDfrUDv/ebY5946JKrZ0pzRFUkrspNNeDoVd8QKQ7+Gvfee3J/J/neH5uzv2Du4kAp7TzzrT1AczwG+2NQq6FDYrNf6b/4Cfpd/52keN8+faYxZwBMDTKedw9wtTqRlBMESAs8Km8PQT8aBPEggyLIdS5mrZSCIWMBIFTCk3bWo51LKZYTi66TAOGCOPR/B6BFFAooglaWaVPb9n78LVWd77lnvv3LbNo86TuX/t9F2WtF/n8c7UoCKVjf+562Txn3esavruc0fu/NtH//B7u0biiDIMAIoit7Y01NVVXoz3CyiZTFaEfCIYFqgcgAEyQbVABQBZEnYd6e0fizsOzWkmAIT9Hgws4PPE01pLU/Xdt64M+TwUxJHJ6JKaitpI8OKfghBSX1/fvLgpGAiUlVV4PD4AEIiEkOjOz+Vr1y2/bj0AOI6DMQ5HzhPgZiyfzweDwYH+/ice+5VHUSKRCAAXRLHC52uoqEAY245TFgm750dNMDgWi/Wd6UpOTlpmgVcZUJWW6nKfIj723O6TXX333XPDXXdsWAjkc2t97h1TIGuAv3T5SaADQDyd3752RkAvp5kjk6mm2jL3vqVzswqwpmlNxZKablyNqLTb7PfvL/whIjDPen7Nhs0znINtc9OijIHjMMNiOc2xrIIyGyFYILPOskKqhYNpM0q5abpWTWCXgFbdzjx96luWY/zP772cg8WlU/H8VV4nVJJBYsRLiQ8h5JcbHHLNCFRYwLZFmcN5QbmOM1qQNzgf8vH5rPzcQl9R57MYeC1Q80CQ5tlVTDR2voLLQqp8IXnFt389Bbm/XFP5ZVUoUKO9pOXZQ/Z4NicJJKzIMU3ziMLbrl8KAD988YRIiIjJD3ed/MT3X0CRuhUrVoQDvj+6tb1dSXuooUhk2/JGAOgeToxlMhygwueNaXpbfSQTn3zxxFAso33/hdOP7j/nUBb0yIaWwRyFPDIHHikvO9w3QRDCCLl8PMr4thWNAPD0kb6nj/Y98PXfJEhow8aNSxurJiYmHn38KSef9MvSWCYrYfyh268DgMO942FVoZzblIqEBL1SMtWbyJ+gFGwbLJ0bOtfzXMsyU+emzm0L2Hx3fo4Y/ZWBQINOHEn8XlR4yLCyOS3VF33ie09t2XXkO7blIASSgrw+5AujUAX2BXG4zHvvGz7515/c40I+3dCPnz5+9NRRy7YEIlDDaG5sXrt2o1KS31QUZd36Tdu236aqnvPf/5TJFuK8J1EbAGzKXOc988KEz9qy0LKqMHYs9/F9oxMu5HMMU5uKzQv5XBe+des3ezxeSunpns59R/a5kG8iIfzr47ErgHyuCx9COGebvaOD6VwWACKRssaKGp+kuN9XKpcpZuITkxOZeIxdqouaOs7ZI4eGO88gxiPegFcu3OfJ+MCJU/3ghEvcvIC7ri0u29MxMeH29H1L5rL1oTupDZfrLW/zVGfyG6+e+9OpZNc13F1f6Trksq5gLlOMz/stzzp2z7tn3/zk16nDbZNSm1GbUYdTyqjDKOWOwyhlrpcDTJua/vaP12t9v7sDAcIEzUFx5/XjlWzomi4qXoQunc65tFAbv0DEeKVrBqEreepYlFSVO5xDNkPH4wNFWRdCkO0U+vq0DFg2BUAII9OktsPdEJNx7mocSAIBhBzEbIe7SUCCESDEAJiACo4CJePYmTPHzpy5c9u2haizXNLd4doOvz/8J4/suWXF4i1N1flMtKG++ps7Drsyr+4Dblmx+PFDPQCw43DvE0f7/vrtNz6wpc2j2BjxUNAfCvpHRibTmXmMDimIhmULBCMAAXQNQhioBJoMehbKA17lhlVNsXTumX1nDdO+dWM7AGBwKsrLtPQkAIgCuWnb6myu7ZV9Z3a8NHTzptXttZXRTC6Zu5i1kaIoLc2t6XRqYmJSVT25XMY0DVFUUompXz7yH8vXbIhUVKkej2PbgND5GbDRkbHG+vr+ri7V45FlORlP3LBx40uv7DEZ83GezOfD3hlhAIJxxOuNZrPVAf/S5WsIxvVlIUUSdu0/Fk+lb9yyoq217rJolgyEdE5z75hrdCGCQUG0pvl7LlSuivgba8LlQd/+UwNbVjfPuW9zRi6naXnd7/fOK1Gw0CKVnVPk8/RcXsvjLiysTziHbIfpJkIWM00GgDgD02ZIdwhBoiBwAORwSRQQgrxObZubJs0jBxOsG4wz0A1GHW47vEBWZAAAhp357s4/WF5z683L303+B9vtHRB6k2mby1dzkdJCXyGKkquJ1gsAPrHBwmnbdgj4rvKtfvr2L/7djr/EmAFgxMGxZwwbgMPsvj632Q+m0d0M2GOzq38AcFGP8VljWVvHeZtJblz4lyuAfACwJPzhr3YN7jw5UF8W+Op7f5yFH/WnH6ZT1z/13IuVUjhrmqoghBTF55G3r1iUyOkj0ex4NlfuUcs9no3ttetbav/x8f2/f8u6ZHTsjQht1czu8XQqlfrloYGcZVX7/Zpt+yQppMifecumrmOHRuI5WSA5pNSF/X/yXzs/etda0zTOTHzjg294mxhYnbKlJ4/0JTSjzKN6RHE8k2uMFKRiDvdOlHk8lkO/9ot9m9pqPnT7dWCkMcb1ZYGdp0YcImxeVgcAOw50mzbN27ZESECRxzPZb7/rzq7uAyYacdWkN3V8pCzQ/MqZr5l6EjgIkstMczmfhch42tCMX7wMcqlDnxc7PqL6zgnnJWTVTSUHLMZFGRQvQlCIwjEBQUKmztsW3ba87c3FJ2ayGZfSKREhNjEuSrLGnXMjA4trG0t3zmgs2tl92mbzQxq3ec+TM2rC/gs57y2pryp13utN5DyIn++8N53qQssaqtN5bTCWAQDmOGY6w+fDN3Nc+AajUwMD3UAdABiKWr/eE4fLb99VVc+aNesrKqvS6VRn5ykAIIIQz6Wjianm+kWWZfWd6zbyWm1TcyEbkr/sRJIsSTWBSLEsuf/EU9wJI1DdGh8qWjkUxfwAALjJhnhusaTIAGA5TnvVe48MPgQAV7CHus1+Famt7ZXvuibOfs8dfkxSSKGgDcA4MMbm2Oi5Uw5jxCi/pBZgpFydmsxLUimLbXaSi4ObFJv36eUV3tdR3+vjt2UU6ZqluKukv27WWeAPe0qj1pJn8vOg4/xuDefxPPlVFQrQ1RYZ9IydItR9F70jXatargeA7z/1OVFEtskJBoSAUqCsYOZpOYxxJLtawBxM05FE7AJOQcCYIM6pSDBCiHGU0x2EMcD8UcjTL7986OTJW67fXFtVdckCy+Y1a1YtXbpr3/6u/v7XdD5Igeodh3ftONxb4Ve/+8E7Qxr0dHdLqRHLWw6S2l4b2XlqoPjgbUsbfnmw+6EnD37tvbe8YVW1QGyEoL6+qsopGx6e1HVjNoYhU4kMkX0ayARsDFSGfKlfH8aoMuzvaK42Tad3eCqd01csqSdKeDSabqotnMd+n3rXbWuHR2O7Xz2NAN12/dqIzzMST5n2xVzggsGQ3x+Mx2MYY9u2stmMrmnJ+JTqKc9lzLUbNnj9Xn8gKCLkcObWCV0/t74zZywtv+H6zarH23nk6LLVq6Ox2KY1qw8dPzFgGBIh4mxeik9RNMvKGubSuuqAqvQMDe8/embViqY3v2njPIIol0Z9JJ3VFFl057gFHhtkGTQVMgjAhcpb1zQbpj04kdhz7FzQp2Y0QxIFhDnBpPS+zbos5+lMjhASCvrIFfFq+Jz1/tpnNzlHwBERsG5SryoG/KJIUDZPs3nHwZxxhDHHCFHOdcNBCIAjy6IOBcaYaVEOyDKZ24rGOagqEQh2oaNuUMbg1OgLI8muiKcu7K2uDjYtqV3zWn+igSyJWfJVXiRAHIBZF3GkcmYMY2YCgESCIuZZa0ji1VefIKQOB2CYYGrPasabw/MshuJ8piecF4t+xY4+uDAVas74wtu/eN70o5PCf89RcFkg5JNw6Gh3BXUGvJJ0diz2wW89eV3z0s/c94sT44MfuDUTTeUfOTDAPeUGR7eubgOAX+3vzlt2tc+bt+yAIri1tT2dw08fObdpSc1n7908MtjvVycOHTq098CQwCWMRMo4ABCCQxJ67nBPxrSCiryoaWSDqQAAIABJREFUoWFJbeTvHn+17/upjkXlf/7+J3/+5BfGBvY0lj/AEkNlamVM0yIetSbgW9tSVYrlFCJ4JPGT92ws83s+8x+Hvvq+7T1dZwMeeTKZ8/kMXdefONSX0I0KrydrmjZlVX7fsjrl5ydeAs4QBkxIU82DX/n53i+87dc9Y986O/ozShmjQB0QJBBFJEicCGjOgX7FGZwifuOMU04pDPlDCBPw+glMi7YWLQQxhoDPMR21e+xYTbg24Kmqqqgqj5R3d5/t6e4sCVGFgeiYjHBtZY1hGkdOHLac+Xkutmn2HD1c09ziC4Y0jhbovDeSzGNBKDrvzUsQNW07nkhmY1Nc140LwKpSF75oOtXZ18ONHACkTfyjpwfGE2ZQ9ajiZd/Sirp6TjDnPBgMXX/91kQqmTF1xhmRpHPjwyOD/QCg53NeLNQuWXb44KvWAnrsS2Hq+g3XF5VFj3Q+n8tKAGEAiBo/zjqHYLqXp7hsMSnwckeSjzWFPunYtiCKAGA7alBqj+fOuiliTAp6v7Bg/vCU+crU8CuLfe9srr77Kp39OCAikmIrclFLgnOYF65fUgL+7//wax/+yv+1TAdNO1UXBSkKaa8LQ77fKm5nIUP9uprL7+b4xL+/HREmiK6SC0IIEEYcCh6UxQld/AtjnBDs/mBSSJMUlwwqsXgv0WIpaeQokXIpwj1WKu/GePGRM12FJZrg86u5lNYM2ZXcB9XjFv5R0BfZ2HETAPzouc8qHm7qoOW4ZQJnsGKNhzEwbZrTmWUxgolIsFttEEQ8zXsHhwKjnHLOGegWs21mmoxxAA4bmt/hvlzvwGA8VRDiv4g6y/lDFIQlixc31tZMxuKaYVzX0VH6lGui5iJK8q87k/t6xgBAs5yf7jt73+aVazraVtT4s1Pj49HYh++8/kd7zxQbxr78zm3ffuaIZjmPH+rZ3zu1pb1Z4IYkCQTjcDggSaKm6cUvS2NqXU21T2IS6AI4BGwD/G53n4U8kxOjjdVhx6HHukbWdzTWVYYaq8JjsdTxs4PUsVsbZonsBwOe5UsbBIG8sOeYYZkdTQ2qKOVN6+Jd/l6vNxwKM8oQJh6vv6W1Q5IV27aHBga0fD4UCYuyLGFBIMJQ/4AiSfFUGjO6buPGYDg82NWjKGowEu7s7mltaZY5JNJph7GcYSxpbRkZHPJOfxeVAf94Oh1W5V8/v4dj/tZ7bmhvayDkSoj0eaqIBAUiNQwIBkcEzQFFBs1dacWbJgjEp8pDE8mb1y3JauahzqGB0ZjiDU3Foi315ReJz3TdZJxJF5bGAQDGWCIRNwydUVaUZX+191FJQni6xZ8zoM55ai5sWuLlvFV5BWouOXvMQOcwQhhhWSI+RSIYMw62wylFhCDb4bbNABDn4Dg8q1Hb5ppOKQWMEUbIcTjnQDDyqEQkCBMsClgQELj/xUCzMvH86Eiy6+z4vgrf4jJ/9Wu399oUaC6eQuUGu0QkdBE1F4LAN9+mgZhDaLY47SUSNPg44VeVbBYxOzc54Lb2lMq3sGluZ2kABDPuWJxSPtvMvQQrLmy7Pl/HJU5+Naedb+HyLU3B937957mkZlDOQqqi204io79l86q+pLNpxRJm6dc1hKxcMpk1/vgd272K9P8e2+9QxgFsRq9vq9u+ovG54/37z44x4F3jiWePDFRXV928rmNsbGxFXZBpqdGMpcjqZC5/36Z21Ug8vPM4AIiq78Z1K545ds60KGVseCrzi1e7FjXe+P43vW/vqYE7VtR5mDaVzHKiYIw//ZZNEZ/6lZ/tHc/kw6qSt+wldZH7r196uG/iZ3vOPLrnDJe8b7x+FaIWs4zuvv69p4dE2Zs2La8kqaLQ1lBW75nqHP0BAwshtLhqyyOvBl7tGX3x+KDhdPzhnZ9OpPtSuaHC8iyqbaOZzK0bDVwxybP0KW5QIatIVpHsQYoHKR4kewq/kRREPMuDZJlIyjSTJfLdIU81IaSiorKhcXEmm85lM8mpKV8wIIgSBT4Zj57t7nQ7us183p6PXckoTcem9FzWGwhiQiyOUrrpGLrPM7++kSpJlQGPY1kG5QCgUZ4xLJFTWZI0wxgenzzZ03eqb+Dc6Pjo8GgmkZy3saKurmHT5q01NXUYY93QD/X0jg/1gmNZnOzYG/3FS6M5nQKAIoriArJsc9Rc/OEIVuRYMiEJoixJqqIGvN54IoYFgVGazaQIJqtWr6upqpEleXFTi9fnj0YnFoLb167btGbNeq/XyzjrGz52rPOwY6kAMBIfOTHyY8GzF03X+gpVWjTjdgAAGb2vueJB23JkVXHLfSLRRxP7CqwrjuaUA+bNKZw/wVLW6ZHkiwKNeNW6K1Yge/HkTlkV3MjW3WoKUi6MU8qpzRgFXrAhnaZlltywx3Y+8dbb7p5zzTdvu+vxF59ECBgtZA9ntj56wd0ME7jv1rt/64o9r+Of383BwHG7XafzMbPLdHyWVzsvbKnzS36V7jBovt/PWRLzFgDn+zuf/wmXOmwu4ybQmexQW33B2I0Ic9nZec3J5K28zghGjCHTojnd0U3KAQyD6hblHGybmSbNaU4qbaezdl5zTJPpBs3lnUz2YpWorv7+H/z8F/uOHVtIq15tVdW773nzndu2LVwS5iKjsqpBlGYCx6rq+od3nyr+c11z9d/96tV7/uGxSQj8zUff89m7rksMnNVjE+7XWR/xP3tipvC4p2uEMe62jbkjGPC1ty2uKA/DtPWcY1sC2Kiw73ABLGe25/ix7tGVS2rdbIIgkLaGSgCIp7V5658d7Q0PvutmQca/2rknq+eW1FRUhfwX/7yCINTX1y9etLiifBaMHB8de+XFXRS4wRw9l1+/cWMgEGioq914/ebBrp7o8GhlTU1xJg529za2Nge93kWRiEjIydNnNMtinMui0FJdXhMJZCbjR/pH7nrD+rfesyUQ8F7p8kSU0mDA74GUAnkBHAJcAt2BeQL9Q2eGt69tlSShrjJ068b27Wtbz3R1RRO5S9e6dXMqljQM80JRAkLItm1N09B8B7Bjcz7b2eX8ut/V+6xkrJHB/JOGyWwKhGBJEBBGCCGBYEHAls2yOSeTc3J5lkzZ2ZxjWFzXqWEyVcHhoFRbpZZHZI9KvB7i8RBJxl6v6PcK5SGpLCx5VOLzCYCAkOnNi8Njhx4ajHa/Vhsv47HkAAGn1XNV/YTV8vy7iqU28JJjHSHklxqwcFUGHpuW3AIY3FYWanNG2YxVMeeMcTcSmi73FawdiprmMym/6bQdW5iLADpv0mXx4TTZfWWQDwHxwpvGUzmfLCmCQBnjwDcsqY34VM2yP/JvO2mobumyjptWLPrYzc1njh99Yf/JnGamDYNz7pOkd23vAIDnj/ZHc5oiCBU+j+nQH+48KUnSsf6JrG5tWVb/4z++f8uy+kqf9/23rdp/usehTMAoJ3jfvLFleCrDGE8bpleWdNs5O5qYyvING9e3L+vYsLTh47cuWSwkKhXWXBXqGU9k8mZQlpK64ZPE+ze3Q0l74c/3n/3Avzxv+auXL1+uiOQPb25pV9J+kWCAWF779Js3dPeeoFCoR21d+ckzw/HagD9v2cfPRR/4xxe96ufuWvsvMq6xdG5q3NC4oXHL5LYFjlPI8179JEcIYQyEgCCAJKN5f0QRbFHo9K6dgEEAQLx6IDo2ljrBOfd4vDfcsH3T5q0Yod6TJwbOnrEtixABAGzDzMUTF69o5VKp7iOHosNDcPnNe6ZDh7LmM3sOvHjo2JnB4axh2rqhTcWoOc8KmtPCd3xgYN+RfUZyAgBOjjmP7M8c6U5dk01DkMSpbOrcyEAsEd+97+X+vp7h3h7Xgc7UtJxllJqz3/2mtzY1tV4kImpqbn3j3ffV1zdijKeSwy/t2zE8kiLIlzNiP3ku8fhLMuPOvPUwBLOS+EPp/6CUOrYNAJSxtpr3MsodBxzX1d3mlBZCrNm5gEscCVfZ7PfFH32+RI69WOK7mI7g3G4FBh/+6ifOf9gP/vpbdNqzobC5UcacC64YIqA/ffBjv4XB/+uo73d1cO6W7OZFQfy8rMzM8kDzlw7mAXtzS3OzFt6ci/9vdcEW0zxLF6+ZRhQIAHEATAphB2XIq0rlQTnokWQJmyYDDpbNim42uuFYNrMc5lBuWiyn00zW0TRqmMwVzi6OpS0t86qz7Dt6rG9oeEErFuOlLc1XL+CpKJ59I+Y4r6yta/b7/WtWdxw9l5zKzpymD25b+fLZYQD4pycPvuc7T69Yu/6WrZs+um1JuTkFeva+jW0/23e2+OAt7fVmNlYWCRTwAJXcrHFlZaStbZHq8WYzaYK4U0IpF8EwwVu8OTnNNCynssTMoGc4uqKtWVVVdgHVB1EgN29d+fZ7t5ztH35i935JQEtqKgPqJe6M1+NpWtxSV1NDSoLK4mzc+/LLu557PhAKtbW2pOMJjHE2nQ5XliOMZVUFAMs0z3R1r169EmNc5vOlMxkOMBiPyxI53d33kx3Pr1vd3N5UldCuUm4HpVNJn9dbGsGLYFqgstkrcDSaqgh7XZd2dwxHU00NNRe5b3NhVTYfj6es85IOnPNUKuX1+qqrazLpdDqdsiyzVMosnWQXzwFdkzGS38sZYIRsm3EODuWGQXXDoQxEgWCM3CVMGaeMmxbN5R1GQRBQVbnq84mmxSjlbsXPNdWUJKzIBGGEMFIkLElYVTDGSFUwAPgDgs9HfrL3q/u7n6OMXvMNZzIzJnAfAPid8Y7AFV4/pBCKLsgOsKW5BvSSEJAkiULuit/2ze3bqVPQMGAUSn9KLBymNc05p5QVzNynqRwz3M4FkzIWN85q8rEhERUenhVXcd/CTRpC8oof7hwMKDIGyJgWB/DLsovldp8cHk5k/t8v9n/l1ye23Litvr7etq18bNRrRkMCThlm2KcsqYkksnrXaCLsURzGTNvhAJVBT//AwO5TI9/8zaFjQym/3/+5+69vrgn19w/uPj2c1HTAwob25p0nhqZymkhwUJFjec0viR+4dfXiqtB/7zz5hZ8e6li9rqmp6b7N7W9ZHtq9+5UfPnUga5oIICBLokhK2wsdxso9nol07r9fPGWa5v7uUQC49/qOH37q3mWLyusjfj3XHTWfwQQhhILe2l/uy7mUNFfryHFYNKP1R+tuv+7nm1r/mDuKZXBT544JjsOpa8jBrxnwc0tD/ALD3cYYwuOeW09LvhwbAgDDiPRNdKX1SQCoqqq5/Y67V6y8LpdOdR09PDkyrCVTRjbLF6YZEhsd6Tp0IO26CHLUm8gNTMQufKqiZQ3V9QGFWpaLYQCAWpYeT9jzUTpLXfgAoH9yctfhfYmxfgAYSsHOITxkyNdkIxwf7E/FYsW0pevCpyhqR1tHW2Pz+pXrRExg2px9YGyYMaYbes7S583TlVdU3nb7G1euvE4QBMu2Xj70y1NnehEPWk5u1/GhHz7BE5lL7UjF7j4EfdFHJIVrWW360Fci/qVuPc2hQG2gDldI3erqLy2t+FhAbivOKzRHOH6+4Tb7Hen/55x2ecJUnCOhYKGMAJVQMafVVi4iPlgcpjb/ffjhl79NRKT6iOvad5GtjAjoh1/5dsfSjtdR3+vjt2K8fPZl14GkdN25C4IXqZWl4I1zxhxM4JJCLrzUb51fGGjNBxcXfp5cY+AHKOCNVIZrZ67PXQWTwisJBEuCIEuiIBFVFjBGls1th6ezdk5zDINa9jTS06llMUJQwCfIMgZXR16ZWWVNDfUffMfbN1+35n99DgTClZ/84fPv/+4T//eRQ0JoUV7jjzy5EydGgNoAoEpC32SSTsOGiF/9xf6uLz1+9J677vjsW296S1sQ4iN6yXH4qTdusM2cS7GjlPxs32D3uONQgXMQBSFSXiYQzsyUCb5SLUoZ8kVtkv2nBtYva4ASEDiVzFdXlgkC0YyLiZ75fepb37T5ho1Ldx8+9eqJ01Vhf1NVmXzRPjqMUTAYam1trSibhwMpEcEyTNtxWjuWta9eiQVhuK+/orpK9XgAIG+a+WQKAASfdyRZ4Py0V0QOnu2bsKy3vnXbmpXN65Y1Tiayo9ErT/QyINSxtMykDoGLuLQ7Dj3WPbqkYSY4Nky789xEU0PtJe/brJfjPJXKJlMZOi37RimNRqMej+r3+wVBqKyqchwnHovH4zE833Je+Dqm1OGXw8Yeze/igGRZEAjJub18DChD7isSgt2lqirE7xfCQTkUkGQFOw5k8467gIvgV1WJ10Mo5XzawFiSsCJhr4dgjDSdyRLGCAhBgYCws/NH33jy09cW+KWNnGAX0BqhuZCEZXIlu5kPXax2Zyt1fL4575EjNopd2Tvf3HYLFpDjMEYZY4xRVqz4McYpLTi5uzU9OpMOny7uleh2LlC68wtv/+K7N3ykZEWYo+JDcyAfFp2F+/ItCX94f9eYZjs5yw6rStowA155SU2kbyI5HMuUe1Wb0oGJ1FNHzp2Isa1btzbUVn3gpqU3N+AayN2yqhEAHt5VoEIkNEMWBcbZ199/29mu3lhWsx32XHeycziWzutffMeW6OTAA9uXrG2upor/HTcue/ZYf3XAl7MshFBIVXweeU1zVSKnD0WzZyfi7/unHT94dXj9xs2N9bWWZTZKOZ+dRMwxHGfb8gYoaS80HAcjFFKVd27tONvT9/yxwYd2HBzIsrKA52sP3vLZ+zYPDIzodNi9w8sWvXnnyYGMYTLGFULGMlmfIr79hmU3djR85FtP/+jl2vfdtLcxcqepIy3PDI1bRqHoRx0APtOUNRetnZcb4hdQ5kGXGsVowhKqe3y39AmOzdMY+eJpuzf6qu04GOPm5tY33HlPXV1DMjpZdAZf6FbjOKO9Pf2nTjqWBQB5jjsnEtHEBbfloNezalF1UEQEIyOZupBqS3v78ltvu8utlcVzuZeOHBzo60SOlbHwy4P8ZILozpWHKCtWrAkEgqUfYaSv59zpU6X29KGyMlFVASAYDN100+0BueAKyzDqGx/ad2SfYc2lb8iysmXrzTfcsN3j8TLODp1+es/BPdQKA8Dpwb4f/EY/1Xt5Jp/u5V88cx/jzDJMAEhr+dbqNxWadBhHXFnb8KV7V+1uq/y9FdWfuqPtqZbIg5cb70XNV14Z+tjZkV9cltJykdtpm9TlI8BsR+jzJ+rcA/HCZIQf/NW38KVaNh7+2nd++JVv/9bG/6+jvt/F8cjL/4iFguteyf5SdFXi51fqREkE5LbwXQzIXUSu86Ie67Pr7wvbGua+kyvbaTkAh3QuHk2OAcBf/eBOUQYOhZjSfYnnn54CAMq4SDDGiBBsmEw3qKbTXJ6mMnYm6xg6s0wmCKg8LIX8UnlEUWXi9ws+ryCKeE6xbvOaNR9+4F3tTU3/WxMAYdwZK4Sze7pGbvyLH/94/8gn3vuWv3nHjStVDdKT929s++X+GX7Fu27oePZE/9mx+J1/++jeSftPPviuGr+0KUIhlwCACr/aXqk0La4C4BijrAGf/OHzN/7Fjz//k4OJrOBQsB2WzmTbWxurgthCM6RHAWwKIgDohlVfFVLkAjODMb7rSO/6ZQ0CWM0NNZp5afTS0lT9rrdubagv2/Hiq30jo01VZbWRILloYwAhpKKiorW5xVsiAt7a3FJRUYEFYWhoeKC7xzLM5WvXVNXWuN0LnPOUrnPO9+w/2NLSsqmttTISVlW169zgm7evvG3z0gOnh1440KUZ1va1rS8d7jXMK6z4ccAT0amgV5JAt0Ep2a9ZKTO2YGxYYr6y5/i57WtbJews8L7NQgu2MzY+GY1OpdPpWGyqvLxcntbyxhiXlZX7/L7ShYbxlVX2kG3bpmk4zoLgX7m8jjGgDAQByxIxLabrlAGYJjVNJhDMOSIYe1TiUUSPIvi9QiggBf1CTqeaThmFXN5xz33HYQIhAsGaTi2b5fOObjIAkBUS8AuyhDGBYmCAEOSMzK5TO67VorMpaNn4rPyCObo6fNnXqfQJ8xJ9ZyYPlhjxzRuF++U6h8Sv7P1//t6/ZpTZNuPFzj2X5FlC9XQcNs19KuFzlki8MMqvaDnQCeE/ShVcXMjHsbbAK0g4dLKv6u4NrUFFVkQhY5phVXnbDe0A8NNXOt1vPKkbAY/8lk1t79ja8Y5/2BFDoVWr12xc2vgHt7TVsqnh4eHdp4bGMlkB43KPGtO0Mr/KzPxj+7oo4wLBkj8wGs+896FfP3mob82a1aeH/3N989hPv/jg6PCQXZCbQgQhm7Lb1iwGgMf2dWVNs8bvMx3aORRPaPaIpW7YuLFjcfXHb126NmJ5ndx7b1oBAM8fG3BFwtyDkhC8fnFk59HejGnmDfs3J2PjiWzOsJbXe/smfuPqhyFEli56fypvhlUlrusO57UB/5blDQDw8EunLEqP9E28+Ss/O9hzz/2bHyn3raGUUwqODbbFbZtTehn4/FLw4AK1vvNGRlp6yrN2BI0DAGYNw7GJofhBzrksy+vWb96y9eZSOLTwoeey3UcOjfefcyOLKZN1jcXmuDs4lE5MxfYdO/nUK/uOHjmaiU6x+RBmXV3Dbbe/sX1ph1sre/XMmRMnDnIjZwPZ22+/MgJZerX6iLIs33TzHZs2by3uvQCg5bK9J08M9/YgDloy5dhOIp/pGTrnsjrLw2WLKmvcKuW8X9nadZtuv+Nutyw5Onnuxb1PZdMyAIzGB/7rqfhLhwIOvcJTinGjN/53Wk5zv9Al1Q+4M7S58t4Ht57pqP39WW+j/i9XV39pWjaCLxwBDuQe3d33iaHJPZd8xhMHniwNAwURwzTJkxX8ZC4D015ofPdzDz38te/Innm6NGUFf/73fxtZnaXjdQ3P382BMEZzYBJjfFaQzOdyNYULZzh4oSV8hr1zflPf/Iv82vHBrkzRk0///O1/ffprH/3PrDkS8BDbhhLFMUjFwHE4wWBYFCEsSQUteJfshhBwQJbNOIAi4YBftinTdAem+5nnoD53eBTlrpu2b1i16umXXz7fit0dZ/vOLcTd4QpGY8PiP/7uTHtMxKekdfPNX9/x0P+57Y/f23j4xGnFjo6MjoHiA4RUSQAA3SqcgjsO9370jnW/OdytmfbXf++Or+/s+tCta0aGh5oXR0zTAA5PdRZoov+56+R/7jr5nQ+8oaPGbxiG1yOWhwMG02SO87ksAFAgGCgFiKXzjTVhw7Rd4Dc4kehorlZk0QHm9ah5PQsLCI4xxtetal7aVr/vUNeOF1/duLp9SU1FLJuPZS5GbJMkadGiRcK0VIkkSUQQKHWGB4c2rl/X39Xt8XkbW1tcpTJKKeM8a5qrGupQJqFWVjrdveWhwNqNrT6PnNNMRRJ9HvnxXSdXtdZuXrFoz/FzN69vm2OJuZDhgISAi4SIYOrgZ2AV9U5FMHQIAEA8kfAqUnxyPBEFVVVlWR6P56tCKjDbcUxVUTLZVFnAe7laMtGpmG1Z7e1t5088n89PKXUdzwFA8aD5MjiXuP6XfvCer3zwEQBgjDkO5dzGmBBC5iRcDSebMgZixpmk0eNKY/u8IgDEU5ZNuZ1zbAco447DgIMkY4yJIhK32xYjkGVBN+xY3OKMCyLGgDiAZXLNoIiDJGEXRlLbVZQCWcYAYBqMSSAKOJ93KEOWSZ8//tgtq+67JosumuyTYFbYKthJ4l1Sp+ZG9YWKqQoYZGbacAnjDdPT5MmenL9OKNZaOMPsK1EQ7Viy/HT3acsAX0jUMs78IT6bpeZVQuy8DMjnD87q+E3i53XcfcWQDwAaA28bSLIP33Hd265f+u/PHtt7dlQg6J6NbQBwpG9yPJOt9HnLPZ6NS2tdXGQ77B9/tT/kk//p/bfZuWRvb++p02eqWEwTZc2yfbIUUpTP3rf5VOeZoVgWY9BE9UNbV3z/ueNZ3fqvl07uONDzp2//Ls0efurZbwxONdZhYywvK4pvPJuvD/rfsqkNAF44PihPtxde11zVVBXqmUh85F9f+PN3bimXGMb4xg52+uhhWw7lNDNjGH5Z9knSWCb7dw/e0tXVfbR/yitJWPXfvHrx3/x0z0Qq/6V3bt268f7dJ4ey+bEK37rP/svjDmOWQ8Oq4pK937fdxZD9WdNyq52jidxIrKUu+NWOuuP7z/29aScJQUQEYMBE5Da7FsUY4aLcnPPtHy6JBuc5sBGaUm9MctqQ3xnCTY5d0ztxpiIYCXmqy8rKt22/bWxs5Mjh/VcwdZOTE6mpaG1zS7C8wkHYdXeQERsan0jm8u4ktfJ55wIdg4FAcOWqtS5wYpydHBxy+ZwAcHzUHrcw5co12SXyehqm2a093We7uk4X/ysdn1Wod83ZCWWqpJzp7TR1w+PxVtbVM8bMXN6tUjY1ty5bttJVFtUNfe+RZzAEMfJYTu7pfenhSe+FNMYXHj6Np15srnx3Piv6Aj7DEtqqHljf/CmPPI8Bg8OoQDYwOl08QJdB23Kb/QYzv1pR9fFwoPFCD3u1+xVRIjNaFQV/haLI8PSsm4ac0/HblYSP3/+LbwLA5995f3JtPQB890++ca3CszmLCF0LdlvpNV/X8PxdHE8c/IkoE4yRWwovZu6htPl1Nh8aAIiAMEaIoKLVyfmVt+LcKro2wTw6MVBMSs3IdXIoKcTz88uDJRqec+uHxajiShKBGlJVDgCmpb987BnFk1JUZFtgGWAZ3LIKieqB4WxLa8Ep27aYw4BSkCXiUYmqCAG/KBCMEBgGxwQhjBh17aEBAYRC4oqa++d9dY+qrmhrCweDY9Hoorq68sgscPPw44+f7O6uqajw+y5hurVwDc9Q0N/RsSSqSX+/40Dxlx+6dc3Du0/plvP08XNnJnMfuedmAjzIcl3nBiiR7l6/9KXOofh0y9/S2rKtjb5v7nh5PJV/blj/+J3r37J28YG9z/b39w30D1Imf/Xps7HpB9dH/KKAM5rV39O9blkr52ZlWB1LY6/Pl7Yk4FwE00YZwXN/AAAgAElEQVSqlonXV4V6hqaOdo1YNh0aj69bVtjZGVYS8XhVmX+BH1AUSFNjVWN9xaETvV39Iy0NVRUBP6XMvCg7CBMSrqoAgMTYhCAINkAmlZZFQfGouXQmNjEpSrLiUUPBIDOMjc2L+gaGdh08Xldf3d7WZFomc8yTfeMT8ezWNc2La8s6mqr6RuN9IzH3OCkPXbZnmg3K/qOn1y5tQAgJYOkQFMFwDyYGhIHocNzZc66lodKryh6PRxSFsYmp/ol0Q5mi6Vo8FpO94b6+Pj0bj8WmpqamYrGYruv5XGFQSm3btizTsiyEisIbTJIk17gpGp1yHCbJohsxuIg3lUx4ff6D534hTAt/IoRm5DrpLCXPolPCnMEobFv5JkIIdtEeEVwE6JJLXerXlNa3Z+zL49rhtDXoMEuRBUUmskRsh1PKNZ1yjgCQIGCMEAcQCfGqgkCwuwcIAnEoxwjpOhUETDCa5hAgxoA63LSZabNi1se2mWZQ5nC/XzBMns9RxsA0IJ+ntsU3tN3oka/WcGkyMyY43vMSVRw49/kqJvLOvMFXmUTZbA3PRSHZXAB/jGOJWHHM55/zBMuEEINOEbg8WtfympV7enY5NqMWnxvr89nNe9M2VlcA+b7w9i9uatk6Ewejzpj406uBfAhIjfiFr/7scFXIu6yhfEtHw/q2GgGjtS01P9175mD3eEhVcqaliMJfPXCjKon/+Kv9mmnLojCezj915BwX5dvWLZ2cnFhWH2kJkbgj6RZzGPvEG6/72TO7jw1OeUSxrGbR79+x+se7zwQVmWDsOPSZo+dsVPnRt72nIeJdFJIWB4WpqSlElMaayP3XL911anDXycGMaSmCoIjip+/bWOZXH3r84JnR2IGu8SPDifffs50zmkqlYrGp/pExRNSk5YiY+GTpT+67/vEXdp8ajAFwQw1/8V03/WjXadthOw72HD6HPn3/51VJEM3r/ICNbDpvY0GUEpq+tqn6nk1tPeOJXx/oFTBK6kZIkT9z76Y1zVVf++Wrzx1zPnjLn6mSOJ48NnNSw4wNbtGL73ywd/EerYswPJnQzuS7zn8KQzgltWSRGXASAgroJovlzgaUKoGQQCDY0tquaflsNnMFkW82kcjE4x6/X5AkG1BXT69m2xzAMUwznWGWPV/xTVm9Zt2KlWu8Xi8A9E9OHu88oafjADCZgwMTOGGLfD6ikZY3E7GZ6vQCNTzbm8McRsqDNRjj8vKKxU2thq7N+bB6Pu9KmwIAx6in9ywHYA7NJhLxyQlL0xil5RWVN2zZ7tJQKaV7jz45NBJFoADAruNDz+yDdO6Cb6aq8rTfP+lScIsanjNKni5gw6hI/hpO/Lq5/D0IMEOwqvFegczd6BjnA4kTuiMS7Ouf+l7hiRcANhdiCwOAzdOj2Wcz2fGQukwU5slbvXB8pyhhImCMUdE5xgV+jHFOeYHezzhzhT3ZdJbqvOjxrbcvSHvzhZ//1DOeJSOZO97xzmtWwLjWTUyv1/p+18c3fv03WJh3biE+20CvAPlm9+BeJJdAnYJCzLzs/zm1vVKO9QVs/f6HbggjBDkUANK5RLAMxSaoN1DYEDEqpIC0DJg2QwCGxYAXzEslCamKyDiIBDsiiALWDZbPOx5VsCzmOBw4MADLYhevUC1taW5pbNDmk6LWdP2nTz7V3tR0w7q1Qb//aj6mLElt7U1ej8oYfun0uZIQEG1sqfnnpw65/xyMpZ8/NTAQTX/8HfcsWXTk6QMnmyX98eFJmBbG+oPbrzt48pTlMFBDIa+6dWkDIaLX50+npggRLE/t2bEjM1vnpvbvvXDs0Y/dPdKJvvNS/7u3LLOjOUnEmIgblkZS6ezY2JQ7tSrD/sqwnzH+zKudIb/nhQNd9VWhikhAUCvT+ctWO4yEfW9548b+wejuw6dCft+GFe1hn2c0njRtByHAF/Xj9vh9hqaJGKfjidYVHQBQUVM9PjQcKo+MT06u3bihr+9cwjBqF9e21igaEgVRPny2a8ua5qIUjSCQrWuac5r50uGeznMTQb9aHQnYtuM4jqouKCVsc8FNrHAADpiApUEIADBQASwZ8g6O1FWE6qrC0UR2cCqTymqG5VQHhPKqGp9HZoDSthcJclVVuaqosiKPDA9HImGMieM4LspKJpO2bfl8/nQ6bdtWsdWm+CcajUanoj6fNxwKqIqay2UV1UOpM8urj89eyAv+gkzTkEr0Y6fritxxHMPJ7ht7SBSxQJBDKWMgCMi0GKU2AFgWpw4E/ELQJ9o2y2rUskEQsCBgdyXmbWpTxhiYJqMMCOMco0hYopRrGjMM5q5KxkHjDGOEEWg60zRaXaUAQE6jjAOlkM3Ra8VFyJoZbM5fnRPsmKU2rAnzQ4l5tlaPLJTKK6gickwNLlXoK0whpc51bL9QYOGTq3PWiMgvzxb5C/f99V/99M8dm02Lgc3b6DVLssWNtxYa8eA56Y/EhPi9q4F8ABCSVzz80tBEJv/Q4wd//PLpz913fWtNuLU6DAD7zoy66UuCUXtdJOxTe8eT6bxpUidv2+VeVbPt+opAf//AD54/cde6luWti979tuueOXbuheP9/QMDr5wZVQUBBKmpruLfnj0RVhWHsqxlBWTJK0kPbFueN+3HO5Mfv2vL6VMnayLek4NTixtVSunPXz2r2U5YVeKa3lQRmmkv9HlsSvvHU2/72mNf/8BtDQ2YDw29f/vS7mh+9xjP6lZjReBcX+/u08MJXQ95vNtWtj22rzua02r8Xp8sjiSzH/jGE/dvufHejS11g/3N1RPd44nnz0QjcvC265oA4JFdnVnTVEVxTnvhSDrzwW89uX7Jio/f/cTRwS+PZ/ZQhxOHY4wwAUFAROCuUdvFo9JrGLDmhZpTpDpiHl7EQgRqh2MTRJhqiKwWBGHd+s3LOlYe2L8nk0lf7mVNXTt38nigrLx60WIAYI5jZXPsAjnBUhc+3dD3d55yXfhMivaPsKvnc847VLVmIDrGaby5dpXLbl3StuzI4f3FD2tbZu/JE75gqK65RZxmqTDqAABnrNSFj3HWN3R8ZDQF4AWAwej403sFh6rX/D3vPffApsZHBEnMGzlDd8LBUHE3GM90MSj//+y9d3xcx3U2fGbm9m0oiw6QANjA3qtIqveuqLrJlhO/iR3Hll85cUuc2E5zFDuW7dhx3CTbsWXJ6lYvFEmxgwQbQJDove1i2+13Zr4/7mIBggAJUiXv95NGP0nAYsu9d+/MnOec8zyPKFQAQDyzl3GOGGIACGUrDQiAw7hIWK6TebqbasjeOdSxszp419yyW4TJQHrC+xBg7rjvl1/3gzNdo6cZn3nw//7wgX//34rSp5tH/PwF7c90YfmA1/e+G8199RiTKbvOTnNrmIAAbcs4J2uOc8j5vY7fmWcU5WY45c4EgTOZKBd2QVyb+J9CvRRCSFZzpL4JpEcKts10k1kW101m2YwQxDlCGKkSsWwmCRgQSDLxKMRiTiLp5cqcunHurnlRFM8C6s7L3WFKYDl3zuyVKxcFNBUALBc/uf/kr//yxgXlBQCwta7qu8/vzz35jg11T+xtfqa+5cp/eiwlF/zzZz9aEiBzSMqn8AHA6qr8x3YeBQBQQx/ZsuSjP3hm+Zd+ORRcvOWym6NFFT/+3dOQifvfGcFoTkm+7VLbtjdt3Jgw7OcaOl44NlAUCY+mrGTKzIuEFi2snXionQPx2sroxmU1l69bUFwQ6h0Y3bFnf/9w8sLOek5N6R23XFRWlvfstt2tPd0RgSvgzEQSYGh4RBIELRjkjIfC4c7GxjB4GOPBoeHHHvltVVn0squuLC4ubu0Z2v7W7pKS0pJo3kT1UX8ENfmGLUtWLKh861Dbzoa2V9/Y9+wf35zRDQ9g2/a6lUsMCJsQ9kASwMFAFUirkBbB9rs9MUb5IW3B7JLNK2rnzSpaNrc8Eg4dae546o2G1/cc6+obTGTs4uLiUDgkSVJlVVU8PipJEsbYdV1GaUlJSW3tnJKSkoqKimAgWFU1a/bs6orKyoLCKCYkHA4XFhaKoqjrRm/vYCye4BwMXf/+8/dmW5enNGyY2VT9yStf4Iw7tuU4tuPYrmO7ruO5rud5wHlf5hDnIIlYELCqiKoqcI4QgOgrs2HIz5NEgbguMI44A8dmjsMyhmeYXkr3XI/pBo2POumMRym3bMYBMhnP80AUMXAwbZZIeum0xylQj1sWNwzKOZgGBQBZwj5QycYeHArDRW9nvaUM9OljU8xs4iZFSYtKU1y7sHoawKvOV1wuzfBzPSnKkXD24CAkV3lk6HzP6Ot3fgshYDRrx5cbjHFGx10csqlAl50H5ENw40U3Trit6EQFlwuDfAAwL/9Te070FWrqYCozNGo88PPXfvZKg/+n73zyisuXzwYOsiBctqIaAH71xtER3QiIYkiWXMowQlctqzl4orVjJPnzV488dnjAtN2rV9R+8ZYN7e0dtkcBgSEEPnH58hNdIynbNlw3X1VGTas0PzCvrGA0Y+1u6r37O886odJly1esXVAVQvaLL7/S1tpFENJtJ0+Rr1pRAwC/25GlF6ZtRxYF2/NmRcOHG5t/te1Y2nRuu2z9bx+45daN8z988eLmU229MT1fUVAg7/q1c19uaC8PB1O2IxLiY7l7L1u2o6nvrR5n9Zq1y2rKP33Z/E0lbE6Ic84PtQ369ELT9c6kFx5uG7rv+zsuXfRQyLuMUnAdcB3uOtyxuWNzzxd6mUD+fw+C37iy5rBam+C9AEC9otbBpqF0CwBoWuCSS69atXr9RP7bzEcqNnKq4aCj69Zo4pwUPkrp3qbGPQf3+JBvd4f3Wid6lyBfU5IOZnQAQKTwRHfTSHIAAMLhyNaLr5h0sjlpU5/s57tZTKTwDQx3vLHrxZ7eBACkzZFHXog9t0Pw6LvyRdlurDX+/eRoMm1b+xr2DQwNAMBIZqg7McwgOvackcNdD3AOvtcLpUApMAaMT1aOnaz6M9XoyDz6ZstfTCL7cQaAJoaynI/J0k6EfFOoW5/xKclhE97zcc5phWYwpnzJaZvOByjofTcQYILORHHj2ptnhHSSrPqmzABna/E/02BvQsZ3ar8UPlG+hb/d87qw4ZhUkhAAlJR4sgKygiYmnrMygBTSOgUATSWhgCBJWJIEVREUkfhiqJRxP00tCshjXFOJL+AJHM5TeGzasedQwy/+8MSJ1rbzelVJSXTd2mXRaH7ugr9+fLC+beDe/3xu/dzy7338yj+7fEV920Cu7nfVspqeeLYv5bvP7+8YtToGE9GQ+tXbLioIKh+/eGnjiZNtw0kQZCIry2YV+WYPX39sxy0PvVY8f+O1m9d8evMcKdEDtn7DqrmPbD8aDSmO42Ysp7wg/IttR777/P5Lvvn4iSGrc9iLxeN+6Skc0lRV8Tza1jOSU6TMD2nzZhXJksjfRv5YFMjKZbV33HxR2jBf3duAMa7MC0a0swUK4byIoqoLly8LhkMdJ5rD4VBNedGh41ltm4/dfUlENI8dO7y4bn6kqFpTJNt2qqvnTvdus0sLVtZVDsZSqYzhzmzL5YA9j8bjIxqkNEhJYAngKZC2IDTlFElmjL7B0aDoRcNKSHBvuXTFZesWlRXl+x4PnHPLspLJJCGkr69PUZTCwsKCwkJZlnPteYFgsK+vd3h42LEdRVHKyyvC4YiiqkVFxaqqAgBl3DBtIggwgeSDyQV+KRkzpaiqJCsIgBBCBJEQgQiCIAiWl2lNvMY5UJp1wvWXKkURA6oY0KRQQBIIkQTsuMz3XmcckilvYNgeHnXTuheLu4ZBJRFrASEvJCKMdJ1mDOo4zDCoaTPLZr7hSsbwdINmdM+vK+oGTWc82/a72XEgQIBDUI28TRnPoUTX2RspJasbAObmiWcm4qQJnMxCTchkzs96wZVKzvmcoFiFRet8TR2uXnklZxzjyRYOE2W9GJ2pL18u7vrK7X+7tHRc37hf+ElOweWCIZ8qlD2zS9EdFyPkV9Js14uGNQB442gnANx/0/qffe765dXFV6+oBYCjHcN5qsIADMcFgIqC0FB/787GHgSIIZS00Z6TffG0GValkz0vffKK6BXLqxfXzmrsHhnM6GFZlghJ2XaBpl67eg4APPZWE2WMMf7lX2174De7FixbOX/+fFWW/vSiinlySuYeRsiXbGloG+xPpQlCYUUeyhgFQdVIJ5/bd+pkb/z7zx7449F+AMiY7vKqvIHRNCaAEFLDhZRxSpm/dDPOHUqvXFENAK2Do4/vPvGp/3qtqGbhkiVL1i+oaGtr+8GvHrcyCUUg/elMRJEn0Qv9aU0wShs9pjfs62AwCswD5nHqAfU4o+8kFX+GgyHcHri4SQpafISgSEZXTg0cyliDAFBZOevKq65fsGDxhUTYjLnmFJH9RBc+xllTb+/2vduN0UEAaB6iL7bjOJM5vFs9eA6DHR2pnR1xy7VkKZwyvaNte30508rKWZdfce2kkx3u7UnFRqjnVVRU5Vz4TMt8c98TTafaMVIdL/PCnv5Hnudpg71735Ei1FZFPxfXM4lkasGcuW/sfvNIa5NFcY4c3jr4XztP3MCYBWMYz2+tzDECzmkZcuZffbLfzpYvjqa6AOBf/ufBHBWdc+B0TJiQ8dO62PhMo8fPP3hu+ht5R2+EqQ2xx+wBp7ssjGV1lSlllI4JLFN2xsj2u37Q4fn+G3yKKBqh02VtJzZ5AiCM8Iw1Ic6k58E0Ap5ntn0CAH/PnfsY5Z7HGeeKggkBhoA5U2R/RAFHQqIsCZbDXA8smyFtrMMNg+sBZ9yyqUezASvCEC1UdJ067ju22hqm+eL27QeOHr3r+uvOadSeFwnV1s6SpNOe5jHx20/v8eP4R7YfO9g28E/3XPKxrUt+s/M4ZXxFdcnPXj888fkLigJf3X+iP6Ef1tVvfuiyZbOK9+54M6zKKTFvRXXJMwdOjYfytruvtf/VY8N/c8Ml86srn955cIlmPb23e3ZJwZ7mjsG0c826Jd/LWAAwnDb/6pevPnH/LVZXYnaZC6AghGprKn715Pa1i2dPUqRctWTx9n2Hc0IvF4j9CKxfVb1qWe0bO4+5TvfqutkFipwwXY+jMzVLJFmZPbuqtbGpJBKcV1bU23Iy5XIlkG1HdBynqXN4bkUkCAlNldesXhUfTTHOHVAkmNyJOjSa3nGwddXCqlsvXR6LJ6yZWSkwwJlUvDhPnbQr+cBPhTQfi1qGR0YymcyRjuRVGxaoYxaOmUwmGAwGVVEQxI7ubk2Wg8FANBpFCHV1dY2lPLnjOLquM8YURZZlpby8YnBwUJIlQggAeJ7rOC71PIEI4UgknUoFQ0HTcmGCXSDyifBTkWynWFgmVcA8j/q8fgDOmCCKfi/Q3oEf+fPOcRkhBBBIApYkLBDM/VZqyinllsMo5bbDDJPKMhYFopvUMhnngBEEVUFVCcEIEDAEqZSn68x1PM9lHgXOIaARRrluZM0FAiLmAiSSnuNwx+WhkIAQGnEcDpAykj967tt/ccNfkwvCuCN6TKDaOeIGmkHMASzVhezG1LSfUh4Wh5PntzY6apVo954zLJFIRMQ87XRJvHSG77xxwSWUey/ufw1hNJmTw8cN2c8L8t1w0WlEmjh+KafgcsGQDwAqgtf/V0Orf5CU8YzjlEWCN6+fDwA/er7+p682/NkVKy5ZOvsfP3oJADy+q8ljzKXM8rx8VUlZ9meuX3PyVGP7YIpzroaj162a89Bz+w3bXTKr6Kt3fOWx5/4F894vXv21L/3i1dJAUcqyFVEIi7JAkP8R9af6BzN6aSgYVuTltSVF4cDX/1j/l9esHuztDmtyXzzTPKSbpvnsoQ7ddsvCoYRp5alKgaZcu2rOscam7lgGYzDkoCpJ//z4ri/cvG5goMfCv/3SHR/a1cLKZ9f+fmdj0rILNFURhIFUpjIv/InLlwPAW409iiCYtvuXP3npkiWz779pc9upkwihiCJuaxogWriyOFQQVA+3D/pO9HmKoopiXyr92WvWNDU1OqQJUY5wVqGNZsN0RD3OOUIYCAGEebYbHGCijee7NCyhtEkozbdPVHoZARUNJdwhXF8dXYkxXlC3qGrW7IaGAyPDQ2/nI2RZWbxkeXl5pb8pdPW2nerqxBwAIGmj+kFkeuS9iUkGMvYfm+05hdqKskhAq+geGXCdoXmVKwRBOPNkw+HIuvUX+XxsSunBxlcyaRkgHwCOtrfuOBTm736cv2LBt1SiAkAsNbp8waI7brlNJMSjzKNUd5z2oZc6hn8KE9yeffU/zgAQB4Y4BvDLdJhPB36mu8F02rm374Hi2OaMFwc8HkOeZj7Js6EsnF6mPnuwaTjn3q8RRuidRtMTjpEDB0wm5wOzJ0hZ9hnj/0BuMqIxx0I03jTPfWbmB6jv/TW2NW5D2Zrv5FQHn6iqMvaDIrmFeWZ3fxDNvJo2RXvn1IW+KV5yzgcnrwLvAET0mw1sy0ZZ8SeUYytNvEp5EZlSMG3GKLcs5lGuG9S2GQdwPQAOGYN6Lnc9DgCGSRWVJJOOIJCJpYJte/bOr6kuLymZyYF96p6739yzt7m9fXIoOTpqWFZketSXo/Cd+ae2QfNE37h0+2VLq+/63lOzouGHP33Dd5/f/7GtS7/wyKu5v95/3dqde+v7EzoIsgt4w7yKwoB8wBn4l7s3WQVzg4r4qZ++nHvyHRvqfvb64Z54+qbmno9fvPSrf3r38ePH5pBURaCQU8+0rJRuFofVoZQJAEUhdVae2D8aisfjAKWO45zq6IuEAxvXLh4aig+PjAJAe1+ssiQvrAmlRQUeZRe8gKbTKQBUWFiIELr7ts3tnUOvbz9cEFbWLF7gUt41FENEmFi3UjTVZWxeaZFhG7999uVAQL7trluCyyt9qW9BlGIpc3FtKaUecx2BZ5Ipr6Z6tsM9Ag4Zk0TLGHbDyV5FEm6+eKkgEAAois5UpJ8DSSSTKrb6B9wshX4suhJDpbptuI4RLImOJhJ6gdgTc+ZXFhi6bui6/5yOjg5RFNVIWVFBWBIVSRIdx3XdFADIstzd3SnLsmWamhbQAgE/d2DbNkKgKPJAf7+iKqZhiKKkapogCP4kE0Xx4KEjqbTOIx7CwsSUEJymtDSj+WgZnqqpjDHLsiilCMB1OWO0fuBX2RYdhBRZCGgEAcgS9tWDx9wXsp86mnQZ46GASAQkiQQAMoy6LucICQKSREwETBnXFMIpGk26tsWygr0cLJt53pgsFId02vNDBNflgoAQQh5lRECqhvUMa+4+3jHYOqds/nnHqR5wY0YXRLR6Ha0mogUjRiY5IbIsz9fakiYAVITFRCozQ0bfaVkesVB0z23VgBAKSbMybo/IZkrz21x3xea6K/7uN1/RwkI65sDbWIz9Kt/ER0zUNiq8+PYhHwISFe/VzWcDktiXSpeFgmFFXjQ7CgDP7DuZsVzPsP/jmf0vHmz7p49egjG6fdNCj/EndzVnLDRqmBFNmV8c+PrvmwFAFgRL1OaVF3geU0VxR3P3xx6K37bxIx+/VD11avizVy0+2jn8UlNcEItGTevalbUA8N+vHNIdr3wMy9132TIA6BhM3vv9F+/ZsuiG1WsCJ5rK8jNvvfXWS/t7OZWAEJFgxjll7MNb6r7zs98lTDuiyJGiskuXzrrjwSd3n+hdO7/s/lt+8thr969YUBbm0adONRfklQ1njGhALY+E5lXmA8D2412W46XsLL3wzs0LbZf+4Vj8r2+56NjRo+UFwaOdw9WVMqX0p6826K5XqGnDuhGR5bJQ8E82LXj2zV+A7J6+io7zoyjlmAEwhLOrJocLovMRpGpS3fm6iIzKdUmJVZg7olABrKRjqC8YsIqCczQtsGnTxbHYyIH9u23buoBbZRKF783dL8lyBAOYtn2gX0gxCd7bwQFaYkZXwlpZplXlhUSpuLmnKaxK5dG5uZM9euTgwkVLS0rK/Jec7DjY2dMr4CAA9Ax3vLQnaDnh9+BQC4Mb51ReNBwbzmTSAHYynRYIUWTZV2aOaOra2pt7R38W10+gMcCHINeKiXyEhjBgGMN+Z1qpn+sGG7J3UjZHFMYXT1/EJavpMqZNyMbFPM9NHXJMCv8bY0xGkY0dPAdfgGbs37GeVZYFfT4XYQzX5tpAMUKYYIR90casGhNC6APU9/4aj27/LhGmhm8TSX3+rJk/O6ZKFGHU1ReceUcDmz73z/kUOZYpHfze63If5x5lU7oRTqyCYoL8YNH1uOvyUdflgBSZ2A6jHtc0QZYAI0QpjCZdJ+VRTRRFalvjiMW0rJmrs8zE3WHSwBjX1lRFpwEYlOEn9o5X53zenel4zX3xj/zg2Q9tXrSgrKAsL5jr8Lxu+eyvfP91AIBgwda6qi/9z7aTfbGv3nZFpZRsbT2ws5+DmQY1exZXLat5ZHvWxfjR3U0b51Xwgqqv33dbPJHaf7Tp4iUL//6JXV+4dvXfP7GHcf6RLUs621vz8rAB+QCQ0fWnXznwkRvWptKp/PxwfkG4tb23rWfk0jXzKfBwUBtOZILa+WnNj4wMm4aBECoqLpFlOXd95tSUzqoq2ld/8o/b9y6vm7N8bm1C19v6B5uPHiWYCBhZltXV1ko47Nu999KtK5csrmXg2JDVJdvX2L1xaQ1CQCmTZbm5YzAYyNu5Z8+mVUsNMaLwDKLWocbOoZR58aq553vMY2GujTydc3NkxADk91SOrdnx0eKaFfpoLAjAGIslM7rhleeRRMLxtVg8RgHA87zUSG9YUj3HTLsWgqwnsq+T6f9XlMRJpg6iKJpg+txRTEiuCtrd29/T219eVrR+7fLfHXrstNnKL2Ta+j3PGGNN0zjntmVTRg036XgZf52RBMQ5cEAcgBDCAUybigJwDghhWcamRV0PRAFLItY00XGYpgiuwx2HUo87LteykSVCCAsiFzCyx45UEJAiE+PdNsIAACAASURBVM7BdZko4UTCYwzGNlBwXQ4AAkGcgyJjx+K2zY607Ttf1McYH010CjAj+VbRGXa0GgBYWCDvGfLOqMWh0rDUG7uQxIejzp4J6hsDflWOl2Leedy03/jwP33jsa/NJEk37d0uoOs33nDaMgWZPvH7Y3MhhEX3wiAfAETVDY9sOxozzTxFKQ+HUpYdVuSPXbIUAB576wQH0CRxKKPPpfkYo9aB0Tml+XdvXnTV8pqfvXp45/Huz92yrrn55NGumEOpJ8q3r637t6f2xE0rLEvl4VDcMJ/b1zqvfF24srZEAVE8tXR20XP17S02uWNTHQDsaer1L4skEF8q5kBLf1K3bc/76WuHn9jd/LW7L1pSjY4fP37P2ornDrafSoqyog2k9WtW1PpSMUFZBEFaNqf8waf3RgOaS+m2Y137T/Xff9O35hal/vDCiS9et2Tb0c4DuudSiXH+f65aCQCP7T7h1yqHMvqyqmJfKuZQ69Bd//7sNz60dVk1UZQTlmW9+PIrnZ39hMi67RSoCgeoKctr69puCQfP3LVzItvMQwwBxhxzIAxh4jMbzqPWh4CUBa9ZWPg3g7wkdkaLpRkfUQuiZ5tZCHdrFw8yd7axI4hnZXQllWkuzssPqyWFhdErr7q+o6Pt2NFD51ENrqhauGhprlb2xq7nCQnKcgQA9nWYIyxwzn5OgWBFFjKG845HJg5le3syTcPW+ko1okZsCo2dDWUF5QXhksLC6CWXXpXFPPHuI031BEUEHEwbI6/X2z1DgfemGTckL7qo7qFUbNjMpC1b78v8oBZ/z6M0YxgAoMgy59xB6JbVz58a+PXOU//AOfXJL2is3AAcceDAEMOAeFYjFAAAn2cfbW5LYoAFv9bHGc0KdQKfoBv///jgwLKOE8A4tw2Tc84oo5R6lDKPMUYZcD5W6/Mj99xPRMjqqyKMBUyIgBHCOEtFQhh/gPreZwMhRKaSD871feUemVWS1BQKHAQ8ReHLnzwTH/HR0WntndNIucBZVTrPMGznkwuG0yeML3g6U49FQqaART/tNEGueuIlAsq4YXiWzSQRSxJCCBkm1Q0KHGQJB1Qii5gI2LIppTyZpqm0JxDkx5ETR3N7e3N7+4aVK1YvXnzORs1oQf6HbrrxZHvH9v37DfNsDOPysuJZs8rPdppM+PWOY7lft9ZVPbJ93NQrGtLu+/Efb99Qlx9Qvv3MntnRyPBAX33bEACApH3qyhX3fO8ZAPj8w6/WlRc+/JnbjB17b8oYzx3uYqGi1QtmT2wNvWpZzU9eb6hvG6grL3zwQ1tb29v6u7uM3tan92p3rJ//6J7muzbOG2w/jLgkIM/lMJLQ6yoDO3a8JSuyosiCKB1qSdRVBtvaWhQtEgkXDXafCsvg37oIIVmWMcb+5iCKwpQBRzRaZNtWLBbL2rNODLIFsnblnOqq/O27mo6e7Lh6y/pVc2uHUhlZIFpeyPNoY3PLVZdtufcj18gS4ZxjxDB4ALL/VgFVdGybCGIylW7tiV21ZbZh2syMqThoouCJpo6Tx5o+fM91F9zyhBGsXTotUZCCo9QsogCRSKQ7bi6vycvPywuFQv7F6e/vLystDQaDjmOnUmnHdWRJDoVCkiQBQF9vb3FxpaIonufZtu2X+GRZVhQVITQyMlJaVkYIYYx5nuc4TiweP9XSmZcXvvLyLRh4JC8PDp0lQ3le6UwG4LfXckWVAbDLrYlIEiMkCZhz0C3KGUcIbBc4BwRAKbdtv5kTZwxKMKaMcw6YIEKQ63KPccfjnkcpQ5RyAWFVE0SZuy4TBIwA8iIicIglXM5A00g6TTmAqmLdYNkOAg6EIN2gtsMsy+4e6jjfL3Eo2SrwvBnHwUy0+125DGGxNmC16cKE1AxU5clD8dQFFPoAgGOJkiChM6XtSUKYYW46cQIztRv5uzu+9eCL/2CkXds479S4FhHuv+rLpwc8tFv89vhUJZqH+y94v0vax++7Kr8wuOq3Oxr9PFdVNFxTktc6MJo2HId6tucVBbTr1swBgB+9cLBtYPS+y5ffsG7eF2/dcNvGBbOLIj/+1a6EaQVEQYmWXbum5sWGtkJNdSkDAEUQ5pXlb1lUdaCl/6uP7f/3+y5PDQ/ciFDGdIY7T+np0lja0l1XwFghxJeK+d2OxhHdiAY0jzHLpV95ZNtLf3/PS9t2V0RDN6yqqa1b/ONXGoU+/KXbNj759LOG7XEGhhy+74rln/3Jy7rrEoRCsjSiG7/dfvxjly798J9clxoewBivmWs/d6idqkW1pfmxtNk9mCIIp2w7GtAm0gs5wOd++nJRKPCLz10/1NfT3t7+ifUlf6zvGBaiCOOYYfztnZsP7H+K4QSaJp+Ls9US5HNuOeeEZ4EfxjMq+uUrKxdHvy7yWa1t7UahBOLktpeGnQeLI8LsDRcJ8tmyDw4WTwUvCzsnZruGgMIjSXcovbsmuo5gUls7t6Ki6tjRQ7293Wc/mEkufCdaGwaHkoQEAaBtSD+phygPnnPqzqoqrFixurehPtMVg3dnpGzvldb0rHxvWZGgKkUJw+0d2bWoej3BxHGdXQef4zSfoAgAbGvoamxTOX+PKpMhZdGlSx/2J255cXFTx3dH3V0vHNx66dJfSqQGACzbtmxbU1UAqIredW/xDU8euClj9/gpNpQr+eXcjXNJdgSIAT8fTz+/k5ExjjDyS2XAz+hDyTGYphSOP59yHGTlRs/j+TMpYHLOKaWu57mOa9uO5/l0PeZ51HVc13U9j1JKEUEYJqgOIsj5bBCEAQHGCGOCsY/3EMaEIIwIwhh/gPreX4Pz8V78M9MkY056IBA3P2IBgCiiI03i+NPRGZmVKdMtU1cRz8Bv/KyvfQ9TMpZtV1WAqIDPW5j46blzf+w33TfdXpHMeJoqRsIi9v3FOaQczxehwhiJEgEAQrCmiZShVMpz3WmXhT2HGo6caN66du05rdhz7g71x4/vOdQw3dNqa2el07qqTrtZisTZ908fevpA5+cffhUAPnnZ8o/84NmJdb++0cxDLxyoLAj9y4cuDalSa2NDUJFSOLCgonDfqfHY69RAfM+pvr3D3hfvu3PL/oOP72jYUql8Z3tbTh3qsiXVn/vlKwBwoi/WOjhqmhYPhO7dsuhk3KwqCN61sS4xMiSHoxZWEaeMMU1RRjJYUfJCoUhJcaSzd2Te7OjlW9YAgvbO/r4EJAwvHo8zSgOBYCqdikQiY15zGI+3LKNQKDS2jyBNVQEhTdVisRGCSTAYlGSZECIIQiaT5oyXl5Xcc3tpa3vfa9v3KYp29ea1w/HEgcaW2fOqN69dUBIGhxTbmV7btgVBwLIAAriuWxhWXceVFRUhdKyta8OSSsYoISSRMfPDmgipSABRzpjvPpftrXgnGS8EKAGPgpzI2JesmZ8f0lzXHRkZcRxHluVEMllWVgYAkiRHozIAUMoMQ08mk47jUEr9sqcgCIIg+A5UrutmMul4PK6qKqUUY4wx5pw3NbcCwMVb1gsEIeCCKJimMWmjzJm7nG8CVRQlxpjrOIIgcmCMeXu7fy2KWBCQaVKMkedx12UCwczjCANGSBSxaVEOEB91HIdTjxuUigQx6gLKJmtkCTsOZR4A47IiGhYFBopCRAk7LrNdRl3uuNyymCAiASOXcoEgQpCqYEyQYTFZxsAhlaaZDDMyjDHuUbZp8SXndXYZM0a8vPO7IPaAK5cBQEko1GtZ9pjuZYEq5Kmk17jwMO4sju3TrDZIkwsyTp/IozN8yQPXfP3Jfb9taD3qOTO9D4iAvnTr16ZAy+Q3OQUXBZd4Qv/bmSwOS+zsvaeu7qLfrPvyfzxzsr5l4KLFlQDwyOtHR3TDL3BhjC5bVj2asdr6E4MZ479fbvjD7hNfufOixq4RwUtWFqora0qa+5KlRQUvN3QEJJEyZriugJEikD/ZXAcAj+5obBkY/eRDz29aVPnJS9f0dLTFYrHmrn6kD4blgphploS0q1fUxtJmW38iT1V883SC8cKqaEdHxwsHW5Kmc8fmJZdXlH77E2W/39nY19f34qGOUcPMU5XF1VW7m3tHdLMkFDBcN2XZBZp6/Zq5mxdVfe0320Kq/IlLVw/1dt+jSSnDPnjw0Fvd1lnohSFF7kum7//5q9+4dWVzT2xBZeHdm+fPXrzqm4/uRAgwDA+zJ6fV+ONjfKxsfQY4BeY/RAEEQAg4Oi3AmMj3U4XyBQX3lwav6+rp6ujeK2LigAKlJVNlTLyhl96srS0tqluEhbPFqCmp7qjIy6zdpbwYs6rOoX5B7K8qWDOl4cHEMYnCNxjrONLYKBAVAOJpff+Q5qFz90bmiXZJbVXBghXvTZTSNWr2JtDCEq8umhfQZnUO9cdiDZlkwKfwNXd3batX3w1XhmkXClAuW/rLsespm4YRs14DDBTMV4/cVRhZftG8n/nUDMM0HcfRVJVi9fb1O3aevL916KnxiDPLDR3bUxDgsaIC4tmKH5+mmDzxBqMuJ8JYyYuhsUIfy5r1nb5bjbVEnot8NLP64kzKLZNESmGcv5erQHLOuOtRyzRNw3Jsx3Ecz/M812N+rc+jbIyChTyerZdihMAv4/mOSz6qQ4wDox7hmANGgDzuIYwwxuQD1Pe+rPdNvO2y9fSs2OZYjViVPQwgiVgUccYKIjwFUORT1NomOKVzOGeNjl9IkuVdGa7jCRLBeKzRK5dtOv2k39zWu2h5se9YKglEt70sfchmrsttm2kqAAeBYBsoyRJqgU3fmZVTZ7lm69ZJFu1TBcrihhUrFs6Zs6v+4LS5t1DAdT3XdSeJuOS+ooDi3r2p8url933z8d0vHxlnDK6oLsnV/Xri6c/98pX6f/zoqV3t37x90/60WlNW9ONXDk56cn3bwDP1Lf9wx5ZP33ltYrAvXx+IIQ3UyIKKwtePjddGqvIDbap6oH2AyMpVm9YsrirGCKVGu/NDSMUZgokLWl5YvXLDXIywaXltffFjrUPAacrYt6C2PBrR1KDKAVVVVSmKAgDxWIwIQiRSAQCO4xqG7rqOKEqBQMB1nVgsVlBQ4N9ejLFMJu1/i6l0CmX8gCT7xZimIclyUWHgthvWN7f0Pv7iNlnEV129ZSBhiAKiroWQDJLGgVApRD0LBJAkyTDt7Q3t1WX5YU0RBRxUZebohQV5fd3trhsGgOqKaNmNl/rcajbmPO631sM75GclgO1AoCCs5Yc0/8YoKSkBgKGhoVAg2NPTqyhyIBDw5TcJwaFQSFXV7q6usvLyRCLhuq6iKJoW8AmHgiAYhlFaWibLsuu66XS6+WRrIpletqRuwfzaZCIBAIqiIADGz91kOBO+BOdgGFkWous5ALCj7eG4dVILEM444yAQLElYEollU84BA3Jdlkp7lHIA0A3qZUER91xumEyRsShhSnlGp4qCJYlQhnTDEwUsqxgwwhyJIhZdZtmMI2aYVGbYozzL8XN52qMIAaXIMKjBgTFIpz3PZY7jAIe55Qtn/u0wxszMeS9qmNmY6owEAGBphOXs+8rC0gUX+rLHQwIMy5jZ57FFIBSSKzJun0ALZ/iSW9fdc+u6e3pGen7+xo/PXvQjIvrSLV+bujSHd2TIoXcK8uXGsPnWiHnznVf+yZ9f/RdHO4cB4FDbYE6o846NdQDw+12NtudFNXUoYyCEvvjz179y56aO9pNPv/mVdYvv+tStt1tC+NtP7onrZkAS8xR5KKNXR/PWzSuPpc3W/kRxKOB49M2jnQLGFy+uWj937uHDhz9TEHz9SOdh071i2SIAeG7/KY8xynjO3eH/3rK+8eD+3pjOgD12cHDV2qEls4sKQupAX/uN6+ZlbC/OlCtW1D6xpzkaUFOWHZBETRRzWK6xM9aTTO083n3rxvm3rlnTfKIpHo+x2IhspwSxYMQwblg1FwB+v6vJmEAvLNTUB27ZcOLk8T/sbg4H5M/fffW8soJHPn/TC/WtTU2NLmk5fYseX7HG+VZoHAMyNraHI4QRIOyn/k67/wlSa/I+Mb/gs4PDg7tP7EaA0rEYZ4xxBabXD2prG+jr6l+2aRXJKzr7zdqvbooxt8LYlodrPLesZeBEcSQ/opX6hgd9fT0H6/dOfMUkCt+B4y94dr5AVMMyjw6JI174nJ2FopvRnP5kT3vR7A+9l4EK5fzYgNkWc9ZUiMXBfJdxABhO9L6wW0kb6nt5JBiUG9a87t8KgiDIsryv/kWO9NyVi6cPH27dtbh6o38zeJSmMpmAqmYA1tZ+u67snpeOfpwyc8r4NJdbGAN8gKZRDDpNSgqy9WdOEcM5XdBs3xlnwCjzLdrHYt0LLJxM/FyEspym737hc/d/53vn3PjGX8WyLac+IKQe9Si1Lcd13XQynU5lbNtxHcejNCdEiv1Zlk0lcyJgBOCnWTD3uzcxIMpozmka+cjSP0jEACPMyQeo7/00vviLj+OpCn227goymZiwx5gBAkHEkkgA8NSh6lT2vDCFZ8PkO36ym9/plcDJv74nw3FshCWEJp/ZJKaflfFXH0gnPRYAyoBSUCTsOsyj3GNcNzyMsety4KDIOD9fdFw+Ua4/Py9y5qePjI7++umnb77iipqqynMeaiQUuvaSi88KDgVRFCzLFgQyTS6fFQTZv310Q9uQva+l3xd3OVPHpaOjLZVMmpn6lZVz8kvm+Q4N/pj45K8/tuPRz99SES74xn2Rw40nf7n9+I1XL/3hthP+X8Oq5HnesiWLDg3s6xwc/bsn9haH1d9/+spkKIQhCUAmFRmCAaWxdfCuq5cNDw2lMyandvegdbQlPjSqV1aWjowkACAcibS3t/vG4qoaCIfDuUqpKIoYE8s0ZUW2bQchVBgt8ttBLcuKx2MAUFBYaFuWYRoAQD1KESUYr1peN6e2HAOo+QUtvUOVeWGPMgwAaikyB2WWcFybKwUIoSVzy1zPHYxl3jjYOrey0HLcQEATuZLMWFmAh7iijENuQnBWrozxsUr720WAaPydT5t+I7HYwro6fxcxDGNwcBAhFAwGJEnu7e0tKi7CGMuyQgjxXLe7uwshUFXNdV3OWSKRsG2rf2C4f2CorLRo3erFsiyl0ylMMELIsixZkjDBvgwYnCtfc/bpSymIouR5riTJCCHGaFfiUDBAGIVMhiIMhkkFERkW9aeiR3kmQynjpkkRAk0jnsM5gDHGmDUsJnjc8zghWJaIJGHOQFMI+Db3Y609goDBZtTjvtmDY3PGgTEIhYhhMscF6rFkMjtdqccsyzIt9+Yt1+QFZwp+OOf98SYJSi7ga5XMbitYBwCipFWomV6TAEBIIUOJt9uv5ShVyvSO7dONoFju4JTjOgKEZviSymjl393xLQB46LUHU+mka1JGOQBggtSwGAmGP7LpZuJO3YVuorYR4Yl3HPKNLem0M/X7fvzyknkPHGhREALXY7bn5anKnVsWAcDOYz22R0WZRAOqSykmeG6xvK8/7dhsx/7fNrZuu+++362eW3q4dShp2Q6l0YB23eo5APDHAy0eYy6llkfzVeWBW9YDwIf//el//MjF2E5hjNfptiqnRkZGXjrUPpjWS0MBjMQR3SgIqHkSeqn+JAeQiGAKikPpnf/25GevX1NVXbqj8ZsfveyO6KwrIhL8UrdEQhRBQAiNGuYdmxYCwE9fbbA9rzwcGtGN5/a1zisvDJXUzJrFRPHk4lnR3+8+xUD26YXbj3b5gakvFQMYaqLBJ55qS5g25/Dg88f3dJt3bV548ZKqZ7f9EOTT3Jay7Xd4LDuMxrGfz+lACDgDDsAo5xgRBMCyPR9+u1l58NqFhX/j2ur+hv22bZvplKnrM/zWLA85B18hJbPFeauRdDa7HQeL7cErA15/jT0oolAs5Q2l9lVHV4mCUFk5q7S0vKnpaHtbyyQK35GW1xIx0a+VHe4xe51zU/gQ8wLJFn2oK/W/F8gZLt3eQaOh0Wo58MLu/vY+CcZUxBbOKfzS/1n/je/vbu0efVePYev8hzEW/V1M07R0KtVr/CecEXF0Dg1XlpaoBDuuCwC6aYquq6mqKi+/a/2uF4/cE9dPTFcSGNeH4jk0yKfEe+MBKOO+1SpjMKZ/knVumNhilvuV8xltWGdJ8GGEGHAA6OvqmWqno1kpzbHi3tg5Ed+5wodqnuvZtuPYdjKZsiw7GU8ZhuFR6qt0EkL8c+UIYb+RGmOUbecck1n0Ey4IACHKKPLfOFvZ8V9BEAKC8QdqLu+vkbFHBRFPnCx+rVhSyXg9ioOm2JXFaU0lGAMhiHOYrv1wYvaF86nre1OBvf8FXHf2EdBKABI+xvMZC6cvLtlD9TzwPEilPEHEtsf9PgQ2lg/1zcdEgjyXIoQCIUG0mUezqp7+2LBixdxZs6dUZ7Gdd5ILrigyAOi6IctThoxcFOj8MuHVv73l5SMD//zkW62Do3SCdek1SyrbTh2zTD3jOrU1Yk8sdfOaec8dbKGMFwSViU9eXVv645cPvtHYddGCyr+54fLFc2e3d/XaQ90QigIRFZGMJtMv79i1vaEFQlHQ+D0XLR4Z6JJDYQqyAKcJV+i6cbCpZ06ZRj2ntra6qal5fnWZJEvR4qo/PJ9oOtGKETiOI0tSRUXF4OBAdXXNxFYi27ZM0/LX4kxGLyo6LUMsCIKqqpZpxWOxYCgYjRZxzpOJhEAETDAmKBIOWZblMYSwGIzOJgQzMw7UFpWgwE2QwB6DppqqYWKvqiuPBJTDLQMIoarqBWndYpRigokgYIwppYxTQRAnbU5jalt8QtIQTbeNnSPvS2kqlXIc14/ADMPwHLezo9Mncuu67nkeQmh4GOXMXQVC/C1IlqRoNOrvraIoECJYlnWqtSsY1G6/9YbCwvzpE+sAEzi9OXG/8907RVHEGPtFWtNLcga6QRECImBRBNfllIEgYM6563HXZpRBOkMBIBIWogWy7VDDopbDOeeaKlDGdd1Xf+OcgYCQJGPb45KEOAeW9Z9BhkE5A9fjmQx1Xc4ZSBIOhnAoKIgytS1IplwE4Hrcc5lt26bhPPChB9YsuHTmX0os1Sbxkgubs8RLIOZwLAHArEiw3zIxgt5Y5u3b6npSlBttCM5bD0YiYRHzjD0gQsF5vfCvLn/gv7/5pxhxj4JLOQD85Td+DgBJq3XKXBSFzKDwy3cJ8o1jA5ZoGPpaSJn7qwe++cNnh3c2dVcUhQpDakPb4GjGzM2/Ucv61ocvaTnVgmTwHepWLbmsazj59bu2tA2MPvjU3r5YBiN03Zq5APD0npM+lgOA2vI8AHjzWGc8Y/75j1+cXRR56M+uPNV8YnBwcO/+eh7vKtEKU7YTkMRoQLtocWVz88mjnTGXUi4HPrZl6U9eOtSfSH/7id1lBcF/vfeZI42/aG/5rxPtCwqooUOBg0jSsIsC2oe2LgaAPU29/nTTRNGnF9a39n/tD/X/eu+lsb7uuzahjOUOd56yjIqekXTGcUSsqIIwnDEvXzKr+eTJN471hGSREZECefNY10Ai88mtyCQHpwi90WnZT59by/1Sgt8lhMdCcs4ZQxgDMEAY8pSVS4v/XsE1LW0tQyNDBGB0ePhCClyDnXSwU5y/mpTPQ2elQuhC2TFSWmQfqmRhAuXdIwNEGK4qWC4IwtKlK+fPX+T3tzPOugYOt7cnAEQA6Ijpp9Ihh52byKplupzBFv2dcuB9e2MkbbW2ee19p8XwV26s9Jj3nS9fcdfnn7Scd+s4r05/puTVA+nbaxFCwWDQtu1XD/4pJR3T4DdkUJ4yXi8MXM45dz0vlckENY1z5boVfzzU8a3jfb+c4jVoDKFB1veYn24yfWbpj7ncwwwLGIAhhCllLAv5IIv92GnqnRPF6s8j5Tr2ob4D3unFA3fyeTDmk+pyRA//oyilub441/UM3Ugmkpm0Ho8nHNvOZEwE3H8FxjinvokRR9iX5jw9KZNFltgXbMlt94DHLxkhOSrMB6jv/TWmIvTxbFYlu4XIzvxZMYwRwRgAMAbOOBLwNMmVCaUwDme2d8JEUt80oSE/wyFw5kWDd2owCqKUvUBnUZqhXjavaVvMtpiqEV/yAWPQFEESBcdhnCBNFQCAcZAkLAJg+7RgK1qQ/5Fbbj7R2nZOdZZ3AM0GNAAwDHO6hk9JcK9bGb1k4e0/emWc+VNXXmjEevdsf54zpmnKrIVr/ur7L6+uLX340zd884m3rl5eO1ESJlf3e6u556bmnsfvv3U0pX/+isXPHek+6YhLKqOuYx3rHgEAUMMAcNeGeX1tBwTPteUqCYZ9fRRDN9raOmQtZLroso0LEcYCEWprazq7ulIp00LhoKakMkZ1VUWuwFVUVByPx4LBkGmalFJCiKqq+flZuJJIJBKJRDAYsG2HUg8AybIcDkfy8vJHR+OmYRIi6HoGARIlETgwyj3qYYRADFRVzRJpwjEs4FySZZeLmBqCIPioz3VcKvBjrX2Xr6kVBHHj0iBjbNvhkynDwYQwRhFilFKE4EzINzaJ0BhkmsKocibYDwHTRwc04g4ODiGEVFVRFEXTtEAgQAhR1VxSHPkiLudMWNYfOgoA69YsqygvPTvFdHJQOFZG4+ffMEMIwVh2XfdHr/wNIRAJCYCAUu66IAiIuuA4DAAyGWpa1HYYQiCJKBQUCEaaIrgO4xw0RVQVzBhQ6pkGoxQ8D1zKPZtRyl2XUT7ezMM5eJQDhxzkkyQcCAiaRnSDY0wRAGVgmhajXNfthTW15wX5dCvGnciFr84Aoj3oqFX+r0sjjHHQXfyOLAWuXCbZvRe2ZwTl0ozTI/Lit3kMnHORlU1ZiOsT/tOn8717kC93DCn71M6eD1+9+cr/c+1nn94zCAD//WoDQiggST2pVFkwGNW0rXVVP/r5TxtOPue3Q119+Z9++TcHllYX15bm/+efX/PK4fYdx7sKQ+pLDW2OR8vCwVHTyleVv7x2NQD8atsxAWOC8eGugdv+dqj1lgAAIABJREFU5Q9/snHBHevX7dmz55OXLjzeNfJmP1COUpb9mWtXPfzok3HdDMmiWlB0w9raR99qLAoGPMriKeve/3ju2tUb7rvmviNHj+vp5Mm++PZTcUEKV5eEC0Jqx2BiMKHrrksm0At/t73xZH/8kw89v35B+f03XNR8oikWi7V01yN9ME8uGNaNaEAtCWmfu3Htc8+/4HqUMfDUvHxRSNv23965ef++yTouY+vUWGbnTE1FPgH+AQADxjljoIgFy4q/Wh72KXy7JEFMXRDeO+0GPlnvdhyX6taTaMXZ79dhZVWMs9nGjjxUQb2i1sGmSFAuDs31Id/waEdT62HqhAEgZRkH+lWTn5vCJzkJ1H/UtEz4f3uMjJqc85Sh33Xt4oefPvxufMR8dmVJfTcAYMcJFBbGYrHtxz5tssNnr5IeaP+yKpZurfsfzgKc87Suq4rCOV9S9eXZ0WtfOf5xb6zbMwdmglK1QLSk1XhaVDn9p2CJeS6IEueAcpDPb7HJ+h0wzsaYcXyqYHXyDiXgs2ya/vtMPJx4PHnm7o0xFoivqpJlKALPOmECAKPMcZxUIhUbGU0lU4ZuUsoopYJICCG+HAuf6LDtp4sZAALGmA/4AGOgzAe7fCy3O1ZhzAJDzlguWP8A9b2PBmccIQJnSHFmgRkDjLzqshgAEAwYgaaKBCPOp+164JPQ3RRanXwqkDn+nJlnWaZ0fXgHR1dvwYK58UkQFAAAn+Y0rajEMKhf89F16h+OqgqSjIEDApAkMrGpjHMQhCku30zUWZLp9DndHWYyNE21LJtzLopCbjvPXXkEPKg6X7hh4d2b6v7h8beeqW/51l1bD257ijMGAJFI4ZutowBQ3zZw738+d9PqeXduWJhDfaokTCoSBhXpj3sP17cNXbF5/Wc2rcTAWo8c6G07CS4Hz55fXvDs479mNC0QEgifKqtZ1HeqfvGmW3XD6O032kaG6sqEXbv2YkIEIsTjyUQqrShqMK8kHJAH+3stPZnLY/nLWiwWn6jmklvr/P+nU8nc2pcesy/w/5ZKJf0X6LqOxrAYAHCXEoxNw0DAASHbssAZtJQC0IchXOzfsXuOdmxYXAkA1HMBIc64YzuyLJumLcsCo9Rf3D3mjouUjYuVTXhs8oNTpzCnhAeleULpikUA8FLj766ee/eF3/bdvV3dfXNqZy1eOE8QhBmsIbmdebLu0QUhCiyKku+VZ1isKCpihDK657l+EyZ1Pea6PKARTRUSKTcUlARCOEeOxyjzyxAgCBg4iAQbnBECpk0xQYKICEYco5zPmOsy02acgeNyzoBxUBTfgRksmysKsm3wLRwQIEqpbTvndWac81QqJaC3NWFFuz+H+jQl0DaY8Zgo4HeAC+rKJTNxbJ8O+IXkKtMdQjTytjagaZbuIfIbB/e/B5BvQlaF9aVfHMxsu3H9y+2Do0Ojety0gpJUGQ4nLXtRZeFbe19obNlhZEwAWDB35TMH+7tiqS/89NW6WYVfvGXDlctrrlxeAwDbGjpdxgjGAVGMhtXqkry2gdGRpJm0bEUQSkOhUcM61T/a29f31J6TV6yoWb+o5nP3rX/w6T09I+mezo7XGjoCssixMLe6/H92NIUVmTKmu64kEILQ+vnlw2lnVMi/aN0C5ciR+eUFbxzpXFYV4Jz/4IV6h1KfXlgTzc/RC6MBzfHom8e69p7su/+mdRUVCkDvZy5bsKOp75getByvJE919eTrR7p8jl8okj+iG0WhAIbhIfrklPEgB0B8PNpGkIV/CE2gvo/VZBCQuqI/X1jyV4PDg7sPjFP43qFareUceRPnl4p167B6ttIcQ7g9cLHiDdTYHQqKZnRI6oeKgiUn2vea6TyAsMuMgz3SiHfu2Yo9S40dNxIx+P/DONmZvGQjdRC68dL5v372CGXvcLCkotKNbwU5UAAoOH68b/HiVxs+6uG2mSwspjvw8rHL5pZ8tDb6Wc65aVmu63JVjf505x03Pfq6+Y2h9IEc7OMcVpY9LErqqdiXe0Zfy1FJgU+r6llV2tXePst1qCgRf19mlHPOGYWsc8MEeXkfBI454039huWlhWdZxwjB/o2dO5wjDU0CIbk4GAHCGBORiILg+yRlM6qcE4w4AowQZ8xxHEM3U8mUrpsII8wRzqI2xBjjnPpMPoxJFiwiQADYryBmQx80fhTc/xlxBChbIEUAwDhHftfeB7W+D8ZEgc2SgrQkcoRAELCqEknEaDJGPCPVxzlCiLoME3Qm/DtbyW6qmt7/onef4xA4vWQx5eIiSVjXaUAjhCDb4abJfOtPRkFWMWVAGUcIeR6jDAhBlHJ7GhmFieosZ1qxA8AvHv/DDN0dzjn8hs9MRvd/OPMewIhWFMAP79v8sa1LKwJ8W6wvFAo5tr10+bqP/HZ/ttTJeFcs9de/ef3rt29pHRz94Uv1d2yoe2Jv88Qi4Uhf9+HOYcb5y81DOzre2Pn3H5ZizZ+67ZqnWzKto9bf/cWNzkBTfh4hmBAighIsXbvRBpBEcdTCaxYWLZpbgTFKJDM9PYN5BVEtGA6FgolEUrJTheWlJSXFeMxOPZVKUspCobCup03TKiwsVBQl50piWZZlWaqq2JbNOBMEUZZlQRB8uJsYHRUlybJMgrGsKMB98zoBMBk2vYHezuiiOpru48CJIBCCOQYhkO9b/6ZNByEc0mQOQIiAEDp0sm/d8vmt3UOICBhjQgilDDgXBGFSP5JvwuNLKZ8eBJ+NrnD20ed1XtgtMZpIHm88WVRUcPWVWwPa+SgBcMglgs7MklyAkvVnr/7uQy/er6rZZpZQUEilvVTS4xxkBRfkiaGAmDZcQpAkYc/jHqWeywnGBCNgYFvMcZhls3BEUCScGnNMEUUMYw3baEyoyXaYbXGEATxIJL1IROAceS5zHEYZcOYnbmTXZcAhpJ0HhBuINQso+jbnKQImOCOeFAWA3mRaEEWOshGzxjMYgYQQEBETBSPA53OrcCzN0LF92oBPLHZw0nW9mZs6TBo6bSMwmdSXxvW+gst7APkmXWvKrf5kOuM+8u+f2LqvJfLIG8cAACO4fdPCkdado4kBxgEhuHLrh7/9cqsikBHdONEFn/jecx+9ZMkdmxcCwF/fvvGf//DWyZ5RhGDdgnIAeHRnk1/3cylzKZUE/FfXr9n+5htHO4ebumPXXb5xwwZ44OYN3bHU8fo9IxnLYwwFIndsrHvwqb1J09ZEIV9V+lPpOUUFPpb7yYsND79O/vVjl/osQcbMHTt2Nrf2eEh0KC0KBq5ZXQsT6YUujajyqGmFNbml+cQbRzr+P/beM1ySqzoXXjtUVVfHk9PkHDSjSRrNKI00ykhIAhFkMAhsMMYYY2zsC7axwQ/YH8HX9vXn+9n3GoPBBIMkAwKBhHIahRlN0ORzzsSTU59O1RV2WN+P6u7T58xJEzQSj7QfHtHTp0N1Ve2917vWet/3tsuWfPQd2+O1jf/00M57rl59pP3gqaFcbdQWdsrkvIbSOzYv3ffq3oB2TiPeSarO2xjkG196mVfz9ktbP4cqHlL4pOflMheeXaZH+/0XHmRzlxtL1hM2XQTr8ZbDrLk2OLpQcQaNp0Z2u/kaANjf6/X4cYUzTR9UsfzJYt+xIvzajN0HB5RcyThnXK9a0nigY/DCfv7NW34MB/8dhgej9a3Q0fmY/1XJj5/VJxwb/M+Tw/dft/J+gg1SKaery3Yd48FHb1z38b2Lnj/U/61KKkFIn3Jr84Kv9GS2AqjpC30AsHwpdHQgk0iI5kiV0mFLZ1jo0yqs9VVkPKuIfpNhY26SL/3uF6ffuSijt37oY49871uB9Nfd9l7P9QklSpVWbEoINzn1KaFQls8EQqllUM4oIYQyBoAiECIIpJRaa4KgASkww+DlQjsZN/1KToYEYUwgIJQTKNlclAzMkFRysohIS52i4VveQn1vlvHUoaconbKkEEK/hmQxRDuMEkAipX7wcYPMFAICAcLIFO2dMz+YdY3vtR1uThZyyrJZ9dcSSibAUynQNJlhsKjNKFVSYBBg4OmAadfQiOAHYyI1YZ0hak0XC4bqLOtWrZz0r7NxdwhNt2cz4vEYADhOsdLwWQ0/CAHL1FetiA8Ojd72tht37957uqcvqFkEcKjyCWE/5472nrl1iW9/4u21sUjFmR0APn7Thmf37AykBrsGCL1p7cL+3q64rTavSNzz9m0Hh3F5g9EvbMOgjDLGODOKRWgEADsWS8Ui85qTXb29p070xeOx5pbWjs7OJYuXMEYTiSQiuq6by+WVUvF43LKsfD4f8vqiURsApFS+7/l+AACMMdctNje3AIBlRcIfKKUsFh0lVSCCqB21o1HbtvP5HADY0ajWWojAC2TO8RI2pQStZJ3vZLXWlhUhxHVpqXd05+GeW7auNAwuggBRO54OAlkTjyRikXQmP6e5lhDKOdVaSSlDjl8F8mmtGaPlLQcr5uvV7L6zGoPOIAB8/jufff9NH1rdunqW7/J9f8++Q4zRK7dubGluPOs8EUxgR5Tdj7DKDWmmGmCl2kwIiUWSq+Zc3p17RcfLYBIACJhmidIQCK0laAm+p6lFmUEtk6ZHAyGQMdSBDoSWCm1KkgnDMFlmVGTzkrjaNKmQCARsi7meCnwEgJYWy/f0cFoggtbE85TBiVvUjqMQgBvE84TWCAibVmyZ5TkZznVwbLggC5Hh90uzoSeb7/b4gqrG7CKJl06NBJClwMJA3wBhUkoBiZkgANMUBkWk7XxQHwCYLGVQzAenTWw5lwzjGf7vPukd5N+9mJBvnH46BQBQLPt05+/Z+tJvfOKr/+dXHXtODK5ugX/42X1GJBRktoPI2tHiM7V2pD5qS6UDpXypAOBw19DKuQ1fvff6jr701+9/4XduWo+Iuzp6ayKW0toVImYaDUmbK++RV455QlqcHer3DpwcXNSSaoxH+tIv/ck7Vv/wuS4n3hwxeabo1dqRnOdLpZvisZs3LkTEHz13SGrtOeIj//zQJfMav/bh7SFL8L1rUz/fc9plDZwat1+2FAAefuV4hV447BSbkrHlTbHv/Ffn7uNDB04NfeajC26ZF/nQdWtba6OPPdIdngIzltKISut3bm175Llvg6GnBsjjMj6l+5COpUeTkeVbFnw9bi47euzo4PBBk/F0/2t7NVV3uxo8bSzdyFsWTr/QjFors6jnuDsNzbtGCx35pCtjM+c4in2i73DxjUHhOwtIjCCENiOQLTq/9c4Nn/naIxfww6+/9AFGjfz7P9j43e9CKvWfc78l2NA57FsK3SeO3N5ac9Oa1r8x248Uh/vMeCqyd++leOWCLbc+eujDCl0AkMqxICllpDGxYSi/C8i4mvNUm5MSpfpbKPhcauyUWOn2DJl+5U158ioFAPzHl/739DtXuJisvuKK1mWrMpl8oVDkBqOEjlMDLPcX0ZBzRwkBwhmhjDDGGGOIGAQBpVRpJEBCM77ScYYFvQkyHKgRWaicqxQpI7kQK1YSMWH5r0z6o4QAQR32iWoKb6G+N824/7l/nlwUoMTDhqgVhDEcZzQs7CCCUJyw6YglWgOjQCkoOQlMm4zUh5PX9F4/s77KkRQLYEXGqVNAWcazcpyMUUp0KATMaSmvQhgJJEJRAQGDU86I0qHTNOQKEsXMqKyteUoFiBndHZzi2ZENYrGoEFJKWRH5rMZ+lEJrS11rS90ll1zS1T300e++WHljtY5Ldzr/D7/YefPahd/95B2f+/5T3ek8AGxZUP/V/3sEAMBOAMAnbt5USPeGZ/fUsb1N0WRvDzF4ddYYbMjnwXJcccvWZSdP93qev2TpUscpnj59WgrheW40Gg3Xzmg0mkgkAEBK2dHRUVdXl8lkotFo2YCOcR6LRmOe52UymVgsmslkGGOWZRmGQQgJ66VOUKipqQ0xpBDCMMzwQTQa9X2fWUmdc0zOVXFQ2K2c5UHqYtGxLAsgA5FGKeW6Fa2I2vdcypgU6rm9x2/eshyV39jQ4GT6AVCIAAAYZYQQpRSiJoRWUota47gW1fMbvzz2HdRAGfnRk9/54vu/MnNMoPXR9mMj6cy6tSsXLZx3FhS+GYHgrJ6bcty56aPfezYzPNxZV2sCAaWgrs6wDOJ6uugqjegFOpDoC80NqoRGBCvC4gC5vEQEKZExIiUqhYySaJT5gXaKOmrQhkbD4gQQ+od811XJJLcjTGlkjNg2B0A/wEIBpUIhUEr0POn5QdHx/vD9n7xu3V2zCmKUQr/2Qi1ETBUGsyOn3WiczbxuCGIJsIrhuS7zhxlKC7ywMEh4hFAjLAxqFjsrx/apgp6EOd+RfbMxdZigvsBx3FsUFPr4v74OVb6xhZ0AgGFAso46+f3//dJtWxa/6/Pv/fOnnv1lOt8elrO2X3X3/TsORw0DAcJKWm008oHr1gDAF3/wXGNN9DN3bVneVv9vn3o7APx8Z4dQ6PgBpSRlRwYLzhd/c9vBw0c6+zOckVhdy/XrFn35/ufyRXHX1uXvv+P3/+OBP9y2pu6qTbd+8dsPJs0aV8iYaXJGKSEfvn4dADy+72Ta8RpiEY1Yl4wUfXkgQ2+5bHNn+9HWuvjeEwOn835N1Hy5o7fg+hV6ocX5n7/nygMHDh7qHg2U0iT2Lw/v+87Th665ZO4NS2ua5r782Xdv/9FL/Wka7c87t65f3NN7yGEvzPZCjq/+Wbx2/dzPz629rbe/d8+JZyOmlR8evkhSbYEnDu2Qpw6Zl1xJ49PZY2pCu6Jbdj12v4CZW5QNUaC9e7zZUfiija1vtEgvX/BjCVtpvXZ5U8TkF0rTZXnrx2sSCwDArK0bvP1tv+j6nYCmz2cD68s8OpR77pbipwEgKGSl7xrucsu46u6NLzx2+DdGi0c8dTKKLdmic8Wiv31w/82klIWfbtQ35IYG4iZyQiBUDw5J+6V+zpKaCyqlw+ZPQMBz7D4mWmsAYplmbX1NPBGXUpY4G2SSNbNsoh6CwBIOpIQCIX4QWJbFGLNMw3XdwA8CIRA1aoJhaycdE2eBEoWWlKrtYxO0hCzLMmvlr6kU5cM6ICXwFup78wylBZ9MlIVASeMuFSuG3fl+oAkhjGrDYFpXWuomLxJOAuqmJ/XhJKW817Gxc2xjUJiqK/F8pmmGf/Lh7qu2z5EC81IqDUhIa7OpETJZmR4VpklNEwHB9zUAICGMgOYX4FeF7g4rFi26duuWaCRyvvUEgxsGn6DyMsFOwLKs+Qvmfvmems//8JnQ3eED16yZVMfl92/ZVBuL5Ir+i7v39mUc4BYY1sq2+ogY7R86apSxZRC4nPOJbg1EAULEIAcOdTQ3t8ZipZrkyMjwkqVLUOPQ0FBY3wstxQHAcZzm5ua6ujpEdF0vPTKCAJFIxDTN0K+vublFiIASqhHT6bSUIhqNAhDPcwkQz/MqiioBIZwblNJcNkspIyb2DQwun5MkAMwf1UYNw1GNEKAFZhIAtFaHTwx4vpjXnIpQdqo/c+nSljCXSKnZO5id31wTCmwhYPgVWiMBBYQwxi6sXTsAUEMLFxkjgTfz3hVS+ObOabnz9htmQ+GbEuJpgAluSFBV9xsvhjTNjK4+G5Sy91/9mS/84MO+D7EoZRwYI4mEUfR8EaCQyve1aVYsZEjUDu2JgDLiFJQIlNCoNWRz0jCpkBgItG0aj7F4hCGA52nGKaXK5MQPtOehEGCYmjOSy0ohARGKji4WtdYEFd60ddssIR8iDqW7GcQu4GV1fB8gmuIC4Fw8uBThRSgXBgVUVN2pKoqgYRktnCdPkBASN9oCktPSmv27hM5X6wggqAH+n4rkbVgseOdFW+cn2CUH5GUn6GQc7BihFHuL933j0Z/nRkhdC3FyxHPwlu0ffeBfnmOEDOadpngUOYZCnU/tP+V4QbbP//S/PXrtmvmfumMzZ/Ttm5ftOt7/6rHBvO/nPL8+aq+dW/f1X3YCgMl4BtktGxbd//wRSsi3n9r/0M7Ov3jvV4xgb3dP9/u2zH/2YNfhLCPR5LBTvGHNQgD41d7jgVANMXvU8+qj9oe3X1qXsJ/af/r7zxz84zu3rJgzNxKJrPe8J5988meHcr5SNqUxw9CIvpTrFzb/w6OPph03YZmRukZfSicb3LV5+cnj7cPBk4Q+/bG7P7xkztv+8BuPfu7uKx575ptIigBnd1sQYKtbP76m7VMjoyMhhS8oODl36CJv3Ohk/Jd/wZoXGCu3TN/w6Us9vVUZ0TKWPuyMzCoB0bTy0gW33MNMC95go6u/2NySIoQ4nvu2bct+/Njhs/0EziciXos3r1380TAqyOVHH+76MNL8BQhK0f3FnK/MfcfmzU8s1bmMA0p5HlrWjasffProBwadR2pilzPGouZiy6gLZHrGD9x6efYnP47JQDGDaFmW6NRldl/oda60rnpm0vbOaTbqSmMUIiEEOeeccxIHPRmHcvq8aijRacuIwTllJJK3HMcUgSgUnMAPazBaa2TMGBevh2qdECJCEu6eNASRlFICiGXvlJC7QwCQhA5MIQx8C/W9eUY51VCOxsoRVKmSxaiGUrgKSqFQyHlVvmA6vDTDfjENqW+qoHBC1HhxcoeMgZ6M2jvO60LDkYM9yy+ZQwFyeWlZVGhMJYxwPuVy0vc0NyilYBiUUzKalXTWHZgzjqMnThw9cWLrhvWXX3rp+Rdqwt7IfN6xbWv8ilZKDVkcrlwefeizd/5sd9dXfrLj8iWt//TLXeErq3Vc/umXu+rikZ/+6buP7H7+o9ev/3F7bkTAx2/a0HX61IwwJ5srQKKZEtbcPJY09X3f9/xw0aypqZFSZLP5rq6u+vr6WCw2Ojoaj8c911Vau65breZicG7bdjabASBhoS+RSIQ/xjTNZDJZvtATAZiKqlw2S4yYkCqZSMSilgLmQRR5BP0CJ1J7/Tq2QCl929WXZB3vVH/mZF9aa71t01LLigQisGM1gVTVDExEVEqFhjxaK6UUpWRiEuU8xn2H/yWeiHqFPOMUphXlz+XyBw61x+PRG7ZfmUqel9xIqLwy6Ww9q+ZtKdWEhYUQqjR6nrZtajFqckoISSWMoSG/6OhUilsWjdlMIxgGASCIELW50pImCADkC8r3NGooelopVApjUR6LMERwPCUkggZGSSDRz8ogAKUxnyuJdnoeAkKxqIVUQSB8X2xctnWWJ6R/9AiHxtdiObI5uVALh9DoFPOjKgKQKtDFG4zj5y8QY/KkpugGozMi3rBL3tV9BsyrPDnCfurSdhsWC/PiQb4z0w397l+Ha51hAufEjjHh+5EY2inu5HWSrfv+86cHck5j3G5OxEZdL2mZv3/rBq31Ay8eAQCLsd5c/lj/KGc043g1scgX77kmnXf/9v4dnb2jS9pqTpw8+cLRvrwfxKPx2zat+vJ9z/fkcs3xeH3UTjvu3/xwx7uuWnn7ZUtGB3sTtnl10f/JrmOapj64fQ0iPrbnRFGImGkmTHNuQyKUihkYdbJF/2/vf74pFfvHj96YG+o/ceLE9kX2yFB3FusIM4YKxUvmNhw/1vn8kb5kxNKEBtSIUTqnIaHFUP2cudAPAPpA9zdPpR/+2w98KpvvSOuH4CyXpQV1b18//3MQUvgCX7qTUPhsO9rS0nby5LGLsH2X3B1WX8ma5pNz2BlRRZ0et+fIbJwEI7a9aMni2IZtb0DIBwA79vZtWNPIDSNdyL/9msVnhfri8b41a36UTAxMeP6G9d8OIV82P/DwK3cgcQnMRmu6dpqYsKxjBt1sZ8/NO68f/BRZu14HgRDCjkS2Lf/Pxw++VwnJGEvn86ua793X84+z+QmROPUKyopxJTWOE3BGJbVSFSu/MJyb/M6MJ/kslpGwpAaUTum+O03oXCEWMs6isSgBsCMRwzR8PyCUukVXSaV1GJCGQrmgASkSRACtCS3X8YBgWXIJETVQACSIhJY1dyuWF+Wg/y3U92YZqMf3ROP4vwA4rlkT96B09wBq8H2lFFbSZ6Uq36St1ZOZs49V8PTkWG6Sg3n9in1hp5wKZs76ODlwHCUlIoLWYWsrAQDTJAhAGUkmeE3S4Iy4nhrNyOq2hN6Bgca6ulmqs9y6bduk7g4v7tm7asmSCyLvCQCJREwIKYSo1P3KlDOCgIzRRFT9xlVzbrn0N7719MHKuybouDQlY7KY87z02hb92++48749A1sX1e7ftde0ptyAAymOdpwkzJyzYkmhUDh48FBYhSOlZnVyrPNYPB6vVCDnzJkTj8cBIOzqpDR0iQLO2fkDYMZYTW1tQRM3UIZd44DFwbcw52rbgGLEjIAZy5ezd7WJaG0ienpg9PJLFnb3Z3YMnJjXXFPfkhxIFyqVcERUUlZKfGd1hK5bfOboD7ctv8eORqd7GToJtLTGsjoMaK1DkidjpXMipdyz7yAAbNpwyby5bed/t4SaKCV3ZpykuDfZCjPJyBfylBJKGKFQXlCwrXZBf7a7pob7gXYcxThxXKURAMFgxOSUUWIy4hQV5+VtG4FRQilBBMfVCMAZzedVMsHjUSYVAEUhMaQhaYSiq30fKQW3qH1PS1XKW4XGm1qD9KVB2coFG2dzNjJOF1cXHvL161oAUPwCTPAqvFdqEEjrxAnVvIQPnP+HU0qiVm0h6DWm4jRW+bwROXYzO+RQlj37ukA+mKxdJTRlJQzC6jHlhHIwIwTd4d+8ckHG8V9q77UAogZvroktaKpJ593TA7lR14uZRlsycd2a+Vrrf3tk96unhj59x+YNi1u+9qHtj+07sW5h068eeXS44KYiEbO25d7r137i/zzSmki4IZaLWHMbk/duX3u8f/QbO05/7p1XdJ08/kHbHMq67nBPL8OjPWmhdLgHbVszHwB+9PzhkWKxzraF0pmC98F/+NnPP//e3fsP1cbtD1+7GpOt9718ihLyp+/YevTVXRnHC5SiyaZayxp2il9/xw2dnTuE+gu4AAAgAElEQVR17Zj4U97tffzVz5k8IVlh9kmAlL38yiV/l7CWHT99vKdvSgrfhk1b5s2dDwDLlq/au2fn4GD/Rbiy4tAO0bnbXHMNqzmLWRnxhnDgyGxcGTjn8xYuSKZS8AYeR46NikAajhP5xYPJt9+1eG7t8e5ZaeqsueSHzc37KZ0kgVhw+wilAyM9O45+DIiY7WahpvYNwhJ5G8qT8Ymmf6I9/7Z50T/EjA1F1/V8/5oV3+nvHwKw3MBf1vSB/b3/HGqHzhA13dT9wP0t+bTPOKuOcRFRSl0u/ZW92idLliYbjffdZRacwXhsJq8aMmZ6NinAmyrfUUmso0ZCCefMjtncNLhhBH5gmWax6AYiEIFQWquQXKo1IsIYN4QAlnmOIeWIAEGgRIcWESSsCQKtyIFSQgnCWx2ebybUN/7+G6dfhICIUlEsI7pAaM4paDyrlrQJ7Z2TlOlmsm2YTWXvIgPDM8+AEFBXZ2Qz0vW0lOh5ejgdcEqEQCAQi7JEjHNG/EAHEhkfx2Tbd/hIV3//9OoslTEbd4cLMsKGT8/z2XgOZ2UhowTrk/JTt666Y+OSz/3gmRc7em6+dFG1jsv/uGvrwPAQopYyeOWlR69omX/6+GFG9aQG01rpk6f6fD9YvHgpAPgjnZevmR8Kd3DOKzqckwHUxGt5oYmmkY3r1nmF4UTMJoQUHYdZSK0aAG/Ci0/0jqxe3NJcn2yuT65d1ub54pl9hzjnvu+bpkkICVfqc+vq9DxvWD3nB++YBvUNOoNK6UAIAKCMACF/8R+f3b5xy9XLb5MiMC3LNK32juODQyOrVixZtnTh+bR0jjtLFBFIqYWkrFdUmbbj0jrT9XbCI48+yimljHLOKz4WTs4PApHPm7V1XCj0fV10VNHVhIAfIGOIqMOspxAIAEKiEDp0fQi/uuhoIBo1BIEOFCrQEABqyBWk52k/AMYglWRagVPQGiGV4iLAfF5pBK1RCqERb7v65nhk5sBOay2K9mt0N55/Le5MvFcZx2ULAFwQ4EcISVhzCqJ3UpofgTE1rAqpT0C63/i31wvyTYjPqlWFwiOmiKYJvIYmUpBND/xk1+1XLb3792795Ge++YSfCy5b2iSl+O5T+0bz+Vo7IpUiCHdsWhQEwY5Dp0ec4l9/7+mV8+r/6M7NP3nh8Io6ajBSH7MKbpCsST629wRBJKilVMg1an3N6rla639/bO/zR7vv/aeRe65eceumy9qPHhkYGNix76gsjCRjdX15Z35N/N1XrECtd7b31tl2oJQnZNwyoxFjcKD/5y93FIV6x5bl779h9U2XX/Lur/53fZQ9vKt91PXqoraZqht1vbqY3Rgv7Eh/z02/OmFBEjpPZne3Wbz2soWfn19/+9Dw0N69z0ZMaxpXBsFpz0BvW1NrJBLZesU1Q4MDe/fuct3XXg4z8ILdj7LmBcayTcScgQpBtIwO7ZulK0Nza2tza8sF79K/8CdAar1/f/yJXwKA8/ST12y6YkbU19y0b+Wq/za4mOrHPXPwtwiFim3A+QWiQEhJSKn0aWHcSUGD+/KpjzOwV7T+Xmvivdm8S8vcZoKphviGocKu2XxF24LRrmMpQklVvaEs44lj7L6wBfTMcefb+xwFz3V9ssm6es28j5k8MmH1OP/a9dgnkNK+SSk1DcNIGUrKiG15nh/4vu8FUsogEIhaKaWl1ogQQjdCCdLwvJUUXcrHRxkPOZCEEkoZZZRAiYkbioe+hfrePKhvTLSj+oEuG3AFkpc9JxEAnKIkBCZzdT/LaY9Tg7qZ+zzxIp8iHM/urejiVv8MJcFgNJHgALLoas4RUXsAhYKyI8w2mWlQqdD1NQJY5kRr24o6y/VXbJ1GxKWMx2Zwd5h+HNy3b8HixfHZgaXQ1CFU+JyQvgr/aXC1vI3/6NO3PH146Ic7xvWNrGuJPfn4I0BKEoJDgz2MM5MbZyb4+vuH06PZFStWjQUTBgODvf4TBMDzPAo6ErEL+Ryh1DCMiIFFMDkEtKqF0vPFoeP9t199yZknUChgUiIgJZRxfk6Qz9VaM0qCICg6jmlZkwK2x058PxpjUiLqUn8rAuw4tPPKpbfY0Wh3T+/x413NLY0333hNPBatvojnFrWEawUiag1aISGE6nGQb8bsUvVgDPKFHCWUAGE8JKwDo6yFr+4rdAW+1IoBhv7sWmuIxRkCeIGOcYalzIuWAqVCRGAMGmq4F2A2K0MvPkCgjDoFFZ4WrQEBii4iolIISPMF6RSURnAKSgj0fME510orqSljT77y7Ptu+P3Kz5k0O4OI/SOdBtRNtUxNQn6e7PmpznaUnbvF2TR4rxr4RYnfyjIXZO7EjbaA5gIheJWpA4VJkj4a/B7jH19HyDfFsl9FAQpz5whaQTRJDBN7nPs6d/z007f+SX92bco28vnck68cTXCQfjHv+1csWZjNZR7c2eEVCzZg78igCoof+fvTf/kbVx88fPDpPV9895Z7rZrLPSP585cPZQqFZMSKcdYzmp5fm7zrskWB7x88PlBrGUHgf+vRvScHMteunr9yHgc48unm1E93HpeEblraAoA/eakjkKoQBIzQZMQcctzP33bV0fbOk0M5qfE7L/UM8Jf/+B1bPvfuK453Hl7S1tDel8mDFefcNum6xU3HOo+5cPicz9KauZ9aN/+TBafw4q4XASBwijMar/uoO3tONdXUp+KJxqbmdRs379v7iusULsI1VQOnaP2cGeQ9AbjyZgP5ampr58yby8/bP+miDfrMU+EDqdSd21dMY9cei/VdsupH8cQAXHQwO24hDMUnQxtz6h4d+vujw38f5S2LEn9hRi4jhIzufnnR4rfPEvVdsdkf7OPcYMW8qC5IhFy+sNRR0no5M7URHQtFBv3nnuh8bnnqI/ObbuRVyehxdsflWHo2u8DUe2soiksYpZwzbhiWHQS+8DxfBEIKpbWWUkqltFLlZQq1RlK2Lyx1KxACQCgNYSClFCgNdeVKFT/KKKP0LdT3phi//7/fRejkSRcsN0q5nun6PGLJaIQDQNFTJOTsGVOiuMrsLcE5PUm0N51j+/hH02C8i4P+phQUnRQcIigNGqHgqFiU+b5WEq04JYy4fkkgSkqUCjw5SQA3PDr6o1/8cpbqLBV3hydeeHF49OwckAr5fPxsSmSxWLQa+4ULXJXIJxpc3LCmZuvSbRsXtXzhvmcB4I9u27x//97A8wzTwKmXlGwuPziYXrV6TWNT2xtwjiBQz3OH+7tqVq2OJcDJ533fD3w/lkCPpqKQq7zy+X3Hr924dCyQ1fj4zvZtm9ee6h91AxGPxqWUiFoKQRlljM/69sN8Pg8AdXX1tIf8cNeffWDr3xUKecqYbduWFamGf57yk9wMfFnqlKEACoTQlLKdr+ynlFxz1WXJZJyC9n2fMeYHwnFcSkgiEbMs85ymRkUIm1TcGsrCpOO6PScE05OOsC0TCIQ0dAIEKNgkvjK+9WD/C0VXtLXGKQ23QmCEgAalMfC01hgIHJujCFaUWSYDqj1fe74CAM5IKK+LCCJAz0dCABF9Dy2TjKRloaClBASQEqVUIhCMsvBHKa0HRtM9w6eaa+aEcFpKXdZ7DKnzFAAGM+0c64BMt7VP+vPPsMyZ/BTV8gAxMvvQoZTmV7roFqbHe5VxQCywSVBDL0z5xWRJg2LB7w+RMMAk9UoE1c+/aZLGCw75Js1STRN7laLAcP6G/b0atEKtUCOgBtQgBQIQVKgVAPGe3v9lJuZsWf4H33m43cmNOoEwGYtztnVRamR44PndR0ZGR2ojkRqq3XyGchLFwpHRrqLnPbXr/7Y0LnrfXV/f8aryqM5mR2NWpMGgmxfV5nPZB1446vuOLyQQEres91+5pD4R+9Q3Hv36b93Qc/rUbevFUMZJRgvp9Ogvd7UP5wtNiXhRyJzn18es7avn/N03nkZEg9K04k+8evL5w13/9SfveOjEA1bNT//oXff2qxU/2XUq5/ufvXvrg4/+jcaAjN/gZn9rJcx3dI282lZ7SXN948H9s+09YZyPFLL9wwPp4UEv8IUU8Gs1OOcLlyyOxeO/XofdWzuvaajdv+a64Jpra222ZlnTpMZ9q1f+sLFpP6P6dTtQBKzk1mmpBli5JV3ZP+I/nsJlift+wAYHl375azvhS7Np8gSAu+7sve+Hzaix2lGs5NSnptyXko3GnW+f2K7cnv33E7kHVjf8Xmv9hqmWlPOpABMycRchhJiGaXIjFrMRIfDDWp9WSkmllZRKhQYUuhQ463HLXpVdBGWcMUqBkBC1hgowb6G+N8VAhvSMZA5qQNAApNKZ6fksaqtw2mkE02CkUvwjYwIwZ/Ii4Ax9zopDw3ROfVNMvteL3FdFUqp2zZ5o3gAAuYJEhCDQoUdZoaDCNUVq9AOtEbTCoqelxGxOpqJTrghnpc7S1tz8/jvvaD9x8uFnnnmtT0UsFnVdDxENg4/39Cs140Ut/2M3Lnn35Uv+7L+eu2PDwgMvPqwRpRTcYEoBgCIKFKVUEw1ECNV1egAJrF+/4Q07RzRQ383VpWwTXEETydTY5TDAF1Ai7vcMZuY218SjYzz+jq7B1YtbbIvForbj5ptqiXE2WeEgCIQQAFAsFpPJpGVZ39v5u5RBdgQ6cy+uatgmhTANU4jAcQqGYZqmyTnXiIigFaqwTYWU4tddu/dv3rR2TlsLpVRKGfielCqTyQVChA7ymWyec16Tik/TSTtVXpYQQoEIgYQC8jEZz9ISMSbjOUOR3opA5ZgJQVJyTiMAUB+Zc3XbO5/svp8zwzAZYySZYNmsBADTpBqhUFCEQCzGQtEpRonvYxBIP9AiKIXyQmLR1aGBiutpSkEGCAD5vCoyIIQEPmqNvhdoQCU1IAihhBQI4Do+IHQc2w9zQ38lYloRWnJcoowSQqkbjPqFKAE/bKEhpVWCUXoWocBU5yhABgAG5/qMV07zgYEIRt2giOZs8F5l7AyWbTY7LhTwI4TErZZC0G3g5HyYUfoYUPkaQb4Zz3xYx0MdAjxQEpUCRPBdRA1Ko5agFGiNqAAQpMDKLR1CQUd0PfzKnzYnLvvsHe/698c6u9L5RDRWY+DRU73dgyMmShF4iOgrtbqpvr39sIIgcIFSsMzU0/uO/cnt63cd6/vpS50Zx0VKb1jdlM9lntxzdCSbq7ejhUDU11lc+zv29/T0D/3mV/9ry4q5H7lhTUd7RyFfePSJJ0ZOd6V4KlPIxkwrwugHr1t94OCBp/Z3FTw/Go211abSRXdtY9PJrg7J+13Zf3jka4tar/7WH3xh/2n/VPcLGfkCYYRU7Wgwk1Bh1YZODvHYQnfI8zuammtvbLnt8KH9PT1d01yUgztfmrNoSU1DAwAQxrzA/7WLmuYvWlhTW/vGb+k8czw1Gpt/zXbjmm0AMJLPbr980QTU19S4b9mSn5uW81odAYEJt1fEaPVEX6lTDEsST6HNOKVlyEcmzt+RwpPr7kcmAgDIvfxC27xtPdknZ3kI77ln4L9/3OQVxilYTOPTwDg5E/KFQ2Bm39D/05lesKHtT2cm+12AhRTKrnsICHbUQizpeWqtdSjyUtl7ERB1uekGdUm1kxACoaZniPpKYglACH1LzeXNMaSU3KCVnEdlPlbLb9pWkIoHjFJA4voqYrChEVYSAZowg8f/m1CCCmeT5IbxicYJEGsqbcCLj/1mfo2G2hSPWiwI9EhGKAmAYJhEK3BdXXR1+DlSgtZkRuuy0Ir97ptvntSOr3pQSkOy31mF7Oc2bDsCAIWCY1lmtblc2daPIqqGFPnX39k2OJTbfv1V/X196ZG0EEJJTU1KDW5wCoT2dg8JX6zbsOENPkcQWMFxmlMGByEgooCxclqRg1+Ekh/U7kMnt1wyd3h4pASEmHm6b/TajYtU4Cbi8b7u4bO/37TjFALfb2puMU0TALihhQBC4eld929+9235fD6by6ZSKduOaq1933/q5E85AyVL/SpQ1YRc7cpACCkUvWLRNQxTsuFu9xdNxrVxtlhKORgEth1JJeOzjGkqL/uz99z/pR+8Wxsh5MMwhq4U+s7o9pyibkDnQuiUFLbKEAIaCStJkSkQWmOx6EchoijVcYBQNklrt2xQoVFJgYhgGCR09Ki4xDNGpIKiW3rCMknUZkpDJiMZIyLASgbDtCyN6GtfSS2EQACltBQSABY0rQyCIKxCBkEoJ8tI6LAEMDzay1mCUUYppYzRCuajtOQrT2i1JSOlVGtdOYkTLFImZh+QEUKQx8i04LAyaiIQKHUiCwDmOdz2O4Nl11oHzAskF0oISVjzXDFI1ERi5Le+8slb/mrFhYV8s6QAaI1QrukpBUqgCEAKlAKVAr9Y1uVSGFb5wti0lEkfi0TBsokZIXn1yjNHdt+y8ZbWmpte7OijHB579ZTWymQk4xbrorZJ6AevXf3Usz851vuskhoY2bruXQ/s7Nu8tGnj4sbLljQ/8FJ7z2AhZRvH+kcy+WLK5OliIWlZ7926TErxo+cPcQoA8Mvd7bvauz/77iuWtzUf2H/onsvaXjzae6hgoyJpJ7h6aeOPH3ok5zhx0zAT9YHwI4z83i3rj5/Yp5inFRACJ3qf23vs1hNdrevnLzRS/QQnQuIwVzsjVwsRPaPlCG+u9dtVZoiS45eu37xw0dJdO1/wfW+KLVJ3H+sY6Dq9YMUKM2IDgJJSiV+PWl9Nbe3cBfMvwib7Go0XRyPvuWRdmHoMpHznDSv+vx+8HApuG0Z+zarvp1KnXiMwW1UnwKkBYekllIzhvUmPR7GcL0QUQKxeU1y5enXyo7NHfQBw9zsHf/rT1nx65rtu0irfhOGoU891fXKOffuKOfdMIPtd6HNIwuaUCo2SEEBkE+sCqCvRdJjvLC2HJX8+KKt4TrRqewv1vSnGVJOKUBIy2RhVC1vSiOD7OhDa4JRx2n4qNjEwLpNvycTnp2jv1ON2l0nBHsxC/a8KGV4kIFiulU/5V60JZcAMilgqlhq8ZPeHCIWC1ghKaa3AK44d8y3brqmtSZ2pzlJ03eHR0RlRXziMi0gwiMdjAOA4xUpb4PhoFRkVbS1RgGhTY6MQQRBIxighBAFOd/UODY0uXpj8tZgjCrjjOKk5rQAQgXwRaqKQqfxUAzwf4gDQWBuXUovAlVJKKQ915efX0oOHDnNuNC/eeKqnH7wRwzDisTghBAhybth2SfODMRbiuhAJhFGFZUUaG618LpfNZpPJpGmalBNRAAIQBFAoFACgtqY2k81Eo1Hbjtq2XZBZxpmUuuQ2W/UrOOchx8Apuvl8QSlFDXE09520eAWoMei9UmetWGR/wIJ6x3EKBSeVikdtOzSCnWWErTQoCZKVwugxPbRqcRecEvUZJjTRddN8EQMjCEIQQhBhZFiGbZacE0IINwgg2DZlnORzKhqlQqJp0kiEaiSM0ViMaY1+oAt5pXUYe2jOCQCEQBFL8xcDPwjlvMNnlNKFnAMAG5av1koBABINACGuQ9SgqQI1mDlmkgalpFKSEkIZC+cEpZSUS5aElEAiEBI+Geokjfn0ngH8qrMqnEyCtyfFe4TA/kEh9Hmtii/4K66wjpoXzCcCbKMpoNkzF/XXlMt3Jpgp5QIQlAStQXioFEoBIkARgAxKtb5SiTj8T+m+g/BqISJBMhaYIhAGmpJELfYVH+nL7dx+6Rf2nx5u781k/SAZidTHYjnfn9eYHB091TO8O1B5xmgqWX90gLb3Zb70wxc3Lmu+d/ua91y1SkhFGH1490lPKYuxZMSKR6xV8+szjt+fdgbzTl3Uro/aI0Xv+08f/MBlrTsOd12xau7Va+Z/dM26bz95oL0nPTzQ98z+UxFOtZYuoaZWtsFT5ugzA9/Pi1cRgFJABBVfyY38nhPHL1sLhAAN9d/JxFuuTAoaF3eWujyq+kEz9soc6pb8s3y4n7C+G2+67dSpEwf275nqoojA79z/aqq+wXedoDhRJDORTGXeYLtA6MpgWhb8Og+NIJXWWocNRHnPXbWk8UDH4JLFD85pfZlelJbOSRf/0jwqr4uUASEAdLqsg28adPNWce12AKiPbuXUltqd/WHcdVffgw+15Aans6qPpviMkK8yetyHejofWl37h20NW/lrmReYkGefZB8It5vKeSZYHT6TqePXt1Dfm2Igqd4Ox4ftiIBQk3CxnNlEDXRyFdqxDby6yZNMot45TfkOZ1wn8HUycphSg/6MDs+9L/VsvGJuOT1c+k35grJMgkgUgpQ6EqFSQBAgqeL1UUrPR53l9RqxWFQIqZTinE26KoVlDdO0TNPSGkdHM8eOd2mt+a9PuhSBDo5kI2bJUswCx4UkAdTAGAgGpW2jubG2d9QZSBdScTsISH3SXL9+TRjT50nCFRCJRFKplG3bQ4OD0VgsEokAgOMUCJBAhM2cpBJUhf9vmqZhGr7vDQ/5O/t+IJkGpJSBCEBrHY1GAaAmVVt0nVw2k0im+jP9dpwTDUoiKoSqoL9QyGuEYtEXQUAopHHH8dz3AcGKxqJWVEoynD+REX/RFrl+nv1OBqbjeP/zpx/4H3d/P2JFyEzWnCHJk1IUArhJwspJpdxXnvtj7u2TTt9VsdumvxCM8bZkW0CLCLQMJcF1PUSglIQmk76vCAGN4Ac6alNpo+spRDQMAoCUAEEIAiwWdSrFpdK+h0JopUEEglIGhEghpVSAoBCV0gSI7wUAELHM27fcaZhmCN7C1Fg5X0pHCydN0hh20CBqjYRoBFIhVGD4FkSFSBRRlcKeUhQIoWXcR0t5WFLenUtK2wRAaZqgvkYO1XWmqi7rEO/VRvmL3V5RaDg/VgkABGBccOBnstTkHj+vPeQL/1lugQYpMPBBCnQLGD4WAUpRkvIjBLSuaAkCIYAEKAEkE71qy/sjAcBQmlfSkb5sHuCFv3rvtu8+ffpITxoIjXDjg9ddMnDyQN4bCCmr61Zt+/Gek4zSUd/b1TGws7P/t65fs2lpKyDeuXlJ58CoH2hPiK0rF2ilH917PO95jVG7KGTMMpIG/8gNaw7t3burc2D/6eG7b9x6Rdz69B2X7T7W3955vHsk5woVrWmssfhQofCVD167Z+8raWcvoTokthIklkU5w6KntSxrMJYTmkQjoSVkXNrEp/AcI1VOv5rQ3uS1w1oscoaPDbQ3NtfeNv+d+/bumqbhMzsysQPCsiKXbb4iG63b87oW/6zAl2O5VN46d25tXd3reDyM5m2rHWDZ+X/UcEbEE8KMWAAwWsjfdm08Xvsp03Bet4bV8l1HGRBK6HgW3zRU5/TbFtUtvzoEKo7nNie2nlW5DwDuvL1/cBiefrzZL05c34wIved9g+fwaw6N/q+OzLcvbfpMY+2KCxqCTkKemuGSkYmPyGTxdvWHvIX63hyoTyKySTBbBWelYm44LSMRpjW6ropF+dTJgvFtorNQ4DzTDXM6vt+4heKior/Jgd+Z5g0B9PT2NDa2hUEhRTRM6rro+hD6ZacSnBIgEdBK4xlpplmqs1Ryda/dCIKAcz6bbwndHYpFt9rW78zVyvP9Q4c6fT/4taNDSDCSqZTi8QAMAshAENAGeLyM9zxIAMCitvpFbfUAMDxaeLWzNxFLPLXriOPJ+oTZ2LoQCV22rLRn27bd09PT3NwcAmYpRdJOxmJxwzAQcXhoqK6+Pjx1vu87jmNwIxaPFweOWhbxnNLU89yi5xbHMCJAOj2ihCaMBK4q2c5W6aYMj2S0UkBIJjh0wv1BoHOEQKomuvDhwL83JQRBTA0N09PB432FlxdE39VgbsqlYXQ0ZxjFZCLOOZvQnTgB8iHC3LqVJ/qOUEooBa3HtXpWJhFOl00ui3aPPQj/W/kfLKxZ/XLfU1FhmaYRBKJyd2mFTtFnjDLGw/KkUiqXl4ZHlSKRCI1FaVZKVKAQHEcjwmhaEgpagRDS8wNAABRQImuh7wvP9SsLzdpFy995+b2Ep0sYDoAAaB2a5BJPpDFIQtn2lpS1sYFgmTxPKqSM8oNSvIxlCkbZYEmBLkE9ACA4VvrL62iEeVqaEKqy0VKRKYSaNRFoS1rPdRWzA/7ka9O5Ar/9YsEFcW+vzutffLxXlkEnABB46LsY+OC7KHz0XNQKRQBKQYmSQMcEz7EsIVhivlGo+tPYblcS3CNgGMS0CKJGa+i5Y3+xadmGu7e+798fPziS9+ptfPLYc6iRUuDcmjfvpsxLO5KWZXFLKiW1Pj6Qu2xZW8Zx5zQk/ueHtz9/tOfHOzpuvHQ+Enj+cF/E4Cok3QOYBkua8MKRrkIQEGL+fG/fS6efWNxc+5GbLn305K8+8bZL/uvZ41kr5gZBXcRcUMce2vc8ag2EgAJNIUdXRAEJo0gw7PlEArTSxkKBlXdZTYBo0OX8MCFAS/7PExSsyzcMNY4mtia8I5hND0HfpesvW7Z81e5XXsrlsjNeso2btrS2zjl44rHe/gUwb/3ruOY32CRktt193aVvu2LV8+3De0+Nvl6yAo01P6mJv1g4ps348tSyvwqC86o3vrhvsKXeClGf0vrGrVe+fMTT+Pqda1KCfIyT0uQis3I2H6rfmQjuCgVU04X8hnmfO1vUBwBNDfCeewYA4Gf/Yui2BgCgPSN3fCI4nx8kMPPKwF/WpC9d0/Kxach+00tnn5uw9oxqVdOXWN5CfW+KEZbUJ78zNERMYXCNQBgjlFHKwBdYKCqo1PxwYnCPGqpFQac3Z4fppVwmsvtwEtg3i3v6AizWOMmHlHNRE58fHcBkUhsmCwSkkgYAWiYUCiqX03aEZrPSMIhC8AOcim0zozrL9x/82WzcHc5npIeHO48euXr79bN8fbnSElSc/Sr3lVKqo+NkJps//+LD6zL8QMZsywDfArdy9xWhhlX1eVYBcnzxwMlNSxsAkKvCig0rNNK+LFLKPF9ELEMpHQSBVurkyRPNza2pVKoaWhNCaiuvYRYAACAASURBVGpre3t7EokkANh2pKGhIXwBN0jYjsgYAUDGOedG4HuUUtM04/FEd3cPQSY8JYWWvlJSS6GwnMRkjBXF0EnxTRd7JSDnVGtkRqR4Il8sBJ5HXB9SqeTQsBGxCsfJt548+B+UhdOH5PLFSMSMRW0A1KE9NC3xwiu+LwDwkVv/9s+/8U4RaG7QsNA9xu7TYyU+pc4dCdRH2y5rvaozfWh4aDh0kqSERmwj7C03LSN0CmaMKqUBwLJMznmxqH1fJxKcUkiPyArPUEvwAyECAQBKqqLj21GLMuYUPCllxDCvXXsNAtTHG5a3riOEkKBFClmCcQS4YYYVnmLO4zQWhs4lCj3q0KWDUAKIWgFlpKrBppxjC2mBVS3yIXGsIkVKAAml4eoqkJlGKOVSduMlhACkbLKsMf5id3FvpwPlOuSFXAp0Yo9YfLbAL61eKCdN8kU8Fj52sUujdxEqfZNCPtQgNfou5ke156AIMPAh1O8J34QIQMPy6pioSQnyhee7AvlKzbikSmei6vUECKGckWgSC+KVg8P7P3j9b1LceKq70+ft0RiVCpfO3/CDZ48kTAsAnCDglNmGcfOGhUDIPz64u7Emeu/2tVevnHf1ynkEyJGudNET+SCIm1bCsgad4oe2renoOH64Z9TmjEXiGuH0UP76dQtPne7qLz7tuiPvuu7WRYu3/6+f72qpi3d1H80Gu0OdjFC9DYEogYwSQsgrh5o3rekHGtY2S3ePwlLbZ0lRCSvVZ9AUiC6fk7JQ4IS7Lh9ZeQCx2XmBD/dTNnT1tuv7+3oPHtg3Fdlv0eKlq1at7R7a/8zO/Z5wn+sqbJz3eq75JpWr5tf/zjuvbqyJA8ANa1q2Lm14+NXeE4MzyJxETNOKWMEFOoy4vac5dT/jIry1pNM+su8DdtPNkdaPy+Acy+8v7O2/49o2KUSIl3JFZ27TxtMDOy9ezDl+9lMKlAFlpKzdMtvFIRu84nueHSuxJKLGYovX+TJ9bkeV6vNIf0+gwuzGBWhEyohXJ5D9ZlC1mLFAMomLNU5Y8c6B6FT9lrdQ35tihNFYuOGRsehjrDNTIxAArUpdHgangdBKIZ06BKhOwE9qzj6pZ0MV02+GyTD5ny62RfuUWiyBBwUHdV5QCn6gLIMKgUqi42inoFM1pRg0CHRNbMqFu6LO8vwru8/861m5O5x7mj84683LsszQQCYEKojY3dvf3dX/6wj2SigOqFJSC7fal48ARCDvQcKGfOVJp1gcTY+292QuXdzY1NQQcvNc10ulUm1Ndl9T/dDIMCdgWVY8Hl+0eHFvT08o8wEAoRaL57kAxLLM5uaW4eHh5ubmimyAlJJQgkAqM6q+vkEKIUQQjUbT6dGXXt4bT8S2L73jiRM/Fr4WnpaBUnJsrpx07uv3n1YKKQPLpogoA9PiPPfHNQZhjBGTE9PgV/xH7vH31jc2DlpxQhkcc7+1IHp3hDV4XhD4Ih6PVmic5aZNjeV6FCIk48lMLkdJyaI5FMMoIUAsseYmPc/JWgo6JKdXeOjldrqysBsABSDNsUUtscUCvXSxLxapYZR2j7YfHzlW8J2i6wNCJGJZtqm1FoEUQpmmYVkWajKaFpSBUqVvUVojghDCcwPP8wHBMsx8vkgo01JFTPN3b/5kMlZPCAmNjcJbWIFr0gShQICKICCEDOdOGlinSal3DghhjI1V68ogTSk11sSJlYIfqZy/8muRICEESpe+qphLgYGRpGOBE85J0sUNsd193v0HX1saVAj8VvOnXOwp3e3YocABAIVFr/ykhJyGc4l4n/i8uv7Lr2HLdynvAFDMo+dgPqPdImiJIkApABEZI4xjBS2GrD/KAHSpoheKUGgs3Y8AQCiWyUjlzaAC2Qkg5gI1QgAMixKQp5xva7+2kLFiSc04CXxy+fo7nn7wpNToCFkftYtCtjbEU7bVNZgbyDgDGefz3336xnUL7rx8GQLMbYi3NcTpCMkFgQ3QELVv3bjwW/f9ApEwRh1qRRnlhGxbNf/AoUMISqHf0f/TgcKLf/6uP5rfsunhx76roUgYACJBMgJL43GCstRQpwTuPdK2YVVviZJBCYRiEAy0LnV6hnMvLHvScvZCKwAGGIJFNskeORC/clSL+cXeYLC9JmVef8OtR44cOHF8HIezobFp/frLPJnesfehwKeP78p3nOYL1uDru+wzZnzoylrMnJTRpdyMAEAswt91+fxTQ84jr/blXDFVVHDd5ete8i5A2sXkfc21P7CM/jM3TnfoV97Qk6kln0T7Gi3PGvtF7KOUb3QdN1FjAEC26KxZctfpgZ2VsvWk/ddYtffB9C3aZ9m/TRlhUGrsPMtUvE+JrsDXrOMsqr/jyMC3X/+guqobc3qy36R9mwDw23/9B9/8wv87adw7KeUbxvOnxjhWZ3lO30J9bw7Uh5WbDwAIagAydiMKSUvpeQSNQAEMg1bjPcRJbl9UAAzPyLZO+e0wvSjLNH2eiBcH9FUM62dToJASRoYFAERtihqKoDVC0dVaAyCMpmUY+xZd1+YzREiGYVy3dYvWk3fFnZW7w0UbYelJCJnL5Y+2n9Ba//pCvnCMjgzXxEzXdSestZrTogbh5WiqAQBG0+kAjVg02txQEwq6JBKJ7u5u13UDNCKW4fhi8ZyGCqKuqa3t6e6uq6/P5/OWaUZj0Xg8UfmG2tqa/r6+ZCrlui5q/dTpr0VSRGOoag2EwJe+89u3b/6tefXL9+47UCz6W7dsaGqsFyJ44KUfcMakUEpqLUvOPYyTAfE0UKQASqAAlJLGEzX2V9Pe55qyebXgX4cPfqC+WJTHfrNBeVjIM0aRMfKrZ19av/ml+dE759m3axK6O7B4PGqWdYMopSGQCyfjJ27/5y9/914gKGV1XgkQUSnQEie9l1cnbyMSSkIZY+2dpCrSqPyThN/GaaQluZgSRilZ29q0ac61oPGlB340ZBTTDW4glJZaowYAO2qhhtCZMIzgQxEdt+hppYVUvidqRuzFyYW3vuv9nQMHMu4wIXRJ0+raZBMqHOtpRUIoKQR99dFkCAI4N/JuvwkNFRGW8CCVlJQySkNDy3JdtGTkQGilVkgIAcIYrXD8ShzBkMlXmtGlrwYAwqxSiQ9xboptXlj7aEf2u69mzrOXoZGV3Kg5IZGynjOSONBSjEJY2FFWX6Bru7OfP+cwaMaepbNqaqp+8VRvLFmrIygJgY9SQjGnfQ99F4SPWqIUoDRyTioBb4jZSlucrlrnqwqA4zqPKyiw0v0BABqHxNfDZyqNkZqleRKTjJoRjPI5u0+ooUKxKR41GM36fsI0b7p0ASJ+56kDnFKNOJR3dxzuu2vLCiFV3DL/8r1XHuoa/t5Th0YK3rzGZG93z97jQ1nXS0Tt+pratOsvbEwODXUqPipkqZ6WdwZ+8vTnWuvXDGeOlPMmgADcNACZ1ooQwgyqAiV8FcLacgK4knYJm5YRkIzR+xHCf4bwUAkRclnHSdCWr4VPWEfs6pjoW1wYyjoHFi1rW7Jk+Z49O4eHBkMKXyKZ3H3kITdfs+/k8I49CcQ3ROTpKdq67LL8cE9fx654XWuqeSGlDAAWNMY+dsPSXZ0DTx2ZpKa0ctG8OU0NcPq8Sn2M5uvjP4vbr1I2dTc8itzxf6Tmt1LL/iqQs62KGjy/eOH9qeTRwdEFDYkrlVJhamn98g/+8oUvIGisSikBmR68VYtCTvtiUk7/hXX0MwRaGAdWBfmmSvdPuiwodtpzl8UNAwAKnru08f1vBNR35qGGZL+1jX98JtnvzN/7/7P3pWGSHNW190ZELrX3vk3PvmrfdyGBhECPHQQIgxEGY8AGG4MB88DGGIyN/fxhY/AOBhtsjIyxJcAsYpGEkLVrNCPNvk/39N5de1VmRsR9PyIzq6q7pqdnNDMSYuL7pK+mlqzqzMiIe+4995xPfP33taLm9Oj8fjxs/6VPP9A6g/p+EeFfnKoxlTepeLPkKwIIwWyr7Y4+f01ADjpoM7mbw75GUx+1+xnPQA2v/ah4CYfX2iLPhUU/0iADxTgvV3StrnM5UavpakVTw+KJqpWa1lrLJUlmLY7ojLvDdZddtmntmqX/RSvXrJFSnrozZlniyJHJo+HVn687I/CKfnl2z548MKO6YaQ8EBG7V5wzNTq+PLcGAMqV2raRqfNXZkZGRmJNllq97o2Pc+F0dA+ramViYiKihhECSimnpqYYAue8WqlWqzVsStMppfJzs4jIuCCraDm8WolKEAAAcM+uL22wf2nViqHnXXOZ4EJrLbh44/Pe8q8/+bLvadIQQ74bbpgyXg4EwDgqRZrSCNwmGplTpMAXNNCbGBmvP+/L01+6NqG7pWVxxqAwA3t3Aay/c6J+76rk63qcy30/mJsruq6TTiU457H9q7nB06nUR9745U/f/pbAC0k7EMpgHhXyWcdvK9AsF0QaiBERIWeZXCcVeGq/U4a6pa0g0JVcUBnwKhXPcR1bCKmUZYlapQYASulyqaZJd8y4mWnr4hc9z3bss1dcDBD2LwIicQqCQCoV2pgRChzSWiMgMQg8v1YSiDKSY0EA1ACktWWhUfhERCEENzKjEDX5YUOr07T8tf3TGs+EcMJFwJUd/KIVHZvHKl94aDLQ5PA2O72lKy6GSYqkEIwZ7GMDT0Rfw7FhyTt4lFBt/ijoDcO5O0YKr3x6u0z7Fd3QScBgjKOHjzG+asZ7FEskNylAmPCIIWpFUpJXo3qN8tPa96hejqai8QRDAAKtABjhyWCfYnhNqRmRcgEJC20b3BS6iOctH3ri4PTITNHmIm1bQrBL1g4WavWJuep0pdaZdLuSiUs3DALAfz24Z99E/t0vufic4d5P3/b82+/f8eKL1jz28CNzlXrWdcjNMsSMY9988dpDh/Y+dugz8/wWJueexKZnZutdTgIYZ4GvINaC14uF9xTxjwGaCu+xjBkaa18MW/8QCcN+1BgVVKzBrWKg19vM8wGwHVdeeW25XE6l0rtH7t+yU05VCnf+WNb99LMqPcgYz/WtSHX0zR7ZM7b7kY7+1clcr9Z685PblSwDzDcg6cymr77wnKf5pdnEfV2Z7zIMlnIqSBbyO37Hzp6XXP4h3ztGs9+ywbuGh+9mTBPhTzf/yWuu/3atUktn0wAwWyot67340MTDLE4xsZaUm9FebqBBc11Zk565YbpjLOCH0OqzF3sGmBa+lvPMkZ3oTTftf78HVsbw1WYrnw7J85SF1gQAPs2ZZr9z+t+RTvUuUg5xU0LYjLRuEWHBeYgb57HtjlY2PIP6ftHHu/74ottu/oOrL37VYhlZTY7tZ1I1RLC5jDvWSYOwmetw2+LxfG2eZi3lPg1attA7Gw/a0jsXNPUdrc0Pjtant5gE6NM9b8VKT2/28NJz6oVixXVt13EDRRPjdSJk3MgHQhBIrYk0lYu1JK+dlMtardW+d++9j2zdevN11y3R4yGdyZy5HZa09wOdt3YAYKB9qAo6ddalhmRzaMY7e2Xn0FBfIpEwN0K5XHYTbm9vb71eL+QLIpNMpVKumzCtj4VCwXacnp4ez/NqtarWxDlPJFzbdgAgn89buVxHR4eUgef5OMVIUyy5axrq6lV4wU1X9vX2Gp0Gxlit7g9nV918yavuuO8/TSSHDG68cdoEwkwAadh7mNYMY3FOM0b73tG3/CuT+1/ft+vWPjXu1euw7Wwql8o93WA7aOSzZ8Zhw1lMYWlv/Z9G699bn3pbxlkZBHJ2rphKJlzXxhZ1EujI5f7v6778p//5K5USAQHjYblvIeRDhHXODYAi2tNYk4ILa3qGNT0DvNH8wczNrQm0Iga04rxzRzc/aiFyn9WCwObcLnF7mnvdKnduhzEmPTg1ZtuW7wWmEpjM292F1OC6FcvWrAYyzFRSsX4cAedca62kAsaYJpKSCJADAitWJi07xRnn5j/GEEOkG9tvGFzHGKOmEkqz6fAiTuvznkkm6LIVCcbg8QNj5bq3MQsAUAlsFZ2ZoOHL1wGRjeTiQO54R0FvWNF5z+G5FxKcZI3FWoWIoEEobP7FFFp4hTgNATkyRkaMp/FenA8sGQMgCgKqlqiU1+UClfJaSpJ+qB7BGDAWZjk1AW8A8BOUGY0gUgPzYCtS5S4Km5Q88tjh3/6l572u7F30r/fsKNW8KzYuA4AfbzlUC4LuZKKmVNoWL7pgJQDe8+SheqA+8s/3nr2y9zdfevHqvg4L1MRc2RKcCLSbBgDO2KWrrDt//D/HLiWl+5IZYVwHkQHnCAxB01H/WlwQcJpYnyLSJxgEGMHoEDgjmfQJReJwCFPORXOgllcP0+SYhB2j27x6UPvu/bUjk8lnNru78LuVDOt1wnb7Vp1bK83OjOzavu1x5YRgL9h/RKzox4izJzi/+drLn1aelB/py/2zzeeON3QPiluLT705Mfgq3vnmts1+mfTuFcu/mUrNITOwDCTVJvL39GWvM3ip5nvnrn31wfGHjdwPADANhMAYzyYHi5WRuIhNGPUYIKBuPXUxrmv23QMw8I815I5PppjTZO1bPYl3+HXfdPfNlUsnTPLkHE56jro1JwWAMOttuffAewbdm9f13yKYTfP0rBE+8+0/ddLcstlbPvqb55234Tde+Xacp+wdddRjk8F61BSOLXKdeIbheWYA+Nr7wndaUF88L00c6dp+X64oImoBIhjup21zAhQWtwXXRvq6oV0Wd3W3JhuaJnNcrW4RZGn3uE2tbzGG5yIZ5aUBwiUuLgfLvefNP9girX3lUo00aEXa1CIAGKLjulJKv+77fhD4SlRZTz7RQG71+tI79DauXr3Q3WF6bu6rd9zx1tfekjuD6E4fJtQCfAU2AAz2dm1cO1gul8fGxgAgm80eHhnZsH495zyVSqVSKQDwfb9QyJu9dnZmZu26dQDgOI7jOACgtfZ9b25uzvO8IAiGhoYAQAhLCMvccI1tyfSYSRgc6C8Wi9lsjgjm8sVSsWDZoqPz8E03zWy+K3nRzdWgTkqBk0AgqNc0ABYKwzA8KqzizJzo7kocftNAUKfUY7PnPRT8x0s6n3TdrJtnwolsWsj3QQaAqBGhDCNPlD7ZU79sVfJWm2cq1Wq1Wkunk8lkoplll+vo+L03fm1sfOxffvr+whzoVulOZMA5DA91iMmLARgCC+OIcGtE0Cxie0ZtflEoGaaLAQCY0a+MhPQZ5yI3vLI4ephoSirppBOBVOFGOSs3+Gefe8lljOHYob33/+hHJVZlDN08d7jt+f4lL7zR/HZuWYiMc8YFZ4xzzhkiYxyQSJHSmjGmnbHu1NnTxb293cvD44c7McY+ZmaPbj4nTVCvKWKjfFFtM4/jTjkAqOjd5oGEImGIrwbE2+498EEAILLnGa+fThL1nOzrzT00V7whoLnjq4AhIoJW7QHG3JQ2wiHUTJhsAn4YMX85QyaIc2ActQqnThzRmr0mLB8gkqbAh0pJlwq6WiKlibTRiAeGwBghQyTDVCTGEFkEzpEA8KTrzhh/JG4jQLC3+G9cfe+jr33/D7fUrtk0DAAP7By3GDczZ1VfLpd0f7Z9BAgZw7l6/alDU+/6ux+89qqNe/fvzXu3/9qL3rBzUjwyEUxVqr9+88UHDhwu+3sAW+fYPAIegslBSElaR9MUgQAefKx/xYqJZQPzITcitFR5olofRWcImszAGnTQCCVQc7MjUIBsX/K6hBzPzdZ+9uTs5u0JgGfeAU8r4K0BLzKupOQifLZY13tma5OH9qzccEk4XXXJ2lPq6B7EniwAvPCqi5PuCf4hCLXe9FdSzg54Gjq59Yk7YPJ/UivfLdlVjSBelJYv+05nx2YgIAWEFEnT4n1bP3nrC35QLVUyHVkAOGfN67/34McAVKQSBcM9l77imr9Lu30A8OPHf3/zvn/GhlIRAmvcH+ESDA2vmeYpFy2NYVGdC+DiJN5U2koU61Vwky4i+lKu7XnTiaG+k0GQnA/5WoxqAWRARtp6X+W7e6a+uy791t7cBQ1uT4j+AREsiyGDbdt3F68vIQPOGurZXPCwP7ylUQBt28JIz7n5bzqD+n7RhxBYKQRtMBIBANjCG+wsNZk7hpSZVFoAgGUxRNCENU/BUZr0WoAfthHhbDZnJ01tKoHHenBSUNzxDiUJYDEZz3kvZQ4kSsu8sqg5joMIWpPr2LVKTSnt+7Je95hkw2MdAxsb3Kp7HngQAK6+5OKlYLaluDuchjF+5EjfwMCzp6XwGRmxS/s5awcRMZPJZDIZAJicnASAsbGxbDaTSqVDCoptd3V1EdGhQ4cGBgdnZma01plMxnEcxhhjzHUTtVrddZ3e3l7f833fQ8T/2fGHdgaBYvM3ZEgagAiKhUIg1f79ByzbkYGck5tHKndKKmmC5EjJqzLGQCuoV43vFlR9cDPOj3/S+7xrJp7aWhgd8V3XzmQ4DGUff74/ub9Uqfq9awgRlUZTLVESlNSGrskYIsCMfHi29Mjq5C8NONcTYLlSq9a8XDZlnCdMAJhMJNauXvOHq/97ZHT0wIEDI6Ojk9PTQFpprZTUUqtDAFwJzhhjQAiAxkOGCDUi00icGX14019kXkKOUhIickZG9I0xJpAJLrRWiGzwwsurP/lBKpkoVWrmACnXSth8/+OPeaWCXyrWigWrrvtFmjEkB4IgeP2v/9rw2jWMC8aZm3CNwboQgjPGOEOMxQuRgLygQrAKrSDtHLWdpqSfklQCAAmlit5jLplP074OqUc+TB8DsGHTohetLWOVLw50/FZF2acf6c2vy2k3k7kP/XfO1O87vhhNU73ayBg2lzpH9sqw9BT3FGAL9mMszB1wCxhDLoDxqO7EUFiALKwqm8y9+bgmkD7Vq1CvktbAOHJukpbYsAdhACcvzY+tNUpa6BnIkCEwGxBByrkHDv7ecO8FSfdt//3Q7mrdL/l+2rJSlrjpwlUA8MCOI/l6vTORcLjwAoUMrzl7ePOT99f8qccOfG7l0CV/8qLf/Oo9h248b+Ud37tDg1x8ThTEJpNaNJsvIjIGwAAUAMDYxOCygbF28XAY1jdNx5Z6TrjvY8z9jDsjzcvm9mmwQmtiYNcIbN7uwum0blxkf1dkzceB6sC+7XVy165c/tATWxyhbSF6Bla3vMfl2Z6knigsP2/Nhi5iwWhF9Gm0juuru1Mjq7u+yvjJ8MOkoHLwL5n1pfSaPwWA3u6fLR/+vhC+VtHsbnLG4xzu+N9XvvSybwWebzl2sVpZOXTx6NTDgJBLDb/o4j9d2f+8+MA3XPTJdctefMeDtxlYiE3s3RABNlAfMNa4qMgATTmdgWWhyfe5fP1JJArsKLxvnftP9Woo5sloaCkkz0UYFtSu1w7b+1QflVSpNcUMF2X6hyUoSVqDCkgpUAoemfqChZm1uVs7MysQETn70fYfoAAlyVj/KEnVSplxzhiiycEiCsGjVKMhmCAgYwy1UmiExKIWAmARvRxaoCAAHE2L8Qzqey6WJjhK2VY9FmzhDXWXicBMJGmCvqZiVhBoIAiCgLNme1okHXOvWjmfNL/Qd/Q7cEF5kJb0/vYc0VM0liblYkaqZFtPcrbMfsmv3AwAYzNHfvjAT7WmUF6ibHVPJlSgXvyG1zZ/6rjUWWJ3h3sffrhaqz0j02nb1i25zo5EIvmLfE/Fs2DeSlopV9asXu04ThAEc3Nzvufbrp3LdliWmJud7ejoSCaThsxZrVampiYFF5lsVkqZz8+lU+nZ2VlE0Fr7nqdF0Xa4Jlw4yaVGqSCZyhSrR3YUvqCdSRTAIVTUcxKhlK4MzO6Ls9X1iFoF9MiWwUsuGZ0cC/bvVAdLDCwbpZdw9eoeLYBzgVo2pjwXiAiMI0bW5ACwv/q1kdp31ibf0uWcr5SanSu6rpNJJw3zJL43hwYH+vv6zq/VZufyY2MT5XJlbm6uUCjWPN8SnHMBgJ7nmfnOEDQwI3ACZDquUCnjeo7IgAC01oigkTNN3MSs3LzEBLOSHZmLb3nDo9/8uiKqlGsEyDgDYK7NZw8dFJYgglTCZZwpKYNAvuMPPrpiw3rjP9Eo1rXGBI1/Arp2elfxC7ISGFxX0bvNe+bJV87XF6GWYzaXkBbYzLQJRxrvqX8ArL86WsxxUlo7ljgCYsz6xzXuD/bn30dLw0xEpCTUqu0D/fFDijFgHOMIMrZMQBY2GplPxjrvZpowZqLJhvwmAnDR+BITbykJShM2GvlIGfqxiYMZgLW0k0dNOU1shS0ELT+iNdxqUeyJPJOEIMawop548ND7Ni1/5fXnvOwTX79/rlofzmTPW9VXqHj7Jotp25GatNZK04bBrtEje0UqPObB0Ue/9u1fvfK8W/fto6nKAy0yazwifzWzTIHZrgWEWkOsF8EYGg/AwNMUwtSmmh4RQ6DGUwgIWhNnGAb0psLX+LsRWs8QNNUF52eam07WM1vrmz8SAkC5WL/nwUc60gIAuLBS2Raj9mVDyxjJS65ZcemmPtAVAMgFoz5LCVwS1yZp11d1/kfKPXRy/3iShfKud6XsjuRA3uSj53XicA5MoG0Dsvq2I58+e/DDOdvypbxo/a352lNXbfrQhavftvCwy3uvufbc33tw9ydMlgRbMxzNZfl4HzS1QcYAeSMv01qMOgnDU+PkPFmvnmPKfYVqGyVPjokNvW8HgLna1vHS3Uup+y2xPNiyOBuxXw1EoCRISSoApUgGIA3Sk0QKtAalwjZmnxe3Vv8xPbVmbc9LU6muWT2dyzm1YsAYMg5aQhBIpjVrsDlRKWX+yZAxzkKIZ2TNTOYYGXJkyAAgKgwCazBEERG1hvl8WzyD+p6rESpiG7MsIgDsyVaBQFjoutwIxnmeDgINSEFAloVE4AcaAjNNbKI2Ap6mqN0+XmldW5uhYHMBcAGuOyGkR0dBlSfzTLY8nvcV8qpK8sGMd0RuSF+y9qyNlWKx9rPy/j17NPuPXwAAIABJREFUfB4wYEl061591ab1qzdtXHjkpauzNLs7bN6+/cz0fmZHvV6Po59CoVAqlSqVSqVSqdVqUkpErMxWxsfGY2hhxHCzuSwCOnbI8LQs0dvbBwBCCCEEABWLZc4RELRsJGuRoambcy6Aqb2Vf5mGh7RDfl0ns5HKrgRhodbk18lykHFUATHOgAg5lGdlpQAW0tAAyG6tVE0GJARYNscUtyyo+439W2uy7NCKA5tsqX0q7Kh8LlEb2pR+j8t7PM+v1710OplMuE38RiYEy2Qy2Wx2eNmQ1iSlDALpB77pl5OBLBSLYTiAsRwmhn1xADpaa4wgktnthBCWJSzLEmFVjimlGUPOORdiw8Z1//bHfxz40vOlDMXNG4iOMeZ7fraz800feF//8uXH3PXn/XNd9s33zfzSfNB/rLjhaJHE4t8178kJ74drU6OTwfAJ5LBPfqwMMKVetLzz/uni66vq0LGT62QoXmj3kj/V8vNKnXWGhnIJnEeqD6aMEPHKQtTCAEyFCsMeP8aNgyUgUmjzEbe6sLAZSaMJxUhwDN1AdOg9EFrdQ4ghFwN1pyKVyIAjcI4CaKTyX4fnfvg7r75tbObsg1MlALrzYWNyQIW635VwNaj3vOTixx67+8Dst00LFiIESj3wxNcYB2ac1llUVlOgGDAgydD0Kxb8Ljdh6quatA4lOsJiNpquIBYdwZxzrQAJiAwVFhAABQAg4wZ7mzPfZK/SpPwSE3XpGHH+s1rh+WiSkr29PZtWdF/Q79cL+yp5kcz1mjvO1pW39Fd+4Dl7VCcd5U9DgDXdP+hOnUqLPJU3+Q6TOuMcTX2PW2hZyC1wE8gYzPo/IeuNtYqdTKdWD7x807LXtz3YXHUqXytKdJxEa+oiunot4VBTgsbMLoP9GD9V69K22Q9d0PHtSqmSzqaV1qu63hyjPgQ+nHvpBYMfca1QQOVQ/s6HD3+AQB4t5lz6rGimKpgJLwNQkqQPSlHgg18n3zOFPlI6DHRJh4L5hpuAAHm17/Ejn9PyXOYiEShNwIALJj31Z7d//gOvfRciQ0DkkU0MN7AOmWYIDDkiAOMcEQz2QzTUT2AyVBRjzHyi8UrUhxkNAkA8g/qek6ivDT4iAobaFhoIOMNwvSawbcbQtLyjce3jHB2bG/vj+UfB+eU+UyjXmtqhtWNquiys653I0nwqS33HqPjZN5US9+S++MlPDSwbmp2YYIy5jGeFwzmv1evnXnT+bb/7waN913Gpsxh3h4vOOfuHP7v/8NjYmUl++odXLaYsvfmJJ3K5nLE0QMTevnCbSSaTnHO3qWnTtpckW6m1fvTxrQCgOSKAUqB1lInHcMuZrD+wu/IF81jYwK2EbWUq5bLt1p1OmtklC74GBMdFpchPrk7keK0sOUffp4mDknFkAi2HkhYHRlqBbYOyBeOkIjEYUODXSAUagBhHZJpzYAyJgAnLtjqKtblH8/+3z71ibeo2jk6lUqtV683OfvFmL4QAANu2oMW3k5bjsqUnXJei759wnbf8wR/89e+837Z43QuEbRl39fD/Uma7Ot/5iY+nstkTuNwc3U3p9+0o/8UzMtkOzd3SlfvfqmKL554XGvieojEnc07q+8vw3/YUPrV40Q8ZCgaJFAy8WM0c1oVHkRWZzvhiDXQLjkamRYCwEAGQRzrvaOAZISLnYexocupG5Y4L4BaKiPAZ+uYhMAGMIWnw61QrU41py2Y0f5MiUqCiyJXhEhr5FrbMHe2lJSIaJMYREISF0i7vnPubJFv7iss/fPfWg4/uHZsuV7qTbodrF716Z8qtlA/uHf1OKTjIWMjPNA2KphQfouIQHlMYymHYEikyfW6CMwQVt2gQAZoKZbgnG22kBp/TYGIADcijlE+E90BYyAWQ3AXWpjANsKDSSfPPDrYoEz47IN/xhg+JROJtL9vQnU0AgNfVP3dkT35if8/ys5xkuJ68yDl4DY1+z1s9rtMLP96R2EbJ0+GKHjZAM+ACbBstB5wE2g4KG20nvLm2TL/z0r7vBZ5fYJUkk+lUS6EyUPJwfqct+i2RI5xLpvCYKrfYbvKf6hzUlvxrz05907RiMuozJM/u5CUXDX2iI7Gp+Z0rOl7hiO6f7vsVAtUM2OZtMaH21iKCKM0NrgDIUEuSPgU+VUokgxjykVagCUA3mAWIgEChvSsL5XHnBKUzAgmMB4pJDkuf/uo7//jel78zpNhgpN0Zy6UyDcQAgLQGxrQmRgRca0AkUETaVAmZMqXAJgkYZBDCyZjlcgb1PTdR33yNZg0AYFuBWfQ1teAbIVi8JloWS7qcM/Rbbw9E1AR83g2DCNSymDYX+o6i40KL4MDFi35LRGgnft7ijpHWPwrxqCua50OHY3OpijPTjDHGmctthszzvHXnnvPmD32A82O4Eht1lo2rV7/wmqst6xjdArlM5pabX3xkYuKY71ziGBgaEifpUM/50ZPwX/XCy0/uMXft3jc5NbN2zQpljewbwSDQAIxab09E/Luv//2NLzMTCbs6c7Ylkq47l7cmp/1Vt06P7Zf5SakkMg7CBndNwmzZnDMArRUgA9CEwsSLyDkgAwLUCki1zG2liDEgAiQiQiJy3cRgXxqZXSxbR8asSXhw2n9oXfJXe+xLCXmhWOacd+TSPObetVaimrrnse29vETjpoXVLfNMIp1+2a++/dtf+hILJBAJwX0/SCQTvu9rrd760f97YpDPjH73unHvR/lgyykqKSw8Y/HwqZBSf1+jd+oFsdV82ZjTNSTBOL1xdddLZspvL/hPLQJHDdzKdDA3ialurZSWgSBFgMAFcgGco+3MT0qaR8JudewgQABhYVxJwBglRoszAmgNgU+VBOEslPNaEZAiTcDQkEIRItQUpyORgQZcDABi6/+pRS6lPZxZ+AZoIxbDEZiAOu09lK8t69/2B2+47C+/tWNkppywRNqxrz1r+MCBw/naIQPkuCAiQI3GZk0bKqYO1W0JEHQos0k6BH7I0fcUIpLxySAAY+USdTb+70P9K1dPDPUDECIgFxAVBgAAmQBmIYsulrBRWACzr9LOdTLzKeC90cWOVGJa7KKxSSEmrEj8PK72yURi0/qzrMhwxklm+9deVC1MTe7fksz15PpWha7uKG9xd+/0Ml9nasH0OV3KBAwYB26h7aCbwkQSnQRaTlj3i6/ME3OvPjf938K2Zsoz03Ozq4ZXAoDSeqw0ApC0RT8A+Gr6cPFv2PHAgraLGBG1pAIAMs75M9Wnm60mqM/CP0L+13LdHYVqZUPvOxKif0XHK9rkUol8mbH5gKdGY/EtU/Q20lBgaqQ6ai1GipcCxhsShmFZI0KMKiCvRpUieXVdLpAMyPda6LUMW9aMeO6bgyMDBCYsIQMddSYjMARFtZJsqGQbAm0oqBO370V3W4Rho6SN8U3SBAw1EZIGjaEdNyICMUQVisKYP/IM6nuujY9/6SVt4gEihrI3WzWz06trYRpEW/UpbZvZglmCMwTBWQNaNbH/45tca4p8utoX+qg9vXM+aFvMuv1Ya8AxY8fjGrbLjzsSkuB7vqmom5MjA6lA3XDLa65/VZvF6LLzz5/J5xeqs+zcv3/18uVL9OIb6u8/mWCmt3eRV33fP3NPnZLiSb7w1LZdvb1dL77pulQy8ed3fizTAV4VhNO4TUy+0KRXtj6mz7+EA6BtYf9H5wr/r58LZIxXK7253rn+5YHlMEQslfRYCU1HgemeGisPr+ge1ZpAITJiDJEbSiVqBWEfAgAAHNgmhU1dAxZjxAUwRk4SUhnLD7RSQa0OjuOWipbr5nfTFw5Ub9+U+Y2stU5rPTtXTCScdCo5D5AcDeQcL0Bqxo5xDTB+5qwrrtizZcuTDzyoAQ3PkzQJIV7+trd2Ljq3lzLOyrz/kbnfDih/aooPDSjbrOlint1T+Ow5PS865K0Kd/eTLj93QmMq6BDuNy7IPvDUzK9LqreNAhFBCIIEcgt6HQ4EWoMJthhHLkIKaPNKHifikeH85R0b+oEx3jNkQ0PdBACtgVsAAEozRCgVtCJE3VDnQgBmYUtKtLUX7jSMMIiMyJImtizK3XsP/vttN9zK8Zq/vPNR3w/+z0X937/nW5xr45BOJmuDkVmEMU+PAkqGEHumIcIcLE/YwAAJQSvSkkgRRLRbZNF+jzA2MTTcfyR0wNAIDFjUhRjyaQVYNgoRSeYgcP9eMfcClXqXTP5WrDMfudo3DN6eG0MF/s7tm91075pVK037PSKmOvoS2e7CxIGx3Y9ke1dkepYhsp0HjhRmD6O+4OQm7hFjZdQoBGsVUyAEBiAc5BbYDlo2JlKYSKPthnm9eSUsB8+Zqo5VA3/dyhXf+f53i+ViR0+KWVmAsGO/4u/ePvkeAu/E1pkFnzolU2Gs8l893TcbtuqG3rciiYWL6nTlgKcyiEMmyWECM2NX1pyNKRdIm2dYmEgKBUg5IUOKclHIkTSYMlvgQaWkywVdLZFXI6UACFh4j4TttTRPFZgaWa3x+qp0JwSeBmhwYBgDpYA0UMjnZoCxQAuC1sAYAWhEBkQaGAuzOxTW67X59YgNOc9olyQgJOPPAcaAFvEMw/O5N8qV6fnrl5ZdHUFfj48IFE2ouqcSLo/NpZCBa3MhMIRzPCTvayIGGPf5zOsYnqfg0lxgpKNAMlro7rCoL9/pFPU866wZGSya912YUlLAOeeC+57vuE7gB0LwF77h1itfdFN7iNXVeTrVWXZt3z40PPx0XPuUks+euT05Od3T0/Xzribqed7jT2zjnF1/7eXd3SGz17I14yyRRq8OpButfbF7SilvKh92ELDDH+tUhWDNH836Hxk49/vT91/dI8uFDquGHCeK69wkk5JCzQlE6VOZLVvZP2E2GCGQcSCg6RkKApBBSJYjovyM5Bx8sKnmmbAv15PsH3A9H2zbUkomXQFajIx2duamHLfwuP/pTmfTutRtruip1bxqtZ7NpBzHbt7+j9b9e2Lo6Gjjqpe8ZMejj/iRIbVSatVZm86/+qqTkAliufNzH380/9snKZhrPRutmS/DsaMIHhDAnqnb+jrumpO2MR4wi29oPf7MgUBJsM+7srfjkaT87L7SF9sSPhlHi5Gww3QYhAHsInwqXCI8bvkW1mg15xwZQ0Rt24wQpE9eFZSimPoY5vgpUo4J0RBwdvpOY3M3VKisYKGb8veXvsLhux+99Z1Srhqb2FXWWyw7bM7HkONlUvoITZbZnEXYlYVFBuGkHNcyOJCUebuRMsXW8iRKX8f5XE3EIaymcg7cIstFIRgXYMilMReUoeS1v7bqX5OZ31eJV7SAvIZVGyD+fIO/iYJCkaK5pwD2Vcuzvf3LB/v7oinHOwfXZrqXTR/adnD/zgK5hu2fmhoHSJ+0BIEGHdm2NlRosUlGlQFjYDloOShsSGaYIXY6IeRrc/7X9nwcZGquMOsFwY3Pu37kyGgu01cLAqW1JjpS+Mrhwud/Lq7O1pl3Xtj5XSVloVrxK15fT1/8Usmbnq2WOcsAgK9mZGu2TgYtq8zkiDIBMPJwnvNIkKZJs424wEiokwKPalWqlij0HUWKO2ZNgKoIWGgn09osTEAIdiLtJCzSKIOwKMIFa6VxhLeUJgqJpSZqj0V0EBtCuWGuDJs6bKlFaopiUxXURMwseguB8pnxc5+jwto8bHbf9q/2dfsN1GTakW0ett1z5Bwti3GGmsjijDNsOE5SC9wiDYR0NH3bZlpmS6GvLV2zTa3vOADeqejxW+yQ2N64LzpRxvheW7a14aKLjgb5om3j9KmzBL5fLpWeM17tw8sGxiemtKbeni76Ofz9Wuudu/bOzOYvOG/T6lXLY/jqeb6J2sx00rrNTAwCkNLKZnJCcN9XWuMT7+uGqnr8hg4H2MSYleuskSYFTFg88CWF7XlAGmYm4eILOQCARoIkYZWhPnSQgKGUJAMd+qEhIiPfBxCOCz63+MCqnrP+aPaJ3+0pFoNMxh2f9CtljQzyechlCVFP1LZNlj68MvWSwcSNFk/MzknBWa4j60Q9jc3sgKOtG0vLHLcCpNZPdQ0MWIJrZexwEYDWX3jSUu9psXJd6u17Kl84GRMgKumF3CGIO9AiaTgCajDwi2w6XfgtJ/GX1QAxFL7ERmkFmyg/px0EliWvwvvXdL9L1j98sHJX89WJS76ILXL/pw7/IyJjZNtAKWQMtQavRqS1V2ss2TIISyTcAg64aNKx9RVs4rzE/6RWVZi2B8MoGYrA2l4f8gyHizmg5PTjY5/qci+cntRupk4MAy/M+5CKLr6huRq9RANgDd6L1VkIuGCIiBoQdaOw2KQ1aiJdrYBbaNosCZBxEBZYNgobLZtxAcgb1T/jyccis2gGs7zyPl3/Oz/7FyQ2LaQf/9yNOAFTqARbDtYznQMDWUCAiakJAEi59va5qaGhFblsuJMqgn0FPbJv17LV55pnOp3SVXMzT0J3yU1D5F+3NNHbJixuDFoNV5QBZw3UbU6t0sTQNFuCZaOTQDeFtoupDDKBIUpvdwn6sy/v6V5VzBeEsMrVcleuc+OmsxAx5ToJy/alHC3M/hxdry1zb9jkfQ0Zm5meGJ+eOH/TeVKrkblpIThnIfbeNfVh3UpGkJKAY9zoNzulGi4XzDAUkAkSltG5CKt2lhUGs1qRCsD3KPAp2jEBBEQ3UURnaNLLjEp3CAhzZWCdyBgjIN1kFY/MuAXBp7/21x9+03uEseczhb6mzrywV4817sJoSUHSFC2wSECgzY+IcQACUKTkQqFU05nxXBpSEjThstnS2AO7vgwNuAdEYLxAkkmBSAAgOLo2b7PZCQAdbttNAp7tO9yO3tFHC+mdi4u7zCeILwGWnTQMSG3x3mKf4AyV0owxTZRKpl7zrncs5XuWos7ywObNS3F3+MUZHR3ZbDY9PjE9MTmdSDjZbIaeleDvH3/8zl+74e/nPXno8Oihw0eGlw284qU3isgXWClVLFWCQEbCXxg+oAbJ0zxQCqRMn/cnM3s+PlAsS6Xgos/ObHnfAGO6kFf5PMqAbAeVJKJQA6MRRgTEGAhu204ym0rmi+lSuURYrpW49FFJDIv2RBpQWFicIzcDVq7P9+DB9/Y6itV9xWuaNGSSYsvWmbPX+0RcCEQOXOCY/O5M5Wer06/rEZcBsmKxYlleNpM6ZlPrMdHdwve07fdjnHMA2xJSKoZIBMl0+iRe0GWJlwZUPlj998V+KoW5Id1KZ8CQNAGkQQUUqn5riKp7gAhKNVK1seevWXn2V+89p+sLJfoliWGrBxdWBNGZ8XOKRFGx2UUg7qdaouDnUuRz5q/5AJN+UvC/Or/30FTp98fqD5md4gQOdVywYSH2M/1/yMB2Qn9HP0GIUClpY6KlFaFAc85NhNeIzU6jp0BjK0QAgDH/gxjWH9AQKQvBZncAunxeLejAB9KkNZIKPSqMyAoyjFuPwh0KgCHsn1mezDYYZVo3OibDXZuiBYUAENwUcobACDRygdwCy0bOwXgkNrB6c6tS09cytTORf6m0X+GnPoLiuJsOEonSujW3g94ErPeZWqiLHjywY+rKTb0IWPfVlv2lI3PBiuUrDM7dtGGTZVlBEACAzfT0+IHxicSaVSuf2LFT+WUOkOse5KKhZWX1uhdBZW5kVq5a+e7ruoBu+sw3frJ7dNsxEs1mEeARqzPk3Jq6K3IOyKM1AYExFBbYDtoJtF10k5BIMdtFy140UCF3Y9fvyyAI/EDKgHG/UqsBgODcdRxfSkS8Zu0nt0/0bh39fEP+5Nk6EJJr0l/JV6veVLBu5apv/+B7hXJ59fr1QoTbzXTl+4fzf+upsfktBgBDr1aTD1AwpqEXGuUNbFQ3tMIgal8ynodah/pJ4doe4XOtQWrgQAxR41ELA438T+YcN8URUUfG7qEjX3TdScNn/vNv3/7il/d0rGqEowhh4665uDpUZgoJnhROG4gaeJlZEEwbMLboLkXrwJla33NuuC5WSo1/Prjr9pjGSVEkYeKEaPaAY4sWn+Do/QxJ6jAt2tBDa1fua3FoaC30te++W7JDA7U/0oI3n6Ton5oONU+27ajynoyBVsZG5Zc/+P6lRLrxiNVZvv2Tu9ugviW7O/ziDMbY0GBfT3fn6JGJiYnpXC7brCH5LBnJbAsttlgsPbltVzqdvPEFV8fZYiIqV6q1mgcAgS5RxLcyOmCtHV/GhwCDwHrgt3qtEl35ubl73tG17QMDQY2u/4fJf31pR60yW5rFvB4WFihFSi6cxNjTnRECBYPuDkuq3Nr1sPWxUrVsRCAw4QJV2eB6p1QAw+q19MTcXD9nIunwWk0O3DF25PqeI2M1B6sMOGkj1gDGdEhhaU/1n8b8H6xJ/nJGrPX9YHomn0omkkl38Vrf8WKAeRgmfoMlGGjggpGiNvrDT3usSt4KAAer/962WdEE2VqCUlpJ0MapKWrTMB1opEP7Jm0wuY6M6USTc1rrWmQSPk9M/M3FvcMHvUv9OE7A0LUJGWfGDhw549yAP8YZIGdMx8BvKdD6xPOMBPvrK1z3Xy7Nbt+X/+0Z78AxYeTxzoQl/k5kyBkgI0QUDnCLOUmslaleIxWEeUmC0FAr6qoJDSFOYZDa1EvUyvDEFs0XRGEBWKAU2TZgB1OBSblCQxnEKKCyxodNoc8c1qq4wrZMaKgVaUXayAHr6BtY2BZoflUyHTascYGAYKRTo4oiLujRa68hJPw7uX+XTP6aTL1v6efk7PMeuOTKH1pWQDM/WuSzRmfu5GHuBWkLoif2F/eOVztSYnS6TgCDg4PxDs4537Bug2pywRJUe3jLkxy8MAvZPTTvgN0p9n9etWp5f7eJxT5x22e27n/sH7772enixBImeSOsMcq0wEAGoH0QNggLOAcukHFwk5hMo5tmTgKEhcYE5aj5MnKvHr5LK43K785ldkz9xviRA9es+rZWSalUuVpFxKTrlgHWdP/6is6X3bXj1mO6nz+zozf16o6OXseqzeZnNOItr3y1xTkQKK2L9XrVD/bMfKxp92ycDS4w3Y3sOsiUWLPjPLRmNFhkOm9mO7fMrYFE4NcJQZuVRCmg0KWd4vsLIv5tK6onIgSGwuKh4n1TEweg2eQBAAJPPTX9t13FC9f03JxKdmHcXKVBIwEh47EaJ4TinA0RpdD5tKHMRC3t4Bhlgc6gvufcaF2Wq36BIi4KhmsZOjZrYBtsPNREtboSHG2LK62hCe+FgmhRwhI5tMK8o+Ix3WzTt0Cic3H4N3+zp6Ov4KfErW/+Y2wnyyUEMxRvpbTdJNy/9DHU3//217+u3k43ZUnuDqey3mVb9hIdCE7nsG1r9arhSrV2+PCRYrHU29MFzyZmUZyJl1I+/sRTAHDJRecsHx6KZ7Xn+eVyVRMRqXHvni0TXzPLt1ZABErPv6aIqBXt2TV+yaXLGbJtG8nzcOAn49NX9H7tZR2HDpQHO8mvg+JC2FwGWimtpI44/uGe5AdEhIWapzUnxTo6ulZvTOVyc64bhzXJw4dM6zide5WrNT21PT8zk04m7VSS5bvtnbvKs7P1gRxJCcgAGZiaJQKiAESsqtEnS3/aY1++OvkGi2WqtXq97iVTiWTiuO+LJRrfNRLtQqhAWoKTPgWYrxX4zQuwzL6qFcmA/DrFbk6aiDFkkfQiaAy5u7FEcEQNChfhqImDxe5oOuzf2Dzze+d0f2nU7w8UmPY1JKa1QYAGCQquRaibqDljGjhHRogsUg7A1q5C3X7DONFRV7SjujGT+v4luXt2z36sKMfhKLo+812PnwYgbPtmxlDYxDUKgZZNjkv1Cvke1atEGqQiAJxXDH9WDc4NIwvIitFdVJuMLC5iE2xkLSbaxtdBh84WCAjUyBIgcmQEYbkC8c47eq+8Znr1akAEo+YSFz6XeFqi+V+zqn/F6/8pUx9S7iuOsdkN773m+Xdmsvlo8oWfDTKf1va1jdvZEWvXPNyf+yJSojL7e8FYcEoWamQAUK7Jck0CQK4jl0qlFlwOPn+3bXdyBMfLNg4uc/Pl6e0FXJHpWcYYB4DzVl/8ud/45//46b/8z0P/6UlvwVyNQotQiLHxGIi0wlDTA9FYaKSyaDmYSKGTQttGxkMKLhxNOovcq4fvYswCANu2Z2cnJN8OAD89cONA+qb13Z/UmoioUqtZQZBMJBCHXnPBIw8ceN/+mTuepfEtuZdv+FS+kq9VagBQKJfrvu86jiUEImYT7kAuO1F+Zfz7m9kH3IJ0jiVSlOsOL+U8204dnf9m2XajPmWCv8BHYQMgca6lBK1RSdLahMSEIdU81gWNNHURpmo9ic7QjoF0g+ofY7YwWlYABHP+5scnn1iWfPGK3uscy8WmGL35ChPEop8h7MN4MdAATa2JBCx0Nj2j4fmcHGbPAITXvPfsb352W0tjHkJs1oeInKEQzPeVUsQ5EkHdUwAgFUmT7VcBaYeowRSKE9ukCZtAYCsCbM/PbMFyx2jqO7bC+6ko9S30jVjKmDh3oueJPq01ItiOc8IlrOTREWPs7nD9lVcsfFsgT6HgChfi6uuf/+yc6qlkYuOGNYVCaWR03HHsjlz22cD3/I+HPqCIIHJlOGvj2o0b1sQ0XSlloVgx+eM5f+ueypcDKpbKYSpR63DdhyaSZzzzawV48IHDg8v6nAt6oEqD2+C+4WB8vFYo+Bkl/SryQSYItKn16ZZ5zHmao/A8yqbdyelACOz70fQ5jwZff2nnhg0N/SdhM2yyKjlro5qcKOzdrspl/pjgLvOHO1VHJzf1PcaMtjuGfLCm+5ShHWfTH3v8yWuvvvTUJwK4BlKKAqZOXXPRPOBndOGM0FrgU71K9QpJSaTDyhIywlhpO3Z9gqbAHVvZvFENByPj8tCyCfTuuXdv6PrbUa9XRt37UQ8HAjDQWkEAAKgZMU1cE2nknMVdQUZJPYZ+jW4iOsoyeyJTL1MrAAAgAElEQVSNgmVJu+V1mdw9G/jdu+c+brBfc9L9xAq/i9Qq5wnkmC9iDMmolLvIBVgOyoCsEilJfg2kAq1Ah9gIZHD6Fwk85t/LrfDSMIbQIoTTwHsRsQsA4NEnB7kFDMD0GiAjxhE1Y4wYR86ZFsQUAg+N2s3hNm8eWL9xosVqZclgb/4Wpkft0ntV7V+CzCdJnLXwDYlE6dob7li+cnfbzzqFNytxiZ/7WwDYdNbj/bkvcgwAADDI9Hwo6NhUGfsNnS+d3MsQyKBQKuYyWQCwHbunu+fELl13V/ebL1lvHma6l80e2VPePdbRvzrVEQqNvO55t9100cu++pN/eGD73QuQZ6P/My7vx2Uo2zaW62An0UlgOsccFy0XhQXNlhnzboR4xJBPCOG67o7Rf4oEO2G8fNdk+b6rlv84jiKK5XLSdYsAFw7/2XDHTfftfe+zju1J7tXDd+WnJ6qe53m1En3ddd6rlDbCeLZtO7YdKHXh8J+t633DvXvebYqW8eLDGHAHwUGtiNpeWGwbm0U2l4iWDYwxBF2zme+TCijwMfBDzTXTPDfPqcQAMpEesJMCwHC2DcMzqt6zJnHdcM1HBDhS+/7U4ftX51410H0h58iAhdsNi34skgZkcb4wSsBGfH+MqSHGy48Z93dkZ1Dfc2r803c/QuFWAQrgfzd/a93AlbuO/NjMBzPNpCTbBkSwOGMMXUdUa7I5m2BbTEpNBNddYf3wvoZhA2lCHts2AEOK8ihNd+Uiqp66jRV7eyXPpaCvU8PwXPw4bWt9gQ/VzGSi2AuIT8cc7Jhj5/79O/fvf/4VV5y/aePJavbzfV8IsfjRFn+VntHWOkQ0zX6jRyYmJqfT6WQqlXxmm/2UlQ8q+Kl/fdubrv1D48oQ3TK6VK56ng8AdTX9tae+uHF4T/NtorWxyDNZlQUzjQG3QFZh68Pj6FjZXGLXpYmZ7TOqHjggq6iVxoQkAFBSK6mVIqUbN+eFn6uMra1UX9UzPu51dSYOH6lPX5itbgSaU74PlgUIMDmpOWdRZGn81nHZMGZTIH1ArgA4ADdeZ5yDmzIbSUMyLsGGNqXfkxBho87E5NTuPQeGlw3Ef4TUNcESpwT1WVwqbQlmSUZEI3v2nhQNz4XzfGXi9UR0sPrvsaI6KVASvBpVS7peIaVCxmazrRw0jAdCpzXD20HjjshjdZYWOwGMLbAJPFXeNfPrG7v/7ogaDDRBjAEg0lc2TzLS2phMaaYVGboSxIIQ2KqhGRP5MI4ZmjN4xwX/4reVAqoE12ezd6/nd48W/2Lc2wmnRuejLYZsaMlwQEbCQicBAJhIkgzAWCoHHvg+BT6RAmHHdxyF/l1NVZ2Q868JGUayeK0skCYniYbTJmsfR0ahWZPOAjQ6siJLiYY3SfwmxCYHi2ZuZyj2AChSdkoIRwibSalNwoURoUTkjHFiHLlgRMbVPVqsAsLj1wFa5P1cPsrmXq6clwbZzzY/f9FlP77gkp8ytlgZnstH3Zmrrrs8LXhh3kuW2NGx/Le8/ldW9l8LJ89MSAfeyIH9HZ2dfb39K1euPLEpmkul+nt6mxJnbt+qc2ul2dkju0vTI13DG203BQAd6a73vPzD1531wr/81h8FyjOX25fEGRp5njj2MAQBbiFDEg4a1ZZUFhNp5iZRCNMEiMfciC/svd1APkRMJBJHRkdr4qfNH9NQe3Lv/rPWrnUEk1Kaop+tFDlOLnHDLRc89MNdb8zXdj6rIB9jFgDl0qnpuUfK8I17D3zjvIFP5ewbicj3fd/3bdsmx3HEBbdc+Mjdu952pHg3LKB6YsyFbD17ixBMjFoGF+AkAYBZDnlVCgLy6+T7oALQIdUTm0ssOjJtBzT2uRCrNbc4QkOjieiRbSsuPfuweTWg0u7CV0bLP1rb89ru3BpG8U4CkU9Ekw8gMmCG+m/oIMauHcMXG/6aZ9Rcnltj294fsqZq0+33fmLFymEAcGzmG1/ISNDFD6juqWRCQGxKHu1elmBA4Ad6IUJr8etTwDi1irjQfB2XJRM46VhSLosUA0818DjmXiDPBnwAlNJzU1NP3yIsHslEYqG7w90PPvjQli2//KpXJk+ITTpvzE5P79m549oX3HDiG+ezQFCFMbZ8eLC/r+fgodGJiemuro5YLuU0j1qtxgXzPU0avvXUH15+6TfN/KxW65VqDQAUeYeq39wysUWrjkbsZUzzLDA+e1qDXsDwXL0RZiexVKHedODXfX+6qol1uwFPMUTgFrME+jUlU9r3tJKkpDaqIWbs+p2BqieDMimFUmFXh5v51Gh9CO7oh5wbJDPMcrBUgGx3KBd+7w/UtS8Mw8F0B2sp5VEb8X0LsysTr+t1rjD/XOhOUfHHthc/X4Fta533DKWuZyc14ai1si0hFSmlbSGIoFYunexFIE546RXu67Smg5WvmwCCCGRAgU9Smr0/THI12vuxQcxrRPBxKQ8jz93YwIGhqeEZnyhEIAYAWNflvXPv2dT7DwfqnYEO08vAADUShvItpAkYaa1MERFJN4t8mhAgVvykKJwJg4mGEBhCM54kOl6vbQ1QCKgUXJ9JPf/ajof25D9lsN/pzwpRpIDvppAIEgplQEqClGGbpV8jTaYnk5QyLGtCavFOjEWtI0U+MucSWi9oA0CzBjxboIMSX4QmFBen6bFxQMZCqicyYsggthRj0VeYgzFABGFz2+Hc5oDEeYT3wyPqef1L8ZqtJLXdPZ8OREdQwruTT90VpD4IkFmzbssVz/tuIlFd6mcXQL54OPYd1ob/8arvqO0bOrFftgCwJdY9/4X33//TfaW9ruuuXLnSijaOyRJsR31W/7GnvVZy357tdqp7w5o1PPp4ItM1tOHy8uzYxN7Hk7mezqH1SukHH3vIEtyxXIP6GrkFDlwAadAStAYOYDngJMFNcDeFbhKdJNoucnHUHtSF1+vi0Xcnh5aZl9LptO/7T418HtPjLYs2rAcATyliDHGE07BJBAdBkE6lauS+aNN3thz5ox0TX342BLeXDHzDgFjGWCKRGCl9GVwAgK3jH02Iz102/A2leOP3J5OFWu3K1X9/eO5rjxz6JIFaXGhqKUpXIU2Ug5tEy0Y3QYFPXj1k9cuAlEKisCs++iJAgGm5KpGMQ2gwjNDIRRNbjP4AStPBE7uXXbhh1GizIEBNH3ly6q96i5eu7X1ZOt3HEZGHruvIGCIwDPWpuHmex3qfkdd7YzEHgDMMz+fWCKjmRpc2lbG6B1KBzqfTAgC4wEpFMYSEy4GAc0REKcn3VSzwlXB5ILVWxBC1BqU0ECMi0mga+bSm5nVHt3I7Q0OkxmrYptDXtrvv6OjuRCpyT7PQ1/ZLF98E/TpwjlIe+2fd/cCDA729S1Rneestr3n0qaceeHzzvOertVoQBHAyUB88bR/2lp7OZ3TYtrV+3apSqTx6ZEJr6unuPJ1dO1rrbTt25/NF5WqziZQLGgA8zy+VKqaFb9p/5ED19oCKs+V1+anK93f0vPjF0wAgGFSqZNmoZSi/aUjUzRU/J8m50FoBszGZwTQHZMC4hQwQiXFkDGq84nvcr2m/rpUkGaj44hSK2ra5ZSPV1NiEJwPY/+ae/FyAhycrBVJSCwstxyKFRIQMAh8OHaShQUAkLiLTH4il4Fs6SZYnXjHsvsSsEVrr7Tv35PPFyy45b9nQAGNM6trO/Jen9Q/Mm/d6nx/x/ntd6h09ifNO1smvl4qOxZVU5FhKkUYY3bP7JK8NRJqItFZKa6368OWOtX5r8ZNEoBX4Hvl10LIR5RsxhgYSYKEOB7ZWbGJdZYSoiIQNHc6G4a8pMwFWZH4k/zsrc/9v1OuuhciQgAESmTc0ljCtgQFoAwmZYY811EEQqQWpYNTTxalV1xKfhvW2wX5bg8syqTsM9pvwdrf19zvpFwsW6P2EXTochIg9KjGWVFWKtIrSLgqIQPpkHBSVBlLhxkUNsfeWc9Scsw/l2hERgYtm0BHSbGM1tdaZELaAhnFgXChGDKM4nM/wnFfbFBYPG4cw1l6LtR/iMT/AnVcGiU/g06zNItTsyidWD2Q3Li+ezAQfBm7y8845uRNo9uPtENy69RvWrd/ws/vuPXTwwMzM9IoVKwb6BwDAD4LRgjVVgQ29MHB056NawDTyqcMHy9WnVD2f7hxaObwsviKZ7qFkrndubO/P7v6WnRuwBAeAtB4oQ8HMIc6QW2HnmLEBEBY6Scx2skwnuilmuyisSGVnyVdkef6G/rv3q9q91RfcYCDfvZs/HqQXa9XbPf0FqccvGPi8UoKISuVywnUBYFP/h5d33vyTXW+VuvYMbu7ndH4hYfeYs5pKpXbt3Kns7fHpqMnxJw79w2DqTT2dOQPtSpVKwnW11gPZ17/mgpd9b/urKv5IQyK13fReqmQUIuPEGFg2KolOkqQHQUAyAOlTmMAl0AojGyEQIm07FiL6NcU4mo1kPuBs0v8sTGt2NoT28VGiJ0+PPjr16CrvlWsHX2pbgnOOLCRvsijBwxoYssmqZQG4PYP6nlMDkRAZabJstuG8TiJwE5zCegIZhUATYSQTXHDkHHUT1JGStIbZgq8VqIhEFImJk2kqbe7oa1a2nC+80lqya8vkbOPYDs3+7POPCEf9rpMeNDTAHuKxsZ+UwBnajnXsWlC9fmx1ljgVZ1lXXnjhWWvXLuLu8IwPepaZJ2Qy6Y0bUrOz+bHxKde1c9nT0ewXuzI8UfmM64Y8PSVhZrZgWviKwZ591a9W1SgAVCpgO8AYV773ox/23vjCqaFhmJkGv27kN0P5R6KwFmFOsmWZRX2xxHxSH5mctclHqUgGWsmQ9YcMxqaCni4bkcpl/fLbp3+6AfZ0ZScmKstyPjIRIkyGUjXm+fQEDA1G8IG1v+i99uXLE692eU/zeVg+PHjdNZcJIbSWI6Wf7PXmm/96MPJU5WMdtSvXpW9L2YNP//wr3xdC2I5WhEJIm6Du1SvF4klkXNdqNa1JKRlIJWWglNKyf6X+3a3Tnwt0WUmSAakgbNMPdZKpyQXH2GFrZAhkYnqj3WL4niwSczPgMFaBowbMjgtEk95hKHxwuPPPj3g9VQVm34+a96hNaYOITLVHI7LQW9Soc4VovjniQA0ABCxSjzNOv/h0NF+asd8VHQdmqn++p/Tj04P92sd2zWiXgAk0kzwiV6MhagZeaLOhNWkVUq+1bJFBa2xrqqGaG0M+ZKGRetPVwP/P3nuH2XWVd6Pvu9Yup5/pvUgaSVaxLMmS5Y5s5IaNIcYYMASbUPMlgSckzg3h+8JH8uReQnI/0iDJpRoCBGPAgHEAN4xtGVuWLUtWbyNpiqaXU3dZa733j71PnXNGM9JIsYTWo8c+s88uZ++9yvt7y+8HALqOBaxdFCcsxPqY/1/fR49FMiAz3i8RvfBKB9cwPxN7JYvKy/RVBd1djy1wZqFCxad05sAPAAw9cTbeLGOJaMP/5cZWpIf/QE0lD8O3lsJ9czis6jfXXvemy9as/e53vrl/377hkZHOzs762joAcCXsGYJjE7S6BaKlNfuuxL5pM+loq1sIANLp9NHeo6sDwQMHppqa2+tq/cW9b2hscDhxcnigO+4nuq9a/sHO4wOvJb8smMUYRIPxjD3NdGQ6cA2MAAbCLFKDoagP+YoIIef0RoJ2+5pfhAmktv034dvvcBzn2f33u5Fdpzxw2tr57LHr8wmTWctyXTccCoX642+v/9FTqT+eV7anyVYv1Otu0z9SG/F1EcPhMGPs+NSDGCnH/CfHx+O1tWFDsx3bs7VsxsLBoFSBO1Y/8/KJP+0d/0kx8IPqzFKzP+c8/4pmANNA18EQKAW5DgpBJFERKA/+KVAKMO3Lvusm8zAhQEk6jzcP5DdIlzS94PphDPPuwpPOT8f7n11W+76ulms4Zywv/jDDPTfTm5O/qYuo74Jqmua/17buGBGapj/dO46ybAU55ShEUASWrZhTsvQ6rkqlRVlXIaWA8bxyg1I5tdayRaKUxKWqfJ+qBAvVqSHcbDHAhbPrTw/CkAKdcwAaHRicS4bn7OwsZa1Y3WFmwufsrXvJEnE2uV7eqL4PrK+vjcejJ4dGvWK/UCh0lq41OTW9b//hSCTklfC9+ITiHBEJGZAEKaWrkr2Z74052wqL03RPMKp5qquO7Y8TN2snpcE5Kgkil2yW741NHX6uSC4E5Kvz5P/rF2wjGNydtpgUpCR5FioidHUNHtwfPIQsGg1Eo8ZXN9cMD2cSJ6a4crEGlSIlQXEEBOGgzNmv2SSlEioYQU5cSuIa5qcXAAiytp7w+2P60uLnEA4Hb735TZFwKOcsf2GAvlUNMEypF7cnXmzT7l4cu3u+xX5FzFJEBInRIUQIBQNSWZrDiFAq1X/4cM9laz371Vse83R8UioiVa0qTAjpLdKKSAohpFRSpVIpRUoI6bqu6zhCSlJKCL1dfuh45pGsOJaXQ/PjbRII8056z31WwZQom0ZBISEA89n2Sw7IUzEjjNp92fHfX1r/7+OiOSEKN0BFQMIPT+YSCn1SGK/whIpruXzqtzyS8bWg8h4G7/9KFZepnQYeyOV8dkf1L17T2p+2Htw99ZAg99xPDoUu5Ls1qcTBx/wnyTWfcI8Ic5jQTxclj7PBQ30KCEC6WHiWrJwGsPhNI/pnLrkoQqH/QP5VAZbwrld1sSkV0H3sqjwaeKWIFCkpKdeq9LnKWKJiAPCNM7371o6+L97+cavhd/AwPrnnn29a/YlTHDjrt7FY/Pf/xycGBvq/8uUv7X799YbGxp4lPQHTBIC0gy+foKYoLMuxvfQnjPGMnhvqsHLFyngsPp2YBgCd0eRo/9DwcGNj0+FjRxkIjtDQsrj4WoGOzivpr6dPPH/9jauuXrl5z/Ed33n+nzI4GgxhMMqCEQxF0TCRa6eDuq9O/0+SPwOAQLzBfv31p/nfudquuR+eS5h8WEpNSJlIpeLpVOCxX9+89oHXl23dP/rgHM/DYWE8bvWpdet+MZ74pA/5OOdbd36hatwSMS3kQOIfFtf8iVKklEqm06FgMI322vbPd9Tc8vyRTwDKeWG8U/VG4BpwDmRiIAQEmK/xkxKVhNcPdejBXOk7gSemotQprNZgxI/ygRfxg7ykCgBMH8n+63DfY6ubPl4X74L5811fRH0XVKPcmw5HTSIwdM1bq7KWyneAZEpEo5rjKMNgwNBLy8TC+gGKQLjKshUiIJq5MpWCTJ+SVMbaV5bbWY3Vc0EK+SpL9J59yFeRyiXfdI0pkkPHji1ft3aOl5sXO4un7nCw99gvnn127ncUiUbP+hr8xvWAaJ0drY0NdX39J0dGFr7YL6/KcNWmdS3NeaiPSvnVOADQl320L/vT8sCUZB4SZxyE4/fedZuMna+obBoZ82oDyLWVlP4oq6njORMQzFrNmXKL8rVKsEG9PmjHO6cHCwvbutVDyFhTjZu15MDR9KGjnDhGTNEcUsEQBsI8HEWuoWHi6AQxTl6pj1d+cPg1xzBRN5hmINdB01HTQDdxZcO9TcHLNTdsK0sp2rV7P2LhOUgpU+msbTthWLMU/nacfjmGVZOLBsUPRyae6Dbv64huOb14DgCM9x5GxqQQoVBAShq3U5yz/Tt21HV1kSLGGSJqXGMcvYQFRQREmqbnDO5CRgx4lOlSCild13Vcx3WElCKRTChJUkrpSap7D0lJAKPLuGdQPT3ubi+SYJqZF7DAAyUlJg+M/d7G5r/v42umHSoiIV/IxcSjJ/DBpp9lekZX8bDfbrc9qv+vS5s+oYtv7Z/+dlJMnVV4cEr4V7IFfUDoqxMVaxTlQS+VKLuCp7lS7LmHnMpClaXklHMpm08hpSJAj2kQUAjpBfnJZ9tWBcLA+ZTwIb5hp/aSkMuuA/t4AKWrntr7z1tWfWJe/WEi7Wx/+aWNV1yZ39Le3vHZv/rcr5956tFHH0lMTbV3dLS3tXPOCXA4CaMpqg2yqWxY+uCfXNcF0BmyjvaOtrZCtaHJ3D2HjwQ1fx4Ox+pK5iwlru4JX3r7Rz11h9Xd6/+f7ge3Hvnpc33/oYedYIQZAT86NAsyr9jWNjzkdHYHnn/OAOS19c/If3DNXfN9sFkx9Oyx67tr39cZ/TgRyWeesqYT5muvrenv7nzn985ltidzQ1f+YgnZlvn6TrbpKk3Ttu78whT/yuxHjaSeG5x+dFPX1zktglxFTCgYjAdvvHvttp/ve3va6V/ATlhIH/BMQdPXTfF1OLSQpvO8hel7ZEpdMThD4T0QKtD2Vpwx0vL4tpMPNE1ct7L1A6FgfH6m0UWkdCE1zpAAzKDhuWzTGREOaam0JMJAgJkGpjPSLz9D4BwDJneFsnMRP0/T1XH8LUTANFAiz4hd6HxKESsIxZTbYdXicvOg9JwXllsI0FecR1FptaDiDxUGEmdC0eGdO970O2+f13U9dpabr712cWfHKWZAxlb0LOnp6tz6yqtvKEfDG7kFAuaypYumphJDw6NKUUND3UJ4B2j/gcPjE1NlqgyO6yJDr0woh/rKId/wZKMZylHnsUK/Qm6u3chfeDrpur4Br7xYFJJpAuPMr6FFGB5k0QDyyg5Cput4CQ4OhaKDJ0JcYx2L0k2dOgHpOgPQWjqVYxEAKdJcl5QEjqDpqJvINWAJci3mukpJRIRACNAqhy8NxobO8E2GG7SY7QrRe6x/OpFaeUnPiuVLNF13HMdx3Ey2wFXAwGyEt8XpmpPwYAb3VcbPkPCK/VZG/zhu9swX8iHiyKG9tu1wjaMUhs6llIahH9/5atu69URK13XGuK5pnHPOOfl0l6Rrul+AwwpVT94s5Lqu47iu69iOI1xXKGVls0opIuKc65qODEkpPyCL2KzfGIDmvuxjOd0Fj17l7PZtizLbR/7s6ubPHcf1CZdmlhXP5folM5pfX1jxUC8vqpASdSaoIBf3i4a0P+qo+2gjPn5w6ktDdu9ZxXszNQPnCG8KMWEo8K2X8XMyBiUJvXjqk8++wM1Pz1AWaCFKXbF5qsKqsbtvf6Phd39v7PxzcOeAEDImHMk52hnJG7gcm4fYADH9tddeOXTowBVXXHXdtW/Kb998w5bNN2z55oNf3bFj+8jISPeiRQ119YioCMcz3H+8SgGA7tEfzweot9SGrl/Tbk+eOHloe03z4lC80buRa3vedm3P2x478n9OOFs9X3kOyc8V+LUFPxoNdgOA86GPhR/92X9d9qt06JW5LpR6Z9mW45Pf6Zv80bWLfgZ9x2wAN5sKKxWY2vK2NVufPnjvfLk9NX46ob9bt76f7D4ACL/6qrzmurlAvtwMk33xxL3xwNq1Lf8upa9LEQmF1C+fu6PjH1+u/07v+CMLP9tgUTY3AjCvnyDjzLMwlesn6eQ4FKki5AOAalGAsj4w6mwdPb51UeTdS1t/R+P8Iur7bWyePHQoEvG6kBSQSIqiiRKVAk1DIBCChCCXKdtVACAk2baSilxH2U6BlxGBlALmC7UXwn1AoBQhenxEs+R2UhUeFyr2U1aAgtVTOmcpIDzzR3faJ9M4BkBLjIw4tj2Lat/izs4DveXGTSab/cmTT972pjfNheVF1/UbrrryXHaqocHBppaW6tFIfOOPC0/dYWxscmRkLBAwYmdQ7tXXP3j8xEBHe8sdt91omr4qnRfd+vpzvxeK+fJfvmzmjDaVjkdq9EzSzXe5x3/ZcO97FAALB4PszQHHTex81SIFmg71DWhqBAACQUlkjDxFFjKNFVfkVhaGmlH+ChohS08k1nxCyzkjfaPBDDLDpHygAnOFYF6NUjqhElPKS1BBRjJho+6NCASAAKvvCb8jbNaHQ3HD0IdHx4dHxjvaW7bceH0waAKg47iJRLoip6sBDd3wQIYO9cO/Sqxc6mND/2vJB2rSV10S+2hAq52L2edhj9Tk+OR0UhGEAkbANNARhq7brpKSDu7ZY4Qjpmlwzg3dMEydcw6AihSoPF0lIvrK557dRgjCdZVSUgghlVSSiEgpAOCcG4YeCoYYY64QrmUJV3hPP66vCrL2I5nvKEj7qYJYQvNxNpqtMs8Of/K6hk8M6O9IS8jKmT4ZrOKrwYrfUiHNMN8xKn9/5nVfCiAlKCX0Ke2ttfFblrHXhlJfPJzafpZK/ub+a2fZs2pkrMjmW/DfM0eXpTccSHl0EZArygdSCi6sll/0X3h1SSgO6SngOgNbxVs/5TauSJ34CKWtOZ1HD3UtXjIxNvb0049PTo6/613va28v+F7v/8CH73rHPV/72r/v3rWrtr6+Z0lPNBIBAKmkkkrTtFLty1M3wzAv6VkeCoUBIBJeYWcSY337kmP9tW1LzZC/JN3R86ejmbu3jv1/Y3I/VhK6rG7KNy1p+CAAGIZBpvGTTd9z2DwiWgF9UUXs9NyxLUvfcduy/woqK5sc7FW6Ll1jyyWPPnv4d0dT2+Z+/oi5djj58Lze8urar8qOET7QZ0ZrTNR+/fI/ToW/Mq8zTFs7nz129Yb2fwuwdR7Fi7l7p3748MbOK7uv2/LrwTMSJJzLBFhMKOWNSq9WvxplYH77dx5sfMe9Y0FzTnltx1IPDRz+5bKa+zubrp3LpMI/9akHLoKlC6M98MVN3JREkM0atq2kAqMoL9zDdUSgaahpjBQYBvcoWxRBJiOJIJWWjuP3K8YgFtU6WlX/AM8Rw/rhvkJujCqL1JWvLyXyfVQqxEd5WFhixs38XHYeJWfYKQuB+7iGDQ2WF6jxeRRVgVDRJ2Svfq0lslkpBIBwQ2Okts51XSLluq7jukQUj/uZlg11tSuX9oxPTiVSqbIzLO3uPiW/S8WWzVpjYxMA0NU1bz7rVDI5OjK8eOnSWfbZ9sLW1o52Xa/MVXNyaNR1z1HpYF1tzZnYfOFwqKYmZtnOxMSUpmmaxuf5nLMvv7JLKXXVFeuWLV3kHe6pMkwnUlLKPcM/DYbAsX8hrBAAACAASURBVNHK+GzOvQdpyfIStDyWqAuGdDsjraxwMkIKUhLMk3LRZQZDpmn6dEJvbpXdS6C1ndXUskicD41AOMKFACtN2QwpCUpBzwqu+Qrplaf54ZdU85VsJl9fPqTliflAEYVgSxtDRo4D0TgsXkz1bbzrEr2xQ2tprd205CNX9Nzf3raoobFR0/U9+47oun7tVRtXXLLUMHQp1dR0yrLs2QeiDvV1cDOHaBpfr7aPRf0D1k9cR9Qaq2ZXC8jfi3Td/b95XghJwDiCo5RUyrEdqquVoWgmk7EsK5PNWJZl2VY2a6XT6Uwm4wjXdhzbtmzbdhzHth3HcR3HsR3HsR3bti3bcmzXFa5whJRCKUWAOteCoVAoGDRMAwGkkKSkr1JPwHmwydjoqCmbxvKMnX7+aK4ss0SEHQvVX0UItGR7Xj6xZCPkxfoAkPoy2y4Np0Fbx5hmKcgRNSIWOCVz18diHQeA/HdFJY4F5b7ik5TAm5xu+ALhFkdBQvCE6uDGO9bX3lbD3Snn+Lkv+Tt/W++JOt3gyJAxn4xUKVKSvFRPKYi8LXla4NKBunxVRjuv/P/5SWxgrMnQNMeS2ZRwbdnbF1+18liw9nGM1VFoPQvWFx91fM8erpdU0RsaXr5i8YHjP6iNdji2fOZXTw4PDy1Z0mOa/m6mGbj66usaG5oO7N97/PgxIaRu6KZhcs7znb82CPFKtfkJS+is5EHXx6K1tQ356mJNN6P17QAw3r9fOBkzFPcSPsN6zbLIjYmJ7Kg8kJffKMN+5WnJAFe0/pQzQ9M0RHjuyNtcHDi1zQP1uryxtqaGc55xj0xmnq6424R++NglJxbxW9l0OnX1ta4QgLio/u6EtTdlH6sKI3EtiKWmacYiEQCY5fwVW4Pxjs66u9zFi0N79wbD8ZfWZfpjX5sNteJaEEsb6usBYCjxn5IK9tXJ5GNjmcc6at6J41Ps2aekndUdGe7Nrrj9n09MPubKxJn0w9l3eP7lJZrOdEPLFW4oUqCkkhKkS8orv/f+UbnY9fG+2MqVqTn+DAXWqPXS0NS2mL4iaMYvor7flvbYS18MBEEKEMIkAilJEegaahwCJuMchUsAICWYJvOqFzhjQkA2oxIpYdnEOeoacg5Sgmkw02DRiHb4mMc0Xaj/R1a5r88EgSWIruQzlcG/MvxW5g5RRQHD8lifWpgsw0BEq63JzIb6ZkWYfYHxuskw4yztiKbFix3HcVzXsWzXdRChvr6QWBgwzVVLl3a1tfb2D7hFVCunj/oyZxf19R453Nndfb6jPn++4zwei4YjocnJ6UQiGQwG5mK5KqW2v7prZHR8/dqVa9esDId9bhjLsqenk47rEskx5+Wj4ztMExwb7Sw5Fnm6PRMT1Nbho5fB8UYJAcPQrIxwLCkc5ToEBONK6+p24ZHxzKJgNGSIw+64iodDvsJVIoFmAIWD2Qw5NkgBRLB4+SmyiUZeoqYrWbG54H3Ob1GShEtKohLk9XYlIRrD1nZsasVonIVjTDfYsvj7VsQ+HDHbGUPvOfQPDG28/FLvORBRIplOpTJzpb0GFoQl9XCbC6N2dbskqfYNZn9pUGvE6Djlist1o2HJ8pOHDrhW1hXKFZIQM/EGaGjmjMk8ESoC4wwBiJSXq5kTc/PyxDBHqAGkpFKKFEnPq6+kFNKbghhDXde4ppECIVzXcRV5EVdPGRc402rMFQFenxAHCqgPZqC+Eq22Ir7t/HYoUfmrjPqgIOnel93drvfGzHWMhWwFRd65eaO+PGuQtzeVcsPlyUUWvO7LJchImhB1StvSE7trcajBEQMpOX1xZT9lO9pboxm+OpeSIKXKWZMgXUWeBKhUfpxBUdmKGW8w6mqs8+6ud7xeQyxiBrmVEVbKdRxlp+XgaHRpT1rT90J4I2mXzI76JLDtz9wn5VSWDhNPNTes6DvR/8yvnhRCLFteOLatrf2GG2+SQuzatWN8bIxxHg6F88kv4xnMuBAPgMZOgfo4yaGh/pSlamvi+SiQGYpGG9qt5MTEwCEAMILR4/2Dew/tTGTHR9WBompTKE74LGtx/fq2+Fs1TctYY8/3vlWxOaXszhH1AYBi7pHmFwdXTXfU3a0UOq4rhOiqf9to6teWGF1w1KdB07q2LwKApmlq1aWvhx4/Fv/eKey36qgPAIRKHZ/6RpPTHd47plzHTSdZMGRvuHpV64eybv9Udv+CQz7vTfWdbNRNzjWGgKTI48qWkpQCWQz5FHiFuGX286Vr0tX8HRV/iUvTA8nHE8mTNcGVumZWf7wX24XSGFeTYxSKcOHaXDMhR+kZDmverKEkOR7wE8Q5Og45jshkpStI4xCNaIbOCMh1ybaFxlkgoBH5BNWkiHLhPqWIsXIOTzUz7idLA32VPhdX+qmqtC5VNRtg4TI8YzXpMzzD8KX9Da93Duw/cPRoLwF50pmc83g8tnx5ebXSXNhZxiYmTw8HXqitQk5FiQFTibYeKmwLhYI9Pd2J6WT/wBBjrLGhbpY+5KkR9CzpWr1yWZ4PRko5NZ3KqzIcSP2bSwlQHtdRaRyjSJ04kYoGIprrCqVK2DccWxHy+D6YuFEpEkuezI7fHcrzLXKO2RQBQwBgWDIKih+Ix+VAFCNlMe6gDvYwmM0lRErezmMnpXLJdUG65KkyMA05A6YDZ8g00DhyHRqDly+J3GNCzMsGPH5i8ETf4NKe7ktXLdc0jYgyWSuVypzOTAVmO3yske7uh3+xsXIakoDEgeznj2U71sQ+XU3dIV8UX9fSuuneDx7YvWvq8H4tEpXhmlpXaIYeMAMe8zXnXNcNXdc1jfuiaaB8OVvO8s2DNx6Vi5fh6biOK4SSUgiFCIxx15XZTBYZuo4rHNd7qhw82OfXOtcaa+JGT7/zSEr0QmkmZVlWpS+OR1iScVn8gYoY52m2XNFdieearN71DX95GFenBGbVzJFABbJOrDBmcmSjuc9UUuJXhP7w7FF9WJIsSVNOQ0z/cGvtPZfiS8eTXz+c2nkOlB7O35bz2hBiQfeFCJRUOabfHJ8LVHCSNtSmz8e7tkRTvNEQjiIFTEOGIAEmh0+znySt4yn72/WRS+uDm5544ufbtv3m3nvff8mKVfkdbr/jbdddv/mRHz38yivbhoeHO7u6Gut9Ts/hJI6mqLsWltRXtnMAYDSth3W57ZVtzY3NdmaqrqG1tbnJnw8Zr+9YEW1I9x3e9fLOV6J1rToztMllaTvuNk4ZJuomajowoJkOd++9Jtztu04+4MhJSx0EfraC5Bk4+eyx6+OBtZc2/40rGqaTySs6vvXkoU1nkidZsW1o/U8P8jHGfj348bnITsylbcfPhe5t3fzrO6nvRBaUlckopda2fy4eXP5a/+cX9hbyWZ2+qexVSOUyPL2i0NnDFVLQ7ExL1UzfEfv5kWPPz1LsdxH1XWBmMQCAEjbjJmOgach4oYYjEOCAyrGVZSnDYARkWYoI4jGNMwyFua4z11VSSM4xGtUBQEgCBkoRZwU2F1KggLBIrHkmEW1ZsV8JuqtM6UnVaF2qIcaZR51Ja67LSlltgFFRdX7VcF/GBeDMWLp8/6GD0pXIGGNoGHpjfeONN1xXwfYtYmd5bV8Foou5qzucdmtpa9N0/bzq4aVTYalEzbwmZa/Yb2h4bHhkLBg0Y7Fo2ZudnJres/dgY2PdLTddHw4F8zAjmcrYtgMAlhw7kX2kWJVBKfBJcXOWerFwhiff7thSSpKyKJ9Zgcb0kWs0Xdcnp8TLd9eDYq5NXPPpGAIhyKQq90DvgSilNE2vq4nruuE64ZPDmZ77Ji1LpYcIAJiGniJcOqEmhqWwFSAyDTQddQ3JK0HUgAQCIwIMYtNi/Z4oaxM2Izczks4cPHi0san+xs1XxqJRRLRtO5nMqDNwuDDG1664rfb4ksH048Pw0CzFftsTf1DDrlpd84kydYfiHCdd12tqa1atu3x68VLbsl3hOo6raVooFNQ0jTPGONO4pumcM86Yz0SplGKIjPuwjyN6qFoKIYQUUkrhZi3Hsm0hRDqVJlKe70tKIiFdIYUSXuqDQqbrOmMMgKQiRgoxsDj8/nH35YHszws1/pjX3/MBVW4DQeGbkt2Lj6vW0fN/jjj9vz75yVtb//QQ25JW5rSrypxniPl4XzkORUDPsZen6syp9OVjf3DOingFwYSjEm50VLs5ELzllpq9I6lv7Es8Zak0XGwzZ0UgKQlQATCllFLkRfZyXLMF2sCK6Srx+PmXTNt7DBhHzpirlO+H4AACpDgTg4DGU69PpPe1N9zIiH/pS/+4eEnPhz70+7GYnzIXi8Xv/8CHb7r5tm9982u7d+1qamlZ1L0oHAoBgCLsnYCTCVrZDHWlOkFJm/clTFeynjobAIZHh5csXpKZHt43Obq0Z5muGwBg29ZrB46mJyYtO+tVg2Ag1GD/mbXrteTiHwZiygyhrqOmlwC/IhZIKyGeh3MyQKetnVuP38kguLrlf2VVbMEhX1vwo7oW1jSNMXzu0L2udmABT56Bkz/f/OU10+9tDF3rCuGmUgHTbI/fN5Hee2Ly0bNkkHvSQcJVvunr1QopRaWhjvJjT+W+mN31li/262q+9iLqu2CbpqHLfJkF4QrD0IkgHNKoyEMcMJltK1eQK6Q3RZgm0zWMRnTTYIAghS/cK4QKmjwQ4FyTHo0nKKA80lNACIz5Sk4wO42nqmCrwWzSfFTxz5npnQvV1m+c8uXRaJYxdgqA6bogupeEjICpG2ggIGoaN3QjEDJnOcpjZ1m/elU6UyFs4qk7XLV+3abLLqvGp+K6Z7RmN8wqMJjNniKYcy71ABOJVEm6GQHBbBXVBVWs/JYZjzAWCweD5vDIeF//yZrauBfNc21738GjALDh8ksbG+oBIGvZQOS6wnZcACCS/dZ/FVN0HtgnzYCmFCoiKQp9XggYOym89DwlvENJCVXWqSYnJbu0NqZpiCocgr37Ulbaqa3TExlA4IVBgJXHBSJGw8H4X0zJf2oGwngsMHiyPpsZV0IyBlx48tyQTSsrrfyAJeUkq4tGosbCXaFbGwKXca4DgONY+w72IrIrNqxpaWnSOBdSWCnHmz1O2wna2NReX99y+NAu13XicFUMrhijx2ZRd5hSL26deLHL+EB35A7GtOIFL/8hFo1ojEcjYSGkVIohcsa4zjkriF74sbg8gsHKMMrzUSmlHNcNO45t264rdE1TSjqO67qukEIIBYCGaZAiP7APyBgCMAQlSWmMKYI6fVOYLzqa+Q9Baa/7FRI12VmBURZlfjr4f9/SdHxCf6fGmpKC7IK+N5InW4HIme7FfQgI81GgvIRxIdMzV8LH2Llf0QR5VJ+UFitD+t9vbOlj4qcHp38yZB+/uNwXNyVJuBKQAygvcywX6yMP7+UdphUYqtl5ectDE8sitdwPngAgQ8YZoJxlkY7XaRX0bqmUxxaBlOifeMLQol1tbxkbG/3MX/75+vUb7//Ah/NHtLd3/MWn//cr27f98Iff27Hj1ZaW1u7ubl3TACDrwrZjoi7M1rYzQ+euVJ6Su3egYRibr928/6CfT2gwdaL3AGmRjCOy6XEAMIPhYKSkKCvQus6cXJUa/Hlm6TYjAGYQGSPGC4KQ/21dDrKvD/3Ps3RyRyRT2ak9Y3/ssoE5HoIYm7tt+Hr8uwDfvcT6k6bQu7zC7pVNf5Owjk5l9yzgXaRShfHmWNKbWJVfXpBbc3Oh+LPxGF2a2jv5T8cTP17T8vGaaNdF1HchNgQz5LuxnazNNS0UAiGJc6SC0lAhs4wxT7Tdox8nRyglSQgSkoRLdlbpnDmuCofs6SmDEQKWCDYAzSBWydmgxbmd5UG84gq9SgFAqMDSCaftDpm/0/TUqn3VmpTQ3tVpmmYoHNIYZ4xxjRu5vPbZWzwajVfX1ntxx2u79h+opu5gWXa1Aw/u29fW0XFWVfsc59z5iUeGRmc6uRnjVAicFFous6JgWhNStZLUQEAHBsPDI4CYSmeSyVRXZ2tTYz3nfHJqyjs55z5p26j90rHM910qCU8xAECQwlM6KbE9juxyNA2ZBqxFKalcRylBSqgc1Z4HDpmmM8smV0AyIRNT2cYIpBMqk8VoLSiVV8yu7PBTigRp9hfqJ8azzf+QmPxE46LuSO9xDTEVi6cxx9seq2ORGjbcL1F5gw6kAARiHAGwjq3vCL7Z5CEiVEoeO9Y/nUxfdukly5Yu0jQdEbOWa9tnpNQUi9ctWrziyKHdI8P9RfMW99QdRuGHCazKC3fCeXBw4keXhB9oCK6puEMoHFRK+ZzqCMwn52R+Ok1phiLMlhzOvG81jRu6HjBNTwpCCGE7rmM7jusK15GKGAIwUFK6rpBSSqk451zjHDhDppQCxKDWcmn8TwezvxxzXyrhziw2N1kp9iz+MEuMr+okRo+P/seq2N7V8Q/ucza4ChOupwOSd1wRKZUvJPSVxwsVf1DQAchX//132pce1SdlREeA/2Fr7e9u4i/vm/5qb3r3RcaXXL9A11HIEBSTUvl4TyqiXF6ZN9lU6u/vu3/s/Lxnpuka5YoUiwjn6HvfaXzP+yoUm9U36/3H5mwxy+SRse/XBJc1tl61Z+/rD/zpH915512bbyhoim7YuGnDxk0PP/yfW5//9fj4WFdXV2NDIxFpmpZ0cGsvRUwtaetlg5Zzvnrl6pL7EKls2o9ga3oFBzEGjWjw7ap3y2ToG9A1zDhoBmg6cu080FQ8jTaY/fJg9svzPYqrpfN1Px8Y/cIB+MIljX/SFL4jlaHLWj73bO/bFvBGXt29mHH04u2Mo3Apj/e8bntuyHXT8viLAw80mdetavtAwIxdRH0XVGOIjIPHIeFaNilmGCHOIRzSkPmTT56fMxTSOANFIIQSipIZGTAYAAipXEGKQAE4QhHAuhXGM78hUoDMC0wT8tk0iMogH5UJOVAFLFeGDJWqUtSnKlxuYcAeVZUNnMdJFHR3L+KcBwOmpnHGNE3jhmEEFyI/01N3aKitvXPLm8vwoaqOfV3HSSWTZxX15fkwzkFziqKaeRoKKf2CK2Be5AxL0LtXmYq5jUoVbFsqYEICMg2tpaXRsmxFqmdxp0fRKaVEQE3TvZBRWvQfSn81Iys4IKUCsEHXQQoozt4s+f1ZKRySgoRQpEAW0SoQsJFRoWlyfFwMD2Udy3GyQFJpIZMxD0zmSEkQiGD7b+TGqwvar4zFdaZnLRYKBIASRDg55eo6GxkOmaYVDPoR0UAIuMYicS5cEg745H5EUW3x4ujvRIPNnHNN0wZPjgyeHO7saHvzjdd7hDeO46bSmTMZboFAqKOzJ5GYfH3nb6iKukM7fKyW3jwE356l2G9P+jORzKoV0T+qWOzHGANgZbUM1YLkc1DxZpxrHo+RGQgoKV0hXMd1XdcVQgpBSEop13HT6XQqnXYdVzJhmCbn3JOG9zsq8o7QHfXqiqPpBwWliov3zt7I2Zt8Zcg+cWPjR47KG3UWSwqwZF4YCgkU+iLsRXQReaYuRI9AFQHfOMosHvZLidgEv8kI3bylZk8i+73d0788SyLv51GLRScnJmKISDp4iZ1SKiVytERSKd/KXHg/6X9L2/rKkmAEkKFHhJgDVAxREYBw6OGHmu9+779K42pgs2WyTB/50uwXms4emrYON8U21Ohrf/zjH/zqV09+5KN/WKzucM8999566+3f/c439+/bN1w/0t3dXRuvAQACTNoLOXJYPFIPHxc7+yc7vm7G7UAIjAByjS5I4Hcu24HRLxwY/QKD4NlwxvjzPICfYe1xBFIO+9G50zsesZ8f6X1+WexD3c03XUR9F0j7+s8/zXgJ9WVyMuO6yrFDVoSiMW6aDABsWykFhsFMkwUMlslKr5RHCJIaKCLLUq5QBCAUWbbyOAqgSB2rIptLRciX7/FFuKhyoG82cfYqWg6woEV9C9VWrliOgIhM1zljzIOv2sKxYo9NTn7jBz+8ZPHiW990PWNviNScc2kVlhdVMkBAZDnblBRhrjMh5MPbRICE5JXCYxmzRvkMHQwY7S2NAKg8IQ5ggRxoJ5ID1s8rQj4AiNXC6EnFOJPCZ2T2foimFa4jXGVlhWMp4ZBwpZIFMtsdr0011AcnJ9yx8bRri4aIqxQo5VdYeenHxUNmerwwWBzbrJtwzYZYIuUoRR0W9Lpk25hKK01nySQEAgUqF00H3WB+kQ+gjvHloY9F9R7v22QytWffoWg0fPttb66JxwBACJHnrTlNe4Xxzq6lum4cPbJXqVOcJwTLFsNnEvTyIFaVZkrR3u2JP2jktyyPf6C42G+OwtYzSc9n8SV50ULw5Jg13TSJQqSUUkoJKZWUWStrWbaU0nEdpcgT+QMgRI9DC3MpkxDkTatiD5y0fjHmvni2xmIp38ukO/rTk393c+OJGuOtA9gT5JAQ3rjwKbogH9pjiMgAWQ7s5cbbG695dC8agi1XGeyv1zZ9JEbbdk892Jc9/FvL+HLVpumfPhphTPqsLQRKkhRKilx4weMPLGLPPq8b1zQzoDuWQMS8gw8RkIFXZeZYkskDgfGrpXmHG/unmWdIn/xFqu/7APZcHJtjqe2TbHdz45uY4p//279eterS977v/uJiv9//H58YGOj/ype/tGvnzobGxp4lPQHTPBs3LuONqv9jVvZbqmFKSdBN5BoB+rx9F5vXgvpiR56c1yEKsgv+M3yubEUofW+bn97pR/wo554+W4VLM9uhxNem7QMXUd8F0vYeedKMAgA6OasXENLTWSGlK8JS6oEAyxu3usZMg4XDmitVZlo6jopEtGRaAIBSYNuUqzxBRYAEjDOlCBUi98GbglLhPspRQpd2+rKKvqqFfLOld86S37ngwxSq/Yx8Nc4pbNZgQBGQUpxzKaVUBFSCkPcfOdrV3jZHdpZ33f6Wn/3qmcyMWoQDvb3XbLg8fjYjeG/QVkjRy/FMlFW2UzGGK5bIzgX+clVMZWgPConPOQVzAgKwspZwRTgSZsgQ+fLIR7rkXftTX5yJ/dra+OhJmUkp22JC+snPiBAP21aOiIVzaWUcJ03CVY6j8i4SzcDRA+PjAY1rEDOdYA0LhJimgRFClzw/CyhZ3id3vuy2twMgMLPebNWTw07zk2P9b6o7+Om2oMTxcTsS5M9tH968WSjpV3UVd0VEXBy6tzVwAyL3QOD2V3ch4sbLL+3saCMiKWUqlbHPLIO3qbmjvr6l9+hey8rM+SXzOFwVpfUj8MNJfKrabqPy8dGJx3vMP2oLb/aK/SoCuWpswDC3TIECRPS6GzIA4JwTke7nkgIQOLYTCARIgZCCiKSQXqkRMvBYsAiBITDGO4JvbTA3Hcl+XVIKS3texQkJT8HceYomSPxi9Ns94dc21d+3077G0IJpAT69JyEw5mnTI2MADGbQgr9hIwmCYNJRDCAtOkJaZ338pg0NB44nv7k38ZvfTsYXzWRWWoSYrhSQ8pI8fbAnhFLKV2eZAZ/OP7TQewwAkHHmgVhSQIp8aSmWF1/xxpTk1k+4/YQT/DMV+T1vFNkTL0z3PoQ0xnIJUPk+rmkVfJgIwDgA2COZJwxe39yx5fjx3s/85Z9fe93me+65N79be3vHZ//qc79+5qlHH30kMTXV3tHR3tbOS7MObAHm6VrcQojJyclQKNTc1OwO3Tusf8l10AyiGULNQCDyEj6LXVqnlBHXWceFORbYG8I0IsnIy4+jEn12n8NzZkXfucJ+F1HfBdJcygaQFecJMwSFqIQSQmUyKmupmhoNCcJhnp8KTIMHAgQEqZQ0dHRcUpJ0g5kGM01mGszrigFTZdK59E7mM9ISglfjR0RqhgTQzNzO4jCgklVtL1UOHfPIcKZBtlCOwyJCixlgr3wNQJxldHKuSccRrnAcV0kppJRKSkWdnX42Wm9f3y+efXZ2dpYCkJiDugOcZdYuQzcMwzgVVj5XpgNRsfyZX13qRy2wDBh6nBS+A8R7bX4fUlSSuVbGqZFXMQMAMANaNuNks3Y0Gg4GgwAQ4A3r4p+ddF4/nH6wrLRv7Qa+7QWZnvK4QIBrwGw7PQU8N8sGrWOjdpcQCgi8kKB3rauvHFbSQATOUFHw2Ano6ATGgHEcHvEGDxZyQnLNcaF3j8s0NGIT0UgzQ1a/D3qvYWNjjqZzKal/1NHIHTgsauq5HgRdZ7oJjAPXoMHY1BO+j4HhiUMcOtw7Mjq+YvmSZUsX6bpOROlMNpM5IwmvcDjWs+zS/r4j+/ZuP43DGZgt8N5m7W297t9XS/gEgCP2F/vtHy8Nf7QhuKaiiVO8sfjzLJCv2HiabdwhIqJhmEqpYEgQgK4ZjuNJdbpKETHFiSOip54H5IkCspDWelns04PWY6PuC8XFdmfqEak2GRAcSe8esD57e/P7p9jNA2xpkGDaAeXxzzCGyHLj4fyAfIXFIp/2yWNTYpNmXLm5bQ+4z+6c+tGw3fdbFfq7/Za+HzzcIpUSts/SA0RSkpRKSZVHgGVHLb/0/JPpG5paFopyROQcbFcVPH05pclyjy1kefKvsoNfYeJ3jNTP3MSBcARyjrCSMVMZ9RV0MhFwcsT9QTi+tLlm04svbn3pxa333nvfho2b8jtvvmHL5hu2fPPBr+7YsX1kZKR70aKGuvr8OHr+KHTVyGVN/JT3OJnVBhJ+tFBKmUgkGGN1dXUejNRbOthQT6bhiJSgJHCDzCAagJo+J7BXQH3QedFyPovWCkolUUrFNS6FNxKJFOXIdfMIMCenck5CfnQR9V0wjRVxOpV0HmRSKgIgBVICZ8A5AoLGEQgCBpNBDgSuKzIZBQixqKbrqOlo6EzjKCQBwLVX8Md/5emMICAVsbkQ41Ce1TkD8kFZNK8M16lTO+MrxgkXKllFMxYsVTKTyVi247qOUkpKmU5nk8m0GShP9pidnaX0tZ5C3QFmJf9dCEisXbP5hjfUXFrOuVbiTYGRRgAAIABJREFUKCv7qjiOcjpPiXMWiQZdR6RSmXQ6W1MT8/J1a401G/W/K6PxBIBN1xRWdOmS6wa86weC+T428sTjDY5V4PC8/c4JAI08KIpIRPY+dXIIlq9EAJCDIBVICR4vKJURIxEBgZPM7D+U7mgNbftgEwIFfjPZvyw+OmqPjmZC5KamwM5II4iGqXQTI2bz0vg744GutMxqujs2Nnns+EBjU93NW64Nh0KIaNtOMpk+Q1WGS1asT0yPVyvhm/tJMpkkHvurFO0ahG/Mou6wJ/2ZmuxVSyP3hfSWWVDf3KHdHM0mRKbriBhEZLqmW7ZlWVY2yxhjXiU0y4UHc/QozEuRYIx3ht/eqK46lvmupU6eg2FjycyPT35lfc3+jTVv2+dsNEP1WQUpwXKkLax4yj3vioUykjKSDAaOXGXw1d1177iabz+UeGh/8pXfHsaXcA0CKOFSbsX0BKBJqUrFFwC/+3vnJ48Loa7z3MJHBTexV4vKECQBwHe+2ZAnqmEIGh8I2v9SX6tCJpduISm0ZDizgu+w2JuSpznN7X+UqLe5Zr0zvurb3/7G44///L77P1Rc7Hf/Bz581zvu+drX/n33rl219fU9S3oi4bAQgnF2YlobSVNPA7RUCUdlXXZi2rQE915iJpPJZrM1NTXFdSK2bfPJNVPGIeGicFHTUQpQCoJYErz97x3F8yLVvDBRnwIhpWZwRUpK8tOt/YxrULLAsFRNUuUsGVAXUd8F0vKJ3eWOLo5eqiFDJABFoBToHF1Buk4sR9XmJcdxBpxDKMgBgCEGTE5E6awUggDI43EhBcCKtKHVHCBfCYlLCXFRucZDFfbOsyfODgD1TXbJVaiCt6/sz2oX//N/e+8D9/yLZVlCiOlEynFcpVRIViCXmoWdpYJPLqfu8OTWF/pOltuIZzK1SyGQsdmjjm+QAsKFXJBKIyOnZEk0DE03NMcWExNTuq7X1EQRGSLvDN7ZYt7Qm/lesWRfATHqyPUK51t/+diOVxtcRzGOl28Y8+0PViSAjTAxDLgKCSiboWAEpcivGYW+J23XEyVgSJOD00MnUkZQD0cCZlNo/GhyetpC24lGFABjHEgRp0hnYEtLZJ2hmYiYzWb37DiicbZp49qG+lpkaFmZTNZVZ+BMQcS2tkWxeP2B/TtOWcI3y0mKpR0AIAKXLYP/d5KeGcbvVjtqSr24PfFim3b34tjd1ZT95gjtZiKfme7zIm5LNAyDc24Yum7piMzjTnRdwTkjn1U+t2u+DhUBgIW0tlXRT447LxzP/hhmzeekKh6OYkfIHKxltWP618et/be33J/U1h9yLw/rkBBgq9NBvG/A5iiYcBQDyOqNY/z2QHDLbbF9GefRvdPP/TaIPbzl5pPff6iZMfQWZV+mz4N8M1TsztOX/MKr7UYAcwlH4NkSinLqwegxD/g298MPNd/z7mEPzukGhmOMaxiTVHVmqpb+gRWXxZ3UcyB64qrJPuvzf/vXGzZsuusd9xQX+33yk3/+yvZtjz76yKuvvtLe3tHR0e7xQlkC9wxB/xRd0gTRIoewK3EwaUxZeh7aTUxO1NXWNTQ0FNZrKUfHRjNTienQo9zxlVaQgxBABLqOyAgR5h7uO4v+4vmTal5g7c3XHf/lk11SKEVMSh/ySY9cV/kFKfn8nXNX23cx1ndBWbKVmnKlMng6nQ2Fgp5hOZ0Q0Qjn3Oc7dBzlupRPDGCc+UqS0ls7UNeY7SiucSUVMkIoAX5MQ+nS7JCvlNWzzB0ya3pnnv1FVfCjLMwAMLC5ITVHBt1Z8F6+ffv5T13X+Ye2bQN4xbtK16pmdOTZWW669hr9VGrp8Wj07ttu7e3rf2Lr1lIP5emjstGRkcMH9l9345vPwHNE55DQZaZhTFBMiVjyZ1lUEHJsnQwQPLZ6yCe2ldvRRdz5OXs9EDRMU89m7NHRiWAwEI1GAEBn0eWRj7SLt1Tj9qzgZainm24efe0fxbo/1sokBIiov09xHe1pX4sCUdhZzc6AECBFQds9QBY4QNwfUbUhV7jO8GBiPMuZzpFkPAp6CDiikqQUtgU3ddVcHw5HDMNknB880puYTq1ZvXzx4k7DMDljtiPPsISvrr65o7PnyKHdAwO9p30ST9rhWO/+srxQBF4HW2K0aRi+O4u6w6D44cjEE93mfR3RLacNY2buf8ozcM49+lNd103TtG3bsiyllBCSiNCTkWDIkCNHhryIIotajRvqgmsOJb+WkSfz5aeM53qrn6dM5eloefiXyw1C5UfsSmzWom7OGCKDaRr5/tD/ua7pjuujo/vsDZw3O5KmHH8KvAAoARXAtEvgUkQzLLWO4fpVDYeuoJf3Jx7pTe+9sEN/73r38KOPtaYmVdFyXMGeRIQbbjovA32IYTOo582DnO1ceZw6lsxv1w1icQxFsWKUD6r4WWb3qyJz61ufa15VM7zz+v3793zmL7ffcsvtt99RYP/31B3+67GfPv3046Mjw13d3S3NLV6W5rSFL5+gpihc2gIAMJQ0RjO6IoSiEr6W5pZi6oTJycmJiQkA0NUhHnCBQDhARMiBa6AkKnojwL2LrdCkIOEoI8CUJCX9GlRSIIUiBUrlon/nMBWdiC6ivgsH9Dk2efIgRTMgSVfpAKTAytrpNA+FGQAwjlIS58gZJhJCSRDCrzQVroJcOZ9lSdNgwiUgYHxauBFU5MFFkgCcyutkqByM+SV/xZhwtkBf1fTOCn13gdI7166bVFXYRE+vTU+nk7Up8GZfIgUgT4UpPSn2d93+lrbm5lOef3Fnx4ffdc+8TNLZm+M4CwDEzpthUhDp9qLfxTQ9VGmZz8cDEQAZi0SCrpCZjDUyMhaPR03TBICw1rEu/tmKOn6zgIqKH5RinPv8BACwZr22Y7vMJAABRc5LjT4eoFwVIgKAEcC2bl26QKQYZ7rhewNqA8s6o9c31nUHTDMYDg+PjPcPDHV3td9+6ypdNxhjRJROZaQ8/ZUnEAgtXrJqfHxo12svnMlJZpd2AAANou3wsXq6YxC+Mou6g1fstzL6x3Gz51z2Ls55MBDgjAVMMxQKKqk8yT4A8FI9FRHz2VP82YaIAJQU0broZ09mf9WbeQgKzDGQt2krJJ5hruLIT9fwKG2BALz3ntNXB8b9MlbGcuLOqLaO/2xf8uU7Wz6Y0FYddNbqzMxISroXVE6WV/IX4OjIpQZfFoncflfd7oH0j/cnX5pwhi9US+DOO04+8khLZlpUW8sYh/feN3a+3p7PQIQEhWiJf18MEIExzJf65Y0Nz/Oi6Qu2aBY3Mzgdu/lnjX2LBnesf+rpx59//pm7735PcbHf7Xe87brrNz/yo4dfeWXb8PBwZ1dXY30DABDgcBJGU6SzoC19oaCyEj6vJZPJsfExKSQABELZSfN5jkAEHu0uIBgG6gbkxGJO5+5igQ0LiCtmAGcI6Uuq7HYKCq5ZXtm80tFnv1wxul5A44oUuLaQggnHq/YnysO/klaJaUnHMjbp2e9rjj8bPXbpi+1CQH0MlVJ+nlhR4IKUIknAUUhlW0rXMRRiAKAIXEEuEGM4MeUWnQTSGRkwGecoBAkhAeDAwcH2ZjjaGyFFealrkgCMpJv3KUJlbFYixDcbcqvK43I20zurDKQKztHiz7Nc33U9AEwFieiiR3Prm65f3NlZkZ0lkUq3Nc/p55WlXJ7L3IA3DugjojNREyvGcsWYsGwXLMn68T/qmhaLhl1XJBIpxHRdXY33RhrNK+uMdYPW42XFfvNquumjNSlISVCKVq7E114hK03eMh8MAMisshAR43XcDHoadcA5Rmu9sjEwg4gMdYyuiH0sbiz3HECeKkMkErrzjpvCoWD+MWYzWUQ0DV2TzBVSzkc6ljG+pGeV6zpnktI5L2kHAAhAh6fuMAwPzVLs91rygZr0VZfEPhrQas9uPywkfCLnPBj0eH9Aeaz5RcuwUuSBsVxPIy8NT0pBRLHYXYvkjQeSX5xy9+QnIi+nl/LyvkWY0IvdecVIyMqXg3zEj3O/Z/uXzs1lE87wt058/vKaG66tvfWwc2mfuyzIKeGSJS8o7JdXeshqsaS8Fvl1VzTtCakXdiceP5x6/YJkfLnrrqEfPNxspSoMJc3Ad7579Dy9r9+8ukwP+umdnn6pn/FOJcs0MihzLpeZwrRAZPnFtnVN57FY67H6g5cN7LpkZrFfLBa//wMfvunm2771za/t3rWrqaVlUfeicCgEAIrQltwr4ctkMrW1tWUlfMMjw47tAIAZUgl8Is1PcADGgGmg6ch1RIRQFAMhT7e95DbnDloM3rCgkK+8hYxl1Xarlj9/2uYNzThn5chBdXrnhTKu6ptHRgYaAlElhU/aqSQpj1NX5vhdPJLPGWGMxSvPSlaCUuoi6rsQ2gNf3KSFAIpqfhA9aTJARCdl67GAZ3PoOnp8m1JQKiU8pT7PlPDSPglASLJsFQrxIrNM6LrGDUaSlCKWm1k8j0U1mowimycH6koje1T9zzwmLAsPlvnwzirSq4wVTrWblKWwsJQMfS7sLAv407uXLLGss83Sdu5sRPIzL3HWH0Cz/TYqRvAzPlDuM1KlrwqWBSKapm4aetayx8YmTNOIxaKIyNHsDN7ZaFx9IvtIxWK/kgHiEptR+Kfpvqr82EnpWqQkAUJHKzIOjIOmo6YD14JcQ8aBMeAcy5yCXlsW/nCDsdHTWpFS7ti5BwA2rF/d0d6aX2iVUlbWyh/qpSkKIRwh57LaxeJ1ixevPLB/x9xVGWa205B2gLy6A6wfodnUHabUiy9Nvdimv7Mn+u68usPZw35l9ornCyi2PxArVAx6L9Fb+w1o2hD8qxH7+QOpf8qjPkVAsqgCxKel9YEfMP9zLhe0yEtVBPYq+oAJ1CtTTx9MvfqW5vd3hQ7ttK5hWCMUTTkzC8HO7yYIpl2adimi4WFaxXB1c+zWjfVHDk4/dDD16oWn8/7Oe4aHRmDr8y1ORipJjKFmsPUbJpYudefbpSv2nNkt47mz4M7vugxNU8cC+4XnV5khxVPEs/297zS++70jc7z0mXh8vEzLphU74x1HhvdePnzI+vu/+5v16zcWF/u1t3f8xaf/9yvbt/3wh9/bsePVlpbW7u5uXdNs204kErFYrLGxsciQkKNjo6lkCgB0gznG9jHaDgCM/CRVxtEIYCCMuoGhGBomMv4GytAOGq1JR5VN2gRyvm9h9rDVaeDz2XtpNXHX07vKVRvsH/fR9LBtBDRPT8UHfh7NkixIt5evrY3alZePzuWXzPeNM874pz71wEXUdL63x7d9RQ9IT0ZduOD9kyInkEDw9i3v2XlwJxEphbrODR0ZIhFksjKbVZ4/OGDyYhxh5pgtpaJUKmWYmEwHXRsZRyoV6zNCKN3y2bACxit1v5VRipWx0udBYLEnr2AuL5A3mmvY0mopVWDR9XyHxVtKvoWSAtxq0KSnYaOXiOKBb9PQL129suS6nC/q6Fi5tGd8ciqR8tXclnZ3N9TVlnll5jKkE4lkIpECgK6utnIHnmmGwuFZjk0lk6Mjw4uXLj3tZ3j8+ADiOaJ7EcLFomiFn+RWUu9U8lVOuaFgdUMRD0cxIUep1VDYWITZMR/PgcIlUDc00zRsx00m04jgFWdqLFRvbIhrqybd11UlIWApydFUylJTozI5oVLTyrEom1YDgzIY4ukkZFKUtYkpRSr38wgYR1KgFJIEpUgJkIKES0qAEKAkKIVIUG9csSb6qai+yHsv+w8cPniod1nPoquvXO8Jr+d7l5Wt8NsYY7qmIZ46M9m2s8NDfUKcpksyHI6tXL1hamqs78Sh0zsJgtYQuLI7fvdkZq+LVZPWkmrvYPaXBrVGjLOlT1XNVz1Ho8EXG8u1qLGoI3y7QxNZOu7lrSFDzpFpyPP/OHLd9wUwDshyCZxFH/wBwjDfKl7dUdbe5HahJq+N6yFMJqjB1AydoSPpwmPhcxSkBQkCi+LDcjFpN11Rc/nqyKK0mEiIyXPpwzrbLRKGVStTqZ+kAiOp8HjqrZ/I1NWpeXXp/IxXVn5csasjlnQznEOb11DqPQYpuz4Q0hDRdSQiSs96FuSTXQnyqRGL8uWUhKGx2NKedDUFlzMc9TNvnxlOrO14vGVCV0uOHR7+1dNPCCGWLb8kf1RbW/uWm26dmpra/frO8fFxAjINMx6P50N8XgnfyZMnHcdhnGHo+Dj9QLB+BCACrnlgj4VjLFLDwjEWjrJAiDE+b7HNAK4FsbS2psbLJh2Y/spCPZZ4YFVH7D2TyaRpmrFIBAACGpdqKGHvn/noZk6VFb+aPQkzhLcpGW6orweAyczTWXFkXk6Nas8N59Mqnm1sgk9PckT0RXdzkE/6wM+jXCr/Me981/DpLT2nbAFovxjruxCaZFlExhiqGXJzXt9+z5Y/M/XQN37yZSGUZQnEEJTWikgJUgErJB6BYytNZ0pSJisZImOwqGN43/5WIkJApcgT6wPwqC9oVkRXzpo1U4p9HjwuC2eKmGE+81ed8vSnLgSnEoKTamwrxewsM6XYAeCr33/4TVdcsaJnyeyX0/TfolHsk8dglSI8qJS7iQWGFyzn7yw5vuitsXIcWNDwK0eJnGs18ZjruolEKpXK1NbGPewX05durPm7MWf7ofRXvYBPfvXiHCMd2H9YuA4ZJkbjzDBRKQgE9BylJyQmGK9TsXDBf00KZuBrBARFwAiIIMxaV8b/IKQ3eYvQ8MjoocPHOtpbbrtlcz6lM2/A2ZY9y3PWNU3XNNtxhFz4wPrCSjucOH6wGx7I0KF++NdqCZ8CEgeynz+W7VgT+3TYaD0bkK/Mc+y98Tl6jmeu3AbGV8X+pNnZfCD5RQcn/SmkmLfodE2BisUwBGp34sXDqdeva3jrteHB4+7yo87qxgCzJE27FyABez7tM6qbr6tNiFcurbvpanztcOqpPYmXfjt13mdbzkodXrN0tlmqp+Y+BCoGYYYmlplhf/rTDe46qqJHeGabGD6nSbwMkRhFmkZCm39W17NoaPf6p55+fNu239x5513FxX733HPvrbfe/rWv/fvxY8cbNzblbz+dTo+MjnglfEY4Oeb+WMmspoFmIDJg/P9n783j5LrKM+H3PefcpZbuqt7Ura21WLIt2bIkS7YsW14DIQHsMDF7CCYfJPCRMB8TmEkmGcgkk8lk/T6+EDIZCMEQJgkEEghmF2AbG1u2jC1Z1mbJspbeW73Vepdz3vnj3HvrVndV9aJWqyX1+fknd1dX3bp165x73ud93+d50DDBTmEihXYKTRsNE/li2v/1Byn7o0Kprra2ousCQNIQTYZRdEtzuGVFBQDEupiwdtFYx5A4+S2mkYTAeabM3LF79F++0sUEuqWggyaq8gUumlNqGFzgxavZcs6XUN8VEgtXguKawIAbb7n3w/ftfPuf/f2Hjp95eXTUaG42EKBYlEpRc7MghIkJP5FgAGAaDACKZQVlpQh8XynQ0iTABSoJjBMCarM+RJR+zFVPUS1EN2UZ16HwTVrndXRc5u2ydXQO13NruKBvQynkLIrPGi9frc5y8OixqX8qlkrfefzx/S++2Njd4WJLaPb39natWNHgLrmwE/1C3g+rj4RBS2cDCXzCydqJEaKnKmNr0zDaWrOO446OjhtCZLLNjDFErsl+pwtf7Xd/FN+l2leIbAcXBpIiQtA8rLPnUPOM9D3fk0L6fjSNkIWajQiMBXUezpELMFjzxvS7W+0tDBkglkqlFw4eSaeTd++5ta2tpeYWm0gmfM93G+p2WqYppPJ8T86TeNJFsnYAgCRsnNbdwYFz+yc+mGW33ZD995PcHebr000bIs8wztY/tJk7drX+z6MTnxpyf1w5IM49C9b4yWVV2Dv4pe7E8/d2PLg8efqIs2MEOy1ORZ/y/hWI/XyCUVcxgKTA07ThLG5M26+9v/lQyXly/9jeK8bnHWe5v02dJI1lM2o8Hy5UGK3GezHknEf8WACoWJ8pAApfEjRxVN5dLmzaIrxWIExoW/9qdtXZ9pdvOHsg+8Uvfu7xH//ove/9QNzd4b3v/cDHP/ZbJ185ecOmzZ7n9fX3RRS+Mfj+mDzNBZgCuQGmhdyAZJpZCUyk0Uoi54CLz1MpugH+5MCLa1euzDSlc8PnC6Z51vV8T3oOhd8RAAbNaAgVLW39g1JVMK+C4rBGplZJACAyKt+yUiCrxYwwVESu0vnGqgWCsRighjMZzjStNnXsuWvgqX2dup2FYvO2posmItz9M4O1pCXmR83Fl/4S6rsShjAQEbhA5da+wf/aH+749H95rq2p6zff+ee/9t/vz+XKvh/MDIaVGlehoADAM0mT+pSCXM4v5keaW/RdF6xEvpRPRbkVJUnrIIbtkTV2C31Hrn5kSiWwDgicGhbWpL3Obdx6+5iUcZmv6cHCDLdPIiLA4D4ygxcwxrZt3lTvr7Nyd7gY4/CLBzMt2UQieVGA2KyiNF8JbYMxlbs3VYgTatqzY0OoijNCjFA3523btmWZ+WJpeHgkmUik0klN9luXesdy+7WvFP9+3D8SbY1C8/HiqJ1QSgAgvb7KRWhbbwAoxoFxDBv5kAtgXJsBACKsTt6/2n49Mg6ARHT4yPGxsYlbdmxZuaKrgdciIhqmIQzhOK5OLddJDTLOLc/zPSkvMAmqXRkukrUDhO4OWdrTBw83cHcYU08/OfL0GvM93ek3XDjZb1ZdVTM2f688jaN9Q+Yj497rX5r4U4/G5nzMmT/5TOm4Vnm5tbU4JtuOOtsZZpPiChR6CXaZmNqnJzIvqD0m7tza8cY2PHAs9/iB8R9f1mYP81K3qOrwjP6JSm2sRuaUYndKnEF+sHGR8NSrAASB3wlUG51NxoaogGbisbQw+IebctmmA9nuk4NHb+45PPLxj/3W9u07H3rP+yLgl0wmJ8bGBocGJ8YnAIBx5ln7B9V+ZGAYYNhoWmgl0E6iYWOqCYWh7/8Il1rIbdpRdt3y+REAaGlrA4Dz/fJ0v88QkOssp+YkhV3oLGinQQZRcS8EhBhZhUWNNxBiRf3k9mWV9y3m1URoXqJfjkBRsw5WZWtDBaDwsIgQSWQ1aClirBbWqrPZtrfBxg39Rw8vd8vTWKoAwDvePVR72db7rmcZfYm4WNDSuAJGnHIWnwzDQ0Ft/ZW+g4wxJalccmzbQkQF4EkSvPJ0xyHX9aNpZpq+oXsIEVd05E7kkqSQkMKdAKRfV/5oEuSDWjy9qSAw0nGpjTHm83rNatsjwNjPjZ4cuHEFN5X5OGft7nDPrl03XX/dlWebPtNdpOxyzm3b5IzHUnj1boFscqavAlLrQVWqfyud5ARY8zkIoBCxOZ1MJe2xsVxxqNTcnLZtGxFt3r656T+MeYdOFB52aXxSByARvfqKSjUzzwUg4BwBSPrwwdf93Q9P/tlQ4WjlE8S0udvNW9cl3y4wrQ/yN99735amD1yzvvvO23fOMEGAiLZtKaXKZadBPsUwhGEIz/Ndfy7Wuwtm7QAADKxp3R0A4LT7cM/Iv1yX+mh7Ysvin/kZY9Pu1r89WfhcT/mbC7GPhCov97T/4q2JkUF/1XF3KzNtX9GEp1x1hd5eYm2fJ9XmV/CGzuSet2RODpV+eGj86avB570e7or26Iq1tKqgr7iOUChRWyU2G9oJVEo6DcT6a7K2+kc2GjYLJMoDA3otilitF4Kxny4RIqqBWhHMdH7Vjsdb1izrPXDr0aMvffQjv3HffT/b2dl16NDBfD6/qrtbQz5Mnhl0vs89nwsUBlgJtFMskUI7iVYSDQsNA2IXgeaQ91kguEs1dp+Bc+rES55SwAUaZgCTNMriDJhATUhmuo0GA5EFZBhymyueNPpXIECG2pDjmraKAHpuTA33KY3BmH5mDOkxjgwqdUUIdA8rjGjGkHFiDACBM6yRSUZgfOr3XuPBEA3ihvUgZd9LB5cpj6hO5IkIt945UreXDWtnuetMwrp/8r2lWt8VMVgIwCguYYxVt76nXvjG7m33n+47pteS7ysplRAcCPITMpHklokAUCgq00DDQADwJQmOwghQhj6+MJn0SElknBqzR2ZSqash3RkZNtSa/Wr+ks3V4jHz+XX84MSnX3fdB4Ji3zTaL7Mbj+7b98zBg6+94451q1ctmtm3oFuOVKpYdEzTME2zGs7VV+asovpRjccafJQGuBLjAJIA8OjZp5549bPvu/MzAMg5b2vLuq47PpHP54vZbLNmzGeNG3dm/7TfeexU8R+rdm5gyIBzchTGPUuSRssbr/+jV0Z+vK/n78reeHQWCbZiffJdzUYgw3N+ZPRbRz6em6DXvunOdGrWvYuMsWTQ8Ok2mK2GIRhDX8qZk/3STdmurtUXaO2AiN1rrp25tQMA2LBqPfz+OD3dwN3Bh4mXCh9PFzdf3/Qb8072uwjRJN+Qfl+X/dqD4/+1ZtFv3kfOH/tG/991J669t+PBO5IB2a/V4q6kCU9diS2fALG2z5SBfbR6wO82cffuZQdScHzf6L9d8T7vk8Ce7p/Ua04pQggUZSsiZ4qUAtScaay4gwSGIliJ7HWOK3CM1GrMscg7uotjrfswAXJRKRkGHZ7BCajJNwukSUf4p//d8fZfutR+FQjJ9sGNP/Otzt61Z/dv/cEPv+e5LgCkUqlUMklsYsD5snKLnAE30LQxkcZkGhNpZiXQtLV0M84IZF5izMeaaNdy+tBhmCyvdeumd7x04JnR0SFhAucgDAwsBxG4CPSoI1HiCLogEmOAvALhGENEYFxPJ3KdySDH98ApB3rciMBEUEIMsqxIkdWNnq4MgAsABRIAERmjqAeVh4TqKKKuqgrGCoYE2jEVAagiFBd+BATYsA7aWgYef7SzZssxF/jgWwcBQMqqSAOnADlFhNUADxEnPVkvVQBQMOnJyMUSr+/yH08d3TuTwPtzj3xs97b7DWEXS26zkbAsk3PpwajhAAAgAElEQVSuIzwpIZ+T+TBBVi4FM4wIkkmWTmOE+gBA8D63vEwIHhD86vBolaqJAydDPinrFvouqk2fMHEy3qPINPlCYRopODL+jRsyD0AtraqZj22bNk11dyiWSl/fu/dX3vxgA6bfzMeyri5xKbpG5w7UCRDBc33P823bEoIHgpuhZfkltIx/fuQLw31Vj1iW2dHeUio558+PRu4OAGy5fd8y646ThS9od4eVTdvvWPPrf3b2fcU8Ber+1dnq9a13rm+98/m+fzrY/1UCFXdlKJVKL750jIgSzWX/NNiWoZRC0Hvn7K6FMAQX3PN8rz7Zj0f2DlLNxNmvqSnb33cmnx+f+xSdk7WDHhm4rRluGaZvDuPX6z0nT4f3T3ywg//stZn3XAyy3/yOtFizkEU/qGr4lKuMk8ecbQPQ3c6vcOynAHIe5TxKckwK65CzC2DX+uzNd7Sffjm390ju2cvF530Om09guUQBP0pKUD4QgedQhPSkjIp+pDEWY5VQGBkxgaG5SOQtSbpIUl36C/BhEIqGjpRUzVYnIsY4xsKAgFFCtTmEkzpsfJee2Jfds2shciWNxCEBkFFm1ammrrMrzq4q5ik/rshNFfGFkjotEgDAFJEw0EpisomlmjGRRsNCzkIh51qUy0UF/MZ7r5kY2dK2wUnY1qQ/JXjq1976qS9/+4/P9P80FEsnIEQG4APw8AOqYIYwBsh1JyigCkp28epxpfxVfVW6l9918uy3OGJ1pjfYWFncvBQmgzfAqkYgHaBW0hnBc5CxGK8fwwywCt+EAFhV5xABIEFLFn7hTQP7nrOH+1s8RyoJjINh8fvv7wMGRAhEUS23XizDcDIxRBuZIIKCWA5FE7g0xo1doKVa35Uwvrr3d4zU9E8rFFwAWNG+xvN9KVUE+apulATlsqOUEkJwzhhjxaJqSiMAFCaUmWAA0NECZwpIipChkoCM9D090l+pmYuvyVuthesqwKnGQeaj0Ne5bGhgsKNrldvgNGaylTZ+1fl8D2SiK1985ZVX169fO9t3uee2Xdtv2Lz3yZ+c7eu7SJOHMdYe8wiaOlzXXbQzv+y43GOmZQq+OFpeSU6d/IiYSibshJWbKAwPjySTiVQqCQAcrWvTv3oNvmV5h5VNrNQJRCsBxXzV/V5w7vm+3te3L3/75o77B8472oKRiI4cOzEyMrZh/Zr161Z/7ulPAYLvSwApBGfAtK7vjLLQUGkWMk3DmI7sJ4QQAlzP8/xpKm99va/O+XKmUs3XbLzx3NmTUyl8Mx8Ju+lnrv/j5w/e1a++1IDsNyS/NzTyvWus31iRuvuiOvvNRxy/0EW/eMPnlqS7QR064uwYgc42xsqSch5doS2fAABFSUVJAqHZYCedza+4N6SN21+3/Hnfe2nf6HfOlk4sKsWXCAPE4EEVHyEqAgR/YxXVisD9XBFj6DrkOaQkSJ/cMrll8H3y3ZgDEwthDAAyAtBmcRVaVOAYDvFaXxjKsxANMkSmxcC1z228GBhZrtNPnrtGmJXKiS4z6nAi7DIlmkrnrh49r5iwa2GWZ/0GKNDSXcCE37TqFM+R0UKlHBGQrZj25OQChInJFCbSKEw0DGB8/j0ngt2fJ+d97iZb+8+cGP7eEz/afH13c8dWjxAAuHRlMXf8xMGE1QbEFAEQMAmKgDFCQlIgMcjdAiHjAYbiLGgejhqnQIECQkQkQgIeGolN3dKqKslheTloLsZK+U5Hm4rCXxkBAbDwdTFgiQSk20q1TDtUukP1b5UoBEMBtthvARoE2LWjDNj3wl9A2aXd/zneuEkx8mLDOcawBjSkQA4gDls12owvDsM0llDfZT88ciwWAzB10Ijm46xfvpUIpCRfUhArY6VlHwF8XxKBlB4AGIZob8szQyBCIU9mmAe3ksVyIcGRIaLu77dS6BTq9l7VgXzUgNFXs9A3L6U+y8Jbd48ColJzuKHP9JlOuerMH3/sJwcPHr7rrttbW7Ozekft7tA7MPDIjx6t6e7QeBw/cmTFqlXpC6gKSukv5smvpCqXykII0zQ4u8QpT8aw3gzljLVkm9O+Pzo2USyWsplmyzY721LNqdYAwZYd7dZK1TNtoPTTlU23uK4nlUJES6S6O1OO6+974eUTJ88s7+q47+5dpmkdffXHjFUsQnxfMkaMEQDToVTDjaSGU61tW1JKx3EbkP1MwzANw3U9T8r5vpLzY+2w/prNnue+eOApTtmV8P4Wuq+BuwMAnHT+6pzztQ2pX1v8ZL+FL/rphs8ua83rOt95c+LHWugFMWtzuuKxn08wErZ9Kp7ZX7rXxN03td3xc8arz41+d/H4vFehAtKgjsJbZajGUgFjFYYYhZ2TygdJ5JTIKZDnkvTAcch3SanQ/FwXLlRYGEHgUaiKASMLCJRPoFU6CBgDRqQ79wiCMlxQIiTQR2YAhISoqzqIGIukkQuDRzEuKVBKQVjum+HtQXqLYnpi+B1xDpaNQCAEEKEW8QdEzoGbaFkgzMkqnfNe1mP+9fN+UYxEbv2d/zrRt/7g89bLr/zbjhu3tDZ3nes9Vsg7RMbefX/df/4wQ1AKUIAIK70sMhpFhFBJRU8DnSDQlDms1I3DHEHE8ZscGQDwsJRXvTiIajE5WEw5JubvVGWZAxgVBoPHWez4MbVvAmCgC9HBTJ4E0qr6NhEmGwdTDLjGDl6xBCOgKY1NQZ8nVdFSoqUdPeI47hLqu+wH4wqRDffJlmUcYry+SfcHDXKWtXTfctPWQ8ePlstl27YZYwhIROWyo+dNnLDjuL5loW4ATGcwYqi1JCf6Com4ZV9pou7dg9RkdAe1ejshJpJbu1o4T/cny2aMY60G1MaR8CyjhClYaWxs/Bvf+M769Wt27tyWSMyukWxFZ6d2d3h0377ZZQRcN5/LpeejF3SRDtRX2/d9aZnCNI1L1eL5z/v/E1jTbMqGIZZ1tBZLTtLi67tbI4TW0zvw8BMfxyQQofKr4pgn+v9rcnjZvSv+JGm2u57U89IyxV23btpy3VrHB+1a9dirnzEsRAZ/9OV3/u7b/pGISClJQEQMGeMYekPMYnDOEwlb+rIx2c80DS7ZrMh+jcNWbe0Qd2WYw0GmWjtA6O4wQc/2Yl0/YgfOvVT4eLZ028amh5JG16Ke+wte9AOAfuf0F878yYb0ltcse9ttyb1jsu1geTeifTVgv6jtMy3Q5tYx2n7M3d6Z3PGmzNEx56fPjv5gkZg9BB1fQb2CtO1SuUShKj0wjpwDYyT9IGImBYqRlCA9KheplKdCTnkOkQIpAYJiCOncViVGZ4hMS3kDQqC6EahmMZ1PDl6mGCABA01LQsZASQ1jgpY5YsGZMBZULfShdFEl0kdz8p4wIxlnmmqxi3UU15RcBF9KdYrQtImLoKcw+huLNCRx8XH2ZnhfYpRZebK560zvgTufeMpet+5kS2r980f+5cipJxAVNxAZgCTlE+MIEoCBUkFHZCATGGQWiFgQqhEAY0AEDEARMYUUKrVygTTZGwwUAKpYmyUBMJISEIFjBJ2ikkeM5h8VAAEwTEmE3kkVwBh8marC6INQ0iioP0PlJRiCtEAQcEqnWATman/jVW7DkwNURB0DhHeooAhfcbxk1cDXNJZqfVcA6tO3OQ61LD4moz4A+Nj/9ekHPrzL9XzPk5yzqDkTAKRUvLpZjvGggMB5KBijAADMJHeLUgFEwM9KcacgJ93maqbiplb5ACpJu9oeffNn2DBp2RDNFOnFuzqn7fCsF/ucOnXm9Kvntty0aevWG2f3LTO2bfOmGzZu2PvkT46dOrU07StfWTjJXdf3PGnb5iWRJvbFOPiM82melrBF9/KMLrMrpUZGx0+f7uGpMU8MW2hoK5F4gPLEDzyVP71XvL0zfe21ba9f272KADgXjPH2thYGaFlNJUcKU5FijMHYsHrq2Ld3X/f6YAdSpFARICIxNsOGzyr4pMl+ruv5nt8AH2qyn+tfkLvDxbZ2AAAEnoHbmmj7IHx1FH9Q7yBj6ulnx59eIR5c1/zgIif7pcWaXa3/81jur4fcHy/UmlMv5w+cKhze1fq6mzK370l+U4t8XiXYD0KnB5NBWrAB6B7wu9Ps1js79yToxE/Hf3g099wlV3zRMEn6lbpG32mpA1PGUBggzMAIIV4nkT5JH0p5VS5QqUC+B0IAopapAGTAMCxgsJAgFW2jihQCg6DdjcFkxSys3h8Jg4IhMkAiBYCEyMI4O6z1SSIiYiHqMxNC+lRhhdXatedJNvsiZWowDvyYOcfXwuL+gETEhL9y+w+TK/aN9mx/9KefGjvv6JKdIYAboAQGerAISKEVbQC6CBkyqDgoBNmDwCAESQVJBEJgWGlOjk8AxiplurCZLeSLxlwfECNQN/nqVpiDBGH5EaOuUaKqHyrOzFFXJ1aOiVWNptUOyxgJwEB1va+6bIOVk4kLtGgB3UDNMU5x1coagWk0xa9MyXOWUN/lj/o4IoKI6TvVtjwI9+GmRMsnf+uzf/S53+4bGAIA0zItUwBisVCWUnLBk0lLCE5Evi+jiWuY6HuVuZbmvcNqGUeMKn6eoyZDO1kbv6naTu4EDWiB8xZEjBHAgae8LbuMuFJi40s37zm/F188fPz4yZ07t61bt2ZWrzUM4+fvufv2HTcnbXtp5teKR6nseMzzLcs0xIKS/biBvgOA8N+++Ksf/+W/nfoEwVlne8oyg1tubqLwyqtniDmj2X8uiMNKBuJ40tcBTfCqUklY4APAsPPy6MAnR7x712Zv1T0uY2NjQnDBOSBnHKUX+D1879mHd1/381E3UKh4oNuidFJ+dvEDIlqWqcl+qn5BTwghhJgJ2W/qmC9rB32QaftCGVhd8M5W+tlz8MkG7g69/lcHR76/xnr3yvQ9WjtncQ6O9ubm3zzv3n0s91cLVvTzyXvy/CMHx5/Y1fq6jWlaJs5Nwn7jHl3ZdxtXBW2fTQYqnnmhvMfEnauab9nVdvJ04dlLaPYQLW/pQ9cbaeApVR5R4+eBFAAC5yAEcgM4D8h4WqQeEaQPvkdOkbwySV8rdiISIAHyuBtDwLKiMCQOGu0IgVWFttGdJiJTRQFsgPegjpdD+Nv+lzZUtCtDxbXIHDgQYKMa2eLFYNnXIAaAahfEeLdt9CXGP9NlWvdLtRQK+ce61qpkM+ccAQm1FIpubQWtXh22bnKMMFugrskq6iScV2u9YvBaxifzF4SJzVmmHw+mdwxHRe+iXw5xSAlVnFKNzDUtr+rxqTAPq7FZHFuGc1uDTIrDQiAhwj9OMYWuR/DjehVo4iMAKFAYyCwpCUqSpk3GA2nNA9TvaMCSmsuVMhIpnJrxqjc2rbn9zz7wha88+qmvPfaI67iuEzRBpRJ2MpEYGhmNhUeJqBk6yqsFPn42d8uSc6YkMQ7Knwbv6aFqVv/idkC1bpHzVei77jpPKg4Arx73Vq+fC/Cbr73EcZwnn9x3/PiJW2/d0dIya7LfwgWUXJimuXjnPdaeY6VS2TcM2zJxoch+umaucddffvvX/v3rPxOfMx2tqaZUoGlWLjunz/SUSsVc+kcj4lFABQCeB6apFDEpQSezg+vvlKFyk6ZTuR/2OU9vW/bLmcTy6LOfGH5BGOiWgraocjFondI7TJy8IyUiImMIs2/4ZIwlEraU0ik7jRo+DcM0DMf1/JmR/VKp5jXrrivkJ+bF2mFWBzGhfT38fp4O9sLnGrg7aLLfpqYPZ6xrFvMW0Gbu2NnyiSO5/3fMO7hgb5rzx/YOfunQ+NN3tT/QZVGHCAweEgItTkWf8v4Vjv0UwLhH4FFaYFJYr7g3vOLe0Cm23dt1n/QPPT/++In8i5eq7ZNxyK5C4+ewmGPx2DfyJdMgEEKLBSnBd8B3iCxEhqQqbnyco66TsBD0BdUJjDVVRpFrRc+TApIeVAy1MR7eslgMgIhUeWZwBGDx/iMKR7BTx9n+l8NEi0c/NTNTEdhbeAd2ky93Zd98fkYEy8bWTta+nJVLpPl4+pslAs5BybiFYwU11bY7r3ZoqtJrmRIMd60R04TBWD0P6zxBi2USVKmGVkQx4weBgJaP1fCv8iqCaoohVaRrq2E/TnN5w/dSgIhKBbRbUiA98n3QP1fSLrp8GqJWiy2hvst/xKYLTG1znzrGRwfzuTEAePOdH3jznR8AgLNDLwNAZ8saU5gA8PzJx77w7c8OjY7ccANjRjyYDgrKetjUW1bLGCNEVJIQSU/BBveCmpBPxXo7L550ZxBDG0w6yBg4xSl3k/rXbWrHyHzl3YaGzn/7W99fs7b75pu3JhKLsXxnmubtd99zGcz+KSjQ9/28lJZpmKaBF5ns9/f7PtTcBuVQcroQo7lm0nZHayo8JdnTOzA8PKKaT/Rl/4Gw0ga25x58fK8SAj2XfJ9k/U5JTxafG/5fHcnrtix7i+AGABwc+XqmjaJpGervEIHmNzCs+G0qBCBCpmO+2WeQOeeJwNmvUQ+bZRpCMs+X07o7FAoTZ06/rO9IcxsXYu0AAGm4aSP8eU483uN/sW6OBs69kPtotnDb9Zn3Wzy7aFeDyTJbM78/UH78aP7/W8j37XdO/3PPpzakt9ze+vr15pE1xnGN/dIGJsVVgf0gbPu0OSY5hm2f229sufW+jnP7R7+/MIovWvCjQunhYCcBkSVTFAapoVqGZgSpUMcCQHdX+i4xBk6ZnBJJH32Xou4DFvLpEGPVgyCOD2JaDDVa4nLcDAG5DlK1TmNMlrESGVc8x3TJUD9FqagmptECRU7xQBXjvpnApEXh2jcF3TX+0+VY4ovOWf+QamakyE7Oqr1k9m/nxpMdaFqX4rqxhki4WlVGT90ffkzd9wcsbssxSYO3Et5r2XxFBEgKfJecEnkuAYHrkFKgJCkfVEgdVEpngZHFaKKMg4AlNZfLfDx1dK+eFVyEisZq0nqo3FlKpcLIUO/UzMbqjo3xX7dfc/f237i7UM59+ocPBW39UJs0aFrccyXnDBEjs7t6k17KaQh7tSEfzWfOyzCYWwYA8GZCu1iQQIWIXj195ty53k2brrvpps0LPH+k7yNjlTxwzVsZY4tnwk8y6pl2OK6rnf0McRE79AzLFxx1YIQYaPkkbaOzPT2VwtfX8lnJa8R/tq2G+okUSBUgN6N+kXXEOf5k7/9Ym92zuf1+YSgiIBX0aykFpsF9X+8hAfaj6oaroNsT51L0Q0TDNMR07g4B109K1/Mbr+E5Q755sXaw7eS11287d3ZF8vzOAfiHBu4OY+rpp0efXmG8+Zqmty1md4dO+66Mcf2hiT8qyIXrMNRkvxP5F2/O3nNr62tqYr+if4Xz/QCgLKksSSA0GYwoc0jtAmfX+vT121pODpYOX2zFF4wKcOHd0k6inQQ5w8wpAQAaBvoeOWUqF8kpkfQCAU8lgQikTwDIiBgDxpFRIPSCBIyhYiFbj0KlUAbEA+6WDj0r9gyxbrfA6QHjbtpV27AOBLRxPBEopeKQr0a6mSFUf2rfXSyph+hrim6Mk/Q5L9N+znlBcVfgx6/dwVu5OFM/b41HGCpJ0gfpk++BWyanRJ5DisAtk5YDIKp2kEdgSCoUXgIgroA4LKG+y3tEZn2MTW9FMDLUM4uIym6KpFykXyk7x+M3U/Y6qhMxoPYlmngpJ2vCtpo1wHgvaD0JZjV/hT4ryRkPerilB7EcYW2AN9Use1bjyYFP39H1/pmiLylfeunIq6+evvXWHV1dyxZs/gwNDp44dnTPvfddwWtES9Q6DJMJ+yJtJ8gw7u5KCrqXZyZR+BT5o9l/KojD9Q5y6x729BM01ANKgjAg2aS62iRjnHNgHBiH1mVcR0tcoJXUPSJPnbSe18XogJGOBABtzUbJlfliIKtJ4Z9ZJYNDUlLFNWv210W7OyilymWnQQO24FxwPjeyX8NMxDxbOxCRgCbt7tAPX2xE9vO+MjjyvbX2QyvTi3fV2HzZjuxfLKSvQ4T9nhv74YHxH2uhl0nYLyWuCq0XAPAJRl3FAJICkwJjbZ+7THr1ubEfLbDiy7SJu1jfIdgp9D1AHvRzei4qSUoBsVBUE0PdeKVN1UJ2VtQCGkrtByL7TP8VgYUu7RhqgYbhqWZtRVXEiPgX7dFBLZBimWIKmzxnTAD5t0eWP/DGvksyJWreYq88eHOVoLg5hyJ6xsaJJ1KCtnzSATxjWnYmsBAMxGwVKALlgeNQuUBOiZyiKpfI94JVEPVUa2t7wKDoFxpaIihABlKBp+QS6ru8h0eOiTWn1/wsVsYqW0JNdJRs4qW81F3apZzkJkh3erw3GfIR1YSspGi+Cm7CxO6V/cU8q1ncoGri4jRZq5md0viIhFkKvxcKxUcffaKjo/X2229bsIbPxezDXmPzmOv+oRQVCiUhRMI24SJsQkoG7GqdJtCQT1P48vliMVOh8NUb3/ka/dyb4ifGAaavT0pyEIWUkxdawuQJk+eKftGR0cWbamYslQQFnHFExFmX/YAxlgwaPt0ZkP3cC3d3uKjWDgCQhI3r4OMT9OwAfKkB2e9E+ZNny/+6pfl3UubyxbpY+Ib0+1rM7Qsp8RJinrjQy1aN/U64N571NiYEXiU6nwCgwrbPJMekwAFft32ObcxsvqPt3KGJJw+OP7FYjP5iPxkmCAMNCy2bvBR4LvluYOpABIqAFEYiUQjARFyEIyjlVUzbMTB40LCNGxjVABkChC5tLKQXQszEbGi4WvlTR8YUaIlrHZcprr8NZ6Z75XcaL43FiffCQBMIq6ZpMUe60K3JeCyW6WChFaGe8E6JChOUG1NOUfk+KAkIwUJjMdkkZMBDSX9kwBCRBwI5RKAkLaG+y3tosz6IeSrM606A04BJBMr3IHQRaS8U4sA1Oa8B3oMpii/1ejvnsdB3887RiTG0bMyPV28kNFPAHBT96tgB1RzPnf/8zvb3zPZUh4dHvvGN73SvXnnb7luWZni94GSO8ajv5/J+wraEIeYrAfnPz3zMbEZSWtM8CFwiCh+lT/e2fT5O4as5es6Q7j2e7di/j1JprZxeCZuifqGmpEjafKLgu76qCu2i7inSsZRExpiKMu2zTKkYggvueb43DdnPFEp5nifnKs60ANYOELk7wPZBauTu4MC5/RMfbGG7N2c/tGjdHS6JxIseWujlp2OPvqbjrW3W8uusA93GyyfcGwf87qsK+wFAUVJRBk4PecgecnaBs2t94vp3NN855p57fPjfLrbR36zudTouFQK4QNMGJVFKIgWeGzZYKv1DEGdqzlLQlRnGqQHMC/5FFtX0RCCCX/krhs+fcoM/emq93mlJAWGoRSxJKRWIFsZ04Igm+TDVuMm4JQlLY2lcuvhFI744w+jZv1SbHgqq8YwhE6AkVKw1GYDW1CAqjFNxQuUnSPkUJFaYpgiCtj0EIGSIkmTotQYEhIQEOiLQpfgl1HeZoz6Ei1Q8/8Qj7zCSldxb5JUJU4p+wiy5TkKDIqcop815RLLLeqg6vZ3zaNAnTAQAwRnnCARcILhUtS9cnAzgRK5AbTSHDZiIzpw519s3sHPntu7uVXM+gZXd3b7vLy2TSaPkOMzxEilb8Hkg+/nGUMLkrlOVDjhw8IhIlPpa/romhW/qGOiHuTHFOGdcgOuGUxgBAN79h//uf3/861IpROQMW5oMz1fjRU+pSp+27gWtnLEiicBQza3oh4imaRjTkv0Y45blep4v1aw6MxfY2gFi7g598HARj9R72qh66smRp9aY7+lOv2Fxkv1Mlrmp+eOnS185XfynhX/3EXfgyz2f7LLW3NX+QJu1fIv9zAZ16OrEftrpQSCkBNo8avs889qu6xj1LHzb57TpNa0xyDkYgABgWkCASgaQLwoDortKhaqHcRlPjP082dZsksTF1H0QQnELIlSK4kS4qH4SnMlkP6gaHyvRbCxtfws/ZtuEfwXz+gCBJPkemcvI0TSCdjl2PkiLMI5caFY/RUIsAAFnzy2S54IQgEbYhaczIQqASElgLDBsYASkKuKoigNjRFwvRlxCfZc56uNYdZer6VgaPvihv3jTJz/ytZkuVObwUACjMmVrLt7COLcSStG0a3Vq+a6ubmedx+e03mDr9gl9rRifzl19Oj3P2eGBCwNcUspnnnnu0KEjd9yxK5NpnsMRsi0tV9atM8qYXeiuQEClYplzlkjYFyJXY5mCc908CdqqQJ/a557+L6994yxO0kpwzuUcrwoSSQzWS/ierw48s2HlbtfTaUMwBGtvtoqOzIfZbprsn0xEJAkQGSNENpeqnyb7SSkdx22QtTENwzTAdT1vZu4Oa9dtEoax8NYOAGBC+xr4aGN3BwA47T7cM/IvG5If7EzuWpQLh69Nvq3FuOmF8d+5JCcQF/lMCriasZ9PMO5RziNN+YvaPjdlN97RNrAY2j4nqQhGtxRuABAQB61CXyMYmKSqP/XnetCuzlBSciGUUqg4IfiSdJlRyUAIgKjKv4Em1/vqnuHSuJKGwPbLKo4BxqD7jTQxRuPDijEgCSAiDl6snwwDAXmdmuUGCAVKglKBr68m+RsmIA+qiIFiJ6u4AIYOKKE2Li6hvss+iaKTbQSAMFVF8wLucVrKpSLg2bAs5pf6QHRpCyDOcapi2NQSHzTwZCdS86f0fcvusWjP0c2n+reX9nvXbzcq7dazfMOZqLz4fsWgUzMe5pDEKhZLP9j7WGfXsh07ttpL5uxVs/tC93ApVaFQMkxhm7Mm+3GGXe3NzU0JtQ/LRaW01kE4xs/P7kwUEef41b+nB395dqdBCp0SKYVawjcaf/rVP3zL63fc1vURBG5alp6DSYtbBsuXpOOp6rtEYCGrV4Ii3ReCc5uznPNEwpa+nIbsZxpcMl/Kacl+r546ciHf8gVaOwBAGm7a1fbFsxOPnPU/XXexw8TR4h+fK91wfdOvL06yX8bYtLv14YPjv7eQ2p6xPEsg8tkA+8nvk6gAACAASURBVLkKcp66ClweJlP+8pB9obzHxPK6xPqL0fY5q2JLXAh0akSBODmymKpPCLMp1zR4plcosWZTRw7EtPe09n+igNqnKO7fUOW7u7RBLqKs08VF20hV2W2DLTpznQqvD4AxFCaYNtoJoBamXQ2FEVTIo87MgB/LgoQySXLKgAi+R74HShIRars/KQlDBe+AhESEPLjqkTmnbqImqZZQ3+UO+wJJ5Zq+llOX2sc//9Y/eOjLM12pWANh1s61EJjNvDDuAyERmgn0ypW5rmqJstRTcIF51e0UodbN6LCXaTW0ID6GxNbeM17XKmNWWwTOZjvRNpqkMzCRY6ZmYOqgGgArf8JwQ40o7RVI0Nc38O1v7V23fs22bVsWeIr19/Z2rVhxBa8hz/V9T1qWYRjGDHen9pbUsramKLxADrI8OezY+025dSukMshF8L1yDqLWOxx+kRAY4wQE3/8mvfYNsyHhEACCVFNpLfjIIz/5jvH0+uxda1puAUTGuGmIrs5OLpgibF22SrNjgAD1fQRCmbxw7RIAA5qbu4Mm+7mu53t+A3zIOee+70ml1PxXekJXhnmwdujvO5P2dl0H2/rg4QbuDnl6af/EB5fx123MPLQIyX4my+zI/sWR3P8/5P74Eu1X6uX8gVOFw1szd97a+poEK8axn8XB4tyVNHF1YD+opvwBt4+524+529ebL/3c8mtIDVySts+4b1g997CZB/eNAec0BwTwHWkYXCEJxnxXKaU02IsPiDV8VjLUS7Dvah2ZxKJruMBYsoQUIUCqiSVSUC6SFl9hHCoJVqx96yzllZ0g08ZSnjyHwt6iUDSRgIuoQAgkAcIG0ShVoyQoWuL1Xc5DKj+aHzO0aJ/FNA0namFCWUlWgy0dTScERCgP9bBEFykgSV5ZpyIa7StajKsG5Js/3U4AWL6uEKR/DMZ5YIPGQjKXU6g6h8q20QDrzjL8HRkdb25KiYicgMgYaikniNi2EO2sjTZBInrl5Ks95/q2brth1aqVCzbNDr94MNOSTSSSV3LyhGhkZDybbbYts/Ezm9N2V3uTEBxCFz7fhUQKlU9KVplLKgXHnneFAVwgF8gFcAFcIOfABTa3MGQgDDAT6DgskdRNGVScmOVNwAdElH7g7R7NZ7cECRsA1On8Y73OT7Yue2eLuYqAhofPGwZnnPf29qGRuP76GwBC7ZdIG72SfCBFgKTmVvRDRMsyNdlP1S/oCSGEgPl1d7gY1g4AwMBaCe9vozf0wmcauDsMyu8Ojnz3Gus3VqTuXmxkP0S+ufk3e0rXnSj87aU6B588bfAQx36b6Tnt8WBybL/KsF9Nyl8rH9jSsvbO9gcOjv/kAts+L7DYciEvv5DXvvZnh7//w7RShAykVFIqLWsRaniGep4h0gt28PpQE5ew4NK49LdgQA4cgRGksxVh8mlXCuPMtEkYZBjklMj3SfqgFEqfMAzFKfSuZByBdCs26PRtoBADSx2el/P4j5+6TdhhVouqsF8clcUfyU/MSOv8E4+8QySCuVjIk5Ws7p2oA4Sk0w+8kzGUDffqBpCPFNH8Ffq27xzjIlowCERx3jlRwLujOaUGZ+jj19LcNDI2nkjYqVQiZCBQ+HICRAx7V0LP1mnWvuu6+/e/cPz4Kzt2bJ0b2W9pTBqe753r6QeAtrZGNEjLFCu7MrYV6AFELnxKge+ClEGrfdz5qkGOoDCumADGgefREIJCBU7fh9yIEmag0KVtrDTxsObMKBXJsFF6IH3d8hQ8bopybMX5eWcoLZaZpgUA+UJ5eGRs/dq1K7rXQeiFFTthnCSmp5RCpttD5qLwyRhLJGwppVN2pnV3mDnZr0GUeVGtHQDAhlXr4ffH6ekG7g4AcNL5q9PO329Kf7TVvnGxzfmViTekxfqXJv50gU0dpmK/lyb27Wl/48b0Vo4y7u93FWK/iPKXMjDBcUR2jpQ602xsbXL1O5vv6C29/OzoD/qd03A1DaWU9BUAY5yUAlJBck0pUlIpSUoqUpETWrih15kwidSStlns2vrtSxfhUuTdEIiAaVrFLDZUwwxSxoZFTpncEnku+S74fsDSCLzaw6g8lMmt+KYgAoOlWt9lO3ITI0SkG8bm7CReF5gxRxhcT8h0BuMHV/XfSSiwWrEwToxhvVNqBPnm1aqBV7fSIcOp5D0dpl/Ukcmkkml7bCx3/vx4U1PKNOdHQ2xiIvejR59YtXLFjTdu0ltjqVRcWhSznucE/f0D+WJpeVdHV2c7w7qyLiu7stnmSsNeT89A/8CQduErl8gwmZIh8AtxFyN3hpVhYqhCYWXNdJU+KAWMEUlAhjLwPqZQDa9yXCZ8pyicEkifpAy0dg0TonnWYd20NrvHNpLIuOf5Pb1Dvu9v3nQ9BBlxihn5aWnPCPxhtHbCAqAi3Zg8e0ol5zwROPs1alfTZD9PSjknZ7/5snZYuXJ9T88rjftCtbvDefruMH69bhwP4y/mP5Yt3rax6aGk0bWoJn/G2LSz5RP7Rz98CYEfAJRVYe/gl/aNfFeb+9XEfr6ivE9leVWAPwWQ8yjnUVpgUmBeZQ85u0x36yrj5AMrrnPk2E9GvnUi/+JFdXpYVDGy7ykAEAYjSUpR6B5BUOlvCprcVFAHrL2tI4PX3ju0tOtVZppkSxfhkgG/MOid5SvBMIEJNCz0E+R7JH1wywQECkD55PthGRwCuz/GgPGoYxsM4kuo7/IbTrl4friXlCLmapOOMHic/rUzVJXUUi5huFZRe4fqLBpWaXMRADjD/SK53PcUIphJ9ErV0a2qy+WbXwUXAOjqHo9+Hh/zbMuo5prXAAA1f77AUSo7nLHWbFMyaZ8/PzoxQW3trZwxHW2HXdwYkShmVUvp6enr6xtobW0ZHx3Vzi2zHcu6uoRxlYpZj4yOnR8Za23J3LSuWxjT3Am7OjL5YlnwYFWsXNkJzWdfHP8pKJVMq3IR3TJIn1SIu1qSZTGzWXSuDzJt6JSCnBxIECYgAy5Qu+sAb5QUvPNe9qPvyfFhQKxkMVK8BIBNfMW6lnvTZitnQhIND46UiqXtW2+q7PpKKhKVdRHZUYby6pyzwIULA8WjoEWKavB+Z7LVGaYhpnV3CLh+vuvLGW6KiNjc3LJi5foZujLUG5G1w9Ejz83kIAysDnggQ7cPwVcbkP3G1NPPjj+9Qjy4rvnBRUX2M1lmd+vfHpz4g4V385ucxPTHGmA/wTBr4lWF/SCUe7E5pgUCs3Xb52rj5TvaO1+zrPjMyN4D4z9eLE4PFy8+ZuS7EhF9X0pJSsYwntTlPt3iVIX3agoI/9JDw0vR49JYnPAvDgLr7axEFLhfchCCLBsVIRA4JV0GBylJ+aAU6Kp4QL+K6XkCgE1iCfVdTsP3/ZHhXi+yc66ArqDCQPPGY65MO8PExi1XOKlZvtiHRqeS4JUiPSECgAZ66fMO+TbdOGIYlW405YOVrYJz8WU1ya1hfqt/E7kJhiiEQMRMU6pUdnvO9QghmppSiMg4Y8i0c4CmimEQaSMypv+JsjQ1uz+J6Pz5EQTU215t4bX6dxzGWHtHR4PnyCvR7q9ccvr6By3b3HTdNcnkTKPwdNIGgFyhZAgOACubdnalPvNq7jtw+2e/94gsjANCYN4gGuJoK4F2ChmimQDDwMFRxrkmeAfTMpGeXQr23p/F44fp1HHwPUhn5LXXgsXabmp7b2tiI2OIgJ5U/X1DnR2Ta02DQyPAOGOMIWcMEZEAtEYeIliWbdumbZmci0ADemqWZPZFP+3uoJQql50G7g5CCCHEzMl+ncu7L4m1AwCY0L4S3t9C952Dv27Q8Nnrf3Vw5PtrrHevTN+DyBfJWkDkl9DNryb2i4zdl7AfAJQllSUJhGaDmRzPehvPehs7xZlrM223tr7m5fyBfSPfvbRODxd1bLvxzP5nVyFKbqD0KTRsIOXrG5U2eYr/DERL5L25DM6SsGRif+nGDOdt3FKFISBiIg2hpG0g5U1ESmLNDTpJ5hLqu2zG2MhAIT9etUoj1UestC9O5fVVzZiZdYXoolNk29DABadmVoLkALJO7TU5k0k8v5BPmEgSMabKYZqcMVAqgKdRZXIq8Ks+s3k4mcfOfO7OVQ8pIkBggJxDa0tmPJfr7x9MJM2EZSPTrtioqVNcCM65tktjDLnWf0RERM6C0ByJBTSrQFwfGDJEzOXyzc1NtfJDGE8sxY1up80/uXNlRi3aG+uZsz0A0L16RUtLZg5KA02phON60peMM87ENZk3rkztWfGWz/aWnnj0+2TasG27BnBWWMkN/m9YwGrVY5lgoBW3LmBcuxmv3RxM/+2t/8/K5B7OBACMjI6fOnUWAGzbqhFQll1t5coZY5xzxoAxDLs9y45XLIlkwk4mk5ZpcM6qF0bQHwo4F8EGxlgyaPh0pyX7Oa7nN8w8EdHxoy/M+eot61zVtbz7+NEX5mztAACr2vbs6Hz704c/1YufqZu2g4mTzl+dc762ufk/NJvrFw/wW5t8GwAsBuAHU4zda2I/RVT0Ke9fLfG9T1VyL5HL3/WJtneu3jbq9j4+/G9XJOVvWQf4ksBTUPARMVRwCdh9kZ6nUgEghDqFvqUx7UgaG0reyaXrsADQrnGH56zSFjrAQwRCAg5cL4HApaxGTtaUbAn1XQbDcUrnB8/VmApYBVrmK8P1iUfewe1acK6huGacyCcUsFTZKdrBSTYQ81TzyeUDgLaO1Fu3/sqPev5bVYipfbRV0H2nq+SV05rZ+2O1n8IMA13PBcO0tSo9AZECZJjJZDOZptGxsVyhkE6nhNCrFghBklS+BE2mQuRMIAIDDQKZxn17+/7l51a/HRkAIUPOGENGoPDHTzy9vKtz27YbtSqMxhjxiHzSFJp7c/nlOQaHhnO5Qkd76/LlyzjncxaXs0wDTKNQcjhDALBF9paOjwyXfr7p5z+d80/PVuYVAZUKVV0RAegrn6c3PzSXc1ubev3m7LsMngAAx3EPHz2pqsESERUKJdu2dGEZGHIIbEyUlEAKSdf+gqkGAI7r+lJapmXblmUYjGPDXWyWCRpDcME9z/cakv0s0xCSe9KfG9mvwYisHQ6+8JMLPEh/35kjh5/LwG1NtL2xu4MD556f+EiW3XZ95v0Wn521FOdGW+tKxsT5kbOe58zjpbi0Nu5TR79zuib2G/JXHHe3umCnDUyKqw77xeVe8iq7v3SvieVrzQO/sGJFWU5ckZQ/M4FOQQEFvWoVdz7t2K7I91UFBBLVTG1HHk5LY2ksBuw3KRc/L2AyiBt1CMJrw0hGyH/7tz+69B0s5nF+qHdirHY/+lMvf1kYgW6KVu9RCqQELSyhZEDrnBTSv/72tzd+xydf/gc7wRgPlAN1x7B+Cy1WEfYNV/072fDAdZJtTU6JBGf1ZF0CTvb8DUR447VvKRSLg/6zwkBtT4kIng+2jb4PvgeeC55Dvh90nI4Oq5Z2HtQzVZUBhv5Bqcm4OtpUZoKVEDFvHF2dvpkJLpBxzoXgphBC8EwmZZpGPl90XC+RsIUQXHCGyLlgjCMigVb3JAACJMYYERzIPdvXPzLk966wu4kIAZTySYECpZSamMiffOWUbVnNzanKOg9KhJNH/CRrPg4Avu+dO3169Zo1Rh363+kzPRfbgzUapWIpOl8I6Wc4+XrHbqbh00rl8tmzvaZlXnPNGl3iiz5p1XWYBPHDKwMAKzonR+emIYTgJcfljAFA0ujoTr0mJVb0l/bNDov2c8bBLYNTBs8lbS5yfhjWrJ/FVW03t9y+7A9Wp+/izJBSHXv5VE9P/yQwXy47w+dHy2UnnUrqpmJJPDD3CTIaLCzyIwAwhqRAkRZMl5EKE+e8zkyf25pFzrlhCEXU4G7AGArOsaGa1KwGY/z6TTs4YydPHCoV83M+yDUbbkwk0y8fO1DIT4SzSDTDzgzcUYSjDRo+y3TuXPnrnidbzM2IM+rpbW7uWNaxRgiTc9GUbgPkjpOfx/Vl844WY2u/84PFs/3l5fhLuWcGy2dXJa4xmMWQ0nxitfFyiuXGVLsCw+SYFIgAvrpaVPkJwFVQ8AkABAMFxqBcdcrbbDBzW9OKG5t3CjSHnHPqSsF+G9ZPHD6cJkVWmntlCjfroLHT95X2bdeUv3p9Q3ffN9y8pHg9ab3LBwGgJZvVt/SR4g8v01ofhzZD3gsA7W1t+pGe8c8sknND4BwtAn9SrDWPkG/qYev9FREtWrlU61u8Qyk10HuqAckkasKMbwgXXvcTAiE8slIEgNXuzzVOA2rpiDrD/ens8ty4nNTYFvCu55uYgQi71+5xPfeV3OMY85YbOe81pYz8hDQsri0uqkh9CkaGvUzLRVQ0cXyntTUDAFJRRdofiSE0NTd3di7L50tjoxOGbTY1pQiAZIguFcV7uBGQQKnMuDHE+/qHZJtSOl5H8FEyyRARkDEX9u9/4fjxEzfffFNzUxMyFjeEiN8alKIINS0Ycpv7ZXTmUtnwfb+nZ4AxtuGatalUct79mppSCd+Xnu8jImeiO33P8sSuF0b+urf0xExevn8f2QkgwkkIrTDjYN5i2Z1t/7E9sVmvrJ7ewYGB2jp150emkH9IAbDAL5JVVr3u3fR90sxPRFSKHNf1PR85S9iWYRimIRAr1FmiuO3DXDYt27aklI7jNsB+hiEMQ1ygs9/8WjuceuVwzb5QE9rXw+/n6WAvfK4R2c/7yuDI99baD61M3zfdbcRIpjsUKYZMKdU/NHhucKIrO8+rLGNs2t368CUX9pw0zpSOf+HMn2xIb7m99fVJ0cSQuoyzy8S5QX9VVPdLCSpLynl0dUhbAoRyL0mOSYGCYST3siXbeWvra54Z2Xs8/9Mrg/K3rKvYdy6BE37MoYqIQEoVGjlUJWQnjXf9ypKOy3xEpE7GHb7RbD/ErPGlqzHD0d384A3t/+mFwf/Sl/8+LQ7e5BLqW6TDc53B/kZt+odfeaoaIk5WJbmQqCgS8Iwfk0L1vpkfP/1Yie5M5sa8dKsojPoAF8spARHu3/SLjDFkUDKPCVaBxBzAsKEwDIZZgawMKzC1nIdMy+QPO4+jMOE3NzfrbKQCAN3sicQQgTHGsCXbsmrViuHhsXyumE4nEqlEQKWUpBQRSKUASEmlnh97hmfRNFnRJ0PLThIRgVZzUUohEiEoUuPj+ccee2rFis7rr9uQSNgQyO1H1RwIygthrE4U5RGqwnbOhWmajXNZF3v4vp8bz6tZhnNENDg4XCgUV67sbG9rZYgXqRQgBBeC5wtlQzACMHjilo6PFLx37Rv6Hzn/9HSZHeAiqMxHM5kInNKM3rqKwjcy/sqps5NAl1KklAr6Oetcp2m+Qp0yYASABERKFksl5jiWaSZsWwhe1SeMADR37Mc5TyRs6cuZkf1cf/YNnwtp7QAAabhpI/z5MH2zobvDxInyJ8+Vv3Zj839OmcvrPa3s+EUHE6b0PefVnv72bHpgpNyVnX/tdZNlFoOjw5Rpql7OHziRf7EB9ksItPlVh/2KkooykPoUrCL3sjnTrOVefjr26Ig7cFl/xj23j3/ly3a55Efs4tCrPajyAYCStZsFcMme4MJXH6HTe7vTcycAOD13Gq2H7dWPLWG/mYzVqYfe9EdfeXD3237h9odeGv7jUefAEupbGnOBfADwrYN/Kawa2OzCQQvF4rZ4g+gcDpu7ZSzzBEu8tnmov3DxuGOIsGPVLiUlKRKCVUEXAmFyxqApy1TcdiIWlXpejOI33/4NenPiHIkYcAZEnAsAZAwAkTEk3YXKsLs75TleX//Q+EQ+k0kLbigW2LoDAAL5ihxvqCltMo7I0TRMQGTINI9BgznCyrsSUE/vQF//wNru1ddcs0YLxGhtUGAIgFybcjCGELrFERARY5V90jTN2+++55IlF5XK5fK+688WXo6OjY+NTWSzzTfecK3gYgEKmemUDQATuaJpCgBIGZ33rfjEmfyjh8c+76i60TNHrj361JRO7KPPuYwB48g5ZDuY7sMUBlo2AsK69M/f1PHuiMJ36PAJIFWtTEuFQml8IteSbRZiLm4B1Z2vQV2PiBiilLJcdpSiRMISQmgxIb3colr2nIt+muznup7vNdKPtUyT+74vpZxZl3hnV3d7x/KhwZ6FtHYAAATeAQ+00L0D8A8NyH5lOLt/4oMtbPfm7IfquTsMjZW++cSJ1qyXEX5XW+biTebFCfwaY78R2XnCvTGvshr7uQpyV429O0yR+ozLvbwtvfW803e5y728+a0DX/rHZZJkdGcKiXyBjGc9oH/3zywV+i5ouMOby2fvIy9dCZlGNnsjm1liMLH2u6KpZ+kS1Rst1tavPNnfO5b76k+OfXM//+N3/8WazNOHh//cVZfyvrqE+hYf5PO8aSGfHlpZ4fygzLTyBlHUrMQo/+Y7/zcTlVQ9Q5ANNTzj0KsWfIXE5qbfe9cnfveLHx4eLCiCeecaIIP7r/t3YecyKAJkFEaooEENInAOyqvCclGtT/q6gFlTTGkeztD3AzEWCuog+qyYVl7VZToEIoXC4CtXdE7k8sPDI1KpbLY58GMAZIjHxo6CAb5PQnDG4PNPPXz7xts3d91AgMgYZzxq7VaKfM9HBKUUKDh9+lzfwNANmza2t7cQKAUICikuxIGhZyAGio46XNUPahAYbweNB/UXrzU0N5EvOw4AsNkAvnK53DcwZJnGtRvXJRL2Ai/e5qak5/mO6wvBAEA3fJ6Y+Prx3JfqIlsJSoLyq81XAIZ6JBcgBDKB4yOKc+ACOMdWe931bb9oFDqOj5xCwN7+ESDV0tIy6bD9A8NKTbvYKFRbwmovzgDn6WgKFXHOCYAzBGCKlK4Yu56rSNmWZZkm5zz4lrTUwgVBP0BEyzINQziOq+oX9CJ3B1+qaTHY4MDZsdEhZ4ZV1FqnNGdrBwAQ0LQS3t8KPzOEXynQy3WzFeqpJ0eeWmO+pzv9BjZFa83sOXbg+PAt15nnR0/v2b7xos7kRQv8JmG/1yx7GwAwpHbR3y76x2TbUWd7XmUtDhbnrqSJqwn7RVKfzQYzGGi5lzQb22AeugLkXrZsGzzwXEe6hedHZRXwq5/3WertvJAhix3Fk/er0rLaO1dpWeHIL7PEoL36UZE5ddGaaS7jsSbzlj/bf6I9nfSVGs657/3Ut1a3Nf2vD37ndO5vT4597lI1fC4VvxfXUEoNDcwI8il0YJLpHIVG6hcwiv5wEPNjDTA3xRYiksSoe8CJjtMA8N/f9Ym7tt7F2TwjhKZW8YZrHwgDVlWJXONXBhARGMd62LXGRav3tDlFKBDA5kCWRf8npfSlL6VU0veldB3peZ7veY5Tsky+vKs9mbB6ewfOD593yo4ePXAwlRG+IwFB2309c/opxpAxZIicIedCCM6FMC3TSlimbZm2bVimMIT0/RcPHXvxxWOO40ZNuoHYNSlQgcWL/k9Krd+hlFJK/yplIJgdDNCcQy0nM++jXCoPDgyXSuXZrp0zZ3sGh86vWtl53cZ1Cdu+JEvYMEQ6ZQOgFpw0eGJTy9tfs/xv2s0tU5/slIFAKQnSJympcV+agekbs+/e0vZQQrQooIGB80ePn2rJZqZCPn01LjS2DtINUR0vKDpzxgGRgBCRSJXLzvhELl8o+b6MGoZBhwBxWuocNifGEgnbTliNsaNpGEnbMjif9uPMGfIt61y1Zevugf6zJ15+cc6WgK1tnbu2vns9/90V9KuNn3naffipkfcNFCfLAn34X889cOc6uyn7vSf2T3fp5sEPUAM/A7OwKIfGfp859XvPjOyNHszy87cl9+5M/CjNxgDA5Nhu81aTiatJwVFjv6GyKvmKiPIq+0J5zxPFN0zQ5vs63v7u7t/amN4q0LjsPtfmTbB1x1B+xFe+Cv9rJAHVuXYpvp1rIOoliiceyB96bz3IF8d+xeNvzb3w6+7w5osTDkw/OC5GoR6O9sjwzZ4nGeJIoZS2TADIldyi4x04cvd93d/sSNyxhPqWBpwf6qGZhWuB1j/B/NZamFC8SvK1DlKaOYwsBCHXO+79pd952+8IA9Ot81NhTmaEN9Z3YOwfq6JKBFKVKzI+4hmmDoKrLh1jdZwGqUawOOnXelWFSX8KTIQIiMD3ped5rus4jlsuO2XHKRSK5VLZKZcdx3Ud13HKpVK5VCqXiqVSqeSUnVTCWtnVxhAHB4dzuZznuYjMLSpShIia3uC7REgMkDEGCAjh+xEYghtCmIJbljAM0zQtwzLyxdLzBw6/evocaRcJJaX0fal8pZSUSiolFSmllFTSl/qvvu/7vvR9jf00dz5gdxJp2piKIOCUMdvv1PP8oaHzExO52b5waPj86TM9bW3Z669d35LJXPKFbFv/h703j5Pjqs6Gz7m3lt579tFII4323fsi2cY2NjYGGwwmgAOBhCRA2MISQngDefMmkACBfIGQkISQBJMQAsRgGzB4xzbeZFuy9n20jWaf6eme3mq5957vj1vVXbNqtNiRY5X1k0c91dVV1bfuPc85z3keM5mIyVCyKGm2XzXvc5c3f9ZmDROfYum55DkkBUhRdzFJZCZPAkvTt1zc/OGstQgACoXSnr2HstnGrkWLXoJrQcC60kuYCwoLywwZAKDvi6rjeb4gRYC1GQJDxuep56I45/FE3LJOEKRalhmzTIOf4RUtFkucf+GVQvjbtz51ym5++iCGYW7f+pTwZRY2rqJ/aKTXzBa4Q2Fv5UubR/+k7PXXIU1CXb8hdbxvzFGztdpmMq2dC9bMa1/O+elG9mc58AMAQf7m/CNzwX7NNovxVxD4UwAFn2rYz6PYTnfDE5VbBtTl17W+831L/vyShutfdthv7Rq44LJhbmGyyZhleUGEd/32yI3XDZ0LKee+GSwJAETo9F5VfOFjfm7tSaRg/FT10K3jz33a6b2K5Es9qGxcNzmOxZcu54vA48Y0/did6Vv/1lVdxwAAIABJREFU4b4t/cUSR2xMxIZK5bhh/NoVqxtT8Vy5+ra/+iWV/uhVC/5r2ve+uHD0nHPD2bO5brVYGJ3jzk/u/aFhIuOA2lpZ6qgRpKSoecMkwAMAD23+/k0bZjRv2NT939rzIGrboKViAisICUoFP09ybph2FkaEGy59mw77Mqns6y+/5b4tv4glmVc99VoE42DjMHklACDyu7KXaC6ZLkqMyBe4gTrZrRQlkoyx4G4IP/gjBUlRP+GGZq6xjL5XKpQIq7WMa70TIkBEfVeDJnKayIyLwGJtBSE8koLOW7jB9TwN8Dzf9TzX9z3PF0L4vi984QnP833P833hCyJSJBURIiQSsVjcLpUqW+CRRAatuOk60i1Lz5FSKCBYN2+dkhq06eqcJCUp7LHSdVhdDzQN0zQNgxueK3KjBW4wy7ZqYX3kvAOsH8o3RmwMIHDlDm8MIMCxGZwbpvoizL5JKQv58VKpTEQYEmHrDg0w0Vch4txQKpX6+gbjsdjirs5sJh2gEAyYqwFoqdFR63+drnPDnIJm0zAMXq66Go2krflLUm+wMDPkvqB3WLgY9+6gcomkIN8D4QMAGCYkwdXWKYxhW/z8dY1vz8YWcG4oqboP91Yq1VUrT0DwKxbL+gctualfYYw1ZNOWZeqLksTqAj4TzTsCXKfvJGcRWWiC8EnDQB4IEBgCk4qEkEQEyBgiq4+a03D0C7+Fubk7MINzhjMStk9uknnRrB0AAMFIwXlZuMqFXh9nJKF5MNzn3lt18432Ol+YT2zP79vyrLDaDh3Y9utvvL5ncHxeI06EvvF57csS8QwAcG4kE43lSolInGbGuj123aDzqALnrF06Fah+5/DW/OOS5IL40gBss2qneaiJD0rgZZXliDGOMY4K4JXD+SQAV0FVEIU2D2Oy7Yi/BoDWJBsvbbyWiEpizFPOy+WKWltg/XmVPfsSwqVpFcUzrebb3n4O7806Kog60teJ6iUQcW7oSK8/cOCF8v63i/yps8dlsUuVVtt2jKxeOFXO57SzN07mndX3sdmFKJZDxLlhqHiXUMUX7wZGT6Y1fuVVnf9uskzO2VJzaCCi9c1f+bcH92VjsdFKNW6acdM0GP7BbZcnbPOv7nz6eL647eDQLzaPvGvDp+ZlVgxXntLvnWnlmmkBPamVDhEtmn+ur+8s2sZG+k9uOgfQSiFwMpors2uV6+Lh1AEWHJZmfwym+bWSMDA4aBoGY4yIhJSfedOf3/Ps93f5O6vFU5kUsm3czw3UYj8hZjhVnb4yGGIgKx/QLGe9n5N+pmnrFBoZqdCFQZdbabISjDaglz4BQKVaDQ+k34SomaeM6agZCQlJt+ExjoCMhS57Mcua39G6r8ysmKUkkQJEYFqEFOjugz9489K3K1KMc0IFChkiU0rWnNfCiF4KyQTnBifOlRJHj/UlEvH581tTyUTgGspCiIQsYuMWICd9fQhASgU7BKKNNcvRCVzfk4ry82MFx3FrYG+uC4zwj/cPMcSlSxYlk/EX78GU8rT499l0whfS9wTjyJmxLPuGBclX7Rj7V+3ucN1N+NMfkPBBKUAGlgkxqur7kDYWrJ33uq6OldxgiGxwKMcQ169dfWqnkU4nU8lk1EbF86Vp4QTMX2/zCwd+HfgT1R4Gnf9ABFIEyBBQO4SQch1P+NK0TdvkjHMMVD3Dwu9pgD/t7qCUchx3FuxnGIZhwOm4O9RcGV5UawcAsKClC/7whO4OQ/L+odz9C+D/rmkSPdWORr+asKcncCqWJDQQUSlVGM8XiqXxkp9Nnu74P5t7/KKbrvttK/zqguzVlzfdEGT0+GgDH12udh701g+KRQbDBguFopIgR75SwJ8KbR5SBiYMZBjYPCy1dl3YaGmpz025+19GNg+33ToEAPf8tKM6LpQkRDQs1jSPXnPtObw3J0yV9N+XbW4eGA3KDMVC4dlnn6/k33BamTK7mEk3mWwV5FapynrR+l3g5ZNFd3NcJSZoR0//+5eosL+q6SNv+dKPLlqy4MNvuPNo6e+0Q4Mt133753vLnt8Qj2VsiyHmq87FS9qb04kHtx32hWpPJT0hxx33249sX9q+8LaNj+4Z+7P+0oOA8vTv1ex8tHOo72zZXKci5UkkZZUKqk+6kHVS6p133PEdzjkyzgJVR4aMJeNxxxyMOj2ODMiGFj4d6XHq0JsREBLBzp27TcvSGiFaCmJ19uLV2UseOvzT4VxOzjnvaie4xYeoNGF/IWb8XABgiLX7M/m0Iw9L31G/fcFkxkj0yVEawgkgACEICJQiUZOWDPueMEBBQZe5BmkE4HvehDulC1KMMUJgBIAsiJ+R8VBkE7XcJiKy54YeY0ngnEkhiQAYcB4UMIsj3q/iD1zX+XrAuraZIgUUaHNqSVMiAAzsAkkp/Y2XSnL//nJDY6ZrYTsAV4pxHkqLav6wrtJM+m4xkHkNDSNqpTmq3fa5T7jlcqVULJ50P4CigeERp+osWtiRzWRevOmdiJyq6wtxmscxDW4avFR2tMpLzGi4rPWTI9XXbx/756I4+sbbJ11AYpILX0/v4PDQSHNT4+mcQyadmhwlS184wrYtzjmewL+hDgJnWEsUNxhjJhApRb7nKylN0zANY9os0qkHFoylU/GkRYWSV3FmxHXa3eEUsF/N2mFo8Pip3+o5WztA6O4wRo8O4vdm2a3X/9GDT3T95Wc++vDzR9/71tcKqaaKl5bLDm+PVd3ywMho39DYqkVthdKZsXF/uQC/KPbb0HTT+dkr9YtxVjkv9uxU7OdIKolXkArFtNiv3Ti2PJFYkbrgZWfz8KY39j/+p5IxdAUhwPW3n247a5jBPMWwuy6QNgfcdVIg54xvvcO967o61nYtsjjf+tzzx46clr4rGtVk2oybS+sTtbPS6vmcaPmuSr0w832YPiKb5lbPkk0mSFoLKxNr1TbPOn7ftOsVTRsDTqfuPnnv6XaIGx2/3Eajpermg4Pv+drAB173269a/55dI19yejf0HtqXcBzBmxXykXKlLZV893XnA8B9m7ulUlKpccdrTSVuf9XaZfMaP/zN+69Z9843b/z4lsFPT+vucAYHyTmG59myjQz20MmYDD259weMI2MABKRQMy1lSOyUQlMTNWKZOHoYdMTXME3CimxKym5xl50AznU1CXwPLBuDopaq/1ETf1AqiAlnakhU+cZcLjcymsvlcoVCcXx8PF8YLxQKLXz+0uyKql10ZZUUzYQbuYGpJquzfcQ2yqBAyqDOVnssl7VMZngyAxkHRFAKLTtgLEoJ0gcpAoYnKaydsJLALWWajELB0ugfLbEofBIeCZ98B4RP0iffIylIidrfoARpiqV+i9bnIIK1nZdo5RTNB0Vkul6o4VLUiJ1zHhb5WFhkob1iSyprMsaEp4SnfE/5rhS+0m1gxUrl/AXnYy00J0LGMCBABgdh+osPK7YUuAeSUrJSqQ4OjHCOtm0opQD02zEw8aMISwMDIF0jXCKynuP9YT1wwrR0wknKdd2x3JjjuFA/2tQfpmF45gvjg0MjyUR8+dKueDw+SXYIwyOcLsOTyPNFpepqWZQli9rOQOhsGYbBK46n2zITZuui5A1JY/5AdYJux0VNH7uw6SMpqx0ARkbzu3cfrFZOWoZEMzwNw0inklErjujm+IoApVRCysjAg2idGGsGj8HNmsAExZAEDIAMOdP/DgrRoJSK1H7ZaS5cvnSHyrv2jNz9dM83fFVuz3Q2prK+ULM4N3DOOTtRkT8yYi++9NpqtXK4e5fnuacI701r1eqLfN89dnSf68z1W0NgcVjaCNcLyLk4vRK68lu6kjc++dxObGy879579lTaWlNmV9uEvK0k6z/uP5xJJ//2m9+dt2BBV3tDsVyOWWcG1XCMtdpX9jo/e1mspwpUT3X/vuLmOE81W/OCbwf9dqO3wzjikV1WWYZocUwYiADeK8fgD8BTUBYEAAYDRCyrbI+/oqxSi2P2hdlLlibWjnqDJfnycGM7+ktCRKkAAZZcfwbaemeapXCGbeo+c/mImd7+Etwx/bmGe2O5gt37Dmx77vlC/rS+aztTaEgtNnl6miRd5XzltDq4RwghfBIChABZ+yPrIavuG1JBJw5JAUqilCBVuIMMQlwV+ac2Pbpyydf6RkYhZHgyxAarsSf3wKT+o+BPrQYQjfEm/jNIckb+SVPwqj7C4uw7/uUXXqnqm5wVXffx3T0Pbxn7tUs+kLYXdqT4hqXNudHBXMGx4ynTZJ+49fKxkvPth7b3jxcb4jHOWUs2/juvueDwYP6/n9j70M4jj2wdfNXyd61oX19wd/sRhioizp3JibNuNi04V+s7O5YopU6q0AcAQpAhSDFkPMBdE7BQ3btv8lhZs6oVZiBBGLYE4LWZJ57ESSXEaS3aI4Hd9MXG8ng5CBE55wansO7GDcMyjXZc0oZdGMehg/dW1rQpZlRLIp4yACA2Ulq0ser74DngOZM/rh7rKMWRIefaiVuF51wu+KlGM+hGmnhzpjmImFbKBUiBFCQEeA4Jn5QC6RHpgpqa7YA133MIgk4dMhMiMtTYDxEVAGNAAGFgTpIUQwQCFYphIDLkBtfHVEqFZcygwCYFRbuzAJBU0FwFGviHeovIAIi0dQMoIFQ6mJcAR4729g0ML1k0P5lKag93y7IYRDEXTkh3EQBCLU8RKJRiHVrNkvWUUo6N5X1PnOwaV606Q8Ojlm2tXLHEsqwXb4UUQjhVlwDgRViGM6m4L6QvBEPkzNDuDltz/9BXfWJJ8uY1De+qufBt37mfaTbvyW+MsWwmFY/HZo0kwgZQSU7VMU0zZls4SRBFt7Pq8UrBOMBIxijy7CsiImDIsKaa4fuSMUKGlglac+jUNscff+TIn/lUQATbwu7Cw93jD69vvvWCeW+uujI/7s4E/TjnnHMhhKd7DmdNwG95/rHTiaVOx9oBAAxId+IHWuf/n2d6P+ri5EpjsUCrV61ct1o83XOw98ihta9mU/X33ZH+m86f7wMkEomxsRxA15kdujHedmH2C1sLn3m5LKxFkX9o6AebcvdvaLppReqCYF2bWPdjiCkTEwZVxCux7lezd9cWf+3GseXWztsW/N7/Aou/U3uKZ58lziAwiy6R+ufoR794CFB/SrXgjgzvkadHY5FstLVxBeetsyXCnIuhsvxQ4e8d6o+2iwMSBhEG6C5w1OsDq8c2tXxykMLFev9R2FMCCLCHdS+dP//Y4CAAmIw1xWM7h9XYsAqOyaKtKvV1r/4imxrKTkLj2lV56vLJm9rePVb8hW3wvmJpQSbtCuFLubi94afPDr9m4xX9x3tuQby64t67+cjFq9cBwLceekEo1ZFOj1aqjfHYWzeuBoB/e2SbUKo1GT8ymv/CD5/ubE1/7Xd/8syRT42pR+v62TQxM10LyCa+Hh1OM43ec6jvrNh876R7qVHEPM9lRlCTieYz1Ky2xbGhGeViayLtYeBYz3DQadhCZLMZ09RKkqZhmRwZIIEGM4whgLaCK+2D5M4hoUBKkiosS22wSZ0gVa+UJFJMKYNzZBj4nikwbDRNfSEoYcrJ4wSYWi1BKh2BuASIqKGd8Mj3yPdI+EqXVYEm22pHep4mdqexIASvV0kCBQ0WeuQRMM4Cs3bNMAmaK/Ws90jhnliKIaKUSobeZboaV1uiEFC/hQAYaFV9ICCkWpmGwqkUA5mXYO6kWilMeLL78PGGhkxHR1vA+osMh1opFoEFjYUEEJ5rOP1Mav+aZukay+WrVeekW/iU6h8YBIBFC+en00l80cSHlVKVqkv04gZ/mvDpuL4egCaPX9b6SV9+SOM9KdWefYdcxzkdo5P2tpYTwkVGqCIDQQlVEU4sZpsm08MzWPCC4ahXZERAUKH8s9LpDEJSiKQHGSgt+oMMETgiKCDwfeKccc6CIvbs86F0dw7cX3IHEGFx04aW5PzNA99RbBwVMCRuIJFCBkXRDwBxm8dbE4WSV6rMGMHUnP1Oudlv9q2tvXNex6L9e7eess4nADQ1t3cuXLZ/79al8OcFemYQfhBt9tv+lLjqHe0jQ73CF8yynnvozsQ1q5Z1qfnJaxEDYlvZav723dt/7brzhvxEdjA3e1IglWoZHz/pJqisuWZ16hN7S199GS2vs2C/tbT5qL/ykLfuFYv9tL37JOzXxAeXWrtvW9DxCsR+swO/KAX0ZIU0ZnnXS0nyVG62euB2WS2fzkE8Ucg2NKcSc2oyN1lmVeNnjud+2T30Y0QZpA55AOEwjDzD0AgYDwMO0iAwFBgLd9ACYjXkcwT6AVl7JuuM5R3THBnJFculYkEGiHGCFRlE6EMBIYjxqBGxjpIIqR6hMAZt2QtHitsgAjURYX7Dxn+6f0tPfnxhQ6Y9lSx7HgDcuG4JAIy77tu/fPfrLl7629dduX/f3l+PWwD+M89s2rTzyLgjmhLxhnjMNvkbLl8BAPuOjebK1bZ0si2V9KXc1TPiCVnsWSnaflkbGhOZVDCJoVRHsCdQ0DnX13fWbN7Jo77fvOZPvvXInzCuLIspCZo/qELLrxpCO6nwVXfB1TAeMlQSpnS7nfTVnbdulWEaBufcMA3TYDiZKaajkH2PzjJWJ7irTx3IiggBJIISCjmRQmBgGCx6ORMyNzgZdAgxRY6FgAikUFKA9En4FNznQOeTantiiJlrJ0qB83mg9aJIISADUEqzOhkLdgZABKmIYU2mJXRHD28SRytmAkRcvIkAtVBiIEdw5/7v3bzwLYlEjIgpIM5Y8AmAyDCQ3qhV53SyTQXVwEBZRlN0JebHxsfHy60tjZ0LOxgyQDmRhArcAADtOI8h8MRJy9a0a1ipWCqOl056+BAMjYxUqk5ra3NrSxN7MXv4HM/zfAkAL80KHLNNAChXXM4RAEwer7Xwnf7B51ghxCmZEM/zhZC2ZVoWC1e3yasNTpMwCut4QfmXAQJF0DlR4CDIOczSan9sdLunKodyTw1X9toW2BYbz20RQ9K2MBHjyIAhAZJU6Asx6uzal3twUXpD3MxkU1Y6YY4VXcedkasXNPt5vi/PGPaLxRIrV194vKd7+9anTucgS5auHR0dqB0kCxvTcNEo3T+C9wCA7+Lmx0XL77c88vADLvMzq1duvPTNZvH5BzZ/Z826u1alP9BoB9rl16/H9taesjDHCzM24DU2dqTTLQCQzbblcn3lcu7kEgqxa6qq/2jl+y+vRXZa7MdRLrX2dJn7J2G/qqSyT68c1uck7JeT7blqe4rlV9sv3LagoyKKL2t791MAfnNbMaafTokicTnWyy8nq2t95pc4aVYPv/6kLBmmS8lVYnFzfuuyk72QzqbrGhIrdvZ905e5ml6YDlQZgU5WB0neSPoOCRSStlzW+cRAXr62zCABgON5zmgOABqbmwFA+DQ+pmprFtYKiWFlD7HGW9F4EqP/DN8U1AY6mi68+fw7ekaeeXTXn5eqfbUM9wXrfv9rP9q6sCFTdF2TcYNx2+BvvHwFADy27VjBce/b3P3A1sOfuPXySy9btnPH9lKpeHGj/8jIiLQXeEpdurIDAP7t4W1l129MxHwppaKy5y9oTBUrB0vmw8ohQGDAm1LrR8vbauguWrpkHKPRrP5OGJtxvVfqHOo7O7ZTsA/uXLBWCCoXiDeiFAHjmULDgBrOmeKrPmsSSE3xZI8cZJb2GMRQmHK63/9o61c//PovMGSAjHFW7yaMCMIzZDNNrCcUqgm6jwABAn62UsRItx3NBlajJ1yjgJIKWJT6FaVASQq81CbqfBLUk1X1z8CJnMhgKgthYKAoSkpKCAywSZ9lUPcDFjzRBACwL78PDeCMVYq+aTFdZgwhev1RL454T8UeuTj9qoaGjGFwAkJN5NToDpBCKY6AUkFAuq4IdSl+AgJC7cw+MDCSLxQ7O9tTyWRAyeA8wKMKEBUQQ2CMSaVI+72Ht5TVhpnmowKA67j5fEEphSFFg81txS3kxwvjxUwmtWrhUtN40SYrIl8Ix/FO+IR4wA1QDM5kKSCZsH0hPc8fL5YOdh9l+D9vKUZEjuf5vozHbR7x+57zqdXKhLVvM+AvESkpa6YgE65VKXnf7r8dqezVnBzGIB7j2kLGThgGBwRiHG0LHc9nDDgyBeVdY/+5P3/PDQu/EDczjGFzNub6aqzgztLsZ1kml9wXvlSn9T0yxletvqhSKe7Y9vQpF4cZ40uXrfV9b++ezZMOwsBuhVuzdGU/3FGx97z6zePfvuNfb3vT9Q/sPdDW3fe+G1v+88EH3Spz4fj24p80lDeuzv4eQNt9Txw/eFQYVgJg+l6dhQvPi952qWJjZdWYPLni+eLE7QV/d97f/rJbamvY7/Xt7262O2bCfkkDE5wcScVXMPYrqYbnq9dp7HdD2+1XNt18NmM/ehGmwUkAL9oPBtFwgKI5sQAS6NpUsNwyzYCgepWJ1bXXpuuLP+PXgt7QRc7R157mcXwY65i34pRPNRXr3Lj08/sGvz1S3owsjEB04EORMCpSZKvfLgLSYU8oNa3JJ0TTSPg4FcgNKCkhLOXVQ0H9dhakNAEBGAIzJrNJ61AK4bq1t9/2xR9lk9YX3/XDnsF7Hn3h61JVE+a8nz054ngyYTECsA2ed9z5zakV85u6B8aGCpWUZXLGRivVuzbtc/1ll5x/kVssMMY2rJr/3cd2DvvJ37x2PQA8vuOYyblQaqRcaU8lFdGn3nLF3t3PlryDKAkB2rLrLmj/hqe2P33gcxWvv0650eePgZyehrXhi3Ul7ihKBABTynNqLmfFNjTUy9lJk9auv/D2+zf9ABlKCUSoRUSkVhPRlno02fK9raExwxZrZ4BJai7HxWOYLJkmREPyWpOriqi51MRdJnTKzmzZBwSN2eaWVMeEfqCJtT5E3PbkzzHwyqsfJ7nOCFRYAn0U/aEYva6lzRczzhEZAuOcDXpbtAk7Z2jZgBi8SzcQCxGo3UxWhQFIZjCUwEEikAJ8jzyHhEfSJym1dGdATlQRRUOcHPFO7IRDWL/o0oBMoNEfskhBr67doqU7oS6igdu8JxJpk5vMMJmSJHwlfP23kkJpmVD9IeVq5bp11+QLxUrVjcdioMmbwYSJjKGWa9VTAtOnQMG8F3508OkIHBCllPl8qVJ1kok444yF8Ja0hKdmmit1rKcfIp7sVAvviQhICDEyMlosFrVOjF5Iw9V0ah98/UXh+339gwSwqLOjpbkxtA6M3GGECYnTOau5EGDwNQAgopSy4rjCl1Fkg1MwqFZzKUH8CHZwkDHwzuASzRmzTGP7jr0vcRrY9QnqWcOIkkuw7oEQUhGZphEOUKz/VdszqNyz2vCNPOa19SbkzQRCQoH0a7QzcLTct+X4jywTDY764YrZmksMyThPxHgybsZj3DKZ7nXkHA0DhVCSvJ7i8y8Mfa+/uL81sTJppVIJExG8mQU6GEPDMDBSsT/ZUkBbe+fCRSsOHtiey52iUnztIMeO7h8dGZhxbECiAa5MwtpU16bssl+lsvK169778MPfufv+7zUtyK26qKyna4eOH3fuUc66JS3zXYJ8WZYH9r722o1T1VxGyvHGbAKBypVK3+BQruR19w/PbzxpU+N2+5oRb5NPhZfjguspZ1fx2eOVg232goSRDvNo1MhHusx9DNWYbENEk2HCQAPBV/DKIX0KgookQWAgMESPYn1iyZCY32g4a9NL16Yvq8jimDcMZ8ctqam5AMDS688M818pqouFKPA9Cpx+PfA98F3wXfI9Eh4Il/TPvkciaAMB/bOICpb4oQyJQKlARZTwICIfEumNOJMg0M8vLe/9DZFbc1oZAX+kra0zm249/RNrSV2UtpfmSruk9CiCeQMOJwPOgbOwlS74obbq1HieiIiNyZUXz/9k0Y2lkoFBTTyRAICWdPvRIztHxwaUCuNGAVKBkiC01/REVRipv5roixKlBALgLL52+afu3XzQccXdm/YL6Hr/6z5SqgwncNWWnaXxQk6CSdwYqzjNifivX712dWfzV+7aNFKo+FKNVKrtqeRH33jZNesW/cl3HzuSc97ymg2+5y5rTZ43P+mX8gUXfrH12NGxQkM8FjOMMcdJx+wPvm7lc3vucPEQKVQSXrX6z97/jee3dKt3X/3JhG0Mj+9WSkyIusM4PBI8Y8R6OZKwQLDUvHOo76zYRnJDJj9p0WFEvP6itz285QeVktIdaDIyVZGiKI8JES7IvjHDFuvHZyrqy5nPGDYY5oSM/gRQF5HuVJpQOkfUBzDq7btw4Wumx3yzo761RjBvhnNo7QJr24q2yzC0C2ScD8mtmq1oJ7hlwVCfjCdZIHAaor7anB494UQKQwkpUJI8FwK855PwQXswgApMDWjOqI8xWNd1OQtM+Gr0AaozDyahlsh2yNsXTxqMIRFJQVKQ8JX0lf5ZyrppNSm4eu3VDQ1pztjoaF4paVtmTeWFMMLNw1pSKzCICN0B9f8Y44wFpwvCl6O5glQqk05iPSVZd3Q41tM38Vuvd3+O5vJj+YKUMuRuhJqkujWwXiXGSbYBff2DhWJpQUfb/I420zIn4bvTRH21GpQicj3P9WoLz4lRnwtmERNljI9BKg6uCWeySazn+IntOonIMMxkKtnUmClXKqf5ibOjPv0/IhJCIjJucIyiPjYJ9U1W99Sv14w8AlWa+i9rUDD4LruHnu8v7kynDNNiyEApitkMAZIJw+BgmUHigSEYBrcsDkS+UIwhA1b1S6Sw7I/sG31oTfPrODNskyfjhlLki1kUPplpGAgg1VxrF6ZppdLZVasvGhzo6es7fGqqLQCQyTatWn3RyEh/7/FuIfwTfy40N8GNFsw7Wv3u/tF/XHpB37rLS63z/UlF8+JY888eFBesWrhyQTI3Mrx23VrhO5NQ38B43DA4Q/Wjx3atW9xaqIh8sXAKqA+RtdhXHK/e/fJddkuycA6JRat/AAAgAElEQVT7vdyx3xlHfTpXroGBlKQUuNU66vNc8l3yXNBS3r4HwgPhQrCDD0KQ8LRSJemgRaMOUqA5WSQnJM31ElgrKEcscs4A6lNutrTnN7zBy0FZp7FMFNKZVGvzQsbOWDt93GzpaNwwWHheoasLcRrshQFLxO1HN8oQMBbU62pJRwBQI69f2HaelUiykJOiUR86leXzNxgs3jMYECNDc2Go5yLDVnXGahnKsF0wzL0zBpete9v3n8HeXCllW2XP39c/+uALfTdd9mtXrr+2LcEvWtRoyvLQaN6046Zp/r93XA0Af//T53ryxeZkPG4atsk/9sbLtHTnpu7e+zcfbm1ru3HjBU6lVKmUt+/t7u4ZSKcyw1U3E7Mtzj9x24by6O5jpX8H5iNC3Gr0/Hc/uuNoqerdtWm/VKvf8+qPlN3hsfIBqNHxKOznC9PpVAtRqU6jDZYSmneO4XlWbHiqnUSc8794z12f+Zc3l8ukRRqRBQApGsfG4tAKV8x+KCOmJj7VRDSBung6W7Uk2uZ16CeLc4OHbD3GGJ8V7tYg5SzbA3u/dcOK99Wc8FCBAoolmP4Qy8aZA5eJ65wHwgellPRBSfC1PYOrpAhoGCcpQVIrLEDQlRwVpQprbJpSDvVImYVdT/jc6JNGIvyN1keMQOJ6k++EfkTIZjPpZGJ4tDCaKyQS8UQyoZRiSgFi0H+n+/wAOWOANcItCzNqQVEnqNwhMMYLhWKpVOmY19rYmJ4kGoUhdTV6b0rFUr5UinrgBP9pnZmgyaG+wlGIsAqF8cL4eHNzY3trC9NqQi9C9YsAPM/zfHFqXygASORHYd4aOvYSTxR23DSMGDLmCtXU3KyEP5YffylqI54nhIjFbdPg009gML0tH07cJaTMhMxxUgCoCCtecXvfz5nuQSUgBRrypZNmIs5dz3c8qa3Jg05YQQRo26YQ0gcVs81SRWilpRf6f3x55zt0Qa8xY6eTNJp3xMx+3KZpMIZCSiHnhP1aWjpOh9JpmtbyFeePjg6c7EEQeBY2pumifrhjHJ+ddp/B3rG//eynP/aZL+Wz7UvT9nd+efD2DS1Td/vgF+/7ysdes+nB/77l8j86nVFhsezLS9Jz2m3APfrD3r+bZ3dd03LrTJxPRIwbGDvH+TwLOJ+1pyYQJDRwpqTNpD0nvRhdD8IFCIQXFPd8lzwPhE9Sgm7uIKhBNQpkjSkICRhG6lGsplACzKhBFGBMd6EBstr+gAy4UU9G1g4CQVdIvfylJU+mvaLpr12a1cOv90bXAMBkw90540lPVGJxc8HJt/CdKCJidlym4svsfpt8rOl21sRaiPRdwugrzIj4OLGgE6bsFB56/LnOReyC81+jkAtFHCR57vDAsdxY3nNBSqqJfyoCJGAcALCuTAAALCo/HnI7WZDe3njee//50cdTljVYLLcm4wpMUrS6s2VHz0jrwhWd4JqmecmyeT97/mCiIUFE33zwBUm0sDFTcNyYwd+0YSUAfP/J3ZKoI50uOO73Htv1s+cP/N37bho6fgQAPtzR+NjOY89BQhFVfP+a1Qt/+uBPiVf0KaxZ+PZ/e3BvVYiEFa847s83H3x6z/E/esuH3nTJb/9q/2fzlYOMTTjz2iiCQOSPauoNAIAMOOA51HdWbBWnEjMzp/z2L7z3bgB4dteD92z6hlsFxoBZAABWDK5b9OGD3d2c8ROrO9D0fTuTjE1m66+b+ROkhEzmVC5QSQA14aPVFEnPGm9RR41xsbzEDjAetLRq/4m5xFduRUkfpFS60C8EycA3RjuoA6k5wOApQIXzQHkXiQUODnX9YKxrpWgv9chyUrRGYrYR9oLXmgqi4s6AOLHZEAEBOTfmzWsVvj84mMvlCo0NGW6YCIhcQzrGAJCzWi9l4LEWpYUjMi1lFp6qUtTbNzSWH18wv9W27ei3XtuLAKqOmxvLEykMiPOEYaReK83Vmx8i98pxnJHRXCKRWLasy7ZshuxFyiILIVz3xC18Z9umlBoUTxWrx5sTS5c2vAaRM8bMeKI9Fs+Njvq+eLFPgIiqFcc3eDwe46ym3Yp17s0Mk0KkHE61Wmq0GdaXzv07vlUoFWJxrLqKIQlBRJhOGoTkuJIIGZAKumOQKRKCFCFnyBk4koQgDfkIcFnLxoLYm2SLDRYDAINje3O86sqxgksz584CewcpZ2/2833vUPeuU0ztzWztYFp2IpFJJDP9vd0nSPNh7PL5XxJQfrr3g1PdHXoOlxYtXHDD1Rf+cPOh0fxIx/JLFPkwUfD2wJZNX/7o9ZmknUymTn9UZM01XYlff9kpu8yC/W5qf2et7ncO+5212G9ahfqT8jSblHSXgqQCzyPhkVMGzyUhSAogIt+L6MlhneDDWdAqQAigELXypApRhNYXCBs7iAAUMCBkSAwYBaFLzb9Buzoho0CQQwtLMkQCpgAYoKJa2izsiJvmiqItfIGMwKktlDg2v2PFGW86MOPVhuQi/XMsgeAjRhRWAn1OhowD45rJPxGSwYTemcTKn4nKvL7Dr+3v/9mF61YuaF/kDI8fPnYgbjfs6n5056H7OY/g6ppDA9OtT8gQlATpE+ewetk1Bw4/qVDWK4oAizsv+slzA32FYmdDpj2d9KUsef5lyzqa03HDYJ++45fzW1Jf/Z0bjh87+kZEKelXv3riieePVQXanJuMxQzj9ZcsA4Cndx8fd9ymRDxhGgzx6Mg4ABzv6//58923XLrs9hsu/8TiZV/9ybP9udLxgRfy6gEZnABf0vprx4Yez9hWT2F8YTYjlCJFV61Z+MTunsu6/s2RT2w6/DmpHIg0IpIKRohm1wT/1L9UoNQ554azZpNK8dMroF++7sbL19049fWb4Ma5vP1v7v2vafDembo6WZ+XT24eIZBK658Ef0/d5drVt5loKkUICoBWNly/uXAQQq0nwwx0biaAiOlOoVIB5WnfRKpRSWtsxvCO4MnemVjMrLPnAAEDHj8jUoAMSCFDAEnEA9oBq+m5GAYLaiJKd0OpCZm7iUqkX/3F1/7w5k8CADLGuWFyY+mShaVSZXQsX616LS0NEVJnxIpvuu8j6NILmQK6FEigKpXqgYM92Wxq0cIgKU6KtIqWkmJkNO/6XnDI2rIUMCv0F091XEzBrZBSDA2PAkDngo5UKhFBCKc0YGbDLapcdfQQ+h8RUlNEUkjO2UlRZYhozN8/WN2Bhsc45dwDhZGDyxte35paBUCGYcyf3+E67uDQ0IvkN0FhGyQASKnK5appGvG4XZe5PlGVKgzIcILTBwAA9uV3/mTzHRVvPJXinKNtMwMBEwAIrq9MgxMnhqAIKlWpO9d1dt8yGGPoeJIIXUcCIufM89UTvV+4dvHHU/HMQGlnxljGkIN2d2hLjBW9SvXE7g5CzzhndJtq7YCMzetYkkxl4/EUAOTHhnqO7p39INraofvAznJ5fKq7g/Cge08BAPL5gqiWRwtDzz5wZ9qoXrS2c1HqFsaCtf7+w8ZQ4Xtdq6768VPdn/74CU7bshKedwIicVf8rS9TZZdpsd+/H/ur5anzrmy6eRL2W2zuHRKd+70LPIidw37/g9hv8tRNkaaDuTmkT0mokfDAdUgKch1wq6pcoKD1jkjrAtTKejxAI6E+N9WXNKJAtZhq+V8V6E9CIFkHigESMQVaSlsXDzWA1QLFYVN/7RMJGaiQf8/YZLVGCDNuCggB/PzS6uGbyU/NZD03N2Q22pQ5gQvfKWzcrjSluyLP2p2Z9nwWOEQ0SPQVMQRkyPV9ZpMh+pRtuHXR9/LH12zeavd27pvfsL5v+OCmbXd6ssT1rZMhQA4dGlAGgnJKO0AANDTOv/WGryQt5467Pn6k/wUIfcuuvOAdn7v7YEcm5QnpSQkAjfHY269eAwB3P72/7HmH+vNv/uKd16xd9LFbrty3d+/o6OjNK1PfeWI/b1zgAcxrSTan47/cfmS84lkGV0RCqXHXa00lLBAPbN6/uXtgx5GhD77zDevXxz//zmt3HB0+cuRpnx/XQ6Y1s/5rP93XP15akE0vzGYcX3hKXrNmIQD0jI5/+UdPr+1q/YvfePKFY18+MHgngUQCBQQUdFNQbZBQiP8Jzjk3nEVb1XVS8cT/4AnQ1FpfVD+TTqv0UlsbT3YOkrVaX9hMOLVwt7j9gkql4rrajksCIyBiYe9YrbtoqpxpbbWop67b1OBh0KZ/REQStLM51EU+A/Ay9+s4f+FrhfCRGOOB06dtW8GZhefAgCkI8I0ixQCeH3vGSAZKXyHinYBdp1ZXSME/PfN3H331JxGZEbjtYXOr3dLWlMsVRkbzMdtMp9NQv+pJk2ldW4O0oA3U+73qLBjE8fHy7t3dHfNampobtCrM6NhYtepIpXhEwzMM9sM5dwqAI6LR3Fi16s5rb25oyAbUfAQ408xOAqo6nhSSXipXhqnITUgppVJKDQ4XOue3z/GNRW+gp7RJYYVxivbbdhd/1uc8vqb5rWlsJ6BEMrF8+dKR4ZGXgvBJ4PtCSJmIxW2bzWViqZd8I2T2uMXiNn35J1/XHR1EYJqMMUinTINDoeiTglJFMkappMEUAiODMW4gQxBC+gJMExGYUiQIbYMbHH1BI2N0r/OXK9rXXdb+MV+Nun41bQShRmPayibNXMF1/dndHeAMujvMZO1ASknha8h3pHtHsTg2+0EmWTsAQBY2ZuCyEbpXuzsc3h1vaUs//8K2TZu3gN1y6Q0bLlux4ZGHvt6w5I5e767liQ+2JzYAgMn5xZc279zbTSfCe62tXZwbUorh4aOzYD9Evib9B0/n3vO/YyEmUAdK2w6WdkzCfgxpntnTZhw/h/2mYr8mPrjG3vzS1/1ooq62FBOIMDp+iNiM1kVTGIMaaVP6UC1TuaR8l6ol8lxyHarJh9U9vlnI0kSESUwRqifHFAGqQIYkQIMBYTCCbTB4Ux0iYk3uOyD7aNqqDt4RAVkNXSJM7EzTN0F52cqBt6hqG0wp8c096GJWMZVqso3VZ/ZrMiwvk85yDGCkZINojnmxexoBAibCxGCG6hHaXC+hfeWe5q7D+cMXPnv43u6Dx40YxEwWxLCqTmGCsIgaSMUgMARu4BUXvfmPv/tosep95OYv3Hxt312P/Gm+1G/w2OBwu+ceBMS847SlkmNVxzTY5cvn50rVHUeHfKmScWu0Uj04MDY07mJDx6VLl+3csf1Tb7jo8d3HtvSU33v9qwHgzmf2AUCMG7354sLGjMn4O69dt2/f/q2HR8YqTlMq+fje4SvXF1Nxe2WH/eM9j3BL6aDr0uUf/NaDPfPSyarvI6CvVMa2f+PV6wHgmT29VSF2HBm69S//++q113z81vduOvzn/eNPhGJ9+qbVVOXrirLsHMPz7Nk8IU6/3HdaKbTpw7Xw79rMNp0T4FxmFc/3J4k+QISnoWbg5muxTSlBqhmd4tvb26pOtVKuOo5TLJWFEIYtmcmiVzFdsDLNi8IzGfoTior1bFzwvtCLYYarnviiYcLYQDk/2B12KTMGkG1oCH4kQI5Mi2MwYMAZA0DGGSs1DFsm1x+hFOgqn5Zpis7mWDN5AACASsE3LRMg0OisKYW2tDRms+nhkdzwaC6VjMcT8QjFjkIBFApqmaHODESymEAq8IVXmjVAvf3Dff3DSOzIsT4gYIyRIsURALBueocMa3rLjDF9ZggE48XSeLGUzaSXLVtgGFxLgyp9f4Eppl0cAYgpCKSWte88ATFU9XMOk66RBkPd4Um1WqLrejVqLUXs5AMbQwjEs7XAUTjUQ8UaPPW229rY1ubgxfHy0Z6eqr33+cpPr1v4F1m7a/bnpbt0r+tVkcO0ra+uLGwf/Zem+IrzWm9HACJqm9fW2NQ4MDBUqZzYCabiKkk6q4C1pDkEzQA6h10XyKlnr8M2dwCsOq7n+4mEfUJTDYws5whgcUwneMUrff7OPw2MmghMAz2PbAt9qXT+WhEBglJYrUrTRNNgzOScBaF5bTkDAsvglarknPk+EEClnOyvPP/Tw7+1pun285rfNVzZbUObxTMAwBi2NMYcT40VnFm4nJZlcsnm3uw3fQh1ImsHGbZfe747y0FmsnbQtQft7jAMP1q4clPP3n3f/I8//fyf/eEf/PU9yxrb48l7j/UeOa/CWLqwt/KlI9WF69N/HDf5jj32cDFRsefP9KGtrV3xeEDI59xoaOw83nvIMmYsk1osuz7zJzvH/+J/zXJ8DvvNBfulDEwYyBBzsv3Jys3txrHl1k6N/e4f/N6L5O0+KXnIsL4mOlXSyWvE+q9YKMsRnceVChQOpSCvCtWKcirkOVQta71uAIO0pnUw6YWKiKjLdwSAqKflWjNV3QG8RhFkEV0xnIxtMJrdpKh2Oul2Ei02Dao+gepuG/1ZtQCEpFk9cpMYWxOsVwgRqbk6D/aEwCnVKGLGkjPewpdqrNrYGdx2rNgm72hcL+Mv9I/g7NB0onMGzdScqS2DAcCwnUTnU2ZRtHdy00JAUhIQgXOEugtf6PCuOwOZ7ojh563+rZGHfyGk+n/ff3xpW8Pf/M5Pjg7++NCRffc/ublFVodFOmMnhkvlxkRc9+l9+5HtBmMx0xgYL7Wnk7detmJxe8Pnf/hE98DYF9/16kp+lDF2zVo1dnT3Dlk+PjTekx/vzKbnZ1PjjhszjbdfteZvvvXd8arbnIhTovHGC5d8/F8fYgw/csslGy+5eWvPfkf0c9V+7+MVJSQiVn3RlIi7jtuYia3oaDo0mD86PK4IDMbyjns8V9zfKxusz65edeTZI5+r+AMa6Kp6xj0cROf8+s6V+2rbXU99ZSKxDiZTGSNw69RqfrlcjjPOODLGNdmdc4MxxhkDIDVDCFb8hRd7jaXd54kCLaxJCPHggQNESkklpPR8X0pp28zgUde42bBf9Fe+D4wHfNQQ9NJk9Hgy19+mLhjL5xlyrXvIGRJAoVTCULdFK0ix4NYAIjMMgzFUGQh0bjCAu5NvUU0RM3IJ0qd8ocAZR0QiBUCMG5ZpW6bJOLa3NafSyeGh0WKp0trapMlvMLEsRwRI0xjqhQ5FEcmfUEC0sbGhUqkqRSZaoQdbdH0jxsNEJ2OIzHXdwaGcbZtr16yKx2NAuk89rKMCcjYBLARaMxiavoWJ0ehbJi4PgIiMMSmlU3UBQKsHMc5nzKrgNKmA8ITxlBdCpZTnCwBwHLe3d6Aoeo4n/lXyPBDcd+xDTfaKGxd9bRowoNSx8V+NlvqZQSfsxh1z9z/R97mFmatWNL4OAGIxe+nSReOFYm/fgJwBsbi+cjx91yOJA/2d16xDQgtMrOsRhMKzE+pVqlSqWraZiMf5HHzhGYPGlGFwrHrVv7r7/5bdImNACJbFAEEKKleUYSCLc8tiVUfq5KQvQAjlMEUEtsW0K0jZVcWyBAAhkTEEUJ5PpJAIDMPTgfvu3H91F+69qPX3WtNr+0vbssZKPeZjFutoTRQrYrzkzXSqtWY/XyqlTi6eR8TWtgXNzfMOHtju+9N8BDLWuXBlQ2NbMEu0L5pK76wd5PCh3TVe6NTNl5WHn/rp9p2Hhg4vsSwLsfDB9/9xxxJ45LEH7ZR48/vGTDuYHRzqeX78Q2ODn86nOxtTzg1dM0LNirDiyBGUlHJkdLTiuHv7iucvis9yyc3WJa3W1cPer/43rcg17Hdxw6svb7ohgjTOYT8AgJKgkqhjv0GxaFAs0tjvtgW/N+r2Pz7ykzOO/WpRPiIyNoGvc2y/gLBfjjFAhrqnS7eHYWgGwEJXbpLge+RUyKkqzwEpSedVsW6tDkDAzEi1pA7AaPJ6MVF7sr6MhOnTOn5DoNBmrdZFFjQE1g6tRQB0yhQjq3Cw+GkDIvSGz3eP3gAs8LwLGfc1Yg5FYrkZeyXsTDFtLznjXQ+JhkrSqGc2uVlMma1LFi9OJpP7h7adEIjO8ttJvwr0PBWZFi5ZZ3QJUAoYCzrcJh9mylE7Mld959Edo+VqezopSB0bGX/3V39y64a1b7/ijYuaDo2PjfaNFn++rccwshxR9+k9s6e3b7y4IJuZl0khgoaCWw8NHh0d/+A/3r9xzYKP3vKqQwf2Dw4O7t+3P13tnx9vKPsiZnDb4Jeu6Ni/f//Te/tMzhDRyjRdsnzeP963RSr67HcfW9ya/fv33300/699x4qb9h+cB35/1Y7byeFSuTkRv23DSgD490d3AIDJWe94sTObedsVqy9Y0v7733qgWHW/+K4f5Mo/feHI1yW5UdGHmnKpQeoc6jtX7gMAODK6Wdd9qTahRFw+plqln0Lby44XtqYbG7lh6L4mBLBtm3ODczarazf4PkkR+BDCdE7xe/fu07GqUopAITC2JORtK5rQlHei05YSlELpkyIgpQGVVmKJaCsTTaxzTtNWXnudcYaMcd1Lx5k2Zseaex4DBsi5ljJljCE3DM4Y42w8aFcA35UYCr1Q0N1Xn7swOskDAMDRo0eRMxb6S3DODdOwDFtLc5qcWyZXEg4ePGwYRnNjA2CgpMq5wbk+WSak0tr8rO4oGCSKQu0rRkgMIZGM2zFbyQYNErQIflTXM1DD0pcAateeg4hw6UWr581rqwnbTLS31RWoYAEMKqIh7KjvBBGaaq0HMRyaUqpiqSKEiMdiNWqHDhJmDfIm3FvA+lurjh+PmSeB94iELxSREHJwcGR4rH8k8d/l+O4JeRD3wA8PvHFlw5subH1vbWgNVfYcGdmFTMx9GiBQPeXH+5wnL2v7cMboJIKGxmxTU8Px3v6RkQm8QSFVqaoURZFsnWEUVamdeJ9ohjAm2MnzfOHLWMyOxSwWdK7qZ0eHHTp0wUzSiNtBomGsNDycH43bJiEig2SCZdIGAJTKoliSShEQcA4mZ3YMbYt7vipX/GJZlKtTpXQDhxQlAwa4lKxa4XZMMgauHH9m4CsH8z+7pO3DjLsFpz9rLtNvSyeMZIyPFT3HnZHMaRiGYYDmjs/x61i2fH0ylek+sHNo8Pi0O5iW3dLaWSmP53ODjlvxvWnQVybbtHjJ6iOH9+7Z/fxMH5Sv9Pznnd/u7/FEJcVYc01iyTCM4R7w/FT78iEplTnxZqVhqFptNzFdcsRo0d3dk49PqSQ7rqp6iqHac/AwY8aClvRcLnxV+kP53A6f8pPxM4tf0PGHx/I/Hylvfpliv835R7YVfnVB9upz2G/u2G+VvfVFwn6IWDM3X/br1P0jYD4QV/kRBQBCAGPAGHCORKD1PDhHZgR9YgyBcWQcEMH3yK2SWyHP13EOcQ6Mo57BGCIaNXmMUFUFpkRBCECBbAawSDZZT34KAJGzsAeP1cMDxMlCJhhNvlPAAp2u8x5EtbV64M0kUhHD+BARh8zP+snh9EU/IzGWiS874y18VqKSTUSYLMZIDNu7ui5oaGiouOKzd/yqZ3T0TTefsdpvmFJEZoFpIU0i/sIJUN/58z/65e9tbUrERiqVrG2bFgeA68/vKlTVMKWuuGRJcu+e321KbT082D1WSRjwwNZDvlDt6ZQnZFWImy5cCgD/9cQuz5edDemy5z224+jjO49988Ovb25u3rVr13uuW7vr2MiTw9wTOFZ1/s9brnj44UcG8hVHyFiq4cYLl3793udzFactlVBE3UP5d/z13W+4fONvXbu2I3lgYGCgL1e6f/txy2owDHbr5SsBYNeR4aO5QldTtjObQYRXn9c1Vqr2DBZ6CsX3f+MXG9d0vf/Gu1848LWDAw8ASc1ZYlrMhgGSdw71nV3beKXckEz9j0hNQF0DKuj8moL0CE5D4mXftm1Ni7s455xpXMPj8ZhhGIzxCWKOU5/qwEaTpjr16axeqVzWsx0BKUWIYIdB7SxVPphuMiUFbkUpGVIaETTNLOIgTtG6+VS8V3N+0a+bpsEQkXHOmWFwAM5CK2vGkRtmAIERkFhAKUEcnLfPsIJLMEwmfKpFtDNcRv0XrutobzWlS3PIDGmQqUgr0zBgwDnDbDo2li/t3XfAssx0OsGRM4OziNYr55wF580ZQ8YYADM5R84454H7IGPIkHPOucZTaCEPPeiBVMAg1AvNwe4jw8Ojq1YuW75skT6C7gEMODmAEykvGDH4noylZ6m/EVGl4lSqDueMc+tMPRwHjo02pGPZjsRcFqFaC19urHD8eG8x9ctc+lFANW1AuS9/V3fhFxvn/WG+Orp/6CmpfOSn8vwr8p4d+v+aYksvavsAkQ2I6VRyfLzkeT4ASEWlqvAEYZhdnrQGBuxZJKQ6bJtunQx3nPTAIjiu63leIh6zbWvSo5WI8Wyyjpl7x3Zv2rHFc4WUImZbiIbnQ9VRnAMpcKrkujKdYomEmUkZtXhIKsP1lJSEUHP2BdNAzpEIjSSrVGWpIokQ0Boba3Zdf/GSMX0iI86eB459dGH66ivm/VHOOchUMsabdaDQnLU9ocYK7izuDpZpWqbper6YQ7Nfz7EDUkopZ+RD+p47i1bnXKwdSl7/d77/raMHhAEpgNi0CQLLNHNH5v/wK4Xzrx278NX1emMqYf3Bb17z4/sef2YwubtnbLzqxafT8nzHZ+/5+qdee8/P7n/TrW+c4wjkGFuV/kiU54nAFzXecsXirwLAyrb3HM39ZEvv512RezkuzYL8c9jvhNgva2KMI4bYb6m1q8viGvs9NPzDnDd4xqL8UCMq04krf1vlR1SlRNxgyFBnh/V6wowaqQ+RA2fADEQEwwqU+aVAK0bcJCgqz9FdfAHfIeiplyFgmzIV1uXyJ5xeICMHWGNk6ib5KfMpht0TNWooTvUxDVzXsJZpC4uMS9LvVuubDu0pu647wZM2smgispma5NFwMtm0xVee2WFgWF4qY5kQQD6FpbiRbWtd39HRoQh+/OSBD/39QwBw02VnjNQ2NRLQAdbUybMr8/bjxZ9IcqIvxo2OX26j0XK1NZloiMUYwHC5fN7CthUdTQf6c/9839Z/t/iXfjcoTFsAACAASURBVPM6LiqmaV7o+08++eRdW4c8wRRBxfebEvG3XrkaAB7ecsRXWnQPLM5HKtWy4w92H/z+47tuuWzFhrVLPrZxwz89sOWXW49Kz3nghYMKKG1bY2DdtnHlJ/7loeZkfKhUaUnGE5YplXrrlav7C9XusnXNpZel9u6Z35TadmRosOJ5nnf3c91VT3Q2pB0hgODWy1cAwA+e2uMrtbAhU3TdJ3b1bNrX940PfCZrX/j4ji9ElFEBGXAS51DfWZZWJCpWK5lE8iX+XF8K2wr0O0iFQsMR24YJvXynBPzKQ0OUyQRQAYExHo/ZBjcY50Bq39N3zxShe16gZaJllCc9y+k0K/aWERkDkgQIxDiPTQxtZ6nyTWJ4QmjSqnSKJCQJRJJpoFToQMAi1bbaPB7mIPXcbVtWwG/kzDA4i1Q1kXGtyhWAHUb6BQRAjoY2Rgu4nUp3JYd119ngd4DJOBqApLvgAEkS4yzogSOSRCAgk0lk06nh0VwuN57JJE2wEETYXkAIAQplEXd5zg1t4h56unNmIIb7asouY4xzhohKKf2v0Vyu+3BPa2vTa66/IhFPsCml3cAQvH4zI+3ydTEemiXPF9QoHLdcrqo6KXeu7kZz2fJFp1A+mlxkunZ25lqx1EUhx3H37uv2k/v7G75H6J8ooHSe6P8Lv8VsbdUd2FNIskg4EX9hJAYJjVjB5tmuzLUWT3iet3//ocCgAqBU8cuOCGiyL1pBBBAUUbnqOK6fSsUNwwAA22TZlFUjf+Yr/QeP7cRKR1Nr9apXqSefZL6Qpmnk88J1WDLFtMoCKPAF+L6qulKPCNPAhG3YJpUrvi+hUpGJOLc4JhMmIjieQgRTgGmA66mYxRFB+DQ0mGifV6kB7GPFx3pLz1zW/tGu9Kv7S1vTfKl2d7AM1t4crzgyP+7OMrfZlmlI5gs5u6u757mnHL7MYu0QsxPxRJob5k8e+uoP/uNZk6UNnM1aXSmF9nisoVosxV3ft00CAOFBMpliHA3wFDMdTzYkLUf0AkwY0sPPPvqJd24AgMOHD5/UJTRblzSY52s9z5bkJVct+UbcrJcRuppu7Wq6dXPPnx0c+R6BfDku0Br77Rrf9KqWN6xIXTAV+x3xV7+SPR4KPhV9SofY75C37pC3TmO/2zs/dqC0bVPu/qLIn26hL9BXI2TIDbLj2NDKGlpnNAzFgA4KjAfkzzDJi0KAWSHGFCIzLfLcILOMIXJDIN22gLzmvId1dZZQFi7o4oNA9KVuYMrqCeg6HNOinWEhbwLrgk2a4TGK2qLAEZlsTa9t3QCjpb19x0qFnI8Tlk6csbYVtPB1nvEWvkTDeJwtCfFe1SkJZPzSjWsty3p2X//v/M19w4Xqizr8ZmkU5BhbmvnE6qZP7Rv762PjP6rNP53pN3zxnn1Z21ZERddjiK3J5A0XLAaAu5/ZL5QaKXrv/Yefr+xo+urv3nC4+2Bvb+9Nqxp/uGl/XibjdrIhbS/vaDw8mB8pVouu15pMOEKM/v/svXd8XFedN/z7nXNumT6jXi3bsi13J3Zc4wSnBxISSKEvbcvD0nYp+1Be2Hcf9nnYXVgWWMouZSFAgKUEAkkgISGkOInj2HEcy7ItyZIlq7fp5d57yvPHvVMky4odO37hTQ58wBqNZu69c+ec8/39viWXrw74ltQEf/rL3u6R+PF79r1q55Zt2+A9125sr4t2dh7uHkkUHE51c8fq5Y8dPjmdy9cFA9UBnwKYzGa3LWuuDvl6x+Lffej5Hz9Gv/6e67OpOCFESvnYY4/99plRITWCWHB41Ge+8bLVALC7c8gSQqMUAHVK47mCX9fSkyHuKFKMfFQKUQJ/heH5x7iuCJG3LF9lJNqFaPSVQ/kQwSpITSPlvc2pDfMK+HGmwzRzubxHFlQIqApZjWkaIUQpiYU0avNz2rijlAIvN2/2+kmGVuRHCUKWEM+3iBCIXXKMstn70SL2q1A5n9aBRnCQxWpi+e2Ky4AQRW23W8ArJhR4E7H3eLHQTYFQF9oRj9dZno6V5ypWjAHyloCScwpBAHCJpjCHZDs7gmJOZN993ffd2HEDlUoV1wulpCOEQYj3dLefRwgBVErV11VZtjM1lVAqH42G3M+GUja7tukdJuc2QeJCau+cbFIikJTC5ylShUAQOedHjvVrGtt08dqa6qhweNpO66buPpcgIdRd90hpNS3l1JaKlkW/Fqzs9c2Z2TnnyVRWuMqMl25RkSJz4phm+rTWFQ6Z5xtKKZVKCSFN06hZnO1M/0pJ5wxfXPM553JsayN/vjh0PSjS1z+YTKa9ag4XibQj1QWdS4QUqXTW0NiS1mqNeV9qy8kdG9rjxOssLRePfUHQRJCBzgyNaQAQjTLDQErQdqQL/DRKNEY5V4ZBNOY6Mrj6HMK5QMB8TtAgK9jSNKjfZACgM2rblm3JgiVNnfhMmkyZJdTnHZuy9ox9/vmp713W9PeMykShO6qtKDUkTd2XzDoLpDuUgv1sfp7vNDeVoTLawR1L2tcFQzH33xMTAx/++zf0dWI0Ellgx8Y5N6LxSK1MT5i5sbppLZuVoKkUQfWDzzVu3FAAgKHhYZtFCCGJnDVuf60uefGS0C2MeMq9h5L1M0ee3L7loqOps64/rgp9+NnUhzc2f7qt6qZ5n7Cp9R9WN7zvkd53JAvH/kTX6ILMPjTxk6dnHthadd0c7PdKvp8sYr+ITgyKAOBiv7XG0+0BXB7ccO7YDyuyZJmGiKAZZeeVudWoUmBsyZMTPX6MVMAEUAZICBLlmCqfVVZeOba3Vy7WwRWga/NfNtt0K9FFTKmAlJZbr1Jc2hKU+35k7qbLW6RLvyqydsqpDJVHXmFJgogSM+66WRteU7+e5OzRnu6B5AxfuMpphNNhc+l5Z5OZkWRIWwZQXewi5GamUpFItKmpcSxR+Mg373+scwjm2ZTNj9lKwH6Bht7pKr+nGy2hm/7ujj/0jcdv33HtW3e9+9nxj8Wtg6DIwPPrpuMDAHQslWmKhNKWrUDdtmMVADxyaDCey9eFAomCNZ7I5iznuUlx045Ljx098m6f1jM68+DzwzdddTUA/Pt9z0ilYj5zMJFaFA37NLmto+lYd8/+nvGUZYVNo3uiMDqTro0Errlo6QO7f/2xN618/Ln0nlF+3cVLvv3QwahpciltLiwhagOB6zYtBYC7dh+xhShk+e2f/2VHU9W//+W1vT3dw8PDN6+t+f7jXQWtytDMhmp/dcj3XN94Jm87XIAOjOBkNl8fDkg+fnz8biVBEVASNq14c+fxu7nMy1eSG/44R962AOBCAj+K1LXF81SwAtxbQ4oyXlpA1Hcm3zvHH2JCCQRKAFBJoWzgCoAQqmYviHO+4HbBa23NgXyBMGSFApCUoKsmQ4JSguETlHkkOUKQS3Dh0zxvgfOSPN3DwZLvbZlfocpJBlDpzQVzynjeqAnVQ7EoWCGFUqfIklBhqT43W3itPN9OV853Jq4SSsLTiUd21lxNAD2CCRKCyAUnLo1UgUJKlFIElFIE0Weai1obspn8TCJl6FowGFBKVsKvCgoKcVWKLsB11yTKGLrpgxUTsVKqu38gk8mvXL64taWJMlooFBQoJSBXyBfzCymjiEgJImGucQpx35YQQKCAQCkpCgMRCbompxVrAEolM5mcZdnzKrxfiuEU8k7PwWBdgxMUGpsritIYY1TZDm+JbG4Mfas7+fPu9E9e0i9vk2/nRVXvZcQcHZ0cHZuYdahcCqkuMGMcEeur/HU1kSII5H3j+xLjqJRvOvItWxsEgHxB/u63upIIKAyDEAI+k0qpbBuUAt0gniO5RCWxtM1CgFBAYwSVEtm8YJRQQOoG0QIQRJ0R02SZLC8UpJRAKRdcUTb39HN84oHB9y8Kveqimr+w5YTktET4jIX0kF+bSRYcftpJzU32czh3rXrOdcN0mmgHd0xNDLmor7d7/5e/9+GpgbCuW2MTE7XV1ewU61TOeaA24TNFYijA0wFEpBSEFADAJdUpR6Ka6yKf+sxnW1raBIH1bRGUzoEkGXF+PjHzu8XmO5oCr0KkAHDr9XVdvUcLudxZw9fo8te3PbPwc3xa7atX/WZg5td7T35SyPyf6DKd5gkX++2quaXFv6xiMX0l2x0kQNyWDCGsEZ0iAHRaW3V7wwr9oIv99s48dDD5OFfOub8XZUioelEzFVAKaCASYBRsGzVDWnksZKUCkBJcgTFURjC4AbaACsveKt4mQZXJF1CUyXiPqnICRBG8YQWEm4WHKpMhEAFpReoDwRL8G1PfJeDU0ze4rxswmi9a18xl6viJo+ND89ANShK+87sc6P5c0F9FobbY4stNjKai0UhHR4cQAgA2f/DOOX9SG/G9ZmtwAXeZFxc7Mef5c9Bgo+/tJycf50J+9w+H7tnb+8k3fGZL09CRoV89crh3ua9wdIrXBqpTlqUT+qo1iwDgG797lhGM+c2JTLbK57t1+8pY0Jcq2G/6t3s+9YYdm5YsNTsPLW+sAmu8sxP7h+PjmVxjOLgoGra5KHD+t6/d/Itf3TuRyoVNQwvXvOaS9v/9syd7x+JvvHTlW3e989nxj+yMRT609KO/e+SodGwAOpPN14UC0lKM4rUblsYz+aND04l8oS4YcCw7ni2k81Z3kly949LDnYfee+2G7pGZhw+PvvtVOwDgmw8eEFKGTGMwnloUC2uUvuHSlcd7+2as/e5dGw00rV32gSs2ffz+PZ8YPHn8FdT3xwv8HMFDPv8F2rEpNw3PiwelrKyIK+clzO44nQoCF8Z+hmEAoQSBEMIoUQigUNc1SpmrOTu1wONNKwYUCl5dDREoA8MH+cMrCgR9Po0x1yrFk1EjAUKxwmZyweLSfJd2yQa9/5DjvpSXJC49q18oGnyVoSMusPsxa7SV4Drgl/IPoMTcO5WAgVIpRBytOsaoZyBGCEgpPa9Mz9BFvmB2YjJZEFEpidc4U6iUUpTQCkmckgpQeBb9btMyGAoEA77pRHJ6Ju73+3w+X2n1KR9wkTuJpRonoJJSKlmqUiLA6Pj06NhEY0Pdlk3rGNMAoZhIX1znpASCSrlxShIRURSN+F2BIyl+qJS6EJC4XixeWxAJIaCgULAyuXyl7tLNJ114ATgvyDAzMXZkAuqqAg2neF0goqFrUkrbgVWxNy0KXvHc9Nem7EPn/VsbYm1baz8R0Orj8cSJgT55gZt6841IUG9rrin9OBzvGhlIExmMB3+WNzpL4kaCkM5YPoNYBUfXtZkZTghSiqEw03VCCNi2TKa5oRNQULBAY6jrSAk6QjkShAAplG0rgkopgQQ1jQCAz8+44H4fS6VFKsXTw1PjPbK2mTYuof7gXCrBYPrRk+nHS+kOPmxxCZ+MYl2Vr2DLmURhgQuqMaYxZtn2i053eMFoBwDQDR8ASMW/+oO/O37ATykN+P2mYcQTCU3TQkGXFAtKKWLOxNqsyX6fgdVujwUAbMe5aKcNAESsCxPtbR/duyGw7YN//fZ3//Xffex1Nxva9N6pP3cgAQAcUr2Fr5ws/LIj9B5KOv7ju49H6jeAdRYNGcMMRapaKD1T0yOX8PnUiQ8Nxu/7EyV8utjvnrHvNBhtl9fcVG00ngn2SzoKXh6DK5ixJUOI6oQRtJXZaW0NOh0rjQNbqq7eUnX13pmHnk08crbhfnNcSc4wmWCe1V8qIMAoMg0ZU4ajNJ1ouiKMSKGE484zFdXZksVxKYuhWP8th6RBBZDzWnWzhHylladMCsVy/INXaiXAaPFdCJafRipd3CTzxU2iJTIzvqLoQGfRVcu2LVuSHBw5OnLCcXHXhZLwZeOTOcpYe/tSv98PAGI+FfTf3bb5b1+/aTTz26eHver2As26M/lMT7fKV/5tzNhw395JNy6PEZ63+ce//8ilK1vee/0nwruGp8dHdmYLvzvQ32frRjD62q3LAeCZY6Mz+ULENKr8PoZ43cYlAPDo84Ojqcxnf/pULGR+9m2vcjLx3t7esbGxJpi0iWFzLhU4Uq5fXJeYnrr/wAlTYwCQp74r1rX9dPdRUPCt3x+8b9/xj9/2mZWLDh3o/tEzXdFlPnFkUlYFY/F8Iahrt2xfCQA/efIIIkZMYyKTrfH7bti0LBb07e8fu+MPhz7yui3rFy8xzaMrmqpSwz17C8mRidRIKtMUDi6KhfOOAwA3b11+9333KnDcG3Bt+00f+s5DOYu/buubd1489Arq+yOeMYVIZDMRf4C89K6eSimQoCRI8CyPZTEgocK7claYwZlozGbVdwNBjRJKKWWMEupGqhmMMd0gBCcW+MODqqZ919TUDJdCYxrnXFIaCBJE10eEMoqEEATCpZRSzFKFQdmW5gyPM50kuoFFC08oeVYCoJhvV326SaeBboESP4RiWQ2u5vqvzGr6AYCmsLiTU2VppfJC6s9AVim462YKSJCWsmJLtFEXtpXKhkopVEQRQAkU62qqeFRMTs3E44lwJEQJkUXhvEsLVUohUNeV0cvek8rTmANmM9mevsFAwNy5faPfZxIEJbgbjlP0NKVeGrsHHb2lkhCseLxC+ufl06MEIaGcG+dwns0WPOchLPYO3Y6PB25JKYyOzht4dz7GxEw2nio01ARjYd8pe3piGjrnIgD1lzZ8ZirftW/685ZMnJf3NUh0Q+x9jYFLLMvuPNxdkvABwHA8p1FSFzYvON4zG2pDpuHpcxO50Z7+LmLVZ83nU4EH54gbDYNcvEk9+7QdDJmFvK2UZtsqHCKGTvw+6jNpImUXLDk1Y4dDTGModeI4CAicy1xe5vJc15BpRCqwuQJQQihDZ4KD44AQ4P6DUqAa5DNyuFcFIyRaSwhDTYeSZZGb7nAi9fvN9R8M+sJjmc4way+lOzTV+RMZJ5tbqB1h6DoT0uGOOBvI/YLRDgBAqbZo8Uq30XfnPe8/tk9nxcYypbSmuppzPjU9bRiGzzRDjVNSGYm+euAcDY8vYMvsqmuyzavUyFBVwFjV0HRV19jl3/nDP2a7U8znH3v+jujiZ8KBWW0BC4aeT38qk/rKlZfvGB6baI75zqjZQrVYzWJN972I22b74i+uqv8fj/f9VdYevnBrKyeWxbhDEJim2brOqXZOTbgxa+Cnw185Q+xnUJXjKsNfRthvypJzgt2DJLHW2Lul6uq14a1nFew+L+Q7XWlvDmyYq/TGyoYhICJlyDTFNCWEEhy4rYQAx1agYC5dRxanEQJ4iu9Y0aKs/Cs3MJCUFIDEywp3qTPgKQbL2M9VqWDx9edYK7vHb/q0dcvX/vre35zMji9d3qgRL2NTo5H21q3trXBy8qmpMUunrQuDq7PvkWIglp4l4cuKVCrd2rooEgmfDqq9fseyT75p26K6cOlF1Kk+DQu2/uZ95TmvMG8LsS1y++f2dDdFglnbJkg0SkyN3bB5maGzew5P/o9rNo0Pnwz7jZGZzOPd47U+0jsan0rlg7pGEKdz+c1LG6pD/r09I9mCUx8MOEIMTCb/7Mv3vOXyNbdv2bxnz55btneMJ7IPDdrxPDqW/ZHXbT3WeXBoOpXIWbFwZOeqxb/c0z2STLdEwwQxmbM+/cPHNy9r/MRtH6zznRgZOnlZznq482R3njBDd+Hl7s6hsUy2MRSsCzKl1Nt2rQWAroGpgank5+96OhY2P/tWD3NOjo02qkmbGY4QUikh1dq22r4TT41lHnezQFDRZYvensvf70j5zYcOnlgfeAX1/VEPpVQimwmYPp2xl7TpF/XXzmTHmQYgPZDjgg234yflLKRXxlGzO2kLf39ra6pcyMfccAKCPtPUNI1RRintXPAyvO7mG23LyuZyDheWZbmAzM21KzmLSKUc27Edp0s+W9nrexE5e80dbKDLcbP1iiSN8qRzul5fRQoBupl3xSTVSoKnmxYOSpXqel45z53ZqRe/WtbqKQlSepCvhPkW7uoIrjRGS2E9xbgCVFIqQKWU9JQEXnA6IAjlwj+vvhiLhvIFa3oqrpSKRkPE66MqBUAAkSIC8Xw7kSKCrmmCi6M9/YCwesXi+vpaQPQcKdCljBGvZIAglYfMaTGer5gOrlQpQ67cTCzbRZIiskvnclbehlJEvVIldaXre0IQAaREj6crpMBSrHtFwxURZ32w85iBqdmE0nmGw8XJseR0ItfWFHUJnzZQBpKAAgDGKKXEdniNb/U1Td86kb6/M/lf5/htLUn4eo8PlCR8Jch3cCC+oS12Iacp09Ba6iOhoLfpt5xc14knZLrR1jLx2J2Czg90O1aoJx/nKg2hkMkYswoqSyWlqGlEFyrgZ5w7iJhIcsbQNCkrZrFkssK9yXNZSRnqGjENojGSzvBsjgsB6YxIJLmVtwlyRimhQChyrlIzUjeQGWiYoJvlzzTHJx4d/lSNuWpH4ycdOe04IsC8jXs0qAUMMhEvLNDWp5RQapy52M80/WvWbenpfn6BVAZKteqaxpnpsaGT3VOZAz/+9iHG5n6mjLG62tpMNtt80dRwV0BTYSjum23HqVqa3PZGx/AhAIQarO/+MmkNfC2YSvg0zYcAhZw6nPth1xLfEvnWt/dqbNaG204Nd2br2xvrW5sbuZAnp7IL7P9CkcZAqOac6gVmx6Wt3/vd8asvyJIKqWTQsQ2l0F0d8jkTAKQC3bCqqtPnssyOWQM/G/7anGD3U7EfQQxq6GcvL+znBrv7KQY1JIgZGd2Tv/ZFBLufbjY+q77QqXDRBV2UASGo6SAlCg6CKyHALnhie9fpzSuFl4yEZ0s8SmEMnnNMkZZJKYD7YwXw8x4vWcKQcn6D5xUH8+0xiuNwv2mIseqaGn8gcPTwQENjfazazzBYOqnW2u0N1cmBwQE7r5232d6T8HlfeSFzU5Op6urqNWsWna4/sXpR9b/8+eVbOrxJ9a7d3Y91zVx+2awd41zRS6WF9IuN9St++8yZqY2p/IMmY4xQg9GxVGZxTWTr8ubpdH7vsdG9PWMfvnnLxk2tgaNHGmOBffv23XdonHMiFU5lc3XBwJ9dsR4AfvJ4l5BSSJmxnOqAL57Lr19cd+xY9zd+e+CKixavW9z43dsu+91zfd//Q2dtQP/OwW6Ly5jfl9PDb9219tM/eqwxHIznCwFNMzXGCPmzK9ZZjrjr4PiHbtzR33c85NNH49nd3eM6iH29o5m8XeXzCSkztrNtRRMA/PSJI3mbN0WCBc6HJlPv/sp9H7t1+6pVqzo7O2/d0TGRyN7TZ+UdYgvx6TfsPPDMwzlnwA2BXNV+3b/d88xwKt0SCVX5zcEZ6xXU9ycwsoV8gZCgz//SRfndeMmH7nj441IAoSCFp0iW0p3pytxOt+8iT+F5uv3AhTc8KztWVIA+SinRdc01hHTxw6l2mqXR2tpSBlRzJolSvxGU4OIHuz+KRTPQiRFRVUfnYr/yZFEKY537O7tAEFAqUKIc2CrlqZPTaUcs4rogzPm8TlFzV1QDS1k/qhg5isTNjS25uShXZqDOQN3nONxFREpJt3EmuADvldxUBc8DjXjx5yCl9HJhlaKEIQW/j6bSuRMnTuq6FvCZLmT1YsuRIHVpmBQBxiam0+nMopam1tZ6Qmg8HgdE09DdbiBhBJFSQt0Vj1KGABSJcAMMpeddipQVaaKgFEEAJAqLFw2LKe2uWeTk1EwwFAj4/cWMgdmszor/RQVSyvLirFTpWaTssQ2lDImKR1TZfhteIDE2V3CO9E2uX9EAAHkwxiG2FEYZeApRQ9ekUo4N7ZEbmwM7D8X/ayS/+0V8T08n4eNCHjqZ6GgMX+CpiVFSXxuqqw4XdwC8b3xfajQoMFiS8J1uPPYYIBDTp7vziZDAKLpzTjYn/H4a8DMhIJ5wBFeWxd1tmaahYRIA4Fxl88LQiG1JpVgBpZTABSgF+bzK5xwrX4jphDCgDCkFQsFTAbqxk2rudmGqcOSe/ndsqv3bRnNHaTs4NjEzMjy6aOkKRGLb9gJTnCv2s23HeaF0h0Iht/+ZRxZ+jhDOxPggACgQ37jj21TWz3sDWpa17prk8f1+HSLFYBkpjenL3unUtAIAPn8o8vRjzYGJyRDpDhAC2qzNX1ApdRz+8x87Lrkhvn3LWOnxof4j//vTt3z5u/fu6ezbMhBPZO0V9fPt//zRcLTxzCmd847pTLcBTQatuxBNJ4ekkhGliN9HLVtyXiwGKkAE2zKmJrG6JnUuy2wp2P102K+RDfTaa8f5opcn9ssJlRMqyDDAygEPrVpPKdj9rAIeSo2dhbtG84K9UwEDUrfppyhDT1EvUAiQQaUUSAFKghRKqqLfQWlLMEfgV+7jgZcjT0oBEkXGJpb/W8Q5szYnC6Ma9yzGZtiur/zk95/cFg6H16xZMzY21nWob0l7Y9BfrsJoJLJs8frx+NHpMTjHdt8pEr7s5FgmGAzW1dXX1Z028e/r77/65u3LGCUA0DU4/b6vPtQ1OH3dZr/gSvBy5u6ss0bA4k7ABcDkHNynW0I3/ccvDgilNErj+ULOcepDges3tQPAPc/0IGKqYP2vn+yuDvj+9V1Xmqpw7NixG9bV3/XU0YE0i/ijjJFN7Q3xTKF7eGYik20IBX2amsnlw6Zx0eL6bz3x6Ggy+7PHjxyalpdsda69aGkqb/f29h4bSSgFEnFxU8OJyWS6YPs15teYRslEJtdeH13RVNU7Gt/XM/7mL9778Vu3b7qk9djRI42xwNNPP/2TZwYdx0Skk9l8QyjwF9dcBACPdg66H1/WsqsD/ni+0BAL9vQe+fpvnn399o4Vixp/fNvWBw4c/9GjXZKP947dXeIPb1//7m89drApHEwUrJChI8ArqO9PYwgpk9mMoel+w3gpmn4NVcs87bKbgaDKkE8KUG57qEg1hNncTnV6Y/3yzEVgyZI2l5PpprwRBFm0VH7BMzJN83RTeWX3X0pVkNP+YltUN/C0GXcLbw44IAEpihsCtTAzigAAIABJREFUqKCeqBcGfquqLzvlqXPiHcgcqFm6hgpAOhIM4u0gOIACIaQUaj4zz9OeW3wmIV29nZSuAaISEhEUojv/Fl3FCCihlJvTh0DAc6kGBxGBgKkzIxZKprOTU9M+UzcMHQGBYHUsGk+lCJJUKjs+MVNTE13dsdgwjHw2j9RTH1iFvOvpSShSpOgtgOg5mhLCCCWMuqRPJIQx5rq6EC/TkRBCCfFailCMygAAv9+3ZHHL0MhYOpOtikUZYy5ftJiB4eXSVoStu4YgoBSgAiwG37pmrVhJ25GqGCRYjtqVEhHVnBt1YdqJQCoVciAcqAmO2340DJ0LYUJ0c+1Hktat+6e/lOZnGl68sITv0MnEaCJ/gVFffU2ouSFW0Wb0JHzTsyV8pxs9R4Q/YCASJaFQsENSyxckYySR5D6TcEdJpRyuXLqBuz3y+2kwSE2DahRTGSeR5LkcNwwiFHc1t5YlsxlRKEjbkQIYeMV7IBQoQVfx61ojCA6UzeICNfsvWxf7c4N6Cpl4Ij0wMFyK3WMao4w6DnfshQifuq5RQbgQL1rsN2c81//Dib5qXZvnHrMdZ+01k8eeDhIr6t6QUsu0bi1sfbUCAKHIL36zxtk71kinkdEFNsQRLvbfiXsOb3nvOw8a6BE+2xe31gUdCNT7DZq3SIFPALTOxZyOBuewjUxk+zWoM7H5gt2xmXRQKeIzKaXo99FMhgMhpkk5l1ZeSgDu6OOjVfWNM+dYX3WxX3+2a064HwD4SG6duXeZ7KzEfiZVGa4K4uWC/TJc5Xg54OGks/yks7xDP9Cs41kFPJxq5vyiW4Vzn+DG/VFgrnG38jYDSmJJdiEWwOqljIdivFPpjqrMLUKAF5emU2Ga7a1KhJCmpqa6urrBwcEha7p9Rb1Oy5NzfWxlODQ22JcS4sUIaIleCIfNSglfOuFwLtrb230+c3JyaoG/vXXnCgCYSuU/dcfjv3yyt7ThKeSUlVcu76dcpEUPG5c6fi5LnzIgFCh9MdeqNfCOwYnH/EwbSqaawyFbCKXUTZuXA8Dde46NpDPN4VDOdhwhFtdHf7Hn6PXbtg/29922A1M56779JzauWAMA33zwAADUB4OT2Xy13/TrWkNVoO947xNdI5bDddMYyxIANZPO37x5+WN77vrLW0J9vYt/dXjqpi0rfvX0MYLICElbds7hdUH/Lds6AODnTx6VSmVs+2M/+EN9KPDN973azia7urreuHnRXU8dG8hoMX84EjLaG2InxhPDU+mpXK4hGPTr2mQ26yVD/KJ7IpX9zoMHO9bY6y/eeN3F7Q6Xx3v6ZvL7XYpUTXT5vfsLqYJV5ff5NUYQ1Suo709rWI5tOfZLRPiUSkmOiCA91xAP8pUwiav0U5V9P3WmxSNCIOD3l2h7UkpCEIu4ERFf8Pt8JudLCFJW7tf4AnhmE+hc9CSFV9gr9p2gogv0Qq82Fx3ibHPPcmFSKQWqlLlaFKMBUg2Vq7FEUKoin9294EXst/BIp9NQhCzuoWuMefhH0VIYLLgZ8W47C4s5hCXrTk9KjtXVEcfxxxOpVDrX2FBz82uvrqupAYB///r3E6n0qpVtoVCQIiopFSEolQIkBARXBEEhKiAKFVEIQEpGqARRMIqcEgIUKVDCKEEkFIkXBE8IItE0jbi5HG5mPBJAUAiMsSVtLclUZnJqRilVW1NVZHcqJT3VojvxSamKFFv3xLx6RVnYgVg8KE9QWOkRWmr2nuoR+oJ3vwTsx8ZWNRGEQrE5RikhXIiIsfhVDf86nNt9YObLC7/IAhK+mYz17ImZq9c2XuCJSClVG/NXQj4h+XRirMDG4qG7XzCfsLTwZ7MWEmIYTAGm08LhREoeDFA3mtKyy0kcLiOZEmSEMIqEoq7RcBASSZ7LSttWGsOCpeJx27aVlNJxhHAcFgRKkTD0Gn3E24cVGdXeCGttm6o/FNbbig00u6d3wLKsU6cgXdc0jVmWLfhpN0+0FO8gpJDnhP0kWPf8ap+utcz7EURapk50+lzIZ4lM89r8ppt5QlIA1T1Ss/vHodrMuJ/RBTuKIqHpqao6WgcyTX6RvP3N0TuPP29aBQsA+vr7gPotRwohTxbu8sXtVZEPlNIdAKChviGeSCglq6qqz+q8HMcu5AvaBenvlUGyzaRihCjGPK8sBRDwEUDQNEIRHa4cR3FBpicjkWhGN87VYOZ0we6nYj9GMKojly8j7OcGPGS5Kpl8HrMv7ndWrdAPLg/C+TX5PMdR2pzMcjFQwPSFmYdlohAAvKSRQqXBGFu6dGk2mzlxfDgYzNU3xih6eeg+1tCxouHkWGc6fhYq97kSPsjZBUgkUm1tbaFQ6Ex2ZVzIL/1y/+d//swp30eVSyvhePTacqIGYkWwuKIMdQOZoShFevbC4Rpzy2OdqffesPEXTxzTGXUNNtctbawK+e4/cBwU1gcDacsmCK51p+WIN3zu7tdsXvaOy3d0Hzv6Jp/OhbVnz9PPdA3G81ZNwF/lNwFgMpP9j7++bt+eJ/onk4ZGqS+0Y1XrZ37yxDO9o9tXNP3Dm2/rnP77lug9373pc08+MTIxETeYMZRMt0bDFueA4Fq2PN097Ir98o7jCFEV8t357PE3vWpXb0+3izl/8XTvtau2AcC3f/+cI0R9MDiWzjaGgz5N27S8vv/EiWePT1pcUo2MZ2E8kYn4zes3tt91zz0SvG/NRStu+cJvjuuMSqW4lCnLrorSV1Dfn97IFvI5xKDp09h5/viEAEBFmdciK9IYvEafB/PkLFYnnBm9kxCYnp52994eFPEkW4CImqafOtdUzpJu3vecKcaVjSnPPhlLk2wxug8o9SrRRY3imU67SoHk5cpTETcVy1ELjsZQxzwYcG5/cFbIA5a7SB4mlFIpqYCCFEoIqSQoqaTns+p1+cqQW83bruSElCAleCo7t/UmXbqEe90kAJ1VpHaPiGCJUOvOwLqmt9TVbN+xefmyJVJK23Z0Xfvge98+MxN/dPfTecvyoJTrWVq0GpUKCaBE5eURutGFxcqpkAKlkgQEChREUgqIjKDiXjcQAW2mAQB1acBu8w8IECSUIICu0+am2kQiPTw8ZvqMcDiEQAABUZBSoRUUKiSUQmX8uRcsT2Z/psVPxFU7FnWYpU7siwuHEEA4kCyYYch5N7yb7mDDouCuRt/WrsSdJ7K/mfdvTyfh40IySvb0Tp0rfivePRVhk+oUL/HS6QMonJqenpqOL75yi2nomVzBbR1TwtYvuTLHJ7oSY8O5x8/krddsYIcP8kwqz6qCSgmCjpKMIigFmoacKwRIp7lhUtdNVgEIAZYlhfKKwUiQUFRcWbaamLDzee44Dhcyn3ekw5urJdOQUDc2E5EiJYAIhHoNQEQ0SHRt7F0tgcuLE6DsPzGcTCYX3gaZpiGEsCxbyYXTHcB2HIe/ePCQhv3jJyGg81NDGog509CBvX+Icm75G1M3vJsbPgRAZsOxmdanvhzHfFzGYqdT2nDOJ4LhfFVtZGigbWKYEDIWij6evfLG0K8evzewZUPLD/77pwAIgXqN4s5VVUP55hnxoydmnmrT37koeAMhDADiiUQgGAIls9msFDwUjpxJvSCTTbt1nQu8btqWiQh+H3NDQCxLusdDPJspNAjqGqSz3HG0iYkqRp2q6vT5wn7dmWfnhPuVsF+rOH7Uujgjoy72c6RK2vJlQvl0TT51AmGtbPJ5osLk86GJn5y50ctLPeYI+1/cn5/HEfTNf3MGAsHly1dMT890dR5f1NYYCZcJn60NaxPh3tFBfiYo1Ailwkb7bAlfurq6au3atWd+Lhe993unhrOvW2JwGwpZKRzPm5QUxZCEgpJAaDnyXkqlS2QaCK4IBaYhpS/cIzVYlZsa2mkML6r2X39x+x0PP/+Lp45GmHnrzpUA8Mjzg2nL0inVKTEYe+2W5QCw58hwsmD95pne+/cf/9BNW9aub+ntPpbJpDfF7Icmp4TZnOfCFqK1OhzU4MEDx3VKpZIzoL9h56q/+daDBOHhw4PP//Ndb7rsTbfs+Nv9Pf+1/1jdZS3aU8fHm4M1eYdLJa9cvRgAfrz7sOCyMRxMFgo+TbvhkmUAkCnYr/vsz9+4c9WtOy493HnoHbt0gNSePU8f7R9P5K3aoL826OdSpgrWe67buPvRP0ymcwajZrT2+o3LvvCrp7tH4luWNX705rfr+8a7TjxAiTY2UJ9JjpqaWfQvJQCCfvzjH30FR/1/PiYmR856DeOOIzijjJynqeSxwz9VCkoWJFKgC/nc/h7nLtXTJRx6Xb5KcLhwUTsUA2esZnhoaGhoZGRoZGJ8fGxifGxsfGxsfGJ8fGZmZvDIk4Sgl02nvEJsaSe+astVuVwum8tms7l8LpfP53O5HGWalFLIimQJwL19P9d0zwsLEMv9Sel18FzmqhBeM7MEYue2VXMSS/SM2QW8Wf+efe1XRHeYNFDEEsRLdfVaZ4S4JiOu4ShgEdnQYh6Bp5iL6+MuYCGUuMH0Lr1TCqWEUkJJUfR3kcqVWcIpaYQ1WIvFSEFCvIR4LxHPo1i63TOCZeRZtJkuJzaU4tdh5Yr21954TXVVLJ5I9fT019VUGboupPT7fas6loVCwaGRkQoPa8+shSAidZl11CP2unadSLzDcPuN4Flie74uHvESlFSCcykEF4ILR3DOHe44tsMd7nDuOJxzzrmusWDAl8vlpiZn3Hagkt4NiggECKEeYdSjjVJWfIS64BCRlNB3MdtCneGyXflgfXUQACzQ0uivgjQAxDEcghwDMYgNNrAw5Et/xRglBEHRBv+mVv8Vk4VDtizjjSbfzsvq/7naXD02Nt17/ERli69nLDU0k2uM+nrG0gCwvCE8lshnCnxxbbDgiPFkoSHqC/s0AHC4tBxZ6lViiRJUWWcgXqCUe9u6tROFZW2kQpfUpAqWfbx/UAIsb1/S0lTtMzRdY4DIhXBfTSOBJv/2WnPDeH6/UIWFJ5zmZmU5dGJcWnmbMSaVcjgHZEIo7qh8XmYyEgBCQRoOM8MgjqMKBUko2pYUQjmOsixFCRo6EUIlk1Y+79iOSCULpuKNMTsYQN0ATSdMB6ZjOEZ8QaKZqOne/d8RedOW2o9H9CVQlPD19PSf2uIDgEiseo4NLCGEMUYIkVIs2CWgusbA7V2e/ZgkP2bh0X2P2qZhVAI/23Eue2dy7y98wRr70ndk1l2pWJEC2jW9aN+3sY5R0zRn4nGplK5plbeolHKE6dMNLVXxqfp0IkDQLbENXbyt0Nhyka4u27n30NP41tvflStYNvHfsr0tgd+acLzMyaR4biT/OwMafaSxf1o98cBzq9cvkUIgIfF4nCBoun7aemU2bdsOwfmB6PDUbmchL+dzqGY6JJcNCaEhAUN373LIF6RpUMaw0jEDAbhwa5IoJc1mfATFuQM/ALBloS97+Fh6f7O5tFLsBwAmybdofVV0PCVjtjIpop8RnaAjXy7hfkJBTiiuQCeAiLYyR/iSrAyGSbwj2LE6tHm8cDIjkn9sh31W7buXQpizrm3Zh2/6m0J6xhXOzHk7v99fXV0dn04MDg5EqhgjXtPP1KqiVVomNyP4aSsvmsGjMb+PNXiTBp2YmsghakuXLolEInPOJZfLBQL+eUtLlNKv/uZo5YOXr235+aduWrV0rHfkgXxWcUdJ6Vq5gesy54ZdqVkGgahKO0yF5ahkNb9HKwJdVvu2q5b/KOrrAIC6WDhZ4DrFDYvrrr14aTJn3bZj1Uw6/18PHrSF9GksadmtNeF3XbXh+Fj8p7uPUkRGyEw+/+SRoYyjbt11yYkTJ1pqwpetqE84mLcRQH36jTvH+nt+9njXRCbrM8zN69cLKR88fKIm4DcYFUI91TPyfF9q/eKrtq9ZUmXixrZYNjE1NJUK+EMfvGlzdcj37fufOxlPa4TojGmUfuy27X5D+9KvnxlNZQbGU3fv7blo9fL1yxclE4lcLpeJT04mMkTzC6VSBaujufqaVfVfvesP6bxDCUnpkc+8ZdedjxwWUnYNTz/03PDO9Te9eustwjKffL7QUasNj0/7/YGsIwiSkP+VlPY/6TqZEOdR7Ndeu7Z7tJNSkACkZFelKjV+FY0+z1ykQpC24AQYoY2OZXHXcpMQLooUPgBRtB5ZYPT395ebNC5YQDANU9M0TdOKSBWf7LuT0LJCeoFDqjRxmXeHTxlIqTyg+0JTv7uFjoT8AGVXSS/rAIpyPVCCKKoAwQPMQipSMuzyjoRKpbjtAk6kzPWP9tCdq+6TUs0epyTQe8EQXs66dwRSAiEKCHHj+yqcx1QRvpaCaIsUUtdaRtbX1938mmsBoFCwjvcNmobRsXwpIrEs2zB0KaWQcvGilsWLWvYdONTXP4ilWHdEhUg9K06XRakQiJDehSEKkSBx0zHcEAgFXl6fG82NyBiroFliiXfK3GaNByOJRmlTY30uWpieSqRS6erqKkq9BUSiQikpoejyRBEp8fCtu2WvFOxVAqRzWeMXGMNQXQsJHQQU0x0czgNQf2XTlwYzj3QlvqeTyOkkfG6Lr2cs3Rj1nd/JpMJUwLvShq4XFSOUEDzeNyiEvGjDmtrqKkDQmOfhwShh1CjYApS3Oa42Vl3b/O0TmfsPxb+9wDsyRi67DLZsoXd+T1oFTimVCvI5mzuMMU/LqQRwAVwApcCF4g7E4xwRdJ0whpYllVKMkXicp9OOUiqdLDBQNWGua0iZq+UDTceqeqobp5XwJZPpEwPDnPOzvGLoiv1s2+ELzmAvQuyn60Y0VpuwAut2OF17ec+BScZYKBh0YduKbalYC7v5EwXNmHWX9mbaDn4H6hzLBZx1tbX5fH5sYiIcCvl9PkRMSzW2fE3o+LFFQ/1a0dlFKTWpGYkNm28eG3jW9+prYpsD7/jKr5+/duDobX/7zmsPpm+UYM/eo+fzKWOaJjuWLG6tiz18cPCyVfUAUFNTc+TI0SVLFgcCgTmnU8jnuFQI5RJl1ooPzOw7Ed8fzw+tbbh+Q/ONzeIDBRgaxq8KOnMud7KUwG3TcXyE2ogSUdiFgOeLrMC1WXUcSYmXAIkE3dqPlJDPc40h58qjkCDEE2Fdn9HN8xMnmOaJeQMeACBKp7f5H5riDV3WJbYydYo1lOa5fPkEu7smnyEN/bRs9LJUP9ymdbtGL78d/8GZiP0uDLo7Ez+Cyj9/KTJjAWDd4prHR3pPP8ey5pYWpun9vVPBYK6+KaSRKBQtXqbSRyeG5h4VISRcJTXwbk6JcUPzR4MdBklHo9FzOdTaiO9L77ny6ovbAKB/utgz8HQ0ypPSK0QGiAqImyLsthyUUiA4CA5M88hERCIlgEUz9NK7NIZ3bW37F582y12mLhoCgJMTM9Uh34du2gIA9+7rAQCCMJHJ1QX9rszvvx/vAgCpYDKTqw8F0pbd0VLdf+LEN+4/sGZx7eWrF33+L2/sG0984e6nL2lv/LeHf5/KWzUBv+OLXnfxkh88eqglEso7jiOkyVjMZ96wuX37ypYPfut3//z2XaNDJ69C3Lzc2tM7HkL7+OjMwGSKIFJC4vnCura6mpB/f+9oJm9HDENIOZOzPvPT3VetX/w312/Ys2fPrnVtlyyznxiXveMFqeCjr9t2uKtrYDI9ncvFQpEr1y37+ZNHhxJpN6Ld5vKf7nrykvbGd135ttVLrIH+4xuXNjxyaGDPUN6M1QOIV1Dfn/w4L2I/pdSbr/xf/+/3b+UcGJul6BNilpxPiNnwT7wAvgIATYcWcgUSz5hJKgkKUCEt5ha8oD+KZRfcVgQhFD0rZLQsi2lMowwRpVIIMJY95AtVnlSJnVbRDFPzAL95pksDhQOgFBfKs50pvmYpmNV9NUQEVEuCO4hXr0JwqYBuRF7J/r/YjVRKgiJKKfdcvKxEwQHAsiwlJYaVY3FCUQoiuJJCKpeequaIKitOc87ETREEAHF3WSiL9p9EgiRAFVHgJQhKqNAeVGRMuD8Gg/5XX3VFTU0V52JgcLhQsBa1NvmKzjpKQaFgU0o0jXHBlYJLLl53ycXr7r3/kbxleyemUCGgREJQKYUKFXWZoxQRgaBCL5TdRXsu6KAaKx4UoYy5cjv3P+4ZuZagiKCgmI4BAABBvy+0OJBOZ0ZHpyijNVVR13FWKkW9gA9S0ev08I3bAXV7fm54RVl5X+EYVMk6PpelOoWBFARWqbK/pUv4zOXyi4K7mv07KWGnSvi4kE/1TC6tDzXH/C/JzqYUUFI2Ikdd0w1DHxoeHTw5sqy9bfXKZW7HSQF4QQqlfoVOAWjB5i7hmyBdGrphUeCq52a+vjDh0zDIipV4+HmuABgjgkvH4abPQEQpOBKcnlK5nOSOsGxBCXWLLLqOnAspUSklBC8UnGzWchxuAFT7bcIIZWj4MFJDojXE8GPJAu5UCd/xvoF83joHtIyGobtiP3l6UFcS+51huoPfHxKY0VkEAG7/QOZkDx04ok8O502/2nytTWuiADAH8tlKf+D7kTZ7vJKQ4PP5TNPM5fNj4+NY15BZsWbR4QOMsZK5hGVZQyvXT1zzWiBkV23sHgAdalrsT//H1//tLR/9VWf6B7PvEhKFyxvhz1xWeFUsFnScK6MBx3EqvxS5XE5wOxSOAoDj2JZl4Ww+1sn4wR/uf39tcGlAr07mR37f/e/Lai6Nx5MAoSr4hGUcSgV/DMQ5+1UMbMsvuE4oBgPUtk3Lkd78UDRttSzBKPGbVCkwDJc2DpQSpdBxpKYTocBtLFi224WAicloU9M0OX+MVDfcb3lwwxyTTwCoYWM76X0TvKXb3mAr08eIG+z+8sF+aUdlHRXRiUERAPrsNUNO+wr9YJ2Ob1v0P59PPvn0zAMXWOx3LrP9Syrn6x/VJxtyL/g0QkhHx4pkMnn08MnGJrum2tPT1oRWBpaPDZ3IuN9fAAjGCj7aWsR7GY2pqNnS1tbGmJY6cuRcDvWz77zsHdes8Zzk3KtKcJbQBbCk7gOvYoylH70tEPf2bEoiZUoyoAxRASUKCQb05s2t/9QQvvR0x9BaVwUAuVyWO/bbr1hfGwnc8dDzBmOE4M1bVwDAs8fHTsZTrbGwRknOdhjBa9cv+c39948lczOdQwcn+PrN29sbYlesa+vp6R5P5XRGASAUrV7eVJXK2UoBlyrsRqsH/ddf3D6TzvePJW77l19evnbR+6/fcaLveMind3Z2PnBoWNiUEerq9G7fvhIA7nzUyy9zrTvTln39xqXHjnV/8VfP7Fq/aNvKts/duLNvPPHFX+9tqw787Je9acuu9vt5IPaWV6359I8eWxQLZ22bEQKAYdP4i2svWtFUVcKciLhpmfVk99hQ+pXkhv+/jHMR+5UnJqK4AwDINKUUlriRrq5sjqKvBAXhheidG2O3EwKEopTKBTGSICIQgYoSSvCFjeBQeQRAWvbVYBqlpOjvqJRUiumyFG7hFmtVRerd2RWMBThcKaGEU+yElKhAyjUlUS5VqLVqsc6bJRfAqEZLbpOUIHGFi4QSWkw7cFukRCEACCEEEAVKOo4jhBTCsh0pRW4S9TWS20rTlBTS9VAVXEru/qikkCV657yLSjjiV3FP+yRBubt5ip5TiRuKJxUgguLClXFSguBeXEAFoDF2xeWXLm9fLKUcH58aG59saqxva53HbU8IKYTNGNUYdThHxBuv3zU4NPrswS7bEZ7SklJKCGUEAQkhzCVYulCLEIrocjwpJYBIXMGd5/yDRfeXotbQA4YlVb2ajXuRIkbCoVAwODk5MzE5bZp6IOBXni5EKSVAeOxWL4eCFPtbRWtRACBemCJU0j4r04HnJAW/yM0fxHxgRSDnvlQg4E+nM4SyUyV8AGBzmS7wl24CKRotlQsjtm2nU+mBkyO1NVXXXn1ZsILDc7rTNnUmpbId7r4GI+YlNR9eYd+6f/qLKee0bqWr14Jp4NFnLDuHOQa6pkmpXMMVBLBtJ50pKnvB5f8qKRUtkpOllOlUnuZ5EB1/EDUd123XY3VzN+mnSvgGBofj8fNDGyOE+HymEMIqWC+c7nAGYr9EYsqGyZP09wBAKLStFG0r8+6tHreq3HeYHlIzz688MkmvesuJgJa799AtLeMPIWMAYJpmoVAobab8Pl/GH7QiVUuOHaKG4fr4cc4ng5HhW9/h1DUAgH/05P85+NzSi9ZBrO3L//nD11xzxUWhjVPqvin8lQcg1bIW+TclnhgAzMTjPp/vVM2hUkrTzYmJCdPQCNWGRpNVPhqIlQ1mJzN9MX/rZKbv4o6b9wwMBozqyiXAsNbVWuvSoZ8UjGdf0Am2cji2KaWOCDpzRb+oa0wBcK4KBeECP0ox4KeMEUaJVEAJ6pqb7oOMEil5qVzIGObyQnClJBk6WasUEJSBUD4UzmvaedjKlwIerq5746x7CVWDdrKODQ07S4/ZF78Mg90lQNyWDCGql8V+QadjpXFgfWTH+siOPxKx34tjeJ5HHNg/ajT96zcf/uS2M3n3aDQaDodHR0a6urqWLmsy9SgA+FjD8mVwcqzT5tmw0V4xVU2F9ZbmpqZYLJYtOP/PHY+9eWvtizvI1+9Y9oW/uiJgaqddd+Yr3yhv41JOZcLiRo47ys0YowyYBoQCNfyrGv5iQ/OHzuR4/P5ANk/jyeSrN7a/emP7V+/bl7ccAPiPB/bbjmiNhZMFy2RMZ7Q67EtMT96//7j7kWXAcLh4rn/89ds6nnn24WuvHrx89c6fHxhdvWrJV37zTMqyawN+YdszuXxNwH/9xUsB4O693ZSQVL7wm/29Tx0Z+se3Xr51a9vBgwevW9dc2zf+WM9UdaBa1+iudW3xTKFvNHEykWqNhqv8ZsqyTMYuWlz/naceS+YLv93Xt3sgu2rDxvaG2OWrW08ODgxNp03GhJT1NbUzmULB5holUoFO6VQuvyQcWdFUNZPOD06kbvuXX964ZfnEtcQzAAAgAElEQVTbL9/Rc+xoyKd/6d5HX0F9fxRjYmK6rq763OegdD6nM+YzzLNK9ivtaK/f+Ff37vkmIlgFz+WsZOhSGdeuis4oRR+XF5jFSLHQSwkCuFiIVCbvnerUcspuibp9K9cTkhR9QSglnukHIihvn+i+UsmgeOHwBsT5xdnBKjZ10vLi6RVI5R5nEQEqRASqQ5SugFyEE9d+xG09KVCKAxB04S1RSgF18wlcQEMRQAihAKVwbIfblm05tuBuIUsx8EuRsQsO01E4HqXTtXUpNWDLJqCnLHxMx+qJZkldcVZp0iRSAZVeb1UWPTtdgiQiSoUopJKIBNevWXnFZdsBIJ5IDQ4OV1fFVq9cvvAHxLngXBiGBgBciEUtjYtaGg8f6R0am6RIKKNFHR0gEMqoewE9HAcKCQUFRSRWcvFyf0OhsgVV8X+VEsuK/EYFAIRgfX11dXVkbGxqZjoRjYVd1VoRKColPI8bl/AKrqG28nCeu5Gt0MG5ZUksb3Cx2D84B+wngIxgjU8Nu2xPAAiFgsdnQ75U3tl9bGLXqvoLsYmpaPU6jjM0PIaIy9rbGhvqGWMu7joD/IOmoXEhBfe2qGG97VUNXxjJPdEZ/64l5yFoVVdh9VZc1cEeubswHtds6QguCSOEoK4zQCjkLCEFAlBGKSWcC6WkpmmmqTmOKBQsIpDaTrAWOy7WFq3UdGPuJ9IRedOK8G0E3f29mpqaGTw5et4vIKXU5/dxh9sLpztomq5plu3wBV3UGYSJDApMAgAibY1d1RS75pHubyjwruFj3zU++oE/e3dT028Hf8aim7L33lHFGAAsXVH9d3//uuf2jn37a/e7LqgTSFMti5cO9LjqRKXUjMKxq1+bXb3efamWn97xvh2b7wrqqT888vndcMnG1Vfs3AwAtXBTRO2YgQdC6pIAdsApn7+U0rbtec5R16urq3PZLCJmfvjAPxH/B27fsWqRZwsxkurKWlONkdUP93xtXdNrDo8+EDDnZtCH0m8MZF+TCt3p6H1nBBUkKGkQojRGdAZKAaOuXzQAgKah7aiASZAQ06A+g5UURHNeR2PEIlIKIKgCfgoAmYwQXGk6IUhSyUAyEQhHstU1ufPxjTttwANB1aofb9JOzAl2TzkvF5NPrmDKkibFcDHVfV/+ino22GE8d1ap7i8dxjvdzH+q79epf3VhLD1PLU41t7TUWNbgwCAhk4uW1GskDACtDWtL6QuCTPhpY1PjRXV1dUKq/7r/0CfveLwh5jtb1Fc6wf/84LWne0Yp+RmLSWCgsGTroCQCgiKAruUcer9ynywFgEIl1fKmm7ev+JRfP4vDC/jMgM88eHx4SY3//Tdc4tZV93ePWVxoVGmE6JRMZvN//6adx3p6e0YTtpB+v7FhafM9+3p/9Njhpmjw6++5PiWnuozPfWrTh090OQ/vHQqbwbFUpi7oNxgDgDdethoAHjzQP5RMtUTCXEol1frF9bu7Trav3iDyaULIxqX1P3/y2OoldUqp/37isJBqUSwSzxdCuubXtIZYYOjk4O6uYSkBKOSJnwv5XP/467Z17H7iwW2rR27asusnB8av29Zx11NHso5Tq/sLnE/n8tV+33UXLQWAHzzaCQAFh//48cMP7D/+D2+5bOuyZXVPHnwF9f1RDL/vvLG2bM5tnvHphlmU5Zw58Nu28tp7nvqGYwMoIBqqCjJnidvptp5KbcAXbPRRBqCkAgJKgucXUazmKIkSJJRcJNVplka3SiuV6xCp0KMNciEl8SxKvFMAMitQDSuAwFkH9zWvgKFjQCiCAlWBcpGCzw9VYj0iIQoF5wqJJCC5EKwYR6gAKRCkrlpOSOHiZZfoKCVYli2443DJOZdCcilQKSz2tAgFpyAtwgHRfWsplCo2/YrxfcUgh9ljqdPhMd0VSFDETapTCpnLcSJudgECSKFQEQnuUUlQqrmp4c233QSzJXzsjLvHluUQgoahc86lUmtWLVuzatmBQ92W4xStNbECbHv8Su8RUiGUKEsDi6pFApWOCxXrbfF5pd7grA0ca21tzOULIyPjUqqa6giUM99VZU8YixnwXkNw9na8+NrETXtHUvZEKf8WXnzfLwn+PBh1kCCn3KTpwoXjMrlXT0o5PjGVzeYXtTbV1lYRQh3HSaUyhqH5TFPTzohGzihhVOdcuMCGIG0JXN7g23IkcWdf5r55/yQYJTe+0y+F6jykjhxRM5MOIFgFGxAMrkzHFkglk+hwXQpJNa6jo7gRwNYWsnolhKoCPv88BzZHwpdIpAYGhzkXL9U1RNR0jWnsH390+0du/v4CzzR0jQniCCFOwwslYCxR/6dffjkHg1yy50b2HRh5tvIJS5rXBoPBrq7Oq5df845v/ayVO6UKVoYf27RzeXvHu/7n+749qZvxpR3Luw5QSpVSKS6nVm2Y2HAJ1HlWDUbv0b/acvETTzz5lqteNbCkJWL9X/a+O06uqzz7fc85t0yfnZntTdpd9W7Jcrdl5IYbxsYYjGkh1NBCII2QkIQQCAECmJIAJgHi0Fw+inHF3cayJVldK61Wu6uts7vTZ+7ccs75/rgzs7NFq2LJ5WedP6TdaTtz5t5zz/O+T8m7kK/0NpxwA3vHnEd3pKbGtCwhxOwQMCmlbdtciP95eBesXvrNy1ZXk7t8arglvEZX/BljZOfQb89dcNvcMyAC4fSHbaU36/85Z4ljzz2AplDGkBKkjKiMMYqGyYtF4VBEWxKClJZcq6bR/qHk1utq/7wayxedSkFNVdFwpEcnbt2zaIp0yiclxGoLp+SYmcfk0w12b1EOdZtr3XC/11vAw9HEfguU/W9u/uDxJ/udklP7FD7ydJi7HOfQNK2rqyuXy/V0D8ZqizVRD8MAAAgsaAptrFnR3NTEGHt4e/8nv/eH2fabx4P3TNO0LEs9urETwFQKKyAgQUIqKfZAXBZOxUCclJifUkgJU24ufr3l6g3fjwWWndw8rOlsTmYLR8YmFtQGAOBj1274wq+eti1RsJ2CYcT8njVt0S/dfz8A+FQ2Cd53Xbrq7+98wqOwI8nMu/7jNxcsb/vMDQ8/t++7z+8PvX1d7JFdR6gaEhKShnHe4pZowPPcgSHDdFpCwaLtWIJfvKwVAAYmM/9217PL22u/8I5NPQcP3HwBci6ffPKpR58fMBwMUFVjlBIyaRjfuOmyg3tf7ItnJEjFFzxvWfvt9219ct+RlkjgG++/XO+deOKFr3z8uo9PjsUPHR4MewLDmWxTMOBRBAC889JVAPDE7oH+RLo9EnKEQIR1Cxse3N77tivecAb1vSpGbW29Ucycwhc0LLNoW15NPx6xX6U0JQGvPecD9z71X0JIn0osp3Rylsmc0yCfKN17jKLVgsAGCVIIjkARRXk7j+WEApASJJfzozI3t7MiAqxYekxRwQkOpbqxWpYGOLvRd0LAjymaoltSlkmGQioqxMQ6KYTbcKyIVco5YIRSJAhSggAuHWSUcRBEogQg0uVnCsdxipZlmrYU7p4YXf6nBEkpBQQpJN/psxemQAJVCMJUbEYJ8rn0Tjk3bVUIQRBRSkIIlORwgAhI3U5JKRPdxSyMUkoZZTTg977hkgtikfCcEr7jH0JIwzAZI6qi2LYNiOtWLc7ljQOHjgjhyrBBuJ2+ktRRVnBVCY2VOsilEIGXfnX0efSuztZUKhuPJ1RNCQUD8miXoGmlhuo7EVCilJZtlfp/QMqel+h+a/jSLuRJDHikGYICngr9kEKPv9U/jUGTTKYSyXSkJtSxsI0xhkgQUHCRN41CwTB00+vx+Hye4/ykjFFKie1wIQQAMKKvivxpZ/D658a/eDTCJ6G4ei2uXguOg+kMAoDfJzWN5FKVS1WJKeQNIJk35HO2hK/nUH+xaL4M6zkiZjOOx6sXi+Y86Q6u1s+2HZvPLfZjEFyEn8uIw2Py2QTsdmCaLWpDQ+RA966W5oYe6qEH96OulVCETSjRU4Xuopo0TXN483UL77+XKtQ0zZHWjtFrbpK6B8amWp26ZSo6+9jHPprPjq2rCVWvJFyIeSQDiWRS13XGmIv6qo+KStLiZesWttaFAMCwssOZXZ2x8yfThbC25Ln+n3VEz20Jr4nnekYy++c7mO2OSPJvCt5H8p5H5hH7SUEBgSmoq5QgqgohBCUgIyhAMEYYk1ICY6RCG68+y93fdI1atpAgNZUWy7hKUQhXZb7gaBrlXLqPzKR9Xq/l9Z0y0nXWST0c//lziQfeWP/OGUYvKlpuuN8+c32C17sBDxaXGfv1EvAwp9hvufZCJdlvW+qxV0m6w2tiIGIgEFi6dOng4JBj+BxtiCpWWG9ob2/3eDwD8cxf/NdjT+wePIHKhVNKl7FtO5vNDQ0NtrW1HQsdljcwJe6SS6Iql2NkKW63dG4KEFK6TghSAGX65tVfXtz8ppc4DzUBb02gzXHs/pH4moX1v/zMjT97as89zxzIm/Ynb9jYfeDAc92j6aIZ1LWVHe25ojWeM6Jevdbn40L85oWenpHkm8+54k9ujvX39jRF/Dv74vfvPhKtaXzrRcsA4K6n9xu2jYBCyqCmvWPTSgB4bt9Q3rZ39cWv+8Ivbjhn8TsvuWDP7l3pdPryhdq9Lw4KWgcSJwtGXdBX51e+u7UbEXTGxjh7z+bVn/j+Qx6F9U+m3/eN3523vONDb73zuR0/f25f8O3rYg/sHEQ1aDpO3rI3rWgHgPu3H7Js3h4J5S0LEa/dsAQAesdTj+3qOYP6XhUjGokODmdO7WtKKfNFo0iIV9PnF/tVrtaE4Pkr3/jIzjvSKQeJQCDVFp1SzOzySSnn5SjBuQ03IwCp6LewnBjgyr0QjzP8hnOOiKU+WsnNERBpNa3vYOY3mn9a4be6CXkS2M8qQqf3PMO2wAHCCEhp27YEyQUQEBJICcRKQEDucADOKUHmJolLgpRQAAlCCiGkJTh3hGk7jmM7lsO54wI5QilQyiiCQCE5SHStbnQvM/KOT6e2WdJTCiEdR0ghy4TbORp9TMWIN4hAKSOMUKSEUQqIlBAApIQQRhih4KrYAF0S3YZ1q1pbGo8p4TuRa4BwHFNVGSFoO9zv85y1evHw6MTwWAJAEii7+JDpEB2ke1xAhaiLVXeXsWAZlU37AafQGs5+JCKJ1oTC4cDo2OT4RMLn8/i83qpaf2UPOIf0ohzjgAKkFG4APErkZb0kSCnKh+QpuR6Tl/J0j0I3Lav3aie8sBeLxZHRuKZry5Z0ejw6AFJK0Y1ZLPt5Som5giGkUFVV+tnxfRxUFca5ME3TJet6Wd2ljf8xZmzdPnn7nITPMmIk0cjUl+8Pn8C0zCHh6x9Mpk5+gfXrIBDsE2kQMgaEEG+J8GnNs+YoClOU+cR+QbIwSBYCQFGW+l0UVAX9cAMQQjs6l3/k4JBTKKQtMxQMAsDA4fGhfXWetsdUFhpcvqb+8Qd8KIei9SObrrLL/b3qceuG5erhfcNDhxa0T531biDnMTm97CixexXVgAv5hlN7Hjv0vfbwxYnJ4Sd29l+wzufXo5P5PoV637vxDpsXjzmf3sJmvbgxqfxaBF+cq9gEgvv8PgYAlCClhBIiAYSQXErXDFDXKQAwAoBgmI6q0opr8FTRgaCuUpsLKQWjaPPSGqHr1HFkweDVhbax0dDCzslTDG/KJp9X1t86w+jFQwpneZ5M8agb7vd6M/l0xX7VyX4vFi+M0LFl2taNkctWBs95dPyuAePA62rfeMma7IrG9wCcZKsTEUOh4LJly4xC3orYZQnfkz+4f9fMDWpAP1a1V3DODcOYmJjYu2evpmvNzcfYQgg5F7lLzvVz1dUekS5pvvaqDd88hdPImNLZ2nzfln0XLml424Urrljb8d3fb7t4aevP7ro3VSiGdZ0Go1eetfB/H98T8eoSYDyX92tqrc9z7pKma89e9P7bf/eJa89uaHJ0XV+9oO6JPUdipDiezu0fnCxYdtTnTRdNj4ctaoz0jib7xzMAyAhJFc07n9q7c2D8a+/e9MDDf1hYH/7zK8PbxsXWI3nVpH978/nd3Qd2HJ5MGMUan2/TysVP7T0yks01BwMeReFC/G5bz/Bk7rqN137kHZFDB/Y3Rfw7+8Yf3DcWDta+89KVAPCHF/sszpmUCOhVlJsvXAoA2w6MAsAZ1PeqGD6f/zS9MhfimGK/GfKkD1723a/e+36zAJSJGRJkF+MJPoUA59t76QBCSEQuBSBIBwmVCIQSKQmCREEQkcwhrZhdFCfEZXVzx0FC3Q6VaZqEEEqpy9chio1IZyduH7PVcTQzT8eBzZsvzecNLmwuZKFQyOcK6XTGsR2kZQsQiUAIuAnqQgjOhSxHIRCiKAwQpZTCcTgXjsMZs22bclVwwVEiIYQqlKAbGycJEkpL1id0gvRq3fmMSUgZe5cz+lzIN7vMy1S8vOUKlxhBoJzIVwkiR1IG3FNYv2tB21nrlkOVhG/pkq4TEoXOB5stBxE0TeWcCymbGmJNDbE9B/qNgjn17ZSNm90YnvLmuNwAnEMgMRPvTb9E4FEe6coGSVNDbSxaMzQ0Oj4+Ga4JMUaPVoYsT9q04wkpnZ3ozoUos0tLNwXAqJHZk74Sn9wTVUYoxYimTR3AnOcM+5gnghRiYGgEANtam6I1NWWxZckXFwG4kIQiIygBQMhMpuD1SSlPgJROKfF6Pfm8QcsTXu9Zf0XzDw5kftWd/tmpXfFmSPji8cnBodGT3GhKeWgs69XYSgSPBlxA3gRxHDWj/7jvFqqWpt1Nd7Btxz4usZ81T7qDjpEqfEIXLFyqaZ6egzt/nyLyk3+DX/w7LoTf51MV5av/eudVN9+yckUsvtnT+uPv7rn6LYXOJbNf8CxVfiYMDYzBulWVG9PpjKqpx9nnp4yJ8mWgulYipdQ1zbbtp3rvCGh1KvX6nff87vHUhSsLt122qr7Gv6r1RwDg02oAQGWeyYljf0fjE+N5iAWCc0A+7gQIAYKuKxVwIRglCOA4ToW36Z4jukqREKPIpZBAEQGEBNvmrnCbVTnT6jplHIomJ8TNqwS/j4EELqBY5JYthSC2jafE2WXGGDX7fzzw5S7/qtkmn27Aw6jdWm3yWeAya78uun6WgAlT+Bl6GRLEBK9/unC1m+5wTeN7Bgs9j03c/YqkO7wig1J4+6alTz7zx5fyIjsPj1+yrmsykbrrqQMfuf3h2Q/44nsueselS/Z1d8/zIoSQyYnJAwcOWLal6Rp/SRT6o16wmiIb3rDuC7WhZadjMq/euGwyW3jxwMDZXfXLW2ITE2MZw1YZRUCDejZ0Nf7iqf2Ww/O2Xev3JQoGI+T9l68DgHi68NEfPLigNvSfH3nj4EA/Ivb29u55cqtTyHg133g+H/V4rjmrCwB+/PhuAFAoGcnmGgN+i/PL1y083Nf3o4d2Bvzquzat+ou3bk4XrK//esvaBfU/eOaJTNGMejzoj1y+duFPn9hd7/fZnBu2wwiJejzXbuy6Ym2HizmbFVtRlNULah/e0UeN1KFRPDCcNGwn4vUUbKcx5osGvL2jyXi6oOtnUN+rY6iqlkplw+HA6Vor5xX7uXXZCvaLxiJ/duW3vn3/R5kCRaNkYVKRxgle6sgLMV/TLFzDOuFqh/MS800SQqgEpAS4RCJpCYy4XiIEj7n9opRU4n0lSMEdNwQdhOSSu/ny1WjF9WGbFnIgZ++w59sSSwHt7W1IgBIKUpqWnU5nikXTMMySLrEUBY6MMaZI27ak5ABEURhlVAqwLCtfKJhFK5/PFwzDskxHSIJIkRKCTGUUiRCSC+44XFWYxhRCyvxXQHSWHMzv58grhfNSgqKQYi5Rx5VtV5V6aCChFAFfqo9VGmLlbxlqIzVvuORcqJLwLepcMD8R/yRGJd1BVRXbsQFwxeL2fN7o6Ru2HVHtz4dQOhZKvwBBOEXtM5iWS6CprKOjNZcrjIyOCyGjkZCLzCuPQSClNp4s+0SXEeBcb0dOZZCVjzACsgGSAGABPfF3ejK7t/aYb017TdU7gUTaKFrimJlS4xOT2Xy+oS5WXxcjhAgpUCAiRQKuZ5I7M1IKKQkgIKGaxnRNOwlw6vN53CaSG1lOkC4N3dLmu3Rv6qfzpzsc5zi1Er6hZGHfUNpyxJr2mnLtCYIesBwoWMd4LlEcRuETX7/hG39+r7vMqarCGLUse/79kKaqihCWbfNjgUsheGJyLJWayCrecyKBp6VM3PY++OkPc7kcajp6vWOp4j/vL0KN/8h7Pzr76QrIf4rIc/UZdS5n+449lNKWpgbHtoPBwPy0CK/X62745ixeFE1TSjlZGKDFTXc9P9A92PfP7960uKVkWubiPQAwCtneQ3uzmfl26pnikZEjNvFM+Bdvm73COHaAIGEMVYV6NEoJsbkoWg4jRFQpuilBhZVWGEUhpsUdIVECFyVWiJTCcgQBrEw+pej1Mvc6QlAUTTeVBDweKiS3bWlZTFFOi/J2HqMXAJhh8ulj6KEyZ8vC60Psl3NkwZEBBT2MQBXhs8ULt7X95RnC5wmNf79r6xfv2rm358hsCV/FfvNoicoVcZBL78zn86U6F6XHLF8ezUhvzuHRIm9Y+4/L2t50WqciGvBuXr90+6HhJS3R/sH9XWff93dtNz+4Kw2Bhnu3HBjJ5JpDAUTMmZZfVTetageAXzy9DySolB6Kp97ypbuv3bjoPZsuPHjwIADUeJRfb+1X9Shj5LZNKwFgT9+4K7Sr8/tsLoqOc8Xqhfc/8MBE1kjmi//2+73ty89a1BRZ39EwNDQgBHgUhoDSE1zf1fCfD2znQuRMO+rzTBYMr8Zcy5bRZP4TdzzUUVdz+wevGBzovxyxt7f3ye5hM2f59cBQJtsY8L/tguUA8J8Pbi8VIs8c9K+SsW7thsN93af1TxyP2E9KSQlpa2/5y7f86Kv3vhdA2ia4+pkKj+SYxM5QDVkorhIokYsSqVOCkJKClEBAopRCSuqqqcrwa77hOBwkAkMkxIU9EpEx1UVIbgtiKkJPVq7iM7s3J4zGNZW6cj1ERRWMKUbRLOTyQkoJwDl3XR8pJQCO0NVKyrdt24ZVNC07mUhbtm1alm3bgkuCJXIlVSgljJR9JRlz20jSBasuqzCqRLOBupHMmJjKn5gb7wFAMKZyIVECIRWvAtc/p9r8UgKAR/dcdMH6SDhkWfaRwZFi0WxpavD5vKfvwONcGIapKIxSYjuOz+dZs6JzMpnpOxKvqu5hNZKqSsmowLYZKA7mvmvGjSWsN7ND6Pd7uzraJhOpicmUpinBQGB6sbF60sporGwAM5N2ilOv/MLu3qUdTX5vaTetAm+SE/SE9h8neKC6ce0R/1SLL5s3M3nrmJzTbC43MZH0BbxKJP1o3/dvbfy6q+IrOy4h59wVniGgENK2bcYUj0f3+72qopy0hlFVFffV3A/qZXUbYp9aaL7x+fF/m4fwOf84tRK+jGHv6E8cLSdDZaAyyJvzET5VDd1Swr/+4ra/eetPK+VwXdc456ZpzSP2I4TommbZtsPF/JrpVGoCAPLFAigBADDO2jh01kaSy6JlCl+AD484NSXPTDU+Iv1B21sKT39PQN7W2DhDFHngYG98fHLZks4lizschw8Nj42NTYRCQU07aiUok8kEAoE5S0UVr6PE0A29ufh15y7+pyVNs681h3p2T8RH5jnoHUj2H844kPEtekarnSONWnDmVv8URpBI19PLbVM7XEgJRZNXIBwAcCEoLaV+cC49KlMQpYSi6ZRMy6axu6d0xzMOeErQBplJehybeH3W6ej4wbxGL7NNPoMqeoXM2MJ6HeAdAZC2Zd7hlXSHM4TPkx6P7xoCaxrkW94W/fZHL1veFgUAh4v7X+ht8c18livhi0RK5RvbsRHRNE3btnWPPv/adfwZ94h0Xddtl63/55dvK97ZBAB7e5LjqX1W7B9vuvbNZy94+y3/fk9DwJcoGH5N9SgqANxwzmIAeHz3wETBiHh0r6oAwFvOXzqcMtIstH5Dq75714ci/h198bGCZVnWvc8fMiynPRIq2LZLxWoM+wvZ9APbel0VSoF6vBq784k9b71g2a5dL1rO/X99042/35Nqbu/8xm9fGM3mm4J+jyITBSOoqVet6wSA7z+0nRJCEPcOjb/lS3ffesnKGy+8cO/evRctgc7a3K+39jd6aynFS1a2A0D3kcRAMr24MXAG9b1aht8X4FxSenqdneYR+1U6fu7ZWFMT+uR137/n4e93T25xbFm5/s1f/WUKrPBeQyQSRhAIQYLUdRJBQmklZaHScXJVceRYW12FKUhQCOnG5xFCCZWWZRFC3ZC1GU7IM/FeVaC5PErZac7PVROqwZLzCZFSOI7fsuy83xCcO5zbtuNSOqWUrnBPAnDbyRYKuUwmly84jmMUi47NHeEoikJU1VWbSC6FEA63ARAoEkSVqQC8EjAoEIgEkGIh6SIaGTRG+NFl+4hw1YIrSo296YY2UygGEACZwjaetaqttVEIMTQ0NjGZaGqsb2tpenn8xGzbsW3QddV1iYjWBKM1wb6BsclkFl5GQ7MK/kOCsVhNTU1wbCwxMZH0+T1u76KC56qnpezzLqeInLJiRysqKNGy+c7uI+GAp7OtXlMVAHDj+Bwgx/32TmD7eG5XrBrvGUU7mTGOxpiWUkiBIMG2+cjoOGO0s6PN6/fed/A7yUnYPfD4qvY3ALqQW0oBtORNBAIkY0zXNa/Xo6oKgpTSIUBzoHMg7gc8oeEavXLOHadUw4hqy65o/kFf7v5dyR+c0EudcglfPFN8offYYi2fBkJC3oTZfMwdB/9gFoRLpZ4cz824l1Lq8ejc4aY5X8dQVRRVAcuybX7sXuXTk1NoWfgDDALUEZVVL/ybX/7o7W9+Ztfu21uWnxdUPhaE8PQO9Fh8/GBPX0tzw5WXX+zzegBAVcnCBS35gnHkyHAmk/5YesYAACAASURBVK2NReY8Q4eP7PEHa0Pheo/HM6vQw1VFsUwTAD52w0Y2y14oMTl6sHuXPLokjUN+dGw8m+ae1ucDzTuQzg3CBddcDEYQpUDL5lKCQglhWLS4UeSuk7PCiMKmrjMujVZTqevdiwiaSjmHoiXcM5tSZAQppVxKyxSqSovFad+X2w/MF/RcXgcJtfXpcM3pMgpyjV62pR67rPatM4xeXJPPRtbfY60cc9oYwYhGLS5Tlng9tLrcdAcvRb8yjfC5QNnvEj4fiv+8KPJntpfHP2pDnn985wU3XbjY/XVL98hf/fCJRLbw3x/eUH125/P5RCJBKa2gPsYYUxgSJIQYBeOYG9HSAjWzPjutjNvReOnV537F76l7+edhedfGhdYzD+z48JGJp9KZvu99+Oo7Hnrxyb2DADCaya1dUL+oKdIzkhiayNZ4SmK/cxc1RwOenpHEV+56Tlfpdz50VT6TJIQIIZ544okHtsW5IFJKy+Fhjz6eL3zyug179u07OJLKW1ZNMHTu0o7fvNDz34/u+sVT+z73tguufsP7f/X7z1+49MKWmq4v3LO3wRebNIwavQQvXZ3es/uGhtKZ5lDQp6pCyivWLRxOGSkWWb+hw8Wcz+4fclSVc/7DP+ywHN5WEwIQZ1Dfq2gsW7LqQM/ul+EPzRD7uYDJxXuVMBlErKur/eCtfzsWjz/3whPPDP3UyJfi++bYxlHw+qDV2oyECs5L7DwUVFHKydqAIEvWu0IgEiE4AEpwHXmPzfAkwjVPpIhAGaVIJCGMMkVRKSO9k7sRp4wwsinhCxKY08TlRGqybhm7vPunhFDGmKq6G1bHsR3HtdQE6TgWSLAdJ5fN2kUrm8lnshnbdjRVpQrVJGMKI8QlobrUUOHCSXfqCUEAjXMbOIhSMkVpatu9i2rVpj3OViMt55z5FbWr3FB4N2AcQAohSJmtWJmCRZ3tG85aCQATk8mhodFTK+E7/lEsWm5oPQCMTyQmJ8aBquVAhUpzT7ofpPJ1SZzeYasS0ZWavTOgzjRnyuquF8L0B1PKmprqTdMaHomPj0+GwyHGGOAUNbYCrQHcJrMs1StQVo5bCSUDMve4T2eL2/cMNNWF2ppLzRYGolMOGaAdFyo9jtEc8UJVi89x+Hiy4HA5oylRKa+UfhUiPj5RLFotzfWxWNSl5SiaQIRn9t27qu1SKCUTEiBACHErGpqm+Xxej65RigCCIPg0YBSKQIYxNimtJpjU4YR5bm4j0bJtN/yTIO0IXNPm2/xi4jvHSfg8hRI+h4vD47mjueAQxNkZXAQhoIPlQNGeJvZ75MB3PX50H2Dbc9e5XbGfZdmO7cy7/iiUE4fzecR+tQTOYmKbQwCgVlEur4umDPPB4XjlAZeI4le+8tUPffiDP4hg03RKp2EY23fsVRR2yYUbo9GZiXk+r2fJ4o50Ojs4NKppajgUnH1s5jLj+dxkuKYlGquvLry536wEeO+Va2c8xShk9+3ZalnzYaTxTM/kKCqhwfD6x6l+VImsECAFAwSHS4dLSgQhFABMR0CF8VEqNJR+drg0bUdK0DRaJoqUKhGAqAGaJq9ARNfKyBGSF53qgqxlCWd6GS4+Gsqkrdb21OmrXyWssV8MfWuRf81ssZ+HFFbpW1r5oYrRS61OilymXx9iv0I53WE24fO9Cz775MSv92S2nCF8Hs/4zFvO/uSb17s1moF45os/++M9z/QAQEONp3JBKRSMTCZ9qOeQYRhdi7pmXLwEFwQJO46AHzmvRCjka7nm/C8vbLzoFZwNj1p7w9m/Gh7ffffTiWjA85kbz7vx/OTXfr2FIF6+diEA3P1MtyNEwbK5lLV+31XrOwHgrqf3W5wX887NX7nn7K6GL7xj0/59e8fGxq5bVvPjJ/eaakxj6nguH/V7Nq1o+fJ/PW45PKRrKeK9/pxF/37vcxGvnsgbf//TJ9rqgv/yzv936PBDjz/X96cXLXxkR5/FFSm18Vx+Y1dTNOA9OJJIZIv1Ab8jRLpoXrqiPRrwvNAzfPtvt0aDnq/9yWW55LiLOR999NHHnxuSUivvRs6MV83QNF1Tfab1MpWmZoj9Znfk3dZffV3d9Ve/5Srz+olEIh6P7zz8WF/2adM2AUBlSoN1lW2ZZrGgGAoHSSQHKRGpEIJSLMPJ0sWYcy6E5EIoCpNSut6eQoidj/9Uh7mttEtLQCikqqqqKC5f3B2MKYrCFKYQSh469C+0akPDlGlgT554WN+MScDyts+1WpGSO5wJrWTrCAAO57ZdTCXT2Uw2ncnYlqVQhRHGGCOEEEZUysBtScqSsWe5LyeF6w0ppUJ1zkXV9akEl0MsfD5uPsL6jjh9Vp5zRxIKikbrQ9El6lqUwLkEIoREROECSYHSRXwC0etRb7r+SvcVD/UOgITTIeE7noGILuQzTWvv/l7BnWoIRkl594xV6IccDcjN4oWWJ6waHM6D96p/1nR1wYLmbCYfH58UAmKlHbCstPbc46ckYZr+dytqOlnGoC5mHI6nxibTC1pqayNBAFCBq1AAACo5x5cUz3DFqsbq5kl8MmeYdpnSiVUFUylKEZEEETOZXCabCwUDSxZ1UuYSQ0gpK4mBZYGQEoXAUv8cHYcTQjRNjUZqFMWtDUmvCur0i4aJ6mFoDMp8IyTIiROpVUURQroBjwDAiL4h9qnF1k1bJ79+tHQHOKUSPiHlSMqYIeGbMRSFqapq2c5sUO4SPg0LTKey+IiKQZTg850LmqYqCjNNSxwd1LnYmDqOzYWYq39DEf7Nb38pjQ8XYNyw7szMvHxwy/yHz//94UP7lzRNS2XYu/9gKpU5e/2q5qaGo3l1ImI4HAwG/UPDY2PxCb/f6/N5Z6ylUojk5EA2OxaJti1Y0F4GUWT2ts+2zIH+A+Px4Xl38EcGD3NJjeCqB5XgMTE8umpcCWCZghIs8Veke4HjpiWFkKpKhCxJbBVGiZC2LYgb+jx9AWEUpUJo+eQSEgpFxz39GcWZBcQZ9SxDjY956xsKp3UJPZjb0ZPbdVZ402yx3zSjF9A9DLXXjdjPJXwanFc7fLqR7hfFrl8fvvQ3o3ckrLEzm8zZ42sfuOSmLz20orHxC++5KBb0uCWw/7hn61d+9fzsB2ez2Z6envH4uKIorrP61DrDue3Ytm1TRkPBEKV0fshnWyDnWh4V5jl35QcuWfcXr5L5aapd+dEb4Gt3PXnJiqZFjZFvf+DKJ/YMXLyiDQCe7R6ayBsNAV/OtCTIy9csTOaM/YOT6aJZ6/MaRnHLwZEbv3TXrz97896evohf/8gVa3LUf9+eRDxdeM8Vqw/39W3tiRdsx68qS9tbuZDJQjGka0FdY4S8cHj0z+94+LqzF73vltahgb6gVxtO5H61pbdGj16zoQsAfvLobkcIhwuT86jX41p3PvJin8X5aDL/1q/cs6EKc16zNHzX8z2WrAddPYP6Xl1j8aJlW55/2uPVXra/WBH7KdMFuC7OcXcDQghCSUN9XVNjw4rlyyzrfUaxaJqmZVuWaRWLRqGQF5y7rpGEuE3+soKtlMVNEMG1oOSCM0YFl5UQhz0PC1TmazotWbSYMkpckVpJaIEIQChxt7mCmKxqJ63qOC2p7+jcVMT5NqoVJFz9AyEEgBEyzbDOsuxcJpNMptLptG2aCMgYBUSVMSSEUeKSW8twFmU5tqBE6QQuJaAEUbKIcW+XVS6SuDDQtVB2Htz9k6IlJcDKTe8spbEjAoJw6aFSoptTBVixGVnQ0pyYTEaiNQDQ2dEmhBCvxD6AUoIEORfdBw8bhcL0hZ52tjf4vJ5EKjswNP6KnHqIGAwFAgFfIpEen0joHjUY8L/EaeJcHhqIj05kFi8oET4BYBEMJeXJePYGdBYLaABQgXypTCGZMRAQkEApBXGKKFPShwKYphUfn9Q0pauzXdM0l7cphZTInzn8I8ULhAB3gFHGhXAcjkQoihIMBnw+r6IwglJKoTLwHr1QkEFfBnwL5chJNP0IQVVVhBC2XWqgBNX2Sxq+Olx4enfyRzPEfjMkfK4X0UlL+BI5c89g6mgSvilka9q6rumawjm3HWe2YNKjgqZAwQRHACBKgQASCQA/5mcnHo/uONwyzXkqU4wxxuBo6Q4U4bNh+dkw9NrwZBEGHAAAHeENHnmDF8I3vjGfGevqnIrPGjgyNHBkuLOj7eILzmaMHccXRFpbGuvrYv0DQ2NjE5FIePazHMuMjxws5KLBcEOFKV29Qg4PHR460iuOjoMdSA4OTRTzxNvxlN6wB1EexzkrK7pdCSAEmCYHBIJoOUJKNG0uJdiO9HqQEkRA0+LoenKKGV0KEEI6tnS4sB3BGBECTNt1rpaSS9MWlUfazhyqJQmQTPh9ftvns08rY12C2Jr6w57McxfGrp0h9oOy0UufvfR1KParOHz62FSk+xJ1e7PSe0vLJw7mdjw2frcjbTgzqkZtyLvzO+9Mp0us+LueOvAPP3l6nnD2ZDIJCI7j2NOZDJRShSmqqi5fvlzTdI/Hw4/CTt/a981n936vmBeclwQNKAAoAMLKzhuuPOdzfm/dq22WPnXTRYeGJ2+/b9utFy1zId/O/jhIiHj1pFH0q4qLxH7+zD5EDGpqPJePeD0A0NEQ7uvr++2WA1nTfvem1VdfedYNl6o/fPjFK1Yv/P0DD0zkDJ+q6OHaqzd03v3H/X5VIYgJw9AobQ4GLlrR+pbzl/3V//zh7EWNm9dv8O3f97Ea356BiQaajyfTL/aOTeaN+oDPkULX2aLGSDJnHBhO5m075vVmTfPZA8Mu5tyx/1B92Pfhy9eMQ+CBfYNnUN+rbqw/65xt25/TPS8f8BNC5IwCJcTv8c6g/FWMPd3LvBRCURRKmSvkqGBCITg52XRpKeWvjx6fUGrFaFrJJqWCgabEgaXbZ1arq5Cem4w37+5hbkz46W/f+NWP3jNjAwTlBmClQG6aVqGQTyQS8bGxbDYnpKSs5MWJxI3KK4d7u7iPYMWp05WKESQggRAUQkAJr7oREGUyIQAiqS72KwqV5d5WWc0n3T00EIIgSdnJhRBsaqoHgAOH+ttaGgkhiKUQiJfnAKtQOgcGx8bj4zOwVntrQ7QmKIQQQkTCgUg40Dswks0VX5GzDwmJxSKhUGB8Ijk+nggGA/O4WRznyBfM7XsHIiHf4oUNLiCLQA4A1GMBpLuGf3Ku5yb3Z12lFy2tr9yVM8z4ZHYaxJsSsJZOJXfOR0bHAWRjQ20oFCSESCEkEEEkAQkSk2KvnxDiht8KCQBMYbqueXRPIOCuBlKh4FGBHMdG1gRFAAKAF6wTPkgI0TTVth0uXKdE2uK7uMGzcV/qp72538EsCZ9tOwNHhlOnX8LnlrFzOUPTFEVhbq66M73ODQAEwa8DFyAlcKfs+3p8gzFKqZvsd+x0h3nEfh0KdJRpDn8YwM+5ncvWKRuVZCq9b3+P3++tSPiOf6iqsqhrQTabGxoeE0LGojWzP2EuO5nLTsZqWw1PKBQMundnM4mD3TvnoXRyzE1MxpMTUo0diqx6/GgSvqOs26XAF8mlq7WTAJbNLXvKXFdIEEIWihwBNI0hBwAwTIcQJISUayhYLDpSQrHIbUdSgkwhhBLOpWFwl+1ZLHIuwHFKkUVTV42qdfRIfw1BEY3lYnWndwUrivzRxH4EZYe6r0U51G2urYj9TC7Trw+xn+vwGVaJShEAuq11Q87CldqWRf41zXrHM4n7DuZ2nNlnVsZ4uhAOBQFg78Dkn93+8N6BmUvim8/v+pu3np2ID5YLbUWQ4PF6KKPV2ypCSFNzU0NDg6ZpmqYZRpFzJxwKVb/UcOqZx/Z9LpEcNA3JpzMnwv6Wt191R0N02at2ojqbon/79s1/ePEQl7I26F3dXveDj1/zrd88/8KhUYZ44/lLAOCp3YPxXKE+4KvzMy5E0ih+7q0Xbn/+2b54BgC+9dAe1tB17dmLWqNBI5+RQvo0xXZECpRLV7X/4qn9jhAZ06r1ebOmxYX408vWAkD3UOKp/YP/94Tvq+/dTJ2CohwcHR39w/O7rXSyxl8zni+Ede36DYsA4IeP7HAT4ceyuVqfVwCs7ajf391977PdTKG3XLDsrVdveHD/4TOo71U3KGVr15z94o7nXzbg525fhJSZQl5lzKvpLp6ZI+PBlY4RnJ5sS8hLkIdVpEfzQBDDKJauseX3NOO9SY4zugfcOS77mfmHbUF1vaoCNd1gbvcW27Ytyxwfn5icnCzkCwRRVVUhhBQC0RXcISkrwXJWPqAGXEN8lFMxb6ScrUcohUrknwQk6D7dpRoKKSqbeqaq3OElJWZZkYlQcoRBScoTRSqbs8Wd7QAwPBqP1IQpRUmkcPMFTx/eI+ia4YyPJ/qPDM84nmLRmvb2ZiinBa5ft8LhXEroaGsEgL3d/fPImU7rUFWluamuYISGh0cz2Ww0WkPwpQogE+n8czsOdbSWCJ8AUAuZgDTY0QUnBMnPt95x3cp36W6idBntDE2kTYsTADf/RIJEFC4NGQCllK6BZHJy0nacWDQSjYRdYa3gHAgldKrpTBlyZ6pi4vN6An6/x6NRSgEkQenTYJYTBzgOLxZNDM2RNGMDG8ZYUOZrIaXCCVMuFYUpVekOjOirIn/aGbx+IP9otYRveCQ+OnqSPeH5JXzzYVrTtixH19US9nPs2edO3+AuhYFtw4nKiBBRURWmMNO05k93cMV+33rm8+/f8Nl5HrbzhS1vWPOmqjdv7ty9HwDO3bi2ob72pA/jQMC/ZLEvkUiNjI7ruhoKziH2mxg/Qulosdiie7w9B3emkhPzvGAllSG8/v55JHzzQHIp3PhUWTA4ALgR7V4dCUEhpGlJ0xSmKXSNCkDbFqpCZVnjB1w4jlAV6lp9CiEdLt27bJdsLwEACga3bAmuGMktRKpE0ygA5HLcESU9rXut4ILEx4K2QwIB27SIpgiPz6b0tKxU84j9VLRW6VsW8v27zY05EdYo1urkdZLsJwASltApBhUkiDkR/qNxRatycJG687K6W5b6159xeamMT/3X42ctbTtweMiV8FWP5W3RL7/v4o1LGm3bSZSVwrqmO04pfbTaOg6RNDU1BQIB0zQzmWwoFGxubKjEfhas8Yd2f7x/ZJtVkLYpbRu4I6UAQkBhnhs3f2X1ohteE9P1hrWdjuPs6xvsj6cvXtH2+Vsv7hlN/vSxXbGA94WekZxhRX0eLkTOshVCav1eFZxHXzxECeFS5Kh/ZVvtd+7f9r7NqwcH+7ft/8bHr/3Q4Uk64ATu+eOBI8lMeySkMVawbIKwcVETADyw/ZAU0q+piXzxz/7zgUvXtH/kqvMGDvciYmsseP/2fi6YQjy3XrICALbsHx5OZ1vCwfqA3+Y8XTT/+sbzHnn4keFUniJ++w89Q7ReAj+D+l6NQ1HUtWvO3r13+1FTpE/bmD/Z79SOin8MJVUdirnGwZ5eN2Z8OgATUO6GlRqNVV6dM36o/CpPEOV8894P3nbJl8rPLz1dgiSIlDFCiGmaZtEcGhxKJVOWY6uKAojc4RIEIYQSVu088vTAI2P9+Xdf/o5pdiQz5pkgQfcf6X44KAm2sFrvpquaQ+1pOQICASW6TUMEQKRAgEhKp53mTQ118fFJJDTg91JGhZDiNICragnfnn2HpJiGy31ez9KlnVCVFrh0SVexaCsKY4zYjoOIy5e0J1O5I6MTr9Rp6PXoXZ3tmWx+eCROCIlFwi/5gIdDA/EjI8klC+t9Xh0AXD6kBjadkjiUvuBfDv5E86Bji9/u+fGfN5Qi1wbjyVzBKrd2XV4buOWDSrYeIOQLhWQyHQr6W1uaVFUpVz9QUSgXgnMOFCghgAQBHRvcykBDQ0zTVFKSZEnPLAkfAAghxscTg0OjixctmKcH6hI+YzIVg8xJLCIzCJ9eVrc0dIt71+RkcnBo9PRJ+I65ZBmGyRhVVUVTVc6F7UxrTN3xyNe9tcjtk6ylIKKua4KLomnO04qnlKoeRVOY5fCjLWhmsVh5z/u7eyYTKTeVgbxkAydEjEZrQqHAyOi4K/abTenk3J6MHwYARiEWi8x9kJj93btTlkgdLZXhuK6VasEqBjSVKgzzBYdS1FTq0RgiMEotiwvBTVM4jhSKRIK2IxmVWKoyIkgQEoomFxKFhGKRSwDOpWkJQkmxWAJ5pR6ZrMwAUFaS+/q81O0EcgmZjCPLxoSTE/6J8fIzJHg8VvvCtKqeFsQ1T7Kfn2aqxX5usl/GlsXXgdivyGWRy1DZ5eWIvWjMaT3j8jJ7fPmXL8AsO4nvfPSyN53XNdt9F0tRXNKeTkwIh0OImE5nPB7P4q5Ov89b2dg8e+ifn9/3f5bpmAVpmVI4IAUAAqN09eLrbrny9tfKRKXzRZQOkfLXWw4+8mLfnY/v+fSbz+lqjHz+bRcDwC+f3suF4EImjWJDwJcyiu+/eG1394EtB8fiuXxdMLisvfnZ7qH/fnTHAy8ceselK//qz/7vB//3CU0LvHXl+77wy2dag7FM0dQYUxllhNxy8XIAeOTFvqRRDOqaR2EAcP3Zi02b//5g5gObzz/Qvf9mj9ozktw3kjUM48nukYJpNwb9NuemwyVAQ9DHreKD2w9RghRJimgPbuutCZ9xc3kVA79VK87qPrh7HiHE6RsVsZ+mKC/Dn6s08I6G+7ZufZ4pnlLTrOzYIbgjpSSUUMa4Z45u4Yyg9pPbiCVzmd7ew1KCEFJIIQV3pXQu6kNEx+bcttKplGVbbjPQsS0uOEEyQ9CcLeYBBOf8fx/9v9s23Xqyk1X+n4BKSwmBcoohO+U0iIQQQCBA2cyFu642CgB9AyMN9VE3+kKKEsHvlIyKhG/fgUOmUZx+YLPOjjafz1tJC1zY3lKxlnHTHTRNAQCH85qwvybsPzIykUznXpHTEBFDQX/Q7xsbT8QnEn6/x+f1vsRpsh1nz8HhSMjX2hRxxX462F0w7EwZmQIAEIKWKQhFq8gBYCKZjSez7iV3yoMCsdzcc2me6HA7Pp5QVaWtpdHn81JKy7UVAgicC/frFkICiJ6J55GgY8nytf+d//iuXwKAxsAzF6RzW7Iu4tI17ZjbpQkMJ2WgDeInJfYjmqY6DnfKzfZCwTjcN3i6JXzHMxyHOw5XFKZpCqWq43C3TgEAUsm7caa8LP0iCCd6YhFKvF6X8GnNuWp9+5l/BlX+5Y8+/bX3/8fRxH7ucCV8Lc0N11x16UvnKlcPxlhrS2NtLHJkcCQen1vsd9RTQOT2dR/MJB1P6/M1rduOR8J3dCiPiMBc5zAEWrIiQq/GJIDtCErRo9NCgdsOuFezQpG7JRNFZW5wn5ToEjvdkNOCwYUEcITr20kQTXPqYPfohCnEvbJQgiCBMeRCSltqGjEMMes6BABQyKvde6MLFqYDodOiK6sk+22K3dji7Zpxb4NypJYNV5L9wiq+ftIdZsf61bOB5drWi2LXLw+c/fuxn2Sd1Gv9M9q2TU9dN/lPr1r1t28716fPvfczDEPVVEaYqqrecsyvlLJQKCiK0tbSHI3UVEpLPWO/fXTnFzKZhJGX3JaWBYIDCEkYLmja8ObNX2yMLX+tTHLfyEQ0oBNEQHyxd+xIMgMAn/rhI5vXtH/iuo0A8OV3b/7snY/tPTwR8erpoulVlWvO7vzvn99dsOw6v6+g+q9Y13H3H7vr/L6iw7//4PafPaF+7Np/bfbFn902+rErlj+2q3/LkbwSrh/LFRY3RBY3RSazxoHhpE9VKGI8l9/Y2bi4KXJwJPH4zoFHd/b/060Xr1/Yoe/e1dVY8/TTT//y+QGQXgmQLpoxnzdVNG+5cPnO3bv3DyVTRjEaDNeHa+K5Qk2YnUF9r97BmLJ86drevu5C4RXY8paS/SzTp3sYpafvryBifdOiyfihSh7u7DE2fERQr9vtkwBSug4xsiTMIAQXT2E8lwo6Re+UM7HkCcE/x7YP9/VLWRLCSZCUkIrjN0WUAAQkQVfBRySXQEBRGHHtA4SUZYLms/2PCQRCsGic/IW/Au8QXd8cN2GgEsYugZRsJLHcHiVH6dkuaGsEgL6B4Yb6GFJEIgWX8qUxPisSvv6B4YmJxIx33t7WHI2Gq9MC21ubZ7+IadpupJtr7djaGGttjB3oHTJt/oqciUixoSEajYZGRsfj44mamhB7yStnIp1PZvINtaHWxigAEJDVfMi7D/9cDUMhDYyiY8L+3lFHCFJu9boniiyDfSjtXOVkImmaVlNjXTDgR0Kq4zfd6qwQAgnlnEuQCio9qXv0oJACCUFEmZxwFApeFWd3g6pNU8KhYHNTva5rx2NWyJGaUlHBcYCcBOGTMcoYNQyzt+/ISUv4HC4Sees4JXwnstNyHIdrmuK+SdOyhJDvu/jv/ue5fygaaBZLDrU//9lPFaa96ca3nCh1wk13sG3Hni32Y9LKc5DwV//zqS+/+2tziv0+/ifXP/PHrX6/d85UhlM1dF1b1LUglcqMjo0LIY/W1pu+edoxeNhSYwfD67ecFKWz6uhyiGn6AFFwKFrcqysAoDKqKdRdxRRKJAPuSEC0LCElKAopmgIkqCp1iqUZExKlhILBuSOFBClB16mmEK+XObYwTYEARlEggqYRphBEUBVSYuJIYIxwR6gqCOmoKslmZjHTpXsckoMHa9asjdPTtu3KOqnfjN7RoLVfWX/rDMJnJdlvn7k+wevV1xPh0431m+HyslJ7rkGD29r+ckvi4W2px167Tb+OhQt6D/dlMhmfz/cSsd/FK1u++oFNbXXBeU95nXPe1FqS8Lkbhmw2WxuL1dfWKkrp4E7kux/a+Zmh0f1GTlqmdCwpOAohESAYiL5p8z+tXXLDa2WGDw6ON4Q9tUFP9ca1tSaYLpo6o9GAFwC29Axv7Gr6l1s3TWaNL/3qmX2Dk11NNfGR4Wf2DAkhgUJdbf2lq9p++MiLCqEEwaOoIwleWAAAIABJREFU/YnMt377/Hs3r7nuypXJ+DAhZH1X8bcv9DjEu3l1OwDc+cQeIaUjRM6y6/y+6zcuhrJ1p+Xwj//gwaaw/zsfuiqXHD9w4MAtZ7f99IndEyIc0j3xXL7Go9984bIvf+9/CpYd9XpzzBciJOrzXL8ueAb1vaoHInYsWDI8eiSRiL8ib4ALMUPsd8o/IADc9hdfuvObfxUf7J37MQA26NKtZyOCEC49kjEqkQgBtuBqJUReAFIJcsrDU1YitiWcuLE8mEWwPQ5AuZsipcuj40JIISUjBAkQEFIQ1xucAEVKKJFCmKalahoKKREQ0XIsJEAIceTxbn9dO8/SfnFGUIGUEgVIhLLb5xQoRBBCEnSz3o8xFrQ1JRIp2+GhUIAylELykyJ8ViR8Y/GJvv6hGZWCioSvkha4fOmiefbBQpSpdIpi2zYgLu5oLhjm4SNjYlZy2sszFIW1tzbn8rmR0QnhiGgsAi/tXUiAkfH0RDK/sCUWDk7jyAnFoqgAWJQRQG5z7n6tJcBHQEqQiO6xiECy2Wwml68Jh1qbGyklEgCElCilI13ZrZACJBBKuMORoNfrDQUDdrejccLFVLXlb3908zc//KtpGyaH9w8MuYhL17W21qaKVOMEdl1ADmFzjczWQeok0h0Q4eQgnyvhyxWdupB+Og4JKWWxaBFCdF1llNnS7mxblfityGdAcJASmAKWZScmM3ffc89NN954EsujqiqMUcuyK2K/X714J1Ukz0lCwSyUblRVhXJqOzYXUgixdfsuAFi/bsU8qQyncLjpDhMTyXh8QtfVYHDuXeNk7lD37hTq48FVTx5HKsOxh2H4QRBAyBtcU4ksr0JCSiJRAjBKbMetjqAAaVqiaArX6ti0HLdZ5/EwkGCagjtSAqgK+jwMCWEK8WgUdZYSlsNBYaQUAgRACSoKVRSCABQRCUqV5PIOo2g70uOhuRwnBDSV2Fxa5lTuKAD09QY7F2dO69cxavb/eODLK4IbL4pdP+MuDymc5XkyxaM7i+e93gifrstLjUYUggCw2zxn2FmwUn9uY+SylcFzXrvRDs2NDbFITW9f/1h8Qkrh8/lO6Pr44WvWbO9/Em1xx6eu2rik8dgne0140aJFAOD3+23bSaczsVi0WsIHAA/v/vTuQ/cZeds0XEonSuGW+OkF69954+X/8lqZ21SuYBjFhrBnRunccrjNOUHQGXvj+k4AuP03LxQd57NvuWDNwvqvvHfzQzsOn9XRsHXLswOTWUBQfMGLVrR/63dbAUBjNGEUHSGaQ4FLVy+4buOiz/3v41LKv77xvL7eQ7d6tdFkrtNXTKVSj+7sG0plW2uCjDgS5BtWLwCAF3vHxrL55lBAgJzMGrd+7f/d/w9ve2rLtrqw/7aLV9JA9L69iYPDydUddfu7u5/dP2pzThFjkZgjhM35skbvGdT3GgB+zY1tAX+wf6DnlXoPp1vsRwje9P5/+PHXP52dBW4RAAKrFaa4tEpCAYEQWmqtIQEQENcfjpY2YaV/hahidZZ7gCUEeOJXN4WpjBFFVRWFcS4YYwSBC+m6rQjOhcO5YwlZcsVEBCkkElRVtWxWAzuGt2peYhqC0BOYQpdNKl0WPEwTJVZyC6HKwrSSZl7hwSIcm2AWiYQBoPtgb3tbCxKkSKSUx5/uUC3h27p9j6Yq1ZCvIuFzGXq6pi1Z1HGcvTKXSqeqDBEdzr0ebcXitvhEOp7IvFLngt/n7+r0pZKZsfikpinBYOAlvqDt8AN9Y6GAvrA5pqoKIHSPdwNBylBKSRki4u/2/6q1uW5taJPr11L+ehEATcucnExpmtqxoE1VFCw/onQslC1+3IawEFJRlEgkHAwGdV1VdAQAwYGXI6eFdO78+d26psZikVAwmM3mJyZSwVBAVVhLc2N9XS3CHHnlxzmSGEhCoElOBKFwulF7tYSvMex5KS9Fj+VWJYQomiYhpRSZ2z9yLwB87Z6/+uAVnz/Q05/NZnxeb1vH4pewPBJd1zjnpmlJIUeLB70BBcAhdBolnlLCOe7et38ike7qbF+xbBF7Gbk8hJC6umg4HByLT8TjE6FQsJpQKoTYvW9vJm34Fz+sxg69JEpnpSLJUfJStw0QiqZwLWelBNMUFrqqbyKkVBjx6JDLOeWLwlQCpyNkJudUCoKEoM/D/H5FUajDhWHyUq7qzCsCAQCVlaLf3Q+jKsTRpFteQQJCgKoSBcC2HCEhEKAEMZvj6bQ+OOA0NBVO65cjQezO/LEnt2vOdIcwnbzQ+7shu6PbWve6InwKgElTeCn6FSSICV7/RP76ldpzDcqRW1o+sTP9zDOT970Wm36api1bsriluWn/gZ5cLscYq9ieH3Ocv7xpz/fe5ZjGbAnfnKOzs8vr9SJiJpOdLeHrGf3tg9v/LpPMGzlpFqXjgBQShKQqCgnnrXn7uWtue01Mqekk80ZKxdrgXDlqRc4VSouO0xDzRQOebYdGMwUrZ1mf+98nOhpCn7vlIo1Rj4JW0WivCx0ZT8c5u/mCZZ/8/kMEcSJfiPm8FucE8daLVwBAXzx9YDSxq3/8o9ds2LB+Q/f+fblc9r5HHhep0QZ/JG9ZBMkbz+oEgO8+sFVK2RDwTRQKIU1TKF3QEBoeHn5gW+9QMn/LhcveffHFl56jPrTj8AVLWx5++JHxbIES4gnFKKXjucKq1lruOPSv//rTZ5DVa+Gs1qOR2lwu43DnlXoPDuembRMkp5DwWVksNF3vWHVBsGV1gQTz6XEJxN91qRbt1GNdnmCQC04pVVVV13Svz+vzevx+v8/vVRjTdB1Vg6spRUUAcLdeUqKUpYjkEgIUUz+4Ij0XHAKUbjkaGqQULl79ptraWH1dXW00WhOuicYikZpINBKprY1GopFQMODxeAyj4DjccRzXe0UIDiDLJjOAiNuGtvh9fqNgWUXu2HJbz4tnLVpbPQmVcAcXN1a8OacC+xBAytGeLY4DEqBt6TkgsbS3J1U5hlNNQfeJMhwKNDUc27UvFq1hjO7d3xOL1rhRisfTlaGUEEqEkM9v3TExkaw+NhSFLV60oKmp3rLsvv6hiYlkW2tTLBo50eYD50IIqaqK22j1+/S6aCibMxwuAHDagYRYPVulVItpR1oZCsG0OYJpt1Tng1TfC5WcDK9Hj0XDRtFMJtOIWNElYvWfnPVHpuD6VIh86T/LdsYmM7bjCO785sivgjUq59Is8GLBsf8/e+8dZulRnYmfU1VfuLFznp6enBRGEQmhjCSihZExYIy9a3DaJTrhgLH5Oa69GHuNWRYT7LVBmLwEk5QTEqM0I81I0xN6pnMON32xqs7vj/ru7ds9Mz1ZmhGqR4+entu3b/hCVb3nvCFUpMELvQu7LuXcEkIIwTm3EGF2dj6KZO+q7u6uDtu2LUtwwc2vzdMsyxbJXwhhiUwm3dLS3Nzc5Lo2Y+zB3V/lAoMKBT7JGIjATWNversQvFAsHRwYmp1biOM45VhNjXmtValU8nzP8zzf97SSERMLylqU4xLl0QeAEi7pW+bAs0DNY9L/KWG6BKkUhOKEd1dSqvGTceycK4dPHpodmvWMlX/OtTKumCws0Zd2NqYA4LgPXrq+46ZXXGBbYoWKFePLYaFSenXDJYODI0TatiwAaGhqOU3yFWNMCLHz4FODfr/lML8kA0/KSP/48L03XXAbACwUFn7y5E4AuPaaK9f0rXoBWnxHmw14Qz6Xyabn5wvFYimVchFxaHh093P7sm3zqW3/LrIzZ6psGAWuUjYAZtKWYzOlKJZkCaYJOGcp19IEUiVhNlLqWJJZAozNMWfIOXLGXIfbFo8jTQTCYq7NhcWMPjCOtWkURrE26JJxTKcE5wiA9tKMWcYwlmRbzPQbpSQT9xfH5DjMPFlwJqUuleyZqRTjKpM9u5R1SfFAZc9AZXeX07eM8IkIDXx+lXUgoFRFN3CGaYEM4ach1i8m8CUJhoIhAEypVVOyu4VPrEp1bstdOezv99X5Ye9ZCgYtnmnPXZZsomy7u7Mjn8/PzS+USmXOuZlzPM/LZNJHxzZh2NnR0ZjLxFG0cmFrambGcRzOeSqVqlQqANDT1bl6VbdbhZez5f5vPPbWR578SrkQVYrkexQHoPUSgtWq9kvaclcyHgdRIeXkz9kDO13czVSLYNljIefv7eg/MD3flsn87puu7mzK/sXXHil5EQMcK5RJwdd/vHfzqhbuzX7pOx+87qKtN15yBc+1a6IfPDPQmklnbDtW2ovl9r62N121ad/Y3H8+fiBlCanogeeGdg/PX3fptr6utsivXLGmeWF6YmK+ks7k/vCt16Qd6zM/2DmyUHI4d61E7Pf37761//k933qsP4xV/5Q/UNTb13aMzBS7GuzhocHxBc/z41mRaUinM7b1l++84dCBp17u9Z03Qwhr44YLiqWF0bHDUr442O+siv0aGxvWre2zLWuss8/3PWFZNWIj54IxZjuWYzu2bduOJbhgjOlEynLJ9w/8iVH0aQ0cobq61zp+VC/zqwd4J5LusG3rZmQssQkAQ6sDEz0PREEYBH4Q+v7M3FwQBIBgCc4Z11qbHp1J59Oa/NAjk8UOBARffOBL77zhHchOtHmCyAB1kl5BFMvYOHOArL6HwYrG8pOMQSMmfv1Lt6T82FW9iy/cPD09W/b8rs52025S8ugbgZqE79nd/VEUizq1yolL+E78wguCiHNm21YUS0RY19fp++HQ+Kx6odIdcIlPNSCynu6O9tbm4ZHxyamZMyL2m54rEwESMsYiJc0uEziABBnR6t7eJABE0+GhkUKxvHHj+jWrexJv26rFrZF6mgtPcIGYdCMY44jMsS3GABEtDg5LB55nTLRNBaRXvIJIj45OEKBlWflctruzzXXdI69PTRRHMbigtUIURrp6gldyiPYs5btgTgOKM1pZl0pHUj924Az4vva15V9z9daWxtwKFavaLVB/oc7OFUZGJtRZKM8h4r1j38w1WTIiROSMIcPiTPS5B//37dvetvv5va+86vLWluYXfanKpFMb1vcVCqWR0YkwihYKxdfcev2g/NR0JM/ouRaLXs2AnLMw0qWKch0gAoZYs6ciAKXBEiw24I0gnTJWXExrcm1BRAgQS4piXQkUIRIB58y8vqF1mJ8Fx5TDBOdKU8WXaYcDYo1CIjhKSUIgIqRTvOxJzyMESDnMdBMZg2xOhKGueHD4cCPAQntHeLZPx1w0+dXRT27IXnRL+9uW/cqkO/Sqg/WEz4XopR/prgHml0Y7POK9vpbnfr40/aT2Hz30J8+O/fP1Gz7W03i9mSJampuuuuKyQ4ND4xOTvu9nMpkzuP2L49jzvGUSPj+afmTf3zyz/9uRT0FAMqIwIBmZ27Ja2EQAxFy2SWs9OjLT3Nyk1HBrU++5dkjnKs850Jdia1ZeyATjqxryrs0vWdcxV/bHpktD84VVDbnuhmwxCF1LvO6ydXv6+2NdemTn55obuz/6ga//1r/82BhserFMCdHoOq++ZA0AfPnB5ypRJBjjjOWE/Ys3XrB1ddsf/Nt9f/K2Vw0dGng94rVe+ON9ExB6ByvhVMFLW4IzthCEANCey7Rnnc/tOsCQWRxm0d19ePq//P13Pnj7FXuf37tn9qM/d+27IrntK3vKE8VKWy7dkCpOLTz/Muo7z0Y+15jbtH12bmp8YvjF+gxnROxXIytWMRRwzhsbG9raWjdurMSxtCxee5rWhIiMIRpbeSMgA2CCm0rS9w4A6UTcZiCfafSRBqqvNtXRPqlG+lwR9aVSLJvN1j4tImrTKARkDAGAcW4J0dXTJbX0K5XqR00goibigD8efoAJUtq4awAwAAWhHydgjS1PYF96lKqJ2wRxLGtuLqVyhQFDxhCBGys6BEXEAFh1S2gC3oNwycbisZ0H1/W2dbY1HGtea2traQMYHBq1LNHc3CQsrrWuJ3zWJHwjoxNDQ6OOs4QCcbISvpO48JT2/dC2BWMsljKVcjav614oVsYm51+se8GyrfXrVhcKpcnpWdLU0tK0rLMHBEux4rFBJQAAfPG5/5XKISLWjPs5ogICgHw2BQhDw2PDI+OrujuvveYyx/QYq+1EVk10gKR1DHA06aH5RUNGfPQdX3jPP77JKyc5Y6/qfLPj2Iisvb3F88PmhnxLa3NLc7MQ3LGdbDbDEG3HYYwhY7YlQrexwpZsKZBO4iwbsV8HzTVB+fQvjpqEb3PX6ZaQ82n7tVdtWb+qfYXncMGOvKSLpcrQ0FgYnsV9PAIKIaIgBgAmEBmQhuf27Xv9Zvn617z6RenvHQugGrFfsVRpbMgBgDc/dGbfgvNIxrbhdroOE4JpDUpTGCrHZrXEdq0oijQQcM4QtdbAOdo2cx1h1oKMK6QiRIylTile9FQsyZIUxwoIolgHVQPPqikoM/caaah4Kp3iwNDzJNW49AS5jAhCjUwUi9JE/NGSAi4zeY6HDzc0NE47zlnX1BFok+5wY9sdxyV8/vREugeKIkUNNnPq8ty3uz++uOGaDZmLzhelXzkc+d6et3fkrrxly2fSdrvZSm1Yt7a3p7v/wMHZ2bl0Ok1nQgxfKBQbGvLr166pl/A9cegfdzz/+WKh4pcp9CEKtYogjoEIOAcGANyETwFD6GhZe8G2rVEcj4yMFiYqHOYlzbU1rz83DuOoDJnFVtezfY41IiWDWP7sKzcBwOfveSaUanVTQymMXMEdwTf1NI9PHGzu6k7nWByS5y9UQvHZ977hvmcHP/3Dp6yQT5QqnfnMay5dDwA79o9pAkeIyVJlfUfj1Zt65kr+3uHZt/zNN9/4io2/fP01+/v35lL2zp07v/PUkJYuZ3ysVO7J57wofsOVG/b279uxf3K6UmnJ5la1ts37QT5lX7u1c+9ArLS/Z+KT+XTXJ3/9E7sO273t+YMHdlXi/S+jvvNvIGJrS0dzU+vI2GChMPdifYzTF/vVQs8REzNPy7IAIJ1O1RRrJ1q6kwldk/FFumat46cXwxtMxnrdGny8Bde2bSI6UlBXdRxFITiA09zcUi5XvLJX8TwgHcdaKQ1EnHPN2Xxl3kkLGWsyLQJERaQkaaXBRPMdr29KRFKrIIpqB2VyYgYAheCGYGYeV6C5SYY37A5EBrpcXh40NzA8PTw+d8GmnkzKOWavY3UPAOw7cGh1bw9jDJG0JiCoSfh+8sSuTCpVD/lOR8J3EhdeJAHAdW2ttdK6MZ9pzGeGx2bK3tmtmhMQEh4FRiE2NObzDbmZmYXpmTnXsapuFkmrGpcDPjz6yxtELcBJ2QBEGrQiREBumrvg+f6uZ/dmMumbbri6sSG/hMCaOLaypeTeJXdZPeQDAMGZ4Oz/fPA7JhvG83wppSlDZLMZU2pZIchRKc0q8w0puyAaTueoTmLzDDWsguk0RKdYtj+jEr6LNva+9tqVSMiM1+62xRGG0dDIZLFQOKtX4N/86A+crClmGVVxsp1SMW1Yv/YcXKoYYwbyAUBFDZ7pdZA0AVZNmy3B7AyLpa74KpaEoLlgQSC1NkEnCNXYPUswzpI+nsF1SpOxfiGOroJKRWoNjoVagzH8rC0ZWoEfSGMWKjhqRUGopabaE2oAz3EYEdk2CwJdv9AoRaWSAsI4IgAaGsxt3PQCqZQlxXdPffmphft/pvNdywifDKnXPthhDfeHl0zK1SbSvRST91J3eTlq0+98VPpNlh6/8/HL17XefvPmT0JyBToXX7BtoVDcf3BgYaHguo7rnrqpVSaT6eroqJfwjc7/+IdP/vHE+LBXpsCjKCQlgaoXjImDRQbJZEmgiQbHdl+4sZzLZlet6gmCYHR0DABy6SCIZxtzPS/WoatJ+Cx+onvOj7/7lg985q7br9wIAD/ZO0rVdojF7Xk/+Kt33vjQw9+aF/+7uZN5Rdq25tX/9sCed9+y/aaL+m66qO9zd+/8/hMHb9m+FgA+d/dOo0ae8by2bPo1l6wDgC8+uAcAglh+6aE9dz018Mdvf9Wlq1c/++yzP3PZ6gefG3pquNKR7yiFEUd85w0XfPUb3573grZMJnZzgvO0Re++7ZJDQwfaehIsXfLH/+U7b9m27vW9zR968vH7CeTLqO98HYzx1avWRe09g0MHgtB/sT7GaSb7LduSQrX1V5tZTrBGpY1gD0BDnYrP/Ed0ZGofLaGArrSwveXmX61B0KXPXPwX5yydTnV3dSHC9NR0qVSmKNJIGggZktJSaQc4ESwmLxMQgtKaIRInAGDHc4REANLUuPlGdeiZ0C/6YYiAXPIEN2LC6hMcORdckNbEGGrQR417jqXy/HAF1GfGpg1rAWBweKyjvdWkVymlH9vxlOs4mdTiDvvIFL5TM3s8iTJtEHHOLEtIJYmgt7sVAPYdntBns0JNQEiwRBdYdyW3tTU1N+cnJmempuey2VR68fhgddtnLu5l/b/F0T/6lLn448h0lCm59hiCor/95l9v2rj+Azf+VpKjXqddrEd0K98vy6522+IA3A/jdDp1xAxznCBHBpT3JzJsdia9KsJTz4JTyAehM01BF8yebLrDGUzhu3R9xy1XbVtBfVdrcS9Dv2MTM1OTL4jHMicn5RAl1zjnyFjSBz6RufZULIzPtT26hsB3ZSyktIiYKb5xxjii63LH4oVSZHEKAk02QKQJUGsgIj9QtWQgIZjx4XQsHsYqktrI/JQmIki5PI50qRRHNo9jHUvKZcTSz4AVX3GGUlIqxZFhqSxtixFAtIwZSaAUkYZyWQmBts0AwPOST2LZMDerZGyv3wAvZI92Lpo8lsPnMsJn3sa0poVIy5e6weeyPPeavefFDdf0uGvPl0w/AnVw5puDcz+4bsPHNrS92TzY2JC/4tLtYxOThw4PLSwUstnMKdRhOWcb1q6p1cL8ePr+5z68e9/95XldLurIBxmDoUmbUhQiMIaJv1XdfClVND09YyrFruuuX7+uUCgcOnR49ere2YXhlJtJuy80QX26uNtlaxzWflJ/1V9839/9+nv7R2Z3D83EUhfDsIWn0pY1UiiubWmM1UTZ/U4Ez7T28HKGbrvhV3/tU7se3jN848Wrf/v2q959yyV3XL3FeOc8tHt4rFjqzudSWgPAL910EQDc/8zg4Fyhr7khlDKI5Yf+9d4vfPD2hXKQdcX121a/9ebO/+wvPfL8yLquxoXZmbufHeKIAOBkm4golOq2i9fec+/X5wc+Vf+Bnz/8vb2D3wOENG58GfWd38O2nfNd7HfkJrX2wFIW6Ep/SwRKUaJt0mggX72TZx0IrOv4ncBitqnjOrP5rqafwZE7dq1JCNHc0uy4jmM74+MT5VIpjEOtdcJ506SkVlKbuAcgqsZAaAJGREoqLwgF565r17MAE0tGk8rGmLBEtqGLb27y/QBxUWxY24sSgCW4qFp6IGMI5C7d0FuCrxDrfNTR19s9N78QxfLQ4RGttFvX30PEzZvWZjLpMyXhOwm0oLRSkRDcEtzEZG9a01koeePTL8IKbfbUQoje7s5Kkz8+MT1VnmtuahCCLwL9o1w7SxqATxQeSjdYCb7U1eOLCVAEgEPDhwQXYGjBx7uPTnykHEtpiuP4yNc8bpAj13FH+VBoZWedztM5gB6609TYDbMEeCLpDmdWwvfGay/MZ9MrzFFHlfDNzC2Mjkyqs++wRURP9u8wNAMZL+aAJ9cGwe/863v+7r9+8jh7whdzV30GUHG5lAr89JJlglBYiIiWLWwhlCYhOGMmfQYBwJi4IELKFUGgJJHgjAiUTlJMbYtHsQQCx+aKwA8UAqRczhALJWnkebXABnMI41gLwQzjPYySkgjjGEbVnp5RAyqKJcmYMhmODI2DKCAolegMyyVJBBVPBwFLp1/QbtKJOHwejrcMRBcIhi0OCxQVfgpi/QoxhVrnl9l7OvDO1R96aObbe4o7zoumn9T+ffve8/jgX9+29V9bMtsg8YHvbG9tHRweHhuf8Dwvl8ud1HpRz3147NBfPLX/zrnJuDSrTYtPS7OhAQRgwqA+RLa4uLFjv1VDQ0MulwvDcHyk2NOTrfgH2po2vEDljxOT8B19QpNTB2Ye3rz2Ny/b4Iax/OFTAyZiYVVD/o5Xbt67d4/dulcQpnNsdc+G7+0MZj2/PZu5d9fgI8+N/ObrLr11+zoA8MK4Ie1053OhlJUovvGCPgD4wdMHI6n6mhsqUYSINuftWSdrwb27Du48PP26S9e/96qrfv/C3MGJedvie3Y9NThdDKRKZfKO444USlu7W+bm9g/MfLUU70tOWg14G20R0cuo76UwzimxX8ZNnZg3CR738SO8FFd4OVISGQOtkg24rjb6zO65BvaMqVTC2TyeqO+Kq3oYCq2J88WYhPpuUj1DVWvtOE5Xd1c6k5mampocnyiWiq7j7jj8Y8ZRS0oUhhqrYi802pMojKRUxWjc5Q1RnEm7jmVZhAQMiag24TLGbMs6OPHE9vXXR7FkCAw5GhfPquEm42Z3aliezGj83KW6u8svXDM4NjM+dXJstOamxiAIl1H+urvau7ra4SxI+E5ikZNKSmVVc5mj0PeLC6n8CcVSL+mT1f6PUJ9TXmVo0iKj8mgttWomJAFiOpVat2ZVsVSZnJrVWtcMNmr+rCvcFZyz0FOAUOuw1ZOdZZhEqp9mYeUo4I0hd+wwVnBEZAciHjfI0YnLXfEBtF1ln5Z5QAz8MHR2wHwDeCvgvf7xYiT1GZHw3X7tBb0dLSsdmaNJ+ArF8uDgWByfKCu1XK5wEa10UpKZBGkJRiOo6n7vHvp6usGSsdaalKpi8CrsK05H//iDj//aje9BAMsSdR3Lc6LFF+rZ03yFUjHl+xkEWDxCBLbNTAMNEfxQLpq7EJQrUgjMZkSGLfr7lj3p2JwzzLjcEsy4sJiQvTDS0ri2AEhF5le5bKL94wI5wzDUAOgHmjOyBCoNqsrtrPjKsRjjSABSUsVXABA7eYjPAAAgAElEQVQEurXV5hzjSMcO8yravKyKYaFQqxTg/JxIp6MX/qQEunL31Jd3Fx47MtKdIdVHuqcEOj8dLi/LlH61pt91rbdvy1357fHPB/r8sPcshyPf2HlLb9PN12/4uBH7WZbYsG5td1fngYFD09MzlmWdLOFzYOa7j/T/5czMXHFOz0+poGxUKobMWVfArJKuQScU9KOueJUgzrhWDVJu2LB+fHxcSkjbFT8eb23ccDYPzqiMmIUnJOE7VhkOAGJN946+4dorb33XLX/ykTsf3DM0AwC/cP0F333kP1iD5MiERVub7vjCXQcbXVdq7cVxKYw++d2nXMu6bltv2rH+16/fdt+zgx/7f481p1O/dNOFAHDvzsORUqg0AqYta7RY+ug7XvvM7t3Pj8xXwvie58b2fPbej779+rG58pXr2+OwdMXG7qf2j0+D04vQ25h/x/UXHNg/UIoOrLDLeBn1vUTGOST2K5cM4fOF3P1jNXbMeBZqnaSCGoAm5ZJ4hkWWpT4O6rtl7R+NjY9ZwnJdV1gCCDTpmk3/InBIMuI1InNdh/MmIbhlWaVSaWZmphSWtIJYaSmTIGBkxmaR4iiKQqkwKtFenx2SMTTFVxL18Uim047NEj+b2pH8we5/nJvUV259te3YLLEHRUAzbxICaABuAh9M/w8BAayljA7O2bre9u72JnU0MuTKDp+LJbp8bsOGPgO6+vcNnCUJ3wle+WazFYbR3n2HZF3DiiHqU9rxGr0lAiAgISX2nUnKF5rAr6oJkXHModo+nqoRGg35XC6bnpsrTE3PpFJOPpc1FJhkf8+qJygxXYUf7P0m48AYsxyKI1VvNluz8KnSks9WTr1jcQAeRLLaaqw7zscLckQAiAKI42zKLfPsqdePkI9B6yxFq2B6GeHTSPh2Dc4DwOlL+C7d0vf61pUIRceS8O3bPxhFJycinZqahaXtWZ5cLVCP8tjyUoK5VJBxBIbC4irWpnhkzo+pAJi/3bu/f+rCGYaYy2bTqZRlCVj85Yu9B5UDpwUaA+FVMoDg2AwZSElKazTumgBEUPEkZ2hZzNT14pgAIOXwtMttm2sFUlMUS85ZHBO3jRVzUqkx3IdYJc08JUlKMlzNONJCMABoyFmCM8+XRBiEOqpGulNVJU4EMlacoxDo+9qI9/I57tqMAHiK+4HRHwAAVCp1DmMEqdSLiaVMpPtljTe+ovmWZb8yke4Tce++aHsE7k+Jy8sypd+c6njMu22b80SrA7+y5sN3T315f3nX+fJdhufvvfPxyy/pff8Vq3/PPJJOpS7atnVufuHgocOFQvEECWKz5f67d3704NATfoW8ElWKOqqQ0dSYHRBDYEkrCYhAE7BjgD0AuOvpw9cHlc9//Du/+bn3W/mke2/bdl9fX6lUBgCv6JSsaSFEymk6swckiOe8oGBhm8VOdwGtbiblaOn7E+X7fvstH0nBm54ZnOofuhsanzALtGCpFLwxCH8IAFOlSndDrhxGBHTdtt75sv+5u3b9SlXs9y/37NrY1TxX9veNzYdKNbpuIQjnPL8rl71ifdff3nVXLFXWsWbIyXrxBz971y/fdOHBg8UdA3968brbXnf5bV/rDw5PFWwGN2xtvvPbn4QVm9Ivo76X1DhHxH5eGPhRmHFdW1gvzDum7XzRK5rNMeOwCPkWE9upyvlcJvNbSdb32KOPEkDKTWWyGdd1Tfy6KU1Ve3+IzKADyOVzlmU5tsMF10TpTFoIUS6XiJGMFRBoqWVMWpHWic2+1sAtUcCfsEcO5W7OKoVzlSfDStCd3VKp+LFlOY4lBKvt8ol0HAPnvJrmt4j6kl4fAqum/NU8HMXR0sZc5+in5sDgpGXxvu7WlbHfmtXd5bKXzaaF4Js3rXux9pacM2SolN63/5DnefUIpLOtoSGXBoBDw9Mny2hNZJeLCX8MjiLlq/aKkZasA3VwlHPe1tbS0NgwPjE1PT3f0JC3HRurgyEzF49ZgKbUQCprwSJdmWrJ0YC1ysILMVxbKE2xlEd+I+NktBLhk1STN5oR6Rm3W+Gph7uEaB+EnjxVuiCpYc2Vw6cOz0XyDOw5T1nCt//AoMmqOtkRR/Gy5EhZfaNavLupGx3h/QNa63sHvsUFICK3mPSlYYcnt3j1iXGgDW28UCyGUZRNpx3H4Zy9wL33o45C3H86XcfAd4DAcZhlMUCwBEjFwkAxZLWeqCYKQmXuHdtmrsscSxhDZc4hNsRKgjBSts0iqaUmjogM/apFp9YQ+EoqimMdxQQEUhIXQAB+YAIhkqA/IFAEQaikJABMpzkkDp8Ux6Q0lCsKAIKQUq4WFjOZDTWIGMtqBYeAAM52at8JTHb6yYV795Wfel3HL7U4Xct+22kNt4mx58LLjctLq8uKMQVn0+XlRw+96bbrvvXiHpP6pl9E7s7g2g4xdIHz+C3tb+tLb7l/+huS4vNiT0ignh7+++fH/+8r1/25EfuZdIfGhvzE1PShw8d31v3ujt9+cvd/zs/EXonCkFQMWpHgyDkwBETgnIBhVc5nPMQBGTAGWHWcIgLUi+vJ+54Y/ZW3XceeH4Srtta/Vy6X9X3fcezBQ1OtrS0l57n2pm1n6lCcmoTv2OXmuqWBgp1TH06Jris2/v2OJ4ewY8p4ubdnbvjzrzwyNF/obcx35DLzfpC1rTdcsQEAvvzj5x/aM/zA7qHbr974a7de+iuv3g4A9+8e1ERpYU0Uy+25jCbatrp1b3//4/sn5ny/KeX2dXb7cQwAb7xyw65nn1U6PDj+ncGZu95z65856dsIYN/AM9OVR4/cpSSzrwbAl1HfS3GcI2K/su9zFmZTaX42tepm9/OB2z//0S+8RQsAZVL7EmKn1qBUvaIvQXrLwkOPNXzPA0QZRb7ncZFMYMLYXJj9GuMmM48A5wvzAFBNbWCG8ymV7M6umhibZQxkqOPICPzIgLa5wnw5PlTCwcbBOJiOFEAUo4+7R+b2rslf2Zjp9PwgnXJSKcdsQkkjELCj5acnYkUAqBrkJOzTkz+k41OF8anC1g3dzQ3HZOtlc5kswPxCAQBSqRQcz/LxzBc4qjqrQ4Njc7NLmtutLU19fV0AIKUSgq/tbfODaGTiJNIdMAH2kBAyq30/qIN+dMSsmtB2TWCG4Y4gIGAq5axbu9r3g5HR8UrFa21tMVdNjTNco6BxYZoVlPhAEEAiJV1sKP/u/33vx/7LP511OM2Q21YUyVgpzpanzK8c5AgAtvS6ygdCp2HaPi2xXxEzQNACYwDw4kr4Rsemxsen2KlWiBOQfBTgYxQwlAC4RRIxQpUJTqDnYCKdElC1oVJqkf3LGNZ0fqYgpZSqeBXf91zHzWWzjutw9iJjv+noodOpqXteKmmMVtN2OMN0RqDhayDYNrMtRgRhrDVpLiBlC85QagoCBZRk7kWhBgDTykvo+gRSkibQmlRMQailoqoKAMKYALXtMM9TrNqqNW1AKXUUkVlNCgWZzfDatVEqSwSwHaYU+YHOmK1x7Q4mTKWY7ysAIEDHVi9AcsOJjJJc+MroJzZmtx8Z68dRXeTuWKv2PhVcH4HbaGOsaT48K02/J57+y3Mkf6TW9GuwEBEn5ep51X6Z++DG7PYed90PJ++cCAfhPBmBnLtv33t2jnzipk3/ZMR+nPOers7W5qNTfszoH/vutx78o4UFr1LUpXkKfdKKAIELNLX15EARmjuRGKAJMEEgQ8UmAA2EwBlAch/ArZeuueni1R/5wiP/8+59/7CuZ3XbcqJ+W1tbU1PTvn37OecOK2proim96XS+/ulI+I61TJTktw/MDtQbswVq4uHRX4DOmnSIVmXeOTj1zOqmhlnPb3DsnGMLxDuu2QwAD+8emSp7HbnMf+44uGPv2Gfe9wYAuOPqLT3Nuc/9aJcteKRUMQw/8MYrHn/0kfGFSlPKZZlGSaQ0XdjXNjZ+oKVnlXlfqYKv3/Whpnz3L7zukzsPPqmosuK3xJdR30t2nCNiv0KlfOJiv1O7/ZLdj6A4BgtQs2RvpDVoDVoBaUoMXYhq7p0m0G/lhcuyLWTAkBFprRANf910fpJtiCZgxttRa8N1ANDIGDHGkPFcQ+6KLVfuHHiWcUQFTKko0okfA1L/1Hc1Sde1p66zsaSb7/P8m7KcUxwEO+cf2Nh+UYPbWy4zztB1nWdGHgh9kjF5FZ8LDoCcMdPsMqCj3vgUFruRgKcC/WB6trgC6jOjqbEBACYmphubGo5r+XjG8F61DzM9PTs8Okl1p7AWHREE4cGBoU0b1nBmSaVSrr1xTcfkTKFYPiFiHi7ZcxJQvX2G0S3gosyvStWkRGaVhDXWkWwREC3L2pbPFQrl0bEJx7EbG/JUJ+7ase9h0tWOrl7Or6xXTRSno0/86B/e/5rfekHqR8IGUfFCzo+0XMIjgxyXHUM3LPSEReG4YPEXfz48VQnf3Hxh4NAIArHTIAWZ64WqP9SjQZOcUUV8jDEwm6ZaTYGQCIBxBrRYz1psteIimCTSjDHbEgRCax0rWSqXojhKp1KO49Ap1YBOf0T6tAItvIpt2NRhpC2x5ByYY2AJlrKFbTMpNRHYnJlEVcfmFClVpW4a4plBZSUAxhjj6NgMCPxAaQ0IIAS6Lo8jzThDhFJZBqGOJbkO8wPl2FwpUpLCWHu+prr013JFuQ4jglgSEaRSzBZsbkEKQeQphqjqGh2pNCqFYUhAYDnnFl9yhVi/LC/WXF4sdraiHQr+48XZ4DOfvuHXfuOBcwIvKYoUNTnMYhiR+5h/2zp7zxpr75t7fuM8ynUwY97b+82dr1nXevvVa//UiP2MnaZSy7vNM8W9X77vN0dGRopzOvApCknGBADIwUQKaagztiMihcQAdd28ZX5mYIJTFpdTszOU8V/98rXPD8998J/v++f33ZY5gnhk1CK9vauGh0f6+lYXK1OO4zgnnxJkJHz2SUr4Iul78XwpmCkGEwkQza5vzy3mCmqiSM1FlQfrkpkAzcydbBmg2d0+OdMSSGVxnhKCMzbr+5eu6WzNpZ84MF72o8aUq7QuR/HW1a0AsGP/6Mau5qs29Vy1qeebj/Z/7u6dvc25rAV3PX2QMWTIPJFu4DxS6iNvvfbpx+87XFxi37VQGvv01+4Advyv+TLqeymPnyqx3/q2C/pH9jCGlg1SVYmdVapnnZ8naV1T9K1E7+QCINnSAyRJgASAmjRqBCBEZnQzpsKlVMwQkThwBDJ7N9QaHMtO5ew4UsIBAhKSawkkNTKMZSQsR3ChtI5DHVjg+VpKrRQoSaPlnxTk3g73KptnwyiaLR3WCqWkilcxJE/OOGOccRScG1JnYvBiwhwMDgNQdHaXpc7ONgCYnJppaMgf1/LxNK/nWlrg83sH6r0Ta9ERUqrBodEgCNf2rUJkUSRd15ZSaqKO1oaOVhgan41idbz2QrWnUJ1CKUkUSdizUNemqxJuzeVg/l9rDCwh9QFAU1O+sTE3MTkzNT2bzabT6bSU8ulde3bRQ3aKVRsC2rT7Fg1dAOoVWnv37YXXvHD3bybtAECpEliCHYHAGSKtnO6gQz+MmJ2JTifd4TTLBFdsW3tqEr7n+weUlGeoPmwKA0vzFE34gNGGIiAQaUQ0ytGkZ9w/uYclFx5oRaTrixDJi5kH/upr/9+H3/Kn0rg6ca61iuI4VlIqlYqVIXwy9kJDv5I8cGp/SATzcxnfTxsqpFLgh8o1PhvmYAJkUgIZaCKgJIIyCJO72wtkLTZda4ik8VoCYfEo0koSSFIx1fiW+ZzgHBmgYzPOmCZSikplJSWVYp1JYxwREFR8ZXSDRGDbaFnMqyilIMGBAAhgGo9AUCmrbI5zBqa519AopIRKRRIBERJAqSj27XU3bQnOnW2DifVb2eVlV3BNWTfmbUyd0abfvoMPcguJQMX685+98V2/ev+5cEA0wGyoswIzAhFxILpgSvZclnrQ5DqcRxYvUE13ODz7/Yt7/tsVfb935BMq4fS9O//6J7u+XVrQlSKVC6SkMYoDIQAZKJ002FObNxUH97naEJwSeiciIAekpETOEIAb50jDBU2M5bTWcRxv6m748u+/ERHjY8ik0+n0pk0bgyAYOjTd1taayhXz6d4ThevxnBcU7JOR8FXC+b1T9/RPPTA0//SRv93aecsbt/0xZwIAVAyhR7UIJrMpMHM7EQECQ5yN+7s67/mP333Tf//UD1mME6VKVz77KzdfDABffGC3USZPV/zOXOZXb90OAP96z7PD08XrL+j9vTte+eZXbr7+wtWHphYee/zJPcOzC37Y2tDY1tA4USx3NeZUNPnc4DemSo+e2m76ZdT30h8vbbFfra/1i6/+sw9//g4ZEbmgFCa4TpOu9v3qG33H9XEBgFXNfQRaa+ScM86qtaJEva81MgZaA2NAiKRBAwFjHDURq7GRSEtF8JZXvP1rT9wZhwCMWS4AgFa4YYMXBi4i83wdxwoYkoJcWiyUFSnyfOmmKLQWRvwfNtobmp2LhIURAQJJKU2DS5qAdoaSoekTcc4Zw4R2WtUfqvgkWL6b1nbms4WB4emTPREd7a2VihfH0k25x7V8PIVRk/Dt3X8oqJfwIfat7mlpaaxFR/T2dOd7s7XLw/dDIZhtWVEsEWF1V4sfRmNTC0c9+wTJ1hwWZWyLSYqICZKu9vEYAjDTCKvjax4Vr9b/3N3V3trSNDg0OjU1s+/Aoa2b1+88jJZtzHugpkc91lDxi1BdzmXcMJJKKXYE4bMK9fWxbigk3VE+FDgNc1bb6Yj9TmFcur7j1lOS8O07MOhVzuBmrq6zu0jkrCcLY/0z636GZ4oPulmRoDui6hVC9ZtxUAQAMqKvP33nz17ydpKkQSFDzhkBhGEYhjLlxq5r25Zd1QUnr7b04lxa+ABY+tlOGN/WXfXz0dOnBvnGR1s0sbpXJEsYYgUwBNtiQiT2N/ZiPgroasVJV4MW4khLDVGkMxnLfEdLsCBUcR3kS6c5Y5h2OWOIAJbNy560bdaQx0JRmW4eZ6AV6Kp9CyK4LgcCy2ayCvkAoOrVBbbDgkCXikk7zLYQCAUn22aOQ2GQrEb7+tMEsPlcAn5QdXm5puX1Fzdcs+xXKea9InXPlFy1O7zqzDb9hiY+7qYFY8gYhp46pw5IWVKgqNFmgmFZN9ZyHc47ixcAkNp/avjj+6a+csPGv+tpvL72+NMH/+2HOz62MFspzJNX0lEAMtLcYoiEDLhAAACe1MRDH2KxJiUPL+r3EExysNH41ZHWgXFkCGt6Luzp6TbvZdu2wX4rm8CZSWTLls1jY+NzcxXeW1Z8Kp9at/IXnCntcbDPxrYTbDNUwvkvPfXemcogALhW/pp1/7UltRoA8m4HR7Fn8q4nh7/2/MTdLenV1657FwAoRTIGGVHyHXHRBJyAqnm6wRODf5tx/v0z7/+Hu59W/3bfbstil63vnC8HA+MLo4VSb2O+Oe2mXLG+s+nw5MLYbHmqUnn4uZGHnv/KL9100RXruy5Z0/6D/kff8qotX3n4+QK6ecY689mfuXLDwQMDU6UnTvnsv4z6flrGothv9LBULzWxn1nnXYdXPCUcpurk8tVGH2m12OhbVPcdY1zdeceST0hVAxYwjTVMpH1Jfwc1kmCCM0S2OBDID6I4kgjwlsvf/qUH79QamcVSDrvk0lLks7kZJM0Ew56fBCOvTM9cyXVJSUmI4HlRQ04HAToOzEb7F9QBQyVFhl+7/9/efMMvW4ITECZGdAxY0njUhrCByIiMzEzRSSyfiNjV3tjekp8rlE/2LGQyaQCYmp7N53OJ5eOZIHwuSvgOj87NLZHntbY09fX1wPGiI6TUUoa2LRjDWKqUY6/vbS+Wg8m5MkuuH6S6P+JYJ900wYiY1DOr/byEtwknH5RnrlXLEhs3rCkWy2vX9mbSKToMaGoHpLUmrSkpVyyufIuHUb9I2yHHFgDC86Mj711E5IKvrO10w0JnWCyl2oui8QX4tH1t+Z+5/uJc2l3hUj+qhG9kbGriNCR8x0Z9BDWt3iLYq8EqOprsL4GJxlrJ4Gqqs6Q6ssiwf/AgXgLIqvTiKpZDYFEUa61DHnPGah+hitSp2jasIrYl6A2OiCtZNJLBeliINUiLjKFlCQCYCh854ksdf04oFl2lWG3XSAScM8ZYKpV8fEsw22K1N6+h1OQCJACAKNIlTwahtm3uuom1jWUxGRMiMNRhkKQpcIaOxRDRsRMAyRmmXF6p6GwGS2UJGpSERd9OAiKIIy0VBEFdvYNAKfACrSRFEdXDaTfNkyg/SbaFQqDxjCGC/r3p9RsCcY5txwj0I7Pffabw8JEuLwyp0xpuFpO7g6vmVMcZa/ohMA4IyASqcy8bXhLMhLo+zH1addUsXu6Z+ur5wvY0+cOVaPR7e97emr7i1i2fHZ1//Hs7Pjw4OFya00FAoQ9KAheAjAkLSSXsdOTIOHGBzRdeUpwPZExuGlnVyqXq4FJt9DEwKwUysGxEhGIw7tg2AUgpgcgSAhENv1RrzY69J2SMrVrVEwQBEU2OaOqeFEJmnKPEAhsJn4N97GTW5R1DdxrId+OG/96WXVvwx3/Y/7FfuuLTFnfGC/1T5QO/cPknvvTk+x4e+LxBfVqCX65y86tdTWQ1kz0ANLsvKMbj39/9tq7Wa7/8oT/94v0j8+XgPx7Zo4h6GnILQZhz7DdcvgEAPnvPTql1RzY7Uaq0Z9NfvG9P/+jML79y3Z7RLzBt/cHPvXO333r/s8ORUr94wwVf+cbHNMVYQ9QJ4qwtLWSItmSSM8y/ajSTl/P6ftpGPteY2/ySEvvVi9k+8otf/cPP3FEuaBPiBFXZXrXjR0oB0Qkp+kiTBjJwDkAjAmpgDAFQa0IExpCIADVR1fqDtNaG2g0aII5kEEZEwBirxKPj4QPbLytM3K97Xs00EGPopnlMUsZpgbTwukYsyfZ93ui6lBeoUkG6lo5jQgDSCAgVj1IZAALkBIr94Mkv3nzhW1MZ19RFgSGQJuSAyJAxblIkEBKG6pLJdMeugS3ru/LZlYzvOWdtzacYhtbe1gIA4xNTTU2Np0n4rPVhpqZnh0cn4WgSPs/zDx0eOZHoiCiSiOA4tlJKE+Wzbj7rjk0XglCZDSUyhgAMWdLSq/bzEmOWpWG1p3/FAkA+n/QkWXUTL6UGnRBKay5ERwK/F3GkUzYck/B5HG0nA2rwJ7NsTjlZOGs9v3za/tnrLuppX8n1++gSvrnCwOFhNL6pp7lBVHqyGPQ0pc8IXjS3sFKgdcJYWAIZ69i/caiIjLgjMZQiIMa4LRgRKq2lkqYJj3WGQrhoGVSH4HCxY2cuv+RmAKR6f6MqHKxDjFhlRmAMs5K8eqRXSzpZeRTmc/UAEQE4R9NMIADGsBrRSaQXY6Cl0vUqXKkhCAkAHZtl0jyTsgw5zfOllMQQqQoX40hLwRinmimoY3PPV+k0L5Wk6zDf01U3mcUQoDimeoGl4ChjIkpwYJLhWfsThTU/QyLM51kQYrmkzNsVCqKlRcK5N0py4aujn7wg/4rrWm9fXkrGyEQ7nJGm348euD3dyJXxC+EYA3zhzle/8x33nGsHpBCTr1SjzdgRFi/fGPtUSS6cL8DP/DCx8Pj/uevi0KdyWTMG3MYUQ8chTcjMFK3BSM65QONIxBhwzgxdPNPATJfP7ESQAeNgfM0TNAiACNwCQPCiyYFDh1et6hFCaK3jMHQchzEWx7GUEhFXXsFd1/V9v7W1ZWxoMpPJqNZhx844IqHu10v42EluLGcrw2au2TF057uv+vddY9/N2q1t2bUA8I1n/sgROamCLR037528tzblmkxdRJPADBqBJTMv6KqhAlX9H8YLD39712uvvuDdYbR+96GZShQ3uE7aEoKxd954IQDsH5mf94K2bLotmyaAOc//jdsue+7Zp1GU5+ZHH9jz4au3v+19f/D733vy4N79jxyavos0AEteXxMJUTVuZ9WuY7UgVuu7GliO+mU3l5++8RIT+9UYnubn//Hr3/ydT77ZsqnWzqxJ+JZCvpVgSHtrxqzr9dQnAtIGhWmNyAg0mPpOdetrpgBkFEVxEEqzF9IUTIWPLET7DeudJEzsVt3bhdYECM2tsPPpkiMs2xK2wye2ZsOyrHjKD2WuiRBAaaCYbBe5hcKCKDSYBKQkbosolqQhk3GF4JBYRqJSEgkZkpIMEQhxmUlXLNWz/SMNudTmtZ2WdbZmgK7O9nK5EoRxNps+ruXjCn2YMIye2zugjybhi6J4eGQ8CMLVvd2pEwucJYIgiDhnliWkkgDY3dYQxmqhHCcVOsYMVIaj7YPP0vir73+olmZLOrk4k+v2LFXxT1t1mcu4Uuk4lsvu3TrC57HTHXTM/fmIWzylzizhkzHcumHNK6+4aKXnHEPCZy6z0z/VmmhopvLcaKGrMXUE6lvW7jvW44tm2/cdvDtpZWnUWoOumv0s8Reqe3cFnHNNpKWs8hGQCGJpcg4IEzUm1t6pnv66iPCWElGr/0/6gXUGBlBPbk7saqpAJ4qiBXUAdQoYEETVr0oneKtW38SctcR5Jflki0AXK4FEBMfmRBRL0ICmDRiECRvZZC2Y3AVAUIpIQ8rlUtbku2DYnpazePgRkDOMJSGCVnXJigRCoNZkCWY7DADSBFIS4wgEhUItyG/JdzHxD+k0A4Jchs/HShM4NnoMlAJNNDqCLS3n6J6BQO8uPjbo7b2x9Y5V6eXx2abp1x9eMilXn07TDxlzXadSihGRC4ZMlWaiu+59/603/+O5dkAiDTOBbrSZzROLl8320732wXeu/tB5wfasT3xFDrYLjGMUYksnb2xNTKRr1UY8otQ55m2xs8AKiBwOzfS+8srxavEnSe1bZDxWp5R0FgEh24h1czUzeE8rBQCO4yiloig67odvaGjI5XJTU1NDA/M9PVnfOeBazaeZwqco7s5fuE+jkc8AACAASURBVK7lFQ8PfP6zP3knkd7S/moAKPkzU6UDt23+nTXNV44V9rhWfsldocxXJiRAhoSAZLIrCKlaCUMwDoAEas/4Z1zrq7//tg9NzNz4d/9vRyWKrtrQAQDfeLS/HEQ519aalNalMNrS06LlRHvf2uw0CyWLI/2TZ+98Ys83f+7WPxsYGK4EE4zXHWRK0kcZEOikIJd0nRmABmLAAMBYE8PLvb6f1vGSEfstIkZKSAK3XPrz9+/+ipJYuyt0VcWnZTLlrbAovaLtZ5NWDyIXjCEys080UWXVGTPhfxIwRMsSyLkmUkoFYRTHEpEh0ky8czZ63FS/atuo4vPQcSGZGgzncOnlVK5EM2P+1BTTIGQQObZu6VZISAicIbeAMRAWQwQZgVagFUmAGW9XU2obU1gqe45tp9MOAkqlEogLyBgwlvi9HKVgWfIXSt4pN/ROZGSzmWwW5hcKqVTKLOQrZHwvQQVVCd+evQfjMKg/18skfN1dHX29PSc9xSutVGRZgnMWS+lYvKOJB7H2o2MyNulshuUprW1bAICSWikCSkw7zpIbahCE5bLX1dxxmq8jOBPc9oOY4fKjk6Q7rKztVHFX+YDvNs9abWfke12+oevVr9jy4kr4Rue950cLZyRU0IxJdcBxuQkBN6UlTaRppWuDiJLk5KQWlqBGRVTNnkzmt3rEVgNYVeOYxYdqUBCXMTwXf0realn3DwCm/Z+QtkEjMoswBJR1TT9uZuXaPwlq3OWkTr4E+xEgQ9tijGMQKFsAIoRSJdWcqomLEGiYn4m5aVWG53uKA7ouD0NFVVjt2szzNQBwUQ3AMC13BaHx/ySwBHMc0ESMYxjqJKCPgHFMp7jFMYypVJbmDx2HeX61K1hP2iU0ENF8jxr0VQqU0n4QTE4gbD+n9wwlufCdic8fNdrBxugid0eXHHouvAKYewpNv7sf+gU7ZQzYkka0qR8c2rsTbj4Xj4YGmIsWLV76o0unVfd298fnPtuzFuxU06ELgQjU2sUJEsPzegO4I9fDiQHu2A5CxDlGvt7xdM8bXj++WKExuANrbO/F1D7brq1BgW3bjDHOOWNMKhXHsen7+f7xt6OMsc7Ozubm5uHhEQBwGp5vTm+vn9i/+fDewUee/cDvvBlPgDa94I9NlPZuab+5K7/12nXvenjg8wCwtePVALB/5iEA2Nx2I2disnSgI7tpsY5DixU7qNkBIBDVWQPUK6UBgCiIFx479EeN6Q3//N6/+I8Hyq/Y1A0AP3jqgMU503q8VOppyGuC3/3Zq/f3PzXj/IuVmc4TCwMdBajj4Kt3/Z6KQWsQAmpxPOZ8IQNNNWYpMg6LyBDri5Iv6/p+usdLQ+yXBBYz5MgB4HXXvKO9Yc1XH/3boGwo1wi0xLTzWJAPEdpaMmgYk8iQoYo18cR7GIkSdpPWxFFrQsZI61iSUpoLoQCCMDKIuhDvn4kfVeAns8BiHT3Zixjmg+Em5bOQXc87OsgrRiqmKASluZYJ0BAWAoHtMsaIC2IcMAZSMO3vWYgOtqYuabDXQISRVNmMyxkHQDBfIBmccXa2z+AK3VqT7jA+PtXU3JhkfGuiYzEAqzqrg4dGF+ZPRcJ34iOOZRyD69pEJJVyLeZaUAmgZpVCL1QsOlXzwUzEkVK65ghP+kx+CilloVg50qf7dEbKtQCg7IXiyHQHo+08NtRHgHQw54SFYqqzzLOn/BlOXcI3OjkxMX1GJHxS6Uf3T5cCecZvLjN9cMGiUCVTWWJJRXBMS6qjfiNaCtgoqWHRkhJa9WbGRexlpCGG3YV4tJueAJAoyeiqMUdjXSmrgwxsTQxJABOAMaAiDAGgivGqL7gI+ao2MwlcAqgmIpgZlAG6Dq/4svZdXYdLqaUiMKxLrYBAKgpCzRkyQCKQisq+TJ4jtZF8C8GEIJOu7rhIGsqerJJjk5adZTEhmOMyrUEIXQ9EEcFxuAbFGGhleKEMACoVDQTpNLNsVixKqcBNMcETnXm5rLSGKKIw0ETk+QEQ5BvPORnbUcf+8q5h78Ct7W87sunXKiZexb9v8txPtulH6KUyDpE2f8A4MgbGy/pcPhrG4qXZYQxxTnU84r3uPGJ7mnuYMUSLuFVr/mOtHX/USeSxp1el8iBjaSYlAB0FKpXB+ilmyd/WOTsxvqjHCcNQCGFVqV6c8yAIxMloW23b3rJlc6lYnC7NLJmMpJz77iM//70HgyvW0asuetNHv/Iff3hHS8NKZHs/LjSneptTvY8NftFMeN/a/ZF3X/XvA7M/ac9tyLhNADDrHe5rumJx6qzZ1VQtvTGBu4bgmkTV1x6v5vYAESz4B+7q/8UrLvj5dS3/7SuPPDe14A8tFLvz2c5cds7zG9LOmnZ2YOiH5PbnmslymF+BwKM4AE2ADJjxrdAJyNQauF1Hz0jsjeuInbWuIENGLzM8Xx7nktjPsey045zCVr62BzHempdfcE1r7p8+/aP3lksAkmqvt8ISZNmwWbyOBSwSkhmfFsaQIWgC1AiInNUqOAw55wyBKVCkyI9CqT1mWQAQqdJo8KOI5pAl6iBkBnMSAsttAF6B2XFFBIyDkiBs4AIiD7wyoTa2LOTYjKVRcDD571xQRJwz0FoTasZJaRAWEAtm48cq9HxX5oasaJeKlJTpbMq2LEQyTDtkuKzXd/mFa54/OOb50Zk6d2EkDwxObujrcJ1jNmy7utoBYGZ2IZtNc47ElhM+a32YyanZkZFJgNOS8J34CIKIMXQcO5YxEWRcBICFCr2Qe41ExKcICLUi0qCVTnieBHA8s9kTfItiqRKG0Vn6Ctm0I6WO4vgoDp8G6q9A+CTV5I1mREraOTiiQPG1//ytmYX9r133gaPPXWn7rTdf0ta0Usv6qBK+2bmFgUMjDM+AhC+UaqYUNqXtFSBfrKRAcWIz2xIDT9NJIyKlFysCtRhxOLrgE4/8GbG+/k6QZCkDoOk71bXylhiM1rR9S21H634BR+aTVE/7gtxl+GGMbARNWgCziQBYGTAmkFVYxwkWSatxjKNDzcjAtRnj6HkKACwLiSCKKQhVQs6sfmmOyBG5zaVnuBzghyqKtZSkNElJRCQlCYFELI5lNdsweQHbZlGspCIliQhTLmeIWpPnK7P9zaR4pIhCAA6WlVA8Kp6KJcURlUkSgeAskomWz7IYoE65zLKZeX3lk+skB8er6DjWxaKKI1OCTL5GX9+5ZVm50pypK6bpd03z65dFO5g895Nt+vUfuN/knMahWoQcHCE+D5CwJJgKdJPNnPOE7WmsXJaV55ZE6uGSO3rZk5nIpDJO4EkA4IwhQ9KEbNH8F47Gl6k1GBfLhalUFEVBEFiWcdZFy7L0EVs0KeXKdcx8Pu/J1voHS5/4+u2HBq1//5O/3jk895l7Xrl11coHZKo0AASBLH760be7Vu5NF/z5rHeoRvXc3v1GAHhq+Jvz3sjbLv14/ey3ZJLFxco+4aLZFdRcr5ip6iZ+KxrUePGp5ixduXX/dVtf8/7P3DVV8ppSbt51tve1D44+i01P2wK4QMsG22GWQ3FIyEjGJEOMY10rnRt9cpKLSJCsoTppAC6y7qu0+JdR38sjub3PBbFfGEdhHGXclC3EiWO/JU7niEQaAVet6nrP6z918OChu/b/bbkMSsFRU+u4gFQa1sjXmoDkJAqhivoSQX7i7ALIkAnGORdCIOdARIoiFUdRjBY3E1Yh2heoOcSEbI1IQIkBjFSU6WM0r2bGdRxphsAtTOfBslkUQhRqSwBHZAK5hZYNlo1MEOcQaNaU44jILRJpVSmQVtSxGrQGJYl0aZa+G7ON7eJ6wVJagWKUdh0muDkwJmGmNlzHunRb31zhTEYMFUr+k7sP93Y193Y1r3DiWlsa5xcKCOimXGEllo/1Er7dzw8kNFwDxU9DwnfiQ2uT7sBtS8RxDP8/e28eJ1lWlYuutfY+Qww5Z2VV1pzVVV09DzbdDdgM3QwyC/IQuTyBp69B0Qc/ub4rXgW9vsdP5akMgoioiMpF8CIotMis0jQ03dXzUEPXmFU5V04RcaY9rPfHPhEZOVRWZlZWVVaR69cUmZExnNjnnL33t9b6vg+xvYRKczWF82cvOecKNobJMDAYnZv1cS7jucB6uVy8FydptRqd7y8hJUkZZJlWxoh52O+s3E5fx76OlfRgtszQSO3+o4cNzFPqPhcK35P7D7Mx517hs8yHhyuHhiq97YWO4mJuhJlSzjoyz1bgPIDW/EPTz1pZP+BcjtgwM1jjNF7zk3vmC2PWGzVdya4DtO4I6GY2gFmSnzjHUxCbxDmbHpwBhjzLmaT+OafTHwJa4Ia+OSEIZrC2CJgBpowZzCr6MTMMnmqzTK0lifUTbQwHgQCGQig8SQDYsNz0PPI9qkXaMihVHxsGY6Fam8FR2rDWnCRWCgxCgXXHjDgyrooYhuRMNuPESEHGWEnIAIFPQOghepIYIIqNOwuFglDTOk5MWcpGZ6j7L0kt1y1h49jGMTNAnFhPYhLbTEGSssrym1rpnDK4YYM57wTiVY1F/NznFP0Cw1PZYkW/44MfamnzqlOZHwhjnDscUr26/Kk/f/7dv/Sfa3w0JjJbFNjiXRrdnk3GLbNkEWb1e8+7oQHg6DEgiVFFAQIQkEQiMHbhJ89/k8Zf3SYrDEOttVIK6hqe8/XSHOozxizYus/MR48dh3C6IGc0Zktv+amTr7zjz77+2BWbO95053XOA32RKHitAHBs/MEX7XlX6LVu77jJl2Gj1XNX13MB4P7j//PKnhe0FzbP3XnmjegMnPt6QaPWBrPUqNg6bT1oEsICBnhq+JOCPvnxX3n/scFt/+8X7qtl2btffetDD/0T7phiBiGBBAoPZcBacRBwHHE0zZ4R9Wyxa33PMWdeYIS6i4bzmqZ6jwSgz2Id9a1H80YqJ/udGjhWrVUu1mHUkjhCLIcFb2n1nHlbG2RmQurdtGnDhq7rrvv0+PjE8PBI/8CBp6b+xYABBE+IzuqLkjRjbQtxoIkR6zLmjCzAEiKDQLQM6FLtlgFQKxRSGGMb2o5CiFqcBhwUSwEDbCzd1sVXj6kHqvYQCiDElg6RN2ohCIHdm+T2K21YxibAylmMlUlTnTbWAFjo6i0GBX98eFp6JASChkKJtEEZWi+hoMjW8tEnEz8gEkjESGDaDo6nh7q9W3rCWxFxqlorl0q+J5s5Os3R2VZacDCP9I+0lMKV8f36B8d7uloXqfhBveFzaGi0vaONcr1RWIoL38oofMtI2WqjtfF9iYjaGE9ih5zV8Hk+4k++ePd7Xv8pBraarbDWoNFsLTtCEVvgXHlohZAvU2p6qmovYOXS96UPMk4UIs9f+KUnrLWLcDtZqy2Vg9XCxinZlp8XxU7uovlpz71m6x037VkBhe/AM8fi2uoA4OVS+Bg4STIiXSgso52Bc6THAGCNdZCDGay1zZWiM8yIM79aa6GJbVIHeUxNtI+8qRLzXkrGhtY3uywWAjYaL3OiitOKaYJ9yMwIbK3malWfzNPO+Ru73geB4FnjsmiCKYMc9TEAjA6XlfKccAsjZKnN9VQsCAQh0DIrNQPnlLJZZmqzy0lJYlSTUgs0VcszzZhZR7FjC5liIbAQSiIoFIRD1wZYCnJlvYbIp3uDYijSzKaZBQZEsAxJbJTObVYYYGpKO8GwOLWRs4UABOAk4ZoBAmTmKDLMnKZK5UcJfVdoIS4lyFcvc6lvjXz+YOXhOze8fsGi3wY1+ER6eyCwO6RpxcmZbnwG4YmCEFmdnOlKzw726Yw/85k73/rW767x0YgMZ3aBbs9Or2dtOrk3in4zrVJnWymGJq9s6ZCIFFdVPpUQAMDff7r79jtGd+8+C87sab25s9ABAEEQpGkKAIUwlFLWarUsy4jI9/0z5S6zLHNVwfl/smaG/P/AgYF7nzjxJ1+8/74Pv21bT9tSxmE6GQaA3d0/uafnDofrOvW27x76RKPVc2/PC6eSwf/tpg82fWh9Tne6KZQ3uNchXz4nzvB3m2fSGc5f/m6xGrr32Ds3td7xhd94//5+A3Ai6/oi1c8FEXoeC4HWYFBgv8pScppYo51IFTCDkLlyTIM9BDQjfDWj5EkYslxHfesxf98W9O3cW4sqJ04cvohkv0ocSSFKYeGsZL/mCWu24zBL6XV2dHR2dPTt3PET2Y0vT19bi2pJmlproyiamJzMstT3AlFXbkREQspFhxGFlFSXrGvMj1Q3OUZCQeR53vXXy7HTk5kypVKhUCwCMOJzqvrYieQfIzvg+UiNLTCzs4Jzh2rrzPViGVo6KYultbijrxsZg6DQf7I8eXqCSNVGUGdgjFWKjWU3R/sBSg+o1UfOAgIklBKq9FBq9m8OXtgZXIvAbLhYCoqFZRTHlDIHjw6fHJq4sm9TqRCcp/O7adMGABgeGWttbRkcmRg8NTArVbzaFL5lwKRMI2IY+lpry+waPqciNnbhPOg5xumpUQCwltNEI0lEtJatYfevK+zM1BGWE8aY6UpNqYtz/zqy3xncHQiRF3d3aI2HSnR6rLg1Q99JIyZZvh3csaH1dXfdXPC9RWaDM1H4BodGVsUm9FwofMw2ihLPk0HgL2lnJtEYS9pVSoHdhWGZ7Zkbf7lZQyBPLBMiNxgmiLOUOetIMJ9CoQ7u8rYhV3EBZHQJbW68M0KD6ZcTVuoiHAAwkT1Sx5yyoasF6Ph7TOQDB8CabcyYMCoANoampkqIHAQCgJXiOLHu42uRKZeENjxX/xQhqtvlJakFZmMhCCj0UVu2hklgrWa4aa+WpFY7zSQGAPA8IoIwEI0brRAKaDJpmAGP7CRPERi0zhusMsVZZrUGdg9aCAPyAqpWtTE5Gq5WTJoys7P8BGsgU1prbazNUt3eoW+9DQAILs04ER/8bP8fLVj0a/b0a/cx1nZqXtPm1//jZ8KSU0qzzQqvTvfflUyTqr4khmJ+t2fDyf1Lpz45lB5fCwe5IA//TOT8OY8jkBCiIYEuBBKhq1bv+1HPnj2ji3woACTZePfWLqW1Usr1c8ZJ4t4/DEOl1HwpFwdNfd83xriq4JkOVRv7p1/+0b8+8MxvvvEn+//nu5c7LIFXbi9srqUT3zjwxwdG/r2ztP2VV//WVDJ475G/fvjkl6/rfbkzcpjJSnBDt6ZJ76rxBM5Z0TQzJ899TgMRuolzuPr9rx96RV/H6594psClU3nZ0N0SCEKikIAE1Ip+wFmKOsu5x405GWcn/VzBvPGIm6aLxl9HfeuxcJSKLVftvXFqarz/1NGLNocas1yyH88ytkasP0JEQRAUCoWWtlZgJiJrbW5mhdRQGlzsQ3jWbso92dnxEdHOPswydfzEqTTNOjvbpZRtcONmvm4se/BA5S/qOfW5aXg3o7kjFAILZZReUPz7Sby72xrT1ubHSSfCpJDp9JT1fbKa2dS94wQRgZQYV4JiWeW+fQJBxkP6a9P0wJ7WNxf9FiRagRJkFGcnB8f37updypPDwLt69+Znjg0rvTxqysae7h/c/4i1F4jCt/RFMY5TIXIn6zTNTvUP9G7dcT5gp2vMuL7r9n399wlJJJAtWMNs2LV6MgNbtrwMah8zV2tRHKcXfQ5x7g6ZUnPck5rcHc5YhhRWbawe/eDXftHafODPncJ37pAv1eaZoUrfhvKyIR83hFEQEJQySseh70nPm6HaNTyeYEZLxSo2yER5Zc/95+w9GgLrC40h14EWNyz0qNmBodl8ARnmzU0Nryl3QE2dCc32EnN+aFL+ZDuUfif/zKaPmBkCAERi8IABmAAVkImrSEDMNlMsBUaRQYRSUSjFaWYZQGkOQ+F7FCcmzxowGMPMUKlqNw5hQO1tniBMM+vYfUjoiqVE4PuUJFYpl8JDAMwy9iRIgQggCJVhrVlIXBDyWctOXyRODQAYzXFsnWsfM0gPW1skCQhDktKLIpuk1hjOgTOD84pgZq0UMyRxtmGTeeUrUcpLFfLV0c4Zi37Nnn4FSYHg8dQ2S7SQMH7ou9E2hhvEsOYNsjWX0mg0d3s2nNxft+UdPxr/1r7J76xN4NdM9ptD/Gv8fN9DVxTKgIjW2BnjFMqvbp3xXImnpjdxj08nxw8fObJlyxattZTS7Z3cBoCZHfBzNcAZMBYEcRynSVIoFIgoiqIsy6SU8xs9/vOx44cHJv76Pa9eYolvTgxMPbWn646Pf/91odfyoj3vKvodOzufdWz8QTfnPTP2/Vo6UQo6oCkZdI6R6INPDfx8akYaDEAGc3TyC1Cu59OgaRZmRkTpIQkWAr0g5w01ZfHmJ0AX6Bkvm2Ad9a0HLJI1b2/vam1tHxo+dXp85GIdxuJkvyYB4rkVv9kIsL7GILqWzYYlKDPPn0Hm0p1nz2XN1vCNv/q+t2f3zomJqaHhUWu5u6sDkLr92zo6bzwR/dNg+p3mydSBPSKa81bAiP9n19h4tulPpsyvbeztKYyNy+4N6bHpsWpk0xi1ZmYIQuDMMpDn40RibdGiRbSIyMSISAmPPZP9aY+8aVf5jUEQnO9z1NlWuvWGvv7B8SVmFueHlLT7ip2lUhEAjp8YqFZr54PCt8RoWEcc7x+aGD99/j5ISgSANzz/53706e+r1EgpjLVs2ChrDVhjjZN1ma16eqbhZOY0zarVyPJaUUGQgqQIanE2X0cWEYUUi7s7GK6wQUS49sq+NULhA4C+DSuQG52T9EEASDJNyoRhIISY/YSmrkvgLNUoJABaY43OMwIO7+XNv7PzOpgjvbqVukOcPJvX10TimzPLYcOAYd5xIzYlrnHet2qaI2v2hOYKACEwoGHX7QTNONQwaABCIIQQQLA1x4+FgQ+AGNWsA4pESESA1iXXmTnLrJTktG205iyzliGOZkxJS0UpJAUekUASmGXWS63W7EksFgUAeFJUa9rZt0LdEyLLbCEUQSggNUpbqq8IDJBlFgGkJMtcq5lmHKgUNyAfA5SKAgBaWyQwWLa+Jt/HqWldKlESs+MJWG2U0trYOMr2XsPPe56AyyVOxAc/f/KjC8p7uqLfQ/Hzq7a9K6Ca5qpmcDouAEJQYyftzqxjTxCiBb4Uh6K529M5uT+7+I3bOl+8Odz51aG/ubg0P0Rc1s9NOTUZFvzmVEs+JxCCWUDEZcE3McZaa5VSxhjP8xpcPmttHMdhECyYrZSel9TRYBAEWmuH/Zp5gM++estdN/ct8sUzHQ9XDm3ruKH5wf6RqdAr97Rc8cTg1zwRvuCKd5SDDds6bmgvbJ6MB75+4I+2tF3X13nbvUf++uv7P/gzN/5+cxlgNYBff0MLtEHPm2Vag3k1b2alyzVXZ6G9pXNAJK1reK7H2YJIbO7d3t21cW2S/RaZaJb4pwXnpkWAyuKv7ehoa29vHR0dHxk9HYZ+S0uLpHBX+b9sLrz0mepnps1+d4sSUbMSg3sfawuBV67UkEjEBtOME6t3/MPoIy/v2rqzcOxQYg1IicV2W/aNkB4HpA0B89bdvh+SKxsIOSNLqOCJA/xED7wPoGeJ47xr2wYAGJuormAt2b55AZvhNNNPHx44a79oV1eHyhSUAAC2bd20uo4Fy7ja682BQyOTp06ePO8LcH3NQoFpVXMR2MwUc4xr9bRzM4skF+pvOQ+uDKsVpYIPi7s7nKHhEwkZgAh+/S/f+hfv+eIZJqgzUPgOHYuji0PhOxv2m/mZGeIkk0IEgUf51TDrOZ1Bz9D4IBISITMYbY1mtuDQcm7ex3DWjACcTSoEF3oOnvWZCDgXzAICDCbfQABAO/MsbkKy+eMNL2F28I9VMbHG9w1SLjZrLdQiawwLQcyoFIQBxpFBoEzpJLVKsxP5dN+9XJIM7AkCBk8Q+pgkxlpnsSADnzyPktSUinK6kot5Gs3O5sFYVtoqw9aCkEwEtaguKcnAqcWmzR4BJpmJ69Z8JMCZBJZKolQUgMgVE4MCAEFoNFgGbW0SJe6kR7VUK71t++W2AWvIey7o6Xdb4dun1K4D2c1lDwPBE6k9PvAnxRavfq5zNDRjMFIXdAG4NDRdZk3Is7s9/7P2mmcVvru1CG/Z/hufP/nRNUjzWzyOHgNwekzgSrJ597ebelewVvu+r7XWWju2nhBCCJHWXdqFEH19OwHArWguR8/Mrsmz0fDZzAMshv4ieO/I6fuNzba0X9f8+Ie++MP2cvizL7yqr/P2kcrhSjJ6+443OWrfodF7v/joe7e0X3dVz4s6i1tfcMU7OorbzvMYN6iBM4U+gBnHHJ4pg+NS9qtn2kIRrMd6LOkWDfp27t3Vt1dePAUgR/abjmrG2rU8VojY09N11d5dQRCMjp6OoggAQtF9Xdt/va7lNzxsbe6zatzDxghrSi3lkFkge8EOkoKiiB9/ZZe1ODmBtz5X3PFiet6L6ZbnyL23BLtv9Aslz93r7d2yWCYvQM937RYzAQCn1b6lH7znyb27eq/fu7UQ+qs1IFGcPfLUiQNHBhfz7AbYtGlDGPgTE5NEJKRYsFvvfGY3UEgioomp2hNPPnMBIJ/7UPfDB9/y0SwzOjMqs0az0VYrY0ydxDVbBeGdr/rl5l+ttVPT1fGJ6bUJ+RpRLgZSyvnXACKSoIVPt0W2gAJUBh/7+vvnv1BIIkFzSvH9J4ceefSp1YJ839s//OjxiVU0Xp8fxpgoSrJMzV+mX33Vz2ljs1jrzKrE6NQabY1hY+p4b/ZLhHfxRUEyO1HVz6xo5pRsZBwJqwMCGQZUCEkray0olfeyRrGpxaYW60rNTk2bNGVPYqFAAOB56Elsa/EIgRmdJKG1qA0EgfAkSknMEHgCAUoF4XauxkI1cgga4iTvN48TMwvyQW6VYRiyzFYqWut87N1RtZRlEBADEKFSnCS2wQBkC2nCzOwszpghy7RTJpyevjx3C4eqj3762AdORnOvAULe5h9+duEbPiYeYXdIAOhufIa8XbnBYc7pEuyNIwAAIABJREFUUvUZUmf895978SU3FBOZrao8MfNgfOeR7OqibPk/dv7WpmDHpfVFhib2FFskIhpj606fuUBIY/b9+093H1rafU9EnpS+73ue12DrAUBDr8Va29rSAgBZlrlfm5LjNkkSKcQial4zU6vVtWT8i4/9pi/C7zzzsYYI5wMHBvpHpv7uW48dHZosBR095T0A8MzYvX/7wDu+eeDDH/6PV3zx0ffevPW1N21+7a3b37Cz89aelt1XbXzhrMzXKk20M07rDE11gKZ9L8z49Cx3I7pgrKO+9VhGOLLfti19FzOFZsxUrVpLEuY13fshpdy2tXf3FTuU0iMjY26Zb/V2P6v9g33FN81/fhoHxtDYaeV/eXh80px87QZfSm2gVBLHjlUIouqUYacUV7e2Ig+BYXGy0vxROnBk8KwiH63lwoKFu3OJsYnq+NTZS4i9m3qM1mmSuj29OP+MlwZ4yDL11IFjR48cy7ILQYr72D13A8O7P/zaPFXZIpOaVplRmckyozJjtLWG7Wyf4k/935+6YffNjZMbxcnY6cnzZ8S3yjeFoFIxJFyg43L+6f6jr77dC5kZHC3wwJEnZ8EbuQBQPD0++eBDT4yMjJ37oabaPHxsHABW3Xj9jGAp01EUq2YrOjdoPsY1rVKjVX49WGO1trnwz+yMwA1XXXvRz/Jp9dDKXtjdnSIIgR5BEPphISj40isVBVgG5iyzbMFhqolJFccmCKi1Rba3+b4nANCXIgylw3sAkGamFhkhUAgEQCJsuCsEPinNgCA9lB4qzcZALTLGsrHQ0P/khq0fAwBUI1Ot6CSxbMFYiCLLdaBimzoRtclNFAsBAQMzuvYU16XCAFmmL82+xWWEK/p9a+TzC2R/xPQdxXu2eYe+ft//kB64ycDqnLPavBtuuEvn2cOJ7FIciqrmiSz3WjmSXftQ/DzL+Lot77il/a5L6nugm5zZgrGzpqjm6fyhB5bUVeT7fpplSimH/Ry6a2b4M/Ojjz3eQHrO4KGh0eD7fqaUg4uLx3cOfeyZ8fu6Szs7Clufu/Mt7sH+kamv/PDggwcHZzY84cY33vyhot8RZRP7+v/X9vYbX7r3v16z8aXXb34ZAAiSV3Q/Z/ZgzBOVmoFoizZ/8gJPwzl/5Bm/B5yd12vO5s/Z5i0YC6/C60hmPZa7RV77ZL+1E2EY7L5ix9RUJSf7dXciit7wrp7gJw/X/nYs+9FM1V4k1VpBCsEHQd2ONjdl5rFRE1US2aGjiswSIz30fBQeEKEUK9k8jE1UxyaqZ/XWu5jJhVIRAIZGTre3tTgwwMzWnJeN0gWj8M2PWE0hIVv40f5v3nbVS/7gzX/6Kx//JUGoM+OwvRNsnA11Zs5XmmaVSs3ypbd/9H0JAFGSzQd/zac7NuOtUjRsNpNo1imbOyGk2eNPHsIZ2aSVRzOF7+YLOzLMnCRZpqgQBqJOhbz79vd8+Ot/qGXueJG3/hpr9NyMwO/83O9edMs35nQo+ebKXtvRHQ+PeIIwCITvIYFFJCAolaFaNWlirQEGVgp8T4YhhCEVCwIAlGIpsaXFA4BMWctAgFnGAOAJspqDAmWp9SW57qkksVpzoSCKRaE1u8qelJik1hXoAEEQSolKsTFMhOx6QSHPu1cqOm+9ZgCA6YpuaZFEwIzWUVUZtGEGJOHUn4GICoVCtRbnZCSGDd2X+W7hUPXRoeT4yzf+fFcwSxiMkPcGj45WHyy2eoSoMtPkInDGdzP6UsXKmYWxxHYE5BGOm433Rq9cOzS/pcR9D23xAyTE2lTmhwI4p19CvV2lobaq0yV9F2d5xcxJmkohoN60Od+T3V0YQRA0NDzrq4CgRRPe/ROPHZ94cHPrNVdtvOsLQ7/eWth005bXvv8z/373y2/+w8/f96Kb+7798NGff/EN73jlTwDAto4bnhz85k9f/3sEVMsmPBFsa7/Jl4VFZ7omrZXV2l3z7G752YLFPPOJc0UrlrWRW0d967GSWONkv7WHk1tbW8tjYxMjI2OFQtDa2iIguLJ893bzuqcrfxrbAQAIAnPg0LS1HdGbNvhEExN6asqOjanBoagcKASyhsFDYLCWUeOJk7ati9gCCfjOv5q7XiGaZ4GzRv/geCH0VubLtzzcG3jX7916+MRIFC8vU7uppwsARkZPt7a2ICKiI7yt2sJ/gSl8C1wYpN0U/pX7P3nbVS8BgI//yp+/+y9+2ShmAJ6HcoXEd776lwHAGDM5VV3j/ZxnjWLoa20ypWmepbs73UISMzTyv8bkp2w+he/pA0fSJFmVtXe1KHy+pC2dxRUCJ2vjOJFSBIHvyH5X77zqySNPOw6NEz6dX+VbI407w9n3Vn5JFFQQKGCfiKUgBkKQ7n+E1lg2qQUABAwD0VLCUkEgYaaso4QliSmXZCEQtUhLgZ4kpWySmoYEbqWm3W4tzSwS+D51tHlKsfQwjux0RbMFKTEIiQit5UrVGDOjqoCIYUBxbJPESg/LLUJlHMfGWACGKDKlknSwHAAqVW0MRrFNEiYEIjAGXHuzEFR3ZudLy5l9BVHRk/946uPXtt72vO7XzJsBc8zAlh0a53rzYP2SJkQLl0Vh1AKcTm2bhwVJzTS/N2z5lbXp5jd7Ti75oQSAQtnTyvIsW3ZoyKXDMsUtHVvPlfgcirPWzlnXfN9PksRR+IgojuM0TZ0MDCL6nrerb+fRodEG0hupHozVNAD0Tz52Q+8rtrRfV0lHXnvtBwTJBw4MAMCnvvbwgVOnAeB/vOUFXW0zU/S1vS8BgFo6sa3jxsUPezLan6iJFV2VXDdQnxHEakA893/N6ndzdN9zf4iFFFyW3vjGzOuobz3OYWdzqTn7XVScTD09Xe3trcMjY8PDY21trUHgh6L7prbfnVRPHKp+mml6Q7c6fGgsTigs+J2dhYnx9PTpyCrds9UAIhFaDZaALKAEIbFxp7OFx/aZG25Zo3JwreXCTVdvH5uoLKURf070bOiqVmtJqsrlohDIxOacd+QN/Y/xyeqpk4MXpp9z4VwhAwCk0cy985G3f+Ldf/HL0Tx/Ki+kP/u/PsnMlWptEVcGvqRKf1IKKUWWaW3MfOwHjA1bAkRgC7UoaimXm7/syVPDq9LP6eJ7+4dXpZ9zz6aWvg1lKc5pOtLKaB0Hvuf73suu+umTk8cnT0ds886d+UmB6665+L2dhrMVF/rcFdHbq44dlUGAFnI9dwRJIDyByhgk43mglEmVokiQyLUlmEFpjmIb+MxsLIMfCLacZpApZoYks56XX2JKcRzbMCRjWWn2fCpy7tNSqWqlOFNGCJQSjeFCIffxQ4Tpik7ivLje1ekVCqJa1WlmLbMQOWkwU8b3KMusMcgASeLMzEAIVNpmSgHn2O8nni2lvMwhX32is09M/3AgOfrqTb/Q8HV455c/J+vCY8Ijo/KM3rwixoygy2UQU4qVtc7U4cH4zr3+w9sCeOPWd31l6K/Hs+E1DPtAuDq5c45hbmaa5efoHLZGAKCUssYUCoVkHjJ0mNCBPZgtA5MpxcwFvxUAJuOB6WToiu7nHh67L5Stz9n5FgAQJJ8+Mfa57z5w6NT4bXs3j0/H9z3Vf++H3nYm6ZeGN8OCEavRfSff3z/2vTTmhcUlziSKhYvsYHMNz9w4tY7q2OZuPrnC50J9MQv+fHakvQ5d1uMc4xJ19rtIONnbtrW3s7O9v39gamq6u7uTiDr862/t+P/643tg8790lM3+h6ojx7E2LFHi1nbt++j7zhQ+nyCkh9JHEmj0TBo0XrJ0xZV9G4/2jy3XW2+RSFI1cnp68X5RRFxxXbFcLpXLMDE5BQCFQkF6wlq7sobPhoV3mmaHjw3EtepFvBg8DxMARJjT1fKRt3/im/v+7Sv7/jmrGQCQPn3sV/6cmZMkna7UzvoFL8HkkfRBRnE2J2mjNWQp2ib1l3/68j1B4IeBH/h+kqksMbt3rwLHOEr1gcHpm3d2njvk620v7O1tLa6eJVKqlNI6DPy7n/2uP//+HytlquPzm6DgfT/7O2ctGtX303M11pvtZ5aSO1jkGptST50jQOjsygD4xLECgyyViIQAsMDIVvpSlIpEwiqjmVlbo01eXlCGjQUSmCrrip5pZrW22rL0sFgUSWqnp3WpKJTmNLUAYAxYC9VId7T6gS8yxZ5HpZKcntZOQTcIRCEk3yMitIa1BWNhalIzQ7EkCgVRCIXKWEoThqKxVYtjjiPriIUNZg0DZMpGUcwWkiRL4/Tam+Ttt/1YQL5GjGfDf3viD1/U8wZn5l4xaSGUDVxYV7OwzWACG4Yh9Qc/8dHnveAlv3HN1a+6dMchMqyZ230ixAPZzZO269rggTduffc9g39zIj64Bg/4voe2eEFTqhJyEanZ+HxmxviHz274uTcvbNdO6J3pU1ytr6Hh2YiGjotzdQcAWa8KZlkWBMGpUwPsjxVaegEg0dMeFdoLm3d23iZInp6KPvLle6/ZseHQqfGX3rLrG/uOfO6//8wKJybmxwc+9sTJv1SpVoq1AmP4HOr0OBf4gQN+CA2VYFcLpLns1lVItq6DlvVYhUzQmiH7ZVoVg3CNk/1KxcLeK3dNTVVOnhoKAr+9rRVQbCu8elPwwsPyc3DLj/ZoJgJtQKWeNYwMQqIXoB8iSRASiYABtJ5ZItMYTg9qJPB8DIqu1x6khPkMqA2drZ1t5VPDE6v4jfoHx4dGp/q2dZ+/ltGO9jYAGBoabe9oIyJEPpPc/5nXlYtG4Vv4riHnGwnzuAzwklte9pJbXvaBX/3pVPPv/fm/ZEpVKtHFbemsQliG5Py9f7HgA0AtSkXd3SGJWXigNJjZ5gRamZOnTkkpbr3lXGl32tijo9VVofAJgc/e3d1ZXn1vTEf2S5V6+3N+7WtP/vOTtf02q5tlEUif3vua317BezZfh3OlCbDJnw9nHnEcm/nmy/U3tafie879+3Z2ZYDq4P6SUn6xQIzWWjYWfJ8KBS/0caqq05QtxtWaIQKtc9O83FhPIBGmGSNQ4EHoU5xa1+RZqZqmg2VgIMwJe8wQBJSm1loAhGJRhAG1tXiC0LHyanV/iCCglpIwmpPUZMoCQJpyGNY3vgxRzGli8mFiqFatNmwMsAWldBqnL/9puXPHjxfkq0MG2zBzRwYhCBGb8N4sxFeX8pxbR3rgR398SaM+mE3zG9bbFQfXhfe/svdta8fGffZCVfJ8r+6BDNYCcJNFqLNWbAJ+OuOvf3PjT71kgdJld8t1OzZsO5MGuyP7zd3UpSnUXX9dVTCrVwUbC2KDGHly6olt7Tdf0f3cKMlOT0/9r+89/YOnT+7Z0vme1z/7Kz88+FfvWeFlc3TsngcOfagSDWgFRrGz+kQCEqt4a9SdfOqTLhLgGZzW11HfeqyVWAtkP2auJXFCVAzCS4LsNzQ8NjQ82tJSKhYLHrVc3faO7aVXHqx+KrYDzGxtTpLOZ4GmYkgWoQyguWJ35IlM+uj5KD2UPkiJ0gMh8fryFfPxz5kkOk8MnO7pag0Db7nfSGlz8OhwS6mwgtcuPTZt2gAAwyNjbW2tKBCJHc3pLFfmxabwLRiVSQOc6zosElPT1ZVJdDZ256vS9tmPPQFnW2HUh/MIPkvFQBubKUWIKrVxDVQKWgEAeD6w5VMDo4Tw/Duee44fZJkHJ+NVpPAFUgTl89hizZarUXzXnle86safAcA/++Jv/+obPgCAS2c94UzSGJvqKLisa+lMjyPiuHpcc2VVsm2dnVxqSaoVSlMsFJAIBIHnExFIn3wf49jGKRWLpLVJ0kwp9n0qFkSxIN2AFAtERA6HaQtFAM+jILDVitGaASDNOAyhWjPGgLORTDNrbG627nsUBuQgHzMoZbVhZrAMvk8uC5FlnGaWGePESg+kQGCYntZao4N81oAjAVrOx5kQt+4UP56Qb2aJiQ/+8pf/nmShQVuqA7960a8JUADM3fWmNXMZDEIzzW/cbPxh9NJbC9+5rfPFHf6Gb4/845rSd0HnQeLQVd0glOvN9/kEMrsRd3x44eOfjo8BgO952RLkNxsTi7PpIyKHCV1VMElTrbVs2uO1BD2vuua3Bckv3bv/2w8ffeOd1wDAc67eetW27mt3dN+6d/MKvnuUjXz3yV8bGn8kSxiAXYPAjALnsmm5C0/XdcgHQM6lsl7im510Wy36xjrqW49VjrVA9jPWVuLIl7IQhGuc7Le5t6ers/1E/8Dw8FhnZ7vneSW59cbW951W+45FX1A4DQIaua7m1yap9ZlUYt0YSwnzd+Pt3jVbS3e10BVLP6Q4yfY9cay3p23H5m4hLtrQGWMX+fSNPd21KFKZDguhkMI5Vp9hhNcEhW9+fOyeu4VEB+kXnMwbU/zKIJ9rhnH/MkPdDvuctpsp+odhSyvXemGczpvEghQkRZCk6sN3f+mdH39tdRqsASFhr3xp/8mhV7xsdTy7nj41dXxsFRQUVoXCt/TQxlQqURj6rUdWzettKZuJJoGBBv1k9nXLZmA1Cn35VYo8OUm+ZJWBlOj7UCxJBnZu76EnbBmE9KenNQMIKVtbgAT4PjUgAxJyvfhWDEUMIIg9SUZDkpg0Y+EEkC1EkRECLdeJOgyewMAj3xMOgVRqmvPPBk9ipiwSpZkmQmMwzSwAVypGEDCjqUM+YEgSG9d5gFobt2ne0fdjDfnyiwVDz8ttVxAgBxK2ruQyWyxk7tKgLx/XiynFhm1JYgbh96NXPKvw3T3lGwtU+trw32lWa+EI79u3Rfoz4GSBRtzGutKEaIxa+BwlauKpp/f39m5qbV1qT5BDfU7hM6v3fzoZmDmFQUGyf2TK+TG86Oa+0PP+7luPLULhO2ta8IGjH3j6xBeSWGvFRs3UnB0eW8VmsgbAQ5oxLEGcO/eu2gq7PgGtx/mItUD2y7TOdLXgB6Hvr9mGT2b2fW/3FTsqlerA4IjWZkN3J5HcENze4d04kHzjZPKVOZsz913KbfbUEWs1WAskAJIUmmpsoejaXnzJ5q5rg9APwnC5RzU4MqWU2burdylPDny5rbezf3B8FYdl3xPH+rZ1d3e0nOnElYpFKMLAwHBnVwcSCiSea/e0hih8C6BrNeUFaBQgLQDXkyStVnOm5hc+9f/87N3vWzJaNszWWjZ5aOu8lZo0oc/xTpjG0jSUNvNYK0Tn76ZyFeOP/NKXpMDxianDh08QrcKnOQrf3t7Wcy/xrTqFb+mRpBkA/NXv/+ov/ubHl4/u2KWQcOY2oSV0SuP8LbjLS7s/jKU/0LBatxgDg8pQEAuBSrPno0ptUMh9F6RP0ljXbkwoi6EoFwGFBdClojSG48Sw5ebDJUTFjAiFAgGC0lprmJ7W5ZJEAscPjCKjFJdKwvMoDEkIZABt6rLBnG/FgiCXlk0SayxobY1mIVBrzDL2JESJTSIrBLq+U2NtmmZWWwBIE3XZuzUsaUttcnUQqLMf3RXYkGhu5prOoY1dZlHVnFnu8GlG36UIb972658/+dE1IeyJBeGJ3FPR8JxG3FnIfAmn6cT0F0pdO0ZH7xwdHdu2batz6ls8nIYnMDvdziRJsizzPG++mHOUZP/tL7/9ntc/e1NH6cGDg7fu3fzQJ96+si3Z0bF7frD/DyqVcZWx1sz1lk7nSg9zGy/PVvLj5nUXzzC3AiISNsm3zIZ8q6jTto761uO8TRdrg+wXZ2misjVL9mscUmtrS0tLeXx8cnBoNAz9ttZWSeH24mt6gueeiL80lv1ozgt37RK7dsHD95tyB2zdgohhPQkP13a9vdt/FqIAgInJqaHh03t3bTmvX2H75q6ertbjp1ZNTdH1i54cmrj6is2LtIxu3rwRAAaHRjo62usNn8zMa43Ct8CgCeP7mADPuSTnuzKMnji8DFQTRWytNsZorbS2RmttnOBavj+n1bkFBrD7NGebYLwI59E6uVwMjp8cPtl/6twhXzOFb2/vObFPfUnnicK3bBAbxWHoi6XxS1yHp7W2uUELANCSE+UDZHeJCMq5Og7VOSMNyDP9PCM1l+e80XB2Mvnq6n61YtHWallY8AtCMkOUWBSQxOAOP0lyT28CEISCiBkYBDMQIQms1Iys19KRQGuua2kSsA18qsXWWIgSUyrko6cyDgLyBAY+KcXSYyKMU9PYyhKhkFitGulhreZgCQPD5KQBQCkwy2zD0t0pizKAazYAgDjOOrrthg142bs1LAHWA9bpCtaAtXZG0GXBBMTljPsgszCa2O4w13dR4O/09q8RYU9rsUG0tibH5zMeG00naCmniME8dfoPit5nr25/39GjulQqbd7cu7jtnrt3LHOWJGEQAIDneY2Gz+Ydne/Jl96y6zPfePSDd7/o+ddvX9n3Ha89/b397x0ZP5RErFK2BqwFZpYe5rezYRLImKeBVmk34PBk/i/UK5zn6Zyuo771OL+xTvZbFnzq6uro6Gg7NTA8PDJWLhdLpVIouq8s371J3Xmg+gnFc9u6br591oavN7hre/FnBAYAkKbpY0/sB4CXvvC2pR/D1t7OqUq8AoXPMPAWrA0mqRoYmVhZv2gUZ5VafFaiYO+mnlotiuK0paXkfMyZeU1R+BZcAHnu+mqnK7V6P+esOX+OhAYRGWvr5j057SFNU61VlimlMqWUVkobo5UCYCRyeym3UhKhWA0eeor+cdi0jUfOq8rLuTs0ri6F7+otbVLQWoB8AGCMrdZi3/eL4dmPx1rLANYaY6y11hrDbN2GmuueaZhX/wS5QEQiRHQ3L6IgytGg+xsjAOLQOXj0nSna27lWwyROBUGrn0/aynBRoGVQylqNAGDc92EAQAapUpSesRqBQTfazMwM2EhTwwCpym8/lXGM1pdYi421oDSHYU7YqUZGILq2zzgxWrMxYAxkGaQZt7UKIgCGySktJWUZZ9a2d0hreXLSNPhpuYanZWNsmqSve72Qcu0yDi5M3PvgFZ6PdfCXV/mcOGRjTpwj6zIHUXz2cz/15jd9/XIaEwswlth2n3yBR7JrJ033TeG9b9z67i+d+uRQevxiHVWtNnM6kpqSvmDbEC2aB/KWDIEi1b9v9O3dhdv30G/t3z+9adPGQqFwtm0k+b6vtAYAT0pEdBqeLeXypk0bhyeHAGDwdOXo0OSH3/lTUtAKujqZ+XsH/tuBE/+WJTrL2ChgC0BACEyY1/N4pglzMT+GJoaeGyh3EWNTVdDpthABChAC3ds2JzfnlChWsWKxjvrW40LEOtlvOTiZtm3t3dDd2X9ycHh4tLOzXUrZ6u1+VvsHx7IHD9X+csFXFcWWq8q/GopuN3/tP/DM6fHJG6+/qm/ntmK4jC9bKgS33tA3NlEZn1y19pLBkanBkakr+zYu0rF5jlEqFUul4sTkVKFQGB4eHRmdXDsUvoXPsgBBM5uZJEmnpqtN8ztykxWu1roB/JyUmTHG7cEBQBsdR3GtVkvTpFataGOsMQC5sRISCkEIhARoia0gISytmlqAAZqCogHqgOraLGFcohS+ReKpH32t+VelVEWbMAw8T+CZN19JkjCzNtpoa6w22lhrgAEFAbO11l15RCiEFFIIEkREghBJCIEAJEh6HgEiUr12iClMDkXfFqu9lejZZE6eJEAwmuOaLbfkzumpYsucZjaKLQMjMIOtVDkM0POE0pBptkAAzHW0ZxlqNV1PIkCc2BwQMjBAktiE882Zg3ZxbMKCAAbn0B4nJk0ZAKo1ozJggDBEB/msBbaoNQvBbW0SGFBgM+Sz1qZJag0jIiL1n8K+HevbAXJJBGZQqWnIeNo6r2+BIsds2Dc9Gj29/6tXX/Wqy2lQLMB4NqPv8khyx3Xh/a/b8o5vjXz+UPXRi3JIDz25yw8RkYAhKEit3ZoCdqYRt4FJ5r72s5/pfvNbF+v9GYvvPx2/bnvrz7Ynv1QoFKIoKhaLix+PI/IlaQoAQRBYazOlioVCIe4AgG09bb/31heuLC24/9RnHzj04SSNoorVClQKiEwCCNEBv5n2TFwayOXZz8SGXku9soe5Ph8R4jx7hvk6DqsY66hvPS5crJP9lh5hGOzZvXNycnpoeNRa7u7uRBQbgts7/ZtORP80mM7oO3vYurv0tg7/evfrif5TJ/oHtm7Z9MqX3RkE/kIYbHLThrazeuutugfDwaPDALDEt73thr4j/aNjE8tjCnW0tyVJevLU8Nq/F8jJA+YtlzzfiK+5uDc1NWWZXUsdElJT479lVlkWJXEcRUkcJUlkjWUAInq8+pkby28jSYTIYBCI0BoARmZeZbXJYewc47bNcPq81v1WestfTAqf1rYSaWvPqR2obtSQ/3po3380fnFVX5KUJGmaYhj4nu8xs7WWiADQGJNmaZZmaRIrrY1WealPawQgIYw1COQAnqiXg4WUUkgiEgLdIy7LjWlKRIQkBRFJEnQy/TetrLFuc8PU6AhFhjp1awUzbWeH3bzFnDpFytgSyVwv3kC1qoFZKbZsPI9KRel2n3HKQjKArfPAGABVZrRmY2dSKIFPnsA0IKVslrKqd34yAxGUStKJc2aZhrpcTQ7hDGaZ27hBlnIhIGCoVEySWWMYAaKaBQStnGW8yaUmGHJnUUQv8O79btb3th/3TZdLReX7eElaWba5oMsZ7djnccYeevgjlxnqy6d6xYZt2cuFPZ9d/MaLe97YKrsuiqMDkqB6kstYdo247t6a34Ixh37JFv75q70//arBRZGROT79uZP05evgd6ByfRgGvb1nlxKQUjJzkiRsLUh55OgxLEwXZO/KLsXx2oFvPvKrY+OnkoizmLUCRBASlAIyICQLiXlR7hwmcJcgcy30biolBCQkkf98IZu+11HfelzYeWSd7LecaG9vbWtrGR0dHxkZC0O/tbVVYNBXelNv+JLDtb+d0k9vK7xma/gKR+Gbnq488dTBcrn4ojuf29bacqb3PNI/2j84ftUVva3lwpr94p4n9+4gYrK/AAAgAElEQVTq3RqnC4pzntdM2IUJ14kKAK7q/Af/8Avv/bm/bkZ6//SJ326soyOjo/Xbh4QgQpSex9YatsYYo3WapkmSZGlijWZrkZCJMgVT+lQbbrFopOchIJGDjOdl8AyKfugpctILp8+ru8MFjhVT+IzlaqzSbBXoGa5baF5TMHzxL3/31W/97wAoyLoKcBQlvjGB7zk3SGNMnMS1Wi1JkiSqGWON1Y6eZ7UGACGlw3tSCGsJhGC2TMRg2VohyDKSEcZ5qxEhEVuyRMxExIkeGIsfJwDhBO6QnXgmAuMsDQNeAfa7cm82MIDVijLGtBmfCDwJAJAk1gIjUOALmFGoybk2wJymbK3V1lozgyMYwJPY0eZZC1FitOEoMpNTumEVEARE2NRmyA3Uh/XcQV4htAxT00Ygas1JbN1Losg2YIvzjyYkx17j+nZ4aoLT1AbBj3eTZ1MZxNGwG2b2dc7Y2W+ZaCq9XIenqjmzpsOnDMIfRi+9IfzBbZ0vBoALD/zYcn5LADZuh/wcMZyVd5ZUzNLmyfjR0fcWvW03BH/4zDNRX9/OesZqsfmwYdoOAMasJNUYpaM/PPjBp47ekyWcxZylrDMQfo7uhMjrb671nWmu6c18eTTLgNa9BFDWUWK9vgfIbhonAhJIYobL1wSb5yZ811HfelwmsU72W9aGr6enq7OzbXBodGRkrFwuFovFUHRf2/oew6mj8Flr9z38OADccvO1WzZvorP1ryptHj9w8sq+jefPVL0RgS+v7NvoCn3LjVJh4d32waNDreXC4hXLtRwfu+duDMHamSVDZXMvzlf+wvse+cHXDj1y33V3/u9xErska17rI/I8zyloG8vW6CRNkyRRKhWIzIzGWcDDwco3b+18GztCAdW1OQgRz9e+M8LwMGzp4EoPTNKlrMDgKHwAsDLIV4lUlJgZm/NVmrJgRt4QAMAm0clTA0QYBqGU0nFJhBQM4HsCidI0jaIoimsqzYxWuaMyESExGwQCAPAEWLAAQqJlC85rQCMIA2yZBRMwMJMgAEJisO75ls3R2hcNMueQDxAZRF70Q2SwrnmJ6y7O3FCcWtLuRNCdd9nHnzDPHIqMMtYWiyXiBsuLIYlNuSQaIK1as0KANtYYbviVNLy1wJUEE0sCHe+GARpuDQCgNXsNkXr3iIHKtBESmV3TNMSxtQaKRaEtKLYTE9qa/Pn17kTOMs2G2TITGHcoANZyEqUAUK1hEMCPbXx/3xYSDbEKbLLpqysw5xd5c/vgQlBBM8FacrVb1cgsTGS23acMwgfjO59V+O5tnS/eHO786tDfXEgrv2ZjIWuZbS7ownVFqMXKswB2OR4bker/4fB/2dLy8tLou2vVbMuWs9vr0Up5Osy87/CfPnjwU1FFpzGrjF16CJEbjZYkFrjucH4DPcICnLt5x1XnS+eQT8hZwi0X+OpaR33rcfH2Vetkv6XfqFJu29rb2dk+MDA8MjLmyH4O8h08dGRk9PQVu7Zfe/Ueufbgq+sX7WwrP3N8NRsvL4mK5ZkiVlPlUm4+3oi/+va7fuGuj0BduwUR99z4gm17b69Wq0QIDIYtOPtWIrfmESEAaqUQ0WhttSJEw0yUL08qzUGe1gbRkiBPEltkOr94bAJbprm4ESbaILoUp6ZzofDFqa5G2thVLkc3WJ3MfNtLf/GRf/87ZbIN1z9/aHiYiFrL5SAIhBCChFOXY+YoigqFoBbFSRJZrQPfAwAk9EiQQASfCD3puUsK601IuSVfXloU0MCJiOiai+tuVRP6MYO1nLHicA8B2+ZCPDtZUIZcKoZ5eSBYEN50I/f1wXe+kZEUWntCYpqy9LhcJq1hqmIEovAg8MFo1prT1Gpji0XKNUk5F1NgZsugLIPlLLVpahvCnu5mSDO2bIpFAXnNENLEMLBT4wQGY6BWY2AQ0noeOgTIDMYYx0kz2hpr2ORVTmttkqRuY+wgHwBMT0NX54/vom904AdU76pl5tz7LXdu4AUKHbiQhCdb6A5pMrPZZYr8MgtjdWHPB+M7rwvu31qEV2162wUDfiOj0BCS5JmYqYGfNadnly/EdarytQH4xu6OXxwbe30QBEsh+y13Fh2Y+MF/PP7+waGTOoU0YZ2Btez4dSTQaK6nR4HqKaozCl83tTPQLAXOHC3nffG5vAsIASRRyhlvhvlrxPku9K2jvvW4+LFO9lvOWBV2X7FjaqriyH6FQvjwo09u2ND5Uy95fqm4VPDT29M2ODK1ikellI5TtTj6EoKW6P63jM/VZnBk8lJEfShMls6kBJ3h9XSlGkVRqVRq4PxSsRgGfrlYcjtntszAiESAFiwhISEwKK3jKJKenxYKaRwbY5iZCIXARDMRCRQkGmgxj//8wSO33Xx1GJ6vuoNBMQDdbXzi0jo150LhU9pOVTNtVn/ZZmbAGfuy9s1bb33Nu9MsjeJYGy2IimHB833HyrPWMMPA4DCD3bhxAxJaqxUAIuXbbGvBMLAVRMBAUiAwE/mCGYGgrtKZdwPnB4DAzMZY9wQwmA7E3250KOXNS8gzWgU5hHRbnNz7YWW1z1LJIkmVmVQQaQJEa13jFbABC5ypvASoFGfKAAAChwVHLoRq1QQBSglKsZrSDX95V/Srj3AO/LQ2QUBSYhRrpTjwsVgQ2vD0dF43tMzT0wZm6lKASFpn2uke1x9P4oQbxtaWVZbneFpb4cc6eJbNWR34McwU/fIf5iK/eUGIHT7VNFf15enq4IQ9OwLyCJ9Ib4+4vOsCAr/9h/tIzvQcOvVOa60zgGVXJZ/ddN64sxrIfCUXCJhDE38h6O9u6v5Qf78ulUpdq5QmidLRf9v37mMDD2cpJxW2Gozh3Iez/tnNExQv6s2AACQWcjHNZa4AEVAAERKB8EAIFCJXcGme2Js3nBcA8q2jvvVYG5vgNUb2CzxvbY9Va2treWh4bGxs/AV33NbV1bGsd9i1rWdzT8cqVt6M5ccPnGxrKezesfGsLgvr4VaG+dN7moBSulHI9TwvF4SYtx64daLR72eMCYMgDMMsy2rVqlJKaz1QfYwEaA2e5wkhHavKNXa6Us7wyPjXvnP/1Xt2XrVn+/oJcbFyCp+x07UsyUxuZHeeZwDP88rlUsEWyuWysYaIAs8XQjAAAg6PjlYrtR3btm7o6bAWAt/3PC+OYjbGGM3Mjt4J1hKRM2kAzmU5Kd+01Gt7rkEzL/wxc6MpCYfS79b7RXMJcvfViQAQyEkXNBBk3p28wq9creYbszjOwiAQErUC540OANYCEkSR5YaKC0OS2kwxETKD0RwpBjTlskSadesRgTFOvwG1AgbQBnRknNuDFFgsCGAQRFKysjYIMI5mBAzzBjdEPwikZ52NdZYqqHP56kXCmf1vWyv/OPv15X7flpEAGZxIDzNYBnYOjE3mDYvvgZ9f+pcfRi9FL/SIJy7Tkp8FOJ3azrqjAwDsKsJbtv/GhfBwdzMBAzOTIGZ2ukQNUl9+/TcV9FYRsxgb7xv5paK37Ub6OGLX6Ohod3f3iqdWy/yjwx/Yt//zE2MqqVmVMtXvXCEARQ7drGXpIwlwDRMzX2pBC8n6hIbNT8O66ym4iRFJgJQgPSQ548Y+H+BdGLy3jvrWY23FGiL7ZWkpLEgh1vBY0ebens29PSt7eRh41125dUGhlPGpWlu5sAJvvalKvO+JY7dct/MCAL/dOzYWQr9/cPwSvdSlbHJhbXDBLVy5p69SqZ4aGLaWu7s6FuEtuL17/d2kENL3Pa1NEARa6yzLHqrcBwDAEAQFZ73mXmWtdbIcQhCSOHR04OTg6Wv27ti88dJoO/uPY99/wc6fXN33PEcK33Q1rUWKzzPcQ+cIXj/jnvQQ0RijjUZE9+vE5NTQyFhHe+ueK3b6vpdvrxFRUOAHWZxoq40xAECAzFYIIaW0wAREhEDOMQqJBCEhkev8xFx2AAiFIEkINXu8Yg4gIglGQKonsJGg3ivKjdfBrMt8rtbfUiJJOM2U50uo1xOYYXrKkmAhUCu2zFICCVSZbWkRhi0DSAZjmIFVZqWPbKFa00GQ41wXnk/SYhgSACjFtUgzg7XOsd1ZWuT+9IUCZZltZjo1O/JZY61la63KVKP9zVX5atXYmlzWYlvfj7tfn9UMfj56SAjM1rC1lm2TJSnP3QMvuCX2MbujeM8jyR3jsLEroInUXq40v4ajw5Hs2pptuTZ44I1b33UhgB+AtUw2Rym5OXsDnLsiLcD5o29Hqv8Ho6/Zkb1hE/3iwYMTmzZt9P3lGfFZ5uNj//qDA79/+vTpqdM2qrLRbC2wzRsymYENgGBEJIHMkHP86oYNiMDMbAAF1gFbPp1Zy87aAcmxlvNqIRIKAcLDHO+JhsvfhbDjW0d963GJxRoh+01HNV/KYhASXbaL9ILQbvT09DPHhvu2dZ8/b71VOfLtm7t6ulortfhCpQMA5q5vCw8PnyGVj/MyhbmaSxPqA4CWlvLeK0ujo+Mjo6edausiwK9xBESI6BEJQcJYo5QSnnEqjm1t7Yjo2kMbRIS6HKPb2eOBwwPDo1PXXrnN99f6ijDmHwVYTdS3Z1PLFRtbaEWXepSo6WpqLCOc9/reGW4EQYIQ0Whz4uQAIV5/zZXFYpHyIhtay0KIwPdMS2sSx8aYLMuUUsYasAwIRMTMiM6Wj9w/eQhRd2sXQuY4kIRg0KPRtzyfEBFFbtVAIs9wO226vOI2Ry4W59xEc7laZ7jQIQxRa2OMDUPfSYDkE7VBY3KsleUjQROT2tEHS2X6/9l78zi7rupMdK29z3DvrXnQVCrNtmXL2G2byQ8I8zwlgTgmCSGBDEBC4NfddOcFkl/6pUkHMr0mIe+9JL+mEyCdBifQLwZeMAQCZjCDjY1t2ZYlSypJpZqHO55h77XeH3uf4d66VaoqVUkl+a5fWZZu3bp1zr377LO+tb71fa4LUaTLi5qBe3qk62GsCIC6S47jotJcr3OpZFGo60J/r1Nv6DDkRoM9VzQCCIKYARwX45ABoNGgFNFBDvIFjSDRocyUY6xIic6UDF/wwqdvly/JwolZAqdKITlByOQvxmg01fZcAVMI5NuK9z4V3fBUdONwQcyFdJWSPTNHh0m1N2b/lsI3LwHwMx8KEStFpNjQO80Eb5Nr3yaf++nFu8bgszcM/YeZmZeMjOwKgqBQKKzi4Hm+/sR3nvzQU2P3hw2ulbm8QDoG02QWpllnrlkEYRxyGVzHkjYRUo3NxE8vN7lnfwUBm7E9sq0/IUBKdAyf0wXHtazOrVV07sCMTmzB6Az7XcaIlT52crJSCw7uWVUv0XVkqejVG9EGHsMPj56+4dDIym3Dgu9eMkJpQufA1TxzuZtQlqwIFCJTc7HtC8pS/KWqrSsDP8vGE8J1XQDQmkixAQtDw0PArLQGADsZmPyAyehNS0YDPnzs/GB/6cDo0JZdmXed/WSjFm/Uq+3qLx4Z7fOd9bT0o1gvVMJYbQGDCoLxycl6Iziwf3Sgv89wGnMrzQj/IBF7jquZlIrjWGlt+mEgBEZxhChkotkCaEoBwkBB4QiBUkqJAoQQjuOeD74h3IYUAk1rEPLiBJwInNu5vuVSsua/5yslvPSpfb1IzFoRomBGQOOmYGvrSlEUa44UALue67mOQYbVCmnjDAAMjOUyOQ529UghoFLTTeAzGTaLY2bGoMFxzHNzcW+fY9zYG3VigLDBhtIWRbFxvDA/HcdxHvIZc3aBgpnDINsVb77NGRp8uqM+Cxg0C4QUS9gOEoNp+q20WNrFQe+xQTn1g8ZLhnwxf/Xqu1QVA1CXg8bDfbOBHxMzstaEQrJmItMiY6vemYxi5hu0m7lq9NHZD/vyr/zaX9Rme7u6ukZGdgkhHCm7SqWKWlpc4Hsf/49HT/1zvapqFYoCDmocNRgAHBdRGrEWRJG450mD2VDrzD2PyGA/FqbAYEjIVrUTyLDZ0+k/BCHB9dBx0fWsN4O1Z9hi2WMH9XVii0Zn2O8yY794tRmtlOLWI/vmFmvHT23YrGC9Ed3/yKnhge5r9u2Q8vLXysrlapu9O3dcaYbbROJoBwc//pX3iC7LG2ldbA3rO+Q4Ugq5Z3TXtuHBM2fPp8N+y4HJlmOTUvhFYQaQfN8HBh9TfTzO4djMHda8QrkWPXxsYnRn30DvVtTIcaSoLYQf+cJHf/N177vIl1o33tOaFqphI1AAcNnv5nNz87PzC4MD/ddde0BK0RZmmQYeABppfCZXm4I9GblNUFpbMqbFcGb4ykp2mg6fqQ4IISKeLeMPHFdYdRZD7MzJOuSW4nKO22u/FwDedIvz5GPcCCPf9yWgQQhKaQBWSiVtB1SxltKxZRRgYusQkNSzaGGeSiUhBAaB9n3p+1ivEflQKMhaVUcxM3C5ogBAMyzMq+4eqTXXqsQAWuk4VgysFcWxMmO3KtbpqRrIF4dxox4IKfNdvptvc174oqc95APQikkzCUaNINNeX6bpArmxMWgR21k++uWsGfMb9AvVmK5WfZeq4oh4wBOXAPhpYiItHUGaSRvnBiYyjFxOPqD087sUpx/quW+f+5nh4nOvFR98/PHyzp07hoeGdu8eOTs1n78hnpz5wr/+6HcXFuq1RQob3KgxAKjYyggTWVzHSQ0C0hlFTlgbDK38DcwtRQS208/JVDOC6ex5BXRcdNxUxWrLQb5yfbaD+jqxpaMz7HfxBx8EMXStlg0/2N81M19dxy8a7Ot69s0H2qFHtVCpr48vOjNfHezvugSmgheM6ckZELnmBQIhCYFNTq1p261dCUMY6QmARlzpkbZZ0aIStjBfNimq4zoF3y8UPd/38qqtw8ODLbl1qunSOiOOTeKKbR1g234iDDB2fmFqtrp3V3+xsIUqHZ85+UmvGz3PAYj+z3/52L992XvW8SJmhG99Ep0AsFgJKvVoK6hx1OqNicnpgu/deOS6FjICLjNhaCf0BEoAZkQgJgDEgsitXbtyzN8EgnV2TJY6n6p8crkX3+B9q/nVbzzCTx6NqmWlikpKI+OpAIVW2rSrTdKmiOJaDQBcV7quy0xKKeMwH4YRaXJct5ZkyHGkHccVCI0G1xsKmDVBGFEKNoihvKghGeGL4lgrSvGsVjrf4ovCSMXExEopAEghX18/vuAl8sD+DuSz75VhCRIxBQmK0Jw37kvhBGf72youbYyeX/r/HgqeB7BDIi3GVyfwM1Z+Bvh9s/6620v3bBLwK/hhddF3PUYkAMh/TExAmgzJc/Wm7RsVM43vzjZ+cm/vT3dVf2F6eqZQKJT6AnCAmBfqT9zz4HvOT56rLlK9wkGdtQLSbCbrHBeMtSgzgADMqp+JFw2ilHaoz5A5E6q82Qohda6x7UEBRp/TcdDxbKNPOrlh5q3HERs7d7qD+jpxBURn2G99eC8Mo3KlNtBbWP1PbRvs7e8pPXVmeh2/se0ep4mPnZw8OzF/3YGdy7mub/0g0ggSwNwt7M5PZPhsjChMboJp1wPz/yEgEGmbUbsKQHJ7WTAUAIygYl3XjSiOPc8tFHyj2jozMz81NVMs+r29PRm4S2RhWsqtqXziKrPzFjQYxvrJsdn+nsKubT2usyUqHcIDv+CgQBQY1tdDrbyYEb5aI1qoBER82W/lmvTZs+cBYf/ekYGB/uVaaq3rwYqr2FTH0DPNiradPUiFVtJ50TypGQHgfPAlBdW2vyVz6MvMvLj9eluFhmXSn8tOwZHy1W8Q3/i6npsOGMDzXSE4ikIVKwAsFDzHE6RUGMYayC94sVLYCO21iOD7XhQpAFA6LBSKxpqVAebm4oIvSl12Pw9DqtcohRm2GwCgtQ6CMB3aY+Z6LfR8VzoyRTKNemi+u+eA3H/QnmFvL3TwXtM6BNSKhEBwDJYwpEGD/cj0kbJ2H/EK1nCfO/eXP7n7nflHJOpbCt88FV//FNwokeeuUq5n3sP9vvorNwn4Pe9ZE1/68t440gASALQiQ80lbVm46bXPeV2j/I69afcNBn26/Pdn8HM3Df+noHIT+2UB0989/kePnLi7PEeVRW5UKAxYazDWe0KA4wELQMHASAzLVe+JmuqwtiyLwAzIwMQg0Bo8MEgJ0gXXQ9dPWnxLVFsuWGa9lHH0fv31f2p0UF8nrpjoDPut4TjjuLxYpXbYolxtrOxx57rO4YO72ip8rjvqjejBo2M3XDMy2Ne1muffdHj08RPnt8TclEm1mVCzUbI2NxIj95y42GrrR8aJ5Q8mObSBZZzWFbPNP/1whEiUXYRFakIiM6s41krHcez7nu/727cP9ff3Tk7NTE7O9Pb2+L6HuQ5N3sX7Kz/6WK6QiWu996RPni83FivBtsGuncM9l/f9f2D6eyhRazYT82tdmhc5wje3WI9iffnv2gwTk9O1emPXjuGdO7aJtTCfW4yhVlgMmFULME/dDPTUTPTdxLAYl1Ee5415izKoaa8qBOwuwWtfI586KZ96SlcWVbmsPB9HRmVPHz71ZFCZV8REWjNwFMV+wSVNKNDzXCYIkqljBgiDwHU9o/0CAI3AWLoDAAQNasF75jqNYwUMKtZRGDODUpqZlNLF7oKUkoiDBPIBwKtfA77fQXrLfbI6DkzrWACkvMEmNZcmKRduPzCGCBPh6f9+6vfvHH1vycl2J4F80HushNVHwuduL4iZ4OoU9kw93DcV+BGBignMYLAGZtaKmEArMnDdfHy2FLLkjXb9TYF96VZGHDw49ZsFsWdw/gWPnf3szGStWqbKPEchE4NwULqAAHHEAAgEKFEKkI7lZCIwChQSBCYymwIScmYy8peKuBgDU2m7gkKCdNEroPTQ88DxMtWWS++/t5oYO0FH7+dGDQCwg/o6cUXdMjrDfhfEJ1pXa40wXFZb5eEnzg4PdO/bPbyyFMpmTNNpvVoU19tdfPbNB2bmK1vmfWVjCo2MjASMtrppEmNrT5s49eSz1zyJk41UYL6W2Nz3SJ7MyQQek44irbXWmjzP9Tx3dPfOwcH+M2fGy+XK8PBg2nZObzaIOL74qJ8kQh/61Dt++60fvyBeWbYHCDA1V5svB+7+HbG8bK3aE8ETfcNeo6ZRoHSFitZQDrhpT7+zrsWsNM2XG/VGDHj5OZ3lSnV6enagv/fgjdc5jrPCB5rif8QmZZeV+ibLLwBTRyCOnqp9os3zMQVnG5XfWG+/9DhzAAwB+cAB2H/AFF58RGbQDPrW29RjT/DYaT53mgEgjlUcW0qILnCh4AGAJqpVA9d1HFcqTVKIQqFgzmJ6OnYcIELiJrBnzDCBQccaABr10OxgDLBth1hc5Gq53vKO/tjLnA7kWyFuPjL2/R/skS4D2J4qk1E6paSPlEqGpE2kNq9jDLIDqn1i7COv3/mLo6Vr8t/d6Z4piPoPGi8ZLoiFq1TfxXi4byrwEw7FgdF8ErmWrJV1Semdxmtx6Y9fe/2mG0swQyU4MzH5d406xxEDge+D7wtm0JoBQDpo6qqGeCkESgeEANKAAGDVXKz3DCIw2eEIq/KSCHgCJggQLL3TddEvNrX4tmYEdb7vq7QwaxqeKGVHzaUTV2B0hv2WO6R6PajVL2xmMDNfnZmv3nR4dOWm34aE68jhge51zAoi4nITfU+dmRoe6LkEB998PNncUzbynTEtE49WyNE60/8lCW2mn9IumzEKFMBAwMZAO2l3YBzFWmullOe5pWLh8HUHFxcrZ89NCCG2DQ+2vpKjEIVJX5mAWAu8qCUaKx0ff6g0NERD+/TlqBWiRCEkkwJrUwEfvvuj1x3a/aYjP3XBn10f5Jsv18vVaCtc13Ecnz03YSY8u7u7rI7Kqi8iSOmbyR95KJjaAC7XDDTPOdP4vIZaQidO23pt+4TNCG51MK/dI7hE6tP8jwCMAqcmIGbNoKQDz7gRnnGjMB2kh/+v3sp4Yaw0s9gfNhphHGvHkUpprbRWGhogUPT0lcIwdl2HAYIgYAIppSbtuq7j2HKYVhSFEQAQsdaktXaU7Jpxdw3gS9+ilKLjJ8TYKWokO+4LXogdlc6VY/s2AAAda2YhBAIDMTMxqXRCjM27nTaRjDl4SwzvSW1A6O6Jjz+z/6XPGXx5/gmpvsuA5893gN+64lUvO/u5z44AQKkPwyqZC4E0s70cMkYuLUF9b337zKbdiLFlg5EO+gXwfHS9nBsopndtO22PufuvYZ8iNm9UCJ6Pudt97sadvqAAgWhgZKGEgBcomV3eFfK9r+nx08CQDSgCdlBfJ67YeNoO+330n36l6PT96mv/uKmiE4TVap3WwigIoxhg04GTlOLwwV2jjfDYyYmNy4P1w0+c7espXrNvxyUzb0hST1zVZNKKN62Js2poR5u99w/v+tXf/Om/AkAhBLBR27AiMsSsY4qiqNEQvud5vtfT033D9Ycmp2Ynp2a6u0tdXaVMRDvJ7FEAaPiLL77rN1731xd/8vXZWZid7d69L+zecSmvss+MfaLUY0WywbgFCATNJ8bG4cjG/7pqI5qvBCpWCOLy3rWZ+cyZca313j0j/f29qzwavJBfPGLTU0wusMJPVOLji/HDzXkMLpPfrK/j12b8tKV9iIDGABCAGAiANYTLtS23PTOsjRd2zPb2TAXRoCh7dUByAN3AJ8HBQKSZwkhpzVEUp6eulAaAKIyFkCaRjcKQiGvVhtaaAZxIjpzu1Urd9LYIABxHXH8Yrj/8tHZdX0c4Hgd15Rcdv08GFbKC+DppJeUafUTtOXKOh694cRPT5/6Fr55rnGgZ88vpu2yvKb4qhT03G/ih4LCuHU+omBIKLmtFlHxkpjcLl+mtRYHSYb+Ijgt+UeZdNBMxs6Z/ZohOLNlvmnFaTt8aAECI7BRTKz/YwhWesRP04LetgLEwOjTC1qA7qK8TV3Y8DYf9Qp49dzpTW1FKLZZrqydPbri3ntYUK70y+uoq+rce2bexs4KLlcbpczOHD+66XJ87Nv9laZNj6XAaH8IAACAASURBVFJ4bPz7iOB6mBc9S+uTcZSl+7nXyUSjXcdRWjcaQRhFBvvt2D40NDgwfn5ycjJzd3BdRIHpkFXY2MjxyOq509KfKI0cCLxLpK0qHOEVPKU0KTZ+AgJBA+iNlukLYzWzWI/iLdEXmFtYWFgoDw8P7Nq5TSYCsJc+FNVONf7HJlw6vPz1xHn8iEYyzzQ4UTHHBCtvX9x/KC5I4XV36QUtZ6iIvWEYFYoFFat6oNw5WdkX1muB+S1+wfdch5jjWPmeK4QI6kF6bcZRrJKtdeRcDxP17KCh665SS7hLEq962dnPfW4kDrQqCq2YiTgx8TNzYqbRZwby2jb63vJzbcTGJsLTnxr7wzeNvDs/5mf0XR4MXoC4A4A6wG+t8RM/cf6uz+ysV2IBmM5Ypl0+M+y39DMyvMrNq4Xl4ZmUKArMjELg0hpBqna26ldfFl623prX+sqXKhbn+DtfoaABQhiBAEj7nAapdspUnbjiwwz73XjDrUOD2y/jYTSicKFWjVS86ecrMIrsBrRYrs7Nl1cP+QDg1iP7rjuwYwOFGWOl73/k1Nj47AU3wa3gvLfue03uyzyAwJjhOxYAySOcw4P2OeZx8dCZ/+m44LTcFHP/+vjX/l0ifgiGy2c7fgIdKZXSiGiUA4MwrFaq1WqdmQ/sH923d6RcrkxPzy7VUlMb3QjXYVg5+bgYf0LypvfYP/PgZwSCEIK1feuF2Pgbl9I0NV87N1MJ48svIFRvBE+dHAuC8PrDh3aP7BRCXr5FT2ONz17CMoqxHMSUzplkWJohJKgprieQb6W0sjBMfaNUKrjbB3t9x3GEkFLEUczMXSXXqzgDTxSL0z7EAgDCRlgp12qVehRElUpDJX4MmqhWC+qN0BzH0FipIDwiuuktSkjoxMWEdDCOdKOsVExaJSZ+xKRZqWbe4Fry6opa+Lszf3y2frypZoR8W/Heg96j3a4Y8K7OjJcApgKKNEdcuK/+SkcO3Tn63oLo2pAXL/Vi1FBRpJUipUjFZD8vA/naAekj/6axibtEO32ytpAP1qGngst8Nf92SCjxeEFmxSWMoM7f/zp97W4KAyNOk9nQ2y9ExI6aSyeultgiw37VRkOKsLtYkptG+BQITFBvBNVqfX2vsG2wd3igJ4zapOxBGK+PM3nm/NzE9OKtR/a67qbvKvt2D9eDaGM7lutKUts/stxkEwIwEiIWitjEX8s9qR400gfydyxjIuS40gz/oel5ARJRvdHQpAuF4nXXHpyfXzg/MS0dkb/Z6U0AMn/8D+94/099HCoPLPR19e/YRMLneHiyu89tVGMUmPV/BMLGkYpmF+uLtQC2gGaL0mr8/BQC7t8/2tvTfdkPaC76QU2dvIRHwfnLwugnMRJDxBAx6Dw+zP9zaYzeMXvsz13pyN5SodaIRMGLI1UseHGsvJ7CQjXsHpfd4/7Ij0WHX59tg48+Ascea4SVpuuuZ87rmXNLslAPGz07aNsNnUbfxcYb33Durk/vYFYia6EY7Rw2qiFG4oXbNfr80kqYW3H8+Ym/ed7Qa2/ue17+8VTYc9ATV6ujw1xEg54AucEdv9e9+vxdn95hDPrsh0WQ8nKXPn/zJvry0CtVeYULjc+1t6XltYlarfU5lz6O3q+PPQwordBRllks8Yvv9Po6cVWFGfY7eOCwIy9bRUMTLdaq1UZ9MwgA//WLdxrf7XVDvnTnaovuTp+b+eHR00G4no5lrLSmS8F5KPjurUf23XDNiOtenqp7S/lvCfDD/DQ4Zk6wID0GSIYKuM0tpFbRyyJJS3yzunacaB8wUxCE9UYjjKL+/r5HZz8rJLBuSqU3Nr5w/x+lr7m4WBs7ftoPFzcPB0gpvIIkIiJiBot3EQDgw3d/9IFzP1z3i1dq4anz8/OVxmWn6jDD1NT02JnzO7YN3XD9od6e7su+lwZ6ajz457WeheHrmZXd/jn2P4EoMBE7SpayskOpDACGoQQgYoawBeOtDPkAwO3XI69ZIBUXigXPkw5ib29XHCvP9wTwUF/RHNz4vV63i0OD9uuFL8RX3OiNPNY9OtY3eK4wNFUaPda9bb67yykaVeTb3hFDJzYi9l5Ti9P2kSKtSSlKlDyXbSINb3PuuHPyAosQ6Fuzn7935p9aHt/pnnlW8WuexCFfXK2J71zU2vFzcAPm3u+4c5I0FLsladuY1THR2jH5xgK/thAOc7Hyj7cNvlCsuPtd+DmbEaefpLs/pY49AkKilChk5jmxFPIxcwf1deIqDDPst2f3gct4DJFS89VKEEUbuAsopdBRVnR406LeiAxjc5XPlwI33Mh7bHz2gkOAg31dB/dsv6wLDZtYn5zDgxkVtOmzMtuxqUg0Sym2yY3BTo0LxBzQS18752RFTHEcNxpBrdEYm3sgHT03pXTe6NL2bHA8zxpl0tVTT8CZoy6FG/uLPvCPv+15aGwS7SQksxUfSboEXzv6zXW8chip0xPzE3MVpS9/4X9+YfHU6TOu6x65/prhoUGxBWrJxNHJ+qfWWRFZspRzQ6yZGl5LNQKzywBNysKoCBqaA4b1fEb9t9VKO7WKo2KhIAXGUVwo+FEYuZ7LWu8Y6i64QiDc858KtRmMqjhz1PnuR7qO/UNPwfOhRoNh11C12OUVpBRBEALAkZ+M+/ddhYNhlyWe+8yq60kA1orMF2smDcYPoC3kQ4RXv361kmCPlO/73Lm/bF0Scvb24j1dMhwuPC2Any/7X7Pj5zeEEP+Wn5uKQ9YxkWrf4gOAt7595oKYfJOA32rA2GpiLRWuy78VLMzyV/9f9f2vk4pRCIv3TI4hRJNmaVMS0tl9OnFVxhYZ9quHwQYO+1WrdcdFolYFqs2IRrBa/qTrOs+++cCeXYMb+NvPnJ+778ET03PlLTMwzSv+c7VhYJgQuFxPtGUGL6cfzXkbP5Mmp3c9gSikQAQVxyDUzHm1XAq+MReXq5e+AXG9Wn/yIX9+bAOH/Wq65hUdACAr3Jg1SNMzU+HaIIHS+vxMeWxyIdoCI3xBGJ46fbbRCK49tH/Pnl2Os1Umxk7VP6N4zdwwFCBQWGuTpBmdZVP2szMTsKwTvy9AFAJRCAESAFCwkAQYGcgHsE5YjgL2vXXG7yZm5fsuMqtYOY4ThZHv+3EU93UX+kpuSXv3fajn3t/ueeivSvF8yRHoIPeWCkXP9T2nWPAc4O6Cd9NP0LWv0tCJjYs3vfk8AqIA0kAatLZ4j5cBFdv3r207MzbuddU07tEty7eX7imIpwXweyh43kjx2tfv/MUNAX5v/qmJniEPZPtrbcf+y/B25tt6S/t7uAmxAua8xGN+3/2q/to/UXkBXR8dF4W09lHm4zDWglYniUAr1trIrnZQXyeu6jDDfoevvam7q+eywQXmaqOxWKtqutiuQnd3yZHIBALhP3/iHZtxtMWCt77Nd+/I0HNuPrC06ac1rY8vCgDHTk5uJaN2yKCUbVhgjr1p/8yBtaV1NntHYF4eNnKOP5o+uQlnohDpl0Cj+EKcfgMApIvNiBGmpmbK5fJGvQFa8XIdsurURPDkg359dmPeaQQzH2upg2z7qfkS5prKAjML1RPnZiv18LIvIiY+e+789PTc6O4d1xzaXyj4W2eBz4bfr+mTF7fpGZC+nL4CA2KWdFtYiCAYE7ynuE58scUyp4uuefe026WlFH7BNU1HRAyCwHEdrUkmVqtSSr/gR1GEiAXfY2AhhZAyDEIAuO7NjYOvjqATGx1vvmMCAXVMpom0HN5DhLe+feYVL55ec1WFap8++2ct+i4eRreX7hl2poYL4iqVd7HAb07veDB4wQYCvx9/4/hb3zbTNYRuQaAA6aBfki982czP/cLMK14ydTE50sbGBV/5iv5wjz1Mn/24OnuSraE8YloCxuZUIuUiMSfTmB3U14mnQ1w1w35/9S/vFJLTi/vPv/jLG36ce0eGbjo8WiquB/u5rrNUpdMofD7x1Pm2jM0gukLnZLAZAuZRCGabrsllOflqKRBy62stxTDMAEDMlHd6aDkGNC1EZiICZtcV0kGGDIwCwPWHD/q+PzU1U6/XL/7kiVIh6/aApnrmBJx+2FMXJSTwgX/8HenYszSQz3oBs2GwrK2kWq4Fx89Oz5brW2H1zMzMjZ05N9jfd/jaA/29fVtKHiDQ0+PBl9abvqWeXtl6xWYHQaPVkRRBMvs/gQgYM8QaGoobZnIPQWLWXFjPu+R00eFfm5WlWAD6vkdMpjLFRFprKUWhUCgUCsysYuV5HjMDou/5KlZhEAohnvne2p4f64zzbVbccedk/06n2LfsrVm6+KKXr18gJKDa5yf+Zinwu6XwzWFnasC7moEfcQb8but/8Ua98k++cXrX4+d3H5/a/sTEHXdO7t178dW9TezIrfyEKysWZvkL/0M9/D0CQOmglCCkFepcOsIHiXuhhXzGaYM6qK8TT5u4Cob9Ipo317Cx72pUqVwub/gG1ttdvOWGvaMbyticma/e9+CJcrVV0NkIoy+Ng3u2bd2VtMzM3hLBztZe3zce/6uUmtv0+WPzXF/ToGD2zJTeaYb7mI26CQsUpmVh9E4AwCsAKSbddF/dvXvngQN74lhNTc2oizNzEOLC6pJx0KidePT42Gys1smLq6mK6zkJTkigwtqvmyBSJ8dnz8+WL43U0MpRD4JTp88ywLXXHNi+fUhsMZYZQXyydkF3PoRlcJhR9mNKOcicEa+QGAkYgAVDzKDSnAyQWUQa6zEvKK7kW3wMOifcss6Pz+miI78+53QrAeA4jiYtpTSNviiKgyAIgsD1XAAIg9DzPK10EATM3DPs3v7Bcv/BDrFzc+P1r5l485smeoYdQ1Kwm4wEtyB2HMCfeev06OhFbth098THvzf3laZNDPmWwjeHrmrgNxNkwO9ZA694Zv9LN/DFr1jodEVGo87f+KL+l8/pKETpoHRAShQSRerN0KraYnKFrBxHZIdmO84NnXgahRn26+3tn5g8Nzs3dbkOox4GjSjsKhQ8x13rCag46XgAEIGUcnJqpru71NXVtRySXCgHQ33Rmtp3iNhV3HjKWRjFAMUWANU2dm3v3z7Ue/z05JZZOyJHu+T15aDjlce6BhIgt+rXSPdxbDKGaIKJpAkRHSEBWQgUCC0za1EYua5TLPiHDu4rlysTk9NEvG14cH15tLPq+0Y9iB97anqov7R7+5ot3YnsuStlBsCa250IiPaBD9/90Vfd9sJbd9/a8gpK66m5quVzXu4cRWt9fmICEQ/sH+0qlWAL5kxMpxt3aagCADDmdVeafdWTtWvGSJCZW64NBqvOyQmn2XyHCDQgIHhAAIIBGIQCjAjCi+dzrgz8bvyNuUc+OgANr15T0hFRFBdLxUa9IYRwPdcwOT3fC4JACCwUCj0Hw+t/ds7rfprKt7R4Ybf95wW3rJafWjl+/A0TAPCV36fGzSOl75572Yc2eMb1/oWvltXsy7ffmQd+txXvfSq64QQcmY8o1LzCuSx9fzbcEmATijjWwH1O7zgVX/+cQS6r2SerD23Nxbb65GT1L4JXBTY9er9+/CFABOla1ZYE47W6F5opCDPLZ8TPAJGJtQImJgIdQwf1deJpF6mz39nxU7UrytlPa1Ax5Hs4P/jefULKarUBiDt2bBsaGnIcx/O8UrGEAl3XM6Nfx8/M+a48fOAyNNBcR5aK3rLeesvv9lKKwwd3td3Kp+fK/T2lS2AMmL995P4Uyx992gTjbPwvve84sRCO1gzZk1b+dYC5IcJcFp67qdklbb0gvvCDjwoJKCCOACBT/fnwXW/7j2/+G8dxHMfp7+/t7e2emZmfnJopFv3e3p41NZ7/9hvvcgpru5fOLtTnFhujO3oHeotrvFStIKpV9qes5GHPPjn0e098uwX1TS9UZxdruAXQFTNPzcyGQTiyc/vAQB+KLZqITEffqulTy1+iZilS87JlMJiPBQAwMoIABDTr38LA1IXPYkgECYJQaBAxQag5XLdkyxo2oi6+9ucqD//fvaVSKQgCACAiRPQ8z/zTL/hRGDmOIwQW91af8Uv1jht7CtuW6mSsgHxWCZDaRkmD871xDfDw3+ubfkZe/MHn41jlwXI0/6bd78w/eNA9yswn+MgCwOqd/NYEJy4j9kiB31PRjQDw8u13VuKFifD0llpmWZmAOKsqUcvNMLmviiVMG4TleJtbCoSvI86coIe/z3EMjmtUrzK8B4lvoXmvrJSLafEREBnTSyBNid8GkOYopA7q68TTNDzPP7j/cK1eGRs7obS6LMdghv08x+kqFFezDYUNAIYoZKUYAIw6jOu6u3Z1xbFeWCjXqvXhbYOu49ZrNcd1HMdxpCMdKaWsS+f+RxuDfcW9I4MIeMmoZVKKW27YOzNfOXayTeNOSLGO++XcQu3Yyck9uwb37Bq8gop59mQZNq99MF5+pKsfmDHv/cAM8zMxMytrieUIIYaHB/v7e8+NT05OzvT19fr+alvBJIgY1rp8mPnMxOL0XG3Prr6if+EW9/v+/t+ajqKKNBlHYFpiy5v75MN6VgtZrDam5itbgc8JAIuL5cVypbe3++C+0VQ7ZAtGTZ+dCu9tT95kAOQlj3NWlzBPYOOnYVJ8BGRIoDowoDHoAwBkEBEKzRjpZH7v0kT3vnjk+cG5b0GhWFCVmopVfp9BQGZ2HMcZqN3yzg7ka4P9Vt6cW2zT1g38bA3i0Q3DEvmYjMY+OfaHbxp5d8nJBN4Oeo8BwEnxjGpMVcWrQZLLYYwteD/KAz8Xop/c/c5Pjf1hRS1sqQWWyo0YNVfglWS6Ek8CTM0JEBhlpqVmy6XiCm70LczyD75B1TIYGqe94wkQApk4vxotCSZHQuKcgotWQJqzP1Vnrq8TT++4sob9dvVctzCtgoBMJ2dnjjXX1V3aM7qzr69nfm6xVqslyNbzfL9QKBYKRc/zHccp19Sjx6cXq8FGb9kXIPxsG+y9/ZZDPV2trZ6LacWcOT937OTEFbTYliIlXsnOel2fhVDYpPyZxWe+82Fm1prCIAzDUKnYkXL/vtEDB/bUarWpqRlancasEGQYf+tQkQ0i9eTp2bHzCxcc9iNmx5XMgFKYuxfwSr1RYyEVRPGJszPjM4tbAfKFYTh2ZjwIwwMH9oyO7LpggeMyhubaqfonW5ZS9oXcetWaPxOZIpN0GZhnaZ+m7sxEiaYRIqJAlISOYlHVWGuBfAiXAmbtfW2te6eCXHZOpM3xKaWklGEY3vzLHcgHS9Uv2uofrqyLuDX1M6p68TPn/ryhq/nDO+Q/fsS9r8vBLtmyRVP+K3NLvaKUIQ3wY+YnolsX9NCbRt5dEF0X84JyQz/POIQ45CjkoMb1CtXLXCtzbZFrZftVr9ivRpXDOgf2i8xfwgaHDY6C3FfIUQhRyEzQ+sWwxSU8gzp/71/pa/9EtQoIgZlQuDD7leXT568tRCAFWrGKWcVMilXMccBhnVTEcchxaN4ZUnFnrq8TT/u4gob93v6qP/jgx39CReB68LpnvM9zXddxRkdHhZBSCs91S12lOFbTM/O1WqO7u1QqldrjpYny+enKn9799mt3H/nNO/74YrPbSP3o8TPX7N8x2LfSjURKsVThU9PTSCnB7OCAhoDRBPk2Kimyv6JdnDr/uEm+NJtiakwOOdIpFvzrrj1QLlfPnpvwfa+/r5cvcL0klUWAH575+q17XrTWg1yoBIvVcNdw9/BA1wqoD4UxfUPjMpS/bUOiUJqNmhGcnZov10LYAjIDRDQxOQUAI7u29/X1bvV1yXyq/j+XfMywBAS2fNuAubT3kaXCxrEvc5c0nE/BICPGkCAiDpr1kAw16VJsBSjhmrdUH/mYn2rAGm1hw5WSjtz13HpxqGPF3uYuCTkhKchcaNquli2yrpcd9Aqo9qmxP3r19p8fLR1KyRc7nTEfa/fzi5m5TthcmMMrfUKMAOYjGvDEDxovub14z52j7/3E2Ed41czqln4vCjQ/ur5pOiLWClTMWgER6Ig1gY6ZNMQxszbPsVDHKDYbAzrjRGf3fwFodxdABOlkiiYoQAg2WAgFmqcJA5wYEIGsV8wajnnpG7IZS+L4o3T0h0wahMw0jtPuZcZ9Rbs0OU/pTO0ZiLUGpTgldqoYtGJSrFUH9XWiEzZd3irDfo6MugrF5Yb9fv8d/2vlF/F96O7urtUb4+OTU1Mzw8ODbcmcSrPrwsNPHN2YWp3Sjx0fLxW9mw/vkWvpadC6ym7bhnoXK411i0NumaQkw1H5+Mhdv/q///Rfr+81M7vEJe9ro6pM7uIgGL4kxYqIJDlSyt7eniO93ROTM4k4UGm5T0Y6qBWYnPmbP/rUOlCfWerj05Xp+frojt6eLr/9MyxHhYCtPCllhBZemmsuVgNcL+ZLDOMQ2FpvmKk0zkEctJKUGVTJEdrMr0VAmJ2fr9Ua24YHh4cG0rkLQDv+hvZVsl+Dzeo8jC1YC7H5w6RmZZXm3DTP3sHs4JOTA077NlZeEwDONj4f6OnkCZz+jB0UsaouSfaBDElfL9fWyysN5YGcdZRCoUHGhAFxkE80EXAz+c7to7RTC0BHSmIGEChQa5COVLEiTQde+XT35WubzlqViJwSFSI3ob5mzrVR+FlHWryBfZjlSJjmV2iO7x7/m9fu+PndxUOWYchcgsmb5VceiF+kiWs6X91IR8fyRpNtj5/alk+2AmiMyAK/B4IX3l665/U7f/HzE3+zSuDXohqyPrCUvM+gFcQRRwGrEFTMcchagSZGQLPLp9sJCkTBiGBYjk2oD+23bAWQMNlt2DxTCJAOomZAQAGECQJEy7tJaZO4ZPDigue14R/o5Dl68Dsc1AEF5i3GUKSbsN0u0/m9ZOLdujIQWckWQ+ZUMWtlWJ1s/k4aVEfNpROdyMdWGPZTWi/Wqr7rlXx/3TtLV6l4zaF9i4srqTV6nohj+tGxiT07ewd6Sxd/5PVGFCu9JtS3PobnYF/XM5+x/9zkfCO4olK01SU08cWck8AWPJmuICOFIpCTEqJpxwBpzUwohOs4u3ZuGx4aOD12bnJyZnCw32kn1ikcVMrc8zhsXBTwjpU+eW6+p8sb3dHnOk3MKlLAxMbbzfb6jA0cUXaCvNz9WKRnjTlXwwRWYduf5PS+n1a1RQL1sgQhA2qcuBMg2ve0Wq/PzS/29/Vec+1O33MZOPWoRADkrD+JyesiohS5fNm+sn2AsuwHc1gUE81Mk3cjgU15BCDZVBtbXOwFYmrPy+kUCMN8/MBC/LjNpDj5zcyAnPnsmeMGRiEQ0zMyzE/MK7UI+xNkqJ2IKASD1ICxhjpxkEuFTdJCzfnxJUKAPYdCPu5HShNrISXESqBARKdLPX1EO3l5FrTt6QEwAQMAZX9v+amcTmvSe8Fs50Fk011J8tdV7fa40QvBKFsQAWtgAK04ueD1P574xLMGXnpD97ON3SkiINYO0Rd+FL4Ale34WayHEoWhKSMioHAgZ0tiR1abLwdbRoKWHegyA7/FmPu9wn31Vz6/pG/rf/H9C19dx10svcWk8lpNTrTc/geNhmQUcVjnoMFRwCqycMVs8sBpnSghNwpGAQKZDPzTaFCQMN8i0wxERCBg0/RDCYgobOOLLXRE81NWZS0xuDPjvDlvW0x3omVFazcc7wV1fuBbNDUOVp9TJJUzbtJuSZEeZGZOmXALadYaSLMZjNQKVMSkOI6ZEgRIBJ1eXyc60RYy9Vx/+N8sLs6dOXfych1DGEdhHHUVip7jrG+XQUSj1mgaOC1qjXd97/0g0NQlDeFz/8jA+szZLybkMnnA3GLtgnzRvSNDbZ3ft2YcPXefSa2FwAvSWu/+4Z++4bZ/t64PHeo1cj2xtJGoNRh/bLTpOKKV+GQmNlRbIaTjyGuu2V+tVM+NT2pN24YHW7pnCJngotqIwkilFj321PT2wa6dw5m+AiXG9ERMRDYnSNWoc7qQOcCLgBbuZC0r25TCdNAdObuBQtrZMPd5k3OYAwAhGHMvlL6VnKCmVOWElYonJmeklHtHd5W6SgCgtQZcAjjzCZEQFmBxJlsn2JxGCljNm230Me3HaZ4vIO0iohRCCpllBWzyBjSvbm3uTUEYQAjhe36h4PueW6fT47V/7WEgNmgRc+qygkExhAQhgDbwDEEszcfzCUkGtu2zNAExEHPcDPB4/UWRjYjBG8LG6ZImIhJ2OQEDQP8hBU/7SFlkSU4JwKy17fIl1PR0WBOYOcV7qbqGlGg4dXm949UMS6JA0BuzEkyaaxhuWgNpmx+r2F7sTEBEX5m951zX3M39z3UcYc5JiPpB/tKj4e2osUFgkZ4UQsgE9QnpuEkDUFg0CACA0nHSvQE4J3m0ZfihgeZqTN1u4aHgec8aoHV4ORjuvbnYVdQKabEt3wJNQZPDOtcqXK9Q2AAdsdasNUhpkB4igoU9CbczxWOICahrNTDCDBTlimEGMjEBIyCxwebcAu2QUQAypr/IrNccAuS2NZENBH4P3UenjrFJDOwp58sf2HL7yPv3WshnFrbp6WnFWoNp8amIzaQfKVCKyV4OHdTXiU4sC5ku/7BfLWjUEbsLRddZ56UqhBjZtX14aKBFrZG8RQiy3VlpPn5mrug71+4bXuuvKPjuM5+x//jpycVKY+1vdPuHDV/0ugM7V7YNlPKK0aN6aPzTXf0Jue5CWc2piWPrXrdCtJcVsIXD5C+Y3TyZmQFRxQoFsRRSOt3dXYevOzg3t3B+YrpQ8Pp67bDf337jXV53xuhTG5ckT83VZhfrI9usuwMikibWSIq1NgwWI+NpBxjan3zqFGBOGVPGpE1SRT5laLGgS+WwbZ9ryUvnQFza+WOG6Zm5IAhHdm3v7ekGREryYiGEgWSQNcwQTebRVDDmtJuWssgAM36cWTDpFBWanIOTXNL8RSCzJV5KAaSZgBBRCGlOmQgECiGl7/vFou97TsyLYcgBZwAAIABJREFUj83/gcY6c8y49FqUAJpYNY/bXagLwy043GMwaJMAtlAPzR8iU3LSwn7SeT3PKwaeLdGTJOIMeC9jrpBKukMyDkQEeVqiJbwxWMhkOgkKUmFgsgqBjMAoc40+zFoTxlJMShDSNsyZWeUIdZhaSwM3zSCsqIxiB0eXURNNv2WTYA1acRyySnluCrRm1uZ6SbA+wYP17wcN9Yz+ZxmpWSmElJOH+OtH42e7LOtkwJ2UQiY9PSE9D0GgQBRSJFU0ACStTP0JhUAUBhMyMCelPsxxYREvz/2rqhiAAHY8Gj775dt5NV4O2WITpqtv94XyLKEASOFKzuAzox0kQCuoUVC3iixaMTNoSsxfEBBASMvktI2+PPhZ0gLG1NfI7oFp6QGTpQW5+lxTvmEp7qaohpyCSWSL0M0jqWvpZvBzz5ygB7/DxpbWnqOANneFpPNoVc0glehkJjD9Pa1YRaw16DgH/GLWyiJArZg0M0Bfz1AH9XWiEytApi0x7Fdp1B0pVxj2u2B4nntg/2it3jhzZrxcrmwbHhRuVq5LoxGqHx2bGOgt7NnZv1bg94zrRsvVxtLeHTMT8bLwbPlUsN6IHjw6dsM1Iys3/a6cQkJzssJLs5bsofUxJ//6a79S7F0WUnJiep4gGMOoIVuGFwKAiTiOlVLacR1HysHBgYGBvnPjk8mwXxcJSiDUxhOxtOYzE4tzi42R7T2kSCmSUihFxraBNAFZrc7s1t10tWaF39xb3bTOjacFIrTOIeXfqOYWnRXgMV50APlppXKlWi5XBgZ69+4ZEQZtJwkrAhCRkDJ/JJwMQCGawT60OTSQMJIntnWCArIZObYzVYnZHVpbdGQ0jUvSFFEsbE9CAKKQmGaUDETEyNL13a5S0fc9IYBZPbTwOyFtbj2LeIsSsAvblCOQhJCCOakFXEElpHTTaIFA+eZEBpwwvxWb3pfVe8j7eqWVhVTKN+0ktJ9ANgUHzQm1EfOJMikGBHLMVWkb5lIyAKAhUjKiNYBBAm57LebPbjnLhJYnEBERhHWOAg4Dy22LIyCddNUJiLMTEQkseXjugYnGuRdtf71A1IIEiYKYPezc93j8HM3c0IhCsJAoBIIARB2oZMpPIAph0K1A6XgAYB5FIROVRZEUdAQLzKa0mCDdkleRCWxgi6mq2BM8CXu7osqrdvzsp8/+WUC1VaQjQMxaZW/gxJg2NTLpZEwLIeyInUwbd4gouF7mOOQ4YlIJFExdBxKQl3S0mMnyHgzLg5J6nGAAYR8RwpYxBeahXULpYECZPM6AzdC0ZYCas+1/SY+PrWbMRjVsF2f5+9+g6iIICUJivlWelWjTmel0hC9ByKmzhWliG5mWKDCdPQvwUrxnLmGtWIfywN5DTx0/10F9nejEBSHT1TPslzZwHLkMEwNgvhwslCcO7RlcK+Gzt7uNB7dR+DywZ3h4oKfNkV+o7aX1VSLyKdxcBrO8e6z9uNe7yoQAFmjq9G3xZJIfGdGB7A7ITCaBSW/FmkggCIF7RndtGx48c/b85OS0lISARGCc5zZcAvujd//S+97w3548PRuHJF12JJFmrUgrZgJNlNgQWUnupqWirAR/s3wRJwNyaYOtmY3Udrg0Fcu2UC3jjpoMJgjCmdk513MPHdzrui4kxExuTgzE8pdqmltgwivKRhEtLzM1PcgOA7P/MoTLTEwMApEQkIlASikQiViTZmLpyN6+3mLRd6Qw9Nwflf+Puj6HIBn0MrnMZSZhbi5eMpLCxA5TpEhIwbwFtF/XBfwswCZL7iWywMZCGvOpJU1j2+9SQJpVlPNJy4G6dJootfxK5TWaaJycy5ETAh4I+5DBo8zJJBUAIBDZixARUCY6HAIt3MZEH3gZRLccFoJUo4VBa1AxN6oc1KheZa0gjkArAGaUKQnc9HRAOIDGDE0AEsxGk1+f/vyLt7+OWTATg+jGhZv87zwe3QbKq5NmJiSBKO2gHyIKJBaIgpkMqAPFxk6bTLvPEEJRCiEs24ARUSImVUBOJ3UznZiEib+5MRfRoCeeim7sLcy/cdc77jr3F6tRdjGfyZFfg8oiTXyHgwYbK4FUNhPADuMhoiNBOKZxx0KAiiCOIA6BiM37wQTA7LhCOiBEjr64/Plzshu2HBLn6OmMmcgUp9+zB4rMLGRzrSRZxiJXtk498PBCh7T6COr8o+/S+GlAYbisyfJr3XwYkmshT+w0dUVStmBr4ZxmHYPp9dn5PQVas45ZawCGKOBtA7unKgtPHT/3yte8oIP6OtGJVUKmq2TYb2ho4NM/eL/bDUSAAv7zJ97xO2/7+NLk7viZOd+Vhw9su/jDjpU+dnLy7MT8DYdGCs0O3cvdZIYHumfmq1ftYrpQ8kzrGldEV5u+BV9IQcDWQTNEk9xPUSACMRIxkGZBABIRfd+79pr9CwtlPIWban0bNNKxN4gjLQUSG8oKkWbWQERa01IOmJCgtEV9Mq8wnpAhbQ+vCfYlAn3mjDjHvWLWIDCl++SgltZ6emYOAHbu2Nbd1QUApAkBSIikFo1WHTyRHk2nTxCBIEk80eTlqf+uqe8yphOIieaLEBaOQ07GJs3LzXFnky1EbPp8TCiE5/mu6xR8v1QqIBhaF5yu37UQ/yjBpS5x/LTbzREcKZRSUgjXFUpp4QgmuiL3Eja1fGA2Wu1WxCJZtclqAdscUApUzEBgKHZ5wjkmQhep1GFTUSQ1v8493jxkhZApIiaSRznzaOLEUBvN4GzCx8ykNZCIiYEYBEAUEnImpWteFHPqR0arw14+GrSGOOSwwZV5atQ4CmwH0+qOamDBINCYMaLVYbJdFCEBEObV5L2zX3jJ9jeIxAatJGo3F+77UXi70IWGmX4VeRV9bHkrTPnM8PaATFsKGZkooX2yEEhmiC3bF0AAJm+Q3aoYV97ENwj4bS+IB4MX3F6sv37nL9498fEVMgdrygIgHXY8cD0cfhbUKpbwiRJTniRpNghKShAOCgHmy3EhqEEdIQ6zfZsJiZgUQiJkYtmeAi0T2DoxGNpGIr9pnBgSMmdevpgZMVdXwyZ+ZlY+S5d0xu3HDE42qXcBbMhg5iPf1yePQebKICGrskJb3nIyWGvOK5FsSVidiXaLYhVxHLOOOY7MDpBp5Djcd/jQvscfPXHNdft+7w/e+953faiD+jrRiTVApqtj2C/ieYczwY+PffGd73ntX7YDmXp9hM+2UW9ElVqjBfUtF4cP7tpVbZwYm7pqFs8KTnobhvoS9TNuGcVqvo+00B/zNzjm1EoDzW1Gs0ZhWUx9fT2Im9sRkRL+27+895de9mcjvXvGpk8LRAYgTaxBK0osiXjpbKTrS9/zAVLKVVrQz5VzDVWySRATmlo8LX9DENkYDgLC3Nx8IwiHBwcGB/sTfh0kChCYsbmAEQUzE+mUaJkO7EHO/ksIIVCkJV3D8KSk8WQbCCgRRQoDk/FASAVGUUghkK3kOUsphRCu4/i+Xyh4juMITKVIYTa6/3T9MylkXB3kQ7hQCb5tUpSzdIAtNdrHkZBCSCmEFBBrgSiljFQc1a6Mdl+e7GdE8FUEWkMYmPHXVISITQ0IE9FY2x/QzJT06zgHLxAQQRMgWu17yJiQ2Pp551ouS1lziJmdw9JVwQyowa5zRNPBEAjMFJM9fgJYnCUDDNKaiylqLQWcUoJWEEUcVDmoUbXMYZ0pAZYoLVQgBkEM0uIsc/LaSneC4wAgzMWT/zz56Zdt/4mS02V+qYvqiP/Dh6PnI2GDm/QUzYgVMrPV1CcUkg3FsWk/SfAnATMzEgojLWmKPiiEGS8Tliqb9l4RNqjJtGzMBDRcMF4OwTN6b3+kfN8Fl5wQ6BWgV2JXH/cG2DTRlxSn0lk1kRv4DKrs+iwdblQpipi0GeEDoy0JiI7I+muGzI+Jax9Ii/Hszm9ErsxCQQQElrarnbnSpJQNA6ux9VCxacXmvpPTJYLWMez1xORZeuCbVK+B0QACbNL3SefQ84vFticpu98xgU5gXirQojWQYmODQdqyZ+0AfORdc/C6J46enJ6c+70Pv+/P/uQT733Xh2555pEO6utEJ9aavl/xw36IqFW2yQT1eGZmbnhooG1GP18O5ssTe3b2Fj0JAIXuAccrrCGPX7E1JJa/n/V2F2+5Ya9qZ8pXa4Slgndl2eaat2FxTnf3yZYSOywll60rPZYSk6LscqhvpTXV3pnbCvcRWp0DRGFq2K10rI0prAgoV6oAcOez3/Ff/tfvYD2WQhj2mlasFSlFREyauVno74ZrbrzxyPUXwibtUUqrU1M7wufExPTE5NTo7pHrrj1gKJ3pb2pBjRkhs5VP2kbJjznrV3DT4eSEwoXInRFi24HEpoMwEhIiG6lKItBTj5b/S+K7x6tAekstMpaR2Vj28bWtwksTetZ3HOEoQSgkkSMFIBLT4nEPoHYF7Spas4o5DDhscBxC2GDOLZ+8j0K69uwwL1uSdva0ljQUU2aozbGNwD3n6HR2yApSQh0bOw9OzS5F02E0OU3n/9OAgIQQheB3QX0RiFkAnH6CHAekY2Gb3d3SdpCVRDYLHkhzHEEUcBSwjoEN6xVR2M5ZaraJAJz4LzQBA9OVR4RqXP3SxD+8cuebS06XFAIEFLF6o/e9o/FzYkWKjXqLtBYxRrIl6fQZciYRIwogAYIM4BAphjCMSI2ASMLYBggmwcjJW2b8LszuYKpGmwj8CGAhogHPfyR47vOH4pnw/HLKLk3AT4KDIAm9wgVY7C36WdJFIUhKEQas42zqzDSiWWJKrExnorN2HyayMZiKfCaPJ/xhMF1B2wnMpINy9I/k3UwOzE4hQk6OCFptVNcdQZ3v+yotzAAKdDwQmW5Xa1kk5XHY3ICBEWwRh+wgrvHcM5N7KkqAn4I45MSdj0mDjmHf6LWnTow/cfTkr/zanW992xve/IbfGBjse9+//4WPffRTHdTXiU6sJ67oYT8GUCpL2ZWCMKg/8uj5YtHfsW276/sA4Lpufj7qzEQZEboHd60Va7muc/sth46fnmzL2CwUCyujU9dts0edPT+3WGlcf2hX20nCrVqet281L+sy1yTKfNG/r/0rrxZ9JUAiM/U2uv+yddJ9ampmeHhQiA1QwvjyQ3+OAGFi6tbbV1iYq3u+Yw6eNClFWpGRYs//4O//4kc274NrNBo/fPBod3fp+bffNjQ0cEXtUk3vUkSLDyz85ipNmTe6L7e1BgIR0ZFCSiFQxrFyHMFmHPSKmls0GXMcQxRAvWLkHHIYL60OZNALBWY4kHOiJrDErwxyGXCK1TI8iYnghGyG/s2sRKuenx+4guZhqYSlycjIAgi2v5rCgOtVZmDWSAJRgxTABGDqTYZ2LYEJUAATELNgI9fBiMzMsWLWIBwEYpBA2iq4SAdAgFXTRJaiVWMrEdqFiIMvT/3jq3be0eN0G8zW71Rudn/4aPSccgwx2+Y5M1h3AM3Wv0EIqxGTwGMjusRsmQNoQEaiBZojzCNbKxhEZgTLWWTedId3496OuOPR8Nmv2lFeQdklBX5GqeWCXhwtR+6XwPHB9YVf5KDGQYPjELSy/GSAHMMTM2CP2KR3gtDyeeWkxTAbHG0Cb4CpbI95TSkRcpKziE2UzhVOYU3x4Lf1qSfNwsMmIVBsbjOK7OpItTqt9lDiO8JkjddTpRYVsUrcGmJre8gqhr7S9vlq7dSJ8efcfvMHfvddv/y2D37urnve9Z6fed0bX/T2t35gz56dHdTXiU6sP67QYb+ojo4P+S7aiRNPOo6cmAifPHa8t6+nu7vbc13XdRzH6e7ucVzXcRzXdRFRSmet26CU4vDBXfvCOFoij97T0x011lNcj5V++Imzu7b3Hdyz/YpYKisI2WzUPV1k4gf5O9aqMtmlR7fE3AD/6xd/rtiT14kBABjdvXNicpqItw0PXmTOPL74KApI5Xve85IPfugfPxhHOtGcYOtNpBl4pTd247Jquv+HDwPAM2+9cffIzg1Btpev6KAfq/xpzAudTRvAjEqCI4VppTiOJAbTVdYhSL8pzd2Q/G99L5iN5zU/kho/EoGOOAo5CjgKOWNC4nIvh1mOSyvN/WLScmFrY43ZXB/kdPCbOdRZQxuXJOU5F03AlosXDZdbulDqEa7HQhpxKaMFAlJg2tgBbJ68QkC00hdKoTAzTTFoBkOL1poRUUpACQCoNbgeGCHfVONDGMQlgAmEeWckhBx8efIfXrXrjpLTRQBI3C3mj3jffZSfW1EcU96pIgsiQmAQCCQTX4aci1wTKk6lfNOXSPQu85zZS9ImjwiqMQHs7Re3rKzs0rImV5Yl4yUyywgsi+i66Be4GBrUx0GdATObEMgx7IGhlUGafe6JnzsCCBDJYKHVRxEgEKWbPFlABreT4cAl63DDAPaZE/TAt5jJtKmxxXmv2YPP+u4AAti2HhAxWOsUy+E0jT4r1qJBx6xi68VnGv6kwcXuw9dd9/CDTwwND/zBn/z7D7z/T375bR980Uuf865ff8tvvPtDX/7St9/9np95zu03dVBfJzpxsWVjM+w3PTM5NT1+uQ5jTcN+QUAeizggUxvu6jXYTG4bGkDExUptfn5xeGjA9NnCMNRaKcdRcSSkI6V0HOfk2em9uwaX6CWuFAXfXTrUd5GZdBxfGQqf//rY/4MSEKHUnapTb3AcHft2S36w9Hb8gb/+2T/4lb9b4R6dz6aWwkJikhJb9EV/75Nv++Nf/+zE5Mzk1Eyx6Pf29qy7UcmOEokLuYl3vOjX//KeP+secqpzGoxTn25NM/bt27YZH9nYmXNjZ8YPHdx74w3XOs4Vf6N8rPLRVMGlExA5jhTaEcRCSgQhY02uI2JFURWL/gYjvZb7xWry4+WejDn8pDXEAYchxCEzg2wu+mWtPGrHJWPIxO45YWwyNLuW5KTkDWzhJS9F9mmMiUAUNwGVTHp+aZmJM1IBMQtEIaFQRMeDYpdkTMy7pdH2aGZI51R2QYDpuMUxuy5LF5A5jpmIQYMmyytlApYgGIzxgDA4kFkkB2gz80R0VCBG0Pjy9F2v3nFnUXaZz6hHLDzD/+4j/JwKCMVo9SSb2fo5SGxHcFEIRIkZQMyGgHNWMwJERtFHuNSislXFruAnoltvL04/b+i135r9fNulmIqmLvHIWd36FwjMjgtCouuj1kDEfj2znlOxXYc6acmC5cgmRQdhmqQJoEqMH6XI+mkp8DMXBebn9Fq7hbghBZo0Fmb5vn+hRj1ZYwLzw/D5Cyoj8pOt5VDquq6NVidondiv68x4nRIEqGLL/6TI3b1z/+mnxh9+8In3/9YvvemOV77xVe86cHD0/b/1S7/7wT//jXd/6JWvfv4dd776t/7Dn37pi/d2UF8nOrEhxWO5Y/vIQP/QxOTZxfL8ZTkGM+znOU7RL6w87PdjN/z8F7/ztyoCIpAOHHJel37L89zdu7ZrgjimKNZDw9s8z0dEz/MMSDPbX6Wuj56YHt3Z+76P/dQnPvDFS3ymvd3FK0vh83z1iWKv8QRD4FUZta81vnXivxd7s5Su/QpZg0hMi2w1MIB0OD80aG5gcQQIYmTX9uGhgXPjk5OTM319vb7vrW8Fo9N0kCPDI6+49aX3PPBVMlZF1Hpiq+F2rvXmPTe/8OjRY9u2Db7y5T/WVSpCu5bLlRWn6p+eju7t7NJZTHe5jtSaidF1HUGgVORIyQC1SVEcugy1JGyud7RdbKk9AxgRl5AbDQ4DjkI2DEajfc+t6Cr3ly25hFMRIyHQL4FL+T4e5ph+2fxoXkcUrKMmSAelAMcVgBw1SMWoFHCDjU+nNLabAECAEpgBKbOJS2jwCUuVQCNLgREFX5r69Eu2/Xi/O0zMyNyF8zd633tU/W8LkeFtJpYMVqRTAiTWmWh7lAKNciiKxIA8eRwB8x3STSo1rDbmIxryxQPBC2/vDc7Uj401jq2wUNe9K5oWpzFklw4AoOchWVsR1LEV001uBGk7OHffQbDWpKJ5eA8wneiD3FxfcyEDV3mzWGsYV4Zzp0EIkDIxxk1MAjOVtNzkrR1eSM43JbNYumaUWO1p8+awiqx0p9agIiPfAiPb9507PXP6/2fvy+PkqKr9z7m3qnqdfckyM1knGyHsiQhhlV1RURBQniwCogKiD1zgPeXx5Ic8BBXBn/wUENxQkOWBgAKyBYJACNnXSTKZTDL7TM9Mb1V17/n9cauqa3q6Z0km29DnM4Senq7qWm7de75n+X637Dzj7MW3/PCaz5973TNPvnLTzVeeePIxl19y8/xD66+4+vw7bnvgg/fXnnXOCZ8449gC6itYwcbMDCMwpW5mPNHXvHN7Op3cP1Fs2zbt/pARCBp5+U5OOeK8U44474G/f3d+7SmHTzneFR8Cwwh4aQ0pZUdHd1t7J2N2cXFxTljQ1NIr9gfb+aTq0rKSyObG1oMqLpC5bnvDJEjGsKtNlFTwnF6fsnuf+9r15/5q+IU514LIGLQ126VVGgysHf3xE5d+9/zfGro+fVptPJFsatrZ29tXVVk+2li1EWA4CJgunncGAHtt/cvJ2EBvFuHQ+XN3IzIyhG+VTqeXr1jLOTv+40dPnFCVteGYF/vtG+s0lzUmHitMzn4TLRFd12xb2BJ0jYEAzlASBnigv0mrmGfnBSdjEZvLt/OsSk5PK4/Iae+REjx+TiEc+pZ0QtoWkCTGUfpUPw4io4E65X4WIgdakEvXgRmiC0/FUtWtqk9yAwIMpQTOWCpJXCOGKKXaBykaG6a5jXd+fUJPI5z8YtlEACmR/HvrX06u+vTk0BSVpSuF3iOM91eyRT1pp3wQkSlFPkeXz5FuZ+qF81eXX9jtsBx+3t3380x3WvJgYHXqY2dPtB5p/FHOBj9/hGJUMMkvqEOORiEAAGfAAUhHXQJJHMhm5UZIMQP7EQY2nWalRRlgZpM9uoAj33ztMrFhpSdM7ym7ZloTBwd6veCvFI7apOIydRv5wLZACIevxdVcyYiwmylZFKqaPbVu9cqNnirD58+97pLLPvO580+/+oofPPn4S9/+zuWPPvT0Hbc9cNQxh3z286fde8/v3n9vdQH1FaxgY2yRcNGsmYfEYl07W5rEfiJ6SZrplGWGA8Ehmv2+euadQ6IUVl1dUVpa3NrW0daWO4Hz+Ls3ajqMobpDJmyWtobWeAgG9ENn16bS+0hqzE9ftjuQT5eKVIHxEbG57IZx3WH8Jl8Q0VssvV8T6cSonLEBZ8GR6wgy2z1JJOMkpQBExsKh0JzZM2Kxvh3NLYGAUVpSPPJzykT0s4HfaYvnnfbE0j+tbVplm5JpWF5ZdP1pN4/hyi2l3LCxobOr5/AFc6dPq2MZuWQa2nc/wOFfv924uvdHhTl5wL2TAEndMAzLsjhwy7IZSs4QmZY2re61wWlnpvfBYQzu1nOHIkkBir/BMh1pdSFA2CAkkQDhSGCQbYNtkmU6na6CSGWShmJG3q0j3WfQz/eVCAhSOsoTklxCUR9Rh09mzQUSAEwChoBrGIxQoo+ERUJx3AuQElV9ePa8hiABuOOvOylTcNNERMQYA6Q3e549PXDe5OA0tXEF6zuCr1ytL4xZSIwrgAeAjCkNd+5KtLuZPUdLgGHmNPIGAvbjrKIoPRGqN5mH+Rv8smY8D/iNjkbOt8ngK6CG7jAwMj899UBanlGE/LK+cbQXf3uDXLuMUglHYkTpQzKW4UZyvmIgN7PL2kL+mI5K9wkbhEVKpMG2SPFzSp9Gn20TWIF5M+euWbVZw3a/KsM3v/1vN33rrheff/PLl33mlNM+dtMNd02uqfr8F8780+//du89v5t/aP3ZnzqxgPoKVrC9sqLv92Y/IoqnkinGwoHgbiv7GYZeVzupvLx0587WWKw3i63R5j1cQ/CpO5QVh8fk4Jet3japumTq5ErO2dDYb99czEQiZRh6wNB3s9ci02+AHl/Z2BZ5qtixpqE/iDjY4r3DhiFyZwqcDhrm5hN8S5q7T8VazgCxtLS4uDjavLO1ta0jGg1HIuGRnKzjs+bJhp7/8Yt//dJLpiW/8d+/HcNnBNwWvtqaieeceXIwGBgsAT+0l3DAmiljK2O3Fmbj7Jse17mmCdsOh0PxeFLXNSktxoAxbll2qk3PInTZe2DPN6JAqTSqlh7LItsEKSgZd/J7TvhfEBE6wIWBsJ3+H+d5VOLmuw35smu6IaOPjvnzh/7OQOb7dSRbgatPDRnVdcjoK4CnejdAdJvl2Z/6AAcA0A3kGnANpSRhZbxqYZEEsFNEbiW8Vw+PzJUKcIGfJzenvHlNoyV9T58e/kJNaDoAMMQw9tr2ji3WvB5LaWYycmBdpuAzK4WbhfdGNU3tMzRoSuizqAlnVQRbvQa/vC2mezz4s94fZrc4xo/enlzVZIL+9YroandF5H2SvD52UPTfQf/Sr7TUiRwVPq+w0+nfEyQsEDZZaSXJ4HzASsG0ujlbNu1Ys2rzVV+/8PIrP/fpM68pKy+55YfX/Pj2X9/0rbs+ftwRX7r03Ftvue/559645NJzDz9y7p23/6Z6QvkFF571lz+98MiDTxVQX8EKtrfsQGj2E1KOsNlvCIuEQ/Uzp6oEDmPMY2s0Qoxz8aPfX/EflzwEAE0tvbva+6ZNLguHjD0/8l1tsV1tsSMOmRIJBQ6Eu2mZtm3bAcPwybWNeCTkZdUbu8HGERFCERyzpsFBUVWGGAhn4pXoIjRXVNyhFQRCiYjI6monTaiubNze3NraUV5eOjQnymNLb4TgXrlxWSDN70LFYr2r126MRsOnnHRsaUkxAEgpB7sYOHZc3vsw6CNWxn5YIO3McWXaI4wxQQIAOMNgwLBMiyMyztIMDV3v3qyVzbUwJ+fe2LmMJEm6wEM4pHxgmWSZYFtkWyAlJeMOUadKsCtqd8Ydhl3bdrrcNANAek+lL7efBcD22G/eezDY5S9x3ssHZQ4eAAAgAElEQVQ8s4okxqeHl1375+oKEvOkShVXKRgBJAkyACQBJAKAsElKsEKODIXbLezyaLrokXm63gBcBwRkXDWM0eu9j58d+lJtZKaqEZ2PjRE7vDE1v9smV/RhgBwcIhvxFaCRTF/7KMopSLflh6nFJxZ3NfSvyqfg91G2d18VOxsBAFWDYg7WlsH1pZ4QHzhkLaq2U3XuCcul67TJMn0wzyRhOXm/sqJJHT29WzbtOOPsxV+//ouDVRmuufain971yK233HfCycec86kT777z4SVvfHDhxWf/8+V3/vKnF2bU1y38WIHDs2AF28t2sDT7DbsyqQSOn61RCqlWufue/+q15zwAALagzU1doYA2a2rl2Cw/yfQBgvqUk5FKW6Zlh0MBxkcBobO6OIYgXPHsvhe+fu1ZvxzzU7Dt4WBentHxwN+vYWHQAIXIPnhPayHjmbnNF4ahz6qf1tfX37yzVUqqrCjLlyxNW/1GMAfEyr6Su+tWKjin/iUiIcTyFWuI6LBDZ9dMngQAlmUiMo943ovUg6ulnvl+VxXqgIZ8vbfFRcFXy3VxdpTZlqXpumWawWDQFNII6ELKtGVrGuMa9mwwotMt8Kk2qxvPtRwDcbSjwGFkcTJ4IAVJAtukVILMNKSTZKadRJ9K/XlfxFTNIQcQDvhhLkoB22G5B+bAP4fEgjKqAR4zL46i64/27MkbxTMKHtWoP+3DcudFBytoEwASehqjpPTuyLluTFN9XsR0BAmBMHrldp4wGmR9rduUpVQBPVIZBHol9sdPhS6ti9SrT88xNmuavj51SLcp0fnqoSIC+eoMh/3wPraYRRqjD5InnlHd9ccdd9lkFaYOZY4qAznqtcgGcoQOuqFOeadffp2IpNOqR5KE5agvOAXJlqPQAKr40yYpQKOiObNnrVy+PkuV4Zvf/vLVV/zAU2W46Ya7Zs+Z9oWLz/7V/Y+tW9NwwknHHH/CkQ8+8EQoHDztjOOWvrX8lX8sLaC+ghVsX9jB0uw3tDGWYWt89O2vhosdP7+/d8CSkEzbKze2TCiPTKgs2r1D1TVu2QeoKoOUFE+kdF0LBozd8IWkHBGa6e4Y3SqrwErOvsGR3GryGK29iitEf/Q9KfoiDBAzGC+zrfQ7iOjHfkSIiEVF0TmzI+3tXW3tncGgUVKco9kPDaGi7Yjw48eu+N5FD43d/ZIK5imTUm7evLW9s2vWzKnTptYyxvr6YuAyMHCuWnScGi3GnMZ85jLHO0x9CEQIgIwdiNivMflEQachy3v2OpHEthKusVQqHQqHhG2TbRm6Jgh6472RcChlWt3LIkWL+jQNGANgwBCZBpyBbSlNTPLS6Zo+gHrTl+gBkpm6bo+TnSRwDVU9p1BNOyZYabItSCXJSpMQQETCcmn9CLjm8NRzjkwVGQiQFnki1BnqEUfWe0RREsz3Fub53NA7woGb43CUoXl2i1m6aW6kxcfngTRoZssmaXRiNuDvHlOvNQTgAxKGWQIJNGhvzMBByt3yhfZHP8Uvqw07wK8+uL6Xqmyq6reHb/8e1cq7f0NL3WnJsWQHP/7sCS3PtjxUmEZ6OmnpyyKV8Eo6B+C9weIWznrq/cgMS5NSVLctIkmKo8UFe44Wn0r0EYG09JlT565b3bBy+frbfvzN0844zq/KcPUVP/CrMlx1zQVP/fXlX93/2PxD608/67g/PPLs+rUNp5z2sRkz65558pXikujCRYVcX8EKtq9sPDX7TZ9Wy9cLRIZIjOVAAgDQ2hVv64rPrCvfjYLPhYdN7+ju27j1wGXptC2737YDAUPXtWFXZg/p5Q3d7tnivqZxiYrhc472kGgxv3gD+pNZPh471wvShCOZNEwFaWY3rqC0k/errq4oLy/Z1dKumv3C4XDWdt5XWuZY3qlUKiWlFMK2bbultb2hobGsrOjoIw6JRELJZIKk4wMyZIyjpuka48gZy1DwISIauuGpbTGGwlWtVkTtB5Q1J/9WIO3M5z3LPgMRbcsiZOlkEhGNgCFTpsaZVGwoALquN62SRolUVdOuVjhquiP97BU1azoaAcwdYfEIBgmkS9gAbmKcJEgBtu14fm6A39mDQoyMA0fQA6gZbocbqM6fwv3c8wGR43WmpheH4UElkM+1/PZTEzPA74jgEoDF25JVCUHj5iK5zC71R4YWz4ou29S/4iM7XpIJ+uBN2doMXEelNpHRjfDFSF28l1lnPYyn+HhVSafSY7BMstKkFBoyYE867E1SkJWGydVTdzZ1rFvd4Kky/O7hZ266+cqHf/PkD2/5hV+V4bzzTz9u8RGqhe+sc0544bk3/vDIszPq6048eeFzz7y6cUPjMYsO3balecXy9QXUV7CC7VMbN81+yFFKt3xOQE4WDgLY3NQV0Pmc6aOT0kbEqvLi8pJoyswBYoZl+Nxnlk6bpmmFQkFNG8r75zwnAh9m589++ItPH3n9SA7jrYbfhkt8PC6Uyw3dw3iBjzbdv/NcqUUcfKbqk5qm1dVOqqosb9qxq61tQLMf40A+0aoHX7n+K5+416NOdUjeQGaFMDxSOERUOT3FuYeItm2nUql0OmWmTcsyE4nk2vWbAeiQOdNLiossM9WZjAMiR2Scc8YU0uPc5JqGiNzl5WOIhJA20yr1p/Ag5xyRMQTbZk7yz9U/8fM37PtQfcxatzn+m8I0m/eBbdXtVFrT9Vhvf2k0aOg6AHCGwrINg/cnkwFNJ8DuzTpMTDC3ro9z4Bpqhi+0DwoHosrFOcWFLMM7ojxCNfjdYk4nJ6D8P0d/WSotZrBtAgmMg6YjAHANGQfDwFAEA2FEANsGywRhHyxcQvsnqjmS+NmAusoBCNDtE6Th90IgX2j93ZfqbgxrRQDAkI4ILknLTzSlisxxBMtNCXGb1qaPObHq31pSjX32R7FPeO0HcuMqAgBNx0yUD4FhZjH08J6KijqhmUxmzwF+VlqhPkd6wUwRSbBMksJJ9JEkKcG2KBqsmDN36uoVG+tnT/3Jz7975Zdv8asylJQUXfetS35132N+VYY3X3//M+edOm/+zAcfeKK8ouT0s45/5R9Ln3vm1bmHzJw1e+rSJcuNgD7vkJkF1Fewgu0HGwfNfgho2xms57I1RgZ7JWlL7J66A+csZ1NfY3MHAEytqTwQsB8RJZMpTePBoMGQD/lJFyNRjoD94DuwrWXtaHDygEMac9Sn6y6q9OIXmONS5BlICp45tVfBYGBW/bSent6W1nYpqbKyXPnQQBmHrLc/DgP1ndyTIdM0fe+D0sjyM4kTkW3byWSyr78/mYgnE4mGrdv7+uJzZk+rKC+RUsaTce5qJUvGGAnJOJNKcYsTEWNITDLOmGSSMbdWlSGiZIxxLqVEhgyQazoiIEhExhgBMuZUl+0H7GfK2Iexmwuza87xp17YPXpvPMW5RVIKlw8zGAp19sQDgYDVnzAlmaaJiUB/b5whIQJyYExpa7vtXuC84Brqhtvbo+41G8jo4GIRhfQUYpTk+HYOeyQCIHCeKSZEAMZA0zAUwXAUAxGUAmScSDi8L1i4o3nnwd1nrfGXtHs3YgiIbZP15x33Xlh7vQf8jg6/YdIZu1K6PY6Qeb9NBgusTn3srOovP7HzPoKPUK65qUGuepdM0+WX9gV9HNpahv6FD9HJ5iE6FJ1SZsq5VYeeq0dPZsrRYbdMIlefnQiYDC+YM2fVio27NEeVQbXwXfaV8warMnzx38797YNP3XvP7xYuOvSkUxc98uBTyz9Yd8ppH1u1YuMr/1haUztx/oL6D95b09HWNaO+bnJN9fp1Wwuor2AF2292UDf7IYJtKr5xhWPZ9u07bNuura0JBgOIyDn30zaOrbpDR3d/R3f/7OkTqsqLD4RbKYSMx1OGrgWCgazL+Kf3vmWEARwiB9wboXrUHD1AGGtBCD/KzwaZmBfc5hlHTkOUSoYpcqCOju62to5g0OBciSkDMgAB6STl3DMA/L//vvr8a+9Ep8aSuMZ1TeecCymVGJYQIpVO9ffH4/F4Y2Njc3NLeVnJIXOmNMSWhoInqL1wrum6xjkn4ohAiFICAYFNjBOTjDGJgnGuJJU5ACJKZFwhWMkYY0y6IlyIwJAkIbr5b2ScocPg5zX/7VX4Z8rY+903FCbVYcJtE9I8QjJJKholbDsUCsb644igIWqcCSEgKHuKOrhkxAAAyAZiKAFIIQoJ6PT7AaTJNpUKt8u24j4sktyMnxrS6HCHcA099k61E8adPjSNAyCSJEDkHDQNghEMhFE30EqRqghVHA9QgH37Jlgw3AdSMu4HfgaaH4/84y04Y1dSH0/YqMeUGquuChw/v/jd1b3vfBRufU8nfbhU9nQCY+jROGWaRP1EstJV40O3g1c41LvSdpRXhO0wtSiAJ2wQNpkpstLOr5KIBFhpnFo7Y/vWllUrNuZTZbjiqs9//6Z7lryxbLAqw7YHnzp64fwjjpr3zJOvBIKBRccuWLe64YP31lRWl8+eM3XjhsZEYntNTXUB9RWsYPvTDt5mPxJgWyDdjr73338vaASEkNu3b9N1vbK8TDcMXdc1XY+Ew4FAgHEeDIYatrcHDH16TXkkHNhzJ7irJ36AoD7H87ZsyxbBoKGr1JhrjOFIeDuzAXn/iAMBSll4EECCDNjYUyzIvM4oSfl35pJX5FbJdSLxnnQCY6y6uqK0tPiXL16tRZxeCPU9vk7IjLBvKBw1Y30AsHPXTlVQyZAZhmEYhu7GLCSRZZnJZLKto3NLwzZNY/PnzQgY2qrEH7viyUP5SQiIjGlcQ6d+Ux0aubx+jjuO6s+M+6SW0UvjubTsKKRU2ssEoAQrEBEJGSgMSgyBFBLcm5CPSKzru6eg0zCsBaekJnyxqeWxSTweELZtSZlMW+CgdqkF2VatMa4luXpkCFWKGiVIdSsRkAFj6Cgyq2YwIpCAOmp65hmQbmYPGTI3AShsQA4gkVFGqwARQNV8AjBGAG69qEsPI2ywTFDNPzB22fuCDRHQHPl8ORj4HRlampYnd6THD+5TDX7r4YjF5Rc1JtaP+zrPd1+VO7cTMuAaMuZkfaX0kSe5GpVew5637CoWFgBVxulUcavGXWmTmSIFCx35dZNU/acQUF48sau/b/vWljPOXvzv3738Sxfc+NTj/7jp5itPPPkYvyrD92+6J58qw3HHH/ni8282btt5zKJDa+smLnl9WSQamjNvxvbGXRs3NJaXF1dVl3d2xgqor2AF2/92QDX7hQNBNoJmv3Ra2BY30+QvVgxHQmVlJcm02d3TG4mES0tLAMCyLCLJNU0Im3NumnzNpmRpUWjm1CopBRGFisoD4ZKRH6qu8wP5bqZSpmnaoVDAa/bL1Hp50sCDsFmOtVaOfPwM6E2hsc74rdryBiAk4tIIMBjA15n7iwaqb/khIapNXKIXQETD0C0ZF0nJNZbv3IlISvnpr/6f3t6+ZDLZ0tbKEBlDXdddxTOheN5JUiqVWr1mQ9pMT6mbVFIUUks2C9hWChTkc1g6vT4eZAgOBETG0OFxUY1+iC5xO7pFPIjg1fERSYX5CJRgl/o/qZcuTf6QYHgsbGXvbQXSzqGDa+BkaYlF7KLztvW+Nklsj+q6bqn6LQDJ7PXBzRYXHJAx4Nyp6VKvuc44d8Irmoaa4XSieuKdCE663SsUdPLhnqYCAEiwLSICSUDC0V6XEoBIEkgLOFfDjYSNtg2JPrIt4JzMNKWSpLYtgL69F/0kf4jKN3JGBfxKeeexkdfeppO7xlGHn2rwey956lnVW8ZxnefmNXLdchICGMsQdTqzvnr2vLmcnDCmy91CqpBb2B5li0POKQUJRdokyLaIVOrPBmmDlEAEAa1k+ozpa1Ztqp899Tu3XHXzjXd/6YIbPVWGJx9/6WvXXvz4Yy/+9K5H/KoMZ5x1/FHHHKJa+I4/4eilby1/8fk3a2onHnXMIUuXLN/Z3DZn3vTOztj2xl2RSHDipKpYrL+zM1ZWVlRAfQUr2IFiB1ezX38v9XXbQgAR6MYA5760pKiivLSvL2FaIhgMRqNFgWCQMdQ03WVBZGkBa7d0GoGoESpBxH+88+uvfPamER7kjLrqokhwa1PHvrkmu6EhIUkmkild0wIBg2kCgGe5FwNdiz2OGjj5MZISB7osY7P/f65/IFzsLFE57b9+f9EPL3kMB+I+HCQA6GbIyDtI1e+Hmoj3yqIyH3bN5VRwzjRdM6RRWlLCGNO4xjWuaVxxqygtvq1bt3d2x+rrp1VWlMbj8XQqAZKIEIQtJQghyZaMMcEl5wxBMs417ih2ISqqFmRKuE8Rlio45x6pkoD2NL4YcuYUeWbSgYjgsLsAy1B97DV3fVvizwXINyoLFzM6pcXsB7MlLLaE08xMBOMJniwTQMQBgGug6cA4cg6Mg6Yh10FF/TlHw0AtAJwjoFPflaVsh+BoecEguC+loukDyyLbcjJ4lklmmvy8f7YAMKm/hwIh5BpaFqWTTg5B0XsWbG/Cv1E/qwr4XT7tFvVrKe+cG1q7iub1WeOnw081+HVqZ47LOs+eTnrnFZlKOi18iqLTY3MlIvRBvoz4Hrr6e4rERTgwT70QNtmW08WnRPmE5eT6hA1CENn6rBlz16/ZsmbVJr8qww/++xs3feuuq6/4wefOP/3sT574/ZvuKS6OXPqV8/70+7/5VRmWL1vrV2U49rgjPnhvzdIly6dMm1xbN2HjhkZN4zW11fF4Khbrj0ZDqvWmgPoKVrADyw6oZr+Anpcu5b8ueXpL07LH3vrZtefcj+iyGCIiQijkdO6lUummHbvSabPIMLRctaNeyfwrK18dOeoDgKry4sqyor54am9fiu5+sds5Gsu2bVsMEEHwSzgMV/M58lyfowy018KvkqTDZpEHqjrqgjjAzx183dy3s9AgAYBmoHJqvXrUvr6+oqKo+w4wxgzDKIpiOBQKh8OMIWca546qHgC0trVvbmicPHnC4uMXcc7i8XhPT08yEbBN0xbC7kYA0jSdSHKmcY1x1VDlLeaZ2jr05Kw9Im6UTtDX0UhTZJ6InGuA4BaAMkXxohKK6GmB7c2avNbUGwWdhhEauqW5XMPiMrQjZJUlklPjyTgZSYqkuZREBJqBjAHjwDVU7J2qnlPXHUpPxh0GP2SqdTMHg0i+e66+QgqwTTJNMFNkWWQm0QiQLUhYoHj8QJJtoWQgBIEilQHgHKRbKZCpDvUeSZkVXCrYwGgT5C88H3jT/IQ9mZEzAuD3VPMD59V81QlNGussMtbImeNJy6HHlI2s/riyS8ZTnWcqQcvelK3NwPgg0ib1bJErLOQgQJWfd8pqpCQpnOiPVKwtwuncs02yVVpPuFLsJpEEIclOw+QJ05ob29ev2XLhF8/5+vVf9Ksy3PStuzxVhjdee9+vyvDpz576zJOv/OGRZ+cvmLXwYwv8qgwfvLemtLx41qypW7c2b9zQOHFiRWlZcUdHT8DQi4oj3hguoL6CFexA9E4OlGY/Mx0JhjSe25uYUXf0zRf9boidBIOB+plTY7E+P1vjYHv83RuJIJE0R6Xsh4jF0dDeuwJ9Cdu0M57imCEoOfaf9Is1D2vf/39fvOPqP47qmLlOipSE8mtCvLvx5UWzTxvOzVL8ZtnvahpCIHu3jPHW1o7y8lJd19Xt1jRd03QiCtq2m1ljAJRMpZZ/uKa4OHr6qYtLS4uVJrvGNUQWCoZSqYRlWawXpQBDNyRJxrjGuWJgc+o6URVzqv+5+uxOKIMBuuQsqtWPcabgpqve7t+Nm8/Mxnt7o68vZq1b3//TwoS5e8Y1UHdbN0gUuSk79MosnfouT7XPcQe94Y1ewCWP5rk/COIBDEQ3LYABi2wTLYvSCUqn0FZuoun0S5OvRlS5noSO96l+zYjLDS2JXoB82ehuAOTLmkgJsiHfyK0l3egHfrOMlf2iuCFZOW4qPVWD3wfsxHHD5/nhUtm4iYiA606KD/zl2f6gqnsJ1EQhiZTqpqLoJDeHb9skbUeGwTJJ2EqahYRNUqh0HxSFKl949bfHHXWhp8rwyktLL7nsMxd+8ezLL7k5S5XhgovOuvvOh5cvW5tPlWHuvOlLXl+mVBmam9u2bm0uLo5MmlzV2Rnr6e4tLy/mA/23AuorWMEOUDtAmv16E/GRN/vlQbAZtsZQKFBcXJRdKBjqYRw2N3UVhY3pteX7P/hninhK7g03anCF5J434P1txX2OYITbYp5LQ8/XTCh3Yyg6wDJrz37H6Pl3f+2iPoT8kXXwFbiij9veCKAjzu6+N31abTyRbGraKYSsqiwHnxCC7qagpZRr12/q6eldePSCyZMmMDcjKaXkmhYwDFvYyUTCFjbbCYAQLS4WQoDDtKEYW7hT2emCPc4Y4+4/SpePMcY1BoDcbftTAu4AjDGHw5M5dZ57D+NlmSlja3r/pzBP7gkeYByMIBgBJF8RLvojF4hZ4zbrzo7oPuOA/6tNOAdNBwqCkBiOkpkCy6R0iswUmSm0LALpJAaJQMhMSzABgABC4AxA1aH5qgbUJP0RlPTLWVmQF+RhntuEGc2G3TM/8GNIR4aW9MlP7hxHlJ6mhJhldGpn1kdfP6h127dvlivfJdtSsT+nZdct6Mh6zMk/dsjr5XO5W4RQCJCUsIpSYBe2qt92PqCEGThF5s2es/LDDeeecc1P77/59lv/b5Yqw9euvXjRsQv8qgx33/mwX5XhzHMWL3tvjV+VYUlb15x506uqy9ev2xoI6DU1E3r74p2dseLiiGHoOWKshZm/YAU7kG0cKPsBgMfW2NrW0draUVJSHAhk0nqco3JW+hLmyo0tE8ojEyqL9suZWpaIJeWYOewEu1paBzqOY4P0/Laza0WwCP0LUpaLM/iOPfbWjy86/nujuX2OKBnYzrcM5gVNJ+ycnu7gKECmrdGVOWIckdFgjBoJh+bMntHV1bOrpT0QMEpLiv1fub2peXvTzpkzppx4/EJN0/xcDIwxDZAFmCY1XTekFIjIECoqKqSQUkpAsEzLZW3hLjunOkA3o8e5A+8Y03RNqbAzli3FDgjg0yncN+p8glLvd99QIO0cA+iHgAwH4zpXdpnyxSyGvt1Di6lniIE4ICONo2aAsDFgkpmkdJrsNEoJZpqIVLVYRp+dgYv03FpkykKhuBeLvQ9YyDdMrG2g+J5fpt0D+Yg5YlW78Ti3pBvf7PjfEyo/rYDfcZF/LKEzdqb0cXO1YxZtZfWLK65qSnw3JeMH3fH3dNJ7r4lEHBGRa26ljJu6ZwxzDzByxPcU5BM2KUmG7KpOy8F7GRAoiCQIU5sxddbmDdtXfrjBU2WYPqP2G9/8UpYqw9+ff/OSS8998fklv33wqekzas751ElZqgzFJdHDj5ybpcoQi/XX1FSnTau3Lx4OBcKRUL6hW0B9BSvYQWAHS7PfcAhWr6udVF5e2tS0MxbrrawsV/lD2wTG4cePXfG9ix4CgNaueHtPfEZN+agKPvfcOmPmGLZg9fb2tbV3lpWWYHoA5HNZTEYQjx8xOBxtFnbbrrW7cUaMocgPJm3bU+rLWUuVhYsyTC+PL7nTkSxzWD2zN6uoKCsrK2ne2dra1hGNhsPhcHdPbM3ajcXF0TNPPzESDuU7WsY4AJdS3v2/FykSxfLycimkJEkEQtiu652pkGOKj4U5yT/m8bOoXB54nXoDcIISZd93Pi6J1b13FCDfHuM9HCIkMZLPD4vuRvilgMCROAdNQ93AoEW2DcKmVAKkQGGTECCFUxrK0aGEERbYNpGlyGMAOQKRsAEwk7L4aCE/HNil559l/C8wG++BVye7x5BP2eredwIsvKj8NAAw0DwqvDQpT+4eR5SePaZcxk48reqi51ofPIgOO5Wgle/Szm1EgJxjRh/FFxQgOYDMRwkzuJ3zPuF1t25T2E5+z1HUtBz45+n1CQsqS2pbd3Zv3rA9nyrDDTdddsdtD3z/pnvOOueEk05dePedD0ej4U+ee9LQqgyHzK9XLXyVVWUVFSWdnTGNs5LSoqHLsgqor2AFO2h8lIOi2W8ECDY0Z/aMWKxvR3NLIGA8t+GmUAQZQ8ukp9+787MLvwsAUsLmpq5wUK+fUrEv1rD+tGXDWEmqWZbVtGNXMBiYXT89Go0sWzUg/+YVi5D0+Ysy59Ue2cDQpKMG7uPvHHpb2xpd4ECFP9U+ZZ49+7oQMc/Y8RzrzJuI2Nj5QaRkYJYyxwGwutpJE6orG7c3d3f3bN7SeNyxR02cUDUSFw0RCW2QDBAMwyDXEEO5PuxzxUdAvIn7Qz2tIf5wgbRzb0PBYe9szoLP3Z5XnXHOQeegG0gSiDAcBSlJ2iBUVsEGIQARrDQJm8w0QAJMQaQSgD6hS/4RRH2YFw3SIFCHODBulauLbw/v7LKefwKAAn6lvPPo8LvvyIX99jipvbUJui0jEf7clNCb25MbD4pjVqoMUgLj6N1xZL6yXnJrpSkzckgCScXl7KT4hHBUGaQg2yQhvEpOB+8pjT5V8xnk5bPqp65esbF+9tTb7rj++mt+9KULbvz0eZ+47Cvn+VUZ7rjtAU+V4f33VvtVGU75xLGvv/rui8+/OaO+bv6hs/yqDFu3NmerMoxAb7mA+gpWsIPJxlmzX0trB9OkkI6Q8ebGDbAw87Fk2l61qbW0KFA3sXQvnUtfwkymaaxcdyLa1dKWSKamTakpKyvxgyUAIELKhev2tODTX640Mi34UVUKP7H0J971GYJgRkpfTD2rJwKzTnlgXx+zEflgFfvrf/rZe7/1tP8dw9Bn1U/r7e2fVT8t38AbugDP28orLs234Qjd9Oyk395Hg83JvzWn/laYCccQa2XHCPLAORqLyuxhc4nOfwyIiGuglOIJgCR6HUTpFNgmIkopQEiUfixBH0VaF1/1Jjoyam5hJ/k/lJFRcaYpyt/C579Tu/c4f9Dz2uTgtNpwPQBM1JsWhKPL+ueOm07M49cAACAASURBVIRfv01b0vWLKq5s2vG9A5zWpbVZLn+LUklgzOHjzaxTPiJc8j8+GchH0mNwkWS7mT2vklMxcyqiTpXuk4JIAtn6nJmHrFm1eRdrH6zK8PZbyz93/unnfvaUm264K0uV4exPnfjIg0+tX7clnyrDlKmT1q/bmlOVYUQ+ZGHqL1jBDjpTzX4zps8JBEL76xhM2+6J9yfT6d12hhhjkydVI6IUzmxlmtnrLhF196VXbWxJJM0xPn5LtHYlE+kxW666unu2bN0eiYQOXzCnvKyEeXhA+qCdq+46hq19bHCgekwDys3dy/MVjA1oWZT5ORJyHJxXL5lpkXPallwF9Hy9ScXF0ZHHGtTg5BxIAmPwzZ99Np8bhwMt318H71/ZvnnoYta6zfHfFCbAsYEKg+5ppt0OcYTb0igN81vuhwuVbCByDXQDjCDqATQCqBugGajpqOnANIV7CAAY/0iq+eEAIh4aOAeiJ8niMPJmWrn2KkAmkM+1/HZHYrP6dbqxfkaoYzz53N1pudk6+cjSUw/YI0wl6LVn7bf/4UA+ZIMgn39ZogFSjSrLJyUoIhahNPcsskyy0u6PSVZaUe+SbZFtkbTJTuPkyno7YaxZtfnCL57z5HO/uPfuRy+9+Lu33n59X39CtfDdfe/33njt/ZtuuOu880//z9u+/qff/616QvmVXz2/rbXzkQefmr9g1oVfPGfVio0vPr/k48cfaei6auFb+LEFiURq/bqtNTXV9bOmxOOpgKFXVpaGQsGRByYKqK9gBTtYTTX71dVM53y/Je2TZron3p+2rN0HLRyk9JUn5aK5JIDNTV1rG1rH6rDbupPdfdZY7S2RTDZsaUwmU/PmzaqtmcSy3C4voedR8OXiXNkT53Xg1cr6a+Zfz+zRFHhawsa81CyjdM08FkNExYoCSrYhDwz+z0fOH4WP5fOqB8UXnHekgCwvfIRXdYTgcO/GWWTsw9jNhXlvH8C/YW99vvEwrO3GgWVeM+QcdcOhoBA22BYBgK4j4yCEQjakYjSq989BRDjwIZFOC64DflhmlvALACrWCvXhAwnfDTgpBCDvmBXjKQHITMueImZEDsicAJkjzsL21l3LAn4vtP4uYfeBQ+n59sSgNW4eHAmwK108OXpVkVZ6AB7e8rfEC3+WPZ3IuCIMy0ih+PlaPdV1ldOTHtiTpHTVFd5TAM9MkZUmM624dqXCe5ZJtkXCAtukaKBaJsONW3YtOvawp1/45SsvLf38udddctlnHn3szvt+/vuSkqL/uPVrmzY2KlWGO37y7Tdff//+n//xM+edSpKeefKVmtoJF37pnNaWDqXKcPYnT9i0YZsR0A8/ci4AKFWGOXOnpU1LqTIUl0RHOz4LqK9gBTu4/ZXS0oq5sxdUV03eX8egmv1i8X5biN1BfQykRYjIGJCEtvbO3t7enNOYLWjlxpamlj0iseiKJVs6E2PlxwhbbG9q7ujomjG9bu7sGQFDz7f4e86TIgGDsUv3+a+VlLmx356YEUDGINEv9mCfOMBby/KjEMy0W0WTdccte7efC78xjXkX6gePXuA/gqGBX86UzrBftzfQoCLtLMx4BQMAzlEPYDCMkWIWKcZwMQuGmRFwqZTkgJgMom98OoAHkDnF4FlzkUN36aXFnJ8DsmbUU1HzommASIjMSXhyDkwDxkAV9fkV2Pal2WT9ece9CvhxFB+P/LNEHz81uAlBq1NHLK740gF1VNs3y6cfsbducPQ2GUfGgTFgHvIH3+BxF2inc89J6zkozracnJ6ZIjMtzbQ0k9JUCitJstwsn7CIyci8+qO62uIVlWU/vf/mLQ1NSpXhT3+958Xn37z8kpu/du3FP7v/+7+677HJNVX/cevXtjfuuvvOh0846Zhrrr3o7SXLQ+HgmecsTqdNpcpwzqdOeujVXy95fdmcedMXHXtYc3NbIKDPrK8zAkZnZ6y0NFpali3EN0Ir9PUVrGAHvR1QzX6RYGjkXu+2HR8CgC0cZSoAaGvZkTKtVNIsKo5Eo9GysjLGOGMYCoURgTHe3Zvq7m2pm1hcVhwe1RH2xc14aszoTwmgrbU9nkjWTJ5QWVGGQ9YckluBlQUZiPwOTN4NhzZJo0Z6oyJ2Vy5fMgFGcEQbIuY9j5yACBGllIzn2GxU/Yf5Rt2Hm19DkASoVA09JDkqbDZE6m+fBFYKpJ0F8/ltOjCOXMNglKQNUlA6hWZSJuIkbbc5kAGCQ+ZJg/vXfOgOfHLwuT49SKTlwAF9lHHfEQGQkCHz8Crknj0H9/TubUvJ+LMtD11Y+00ACLHEx6Nvv9F7XEKME2aX7rTsjFw0MfBcS7pxvx9MTye997rojyEyhfQQmZvvRZ/sOvq01ykT+yAiKTIvHLU9m0g6YgxuJafD4IIIQoCd5FNqZ2xr2Lnqww03fv8rn7vgDL8qw3Vf+9EZZx1/wYVn+VUZfnX/Y54qw/q1DcctPnLe/Jl+VYbfP/9EZ3v/06ufuLL6ak+VIRbrH1qVoYD6Clawj5AdKMp+/X1K3WEkE9Nf3v1RpIRsG72aw9b2tmAgwDlrbWlthbaK8tJgOGTohqZpmu78w7mWTMR1XZtZVxmNOBXtQ/R6pS27K2aO4ULf3R3ricVKSormz5ulaTzfmXKuGYGgkMAFMOZjBqMBwXXKT8HSuL1JFaIwQGSASjMOsLyi3AMd3nl7+5Rj2lqfFekfDvhh1sH4Ze0GX6cPN7/mqfMN3mRMTuSl1b80Qgq+IgDtpydjj6xA2lmwrEeSM2CMdB0lgbAAGSFiOkXSdmCbmmckAOe+ejZfzt2Zdhgguo1wlAF5ihKFEFClw/GAS08N4OQkVQHr5HNclo7dp2sac+syWz319kqt5fDIuvf65o4PRk8J0JSuWlT5nWebr9uPtC7JBK1+j5q3ESJqusvS6Rv0bo2N20DOUTFtequwdIQZHEV1JdLgEreQbZKwwExJ23L+JAXZJkyorGvp7trWsNNTZXjmyVcGqzJ88P7as8454RNnHHvn7b+JRsOfu+D0F557Y4AqQ+MuvyrDjrZ1Roh17OqrrCqrrCzt6OjROCspLWZ7nHgvoL6CFWxc2YGg7JdIp5JmOhIMGtowyn7f+dwTP3n2c+kEWGmSMiMzpev6pElVlin644mUaVVXVWavNERCQkNTZzhkzJ5WPcRXtHTEyeft7KGlUqmW1vZAwJg9a3owGMi3U8a4EQwwxi3Zp7wncklcfLIFA7JzOX2SV956IqrVcqYhQ8aRI2OMAaLGGSByxtvNBqgGALAtcty3kXkSZjqNjBkjkF5ULUDhqJ+I0+d74YAj9/Oy+L2yfGWPL63+ZbgYwM592GOC+ghtBPTA6m6VIe9Pa029USDtLFhO7IfMEW2XBEQYCBGoGnLpMBAigjOvOtjN0U0ZIhU2oBOYnK65A7EkEZ2mPgQgQDefkxvywXBijPvAWtKN73a9rLQcphvrO8NVG+MV42Mo9tu0wTyhPnr4pv7l++UA1rwvNq4mT13Vn8f2DekBA0AKUl186tEgCQ4PpwQplEqKk+hTab2MKoNwuv5CWvmUaVNXr8yryvDt71z+6ENPqxa+cz510ghVGeYvmPXm+0uZhobB+20LADo6ekaoylBAfQUr2EfSGzgwlP36k0nO0tFQmA9Z/Rjrkv0xkAK4BjXhIwAgGAxOmjhJ0zVd0yKRaCKZ7uruKSouKi0tQWRZteymDas3t1WVhSZVlWTtuaM7bto+D2bPTILc0dQCALU1E0uHCrlhIBDQdJ1INCWfbUr+L7k94k6WT2aYXYbAe8ozazM/6LZXTwh+PMyqIJeweyK6PIQAAH0xWVTKCYaBkZ6tW7eWMcYQAZExVlpaphbLSCjMNQ0QdV3XNc3znjjHkbhMvmXV08Bl+aojlewtY0gMpcwgzEwljhyTx2GwdMRB5E41ru//aWFOK1i+Zw1RUbwAAEWLmaaTbaHKVKgmPWmrak4X5rlJP+YQnDgsFxneS8yK7GQ/MP6y85wl6KMVj6A8ex4YOcqeOzzg5/j6zOlF9CBflgIHHQBP/rKefwZ5+LCS4xjSEaF3uu0z29PjxAlvS+sLS36wNf4Fm/YpXY1SZUgmnGQvAg6u783Fvewk90j4En0u0sswdgqyrYwwgxCg8n5kGXNmHbJm5SalynDv3Y9ef82Pjjj6kG9++99GrsqwasXG1199t6q6/MijD8lSZfiwe0m4VOM6YxxHpcpQQH0FK9hH1w6QZr9YvH/oZr//vvTpYfdj2/aulvaurlg0Gg6Hc7TztXcnd7b2zJxSGTQ0AHh8xf8cP/nrRIQ4NoRV7e1d/fF4ZWX5xAmVnPF8M7BuGIFAEADa0//alviLRb0AoFS2VJ2konLx/WTYQfL5JILMXanXo0ZdpbHA4FFJ2RxcOTvi8jhs+bF3b4whIsN4Xz/jCMAYRwbIGBsMmWhQLi831hqGA58AgOsqAzFUmeueLnIaZitMHCRmytjK2K2FqaxgecMrBASEiJwDaaiVIIHkGkiJKmsBAMJ2Ux8DgyAeZQtj/tQeSJkRp87EzHDAjEJuLSi6laE4OMji9gpSVqTH3cprF0TMg/TIqUQd/AEf8HPOjrHcYut0gIV53u58vlyvrg3XG2geH3n9H/Zp46PBzyZYm5y3sPxzSzv/vG++MZmgf70iujuRMeCqzcKvyeFX4fNGgsvVCeCl9ZxF2dNYd/J7lvOrQ9ZikxBAEqwU1E6cuX1ry5qVm676+oWXfPncz597XVl5yTf//dL7fv57pcrwpUvPvfWW+9547f1LLj338CPn3nn7b6onlF9w4Vl/+dMLjzz41NEL5y84fM5zz7waCAaOOvqQTRu2KVWGmfV1DZublCoDrkaGXDUlXnXrt//t8+efuWjM5DEKqK9gBRvPdjA2++Vy3LW62knl5aU7d7a2t3eWlZUMrnbQjcCGre19sdg/d97a1mZb1ZlqD0Qn3OcjKUDwaArI9Yq80DAiY0xFvxPJVEtrRzQSqp9Vb+gaAdpKjhzJ8VwQGKKua+FwiDGWEh3r++9LiGaf2yFsy4GKfrw3OPo46KwB3BLduN2UlE3lxvxyYx6hLiQwRKmoVpRXxjJKst4Oh/AmCJAApfKbCJGQkCEgASqyA5IgGTy95j/CRQAAXIMsms3BnHjfuvfz/3XpQ4xzhswIGCqPyLlCqZiz8VI1+zGOey9ATORWDmN2PeqB7daLdX33FBhcCpYnqjIAjCFDPQBSUlE5c1koUNUXCIuyozPoRIs8sOT4x4TkTiAOf72rC58fdGUY8BX+GthJ5ZKCerXf6LQLOqZEPjFP46CHThWiIyB0yKWQOQfvufiDiy8QD8S6VCXi9+Up3w1rRVHee0xkxdt9h42PBr+YRbWRrxZpf++z9/qs9a9/iuZtwJiq7HWfBuaONByE/L2VV4JU4iXSSd+RdBJ9tk3CdjJ+LthzEKAUYKWpNDqhq7t/+9aWRccedvMPr7nyy7c89fg/rrn24k9++iTVwnfpV8771X2P3XrLfUcdc8gFF511950PL3njg8+cd+rbS5b/5U8v1NROWHzS0a/8Y2njtp2HHzF3+sxa1cJXP2tqc3Nbw+am4uLIpMlVtz72n5FSbqUEY8g4Cov+9OxfC6ivYAUr2Cjs4Gr2y38WofqZU2OxvpbWdimpqrI8a60MBAwrUoRcSAmBYJAzpjJsXsrJ0/LNKc/r0ZYgADK0bbtpxy5ENndOfTQSki7NMxEAkvIzlIVDQcaYoPTG/kc7zHezdhuMQLwXuEaMOS0BMCDdlxsEAoARBDM14J1uc02faKgKHFWsTyVExhnTCQCJIODrMRycNxvs/3CuMbe6iyMyxhhjfg0rVZqJAFxzrmFOEOnHUSRBCCmk5BxF0nY8NqfC04Hfmq4DAEOGjCE6O89iN8UxZQ3kmsJ8hAeVUFGBwaVgozXGEJEYAueoKskJQIqc4IfU4+0VVJPPLVbPsiSlTw2SQJgOQ4zizWRumo8GAho3E6jiRr4coDtLeLk+D9c5JZpuYs8P1jLZG+amBxW6Y64Qny9veRAZgfzzjnsvrL0+rBVNCTS0iJpx0+DXkJp8ePlVS9ru2ntfsX2zXP42CdspUfaXk2AmAIEe0gNFc+2MbZKuBKWwSZG1DCjptJ0WPpXfUwEUYROn6LyZ9WtWbaqoLLvj7n+/+ca7lSrDNd+46Lqv/eiJv/z9a9devOjYBTfdcNfkmqorrjr/V/c/plQZjj/hyAcfeCIUDp52xnFL31quVBkOP2LOu++sbN7ROmfe9Krq8vXrtgYCem3dxFisv7MzxhgDyQUJAuAcLQDbHMuoQAH1FaxgHwk7uJr9hjyL4uLiaEdHd2tbRygUKC4u8gADYywaCUnBiMSUuok+bwD9XsbwWghSbtna2N3TO3/ezNqaSV6SiiCTkkNEIplMpW1bEIn29L82xX+Tc2/1s/jyf4Ftgab7dGD91J2UOwGVjqUGH6ygVGv67Zi9dkLweMYyvoKm46iAkm5whfoQkDFkyJABQ+bhNEfeS5MAfOBNHGq3z3xwz+eO+XfI1HBlm7BtQBQgVANG1kfyFWjtdtj+w82vMeaSth08qK/TXFZgcCnY7s2QyHM8QYM/6Io34IBPkqOG4GRFpDNZWdyBghmuFB9cVCUGCiiSdOdbf02pD+Nl9ACdw3VS8ThodmZsIDJkgAhOkccAro6DT/4uJeN/b/2jovQ8OvRWp3VOpzkevPGUoA66qEh7qM/uHPOd93TSO6/IVAKQg6ZnVNcz4YhB6iQDminc/J4zpNPkVHUKkjYJGyyHtYWkAJeok8jSp0yesWXzjjWrNvlVGW78/ld+eMsvslQZrrrmgqf++rJq4Tv51EWDVRkWLlqwYvn6d99ZObmmetqMmo0bGmOx/ropE5PJdCzWH42G/vzmn3UDGEOSAAhcY8gkyQLqK1jBCrZbdrA0+w13Fqy6uqK0tLh5Z2tra0dJSXEgEFAz/z/X3K8qlwKB3cwobm9q3t60s7Zm4vEfP3kI1qz+/kQimQKAuL1jbd9PVQtffl+MTJMYYyq4SG64MVNzMqjZrHa6aNvsK4UaaCbFmlLPF4tpUOKJMSvfa8TeIShBCA8T5wZpXvEMjIwHZduuDQNJIYa7lTkHAA5A4H7Hjo0Sur20+peRkgxv50FR4ZkSbat7f1SYrAq2G2G1wUAo3xybuwDcD9UYMALFP6xp3ga+QBr6Ke9RSmASpPTl+GjAPl0yfWQ+IXjwiiyIYGCOH90GaietB5lNDlKw57eWdOPLbX8+rfpCjuKE6Osvxk5LjYsGv12p8KLK/3ql5dqxnBKVKkMjAQLjTnHyAORPA9ZKB+O53GlSkrCcLj5PicEhaFFpPcsp4yQiyyRV22yZVF1e0xGLbdm844yzF9/yw2s+f+51flWG+YfWX3H1+UOrMpx48sLnnnnVr8pQWl48a9bUrVubN25oHKzKsLVzU2lVQB22U3XDgCR8/Sc3/PLGn42NE1iYKAtWsI+aqWa/GdPnKOqR/WKmbXf396VMc7e77Q1Dnz6tdvr0ung83t7eoSov28wPpe0EiRnjo9phb2/f2+8s64n1fuKU4xYdc/jQRMndPbFEIoEIQV41MXjy0Hsuq5RmigCcOKIbQSciFXfMcQVaNg7T6KZhsEibgQN8Pp+nBaOAakOisoG7Gm5vtjUKYYS/vvNTf7qActH2cc4558y1UfvBaB9EvXwAQCQ+6PluYY4q2LCWTvGenqCZZjnh37CWBRRzzkIO3QsHTQfNAF0HTQdNB10Hzci8Ngw0AuoHAgE0gqjrqOuoGch11DTkOmrqHR3VtrqBegA1A3UDdR10HXQDNQ01AzXd/dGAa6BpytH33H0cmiTqILJN/StWxt4GgCjvXRRZMT7ccQmwyTx5YmD6WO1w7TL598dlcyOhajpgfuIW9De4elFUL00tJUmp2vO86k0SFgkLhEX+N1ULqxDOYlQUqlow98iO1lj97Kl//OvdH7y/5vPnXnfJZZ958NHbH/7Nkzd8445vf+fy1pZOpcpw2x3Xv//e6jtv/81nzjv12hu+9MJzb5RXlHz+C2f2xvqfe+bVuYfMPOOs47dtaX73nZXzF8zSNG3r1ubi4sis2VMBoKOjp7y8uKy8hDFcsuF9xpExJgRJQeA23wJAb7v59Z98u4D6Clawgu2+RcJFs2bOr6uZzkeJjsbQEulUT7zftK09OIvQnNkzaiZPaGvvjMVijKPifPvxY1dIOVIEYtv2e8tWbNi05egj5592yvElxUXDbjKhutKy7NbWDhK8LnTuUSV3VBqL8n142gyu6WTbUtggJQhXClZRhw1O0PHhijDK9AXTwudFtJqBBVqDQd8erxAsB+f1kJ5o3j9xjWuaxjXNUBYI7OxZwTjEOkVOd1PZDx65YA+PP9GffX33cJ971db1/XwfMLhwix/51Gyjr1Dsc7CaZWrCqtCwpK+3or/PcJ+aHJZvD1kfwJEYQ6Yact0GYEU4oWChQm56AI0A6gZqBmqaAooOAnQwnqHgH3ANOAfuA3VcA8aAc2AaMM2VXGeZDuohAO1Beh/f7nx+R2IzAEwJNEwLdY+Pwdlt8emlt+/5fpoa5N8fFxtXEzJQw8xRZWBum7g7dL21ydNJIukWcNqgUnlWmsw0mWn1QpppstLSSpOVJssky1RokMg05sw4oqcj0bKr47Yff7Onu1epMjz8hztefP7Nq6/4wZcv+8zP7v/+ow89Pbmm6rpvXbK9cde99/xu/qH1N37vireXLP/j75475bSPMcaUKsMZZy/uaOtaumT5jPq6Rcce1traGQjoU6dNMgJGd3dvNBqqrCz1xKheWvZUpEhzCAQ8nmyXozvenR6Tu1OY9AtWsI+u+Zr9Wtrad+2XYxi7Zr+inbtauYZ2GhiDVBJ+8/J1V572i2E337hpS1t757w5M+fMnjFENkkIgZghojQMfVb9tL6+/uadrULIqsqK2dGrJlqnbOj/vzmrPY8+lr+3RNq2RKfXHIjItknY2TiKa0CpZL72wyifUhU8RudBANbZ1QOlDs5zVj5HWSHD5Lmnd2eQ8PpwdxNCkYi6Sm6yFPNdVUKbMW4LTxBCfXygA9GxR+SenENfjywuZ34wuYf73HvWmnqj3XxzH3zR7LUzZ/TOmf7ojDW1mzads0XqVJgMDx68p3Mssk0wDCiKGKm0bO8sNdPxSDQVCIqsqRX2SSWk8xWM0J2CuKYe52zdhqw+61zHRt7fx0dCb7gJVr7U9mfF7HJM5O1u+6xui4+D89qcPmpiYE5LesPubZ5K0L9eld0dgEqVgWUkGYCyB4aD+l0iIiCQRCRACIe+xbZcUCfALeYk2wQ3DUhCEAmwTZw+ZdbWzc2rV2y66usXXn7l5z595jVl5SW3/PCaH9/+a78qw/PPvZFPleGIo+Y98+QrgWBg0bEL1q1u8Ksy9PZurampLiqOdHT0BAy9qDiSdSLIGNc5EAjhlFMz7pRDK/qZMbk1hVxfwQr2UTfG+ITqmjmzFpQUl+2vY1DNfv3JxG5HbRnDzsRazlBKp1Gkpyc+jJPd1r7k7fcMQz/z9BPnza3PC06IYrHe5p0tO5p3xeMJ/5+KiqJzZs+YOKGyrb2zt7e3RK8/pvR/ZkWuzLmfhYsZIqWSlE5JyyIzTbaZC/L1JyFXklLH4prQqROCx3EMWKa1uWF7IpnM4TENJ/4+On9O3R2b8nGNZjlmQkAwGDKMgGEEGOOM8SGAtF9pcAiU+u76l3b/+BlyHcGnMKbs0Zd/eKA9hinRtm8E2cP9oUM+nAMAGNUP7TnktJ8trl06YXxMZem01tNdFOsJ0jiFsVKCoUUmVgYjEVZWpBsaCwV4SZEGVNTeWirlKNJfNBobvMngvWWmDASVBnToN/35GV+eMCeo82cWh83pjSSleeBbSsafbXkIAAw0F0be1cYF1E0JmlR8x+5t++6r4oU/y55O4JpKJjspX2fksEGQTzrk2C5LJ0m3dFP17FkmOTm9tLRMsk2yTDJVos+UtkVWGiJGJZjhrZubzzh78dMv/PKpx//x6TOvuebaix997M4f3/7rurqJt995w6aNjbfect8JJx9zx0++/eLzS+7/+R8/c96pJEm18F34pXMat+185slXDj9i7tmfPGHd6oZINHTUwvkA0LC5qby8eM7caWnT6unuragoKS6JZg3aO/5yux4ERJQkXRVMd4llYzkmCrm+ghWsYAADlP0a00MU6u1NU8p+kWDI0LTdWMj/ufFX0dKMupRtwwCJX58lk8nlK9bqunbS4kUVFUNh3WQy1dnVrThFSoqLwuEQAAghvKoMRKyoKCsrK2ne2dra1hGNhqsjx5YbR2xPPLkr/c+svR17El+7SnTsAjOV7TZxDexYUrAcMzzHQKVxeJFexxgnKRt3tCBj06ZOqigraYC3PcC3e55uMBQMBUOIwDUtHA4rZBQMhZ3LtjHLtxuAJ/dwLVJ4MBxFGrDGZcs2PPuvBxbNPX23UWsojIMx8KbmNQfU00ckVvf+n33zXYd+MG9A5KK6dNH6hVPea131qbV9M+IH7wxmW0xYJZwxhuH21mB5ZUzTxhv4k0IrKdJN29ZUwRsAAUQjGqCwTNq2taqmtisQGBGn025MsEPXi47JV4zh5geRdZmtitmlWm85NLLtw/5p4+CktqXnTQwe25J6Z+SbbF4t13xAUnhlvX7VdcyOLwyW4HMqPD3FBaeBwkyRlZIuXaeT3BOW6voDjaL1M2esX9OQpcrwzW9/+eorfvDS398erMqwbk1DPlWGo445ZOmS5e3tXTlVGUpLo7qu58HJyaKQAQAkQAjyqnXUdVC/XPaf3/jtf99fQH0FK1jBxsxUs18s1rVz13YhxX45hngqmUCMBkO6NroJykxbQnAva2Tb0NLaHg4HS4qLPe9PSrl2/aaent6FRy+o9CJMqwAAIABJREFUmTxxiEyUbdvtHZ2WZQNAOBwqKy3hnKu8X6y3T9e1qsoKj/GFMVZXO6mqsrxpx67W1vby8tLpkYsnBU9viD8as9f5d3vIAg4LAAC6Oqlpi0SQkBZdbcLqyy0oV6zNKA8cqjEDEbu7Y109fROqymprJmoaR8Y8pTsny0cOXbW3LuazFe3PXH7mbUNfz1/87QrU8qGU3LCP5Cjul1rPOM/pL2bOIp3YfYVJZKgxECL7UiT77QPquWuIPxwXjfvgiyrayuq21gy+SpNKJk58oWJLYMfqi9faEXlwzVq2zRmVIqGhY0lZEIC1Era38WAgWVaRGGeor7fP4pylLeAoGZOptEwkZG9cmhZpnDdurSwr741ErHBEjKcTr4wcbYn+WGoDjFPb1L+iOlB3WMlxhwQ/bDJrx4GQg01QHbmjJXXKSD7c00lLX5bpFCADrgEgIs9eXshd6pQQpYf6pCCF9xQ/tuqZ95T3pAQzKa00CZuEAClI2g7eI1ufVlffsHH7+jUNt/34m6edcZxfleHqK36QT5Xh9LOO+8Mjz65f23DKaR+bMbPOr8qwdMnyfKoMwWAgXyBjyYb3kSHnLNFrGiHNOzVPVNO5pCbtOZlnAfUVrGAFy3K4D4hmv75kQuM8EgyNvNmP68y2QNgZTvI1q5en0rZtieKSaFlZWSpltbZ11tVNOuXEhYZhCGFLmYMcUkrZE+vt748DgK5rFeXlhqEDQDye6O6JqbxfNBJR6T5HkhgAAILBwKz6aT09vUpHvrKycn7xt7vNVZvjvx3c7FdegeUVHIADZIJ/ybjjcCNAGGaV22cHeCkC9vb1b25onFFff9niYyPhkAeNNr78O0/6zy3DGlHS74PVKy8/c5jPJM2+oIH7YwRm+fS7uZ+7nv5CqAiIAIQn/0zuLT6Anrh+u3HfqPOhxCPfOSzvX6P6TJhe80BVQ832Dec30EHSXkQEjKKVZXoiITRN45xsW0bDGmPY16cl4mY4YsN4McsKBAyttCjY1plq60wzZifTUFESSKUoXKJFw3pXzGprL25vxbopXUUl1jg45YhRc9ikG6eWfxoAGrv+992mm4VMjsuV9+3O52uC0ysCk04ueuXZ7jNNedCfUYs5cdh0XypBy96Urc0+SQZV1cgGxBAV5POzPbuJPnJ5O8m2iMjJlXmq65m+PpukdP5qm1AzYVrz9vaGjds9VYbfPfzMTTdf+fBvnvzhLb/wqzKcd/7pxy0+QrXwnXXOCS8898YfHnnWU2XYuKHxmEWHbtvSvGL5er8qw8SJFaVlxaqFL1oUYUNWab607KlwsQ4ARkiTcmC5tFPA7LwV797Th7qA+gpWsILlMNXsV1ZauR+V/WwhYvH+gG6EA4GRVPuYaeL/n73vjo+jOtd+z5mZ7UW9S7YsucjG2MYF29iYasDEEFoghAAp5JICafAlQMLlS8hNcglwk5CbhIQAaRBIaAFCIIAxNgT3LlmWLKtLq11tL1POeb8/ZrZoVW3LtuRPb/g50mp3dmd2Zs55zvM+zyMSVQHGdBsDEAQhL9dGiRCKRLu7e+MJedGCuW6X0+f1mUySKIqiJIqC8T/JZAIgiqL0+4MAQCnNzXHbbFZCyMi8X35erv40/WPk5LjcbmdfX7/H47VYTLmu+Uuk/+6R32uJPTPqLljtFAAk4qq135prmg8Asizv3H1AEOgVH1tbUlw4zMw3PRxmjojHj72NzhoChtZgfM8xQgBAlICNOC0/ZoTGkQsCQSSaAulRFAAgneA3AUAL2xN84OS8V8WRMrffNfJzLPmOubG6iodL68+q77zIN/HvVIhEEikBtN3j1x4pIoQIApVM3CGIsqx1d+W6XNHC4tOB8dM0gihyTkNRDYEIguhymPJ/2BP4ThEQ4nRKXIPKv3pmdOOezxS1HM6rqfXanZOY8SMgzC350vzSr6UemZZ3RZFzxa7O/2r1v3L6jbkI/JXu311fcadNhMX2/R+G5032PeIAVttPILFquCcc2M4P7kEAEKWkCjTl2gLJOMfM3k59dEu1dKbi+DTgGur2LXoEn6YYuXw676dTfIyhpqLbXlRVW7VnZ0PtrGk/+em3Pn/zfXoqw9XXXvyFz97vdjvv+PpNv3rsWT2V4ePXXPSzR/7w/nvbrrzqgrp5NU/8+q95+e6LLz3n7Tc/1FMZZs6a9uGmnSazVDe3prPTo6cyFJcU+P0hPZUhJQYZ8VwngkgJIYIAnCHyZDimPgATIEkMfPyeLlOob6qmaqqGrYkg9pNVRVaVsYj9zpv7+Td2PK7GiaoAABQUGY9LJrGstIhx5na5zaY0sSZJktliFgRRkiRCqKaxQCCgahoAOBz2HLeLUso59/X7Y7E4DM/78UG4hBBSVJSfl+fu7unzeLwOh63UdkGR+Zzm6O+9ypaR97fa9skS8xpCBM75wcZmX39gwfw51dMrh25GRQMXDee2Asdh60IlzJTOZ4n6jrOe3/Sj1KCuL9mOO+oTJEzapSa/F2osmk4ct4+TE9UAAIIqLHv/rDHNtilxF+eefWR534PdO27eH62SJ/I9ChFUhuEY4wwwrkkCaIz7/aqskniMWy00GnHGYiaHK56bK9NJa2AXj0ty3C1JVBSEaJxLgiBYqCDQ2P8tDvo0p130B1TkEK6j7gRTFB4MsWBImLyor9R13rKqH1ml7HUuq1S4YvqjdcX/8f7hL0SVztNswE3w6D97/3xV+X9Umw+1KVWdsnOy75FXzS+xrOpJbMp6vK2J79mCmgpUSOatk+TCXHLMQa6bdhp3bEwqCDjXOzkNi07OgamGVC+N+lTUkvye7unCGQAzz5xW29hwRIDe7/3oqz97+Pe6hO/Wz11199cfeuP192++9crzLzpbl/Dd+On1Tz3x4s8e+cPSZWesuWDZ00+8uHNH/fkXnb13d6Mu4Zs3v3bH1v1eT/+M2sqy8iJdwldeXhwKR/3+kMtlN5mksaxWP/Xm06JkWNDpAYPJ/h0d+ekHh4zXsusU6puqqZqqUWqyiP1Wzl33zs4/RRJRUYJ18+40SZIkSbm5uS6nk1IqCILL5dQ7JkwmU+YLGWP+QFCHdhazOS8vRxRFRIxGY75+Pwzk/RRF9fX3p3i/vNwcHRyGQmFZVvTXGrdXUaysKM3Ly+nq6vV4vHl5ObMct1Wxqxoij8XYEPOVAtOyGvvNAjEDQFt7Z1t7V0V5yRWXXzhcXjxjTOf3skYWzLDxHA6qSaYBnjRjml6PK1hq6dtucw34bMOhOzxW1EeGB704MbqnIlrryYlqAIAzdsw5uqMn0aLK8kv+XtSkHT7w+aYJK/ZTZAslNMdpUv+7wNOvcOSMkfwcS1zmkoAup0lRsLUDYr3mfp9cUxuYjMBPkYVgv9PpFG1WwWISKbBonEWimo+pFoskicQf0FQVGAetJMdzOWEamEw0Gp2UGNduKl894/Ec60ina451zvp5Gxs9T+3u/slp1vDZI7du6f/XsryLznFufEm9/DTo8xQsP8qk+wI+3PUBD/j0hEYCSRW34d0ycMSBgRK+VD+nzu/pqC8Vtq4p+q/IVNQU0DTUlX5MQzVBppXXtLZ0NzYcGS6V4bO3XXPP3Y9s2rh9cCrDkeFTGWbNntZ4sDUWaxs5lWGkobD/kNUhUiOO0qA0U8MWTVrapMax45T2TaG+qZqqqRrDFHCSiP2+86k/He02Q6FwMBTWoV1+Xq7VagEAWZb7vP0p606n0zFG3k+WFUEQMu/4dpu1tmZaMBjWxX6FBQUL3Q/0yR8diT2XEvvZhPKZ9s/bxQoACIXC+w40Ohy2C89fOVxePCJGorF4XEYEzoDSFNeXHC1G6/C89uy7duzcYzabHHYrodRYTARCUvG3JB3sY5iIDWUSQ451DTJTDznYfmZc3PsEcYDt20RzBDyZvZ22iLW2YcaxXPgOaSbMrvhZ6YG6ptb1nRNN7KdpRFWkHJfkD6pACCItyreI9/bIHOS7Cs0mgTFgHOc+5dt/S4EqW44cdsyojUy622/Ab+co2qxi0Xd7+h8s5QiJBM/Pt3R3J8qe9AS/XKYoqsbQaqKxOI/FuCBQk5nU7zfPqIkP6ZY0QeEBtS4ovWtW0a1jfP6solsrcy/f0vbt7tCG02m03RHYUGaZXmGrXe7YtTG0cLLvTojlu03nBpWNALBlA+86gkCA6il8NB3hqA86aaIPB6QQ6UgvadSJLNOlk6GmAtdQkdHg/TRD16eDwwJ3RW/I39rSvfayVV+688bP33zfi8+/efe9nz/3vCWfueneysqS279yw6MPPX3P3Y+sPm/Juo+d+/CPn9y0ccf1n7zsnX/9W09lWHnOojdef7/1SNeSZWdUVJZsem+73WGdXTejrbW78WBrXp6rsCjP5wsyfyg/302PfmFJEGhyORJHaNsxjmef8tBzP7/7E3ec/qjvpv9a+8d735yaf0/VVJ2qmoxivxEqE63l5rgdDrsu4QsEQ4N5v3A44g+k9X52uw0ARuD9RFHUnwPpHHmH1+vv9XitVnOR6+wC05KOxOs9iQ3TbZ8oNJ8NAJzz7Tv3AsDiRfMqK8qGA0uyrITCUQAIqU06P5Yy8IQsZ5fh2bm/bXgwxzQn1zRHIKLFajKbTQLVU+gJJQKhQCklw8wXRwZ5kXBESrbRSpI03BBIJTzhzuxkiIOQ6Q56aqsr8cbJ6e0EgLM+WHA8L7eWuc7yLyp/uPTQqmbPSv8EuR1pKo2ECyQRGKcaQ7fTJCdUQmjk/pK+ftVCiKzyfr8sSrT7cwW5NvFIm6xqky/LQVEooA04B07Ci0R/SIvFmapiPC5rDDy3lVhAKC0WI1EtEmEECCEkEmGBgFZYHJ0skI+AUJV7+cLyewe3dI5yZkqFa2qe6Alt3tp+z2nT8JmKbq8yt5SbayZ1nyciRiMxUFlTI6/fiYzp4j0jeH3ArTpF9KVcOgdCPs4MUGRAPgPdQepfVc4I62PAGZqIq272rN076mtnTfs/992WlcrwwvNvffErn3z+2TcefejpWbOnf+KTl2WlMuTlu89ZvfjDzTvfeP39VCpDV6dndl21zxdsa+222y0lpYWjpjKMUD98/geCCEmvF0zymQNWbQmlhAwQ1h/Yf+xmtpMJ9TnzLDd+f+2fvzsF/KZqqk5lTS6x39DzxRHdWXRoV1iQZzabYXjer98fSPF+eoqD3hSaQpJmsymzOZNSWlSUn5Pj6uzq7e31ut2uSuv6Sut6/a+Nhw57+nx1s2tm1k4frqVTUdVwOMYYSzBvW/xFXSLIOSEagK52wLT+YWC88hBb86sHI6wl37yAyNM0jdntFlGgWXOxFEbCMYe/HzzYQCihlFBCCRA9l9lisVosFkpAECWLxaIL9UkGKjsRSIwSoshIJ+TEN8E8TdHfnpz3yvfkFncXHudGCCUlxaXFe4uObOuo/2RDvFA5xZBPIx5PjtNOrBbBYZESAgtHGePQ2hk3S4LbIXn9qqYBY5AIMZOJenyq3SH09Eqcw+Rq8gyHxFCISxKJy7xvdQ6Ps4pSe2dXTDIJ8TADThSZawiRKOvzqWue7/fWkDcKbX194XPP1wAmwa66LbNXTH9k5JbOkavEdc76eRv3dv/PgZ7/RTgdIitSAr9J3ecpy6rP8/d9B7/VcxAIJ0QASlMNJcaqnL5kqbeMIEmvXaa9qRGRgxG6wAARNQUZA01BpqZIP+QMVAV1GpAzREWaWTP3wN6m3TvqM1MZ7v/+l+/++kNf+Oz9V1978WWXn3vP3Y+4XPbrb1w3cirD8pULd2zd/+GmnVXTyyoqixsPtoqiUFpWOJZUhpErrsWtdmO4Z1oK7mUPh4QMWK/U5GM/ISYN6vvaE9dRgYZ8ymceuvrJu1+YmnlP1VSd2pqkyX5ZaG3ILs1M3q+/P5CQZThK3i/TDCYajVmtlhSQM5mk6ukV0Vi8vb0rGAwV5Of2+foPNR0pLMy75OJzU6kMgz92OBKTZQWRdSReb48bFnaMg8ARk3oIA6HxsUIojkqfvDXEDpZaVpEoiJJgt1lTFFlKaDdwDD624V9WFYUYKBAIIToY4xzHEvbOOT/atpnnN/2IEGAMCSXj2zg6LnU4+seT80aEk+XvLhn781HlRBr2UBOLUG2ZVvpsYYvtSP2tpzLdIRI2a6pgNonWB3rjD5YCkHCE5edaGFM5R8uDPY67S4JhzW6lJgn8AY0zECWiyKTXQ0tLJtMk2uVSw0FKKXi9rKTEHApr0kPt7IYCnsDCAnOvVyGEIAdVQ0LIzs8WJxSEphhBZrVMdMgnUOuyyv/SUxmOv+aXfq224FObW77sjW4/DUbYlMBvMvZ5qhqP9O862HZH/bbegAecDmK1GOlzxn2YAEkp91K35YGRDHrOqp7IxwwrTkCOevieqhgdnjrRxxkwFTmiJpPykhntLb0H9jZdf+O6L915Y2Yqw91ffyiVyrBxw7bMVIYrPn7Byy+8/aen/z5v/sylZ8/PTGXYsXX/cKkMRyXhG+qGC4JACSFo7DhPUZ2GmQulBLhx1EZcxj3dUB+IHBNIBPB29U9NuKdqqiZCTa5kP0SMxeKD3VmyeL/MLs3BvF88nvD1+1O8n8vlJIRkmsFk8X762/kDwcqKsiyx3+xZM4LBcEdnT1t715pVy/Lzc4f/2IloLA4AWWpAAEDONVXQN2zYmg1MbhiL8abCQ+2J151SVTFZFokSk0myWs0wkIs7UV8fH6JfdPAY2t/vJUCAEFEURUEghAiCSCgFAFHUkQfJgoVHvDvs7nRCA06kzr6gWn/STFxmHJxmSVjGiPfYDh87EjFfXz3yMy0u2xxeV/5IacMZh9ov6z0VVz1EQm4AZAyi3y2NhZgss0QCE7EEEuKwi/BgZS4Qq1Xs8ynxBKeExGXu9SmqFi4qZGNZaJg4JZkQiTccyZtZY+/sjrvdYvDLFW7Ge3sVQhlyKCo2J+I8HNHkBPN41UiYhwKJiy6d2GMHCLUFNy6ufGB8N2uVCi+a9Vxr/ys7Or8va5N+rqgL/KpsMIn6PBExFg60dn5j99b3e1uN5D1CgFBCaVq/Z4yGiAhAEDDDfCv1H9dQ71sxUtcZcs3g+jQNNdWQ8OkOLpyBpqDLVvjaO0+uPOv6VCrD2299eNOtV15/42WfuenerFSG62649OEfP7lz+4HhUhnm1FVvem97VipDaVmhzxcM+ENjTWUYvp5682lBNMY7VWZUoOndz+zoJMm+m3HBUpPiNLrnD5+zOgUloQkCUU4DS6OpmqrTqCaF2O+Y3VlSWXyZvJ/NZs1xuwbzfplmMP3+QCbvRwjhnMuyoj8hiZldDodtbl3tcERWIiFHIjGOmGDeIZ0/TWZMxJEKQElmfkMG2BtRF55ZEa0tytoKLUtyYSZnzGq1EOEE4qWszWZJ74YzieGapnBGCAFVNUhDAqCbAhAghAiCoOfaItEIEXSfG8gwdDnluj5Edijy65PzXoIqLNwyfwzYG/mRiLbVCwkGAJhgxDLSbGbb7LlnNjW4inKXdi6p/n7P9lv2neR0B1mm4TC3WmlCxkhUS8hsWoW9z5swm2mfT2NmiMUZ4xCL82CQzd7kC1xdVt8Q6+kOnbNGnUTuJqkyW3hPl+L1SkwDQBKN80SCCSLx+VWR0srHOloqIHBGfizGIxEWjXKbXS4tnbi7WWBffE71L45Wwjf2mpZ3xbS8K7a3P9Dk/fOkbvhMCfxWON5/SVk38UWpkajc1/M/Bxp+27IXNRUINfR7gkioYOwSDjTqJABIgBJj1TK95wwQgGugaahn8SW1fKDr95iadOlkgAgC2ivLq5oaW9evvf3RX9z7gwd+mZXK8MWvfHLZ8vmZqQwP//jJzFSGS9at2r51f2YqwyZP/+y66sKivMxUBp8vOPZUhpGrxXfIbDW830SJGh2ew7XqDHy3Y3bynBzt7XHuRw0IIYJIYaqmaqomXulivxnVs81my6n6DLKqBKIRWVUzcY6maV5ff6/Hyzm3mM1lpcVut4sQEg5HOjq7Y7G4jtZKS4pNJklR1O6eXp3Ns9msFeWldrsNEfv9ga7u3oQsU0qLiwoK8vNEUYzHE51dPTrkc7uc5WUlVquFMaa/napqkiSWlRbn5eYQQqLRWEdnd5/X5/F4Byy8ieKQkI8x5usPhsJRlScaI7/ZEbxnyLCHWXWCpoGmAmPAmLFGmDQ6O5aeTK+8rSX2UkTtbA8fGNA1OtAkZoR66r0Hx/JGhrTD6OkZt3OAcc4YYxrTO0gpHXZgvvPRj3POM9WPJ6c88uYoaz0577X4w9FNXLhfVl9t197v1SEfAPCukTLNGwuLv7d5//csRRtLKsAkFFaVXfL38xf+pE48iTkBFgs3WRSzWQiFmNUiCFRQZF7+075QmOe6RUXF7h4lENT8ftXlEA+fXxiOMM5AVVh+/qS8u5aVcU4CzS2JhIx9fWp3jxyNcotJYBooCoajICvQ3898XtXfH4/HZNE0QfGB3VS+YtqjF8167sRBvvTJX/nAFWdsdltmT+qBNcGj7/b9zULlsx17JvLnVFTW1/XSth1L//ny4we36ZAvI4wh1TYCSdmeHkxnxO4BU41UPU1BVUZV5oqMSgIVmSsJlBOoxLkcQzmOcpwrMldlVBWuR7ErCVJRNCsWxKbG1tu+dP3f3/zVDx74ZfWMip/89Fv79zXpqQy/efL7zz/7xvfv/9+bblmvKNpTT7xYPaP8y3feeKSl8+knXly8dN6Nn/7Y9q37XW7H6vOWyAlZT2VYuXqRzxdsOqSnMjhC4ajNai4oyDGbTeNiRcY5UoFkuo5xjpCh0cCM4TKrQn3Ku9s3HsObTgKu77HXvk8EECSCHAWREgrr7ljz5RvvunzF+qmp9lRN1cQa1E+12A8Ro4l4glKb2SIKwpBdmsfszjIc7zekGcyQIRA67wcAOt4Yrj8kFIokZAUA+uSPDo3m+YGIioIWC+UcOMMk44eQTG8fnIMnSjDCCjiHRJe8wVJgslEJBg4+4xVz9/L+/xKsydGMj96G+uGRP66c/umjG9uEpGcAHzayDw13cJKKkTjRtqKIrDn65Mm5FmwRa2VL+UhzjrgW2+6VmrOTDHhHVJgxTGQIIa+BxReIvBs4tFkSr1gy5xotUgW+Gkdt+a9LDk5rbv5428kR+xUXB/fvo/PnuXx+xWIRGIfI/ZXUJ/sDjFCSl2eSBBqLJYJhFgkzWYG+vsTcBdzpIJP01lpcAgf3K8GgIlAwm0UA4nQKokTNJvr2xbmUYtCjqiqTE5qisPxCfmxr+mNcATmGy4SAMLfkS/NLv3YyD5pVKrys7vXW/le2tN87eWP92uKNe4IfnOEi++Jzgpppon08zjEY6Dp4+BONu3r7u3V6JnmOpPs5kw2cxg0XEAZqxUkK9gCiIdLTzTk1/Qc1/bOmot72qSqY7yrvCwaaGzvWXrbqm9/6zKeuuysrleFrd9/6w+/9+p67H7l03eo1Fyx9+MdPOhy2y9evGTmVYe68Wl3CV1CYm5/v9vmCokDdOU46fk5Qnj4PIhCSymwAznlmMmFq5E2KIbP7X/746vPnLz73qK/EQKB7gp/xdzxxlbvQrCk85JX9PfFwUOEaiibyysMbpibZUzVVE7M4Z6dQ7GfcRjUejURhDO4skUh07KkMgWAoEonq4DAvN2ew3m/UEIiUvDA/LzeV7pBZ7R3dsiy7XC5E1iO/1xJ7ZoTdbGxg/j7icAmqYsQZMab7XKOmge5yNgicJ9QwICGCPjDTpPSC6DIMYqJuMV+1OIjJDIkYN1koU0HTQFNQVYGpqKqgqVzTjA6crO1/5vzvZnl4EkKpYd1GCYEX9n7H5iaSBIwh50RTQFVQkUFTUJZRS2bsZm7zgVt+Y4yQ+oaADNnhacQOAvn1xpstVoIIqgKJGCbiKMdRTuju3sY2cwrE79/y15N5Th6J/aU19uzJea+LXlnj9ruGvjw1rmzzkoOh4V5r+nQNGYom3VhScd8HDTyjByk/x3Hj0jnretpd8Rhy9HX31Z/XeBLSHTQN33vXWlOTk0hgbo5kMtFEggFBv1/jHErb/JG5Rb5+lVASDLBAQAsFI5dfqebnTVbUp2n8YCPpbMdQCGJRwSSJlBJ3jh0AFBki4Vg4FAcgOfn8wrU0tZtj57FHBnJZ2zla1FfqOm9Z1Y9OAr83Qn145Ott/tcmacMnAXpz1beQlLzcv3biaJz0VIaO7i/v3b6pswkRCE2utRmp62Bo0px2YjGTNMDDDIzHEREIBWTAGHIGuk5Pkw3UpyqoqXooHzINuIacAUe0ivnTq6ozUxkA4IqrLrz1c1d94bP3u93OGz/9seeffQMAUqkMALD20nPOWjI3M5UBAGbUVs47Y+aHm3aazFL1jAqfLwgAqVQGAMjNdYriOJNk3/njvZKJWmwmQSSUEk3ljHGmItO4KnNVYarMNYVpKmoqUxXGGTB1wJcviOTpH/ziaN93onN9G+o3EIEQILronwigA2NNQZiqqZqqiVoTQexHRGp32a1mi9VszkpjP053FhjI+40aAjFc+Lv+4GCDytKSwu6ePo/H63DYSm0XFJnPaY7+Xs9pGFyz5gjb/Aw5Z5ruigmY7JzR5RDZX40cl1Uy3JKlSCzF5hV2qbwLXtQf0Y3U4GisQdt7dk0rWzTKLCbjA4yaLjhy6Q6uhFKdO6W6acBxbPAEFcPESYN8JR1Fw0E+Zb9f2x8Q4iNNfzGokFxz9gsF6pk23br9cDSeVvH5ApGfv7Xt9cri2xcvWFK/t6C8aNWBgs6POvddU39CxX6iSOafGd+5XSgssjNNRUQqEKdDFChVZN5VkUciLBTisRiLRRVFYeokdwQQRTpvLsybSwCg4x3b7jcgIMo9M/wcKCEgdsIlF4jTVnEAYTioNjLSy3zyYFCnP3IMvdB2U/nqGY8fTyrDeNWi8u86pNn7PQ9Nxm8fgb/Q9cubqv7PbFv71XcoAAAgAElEQVR7faxyInykeFzxe1/dd/Bbh7ZzOUEoJamlQ4ABkC99K0Yg1JD2pbLI9ZVKTUWedOnkDJmGSsIw59QM1Jc0dGEATJo5o65+X3MH9AxOZfhg886rr714/cfPv/trD7lc9ls+d9Uzf3xtQCpD/eHhUhmqppU21LeIolBeURSNJo4zlWHUGYoRzp5BdepNnjjMyJUlSmfHJPSc6Kjvb5v/x54jIgBjXL/1CJQwmIJ8UzVVk6BOebIfoTShKrKmytG4oqgwfu4sOu/nDwRTvN+oIRAjhL+nsGVyhidWVpTm5eV0dfV6PN68vJxZjtuq2FVDGroAwJIVwtbNTFV0kzSSjLIdAvJZbSAPPxXPk87IN88jVBzcyznIfGWkm/A2z+sjoz4qGQMd0Y3JUv8NX7/+19e+edUTetiT7ttJUkbgQ687GH/KbHBNTUr0ioa0k3k2tsdfPkmnPSeLNw+h6OMBWQsz3NUvjDZdwJ44DEJ971TP+ukzb6w6c2ZxQc7f3tmayfjFZfXZQ11/A/ctZY753R0VeZUFL+e3WNoab2zW7CcKbrlzMBRUNJUqqmK3WwUB+iTNYqE2u9Dv05Cj368wBvGYoijM4VYddjJG986k98/QUGfIx8lJTAUpPy8abyzubraweuYo4f1eklumVCyPZe5d5i6MCuqG3P3j3C+BWheU3jWr6NaJMBL1hfZZ6XQJcifvYBrWAu97Xzknn7TK5TF2Kh0u9FSGA0duPfDvaNhPCEnhvfTJMiTkQwQ9gyAzeJ0zREwmrTPkGjCGTEVVGdDVacj/FFJZWnukuat+X3NmKsMDP7jzsZ/+UZfwXXvDpWNMZVhxzqJDB4/oEr7q6vKWls6G+pbxTGUY7TIjAkmCPTQAMNdlB9l3neHszU5D1EcoNVlMXONGcgUhRCCEAnK44XsXP3v/W1MT66maqgleE0HsZ7JZRJPktDvMJikTrR0/7zdCCITO+w0XApHJ+9ms1sEaP7vNWlszLRgM9/T2cY6FBQUL3Q8MDm/Qa+k5wgfvsngMKEVCQI+1zRo5Siq555A85LzXIVQVmBdJghUI9fUH/P6Q8ywOIAyZA3ECvqHUP8Oua8ZleexGQY+9dhsxT6yr4GQSfXP2zsxKa8AEk1U0l+WCyy1442zPKPQ7OxQS6nIyH/E4XU/saOYcN+5qNEnizZeds+1Q277GNv2vH1t55uMvbQCAHYfF/zhv4Tl93ZUAdTCn/H+LG+Ydal/XOwKsgrGRSIOnX2YzvfBSpbtbCQSgt1mJcUIIOBwOSSKM0WgkEQvFiAlFkX/8OsHtIqJI4egJq+GmfYSQrE0FA6X/eOtTZy97qXpa0wmeF8H0G7z+nxTEE5joE2tWxmo/Hh8Z0KYPNR/avohQMvKROYpmURCqci9fMf3RiXDd+SL7LWS6Tag+DUbSfaF/V9vmnuP86K3AilPyARAxEuxp6bx937b9PYcRkvweECOLj2ScBMY9PSt4nQOC0Y2SCl7nPJW8l+T0NDAoPg001chmyHUU9/kjR5q7li0/897/vH3sqQwfbNr58gtvl1cUr1qz+KSlMozhYGasxzHkqQtzkKfLsIPi6Yf67vzttSa7ceYgQ0QgAkkqNzDUN5XYPlVTNTlqIiT7UVGIynFFU4L+0HG6swzJ+40aAjGkvHAwzZh6WvK4uVwuh9fr7/V4rVZzkevsAtOSzKD2VK08X2hoYN4OUJQBVB0hYDJDIhjvaYTBWi0TdRVbllnEXEqIoigdXR6rxTy3bkYn2T7k+DTGkkTJ4XQQQgkQm92us3OSZBJFEYDQxgFz6bFsXo4dBS8XV4PZcfdDvYd2Eqm+k0b0AcD+uYfkBCxqmK1PHTSfDCX2xOWXa4vOYprm6v0vdiAAI9J96Fey4trfKSjt2rlN/1lRtade21RWlPeFj5/30sYdc6pKXtq4I/Wnn7+17c85ji8tr1vVethVlLu0a0nNo5F9q3b0LQkdLZAYFRbm5ZK8XAAAeab47586/Wo8kBPOmYO+Pip4cNkc8YxrWdLXZKw9imPnx7KA35YPPyWxsq2bb9+x5fAFl/wp1xU8cV+xlMNKz1IPfwj2Em3G+tgYX8U5kgxjXsg05k3+CVJzd3J0YE+vHEvd8uk/mQgtnRG5U5OpmU47nUbStzx/+cz02nJzoFPOOclvHY/Ferp/fqDht007kSNQkRAhSUEN8uoccOPFtHELYzqeMYg+o6WTg5LgSbxnPK4kUFOMnwW0106vadjfnF+Q+53/+8VUKsPtX77hji8+mJXK8Nnbrv3VL559+MdPrl6z5OwVZz79xItWm+Xc85akUhkWLJy95d97slIZKipLgsGIzxfMyXGIoniiqfv7//gdPWNIP3w8bbidvOAQjX8GhBqNw1tPbK5PYGarSY5rlBJMAl9Kia77BJhKbJ+qqZpMNRHEfipjVocVGea6XToRl9mleWzuLFm838hmMKPKC/kgz01KaVFRfk6Oq7Ort7fX63a7Kq3rS8zntcSezRL7zZkjQHK6FYvwaIAH+3kszP29DLRsVz8RTPmmMx1SpUAFRGxt7wZCpleV5uW6KaWpeaHJPBD7DWUKOmg2TOedMX/EJ2TOREd5wjEgNEI1SgVERCQ4QnbFydIKnDSiDxEScUjEyfbaJsvce8ufe90qJNi5i+SrrhYlSdM0xnlk7aXWHX2j0n3ol0mRAZ33VlX3C5IoUI2lv60uT//jL224ZMX8mdNKP9g7gN3yBSLff2Pr+Qtmrnfi2f29Tjlv+bcqelcKO7+9X3PgMJ/8uLoKzYXqgqu0hr858/ptuBldAM7piboro2NpehzL2w338VI/tx05KxQsAwCBUmC1r718X2Hhhxdc9Ioknqjuhrw6pXeXw1IYpmPgJPRJdpq058Y+pS5qnZUh1EjTTnk76cePjHnGObfoq5LgOrUDTULtj8eDIi2UhMlq3jPsrvHovzx/WVVgfkFed9KEqorKvD0vNx554OC2WCwClAAVMpo56cB+TkziEz7g/oocOQemou41zZiRva43cCIHTU1L+PQ/qQpyVZgxrba5saNhf/Nd93zu6uvW6hK+L3/1Uz/6wW/u+OKDay8957rrL73n7kf++fr7N92y/o3XN/3qF89Wzyhf97E1zz3zj4YDzStXLaqbV6NL+BYsmlO/r3nLv/eUlRdNn1HeeLA1GIyUlxfJihoMRmxWs81uPTmt2owzySRCqr2TG/rGVJYQz7jhjG+LzcRFfRvqNwAhlFJJAqbx1NI1IUAJ0U8npk0J/KZqqiZZTQSxH6EQisckKvb7jJWjcXFnGTIE4tjC34PBkCwrOrBMHjepenpFNBZvb+8KBkMFBXmzHLeVa5cdiv52SLGfzUFtDlpYkT35k+NIAIrN51ba1gvEBECamo94vf3rFiysm10rScbbNb71R328oQLhbOgOz2MejVIvHPzDOC0wEADo7+PuPCFTMZg1oJ80r5eTQ/QpMsSiBJEAQFG7o7z+n458c/DTn5fy81HT2ttad+3YVjtnXt3yZcKyt0al+3h3nBZZAUAR6F988c0HDqxbeabM8Z+bdw+AW6Lw2xfeXbfyzDjjb30wIFJs66H2Ty+dgRFVPhRu/I8L6v669eKbzjxyUaThi816usNwPNKxJSi6F4VyP7L0HEZCIH+mdsbnYlQYa9PjMDeKoZses9AjAHBO9+y6IvM5VkmMBFY/+8yC6plvrVq++YTcSCXBbh49KppzRAR9Jo2IcjzFIUDmggihQAkQSqiAggBUIPpsngrJ2XySAxz5HeW44IsyLb/NYnaYxbyTf3vXJXwmoeh0HUAPRXZPs2050z5rV7T2RL8X5xgJNB84fEvTHo+3E3WHZyOIL32dgOGfnLo6MuMHEACAqaBySJF7Oqena/Y0JcnvMdRT+zjTQSAUF1T2dPRnpjI89dsXBqcy7Nh24NJ1qy9cu/zHP/itw2G7+rqL//HqxgGpDK3dw6UyFBTkeL0BUaDuHNcI4a7jvzxnMOkAAEzjQAzsB0lSNP3DiPXpe770hx/+72mC+v724f84XCZCCBBkTD8WqPt/G4sKU4hvqqZq0lZK7NfZ3cZPkdhPYarVbhUIHXd3Fhgb7zcqzRiNxnR5YcZxs86eNSMYDHd09pjNphx3xQLXd73KtiHFfkOgIUpK3HNr7DdbhAIA8AeC+w80FhbmXbF+rT27J3JAklJqiBoXnDZ4eB11a0fF9YnDj9/jKIsfY50Eoo9pEI0QxggAWKLi8i0La5SK0FXrYnVzJYB+vz8YDDYcqHfklLc0H0bG51y41ralZ2S6jzUExQV5ALClovq9d3dzjq+8vys/x3H9Rcu2HjxyuN0DAA6bhXOeUFT9T5+4YMm2Q236nwDgM+ecMbvlYKJD2PGJJd7p+e11xWd8cKTmuQ8rNi/af1Nbx6VezJg3ZvwfZH9FZEx0HKFQsTYUfNKdULQ5N46JAdPntYNPe6PvcZimx8HQtH7/hXJiCILLJrm6W65+5vCyxcv+Pqu26fhvWZlza0JIXo7dH0pwHh7qPB8A+TQZFRk1FRQZ9elTKkgNknktnAKlOgFIKEed8UMkBvBjgEnrXeTGrDWLOCWEVBYtAG73ePpUG49a6/PsdSftQgvGWkQsOj0kfCPXhr4XbqyoaaAzEvxE2bogohwNHm7/+oG9m7oPI2e6wCqJ9+gwCyg65DP8Wgz+SjdrIZwwlhHBpw5AfbrkT9NQj5y1irnTqqfv29NYO2va93545523P/ip6+5KpTK88Pxb3/g/n/n9717SJXzrPrbmV794dtvWfZmpDOdfuPy9d7e88fr7qVSGrk7PvPkze3t9uoSvsCgvGIx4vYETkcow+m2HYWrUoyJhqoH3OAIgco4wtnH2GBJ0J3KHJxEkCqATnZh5ayY03U9/xTfPmwrum6qpmoyli/3c7jxPX9epEvsJkggAMTlBEHy+cXNnSfF+I5jBDMn7DUcziqKYSvZLif16er29Hq/DYSuyn51nWtiVeHOw2C+zJOKqtd+aa5qvf9qduw8IAl25/KyS4sIhVyMzJ8HpsRxx1KFoDDN0AABVTc5ix5vxQwKEgNlChpsNn8w6oUQfIkQjRFWMvZqzt2xJxwK2ZHnowosFSYpEIn1erzEjF6w5+RX5hdMPN38094orhWVvjkL3JRgmWDjX+Xhjd2r89QUif/nXlprK4tuvvfAPr2269vwlT722KfWn597ZVlNZfPvV5//hHx+4nfYLu9u0EISsttjcSn9nhyCIu8+f2Xhm6ZJ/NZ71cGLGP6u2f74+OCs+AN0NPPX074tSoAKOBfhZijSbRYzLqskx+pmUbnrkSSo7dQoiAIAObbKbHmnGKUwAAKKR3Pp9lw736SghJlK5/aPb9+7ec8GFL+fmBMfjS0dEYG0ut8MS6LJF/Fw0D7JPBNAVU0aznAqqrCdcGztFCRABKCVUAEIAOVIKSInRciYQPXJNv+L18EbdJopQ1GE5IQOAqHEahFqripdWVJgSiURvr8VcFOWix2k+sUhM0UKxeFQkhXC6dXQOswSG6gbvX1fmz3onePaJ2H48rvT2/H7/gR+3NaCSAEIMfs+4f5JsG9uUDUnKsgXASA/STSk1FZBAKnMvifoyLDo1o7+Rq9LM6jkNBw53C32pVIaFi+d+9RufHjmV4bKPnfv0Ey9mpjIUFuUtWjz3FKUyjDYAYvpCBr23kyHnHHkG2EFM2XuOsKnmnsM1JTMmPeq787fXmqxJF1huCD+MHdcDeokxMGgKTpl5TtVUTWrsV1xUnp9X1NXddqrEfoqmIedms0mSpHF3Z4Hheb/hQiCG5P0kSdI/gzGbpLSstKggP7e1rbO315uXl1NpXV9oWtEc/X1Qqx+8j9W2T5aY1xAicM4PNjb7+gML5s+pnl5Jh0ruk2VFH7OpMbcb0G0yKjZDAEVVTZI05F9//urniAAAEPJzd54w3Nay7MqOalFTf6HJTAYo4ckpaBFBZCeI6EMEOQHxWPrriwSxVl4VueOzFnc+17Sujg5VVTNmcpGujqaqaXOtFtuRliNVF18yKt3HvYmeyrIqSlo6PZkLr83tvS2dnivOW0xFIUvsp//p4rPPWFGSW7B7h7wjuO22c5cuWbx69aqurq6NGzeGJPH9689yrqpe8cy2C79W3bGKfnjLPsWNmXxapnkeoUApCBKRTGO6mbgdVllho+K9VNMjR1RimAqPzgB9upwECCVURIEmmx4ZCKLxHB1f7dtz+agfzCRQUBe+8WqNO3/HxRe/emxivwxGBQAh2EEwGhdF6m0HycYhQ4ynEzIsKaNiDJAh0wARqAiUEEIBabLJjIDeQsURqC6F5YAEdaKTawACGL8RAhSAA1Cj3UoHfpkfMpbwR6NRk8lksVimTZsWDAZNUBRmfSaTaBZPSHBCf7hFIoUSdY3tqjE4yaGNTAcCgKNSfp7kaos3zlL+UWyq61XGU0WpqCzm37T/yB31W2IRPxBKBixzQGYYQ5KPwvRtn3NAhqCrtTkyBsgBOaiIDIz8PaaipgFTUVf36aeoKnPOSEVxdUebp+HA4du+dP1NN68fnMrwqVvWP3DfYxs3bLvplvULFs3JTGV4+okXFy+dN3/B7MGpDDW1lc1N7Q31LeXlRU6X/WSkMowB9hm8KNfTCzPWUjEjuG8M66DbD+44HVAfCMxsMelXJhrXnn6tQjIcJH3TjPrVqanzVE3VpC5RlKoqaxKJWFvH4VMl9pOsZkKIomlM1cbRnWV8w98jkajVaskU+82snR4ORzq7ehnjhQX581zfCKlNByO/TDV8FpiW1dhvFogZANraO9vauyrKS664/MIh21oYY6FwVFU1jRERUReJJVccB+G9YYYkxtTHH/+dySRabRaBUkooIYRSwWqzFBUVReWg1UEAgJ6w0KnMwRxPaTq3Rz4hmi5VgWjEkPABgKpgSwNRFfJ2rbremQsAkiiWlpT09/dHolH9OVaro7Bo+pHDe0TC/cHQ9KVLhGX/HJnu44fDsyp67xfoO2uXPLGjucszwD6tyGV/6rXNN1x8dkOHZ9u+5kxMpcQSaw7s1vqFrhWzCxfNtVqtAFBWVnbDDTcY2M8pvnnXxVXb2+a9uP2quxbtOa997xUeNBtfnEaBpBzhAahAEFDn2bISF2FQk2Feji0aVxIhMI1oG4MMNAWVBGoqKAnMPGlSLiaCkNH0KGQ3PeqrEj7f9I62swghiDwdQTkQYKSxn+iMB9c8+0xd7Zx3VizdclyYH8B55ZHoIZvZEUnIXE4Apenjo8/Uk8HWkGRdABGpOLi7GhBBIOnINb2dKvNaysSTBjzWUTqOwuy73e54PB4OqKKIkvNgrnX2eOK9SKMEZWZ6LBK+CQjkjrY29L1wZdmiN5Urx2kVyUhl2PPRAV8XAgE6pJMlgi5Cy2wASS1GIMNMvMeT2QxUQwDghneLkc3AOSLXCUCwmQoigURHmyeVyvDi82/e/pVPXn7FGl3Cd8vnrvrVY88+cN9jqVSGTRt3DE5laD3StWDhnOqaCl3CVztzWmenp7mpPZXKwE5KKsPoR5sBIHCGOnGKHBjjel4fR9BJv2GXMweWdcyBRga6+va375pwp3L9hvqOj8w2kVICqKs/kWuoqZxpyDXUNK6fXqlB/VPrPjM1b56qqToNsF9+XpHZZI5Ew4inRrmrMk1RFM64y+koyM8zm00676dTfJIkFhUWOJ0OQkg0Guvz+hIJWUdr+Xm5oihqmub19ofCYUS02ayFBfk2mxUAIpGop8+nqhqltCA/Lzc3h1Iqy3Kf1xeJxgDA4bAXFRaYzSZE9PX7+/2BzLejlEajMU+fLx5PhCNR/QOkPrPZbMrPzxUE2uvxMqa5baWllousQkmC9851fqPUcj4lYigU3r5zH0e+auWSmuqqwRQfIkaisVA4ypjqVbYe7NhKCTU8kzlBpq8+Ak8N5xyQwZDtJ2abrEYVE81jKhIgVBQpIYRQxlg4FPbiXpOVUApyHE1mihx0DzeDe0nPULPHuDklSwOBQDAYUFVVUZREIqF3wzDGGGOpgfwv7/8gynpEUW+iIUzTp7/AGDCGfGCM4bqVN5zQ02lP8AEO47mKwRhEIyQRp6kogvZm6G4lujY2BvVauLQwr8JkMlFK7Xa7zW6XEwmNsV6P151bXFBYISeCoiS6XU6em2c+0IC9w348DCjiwjwBsbbfe77bXLig7kBPv6JqALB6wax/frQ/Iat7mjpkRf30pSvbPf3RuAwAJkn8Sk1Rpc+f2BnaevPKRYsXZZ5sTqdz7ty5/f2+xsaDdN705jWzzUSc+1KwsMl6aEUAOWEMkycA0dO9AAH0RkIkaVQ2cPqOiJwj77FjW35cVlhORHAxpoH+H9e/fQ1UGRQZEjGU4xiPQiKGcgLlOGr605iRJwaEkCS/jUBIkvLBzPV4IJzRD9+/RU7YMd05TGAYk89USYI94Ju7e+9Mu7sn1x0a+1efbqfUz2wBiFMBAUQJTBYiWYjJTExmarIQk5lIJiKIIIiEijpGJZDqvkNAvXk12bmnh62lbDkIpNAdAV3LZ6gAMxAgAKHZkI8QUmZf3+Vz2PuDf35yw6KVswFA07Tc3FxRFCl3RqPRBLZapYLjvAoCsUNMsYjEdVTgLZRo7I29kyL6xv7aiQkROXAN+0ptK/s153FuKhKOtrfdt2PXt3a854mHASgx8vcy0X7Wilq65z+F+ZJyPgSupSAfcg2AIzLQVNRUw7JFD+jjHERwzKyu62zz5Bfk/vSX3/nrX9545cV31lyw7Ec/+ebD//3kyy+8/cWvfPKmW6/44fceLysv/Oo3b3n7rX9/uHnX6jVLrr1+7SsvvmO1WS67/NwjLZ0tzR3lFSWrz13ccOBwW2v37LrqmplVLYc7zWZpenW5prF4XM7JcdgdNkrpKf/u3trxliAKhBId5hh5fRz1I4YckQHnyPWIC55kBYeCgosXnFFTWnMUs6wJeCr/bfNPrU5Rt9PR3UuR6xpH445DKZDxiSucqqmaqglXE0HsZxUFQRp/d5Yheb8RQiCG5P1SbyfLim4lqs9L8vNz3W5nd09fUuy3vNB8tj7r2rl7PwAsXjSvsqJsyNmkLCuRSIwjhtSmw7E/xlinPsxwnu7wHHtWe7wPZHI4FusssCwAqNAYt1jMZpOBykSJAwgAYLGmp7BjuZn7+/sJJZTQYCBACCUEKKHG7IRSSgyiotWzy5ZDAEAQiKaOdeMnooJqvYqBcVseRojHiJxIT0A9XdjXZfwqmbBuIbpygfTwXo+HUlqQn+9wOMwmU0VFRTgc7uzs6jiyt6CoVhRFQmi/31911lnCOf8ahe7zyzTXDACFifgNLQfnLpnxWljdcLC9MM+tYzwA8AUij7+04dyFsy5bPv9P//zwiiVzlva0Ka3QeOmZs+bWDaaUKaXFxcW7d+8GABToocsXbL/ocL+wlzAAQJ2n0vEJITrSMigGKqAggoAkxWulPydHQIgHaDwat5jEcB+odg7UsJVPzVyZBqqS5hn0xQUqACFIBaJPZPX/55RQAI5AOXJCCALnSPWmRwaAQBA72ueHAsWEIABD/XUE9OatUe4wlApQ88F7d2y17bzi8hesFvnoTgUCBEAQwWIjopT0A8yAKPo1y5nBq2gqURVUFWAq0VTUwR6lQAWgFCglA8yPMqL8gKRNXwhB4wIbCLyzJF4A4LBI3/zr7otMFDVGROOqN5lM8XicUsHXYxKKPWaz2Sy6j+EqkLVAPB4XSelxSfiSMrSR4dzE5wMPRXavsz3fDHfyYz0cqqr19bzSeOTb9Vu4HANCkq4tkBHGMNQBxGSnMUmmMugpfEwBxpAAGDkNOuojSBCYhqqMhoaNAdfEaRUzWpo6D+xtykxluOuez/3nfT/PSmW47fbrXvzbv3QJ33kXLBucyrB02fzdOxuyUhkqq0ricfnUSviGWbxDxjihQBgF0Mk9AzAPCO5Lrqoa/w61qUJX4dGtrU/EE5mAKFIAUGVGBWKk1GfdRgkAJZCk+2743tpn739zaro8VVN1etQpF/vprZ6yomiyCifAnWXkEIixh79LklhaUpy+oYtiZUVpYUFee0d3b29fbq675Ui7p89XN7tmZu30IVs6FVUNh2OMMZWHMwMA5y0Q9u9GQSRIgTPUiT7AAQhwpCg8AAZyn7IlyBoKyRKIF6gqc9gtIAipCaMonZAxGAkmZ6KjP/n+p6+77/o/EEoEQTDIj/FbCT4yToo+RFCVdCoDAMTCeOQQQW78Oms+LyxJG43o0whPX18gECgsKjKbTE6n89zVqzo7OxsONsqxmNVeomlaJBLRrv+kY3P7COo+7IlDrjn165ld7XUAKy9Z9q+WnqxnbtzVuGnPoZsvX31hTxuEFaVb9tw+65yy0iE3a7Va3W4353zmzFnTp0977v2HdQ4qcxcySQZ9ppiGGAKhCEa/ZZqcA9PsgGIPK0wFmcsJktX0SAjRNNRk0DREwywAAUAY3MlGCABQkubBSJaPKAHGTPv3rEulU5NRmx0HHwRJBHXp88/NLir/4OLz3xIojv3uhICUEGoCQUphmPTkKDkzJ8iBc8I0VGWiJFBVUZOTqdoEQMd+NO3kmcH+JXc8RQYCpH8dERdVFjp/+ZWLtjV5rvnxq4/fsdaeIe91Oh3t7e3xiD0SjLryog5L2VEdsf5wi2nMEj4AYFwTqJi1wpU+VoMm0pOx7fMd7x9WFF+yLTLnaF/IOQa9Ow+23XFoV6+vW9evps79NPGbnnvjANScCmbQhwYd+KVSGfTWTaYakQwiICDoylLkqMhQkl/R0+lvaepce9mq+/7z9mvW3/HyC2+nUhnmnVH72S9cO3Iqw7nnLX315XczUxly8lwzZ0475akMY0M5wDXOBV0ma6SqJFteuU79DQ7AGBL2LapdOLlR32OvfV8U9dsNIUk7qUwb0xHebP4AACAASURBVNRSVsrQBQBCffJnH77md9/829R0eaqm6rSpCSL2Ey0mi9VKCBlfd5bxCn83VgoRUy2OFot5Zu30QCDU3eMxmaRLLj53iFQGAM55OBKTZQWRdSReH+z/qQ/YlBrjOkDK8HAkG09RS2SyMAoPdcffcYpV+WRhJIYmSQJnRqfGGDLfj7aolJ5/j0pO+r1qOBImBCikVE1ACBFFSYd/oijpg47+q0EojqEUHgyoe45/dzQVYlEjlQEAkOOhfWnTzoISnDkPhWFGckVVOzs7HXZ7Xl6eKIrl5eUFhYUdHR2KogBAv99fVVVJz6thB7YPR/ex9qhQl5P5iASwZu/ORVbb4rVLf7el3heIZM4jC+X4DL8vcZBtu2XlmWfOH26nSktLV61enZ+X53a7AQC5kN1LRsgAIVmScDZCXhCREhSAEBQEAgQAkQARBGIpZBAnokxStpNpB0IETQVNgmTnJ3KNcARNRUoJoQgCUEJQAEAEQpIWL4hI0JjnAiABCoBwYO9aOeHMji07+rKbXGHPJX/+01kLFr985tz6kcHe4J+TvMwQ76077AsAggCUgiCCmZN4BAeYMYLxbxpvZwj8aAZZqv883Ow566JQFGVRdf5fvvWxbn/UPsjVqbCwUFEUxpjf76fmfrdt9P60/kijaQwSvkC8q9n7QYtva5M3raddNeOzK6bfrMM/TQXEAYrizNNsItu3DFcJHu0If89E/6DgWLVqqVSG/bvfbz8IlAIVCc2KWR/wggEPG4t9SWIKGXIEroHeq6/JyDkaNkI618eAg871ASFgNxfUVpUf2NuUSmW4Zv0dw6UyfPyai372yB+2bd135VUX1M2ryUxlePXld4dLZSguKfD7Q15vYCJI+Ia+r2oIBKmIhBB9UdUIusgEe8kCAI5Dp5gWlR+1l8+EQ30NPTtsDmPlTRCIpuHgpMIhL8i+Tt/ULHmqpur0K4vFNqv2jEDAd6qS/Qgh0UQ8rLFELAHj7c6SyfuNHAKRFf4+mGZ0u5xud3oMyMlxOZ32Icc8RIzFEtFYHAD65I+Gy/pjDDQVqICcEc7TsQ2Q0XwxRswWZm3RWFueZX4+zKeZEpHhlzCP7ytLT1CyNz626RzTNE4JADCNEUMClZwiUgDQuUGglCZHJJKFCbsSbxznXnAOsWga4AFgZwsEfMavNgfOPQst1qFfGwwEnS6njlQj0WgkGs3JycnLzTWbTNOnT+/+50YsK1Jd1kgkol5zjf2jdvyod+gJYnccVU6kbP7TFY99/HDDWTML/mGqfnZLvS72q6ksvkBPayjIMZ1Z63SOVW7EVAATIABBwxkSBtLIRKcBEZETbjyCKYiShD0oiCTZ9ChkXcJG06OGmgaMoaaCpqAqo6YBVwEooQSokG56TInWSNb0lwAhEIvlHG5eSQbipNTpldX0yBFjquYwScOuUxBik4oadn1u966DF1/8Ykmhd7xXr0CQgBDCORDn0BdLJm9PDa4vCZhp8pGhohqy8Xz+XD3eRpIkVVXLcm2ZRrKp0hs+JUnq66WkqE+QVLtpaN4vEDskYZkJykZ+31b/zhf33JtQw25L6Zzi82cULGdMNYm2be3PbTr8Ow783BmfZwxUGXkG6kvFjicx7aQcIg9Fdq4p2rAjfuFYnhyPKz1djx5o+G3rAVQSGZCPGleKIR4jyft8Kr5yIORLpTLoYmymIjJgKmoK6pkonKUiGdCQCWhSzYzZjfUtIvF970df/dnDv7/z9gczUxluvvXK8y86++6vPVRWXnjNJy555o+v/eyRP6RSGXbuqD//orP37m58790tmakMM2ory8qLGupbzGappLQgGk34/aGJ1tKZVbnOgv5QH6EEkYJBbgFyZIwbur7k4TWyU4ZJbH/kzh9NetRHAATRcBTW1Y0pRn4gE59tw83UKZHfVE3VaVunXOxHRcHqtImUOm12AMjk/TK7NPv9gcG837GFQBxt+LvT6QAAznmqR3FIyCfLSjgc5YgJ5m2IPBZjncPfjpmqCpIZdMjHNOSZJivDrD6OUH5lb1hrcubT1JTLoBAhZVQ9Ht/UUGwcYubYMQBR/PTV27+2/ldHvVjLGCWE6bYQQEi6700HGLwl8kyW9mnshQiJOCTiA1IZWg+lJXzVs7FoxOY4fyDY1dXtdDkqKiqM2XMgEIlEaHdP6eZNc0JBTcrxu8r7Ll9aVT1dPLtS3e4Zju5Dv0yKhgaXVX7fF0j/ouWzXgmpmw+0fGFWqbOlSX6356N7L189b+7Y9zeRADlBbHYkUtoZXvduwQEti2k8TKl+8iAzWCmCgJSCIIEgkeGaHjkSMwJHwlRUFSLHUVNQU42n6LYllKZtMAkFIAYNktntuXvH1QQMVERSfqNDfdfemFzvDQLA6qpReCqBUhvU/euNmRbHR5df9upRi/1GXLcSBKAEAUA0kcz1ltTx1dfTklA6LZvUub6sePoRzudIvC+vuCoaizHGzGYzY0y/WIa8F9lstqqqqkQi4evpZwXtZpPdLOal71RaIB6LC7QUyOhX0DuNjyXUcGXuwuXTPrWp5akSFl9V/dl3m/63yFELAB8cfurcGZ8HAE0FzpMpFAbqQ0GEVM/wJK0d/d9xOVeFNPMIz1FUFuz7+/7m+5t2RsMBkmQ4ScqXFQblcAxh1JkGe6j3/DMVDHJPA6aipiYtSZIGnvqQUVs1p6mxvbG+JZXKkJvnvu8/b//RD36Tmcrw+qsbM1MZrrv+0uee+UdmKoPZYl62fH79vubMVIZQaCKlMoyhvnvzt+549JtU4PqApfczpm08uUHycY48mZDB2fhgnImF+r719GcEyWghyFhUTrYV8fQtlRLCAacMXaZqqv7/qYkg9mOIgWiEyWo8Pizvd8zuLGMJfx+VZvQHgoJA9UeGhHzBYBgIYSiPAvkAFi4RtmxCi4WwjPE7bbDJhyD6Rh1qGSYA0nHzJ+IGnjV1O8lmsPoIFWaHjnnWMTiVofkAYZrxa1UNr5wxQP829EZUtbxqvtfTtHvX7unV091ut9baNm37NnckbIz9aqDQF3A/2hC+dv3IdB/vjtNhUB8AEMRl3e0LBbpx1bxlHS1av9By1dLZK5dmnX6NBw+CGq2tW0CHbLgiwBhEIkQygdWmN6wSSPZ2pjo8SUYHWmo+gNxIlqOUpJ+T9KLMRlbJfwU9BlAAzkkiOkTTY+bJTAY2Pfb3V3n7ZhJKCREMOmxIKKuxem/In1CMOTfjJmHYr02keNEZZFcr7wmKIJ/z1+dnTZ/x/soVm8cu9hv9zKQkdQSGwJyCHgpt5EfDUAsWY7mUwrG+UDhsMpkQUVEU/TTQfx7heikrK+3q6rbZeNzWlGOrhZSETxhTA5uixYOJbpspt92/q8w1tzu4f13dty2S86Dn3XV198latC9yWD9nFBk5AyoAEEz1dnJGqICUgqaBQAkVQBAGWORkkbcTEFGEtcA0/osQfGPoS5hjNNRzqP26/R/1eLsA9PgzanDZZCDGS/d5plw6k6nrkJTzcW60dKbaOHWDfR31ITOWCHVpn92aHwvGmxrb11626kt33jg4leH2r9zw6ENPP3DfY6vPW7LuY+dmpjLoEr6lZ88fnMowu25GW2t3c1N7Xp6rsChv4qQyHMWtXmYAwCnRGzt1XR9jKaJPJ/30xdZxuw9MLNQX1QJWu5i53pkMgsyQkybXJ4DglI/nVE3V/2+VEvu1tjcrinxKPoNglqwidVhtVrN5fN1Z4FjD3zNpRpvNOpwliSBQT5/PbDbluF0LXN/1KtuGa+80EJSAiQQCp/rqG2PG8MPY0NSc3QmJ/pEOnUOaBtCXusPDCTDY1DfIOXI+JlQZjx5F2zChRKACAFBhQG9n1gFvizx3DFNDxiAaHiDha22CaCgt4aupw7GElQOAKJo62g5Yra7yqjqftyvgD852O4VBTUKmfJb7/uvK2zl0fjEbhu7jrRFYkDfy25kYv6j9MKo88YGn/dELlmc4DHm93i0fbaECpVQ40vX2ooULCouKB81KjR80lURCxGLjZjMSJCnoB6kU9dS0NElXcQZ6VxoioZh2HMlC/llfx4CmRzpU2y8xVjeMCyHZ9IhIt2+9mVAxi+Ib8D1y3uSPdIRimQ+GZLXANiwVM7s4/pu/vJ3rsq9ZsXJ/twmgsKftqr+0Lli+6u8zqtqO41rA4aDLYPRFjAaq7Jdk/jrG2acsy5IkSZKk39N07BePx4d7OaW0oqI8kUj09oaFggghkJLwtXuCO/a0XnnRmSO8XUz1J9TQovKrfbGWj1qfMYuOQkf13q5/UCLWlZzf6t9embswE9roXHHSGhYYIEfQpZ1IkSIgJ0RIsr6ETFiwl1n7g0+U5/xHkNmzHo+Eox3dX67ft7mtHpGD0ZNOgaYMiGjGoRk43U5GfehhDIgIHAEZ6OBE795MsXxMQ8aQq8gZcETO/h977xkex3VeAb/3Ttne0TtAFJJgL2ARmwopSrRkq0S2bMs1suMWO07sz58TO3EcP4792YoTlzjuRZZc1HuxCkWJRSwgQbCBANHbomzfnXrv9+POFiwWhRQk0ta+jx4KZTE7M3tn5p573nMOIN1aVlY11NPn9Hj+63++8JUv3vO3H/jn7de0fPbzH/jYR776/LP7P/HpO1s2LmctnR+5+/Yf//D3Z051bd2+7qqtq3/+fw9YrObrdm0+8FrrC88dKK8oWbNu6YFXW8fGJpuW1BYWeVlLZ0VlSSgUnZgIud12QRD+gmYy9ZU1Z853AaUcz6XwTqq3kxCqaST1kM2Z2cBdkh3alYX6EADH4ZT9GvOBZQg454szDV0AYM9ntz/533vz0+J85euvvsxma1PD8mBwYmCol16OHG6O4xKKLKtKPBLXNA0Wzp1lYcPfU3uVBAP80iX1g0OjqXQHr7iqL/7QsPxizsNctwkf2kc4jma6ubAEoelEX2WtPtyhziScEzh3mXm7yNkn4BGA3POM7K8v7TnCFClkCgjM/NVMkMMAMKIIgDDGGPMAgLHh4zJ/b89L8HGZlspA/UOQSmWw2mn9Uur0XNz4bFi8IRQY9Y/0lJY1RMJDksfTcfM7+ba2xjOnzHr6mLGmmLE/3gp4czl6ZSD7WG5YP3DXVSXnTnl6uuc+8HP68Q9sXrK8OXWuIpHIwQMHbDaH01NdXFrzzOO/WbYsh8WLFEcxFexJJ38pgRWZWm0gztKwltH6aUQMZPQeZ/4vpwHP9KbH6VtONT2iJFBECPp7V6mql2k7c+7WaCzYHZBiavZvR6KJmVCfw0zPnTtJCJ0IRh96+rnlTXX1VY3tQ7wJLdq/99Ot1rbrrn/YZY+94dWQ2ULqcuKx6aBxnsiHEMKAH8N7uq4TXYe52EKz2Vy/aNHExIQgptc2Ru57fs1DL0WWfu2BkwPLaorWN+XobA7EhwBgc81d97X+PSAqa9FXLvwsLgcXFWxiV32BrSb7wCiagtkpUEQJSc4pKcUUAQeYmzKQruRnIgWiSZ8D4acZ2Fud8D9+rudLp/brqowwB5hPJ14ibLAmqeMyOJaM1HUwwgOMJT9Ioj6D3NOBpno7NfYTylg+0IWS4rrBnr6hnr4P/cPHV29u+dKn/qmxoYqlMnzsI1+dKZVh5+7Nv/v142dPd1193Ya6RZWZqQwHXm39i0hlmGd99vbPfPybn1VkIlLEFiDS65U60TRCdEb3MTSYYwufvuODf9moj7V3plo4jLbWVEJUjl6i7LsuJXD7v1z7wH+8kJ8T5ytfb4e67GI/QqnJZhY13eVwCIIwH95v/u4sMNUMJpP3mzMEIsX7qZqWRXRgjCsrSouLCnr7BkdHx7xed63tzlLzzq7Yb0JaDgvBhmZ6/hRVJMAcwtjIOtfVbI7OYoXBs0pOiz8OmQvNLQ6+HHFIJ4TFnUHSExEWlPE7N3zkYp0UCQG324MQXqjMhjH51YvCe6oCsWj6rZOpDMa301MZ5l9Wu7vBsyEc9KuKwjA/rFlzoqnJ9fqhxf39Uz6jsz2wrR54lKL76OJK7Z5Pxio86thYf/G2seXLK/ftswRnzniIqkpAljYv9XjS8PTll172uH01jZvGxgYBgELuwyj01EZGeyIhEAWw2CkAohTFYyDL1GaH7FblZA9nasygJJtHSZISTDpzzG5AMs+mx2QOH2iaeOT1u7K2lkJTUSXaMRkJJHITgKMxadkMb1TvizxyNN1ee/LchVPnu6/euAZbyjpGeFDXPPZQfVnloR3bn7nYhs/0hJ5e9B9ebJR51p+bzWZZltmKGMdxGGNN11Nbk6Tcnsyqpvl8vnDE6EMm8UTtwZN7v/SRb3z9oXdsbHz39txi0Yg8CgBHBv7oNBWvKN3TPXlo/4VfAcCupn8MJIZaBx756MbfZg4emmocTqtx2ZACygKi2asY0MWAkw6fVzi0GJFerbF0T2i1LJXhdM+HOo7GA6PACYhj5HTGzHmmw0HMMVKnSRACQChJyqwYtDPMWlRKdNAUFspHdR2AUk0Bl7Mi4J8Y6u1fv23Tez/xoa99+kvPP/L0HXe/f98Tz/zrP38/M5Xhltt3bt6yikn4dt+49eknXvndrx9PpTJ0nOtd17Ks58LgidazmakMJSU+t8fJJHx2h+1KS2WYf121Yu2+Y0cIzxnMFgtvoKDrjOWjRqJDrhaMe7/1o0t70ysI9cXUoNnGTY0LZVcgnb76O9OlJ8d0yFe+8vW2qStB7IcEPiIlRFUNBhbSnWVhw99jsTj7lu22KAoN9TWRSHRwaJQQWuDzNTs/H1Y7z0X/N6vh0+vlNmyFV57TFYkl8uby7YwlpERuZOIRlnrFpRhhCnRkeDwel9y+qbd4mCP3b/5ldzhPnXzE7ETTGvzmQH0ct5CPwmHp+Xm+UlMhGklL+HSNdp1Om3aWVtGahimpDIqCeZ5cLDgtLa+PRf1pfG6zyTuuPjg+Xn5wf2XACJGPL3NZnz5L1xWjI6O0wKX/8/voOzcDAESNYAbJ4zl/883uCxdKjxwWck3Z5SOxfXdvc2WwNCdPnhQFvrphA1u3PXXykNWauwXL4/RyY5RQpGpIDYHZAmYLBUBER9EICCLY7EZ6OyRTwnMtATO4CBQAESCpOf20bs8sUDT/psejr9+RE/LpRL4QDPaHYXaL2ISqWYTskVZbQLwOvraiqHvAnzEm6Qv7j/rc59570zUvntIBnJMj1/3u3pWLVzzdsurEpd2mLvZll4ZwTKKDwTxFli0Wi6Zpsiwz3m86ClUUZXpXXteF7sLCAvZ1QKX/c8PVnoT6/H++3+eyzvSmHksFAAQTo1vqPlLpWWEzefoCrQAQUcYeb//3pSU7C+21kBPfQDqpAqMpXAI1uswQBqDzWEG4Qmo0dDdBvzvb/bGOk6f6OwAhwFw63iOLLKEkQ75I0q4tSS1ZGu8lhXxU14xUBsJy+QzJNyU66AqxWnzlZRU95zoraqs+9qW/v+fL3/jap7907Ttv2LJrx/e+8p/lxa6Pf/KOrFSGfXuPZKYy7Nx91QvPHXji0ZcWL13U0Fh94NVW0SQsWbpocND/l5LKMP/6wJ4P7Dt2OB5TuKTi12C7MuR8OU1c3sgYvLI6PFNLrZqiYw4ng1mTY3GqlBZNs/FkT838PDhf+Xq71ZUg9lN0zWQzg059C+3OslDh77FYnL1dap8dDntTo21sbNI/NmE2iy5n/Tr3t8eVI+djP8s6um27OAA4+IquSIAp6LrBwHgLycg5OedDyMZXFJpW8diMEJ4MhgPBiM/rqq+r7CXH0i6gUxuKpjQXTZ/beb1ut5vNxkVRTM0XxQykATi9eM+Cv6dvMHtvF/ShEdV6Y3rvnC/TdUjELyKVIRQ0KYrVbhM1NWa2RN8gK4kQshYWTuy5abi3t+nwQZekqHYNAPQzE+on38F/7m+Azz2dCtbVhSorC0+fLjlxfAp8HSfB6qKEz16Y8VkM9A+WltUjhPv7OocGzi5e2tLXcz73ox9xJRVUStDABAeA5ATIEthdlOcQAKgqCgeRzU4EUyYzk5mVkLL8zJjTEqAICGbpejPYk15M02Ms6hnoWzNtuOgClwCwD0bQnCNpPCFXTkV9CAGnDv/iwaOLKovvuGHrky+/Hkukb19L6mt+8cCzJQXudSvWHO/jMSrqOX3XqbatN9zw+4VPd1ggMFPkXmSz2FRVZU2ebFLHcZwsy1lvRyll6Q6Qi3fSdPL9R17vGgp8cNfKnF2dUy46eRIArm74O6vg2dv1kwPdv6n1bdCJcqD7NwBwXcNnZjzY5MhAKWYPprZ9skWuDNBE4YoGfgkyeOTQlvYjVFfTeA+lLg00baUjY92NubawdT3DopMYXydZvmQEn0Z1DYiWDBYnQBWxvLyuv6sXw/iH/uHjD//6D/d8+RuLljbd8sE7fvqtHxzZd/C6d91w3c4NP/v2D8vKC997102/+vnD/3PPb9e3LNt+TUtmKsMLzx1IpTKM+yczUxnKy4vDkVggEHY6baIo/MW1dOasn37l+x/+108DR5hZmgH8kjlJRM9966qpLfqLR30/ePLrHAep9ntOwEQHNlNJ9hbnfmbn/Vzyla98sboSxH7AQSQR5xEOBBbMnWXO8PeZzGByygsjkSjGmAFINgEqKvJ5va7hkTEm9iu0bvCKq7pivxlXXs86wI3b0mBAkYicoNEg+DaaEjGaiBBgrVCAON3NhZda+AKMsKqqkZjidDpWrVzmdjkAoZ7BDIxnNPNnzbZzn966urnTnBHWEeYyNzXnA2JhnyDjysHZX0AIxCKgaWncFhyngz3pVIaGZdRbOHVBQUGhoKe4iCvy8ZpOg1GCxfhc6yCop/Oor7BGcE3Rkk1OTt537+8Ck4GGxoY73v1uc21tZ0UFPX26Vj/RUxuIfPPjFUuX2/nZVtCpIPhXrgwsWlRxYL9jeBgAKKHq/tFj37h9zZpVhYXpXRcEQdPRoQPPVFUtqq1f5XIXzYo6wGIDi1UPTCIpjgFQLIw4jjrchswuHscoQe0OisVU853B5iWpPjSFx0jyf3TqVP6Smx7Pn9uRiVgAKEIxAVu3rq73OS3dD0W7g3NI78ZicqVzitlGnTe+78AJAOjqH+0e9G9Y2VTocT6194imE1HgC9y2WELu6h/tHnxm3fImwVExGLY6cd2fn/mi2X7oxt2Pp9IdZnfanOWQF3zq3O8/UVO8lRDC83zKzYXjOEEQ4vE4C3IAAJPJJEmSrutmszkWi6mqynFcJnXzSltvTbH7M+9q4bm5VzgSWggAQtLoj1+7o8BWd23jZ6s9awaCJxjj1zl5oMzdPOWoU+pf5lmKjBsFykxezARFrHMYG/DvjfS+vqkVnKCH9+rDg5QQwJxhLpteKMkKwKBTwK3hI8K+NXo4gepAiCHhywR7uk6JRokGhFBNgZLi+uG+wf6u3hvfc8v1t73jqx//R7vL+b5PfOj3P/ntT7/1gyWrlu2+/aaff/dH7UdOfPiuPS0tSzNTGXp+/vDa9c2r1ix59KEXslIZGpuqO871xuN9f1mpDBdbt+x554OPPZLpaE0pTXXYTq9L7u28slDf6cGjZguH0LRlNtZYzG6xNBfqRQuf8JuvfOXrL7cuu9hPJ0SjuiAKHMJe7wK7s8CsIRDzD38nhLB8vyRI4CsrSgsLvP0Dw37/uNfrbrTfXaXfMku6g2jGohkcnmyE0GD72wJxHUIcIeRo60lZVtavXV5eVpJq5Xh5MJkAkQnJ6AJhsMut8RhKzBbOrqkQCae7rHSdXjiDlKSJS91iUlqZo1H21ElbSREoMo3ENAAsSRZeiM8+8ykrKw2Hw/7RLv9od9PSTQDQNdq+qHjZkdcPByYDAHC+4/yjjzxyy223CoIAK1eer6uyfPB9Ip5vx5Rqt3fv3GX1+6v3vqx0xUe/cNuWXddmCSNlWZ6cGFjfshNzHNP1zf3pYfAVUV3XJ0axpiFCUDiARBGsDkOKFY0gQaRWW7bYjyZVWTQ5s02Fj+cIW78Y+MdmY1ICamofs9s7us5+LCYRhBJmni8rKvnUbcvsVhMAPPpqX28oTmbdVEBSCKU4+b4WAaKhARZwDwCE0AOtZ0WBv3XX5oHhserykj89sy/1q9dPnBWFzuu3rvdLPpbucN8DKyqrnrtu6/4ssd8sc+K3ZLpMdV3XdZ1SijFmQI4Qkspqt9tsmctkjAM0mUyqqmY2fF6zujbn1mNyoGfycHPpLuOC0snjBzoaagusontv5//tqP9kuWtZpWdFb6D1uXP3rK64ZSLWc2r4eRbWlzG5REy6hzCkqDBDGgoA1LgGk3NQhNhAIkCTcY5XWklx2naIDPUCAEIcRYCmONNOhXzp1O8k9GWaPcLsOpP9nMylk4E9ooOuU0PLpwEllOigqcRuKQ5FIiP9Q+u3bbrpfbfd8+VvvPbcS3fcfdfy9au+86X/KCwpesd7b3nwl7//+Xd/tHz96pbtmx747e8PHzj+7jtvePHPB7NSGda1LKuoLMlMZeg415uZyuDzufBfbqLizHVzy07Q6YNPPKoDRfqU1ILp5XSJb/DtrqAOT8ShrMVXg3ROgr1M0Icyk3SmnqH3/Pvu33/1mfzcN1/5etvWlSD2E8wiACiapqlqMBheKHeWhQ1/j8cTJpOYEvuZzaaG+ppgMDwyOkYILSgoWOX6t4BysjP2q1nSHVJVarqmynorh0wA0Nc/2Nc/tKiuqnlJQ87kwMzbdsrWZXbIN1PW8xTYkPmMoG9WOMRMFdV6VRqcbUYMEJxAohmsNjbrRQ3LwD8IFOiixTOmMgwNEJuV+AoEoiOdUJETiSZwgjr7zjidTrvdPjk52dVxQKNKp/xdHv2/o6Np15D2k+2CKL7jpncAgNUxt0Po0OCgyWz2+dK6zHhRUccd70b+gKupbvqEzGQylVY0pQL6CNE1bV7d1zwPJeVESkBwEhOCFBW0ADLbgLW8aiqKhMBkAauVAsoIGDMIGpktrQAAIABJREFUQJpF+uUIa78YLKTIEI8Z2suCwrPritxPHPLHFddnbl9cW+4FgMlAQBSE23ZUn/WH5qT7wrLqNhsf8/JyycSVjE9OXuhPK/oUVfvj068ua6gUBVxVVpD1q8dfPOBz2zdv2N42wI0l4Nj+q1o71l636fl1y85caXdgs9nMgBxDdxzHJRIJhFBhUSFCKJFIGPdJQWDaP1EUNU2bBYHrRDs++EhCDVsEI8RvIhR/ua3nx08ee+Rre5oiO1oHHilxNBbaa5449Y324aevqv3w5toPdo0fNAm2+QJWauSFTB9EqbGUzoS8Yup8Ozl9jFJi2MxiDiE6deezCBUyxeaWECCEUm2KhC+T0NNZJycDfoZ1J2Bqr66p6z5zvqK26o6P3fWL7/zoni9/Y0XLmls++O7vfeU/X3325Zvee+vep1948Je/r6ip2n7jdU/c/1BfZ/fydavuun3Tfb982OtzXbV1bVYqw9Cgv2lJ7cREqK932GYzl5QW/oWmMlw08Nu0CxB69NnH5Phs1iRvkOW7slAfooBxsr8TGTpapspIL0tMvYMzUd90qi88lnj+0JM7N+zJz33zla+3c10JYr+4LLGmpgV3Z5nO+11yCERFeWnmlN3tdjqd9vHxgN8/bjaLHufydcK3B6Sn+hOPzXSYLn7JItsHzFwBAASCoVOnOwoLvdfv3GazTkn3JoREonEmYDCa83MhvZkmfhOTIYvFZLdZZ5umX9YZ2ZztnWwXFQkUiYomsNoBAIrK55AqJCRJNDmDIQJABYGaRG5sBFdUzoA842NpDIxxQUGB1+vde/oPnmL95OCTAJleOtB69NiqVasqKivmc3SKShKJsH/UX11TbbVaU++hFbrn/Fv/yOBgb/vKlc0FBb75zQnAYgOLjcQiKBjAhtgvQZ0eyqRKioxkCewOKohAOeaymBT6oSnbQRkuHRdFdmXFJ2oqbju2++XI5C3b6q7fVAsA0Wi07djB0bFQYXHR1Vu2Pvhy75x032RCYajPa9VefG3/RDC6cnHdnXsW//HpfXpGQtXa5sZfP/JCzl+VFRd1jCIZkeWlwsfWOX95zPqLx2862Lr5PTf9weeK5DzG6QY28Ca3KZpMJlmWTaLIwF6KxMMYd3f3LF26hHXJplxeRFHUdV3TtCka3Qy8J6mRzvHXTgw9vrPx84oeA4B+f+iLP3vhnZubmsp9iNrKnMsmPL3HBh46NvBQfcGW7Ys+3lJ9J4f5xqItc440yFg1oFmLA6ke0AwR6ZUD/EYH6fH9JB4DjI2WToQAY5oVSjFlGKTU1MnZNSGQ9GUBSg2XTsbpkaR9C9WBsBw5neoqX17R2He+u/vMeZbK8NWP/2NJRdn7P/PRn37rB9/7yn9u2bVj/bZNP//uj6w224491732/N4n7n+ouqF27VUtLzz67H99r+89t21NpTJs3Lzq2OFTB15traopq6gs7jjXy/NcaVnhX3Qqw6UAv407b9648xPf+lw8rGYZlCAEggn/052fXJh50ZVwtJ/+yW2Iz7jwWFJhsiAZGTL7FZtZ//f4PXnUl6985QuuDLGf1WnjMCaUJhbUnSUzBGJO3m8mmpExh5RSRVFEUWTPV4xxUZHP7XaO+sf9/nGXy1lpuanEtKM7/vsssZ+AnPW2D3nE5Wzf2trPAsDmjWtKiguz5p0JSY5G4wCAMRCdWeNlAL9kZ8csi/0/ufebbrEOIWyxmEVR4DDGGLHEBczh4qIis8mUKcuhNEcsxJs6fZi9vRMAOA6sdhKPYgCkyKDr1OEyggpiUSQlqM1Op/uJYk7v7Ex4vaLHw4kCOt42sWRxAmZIQRhJPHr8D307d97kS6oDMcZxLXj8iLW2sj8L9QFAx7lz80R9kiTZHEVOj2lwYIACqaury83iZi18xKJnTr3msJtartqQGeowL+iHwOECm4MEA4bYLxJEnEBtDuAwIIRiUYQQ9RTQZItntt0LQlOi1OfpwUgpxKJTvHbOtq/1j962sqH0w3cvEQVeVpTR0dFYLBoIk4qalcGJnhPHT9xxTe2cdN9YTKrz2BGCak+8NRgFgBNnL5zs6N551Wqb2fTQ8wcAYNPqxU+/cjj1q81rmgvctkf+fAgAMEZVVY1tg6jdP/mv19k4oP+01XTaz993XPzq/35y27KOd13/qMiTWaZIlFJ486fQBomn6yy5IdO1JTUmdV03mUzsBZRSlu6QFa7I8N5Z/wsCZ65yr4rI/mJH44muwGN7Dwaiks9hKXZbv/aB7VazuLTkOqvoWlNxG0a821Ja5JhBA0yn4boZB0Hy9NFkZiNK5z1c9krE6bFXydiw4dKJEQLDrhMQh5A+ZQRM8W5JOWkZwQBACWvaBF2nQAy/FpbKkNbv6ZQS0BTqcVeOD4/3d/Zc/Y5dN7/vtmQqw13PPvjET7/1g+r62t1/c/P9P/5V2+HWLTt3LF2z/A8/+a3b59l07db9z7/ywqPP1jTWNa1YevTo4VQqw7HDp2ZKZfjrk/DNWf/7/3wPAF449vLvn3lITeiihXvndbv3tNy4kKvhV8JxEqqbBM5wFiJAp5tus5nAdOHHDKK+2UnSfOUrX2+3uhLEfqFYVJNVQsiCu7NcQghETt5PEPjSkuLUPouiUFlR6vW6+/uHQqFwQYG30X53uXbD+djPmNiv1npniWk7k/Cd6+iamAyuXL64tqZymr5LiURihFJJH++K/YZk5Ken/5tG8U1HfwH1ZETvKDStw1KpphGrRWRB6sZ8emwcIaDc1I3DtGdErllE94ULgBECsNvtHMcjBKIg8gY7gXh+Xs1FCgnN3t7JEG9xGZUS+vgIVlWkayg4gcxWyoIKdB2FQ0y3RjNP4Y5r6OsHg2fO8GWlMDxMV6zQiktmnAyVNw/7qiZf2tfnM2/YsGGb1WojRI+hI6LIFRaPhzl9+47te1/em3p9W1vbNdddO58DtFptPOZGhi4UldRhRHp6euvrF836ZKcXOk+YzcLKFYurqqouTpOTMTfneCgoopqqT/gx5sFiBYQNDiY0SUcG0ObrqEHJpPAeNSRbmYqm+di3UAqyBIn4lPjEo0c+47Q1/etHm4t9DllRBoeGmBoNYw7xFl40NzZvO3LgsdtuX7n4xe7Z6b6oqik6aS4jT72UDnUkhD6775jdar5zz/Zjp8/XlBUdaD2b+tWrR9rZr1rPdJaXlLQP8apA37PGsXxpvd/vP3PmTGNh0deusx4atNx7uLG164s7Vu27dtNraOqAN6QwGcoYhC4xBHL+hTEWBIHJ/MwmUyweT30EoigmEglVUUSTSVVVVVWZCJDnuMaG+slAQNESr/fd7zAX+SOddb4Wm1jgsVWY1N0nugL3PHhwPBx/8Ku3D45Hl1QZGQ8c5lkm+0w1HNp/rOd782r2zsSFWSAPXRGQ79iren8XAAKOQ5CxrsHmz5RMHekUEEbsh8b6GqHMmROhpISPdXKqlOhU0yjVk6nryX5OXSci5/nWL374hffenUplaD1w+Np33rBjz3Xf+dJ/2Oz2d37gb564/6H7f/yrhuambTdc+8DP7+s8fW7ztVur6muf/uNjDrdz7ZaW1v1HDr74akNT7Q07l72692hWKkNpWeHERCgYCP8VpDK8kbp2zY693/mBrFACsOfLNy7sxq8I1Jd1LyZ6Znvn1Bagqa+cycmF5PMb8pWvfE1bfr4SxH68SbCaLQzaLaA7y0KFv7MbMiEk9dC1WS1NjXWhUGRgcARjXFhQwcR+dr5GwA5ISvgqykv27L7aZJrSoKXrejgSU1VNp3Jf/KFh+UUAIAQR3ehpTHF7lNDp8+8c4Jkqo/J+i15YCOsgYRc0YrWIM7Fe86/JyUnMIYRQOBQyUtoYi4gQZhlBCBDiHE4Hsz21Wm3MAFUURdYlx/N8QJlvkJrZAuU1JBZBk2NI15EUR1IcHC7K8QgAVAWFFGS2ELPFmGJ6vXj3jZCIK4KAMQdzwiezQ155Y/tE3+ADj7Y3N26pX9I4Msr7fFpnl0iomgn5ACASjrT3vL6spmU+e15QXOX0FI0OdSqKLIr8XCjRUlBgWbFixXwowXnBTkfSmJNANExHBxDL/aYwVYqFAHCa5Zs/XTBTfOKNG5fs2dICAIqijI6OMnoq+SdKf88Zq8XpsDm7urrmQ/eFZXUiKtywfdPTew+krFwAIBqX7n9y7607N4oCb7OYMiMc2K/WL693eiqVSW0gEr1rtb26urq2tnbNmjXHjh3r6OjYXFm8ttT94Gn98QNb2jpbbtj4p7qKfshILESQ7nfFCGEOMAfcws8BUdZND1h8n6pOn/XxgsBOJiP9mAhweHjE7rDH1UBCDTvMReur7nBbyiZC8X5/6Mu/fHH32kUN5d4ffGq31SSmIN/slZDHDvV+pW98n64CSd1n0PT7c+6DQRmkMQKAy4r6+rvIiUNUlQFzgLHR0pmBs1M7nFzmoElPzqRLJ0AyjMEg+kBTqa4mg/iYXSehRAeiUcKcJDVzZeWi3vPdX//UFz7xL/9w349+ySR8u27bk0plWLVx7U++9X1fUcE1N13/3ENPPvDz+5qWL1mxYc1zDz7ZeaZj3bYN59vPte4/UlBcVN1Y29l+9tnnXl/eXJOVyjAxEfprSmW4MusKQX3AwtkND6VkaydlGYUk+W0uXf70yD6AfJZDvvKVrxlueZdb7IcQistSLEET0TgstDvLnLzfnDRjivdzOR0ulzO1z0zsNzI6ztIdvLbllEI4HGk/3WG3W6+9erPL6cia1UVj8URCplTPCgCkSUlRJtcHU6m/OaZx+li/9LRbrC9AK6IxYjabzGYRpjo3zrKRnE+N+VQ0GmF4MBGPIYTZYwsnMeLpyBMRXRfNDCICJyAEgDjDVRThrAhssDup1U5DARScwAAoEkIIUZfXADZSAssStdnTFi8W68UtfvuqAhvfc2joTN9jDzdTj318PGo2UysxT7sk9PPxH9fJS6wmxzwHcEl5g8Ph6Tx3YPZXbtjQMrsHQ8rHf/bSNUjEUcqckxLa3w1SDDNI4ysymvYYvkMY8LTGzrnfQod4DGlqWvPW3wWRoPHtRPy/ZeXnJtEsimJVZWU0Gh0bH2eD2GS2FRaX+0d7Yol4PJHYtnrRilfmMPOcSMiTMVMg7tm2ddfo4NlT57tTUMTntkdi8UdeOLRhZZPFJL5yuF3T0+2a5aUVx3pIFGvvXmlau2YVA/+CIGzYsGHJkiUHDhyIBCfeu6Lg+kXOXxxTf/z4++rLum7b9oTDGkcZqAAjQBhxHMUUeIQWnE+pLFrJTdsqQojneVVVU5eAJEnsC7a6pCgKz3HsJpaQJHvSXnhJ0bWaxnUPB777wMECt/XG9fVOq/iJm9ZazfNyMqSUtg584/zon2RJUxUDBM09KDLagyEDKr8F7OgsFZqgR/aRaBgQQrwAgABnGJAanavsGsAojfdS91Ujf48SCkzCp+tGxrqmUE2haXKPMEtPSggQFRUW1vgHR3rPd8+ZynDdzbsP7zv43ENPllSUtmzfvPepF0YGnmxctnjR0sb9f35FMImLVyzt6+zubD/r9HrcNZWh0GQ8LpWXF8mKGo7ErBaT1WbJ4703AWHRKwv1/ffj/zZl4ZJF6xoR9dkajzyay1e+8vXGi4n9AsGJwcsk9kMYWRxWjJDTZkcIzYf3m787y/xDIGBmeaHdboOpOiiMcVlpUYHPMzg0Ojo63jcwTClZu7q5sqIs6xkjy0o0GieUhtXOC/F7s7IfKCGqwmHOiIQiZJqnC51XM15Y64zoncXmjViu0TTNajFP6OfBkV74y2oVeVNXAynVI9pZQKDK1ND/KMmgOJyiWRi/YTRlMTLV5aZWB5kYwbKEKUXBCSSKlJFalKJoBHEctTnopbU7IQzlzcMljaOvPF8WlHGZs0Ga9hpbdbioULswfmhZ+XXz3zLH8XO2YM1puzc0POD1ep/68/2dYy87inOeVRSPg6ZhzCbclI6PwsSogautNlq/jNocBqHHLPURhiwCJKeXSeYasZQAKTFjfGJ9M7W7ug4dfWZJwxavx8NxnN1ut9vtfr8/EAxGI+OFRWW1i5YnouOapkWj0U/dtrjt+5Oz0H0D4XiTz0kpnB/lebH5lhuajrcd6+ofBYBdV625/8lXAIBFONx8zYaRscn9x88BQFmR9/y4TQXiNNPVtd4shaTT6bz++utPnDixb9++pUubv7CV6w2Zf/haxb4TLTvXvsSCBxAA4hDmACNKdMC60fWHMWCcxjNvcNrtD3bVlm5SVXXmBRfjC0opa+xkQ4UQout6ihZ2W8p2Nn1uX3vvjx47+vfvagGAj16/ymoSfC7rPPekd/LJ1oFvxqWgrlNVpZpmuLBgDICmZK2z9uAMzxZjYBg0fxa+estLitO2Q3SolyIMCBu7bQRIoBxTfEU2XDoZeKNJo04G/CgBohuWLUywpykG10c0quvAksF1jTpsxeFYZGxodP22Tbd/9L3f/PxXs1IZbv3wnff/+Fc//+6P1m/dtGLD6gd+fp/Fatmw46rWA0f2PvVCaVV58+rlh/cdHB0aaVy+uLCkuP3IcbPFUlVfOzI4fKGrf0VD0aJFRRMTIZ7DLrfjrzKV4Q08UJgN9YI9tFLD/fKjvo6httTthlKKGddHMiWnhrQvK6s9X/nKV77eSHncPvflE/uxbKhQLEpULR5LwEXyfrO4s0zn/eYMgcjk/bLejuMwg4tst0VRqK2piESiGKPGhtqs5j1FVSORuK7rKolMt35hZbLSRJhiDjFViZHdRzIS/OhFPOz88sGAerzEsg1LRQHLURMCACB62mXP0IS/yc+OqNY9z1fqmgELiQapBjxfIZElMjaCiY50DRJxsNioxUaBIo1CKIAEkdodlzjv5ARyy6ZgW1sBHwkFXVVZv8VW9XibeVFJG0N9kpSw2+05t0N0PR6LCKLIvbG+wBMnjj77/BPRaLimun7f6Xs8tSMeG1HiGCOSOelRJJAlZMjzAGJhOtSLGHoRRKhuIIXFgLiMHjycngrPM4svM5UBAGSJdp1GlBjf1jYRTrAjZLeKCGMuEolEIhG7zVZUVAQARUVFLrebEtJ14XQiHmHvOBkILKqsXF9T0HtiNrovoWoWgQcAjaAjPYKjqGVX7aQiBQ+1nc24lLSHnj/gc9vff/OOI+3nlzY1H+7F3ZHIx9bxy5Y159ysyWSilIqioKrqhqYSb9mPo2oXSxhHGDBCDAnoAIiwM4MQopRDwAEG49TN0/BmpgrKRzs7CwsLC9Mur7lXDThN01JuLoQQjHGmgaemk3+/95W7b1h9x7alm5ZWrKwrmie/BwCB+Nkjvf8xEmjVdZAlynBOirsjhFkBpRahjPODUsHtSdIMcwYkxtxlI6BOHyOdp1jqutETBzCle5nRepmtcMaNlNB0BB9lXZ1ANSCUYTwgOiU6pRqoCmF2nSyIjxLgsKO0smKgqzeVyvDNz39107Xbdt26JzOV4f4f/yqVytDRfmbtlg0NzU1Mwrds7crTrScP7ztYWlVWXb/oTGvbxOh4RV11OBgeGRw2W0zewoLe8ZjbFigpci1UB/hfUy3gEkPW5Xz5z7WqaWYLl7w7I00lqX5OQihJ4r2UvRvNt2/mK1/5WrgbIhP7DQ71hiPBy7IPWOCtDpvFZLKazQCwgO4ssBDh7zmNsx0O+9IlDVMgASGRaFyWFUr12WMeGhq5YwcpVhHHsagoSN7zU7d6INP4V44HmKEfUKPSkPS8Q68BM2CMACAaITZHmomi8wAAb7CC2rk3uAWzBSpqSTyKxkcxAEpEIREDh5sywwZZQooEFisxWVhKQe4n+kwVN8c3xQLBHSg+VBpNjEhR09DgMAAAJtVL4r19giaeZK8MhYIFBYU5N1JY6B0ePkuRUFHVfGnHGImE77v/F2Oxg56G8wUODtETxYWY4ziXyzw+XqxIAQwSAOgaxOMIJakXotHeLpRqDyyugKp6ygsGp8dxKA35cPY5men86BrEoulUBkpobyfEwsa3BSW0uoEO9nutnMntFDicHo7RWCzW0+P1eFwul0kUFy9eXF5efr6zMxyUAYDRfX97U+PJwcCZsRkjLkOyylCfcVokdE7yNZUW1PLmnsExkqFxnQhG733s5ffcuPXIgEnF9Ko6a8uKGovFknOzLperobHR4XCsXbvWYrG0/5lQDECSVh94ylIIIQAaBYowR3UeOA6xc2hQYegSSb/T499xmZ4QYt+enHQWFRXmTGIAABbTpyiKSRQVRWGxDYKQFnQpqnbgzMCOFdXrGksBYJ6Qj1B6sPuLvePPqaqmKobzJFAghCIEmDeIO8TywTIOkAIAoQgbgy4T8l0uim90kBzfTyUJECCOB4SyI0kydz4z79Toz0x2dVIKRGddnZQlNOi6Qe4ZEXwq1XUAylo6udKy+sHuvvBkaHoqw+nWk1t27dh4zZaffOv7Vptt1617XnriucxUhv4LPas2rS2tLN//51esdtuS1cs628+eaW0rKispKivpu9DLcVxBcYGUkGORmMVqDmhiRR7yzQjVFvKBpeuEEkIIufynO4vUTa7+GuENQDOy2vOVr3zl600onheqq+olKd7T16Wql0Hshzksa6oS0xKRmKbpsHDuLPMMgZgnzehyOpiwcPohjIyOCwIPAOPKkVkgX2rKosjEZMa6RilJw7w0/JtWNgeRZv1kInqPBUQAw3gT4CI4w1/t/Y+PXPOVN/IJBpRjC/GkB7uDWm36hB+xdIdIEGFMnV6DfpESWJap3UGZq+j85+XU7KE33FYFG2ARNNYuPXLidZMFBScTMW2kf0CorlJD4bnbq2x2W92i2pHhkaG+tqC96GIfyn/442/OdO7z1Lf7ymJWp6m2zqcT0HXktJk0HXQNQhGflCBSZIRoyJAtUTrUB7EIYi12LjetXQJmi+FQzyRqhlt9huZq9iQ6QiAem5LK4B+CsSHjW6udNq2gNgcEA4LJbOF4AASyAjzN7P2jE5OToXC4uLjYJIoOh2PN6tXDw8OxeBySdN/ycs+58chMdN9QJFFiz0Zu54YpQuU7tniioYHXT6RJP1Hg+4MmSaUD8dida2x1dbUznWGHw9HY2FhZUcF6aw1ck1wjIBQwZKjUkjCJ6kApIjo1eC0eYQwcx0Rhl4L9QvLZV4durnLdAmOfMIn2mahjhv1UTQMAURQJIYqiOOx2n9fLfvveq5dds7p2viOc0r7AUwe7/01KxDWV6hqoKiVaeiEAJxutKQVCKULAJS86owcbjIUDzCGON76+LJBPitODL5DgBCAMzOFpJklhOs461SWRuosSSCr0QFcpJUCYci/bn5PqGiUEdJV6fTUTQ/6hnv7MVIYP/P3HHr33T0zCt+2Ga+dMZTj44qsDPf1LVy8f7OljEr6S8tKRweG+C73eAq/d6QgFQoLAW+02QBBKEH9IKXKJkK83rVRFJZToOiW6runa5Ud9RIfU49lwdZvS3jmV36Nv+pJtvvKVr7dnmc3WxY2XU+xHKTXZLCZC7VarSRQvOZVhpvD3OUMgsni/6W8nK4qNzhiSPjo67nI5C00b3MLSmdo7WflKyEgvEoRkYBQ1XONSk5Xs2aEIcb8yi+4DI3OZadsk3oumZhO/NQ8LncpxMvRG5ocIUdZFhhBwPJRUUE3XRwexqiCEcCQIKbEfAIpGgBeo1TY/sR/FBbCnEN6VsdKKW1ZvXL541d6Dz42O2AalyeERnuNyn6iBwT5RtGT+bVl5maqqIyOjuq7N8+j2H9j7/IsPWkpOFzT7OQ4QRiVlLpsVR2O6xSqomq7pyGTCPgEHg3oi7qY0hBCEA3R0kFmlAi/SusXUWwAIoxSth7FhRImmJrDP9KFPT2WIhmjv+bSEr7aJFiU1qiPDnCxrNjuymrEogJVSAPD7/Xa7nfUuapo2ODhosVgKCwp4no9T0wOH++tKLOuq7dFo9O6bZ6P7ApJCKMW5RIZdE1aL2HjrDVUHjx4Z8k8CwPVb15/0WyOg7m4yrWhePKf8iSSvn0QcFIwsVspxaZtTFo2V5UVJKTAlGAEA3TBDTZJLl9jw2Rd6uB8eay78gjJ5g92uuFyunC9j6lBN0xAAx3GSLNsd9ng8bjWLH75+1XzXXOJn9p79+3BiSJGppoCuU52xW9QYKjyfhHAMy5LkmEn7cyJ26aUh30UawC5UnThIejoMZjK1GDRFv5f0pGGUMKOEKAFCKMKI6FTXUtkMwALWNZVSZsupJ706Gd5TKaWgKdQkejRZnhweW7Jq2Z2f+ND8UxlOHTu5//lXCkoKl61byVIZKhfVVNVVtx85zgtC1aKacf/4yOCwzWb1FhWEg+FoOOJwOTCXHsMdIwm3jRf5vKgPZr99TX/BzAtbhBlRq6qmqgoAqKqmSIqqKqp6BaA+xPho5thpBO4YI5ikVmpTGb5pmf4c5+Uj97zjF59/Ij+A8pWvfF1UXXaxH3AoJkuqrgcngwvoznJp4e+ZNGMm7xeLxRlWTO15WWmRy+WYKdkvq6qrOf+gTghRk66JRAdKqa6DrtFpRs1AIomUpmV6FZs3O4VqDnNhAWfNoXM9Mxf+U4vpA3O+huONzsysxXs0w8xS5KCylsajdHwU6zpSFKRMgNkKZgsAgKaicBCZzNRipbPMS510QzG8m4ccE26Lxbz76puHR0f/eKAjGg2tqdua9YLhkcE//um3MndGC1dlZr4DgCAIlZUVzGd/9hoeGfztvT/TLEc8TX2YJwzDsealhKRxXwrq/18hz/MIIV2nsqLrhHKCmVJT79lxTSHs46peREsqAHMAqb47zsB7jO6bz2ekKhCLpiV8qkK7z6YZv6pFpLxmSozBqXZSUqLzHDc6plaWmdgMOxZLhMNRQrRUQn0ikThw4tyLJwKDfh0AhoaVo53Ru7ahZY01s9N9cVWzi7ndbhIKHO0zF1dvbFkVP3nmjF/yxRUtoCShn5i3AAAgAElEQVQ21/nKykrnPFJJktiKDySzKExmajanST9IJdKhjCzyVJcgAUINZxOj4RPPMcuccXoKevvYf1qF3y7BXwkG65kecibsRymlmgYAvb19hYUF83yLhDx2rP/b3WNPJ2JE10BTqaYaBlFJujgN7VIHm4J57JxgDJgDjgNeQJeR4uvvIsdeM/x1EEJpU2KUvktQJmylSYIk+anprJc1Ce2oDoSAQehpoGsUCBCShnys95UCIGqrqKwe6OpxeT3v+9SHU6kM77jzlh9+/Z4j+w7e9N5bm1YszUplWL5u1eJVzc89+KTJYlq+flUqlaFucf25tlPtk4GKumq319N3oVcQhcKSolgkFg6G7U4bx/HTHWg6hhLLqmx5pJfzKiOEZj29Zlr3YeJYAKCEakTTNF2SZFmSpISkqposy4qsEP0K6PAklFDgKKHAIYRBVzP4PQrJZEmaNnSZnxUb5iBf+cpXvi4Nel12sZ+iqWabherE7XQIgrCA7iwLFf4eDIV9Xk/mIyoz2c9kEt2uipXOr4wrR3rif1RpNumxfjN38BVdVSjGCGOgFHQdNIVmEX0IgcMpx6TcZ8nOVxWbWjhOBEDjE8EUuhFNUwIhjAX+Nwv0QUg7K4jAREGiaPAk7Bk0f1iSs6x2qLSRSBBNjGEAJMVBilOXh7JtyhJSZLDaqCBmz1MF6quAz5ihcvbtlxYX333VjU+0PtJ/vLcdtS5rXg0AkUj4qacf6Rx4ZdnO02aHLEXOv7Svz4FXbd2602pNT85mkmyxikTCDz58f5//RXvZBYtFytw7TuAIxTzPR7/hlkKaSQRZpdEo0QhoMvg8giyD3lSkahAfH61tILwARrgcB1yGAo3B5jndR2ZPZXB7af0yap4mlNt4lfT8M1pBgcXp4mMxdY2PAkA8Hq9rWD851tN9ocdiNZeVlf1h30jvSJrzlGRdkvX/e2pgybnIR95Rf94fah3KfQPxx+SZUB+ryTg/GXdW1azrm8STRP7AGvOaNaszXyDL8muvvuayCaVlpWVV9bnX1BEAIEVGqkptdhC4jEwLBAgBJdkjhxKgGIBQBEAAAbxRo5e4OnjU/3cFlhZT/N8nJsyz3HXnNH2dOnWk7YM/ONn363gsriVvHSSpZAMADiNAgHlI3V4wYp4owO45CBupdxwPPJ/u6oTMvLu3pEKT9PBeEgka+2b40LLTMlWqati3QAr1UYPoY0COAtGprhipDEyzxxg/1sqr65RoBhmoy7i4tH64d2Cgq+dv7n7/ll1XMwnfO99/++9/8tsffv2eVCrD4VcOTk9l6OvqaV6zvKq+lkn4Fi1p6OvsPtd2yun1VNRUDvT0xyKxgqICVdVikZjJLJotlplCM4IJbSggl3lM+blHhtrUGHsYZ6s5U/2PdGr2JKGEASVVUxVZlSUpHk/E44lQICTLiqLICMEVgfpSD2FKKCWGgWfqX0gygVPMPGeAyFPuIDgf+pGvfOXr0utKEPsBh6OyZNK0yYvn/eYMf58pBCKL95vz7dg2UZLHyUr2K7Jt8IqrhqTnpov9Nm7jXt+vJ8KUECOzJ+t2zvGgRxJRKcdsQcTOUvMWE2dHCMfiidHRcbPZSIinFDCHkglA6bns7CuGT535rz1LP58betmsPMcjhMwWC4cxABJNIkIYABhPNR4acqhv1kIjQuD0UJtDnxhDsQgGQKEAwpg6PUa6QyyK5AQpqUi+noql8CEXbJjXdBMOBYRf76bmnr8ZGDztb/9Da/OS5SfPvVa38dS6FoM9ZpnvoZHeBx4939y4Ze3aTXNu9rHHHzjc+qKjss1VE0qFnrF/MAKz1appSJGA54S4JGsEC+dCvpAWW1dMRbDaRF2nsgqSRMSSYsAjmKOY8TAccDziuGyN0ywtnYk4kjMgp3+IpiR8gkiXrKJOT+5DKC/Hd31QHx6OjI8hTaMYEwCw2RwTY33hYGBR41r/SEdPb99tV1U9tb//7PCUESpL+vFTkwdOjS0uc50YDuWm+9C8EEXfJKcCKXbidYsrM01cXnvttVAgwPFCKC5MnO12eUts0+RzsQiSCFgdlAICgmJR4DhqswOzBmEXRcoi1bhGkniDOVsCoYQioOk8jDm7y2aq8cTr+wb2VLpurnB+dnJyMit54iJnxnQkeGB/178GwkOyRJUE1XWKEQJkGAEazFiG/Ylh5Mtn5K0jwBh4HvECcDwLtEgl9b11kE+K07bX6VAva+kEjFFaZ4hynOckBZL+mpm1sNZNQoBoVFVYKgNNJTRoCgXKTDuBEKop1OUoC0aCI32DqVSG5x58YqZUhtWb1/3hJ7+1WC1brt/x+ssHMlMZBnr6p6cyDPT0uzxul8cVCoQ4DtscjjlzDi/4Ja9NMItv0z7PFJhnJDUhBCe5aVmWU6uWCABhTCllv0u1ThjENSBKqaap8Vg8Fo3H4/FYLJaIS4l4XFU0QgjCAICvCPMcolPKUUoQi6eghCWzQzKfnWaq+9LUX77yla98vcl1JYj9EqpiMpuAUq/HPXuXZk7e79LC32cKgcjJ+2malop0h4xkv96+wdHRca/XXWm5qVDc1BX7TUg7k3l0LZs5ADh3Tg+MgiIBIYa/l2iG6FBCy+VhgJFYZFpnE8owRjohA/3DGKG62gqP29VB9+dcUpxPyapcVVXD85w5yfvMzmVlfEB6UG17s4cBx0NRKVW8un8YqwoiBAUnkGiiFivtvwCRIC6pIECxB3aUwPvmNd2E/gH4voomwAODu2UBoGZNf0mDf6Kvdd3tw9NPu6skwjLf7/1d26aN2xctWpxzs7293b/41Y9Mxa2eJj/HUZSMBTcoCwyi3cGJJofNFIiolCCMuAK3WfvzhCkEE8sJQghJGiGo6U/+tpsKFAWN+p3V1SFeQIIpu/suc0I8bU6AFBliUZyBxKakMtQtJqWVc4RuczyqqEQVlQCA+BFjYNfVr5kYH+7vPUUREnlB5PE7t1atGQ48f2xyLDZlwFiAOzIYWFHiPD4cyvx5gdP8nQ+sLrVqZ/rjjx+cmGN2ROkJf+DfdrkbGtJsXtuJtlg06vZWWhy+wsLyU2378QwST01D4SA1W8BsYbNJFImAIFKbDWYMaDekfymcbqj+2Hcpjdkl8H4U9L7Qw4P4mWXcv0T6NszS8DlLJZSxgxe+0uvfp8hUkakig6pQqoMx2DACRDFCiEvTZUZWYRpKpQS0iBeB51FKGgrwlgr5Th/VO04CIMCcoV9l1wug3MiT0SFGN0Tar4XqOugq1XVKNNB1qsmEoTuiAdGorlOdJdQTSgjw4CouKxvs7q2orfrg5z72w3//blYqw20fufP5h59iEr6W7VdNT2VYtXFd2+vHslIZqhsWBSYmmYTP5fPEIrFQIGR32jl+vsthp4diq6rs+O1K2DDgxx7ZmXGXExMhBvMAIYwRxjjlVoUQYMzxHMYcx9YLiEbi8XgwGAoFQrFYTEpIiqowd0wAJIoC4CsguUFTKS9SQigAW5yghCSJvjS/l5L2TaE1Z8F+H7zmM/kJa77yla8Fqcsu9uNEHgAkVUWyMhnI5v0u2Z1lYcPfJUkWBD4z2a+hviYSiQ4Ojeo6KSzwNTs/H1Y7z0X/N6vhs6mJg6aMiV2USHEqVZkQgkSMxiNMm04BoSLT+kLzOgQcQjAwMByJJpY1L66uLMM8hwE6BiFjITwV2DBf9OdNmgdeVMlk4i0bCaIJKmpINIwmx5CuI0VGsQhlzYoWWl8Bn8wp4ct+5kJoFP4QRodyrHE45PLmGUd4KvO9fV/f8ROLd+zYnSn2Y3Xk5OPOhucQJpkR2AAUUQQIsGCxO12CgBQVTCJvNvGj41IoosY/VhCNEjOhiMPDIwrH4YE9PruZCwQUBFQQkCCiFEM10zWSMamAeGxKKsP59rSEr6CENjTTN5I4yPH80uVbo+GJwYHT7K2ryrwfLnGf7Bh+sV2W9fSm+8dijcUOjFCK7vuvj268cW2llIj7x8aaq20N5Za9bcGj56MzvZeK6Q3NruqygtRlJctyb093zaJVmLcpqgQAmpa7E8HpplE/ACDWCWx3UqYp1VQUDoHFSk3mqUK/pLoPGZ8Zm2Mh44ck2becbEK7tIZPnSRO+P/ZJlStCH8bTZQUFRXOf/3raN832nv+qCiaFKdyguoapPcUZaauUyAIIWBdqhSA4yljidm/vIg4HgRxCm+cdSxvKvzr7yKnj9FEnJGoyBBqoTTFl8J7xhcpN3sChBrLj5pqcHdM0Jjy59RUStRkv6sOVKe6ToEA0fjS0vqB7t6ImE5lWLS06ZYP3jF7KkPL9s3PPfhkZiqDy+uub26aPZVBNJngYk5hXCYdI4nFZda37TSDDTldJ1JCYQsTQOHkibOEEMxhDnM8zwliOt0EI8TxnCDwAs9zPEIAhOjxWCIUDEXCEVXRAAFQyvEcIOA4niHwK6LDk2iEcBiAEIoIocZ/OjX6PFnWZJLfSwK/7MbWrNrSvCs/Vc1XvvK1gHfkyy72k1WF6ARjZDZZPJ6FdGeZf/j7nDRjeVkJl8E8OBz2pkbb5GRweGTMbBZdzvp17m+PK0fOx34202Fa7NhiB4Api8QFYkut9T0CdgBAX/9gX//QmrVrVi5fYjKlCZYXB6etBhoBVhQA3qQOkZB69i0eBnYntTlocBIFJ4wZ6+blN9TArfP52zF4ZByeBHTprDUnkKXXnEuEu5//c1+xe82WLdcKgjg+MeZyuSKR8HDwIHAkvSxLADCADjqigETR7EEIKn45KX2+TFH1yaDqsonjIU3g0LJ7J0/f5YtMqhijeEKnFI1PqDY7NzhoVrSY2U7nQwJMT2UY7IbgRDqVYemaHBK+S0TgZmvmOMcYr1xcvrhWOdA2dPCC8bkUmkjbYHBFmbNtKPzBaxr+6V0rrKYpky6RxzvXeNc3OR/cNzYWUqcBJHJqPPjuFVPmwc8+86zL6fIUVIWCE9FIaLCvI8nEZZfJDGVVJBxEsSgCQLEIwpja3QaQkxJYkanNQQUxCTky/W8zaVRAKLWGQiDtMvIGKqb2HRh5T4l9B578F4+rKGVEMRPe65146sD5b0Zjk4k41TVQZaqphgbYoPjYZJJSo8MTU4RRCkRxPDLwngC8gHgROC5Hq/BbUFKcHnyRhCaNSMBU1CTRp558ati0QEYWH5PtGdhPZ52cQHSqqVRTqK4lEaBEmbkLJVTXgFKqK1Dgq/EPjg729O2589brbr5+eirDte+8/jf/87O2w63X3by7bklDZirDcw8+2bhsce3i+umpDGVV5UN9g30XeguKCqx2W2YqwyXUeER9ewY5pOAMxohSqijKtrv+7vifnwmN+aW4RIAihAWBp1TgMOZFgVJKCDMtoqy/U9cJRiyhBHMchzlMgRCNUAQ84jmewxhUVaOE8lfC0eoEOEIpIF0lBtFHUoq+ZBm2LskTlHp+k3yvZ77yla+3qK4EsZ/ZbkUIEUqlBXVnuagQiJy8H3s7hkUVRRFFMSX28/k8LpdjeGQsKfbb6BVX9cUfGpZfnPOQrVx5nfX9TqEeABKJROuJ03a7dfuWFp/Pk+uBMs35ed4eYJdWEa3jcqxBgMdHHQ4cH228sekzAp/DCCGsdgIAO28AEIJDo3CfjqILsgMWp7L21taR8/0PPHy+qb6lqWnJ/gN7n37+D86a85wAaIphJFAEioR4ixkImEVB8ZPYkRGp3heJEk1DHMY6gUgQfB6LyaRRCrE4iUR0hJGs0HhM0cncGIMQiEVBU+eVynDJRXRd09Rc704i4XAiIZWUluxYX7OqIfrnY/7OMb7CnOiPmTkkPfXPVzdVzdjQ6LbxH91d2jWUeOrwRExKQ7hJXb1rrdViNmVad5pMZl9xg6LI7W2vud3elWu2nz55cMbbBQa3jzrcemACqzIiFIUDKJUCQgHFooilgGQ756P0F2jq9ZX2wrxUf5dUjURfHo3ua9I/46XvcjjsTqdTFEV3Rq84AMTlsZdOf67f3yrFqCJTTaWZl3nS6pJSgghKu5LiZLck5hDGIJqQaEaCCLyAOI4l0RtreW/lZXvoRX2o10jhS6UmIjwlkpt9MFl3rSTRZ0A+Sigj93QNiEaZcymLZ9A1Q8tHCFAdNJWYRZ8qJcaG/KlUhteee+kdd9664eqrmIRv5617nrj/od/8z89SqQztR09MT2UYHRqpW9xQWlnGJHxl1RXj/vGhvsFZUhkuoTpGEk4L//YU+LHFC1EUbHbr4uXLqxbVh0JRBn8IpaLAC6JgNosI4RTvhRAghBEGIAQQUEIw5jRNU1VV04iGNA4jtjhFCSCMsMBdftTH8VhXdJ1DwGNk+Mkaoj6D8WMgMLlkm9nA86Y+y/OVr3zlK2ddCWK/cDxGVJ0QMlMqw0zuLIz3m8WdJSfvdwkhEILAlxQXpeZVPM9XVpQWFnj7B4ZHR8e8Xnet7c5S886z0R/kTHdg1WD72wJxHUIcIeRo60kAWLu6ubysZEZmgGbDv+xnxAyPjEue/QXV9suxXIqdsL5YeDdfkaOlM6GNX4gbEsoCsaXUunUCP5xAnZeCc5JKy5xV0jBeUL2372THsd/XO8q7C5p7qE5TXBDCABR0FWQFIwwOh4tQqmp07IslgZDqUAEDiseJohCvx6R+vZIjYDFzwyOK48g4aSns61cmJyWHO+L1wZwunaFAusNP12jnaaRlpDJU1i0Mq+Ny2c+ffY3jrE6nL/Pn7e3tTz72hKZpXp/345/4O7fbftvVtt7B8UOnPDvqRq6++ppi7xS+Lh6PT9/4ojLLp24q338m/Gp7CAASqhaR5V1rGhoa6jMjUhBCvd3neIFvWrKeAkEZB5b5sqlrVVBUQiQJguNYJ0hVUTgAZiuYrex0oWgImSzUbIXMVsOUuQnNyLVLAb/UZZNSGV3iQAb9zNh/8dz/rRa+G4ks9fm8Pp8vHIkAAKH0hRNfON39jCxpmgKaRokOvGBoOw3XEwRAgRDQCUUIYQSIZ46viLF5goh4AUwWZLIY5B66HLEMfZ3k2GuU6EYkYOqek9qXKbbzNPsOlsJ7JInrdI2qclLIp1JdNX6oa6AplLk5ImqrrKrr6+hyeT0f/cInf/GdH2WmMux79qXMVIbdt9/8xP0PsVSG5rUrnv7jYyaLac3mltOtJzNTGSZG/TOmMvALAyhO9EXX1zneVgK/rDEp8ILNYRVFweV2AoNEFDiMeZ7jBR6hNA+c7ApGQClCiOhEliVb1GoymS2WsCTLRNOV/5+9746z4yrPfs85M3P73b5aaXdVVr3Zliz3LhdMsbGNHRMwJdiAIYBJMIHgUFII4aPkByRfwocJYEjihGbA2DTjXrFxkSxZzWq7q613b516znm/P87M3NmqlbTSStZ9zU/svXt37p2Zc2fOc96neJ7vlYKEHA+9vrdefNtdv/oq0xFAEqCK2Kma3WpfAxDoX1yk704KoclnrWpVq1od+zoexH4pPR03YpTSmXVnmSwE4lDD35VCXYnUA8AcW7pkYT5f7OsflBKbm5tPq/vciLtpZ+W7Y8R+c2Mb5yevYyQGAaVzcdf81SuXTji15ZwXihU5urk31vcLQzvoCW4cEvDFlzZn0klCfQvAurr60Eo+clMmKqQ7rIrYe4xPfQzb58F7p0hlGK7sqDhFJeAYcp8Zcp+JJ2Q8cQisPNtklUoqkWDphKYx2/Wkyx3D4NF1h3C22r7qQENnT6mAkgP3gPj/gRDgOEQi0WMAAOWKbKjXcnkRj1FKSTqttX+pv/v2toLgxZJwOQCCbUvTkg0OJhOapnnlkn3W2b7PwRSTdSmhkCPJNBgxtZRMulZC/37QDVy4bMYonQDQ0NiQzqR7e3q3bnqosXl+OPY2v7SJcw4AueHct/79/73/A7dSRhd2tCzsaAFYO/3tU0rOX123fnH6dy/kH989dOcHz144b6zsjQsxZ+6CtnlLC/lhpesLi7GpnDMSSUh0YqWM+Rz1xX42putR04IUEBdTKTBiALTazauyPXFs3B8ewVrJWNwurWf7PpjUO9fH/nVwMN3U3LQvd9+DL36mkDdt06cpEgJMD8AoBQrVKHk/xZECZf6TjIGuA9MhnvBRH9Mm8MOccM49s5Ufxid+I2xLOdD69vJheAZEXEbDwwz+jBcA/bD1wO0CpEDh+UjPc3yYJzhyF6UKZlC+nR5rbV3Yt7933/Zd0VSGG2656a6vf+tf//6rp59/5oVXXhpNZVASvlPPXD8+lWH52pWvvrJj20svN7W2zOmYOyaV4TAkfFOXJ3BLt7mqI3kSOruoC51uaExLYhKV1ba6kRFQrGA69Z/H4rFYLG4YsUQyblZM13Ut03Icl3tcWVvPPuq7fN3l37n3y9wVAIwQKUVwt1ZOnkL5DmEVBPouL0dRp1GrWtWqVtOEXrMr9iOEOJ5rO7Zj2qrvN4PuLIcd/j6+zViXzURNPuvrs3V1mcHB3MDAUDxuNGTXbtD/T5/z8G7zvwGgTlu5OPXOOGsGgJF84eUt21taGl93+YWpZGKiGb8slU3HcRFFKAQYG0GGB79ZYE579JFHKWPxRCxuGJRSQgiljFBCKaGEUQqUUEIJpZT6PxGO5cGkFzK1jASJxf1ZnW4QTQ8YhrEZm77o2DQfPja1awshdKjQSwjUNfjTStuijo3JFBrTyMTatzurG8l0kmbTzNAxpsdiGgzkvIqXS6W8cOCFFCOmQyxJEEFwIrh/a7ZtAoTENeU1h33dYNkj8RVN2TRDCZ4HtoVxAoPDXiqpaRopl0VLc2xo2Gpp0vs2tDh9jlmRmSxvapaI0+nTEbMMtomxBMTioOvQ0eVP/We2dF1fsHCBZVm9PXsp0wDAdV0hQlUWDA0N3fmtb73v1vdPc4O7d+/xPHfJkiXhykgyzq45t+Xqs5vaW+rHv17TtEQiUwUVI0OOPe0rD4F0FlJZOTIMtskASKVAKMOsEvshqVRIpYLZetQ01ccD1VcYv2Awg5AvBF2mt/+x3qvbUpc+v23vUHG740kE0GNEM4AEJEhK/dAFUK6wAUNSPUmCJ5lG9BjoBjFiRCU9TgbtwuePkK06viwTX3pKdu8Gxoimj8J7kTSTyJpU5GKl/DbVk751Z2DLyTlKjp6Dro3R/p6S/HkOpONt+XKhv/vAGRee87YPvPtvP/TJJ373yPhUhh0vb5ssleGUM9c99fvH+g/0z0gqw+FAZYvvzzkLmuMn4YwiWACi4Q9SIvGDXghOlANTXS8AoJTEEzGmMd3QdMOwLUvT9KQQnusJITjnx0Vyg6Yz7klCCNOYEEE7E0DyAPv5Aj8QIvB0UeFLYuI7uWbUwvpqVataHasr2GyL/Qil8XQSEbPJ1Ji+30HdWQ4p/P3wQiDisZhqJ0bnVYSQ1tam+vps/8DQwMBQOp2cm9zYGjuvwvcrKZrjOC9tfgUAzj17fduclgnXNS3bKZdNAFDdQu5KxqiySfAFMFh19QwR4IRl8sJ+8aum2CnUWcA9kUzEdf3g90dbDuWHpD/19IlnRHnEBww0oiLRVFSdkSB6jKgGRTzlHwzdD/8Dxg6eNOuR4Z34ySZ4XQtcMymCZRUAQCT5HOg6prLVZD/bwlR6KgdLy6KlcjKdIi4j5ZKkVOoGlYiMaqWRplSqb9zYI4xgLE40jSjbQNsGx6LxlI8UKkXYu8uPEe7rcxpWZooFr6FeR0Jyf9WeLPPciMc0Oqc5ZtsSJenr93I5YTuykDfPOg81jcLBujGMga6j5xEpiVUBITCZQgAiBCkWiG5gMoX0yOam+/te6JhzavgwkUh0Le6KGqxHq7+vf6B/oHVOVcgXj0+RTs6y2ZZt27ZnMumOjo7pfyTXc7dvfba5Kbthw3q1yDLNogSaW0EIMdRPhUekJIURYsR9hicBUi4SAljfhDC6JRWV0h2lORYi9hR+59ooBcTiRMUYUOqvMiAAVd8vUoVJSr+HEghTTDd1TSZGnGg6MOYHIRwhE/VQ6+VnxfZNAABMGxu8PgrwYRTxKYwXRjKAlEAIBLF7IAQKDsJD6bM6UXAUQSifFJCOt3Qs6nj+j6+EqQx/+6FPTpbKcN7lF/30e/+7ffPWcy+9YP6SRdFUhqd+/9hkqQz1zU3lYqkwUjhyCd9BvnHDTkKnJ6Gzy0SXiOqIIVOMYDXCgRJGNE0zdD2eiHuOa5qWENLzPMd2XNcl+fyBWd+lF3c+8493/Y0ep/GUJjwMSThSIkqUAhD9RAchZEgBRYlyEtS38fzzb7/x87WxUqta1eoY1yyK/fwrv5CVUgVGu7PkC0XF0jykvl/UDMY0rYOGv4dvVyqVJ+v7MUZDuBhWxbR6e/sdx21ublRb2LZ913Auf+raFYsWdk4o4XMct1SqSERbDIUxgJtfFJqm6QahFFXfSQgQHDhH7oHgyDkKT4nGx25Qlw4FIBRiLNsaPyuhNWhMS6ZijGlT9PpGvBf63Aenj/qARnKiKQQUNf9OHv6hkSCMEiCgGb7En2kQIMOgf4hNc+HdKVgV3QsOhV74ToVssi0Y6qeBmyXGk5BI+rFPAKAbmErjhNOHPzzNHKdublsMiGyq07P1rFzxKpYAILYJ8zr7ovgihPGKg+O6UCmT8F24i7u2EhHQQud3yeEypaTJ0FldnUYJeB6mEnSkwC1LtvYXch0N5Yp0XTkyzC2LmxX7Tdd6TY1kOk0YRKiUyPAAkX4iH2bq/KACH3cdIsd1TA3va9j1xKpT11y8ZvW66iDkpZiWMU3zxz/80f59+6Mdv/POP2/jZZeGD7sWLYpubWBgoFypqJ+3btmmx9JNTXML+d5ScaS9o72x0f8WdHZ06OOalb/5ze/mta/oPdCNotTZ2bFsWZXz7Hne/u7upsbGuro6APjPB67x6G6IjjcgUUUcIWBWSCFHNAOSKQDqH55KCbtfJedeJsOh68OlIK8vHMORienho6noKArzCRDBtXEsRprEOzQMrVZfJfh1at4AACAASURBVBL0AwmpiuiOWe3bKV96BpXpT/WCQEYFM0QhX/QR+mDPN+dEBJ/D6SEPghmE5yM9xfBUri3SNZZ2Ld+yeVdTc8M7bv3Tb379BwAQpjIAwGXXvP60s09XEr4LXrfxwXt/AwBhKkMsEVt52prd23YBQJjKAABzO9ub5rQoCV9jc6NtOQAw45TOKWptZ6ouqb3mpw1jliRminsspZQSOeeSC49zx3Fd5/hAfQDwJ5+9nBKSadKdiuJ3+nvuQz6JUoyGfIiSTwz5mudm7vrUvbXZZ61qVavZuoLPltjP/wBSxnQjlUgAgGla03dniZJCJwyBiPb9DhoCMbW8cPxBKxRKff2DlNLNW7Z3tLeNSWUISwhRLFU8jwt0xriAdneLwhAz4oRpIDgIDj7qC+ZMnoeST4D6NG4rIzTlog4Esvr8ltgZGjVicT2RiE+G+rqt+0vylRlHfUEW+URTbfB/1g1CCCTI4vns/TrUEUoHyN0j8BDVMAqEBvtCzDwWCCWSMhYfO422LPHIg7plxxIJlkpSI0EAwXVcQrzmZr58JUw4L+EcKyUipZ8gjBL37oRK0d90y1zoWiF1A0by+NjD6Yb6BAIaBmMM0mkGCB5H18NUiu3f5zg2ViqWFFAsWtf/KSrUF77RhOnVkVkOFEb8QAvFLK1rVH1OtYVRHNdDDhmXsPeFzuHtay84/zKaKRwQ/8n0/NL4HeA23fOTnxq6sXXr1vDF2brsbX/x0emgvn37eucvWr9tyxOZupZ0Kpsb2rdwUecUqO/Xv/4N9/jceXNXrlyRSIziPB8E9RG/UxBFfYKDZRIAf5SWC9DXTQQHQuHcy2SYyU7CoUhHjcMZmZuG5zdU7mDgw3koG4nYjc6GPycA5IfxhSdEbpDQMCM+OODVYwVVo1Ec8y8iIvjyPA4qfUEKP45PpfMpSqcU4NrIXZQShUe6Opfv3L4fAN77wRtveudV17zxQ1oy/fYPvPvu//d9AAhTGQAgmspw4ZUbH77vAQAIUxn0mLHilFX7du4GgDCVAQBmJJXh8EpnZN3CtKHR1/ycYZqQb2o3k/BLpPrHCERFQSjRnBCCc3G8oL6fP/3zu37+9XiGoUeq32EY3eVTrT8JgL7V54Sbuu8bD9fmnbWqVa1mtzj3ZjHZT90APMuxbWcMWgv7fofhzjJh32/qEIgp2ox12Yx6o+ja5IG+gXQ6VZfNTHjDK1dMy3IQxWSJfy/8AeJJomnAPRACwsVyzlFw5ByUMGbMX41HfYpa1ho7vT62lFItlYwbhkYJG4P6dlW+78LQrKA+AqF9I0mRFQ7sk7QCoXCIAqWEACCBwjAp5ql6MaVY1wgRvhCm0kFiWxRaczk0BKUSNDagEYN4nFIGE5orIEKlPCoib6AXBnurEXlLVmE2ErHxs58Sy6SEEMZoLG5QSlIpI5liIzkuhBzJVaQE2/TqGsXyVfTUU8iEc52pJ/SeByNDpFLyj46uYzIjw11mDFMZnELoNXXZpdi2pzsSHaUli4xMBu1SQxv/qx//8Ed7du8Z88pPf+4z00R9S5afm88PAsC+3ZsMg3V1LVDfnY72dsMYe26efPLJFStWNDQ0TLTjU6M+Eu37SQmWSVD6wxUBe/eQcslHKU1zcPlaDEP81DCmkUE7zXNxSKhvzIk+pFnvrDhzRuvpB0XvHgjSAgNrmYiQr+q7GHxxfF4bACAIrlw6A8YmB6HSF6Qv2+OeT+NUFAbXkp4DmWRzMWcBwBWvP/+DH3nbLe+8AwBu+cBbm1etVxK+N73t2h9/524AWHvGujMvOudH3/6vRDKx7pwNL/9xEwDMnd++/JSVzz/xLABEUxk6Fi8Y6O0HgExdpr6xoZgvMkaT6dRRpXSe5MDvyCEfjOsWTriR46VzevVZV9/1i69bRW4YGgbk8cC+BVSXTy22QeD1MuF2oguZtapVrWo1WzXrYj9E1OJGgtF0MpWIx47EneWQwt8PGgIR9v0c103KxJio6/Z5bRPui+O45bIpEYvezlfNH0wR9uC5yBjxQ40DaV/U2HP6x3DIfS4vXm6Ln0PtDs/zEsm4Tkf1XhwcIrN/z0GTbIVx5hBSoJp11jVgMs2HB5ljEkHIUB8YBqay/upyqUA0HZNpVOdBPck0OqcN5rRNPcDAc6FSrs7GzBLu2UFCdvOytbKlbWxkwpuvRcfxXI9s+q3Rvd02Da/QqBNCdd0ol61YL264USLCiuVs/GwmPHdTcz51HVrnol0vBnop5+C64OVoyHGVkpQKU3Fcp654xtlbHlyOcUQ6MuIBGfRkaUbOYn19S3L1Oft2Px8+Y1nWeNR3zjnnTL2dillRqG+KE2ebxHODNhTgYD/k+n2Ikkxh10rM1AeuSAiEkjHrFEcPa43veBz2vPmYocGdm+WW5xEBfPemKp82XKMh1U8WBK9jGCgKGKI+KUFyFMJPYkAJnKPw0FMh7ErXJxAFaCSzeEnX1s07m5obvvCVj33q9q/c8s47Ltp45m1/+c73vecz3k8fHp/KsG/n7slSGZasXr71+ZcKuZGjncpwGOUJ3NxdOW1++mSw9Jx6uE5/ME/xyuOl16fqmo9fkqqPOSaPrIWE+eyBo9Hk3E4A+PR7/uacdZfXZpy1qlWtjp+adbGfzlipUFbm8pP1/Q7JnSXs+5XLlemHv0/WZiyVymqDE35423Yqpi2E8GRpt3n3kPvMFHv64rNCCprMEM/1zUWkAOF7mvvqvvGivsl6faq5QSiJs/qOxBUaixuGkYzHNJ1RQgVY281vkjBqedZ6fcEUMwjKq7ZoIJT/IxBilWF4gArpPxNPQlTqFktgIolRvdYUUwfuQblUlfAJjru2EM/1fzt3Pi5cilPnAUuBO77ZduBVL8fNjo3uqy8RraidcbW34Hw5/Tk9TLkoHnJcg9dMi+N60Hpps/SsltZWIx4DSiXtvXrbC/1H3uurr29xXWvf7ufnz5+nvi9h126a1XugO58vCuE2N7d8/wd31q24L5ayR/X6ADgHyyLhqLNN7N5DUPoHYclqbGkDynyLTr9jTH2N3BgAT8hxNAs/xmYtqvLD+PivhecSIKMtW8g4yBcdlhLCS5DP4RQK0YUZ6yB4kMPugZQoPJ+tgAKQ60u7Vm5+cScA/N0/3XbZFede/bpbF3V13P7XN3/2jm8AwBVXnrfhkov+4dNfS6ZSF7/xssd/+zAAhKkMAHDaOafP7WyPpjIAQJjKwBhram1ybBeOrYTvIGsiCe3kzHKYeWB5XKG+b9zz2d8+8QhT2v1INkM1wW9KyFfjdtaqVrU6Put4EPuhwLpMWtf1GXRnmWYIxHTkhertJpha5YtDw7lsNosownSHKerpR2RdM3FM4ssBpB9jpaxcJqB36gDWQVBfU+yUZmMtoYwQWqlY8zvnUEI9KO807zyWqI+72vBIxtB5Q0NZ0+BQUZ96cblAckM0eHE1sU29NpWWujEVEBICzArhXpXS2bMb8sNVSueq9dONyPMKbNNX55RNG4AQSjo2lha9zjnoVH5Mo++gnEApYWSIFPOhEzpmG/CgHNep5vp5+cBvtGx9Op4A1y4uip86uGdu/4G8WTEPA/Xt3bu/vrFLN4wjQX2lUvG+++/ZsvNhAIizeZztaVm+3UjatDrGQApiWSCRBA9h307CuX+u2zpxflc1A10NKsoIrQ7siSHfTMGt8dy2w273HQPsZ5n43COyvweVYzChEXPRqD9n9LgF7AMpMLQXVpROZdyiyOehWYsKY/Bc39lFeOA5MLdlQffeQQC44vXn3/HZW99y1YcbGutuufWG79z5EwBYvWbJe953/Rf+7puOJ5dtOEOlMtQ3NZxx4dnPPPQkAISpDHrMWLSsq7/7AACkspn2BZ19PQcAIExl0HUtkUqR44lWWQN+r0HUBwA3fu5yIdC1RGSy4n//UcJkxE4AMOL0ni89WDujtapVrY7bOh7EfjGm5wIJ3wy6s0zW95ssBGKyNqPaZnTexjk/0DdYKJTS6WQymRTo7KrcNUXH77mnBGUEBQ1Inqhs8bgH3Bvb6CMECLcpwmSoL2MsbI6dFtMyhJBSudLfP9wxr62zcw4ltMC39br3HxvUJyWRkgkvi0hjBiuWnVSmnEyKyVCf6mjRUe9SnRBLCUP9VeXbeCCUzqCmj5+Xg22BbVVngvkh7NlT9QVdugYbWw5tQPben931oI6IXW+udJzvHBwJSMTQyBGrWqkqQIi2QyP4wfNgqJ/apv+MYWAqC+EuazomUzhlyPmocl1RLpOEluqMvbXFOL9YKj382OPDQ1b3vgNhnMM0UZ/jOL29BxzH61p6pmEYh4H6fvfAfY88fm9D15ZkYw4ABI8bcdtX4lEAAijBdojg1eHU3w2lvP8wmcblp/hdX3+cBLI0FX1eXVwYl38wg0HnB0Xv0//zo40AX3hC7t2pRI8kDLKPfG2rGA8iAxUnCl6P9PdQeL5riy9F9lBROhGBu5hJtLTPbX95044lyxZ8+WufUBK+m9795uuuv/x97/lMXV3m5vdff9d/3AMA6zeseuObN/7N5/4DAKKpDKeff6aS8HUuXti+oHPr8y9put6+cP7IcA4AwlQGADjaqQyHXZ1NsZMwxO81jvoA4LpPXuq5IrwcHxTvAUBzS/quz/yydjprVataHf81i2I/VcLjKLCxoe4w3Fkm7PsdUvj7QduM6XSqsaF+3EFz9ncfcBxXcUFtMfRK+V8mU/c9/bgASRCBEKLiXrkKMh4P+WzLly2NQ30aibclz0/qrZRQzr19+/s0XVvWtSBbl1ZuLscM9aEglNbrjLou1tcnAKFkimIFAZw5c4uUBbnV/t9Od5rredDfE6Y7gBHDZLqK/XQDE8kqEHIdMCtVSqdj464tVQlf1wo5txMOozPAC9pLX26uON4F/2d4sql81NZfimD2HPKBZDXsLLDvH8VLjPZbzBIMDVAhfA2b4riGFYv7HNdpgAzaDG8cE5l4oL//Nw88KFxj7579APDXn/7EiLMtbcxLaM1ToD4fP+fzueERIYmuawsXdjDGhBAHRX0vvvjcr397L9Y9mWk7QKn/yakGBKqBAa4LjkODNHMo5bG/xx9bRgwXrcCGpkC5FwYeUNA0Eg5pOCbds2lyd2e39u+Sm55BjwOlZIwzZ/Sh0uwFaj7/f6rFJyI+nIrVyV2fdu6zOj0UAiRHwUFKRAQq44sXLtv68q6m5obbbn/n179yFwCcdvqq2/7yHR//iy8BwDvf/eZLLjvr4x/90rz2lre946rvfvunANC4oGvF6eunmcrQ3NqiOtXJdFLXdTiO22k14PcaRH0AcP2nL7YK023vx5PsJ1/8fe1c1qpWtTqBaiQ/3N29exbvr4amaZQNHcydRTXipmBpRvt+Bw2BmLDvN2Gb0bJsXdeiYr8w3UFKbG5uhCCc3cPi+L175jFhlv2WhZQgJurypTNOZVBOiPra4mentfmMMiDQ1zdo2e7iRe1NTfWUstDDs999KMdfOBqoL54iBAhhoOuAQAhm5zQnLUdqlFGmcQ6OC44ri2WUstjcWjmS6XG5SHKDRAEhAExlIEp3jCekroNZCV8wNpWhuQ0Xrzw0huSoub7Fdvxz+1DROvefBqd+ZRBiBlIC94Jwa6w69GAwz6aUMOYTFNWh9hWGwSy8lCe5QRrAY8zUI4ukuh2U45rFs+bAjRrUTfQh5cuvvPKHZ1+0PHvFlTsWzdelp8+DT69YXE14L5WKv/3dfcuWrUkmU2NgTy6Xs0yro/PgqO9AX8/Pf/7DgfKT2c4dWsyjNLRmqaI+wcF2fAdJAsA93P8qkcLHJ+0LsH0hhOxECNp6TLX4tLH94ZO8Cjl89hFZKvhrChDJYwh7y1HIp0Zj2OJTAmM1hrmLYTaD8HyxcbW/pyL4JEiJnk0WtC/eu/sAALz3gzf+2S3XXf26Wxsa6+747K3/9PlvAcA55572nve+5a8//tVsNnX1tRtPXbfii5+/s3VO4w03XvnNb/0ib/Jla1YsXrXsid89MiaVoWNhp5LwNTQ1zFYqQw341VDfqHrXF68c6rUOan9Q0/LVqla1OkHreBD7ccdTKG4G3VmOMPw9+nYtzU0KMUYn1kNDIwODw4lELJvNSCm67fv2Wz8fv3dbNomhAxBajIRFGcRiYA1alKmQg1GoL6N3tMbOYEwnAPlCKZcvNTXWLVrQrmlsTF5ft31/SW47JNRnJIgeIwqHGHFCCFAWWP9B9YfR+0uorGvIxmKfGK58oZVRhkhdFyxH5PMil+e65s3rzE+fnTjROIR8zo+5U0/UNeBEPcOxqQzLT8FU5vAHPyJgWR++a3FfrrzyE900sgtBnEDQ1pMgBHgOujZyD10bCRltLKkOOCOqW0VZlaNICDCNjIkXlxKGB32OKyFEcVwD+3DCGCZTE3BcdWzqgA/HoXPqXfM87/uPf375allfD5rGk/Zbzlt1s/rVz3/xo807f9O2rLdnU9eKJWeffvrEhpxToD4l4du649Hsok1GsqKOlY9afdCruLgUUR1GAoDphoZ4KjY84OzalG9swQVLQNcBKDAGlJGwXcw0wjR/4QMOpqg8ScoycdPT8sB+f6mIRAB2MFir2K/qzKmy5lUvOmLZIgUoDmcQvgfcRcGVfg+5F2j8BDRm5w71FWF0KsPHP3XLhRdv+LObPtXZ2Xbrh976z1/6HgBccPGGN7zpwq988TvpdPKNV130+989BQDzFszT53QpSueytSta2uZMkcqQyqTJCaWXqwG/1yDqU3XtJzY6ppjwV5pBPnXz35696qLaWaxVrWp14tbxIPZLxuIoxNDwyAy6s0w//H3qNqN6sWEY0Rmn63r9A0OFQqmuLhuLGVPbe+ZHcNd2KblMpmDwVdd1kFIgAGNQX5xl58TOiWlpQojtuH39w4l4bMmSzngsNmFK+177x6bcn6mnmuEDPyNBYnGfPRhLkNB4QI8d/oxKcAqyLp3S4V9z9s0NuqZxToZHPE8Q28J4jLkOVEweS7jz2kuGgUfwRlUgBACEYKYew10o5rH7VZ/SqRu4aDmOT2WYJthTQ04p9LCsy5+fsq8nl7lqX2YBJ4RUdZVUTZd9Mx7hoeeC5yAXyB0fwinhGVC/X6rpQEggSGOqeUUoBcYAKCGBXDPsrLoODPZRz/Wbrbohk2msxiASWd8YfEfQmAvvroOzprOPBXj62/d9d/365rYWXaIoFIwbN/zwxRef+8k9dy8+b1Nr1yChozLf29vnTxP1PfHkw7/9/Y9jrVuSjf2E+TnmapchQB2OTYQgYWoc53q2MdncGtc0DZAMDjs6HWZUquUPphHKqthPHbTwsjD+3J1sqG/ny3LL84gIlJKqfi/a2RsF/SI5MSqMwXfsDPL3BHAPPQdDkqdybVF5DFIJ/CQaJLO4a4mS8P3VHe/91O1fAYAwlaGuLvO2d7zph3f/CgCWLV/4J3/6+n//17sB4IKLNpx3wbpvf/NHjU11511w+pOPP7/9gBWmMmi63tY5r5gvAkA8EWtsaa6UKgAwu6kMNeBXQ30T1/V/c6lrCRXZRxlhGv32p3/UmG6snb9a1apWr42ybXP3nh1ceLP1AYTHHcuJx2NTu7NEG3EHDX+fzAxmwvD3qd9O17W2Oa1jJp0V09q/v5dz0dzcSCmt8O4dlTuniPKrIm0PPdefsLkWCju5IHlNVl+qgO7WbbsAYM2qpa0tTXV1dZqmRd6WGIaheKcPD117LAaGFSeYbG6IC4F9Qw4gFUgasjHXQ9vGbFr3PNLbb1s2AsquxUNGDI/k7VwHBg6MEvt5LvZ3V1MZ5i+W7QuBHe5EsYr6EAHAfqXOerSjVHbszgN1ZxcZJZquaIeEAKAEz0XPQ+6pHDM/xEwiEAKUEKYpJqdPU2R60LNihDBgwXaYHvRjQ6NFqJrsV0qjOK7pLNEN3LcTYnFYcSoC0iyc0Q7vm9bJgv298C2H9PzPf+PqNXOSCarr8MqL5kLtDaThmUUb9jBdRg+Fa+m7nlpMy6dceumbooTP8ahv585tP7nnbtd4NjVnL9WQAERRn2rUeC44Dg1dN60KtHamV67MViw0dJowYo6Hwzm3WJaeY2fSI5pOmKbmVKDafZOtCp2EF+T+HvnCE2iZ/toBBJLRsbacAJQSZT8RnFaQosrSDGjJvoSPuyp8D4PgdZASAcGxEBGQa/PbF+3d3QujUxk+8/d/riR8111/+evfeKGidN74tjf89Me/A4DVa5ZcfuW5//m9XwDAJZed1bW482c/eSBbl56zZPljj28CgNZ5bc1trcdtKkMN+NVQ3wT1watXIoIrkADced8rx8mnmlB6OOEKWe1iWqta1eqgNbtiP0SM6XoyFnccdwbdWSbr+00WAjF1+LuUMhrsrsR+3T19aoMSxZD77B7zfycU+008dUhc3RF/AyEMEV/ZtnM4l1+5fPHyZV0TxkhE6xigPtfRLDPVVJ8wbQEItostTQn5hz7tR9j3sRZKSTyuCw4NX+h54R1NKIlmmEuWFo94GEClRIYHiJQEAHIDaFUAAOobccma6aYyTKekRDtHi/cukAlneG63nhKaTvQYMI0wCkBAIng2eg5wjlJZvCECANMIJUBVh0pT6E4xM1XjCyglIckTiG/r4oPJIPaQRLxeohxXQojnyoEe0tyG605Z3AEfnFDCN3YdAQr98D9F8rSPGfrk44+SdIYaMTxjg9C1mJHgk80Kiv3ZnU8unVO37pJLXj8h6vvP//qPHT2/Ts15VYvbCtSpXij1cxtBSrBMpeYDQkEK7N5NGlr0i69sSCf0Qoln0wnHRZeD54FpymJJoCzUNZi6EWYzkCN00XzNlGXiHx+V/T3BakIQ9xghCfv2Qr6BEIBEqKI+P4wBUPoeLaFxi+eC50jugfCQu6hGtYqk5i60NS840D0EADe+7Q0f/MjbJktlAIBrr7/83PNPUxK+K99wwf33PgIAq9cuPeOstff+7MFYPLb2lKV7Xu2pOGLQ0cNUhsbmxnQ2c3ymMtSAXw31ja0PXLWCEOJwBIBvHwXUd6jJMOP57lNcK6f529oFt1a1qtXsi/0Que06jjuz7iwzGP5el83U1WVH4wfZ1z+Uy+XT6WQqleTS6bV/M6HYL1rNxpmLkm/VaQYA9u3v2be/t6O97dS1K2OxaZmTHG3U53m0UmrWdUjEKCKkk9pAzm3MxssmH8nzeFzTNZrLcapRy5LZtLZvv6sblVPXVWbk3YWAvh7q2iQ3gK6Dq9Zh3UzTa6REz4FyXlaKWMhJpoFmgK4TTfMVeojgucgd5B5ICQgIEoCApisOJ2GKlMgCpEd9gSVjJIR/arLugyUaAL/RqM/fZQ7Dg8QsM4X6zlp78Slz3z6dHRmEe4bh10jcw5tyKKfZgVdb9j677OwNr1+8eMUY1PevP3i7zV4aZbPpJ0mClOA4BAUNdgQHesEsESAwd4Fx3iX1QMD4ZAG+3Kox3eXgeVgo8kJRlCsyFnPmdRTGL26czDOQF56Ue7Zh1WYpDF6vor5IakXozyl98AYAUoz2blEqPg6co9/o83zjFmXdKTlkk033/+57566/cUwqw41ve/2f3fSpurrMh//ipn//l7sBYP2GVde85bKvf/X76XTy0svPXrl6saJ0Xn7leQ/85kkAWLFq8YqVix57+Dkjpi9f0XXfk7shksrAGE2mU8dnKkMN+NVQ36j60DUrpYSjh/qmA/8OeimMst7HL5tNiO6m2S2sVa1qdVLVrIv9UGI6mYzp+pG7sxxS+PshhUCMuVS6rrd3X0803WGf9dMJxX5J1t6VvCmrLwEAy7Kef3FLOp1cd8qqpqaGaR4fWww8PfL+o3f8pYC+A02ppJbNaOmk7ri8Ygoh0TQFAG1tSvT2W5atJv1IGeEuUkZ7etxLLs3NoE6nUgLXhfoGmKnOwBiGp+BgW+iYaJWRUGAaMM1v2RFKAJF74LmBz6EA4SFKX/hHIqiPMKBAlK6PVBt9PsPTF7mxKuoDmDh8HABcy7CHu05vu03XYuM/f9HbadD6OGv2jw9sOQDf9cjwzHzrXbLnuUWFvSve9Kbr06msaZbWrD7liScffvSVv2JGBVQiRcQ6yHXBc2mIafPDkB/yu3+6gevOS7TOyzTXxweGHUKYzljZQseRlgWMkFhcK5ZEqSRjMbdrSZ7Sk/2Su3+XfOEpDDxOySiv3XFzs1GQLwjfU6nrYX9PSfVUGAPn1Ti+sPUnBRCZWLJoqUpl+Ju//cDnP/dvAHDRxjPfffO1U6QynHHmmos2nvm9b/80kYxfePGG5/7wMgC0d7StXrvkj394GQC6lnTOa299ZevuYVN6Rv2JkspQA3411HfsUN+MkDDDjfhWYP4m4KAwcsy711BfrWpVKzgOxH4g0SybUsqZdWeJ9v0mC4GYUF44ps0IAOE2wyqVyj29/ULIluZGIKTo7dxW/rco4XNp6pZmYwMhTEr53PObAOCUNcvb57XRQ5n5Hm3UVy7ruaH65ia9/Z8GaRPmPjJ3cMSty+imKS1LLPm/w4OfnFsoCN2gti3zBSE4xONs16vmmlNKnZ3iuB3SY1AfAEgJKqg6zNkjAEB9Oqc/XeYgPPQc9FxfHEUoIcx3c6EBw1PTRqG+kJ5HaGjsSapgj1ZvzuHKbBbPaiNvnZDS6Yj8XuuHahGhM3F1W/y8HvJNi+yc8UNkFY1tjyyNy1UrVqx5ZdvmIn8m2bajaiJCgBAQHBw3oHQS4B707K3OHTq7sGUu1DW3JuKkPmOYDubybiym1//XML95br4gYjEWN7SyKQ/0O4xSzq2upSMnLfDLD+Ozj8hyUTVRq6kMZAyfszqIq64tVfGe9O06hcBq9jofG7yuImSkQOHSBR1Ldu/sgemlMvzqvscAYFFX+xvedNH//vf9AHD6GatPW7/yZz95IBaPnXn22q2bdwFAc2vjsuULtm/bq2lszpym7CAyYgAAIABJREFUkZK9eb8ZixvxRAJe0/PKGvCrob7DuRWpf6LPTzYPUPOVMfBsRtDayWmOXKta1WqymnWxHwVSl05TSmfQnQUmCYE4vL7f+M+cy+UP9A3G40ZdNqvEfjsqd86NbZyfvI6RGASUzsVd81evXKodenfsaKO+vbvnUIqNdXosRosVDwV4XAoOArEuq2fTBqXU49jX75QrghKSz4uRPDfNwlVv5pp2Aszfo8IHlMFtl4yFYcq7BSVwF10HHQu5A7aNfho785t+NHjoo74qnxNIYPrCGIk8OfbGHcP2uXhLHDonu//uKzw0yB9ySE/wV5BMSSN2VA6OEDi0N9O7dV563i4gtrKyA1CUTuLYICVRqXGAuP9VIri/Uw0tsHAJEgp6Ip1MpVubjJGCxwUwRuoz8dgne6EZ9r6jxTCormvysd6B5S2WKYtF2TE/3zbXPdkurbaJLz0te/YECwQ0nPj5RztcoVC2nMHQrbb1lFenAnIqTFJwP2ldeOgHr3OoOnZ66LnQmG3LDZQA4IrXn/+xT/zZ22+4HUanMnz04+9WEr4r33DBRRvPGJPK0LWk89zz1v3qvkcBYMOZazo62x57+LlUOrFq9ZLdu3sAoLmloampbni4oDG6awRtflJMKesT2qqOJKW1+XMN9R3ZPQn9b7z/g/pZBom/JPwPFO2ERoNuwn9rQK5WtarVkVyOZlfsBwDApQJmM+vOMiPh74NDuUw6pWBhdG2up7e/UCil08lUKhVe0kfyhZe3bG9paVx/2ppU8jDNSY4q6hMCXt7UXJfVjBihFLgn5s1NNHy9p/s9c3J5bug0ldIkEseVQ0OerpGW5tj2ndbOHbm167y1a16b9xopkKsYawFWBSFMxw4FV1Bt3/l55cxHgGGXz+8Bjrsdx7C9C/5u6g/QU3z6xf5vG3oslbXDtWHGMJVGps38991zwaqgWZKKGagsQxybcF4NKswNwMiQmmRAIoVdKzCZIoSCwHS2vo4ApJMUARhluREnldJLZVGpyExac2xSrHBDp5aDjJCeHm/x0uK89pML9W15Tu7aikJEeL9k1OJD+IzP3oyiPum7dKL0SZuKzymlak0rVidIXqV0KmRokPqO9vmvvLwrmspw9bWXvvvma6dIZbjiyvPWb1gVTWVQ2G/1mqVPPva8EdMXdXUMDxcAIJWKt81tKRTKANDQkNE0rXfEeXXAPknOaQ341VDfIV9qhRBSSiklSgRAITgiCokoUSq5LkoAkEKGq4WkKvAlyuObEKqQHqEEEBhjPvILygeEiD5srG6qhg9rVataTQK7ZlvsJ4RIGPF0MgEz6s4Chxj+PnWbcSw8s5393QeU2E8I8dLmVwDg9HVr2ua0HMmhKPO9z+U/evQOdX9vzPUaEDGT1ExLtDTH6j7fs+2WZiNG4nE2POzVZfXhEa+xXh8pCCCkv8890Dvyujd6ddnjpdEnJRWS6NrM0E1V308IkBIkr/YGSYSfI0UwNSdAQ/0b9bPa/WS/SVg5Oja1wFumSOTbU7xvS/896ud4EuMJDFGCbmAyhXRGpY9SgueAa6MQKDxwHbBtGuJbs4Tde6rvPn8xNrf5+2XZKU+kWhr0uqyhacS0eb7gpRLagUG3tcnI/nf/tksaHRcoJa6jpjnE86BUNi+4qHiSTD/6e+Tzj6NtqTx6EtrkVMcSjhpdfuQ6hgNRETt9VqfnoBAouN/uEwGlU0WuK9SHEpDrSxat3LJpJ0yeynDVNZd8/KNfymZT77r52v/+wS8hksqQSMbPPvfUMJXh7HNPUxK++QvnzV8w95WtuzWNtXe0Vio2AKTTiXg8ps6mkPjkjiKcNFUDfq8R1Pfnb16JeBRRn23bKFFIITjnQkgf+wnHsRERJQopUUpU33ggjFFKiO/bG2p/gei6QSghhFJK/IxeQnRND0AgperXjAAQxrRRaC9Ag7QmrK5VrWo16cVqlsV+jFKrbLmuCzPtzhKawcARhL8XCqXx8C+fL/b1D27fuWf1yiWLFnYe+TW2337klfI/H72DXCmTPz6XXb0qU6nwZFJLpRijZKTAi0XOGMmmWSzGensdj0O+KGxb5nPOgsXlDacfRwN13571Dz3xxtNPvXf16udnapsRLcZEv430ZKIqONUNq857Jsc2CVzSBjfFoXPUagsU+uF/CvD0mGS/TB2G93AASCRlLA5HiJui+jHFGHQdqJRIqPzwPNy7jXjBt7+zS85bEIlPROgfaCBgdMyNS0AAsCxRrohUglVMUd9fSt7tlu+YV6qIeEwbznmOI12OZgUHB8qve0NF11/jc2XbxKd+L/PDEDi7kqhgcsIRErb1AEIJnx/P4HM4Xb+Pxz1QKXyK88k9VKo/7kD7nEXdewdgdCrDbR9717987QcAcM65p13/1ivHpzJcfc3Gn/3kARidyrD+9FU7tu0BgObWxkWL2hWls62tqb4hOzSUjxl6JpsaM8J39VsH8idRI1dnZN3CtKHVJtInGuoLZd9jUN+dv9w6ah9Ga22niMsjhEgpo/d79atKuYyInsdd13Ec23VdwblEiYCubYPS7iKq5R9E3x9ZccBDKKfgnEJ9lLCw20cIMQwjAvooo4xSEvT1CBCgRD2ngCKhkTQq8MkqZPzeTb0sV3MHrVWtXsNVLOb37ts5i2I/6fFsOj0+jf1I3FmmDn8/aAhEtO+nctvHfGbOua7rM3IEjjbqEwKfeNxoaW6QSBqymq4T10NNg3yBuw5m63QpcDjHgZDhQa9S4WbFvvIqp6nxeLnCc2786t5POXZWIlK2/4xzfzK/Y980xhUgwkEh+RTua/6vgl7NhDe+6NRioq2PimUfhHuG4JdAfE2HlDAyRIp5/yNSitkGjNygMZVG3Tiib1b42TjHSpkIToK5B+5/FUp5/72a23DhsrHxiaapDw82EYLz2uK2LQpFr75OHxnxgBKUOKc1EdcZl1gqi75B98y7h575k+b9+918wV65prxq5Wt8lvz842LP9tC71Q9yjLq2VMfVaAmfn6Xu43A/ZC9MX+Ce/zDMXhccUCLnKDhkEy2//PV3zl1/45lnn/Kpz946dSrDDW+9Ukn4wlSG9o455190+vhUhpWrFvf0DABANpuaO69FSfiydWk2evaoqmyLF/aWT6r7Yw34nWCob3zswdQMzwk9MENbFAXYCCUAoNibhBAppOs6nHPORalYMM2KEMJ1Xc/zuOBCpWwG335CCIxiZwKljKhpS4DlKKUEQNN19Zz6j0ZpneoZygjzISJjWvWXPuwjQIim6QBqFconmyvW6HgEqHBsVENYQ321qtVJUog4NNzf1989i58hrhuFfGHG3VkOKfx9sjaj4ziu6ylMOOM7frRRHwCM5PGxh1KNjclkkjCNAEIqzbiHpiUBIJFgBw54ZkWWy6YQYJnuNTeIxoZDu+BPkRZ7hM7SLzx3za4dF4YPXSFjyRdf97ofp5LmZH/iuVApE0SiG5hKY/iGh5EePsWfTB2fW/0rNOrh/CI8I8gE02XPg6F+apv+FgwDk5kq9mMMUxmcaPo9/U9OLJPYVnUyM9CLg71VSufK0zA7UcjISE7PjzQxAppBMknmCtlaMOu+W9n7sbZSiVONxGJMCDBNUSyIxY/kcte0bXm53N2df+efSe21O0Xet1P+8TGJSKKuLWFuRxjEFwavB2TOQMIX9PeiqQyCg3BRiFG9PhXSoGAhw3TXwiUvv7RjTCrDrX/+1g9/4B8A4AMf+tMzz147JpXhgos2nHXOKeNTGU49bfkzT70EAMtXLmppbXxl6+5YTG9vn1MsVQCgvj6tadoUQ/qPe0qmI0824LdiXrIuqUGtTizUp67OH752FRfocgSAb90b9PrIKI7+mKv5hGaYUkql3HMcu1KuOLZtWXahmC8WiyCllMIPYSGEUILCI8zna1JGGdEYY1H0RylVz4SYkDEF+ShBohp+QAgjFAhR2NAnf0ZooKT6yId9lDFCCFNIUqXVkkAcGDGIUVeroPc4Vhl4GHfKWh2H9Xc/+Mhnbvp67TjUarKSUuzd/2q5XJitDyCEQE80NtTPoDvLDIa/p9Opxob6ExH1AcCP/pcyGvM4T8RjmsY0jaRSejrLhoe4EFjIW4KDZbmOw+saxVuuJ5pGx989D3sF8LBvIpVyw6/u/fT4511emjPv6Ysuvp9RHD2EwKwQ7lVv5YiQSqMiTE4BTQ8KYqea/RzxbdG2YKCXhoTPeBISSUSsYrModp325Eeh3yoAM0u4ZwfBYMa+bK1saZsqPnH7tiyjifp6HSRyjs2bBmIPwSvvaZrTGsvnPV2jyRQbHvakBM8D05I93VZjS+G8816bk4T8MD71gLRNCFINCYkkdsAY9q+CeQAhsctHep5P8hRKp8dB8Kpyz7URlZOnQOGBEMgdtqhz8as7ewDg9r+++bobrlASvj+/7e3TTGU49/x1K1cvVhK+U9etmDCVwXE9AEgmYslU4qCDuWDyTfsrJ+H9cW1nqgb8TgDUNwanIeJHr18bor5v3/fKhIhuzBUfEccwfDjnrutKIW3HqZRKxWLBrJiOY5umKQRXJsg+gvNVecKnX1JCGGMK+lFCCUVAAn6LLmjjBYDNZ2oSv6MHlDEGVWAY9v/C9l0gAgx6g1AljlJGlRMMUMpC/Z9PEAUa2odGHUNHn2H/nWtj/QStG//2ckLg7s/8tnYoajVFua6zY9dWKflsfQBGqcG0/JR9v8NzZxnf95vaDGbCvt8Jivo4l0NDxPVg32a2a69EHZLJeCzGEDXLtMtD1oJVAAQ2boRoo2Y64OdQm2aHdBN59MFbB/qXTXxDR7T54JrT7l+39kU1sbZM4tjVjZeKmMlWCZPpDGr64YC6KOKdEPrOUNISVEpksC88+JipR8aqW06lpW5MV+zHPTAroW4QUOKOzcQLBFnNbbh09cH9QvfvZ8ODjUsWJw70O+1z44AgBOTyruMiIHa0JSq2GBz0KqaoVLBSFsPDpWtv8DLp19okwTJxU5DKwBiB8anrypchmDSpbIaqVycComriKedY36+Fez60C106XRt9vZ9A7kFrQ0dfzwhML5Xh0ivO/uLn70ynk9fdcPn99z4C00tlaG6uHxrKa4zW1WenaVsiJf7h1ZInEE6+qkX5nUioT0E+RPyLG04JUd83f75ZWaqo7lk1RGFcj0tRnIUQalOO41iWZVYqlXIln8+XSyXbtgR3BSKllFIghKouG6OMMhL2/QmAYmCG3TmmMQKBmK/atQPVplOETwoBRCPRBIdqq1DTtOBJWsWKQRMvxIfBAxpixRA9AgBjQaYMjKKAjlEA1oDfiVj/dv8/Pv7SwyO99i+/9nDtaNTqoFUs5nfv3TFb9mVK7Mdd3tIyk+4sRxj+fpR29tigvuqtkOPmr7b19VnDmtl+qdeznYkcrF2snXqTe+RnbWax0NDgwocf+MjUrxFScrL73PN+XJ/uD5tjjo27tpD6JkhlIFOHNMBOmo7J1LQIkwcR7B3iyw5logJD/aRSmlTsF8Wuk23BrBDPrXadenZDfth/mEzjqvVjJXyToh0LH39cn9fWyDRal2FSAueYSWm9/Y7GyOnfH3rqrU22g6UiL1eEbfJCwbzl1tcaGHj5WbF9k9/fo5QQFkn4iDA5I2MCULkBSVC/8406BQoB3K0Gr6ukdcF94CcFuA6iRJQQ1xrmdyx4edOOJcsW/N0XPvKRW/8BRqcy3Pz+6+/6j3sAYP2GVW9400XjUxkuufTshx98BkanMixdtrC/fxgAstlUS2tjNJXhkI7JQMHd3mednHfGufXGopZ4zdjzuEZ90Vg8KeVf/smpIer78n8+qX7LGCOE6ro2Bk1B4LlCCQUAiRIABBemZVqmOTgwUClXCoW8bVke9xCl6sWpXhvTmE+tZJQQ0BgLUFPIySQECNV8PxbV61OADQhhlPkav2pfjzKNTYj62OiNK9wIxPf2HE3nDDt2IUCkwWOmcJ6/VcUHjfT3og3AmjvoiVUf/d51pZzTt6dcQ321mv6Vc9bFfslYHKQcCfp+M+LOchghEEd1H48x6gMAZ8DY9I1G03YRgVCSXuic+r5S1EPyoH256GQ3OgGaQRG4lPS+n3/GsbPTwicep8YLl1zwk5juhE2thhZIpokiTEZxTiyOiSQez6uXngf9PTREbmPEfpNhV0SwLbCt6nAtF3DvjipNdOkabDzEkJEtW7F7T306oxFCNJ1olKTSzHUklyAlGjrdv891PWmZNvewWDQ/8GE62dk/aH91lN3lceAmsHeHfPlZ6djEp0nRwLIFRkM+HHsWgngGRdcECBp9gqPnYpDH4Lt0KjQog+x15PrSrpVbX97V1Nxw2+3vVKkMp52+6ra/fMfUqQyvf9OFSsIXpjK0tDauO33VNFMZDvG7efK2+6CW6HCioD7/Iliu3PHOM70A9b31L77hoyZNo4Qkk0mlr2NMY4wG3XoggIwxErTcBPfKpVKpVC4Vi67jetxlVIWZCMYYo5QwQinVmHq96tVJSplCj4QQtbUA+EG1yRd4tyj1nd/pCwV7gU8L+OYvIR6sMjyrUJAAAUJZaPFJw3caRQcNACEhBEcZlVWRH/WTaCDa+quhvhOo/u3+f9xrvjDcbfbtKf/inx+qHZBaHcoNfvbFfk7FZozOrDvL+L7fhGYwx2AHjz3qA4B9P2549UkgQOqX8rW3FCmb9KYZdbMkdJRezleIkeCf0NBi2pP7qT7hnvV/eOqmQ9qpilNE8uSi1t9Rgsk0LloO+dzMECZnpcwyDPVXxX6pDEQtPcdg19DAJniIu7YQEdC05y+WnV1TSfgmq9wIPviAJjwKALGYzjQWM1giqesGGRnmruuVSjYimGV3TjuechpZtHBmLHxmF/VZJj75W5EbBMYI1YJUBgqUEpQYjHPifwsQIJw8BQ9lEMnMPUQM8vc4eg5yjtzxfTsV6lO/4i6ZP2/Jnl29MHkqw9vfddXn7vgXALjpXVedum7FNFMZFi/p3LVzPwC0t7dmsqnJUhkOqU6qxPbxVTP2PN5RHyJQSqSUuVzuH//8csuyFeo79coPEsoopbqmUUqz2QyhVGPqP0aISmcFjWmMUR9KESq4V6lUypWK8FyPc0JA1zSqMwLACEEAReBkCvaxsO0WdO2YxsBHc5RSyphCV5TRahsQ/IcRKKgg4MS9PoXBgo6gMgENBIIBkxOqWFCNVL+rGF5MR7UEwwub2rj/mNaSAE/Euu2716Xq9KH9Zv++sufIMzec9rl3fa12WGo1/ZpdsR8iaoylE0nueTPozjJZCETY9zs2NSuojxe0F7/cbDp8wyeGE0041ZxbOc7L6G8D0ppEAEAJQIASAFqdHxPwMcYECvFpzDU5N372o386nEUKxLLds2z5/eeduxUORphkDJOpgxAmZ3v2AqU8GR6sYte6BgyxNyGYTCFlYJZHSfj27oRKsZrKsHjlESVAcC5LZVIsweZ7YnmXuxmeyiQBCCGsPGw2G7DgbNHSBHPnkSnA26F6wM6ikOTp34ue3YhANH1Uiy/4YKM+HiKqtY/wG+GvkEgQwlfoKTmfInZ6DnqO5B4IjsJDIQARJYdssjU3UAGAaCrDrR/60zdefZGS8L3r5msnTGV44rHnASCaynDqaSsWLe5QEr4lSxdMP5Xh0BbjTrLE9gmB30lu7Hmcoz7fjqVQKPb1HRgezg0ODiKClFwiMsZ0TWeMJVNJShUtk4QZCxplirepNqT8wc1KpVKpFEsF17GFFAoUIgBlVNd1xkJBHqGEAo0QOwmhAXUzJHSq1l31CR+7VXV9hBKKBBitorco6guAYoQK6j9iPv4LYxtCr1IV7kejHi2jUyVI0NlTBB4C0ZfVen0nTj2y7ZGfPvO1RJIN9VhDvRW7IphOfvHVh2pHplaHWrMu9uOO59jOzLqzTBgCcSz3a1ZQHwBs/XxHruSs//jQeNQXPebKclAKQATXQQKAEiQCSqzmmFNf9UQZMAZqmdFHU2Qs9pvO4X36iZu6960/gimpdGDb5Zf/tK1lCMYTJmOYTFexn25gIolHPA0+iiU4DA9Oil2jp2ugF8JUhmQal6yaOJXh8Mob0V74SvNIxc6ny/POEbv+CA3DiY2fNNNzDgHOjRkDU+QlHvvjvHeHfP5xKSVRMC+YNwGlQEgg3sOA5Am+S6ff8UaQQQi7cuxUgj3l3eLHMHBwHfQcqdCg8EBI1ElmWdfyF/64tam54Qtf+dinbv8KTJ7K8J73Xq8kfNFUhsuuOPfJxxX2mziVoaOzTUn4DprKcEh1Mqv7wlrWlmitM07OfT9+kxtUo089dBy3WCyYZqVYLEnpSxMYo7quU0rj8cQ4WZ9q71FCQEqJamkTpW3ZlmUe6OutlMu2bflvA8AY0zWmrhYaDYL2KAVCNKaRwKyTAGUajaT2qVYfjVi2hNl9hBLmm8CoziFEjVgIoQSAMMVcGeXqOfpFkV/419SAbgpVNqcfFq8e+e1Dnz46xtaF1DjNJ0rd9t1r0/W68CDXZ430W2bRQ4T7vlFT99XqMK+osyv2QylTiWRM113XPUJ3lgn7fsd+j4bd5zYX/+EYnLhRuikJ/f93ef9QadmHD8QaJETkeeqVYdcCALgHro2ei4IjIFGT2pDVRhlQRigFyvxVQkqBUKCaut9B2P0LWXBVNDjRBHSytIZDLcvjDQ2Pb7zsV4m4AwDlIskNkskIk/GEjCeOa8Kn68DAgSp21Q1MpqvntFzEfTsPIZXh8Cr3h8wrP45zIQilgLj21nx9lxiP8cYHG04zIWO2Wnz5YXziN8K2CGUK45HqIgUFf907yN8LRzFKAASJoyxbwmAG1coTQfy6SmjwHOQuqua5dLTO9q5Xd3TD6FSG2//65s/e8Q0AuOLK82648coxqQyr1yy5eOOZ41MZzjhz7YvPvwIA89pbF3a1j0llOGwJ3xR1kqv7wjpp/V2O67y+cKyrhD0ppes6iKgIKopmSQmZ+JaPPphCRJQoUUopbdu2LbO7u8cyy2bFdD2Hc08KSSgBRJ+XyQhjlPhBfJRAEKlOqHo+YGAS370lYvJCoonthFDCgAIDSjUW8EyrzUMghNLQzSWiFPSvTspO1N8uQtT1JWLnWdX7keCqR31GaHRNsZbfcKLVR75zXSzBCEBhyBkZsCpFDwXWUF+tjux+P8tiP0S0SqaU8vDcWSYLgZiVssXA0yPvP5aoDxF5Xsd71+7vHclctS/VyQGABfJtBCSUoEQh/C4f99BzkHvguQjgT4L9yDKiUB8oSYSaIlNGCAXKgCq8RyPrjYr5GbHEGP9Rf3v/7cXCvJnacdMbWLT00fPPfhwAECGfI/nhqQiTRuy4/uqNwa6JFAiO3a9WUxnmzseFSw+eynC4ay7w8lfmDA94lNC1t46MgXwwEaUTJeKoHLvq/2F1WlF1xZwQDR49TGiZ+Nyjsr8bVafaD14nit0Vfiof8oWfWP3sUzqlz3mWEqXf3wsInNzndoYhDUrLxx2Y2zK/d/8wAFzx+vPv+OytSsJ3y603TD+V4cKLz1ASvrWnLJ2pVIZDrVq7T1V9Qls2L3GyyfyOX9QXxjCECJAQIoSMXHNgbINv9EUnJIiG0Q6cc8dxioV8pVIplYqWWbEt27YtIbiUEvz1Tl+2xygjlEkhI/adlPlxfIRRBgQiri3VXp/P7VTSQKqS9gJMF/BAQ+QY5PiNMnRRv6aURVAfUsYimX80ivwioG5i684a3jux6kN3XpvMEsZ0zxXFYac45FSKrvBQM8jPv/JQ7fjU6khq1sV+BKEuk2GUTt+dZbLw91k8jMce9UmB1u4EPLosVzCtzt706UWijOkZCafgEkFyFBw4V7HRoHBgaGvBGDANCAXKqsRO1dlT3T+F9FTfr7oMGfDlgIyVSKk60LvyiUfeO90pu8cdIevjB2FYSUQPXz37/F90zd8HByNMMoap9NFCTTO05gKFkSp27duPyrWlvhGXrJluKsNhV+nl5OYfJOvXOCvfXppwmEEk+woRpIAQFymsBNIHTgHyB8UtItTPwQvHxtFGfVue81MZgnRlmCx4PdwFQoMsPuk7c4b9PSmqqQy+XScH4aFQZE7u27ok9Zb2ue3TTGW45i2Xff2r3weAN1+7ceXqxdNMZZjT1jwyUgSAxsYsO5rc5Vq7LyydkdUdqXScnTy7fAKgvjHXjsl0xuMpByj95cBoTivnnBBimZVSqVSpVMxKuVQqmhXTdW0ggAHTgiqZIAlwFxBKKasiOso0DXxHzUgoewDHKCVBG5BQoBKEj/8YCzL+KImCvsD4Rf2CKVoppYyw4P2BEEai+X9Bf7Da1hvd36shvRO3PvIf1zW0xgWXZtkr591K3i0XXM+WABBLsp9+8fe1Q1SrI6zZFfv9f/beOz6O6lwff8+Z2b7alVbVKpbV3I27sQ3GYIyxKSamhEAIAQIECC0JfHMDKVwSfkluLsklIYUbSEJuEggQSugQU41pxg1XybLcZKtrV9umnHPe3x9ntkiWK8Za2/N89NFntTsazc6O5pznvO/zPACATMRjcTgId5bsul/aDGbIT+CQsL7wVqf+ZhUICNdvUwo1GT8tWzTlECAjueW0NbXaiarD6gKR9T1VlRyPKEqqvic5YYoBSpcXazZveYEBtXJhU3YvWePLwac1CMRt4XhLOOZ3qCdXFh1gdkIAEZIm83jXzj/7maA/Dns1TLq96Pb0E/t5fZjL6nVdh7ZdVHDSthMBcOR4LCw9Kn93m7/x0aBa3zco6xtACQQHwUEIq0pslfgwM8/K2P9kLxAQsFh3vzajjIXsZ8fOZrH2Q2QMKM1KXSf9ipLpTmTLzcgKXse0cYus6QkOQiAzpVQvk78nWZ9cK+EmogBkztEjx65f2yRTGX51/18AIDuV4cqrLjhj/slSwnfRF88eNJXh0zWNAJCdylBbX1VeUSIlfGXDij7NES8kAAAgAElEQVRjKsOhwi73ZeOEkvnleko77DdQNZvO7b22NOBV+STnXFEUZpq6rpumkdSSsWg0Ho/FolEBgjMmOBOy/A+UEEWOlUgk65MpDDRthplp5rQIm2XBQhVFBr6D5fuSEeuleSNJB7tbljBKyvkTlLQlDLEeZveAwl4J7Edhdc3GUcODL/6opWeVP+RmhkjEzHjEiIeNeJ9hakL2rrz4K7vP08aRubV2drW1d7QO1QEILpyqI8/nJYQM6s4yVKkMOcv6YhGMh3lfGIEAouXFoqgZ1ierNJwhN+WUF5GA0yU131ahT3bEUQWoCkp6+k4z0r4s1kfS+iirxEcHqfVtaTx1zcoLD/he2mLJpp6owS0yenp1ibJvfhbyiUp/d9gM7ehRACBh9JVUfDD/jFcViogQj/ZrmMwLYnZuoccrXO6cFvuFuyEagcoRR17CN+glhAiiJX/3v4qS+b0NV3ZjilRDqnCXiqqzrh9DR0NDZiAzLUOU7HqvvFQsK6C0OjTVFZy9BmGxMhgoB93PpG5fiPTg6g9Eb6e1YJEuMO69E6kAkgwwZdNilVVThNbq20QBppEybmEo/2ssHSwA58g0qCqv29HSBgDX3XTpFVeef5CpDJdculBK+KZOHzdh4qijk8pwqFi5LZrQhT0OSpw4Mr9jgPUdPDMcQHgGFAzl43Tsu3zAOU8mk4l4PJ6Ic85NUzcNkzFTCAECgVBN01LBfApNJe+lQhH69VpSyeAoJRQoUaRfi9xAVTOWMOnaIBCqKooMh5A7ltnwshtdhkCk9YJ7f3C2L8vxilseWRIodCqKYhpci7N4nxEPG4mYaSQtXyJb3WfjSFIvwbdt3xJPRIdsECLETOqatr9UhsJQgcfjzqnzxlFb1n3ZUWV9ArU4akk0kigHKJrq8JQSJqCAArkJzLKjAM5QiDQ/BKoQ1QGqA6TXWKa9U87aU/qoTJMnAZLq+bSqfKl+kvRR6ZrvhWd/tP93kTTZ2vZwzOzXVDx1WGg/TZ6TK/qefe0tv9c9/9SZTV2+mK4IxKTZOfqkl2dMWgN7NUwSgsEQZoka0Of/TMkHx8ekSDY9IQBsCyXeqtq+u6fmlh3EQWg6qEM6nQvgkg5xkEHkhmFRoEylV/YAp0IRSMr9NU38gICaSslLLxCkC3HZiwWHyvpWvCN2b8dU01M/g9m9iZ9MZZCFblmyExyl0lUyPS5pnpFS7nFIJbAjZ1Zh0NQg31/S27W/VIYbbv7SL3/+KADMOX3aOeeddpCpDKPG1O7YvgcAQqFAcUnoCKYyHCpiGl+9PWaPgGmcIDK/44T1HfZtUQghpYOJRIJzbhhmGpxzIbjchsnmbkRKFZnXB4DEquBZbC8TmkeIVABSmlYDOtJJDYqipPMf5Lo1zTR8Wmo/RVHs/8ATE29tfOuZD38VLHQhAjNEMsYSMSPZZyZipp7kgtmsz8bnAl3XtmzdNIRiP8G4z+P1etyQA6kMB4m3u5YcTdaHiIIDY5YFhdRZpZ02EQghwBkylkkbMzQrVFqaOlMKigqKwzI7pArI9UmS0vXJltH0bqX1S8bPc7AUh/2nNXDBdvR1bu0d5OOrDHhHFQ7eFDqyDN9///VYwoqTrqsqHTVqwuZ2DxOEC8HI1nnzn0inO/R2ZcR+Dgf6Av3Ffnl4Yg6nA3qdYq9V4a6Cju6ocsY2bxlTFKKoQFW5Og0owNSRmfLiAc4ROQiBnEFqwRqIAopitQErSkoISlP+mZRQClRNNXzKlCkpt6PZUsB+yz0HfBdb1ouNq1HwlH4vayeYZSeTfgpTEXwyoUQIECztb4ScW8YtktlKFZ8Vtm4iZ4gcBIKD+OtrGtatbRyQynDbt66UEr7Lv3LeoKkMp8yZ/MhDTw1IZZgybayU8NXUVg6ayuBwDFn05Kbdia6oaQ9/aZwIaX4nOutLFwmFEEIg54xzbpqMMVM6x0ijF8a54AIRZccmJRQBSar1ITuHDwAopaqqpLL9sukcTYGkwvQgwxOzboB2qt4Ji1v+uMQXUF0ep+BCT3ItwZIxU4uayTjTk4yb1uW6+Jzzb1h0h326bBxZDLnYz6Eosb5Y2rqzID+Yy0tgR5n1Wc8Iy6sTISuFzDLxBOSWlkkIYAZqSTQNNHUkKdU3oSAbSiTr61fcS03orc1SPZ+yjJN9FOlD6uke9ubrdw565AJFV6Ln0459riM4FTpneMkgkxIi6oN7/v3eJ9lPUkqmTRiVV1Dd3OWSYj+3/8NzF70g0x20JHTspumGT7cXPF5EzIj9fH48kUUPQmBsoz+xvMzMi/WN2KE4icNBVCcoqkXpZVcnM5AxQNHPuFV+KZLdOVJNxUrmCklTwayLCoD042mDer3sn/W1t+Ka94WWtK7xjGVLmvVhikymzTnTXwJlUqXVvcnTjZ2ymJnR73ETRSajD9BUh1fWbmtuBYB7f3rb/AWz95PKcOnl5zzzz39D/1SGM+afXFtXtZ9UhmHlxcmkDkdRwrcfGEx81BwFG/1RVeiqLnIfr+/uRGR9e5sLp7MBMYX0YyG4ELLgJ4RAy7SKUCGEvP2k8/HSt58szxWaeQkyrQhpfpgyFyXkUJJwbRzPrO+RJcEil6JQxoSpcy3Ok3FTizE9wbQkY6kufNvM08bnd3sccrEfcpHn87rduT7uLu++2sRwrg1tqcHFMqAXHJIx7FdykRsDQLpNzurwJIRAZkJPCFFS1p2D2KdBPEaWvf3teGyQtIaIHtnaG+9JHmD5cs7wEqcycJvx5TqYvb3hyPLVmwe8VF4SuvjsUz5sxrYIBYCIFmloWDp71ntpsV9nWybdYYDYz+cXDiecmAOsEGjqEAuLeB9GeoSiguoEh4NYrI9msT4zfWUgAKgOkl4doA5Z6yOUgJSSpv2B0msHckZEFcvE5fBYn5bAle+Jjt1WrIhUs/fbQyZ1MrXekfWV6udEIaRaL+PSycxMHJ8s7qVtPJlBSgsr9+zqgb1SGf708NOS2l1z/cUDUhlKSkMLz5kzaCrDtq2tAJAfCjQ0VA9IZXA5Hf48X46IdHb36ls7NHvgG4B8jzqm0qscj0KqE5317S0CHOyOKdI0EAZaie6TpmVnowOAzetsHBC3Pnyxwyu8flciZro9qpZkpsaTMabFmZFkWpIxAzElVbf7PG18ntPEoRf7+d0eh5rTnTYb+n7Rabybm6zP8vBgIBCYMYhFO2eWjYckfgpNF3aIFQjRv8SXNVaCrkEyQdv2TN6w7st77dhwqsJg7je3tQs8gDX8uOJgmb9fZIHbIZzJDZ9u3lqY71902rTlqzZs3dmRfvWyc+c+9uLbhfn+aZOmtEaDUY3IdIfxk96YMGYDIUQI6O0ifWEKVnQTBgpQRtoiIiHoz0PVcUKMxQM6PDkDLYl6AhNRJBRUh+X+atX6EJiBppGSgwoQTFragcyfstIdrQZOkr00QK1an1WRSwemWx3CJGPrsu85Ugar3xc7tsi2KmsP++rkTK/UgxW7Z3V1cpaJ4OOyZ9Vq4LQ6OTO5fLKL1cSgr6SivHLdmsb6kdX//cB3pITviqsuuPDisw4yleGshadICd/osXUNI6uHMJXhMFYE7BSHQXG8hjqc0KxvX0F/g96SZOkvXayzfKKs3oJMHU8I7J+PfoCZzf65qI0Ti/X9cYk/36k6FMFRCNQ1ZiZ5Ms70BNeTTE+azEDBbdZn4yhhaMV+AKAqis/tUXK14z2XWV/2M4OSL9kCB9C/lgKZBzDYSiUzIRYlsnmycdMFu3bOySaSTlUDkvfNS8ctX9fx6JtbWsLx/R9wqc89viQ/+5mpw7WnX34t/ePE0bVj6yqfePldLrC8JORyqi27LBI4vqGqesS4dbtVAGpw4XR/Ou+sZwsCEQAwTWhvzaQ7OJ3ozcsUh1QHen2oKEcvUjwXWB8ACGFFegAAUVJyTZAmQJYi1PKx1NE0kBnAGFo1PWLp+tJMbyDrS8n/LGlflulL9oxoP24uO5rFmg+QM0tZCmnDWJKWBZI0x5OvyqsXUTY2W4U7ZiKKFMczLL5nmbWYmW5P+R2Zq3ZEQ+PGloNJZbj8K+f/+ZFnAGD6jPFz5804yFSGiorSvmhccj+n05GDF1gkwT7dGbfHu0FRW+IuL3DZrO84uRsOSgU/+xhwQAL5efxRG8c6HnzxR00dKwOFbjm2mYYwda4nuZ6wWJ+hc1O3DF0AIFDsfPwHr9vnzcbnjSEX+7kcTq/LlYN3xW2Jf2xPPH5Mj4PpIWhve/0B4BwSccLMTHfMzmbo6R6mkO92RgxKEqriPf+UqrNn1QGAydg3H3j/1aY9Byz3nVlTln5cUcA3r3u7O9zPV5BScuqUcUUFeXk+76PPLh3w0oyJ4/0FVU3tKgD0iagnb9XF5zyrUASARAy62vuJ/bKT0F1u9HiR7JUokH7MGAVAVT3mayDZy9zpVhHsz8Sk7yUCIAfG0NBAT6Bpop5A2RhsmXamuKJF81KyT6nrAwBKIR0Cman17TWxGTAHC3fjindELAJAQFFJOlF9gH2LdZyS9aUjBBEEIvKUMA+BGZhub2YGZlxbmBXTl3LpJCOqGlq2tALAdTddevW1Fy4++4aCUPDuH97w0/v+AACzZk+65rqLpIRv8ZJ5g6YyTJoy5rmnl7rcrhkzJ2xc1wwARSWhkaOqpYSvtLRwqFIZDhW2rct+cJx1e57Qbi4HeaM8Cn/FJns2bnlkiS/ocDgVWUlmhjA0rmvMSHI9weVjZghuZgJ2ZkybdM9XH7BPnY2jcD8cWrEfAPjcHqeq5tRNsl17Z1Pslzk7eMFAPQLsPdwcXJMLaEnQtUynU7gLW7dZm02t//XbaxPVwwpuunCC06kyxnp6erxe78ebe+57Yu0By30nVxT6nQ4AIAQmDev1OOkHazamC3ppzJ81sTiUP+hL5SWh2pHTt3U7ticTLR2xkoCYN+Pt06Z/LFlBNEy6OzNiP39QpEtJlILXh9livzTrS8Y9zPQzTiiNBvKTJ9TILDiylCJUi8kOYAQgGS0dAatFkWR8gKS0T0mbeSqDxyoMgJbAtR+K1m2WMQwAKCoQCpKCEtgrz7C/ZQuCtOu0MidQoDQxyli26MhMGUEhOAfBUAgQHAoDwzrb+gBgwaJTb7r18oNMZTj3/Llv/PsDAKitr5p+8oSDTGUI5uflvj8fF7jC7vPcN46nbk+b9Q1OwA584va6l+2Hwu1n5zbTs5FmfYGQS1EpAHAmTEMwQ6RZn6lnWF/6alIc5PlfvGWfOhtHaTpoi/36I2JuXB25K/fHskFHmQN2mki+ZxqQiBNEy4FM17B5A0EBAGCyYiRfomTk9YtH1lSEAGDPnt1rV37MUEUU551//s33v3vAct/IwryqgA8AGkrZO+++Zpisrqr0tOkTnnj53XhSl9s4HerCOVP+9cZH5SWhs2ZPfurVZemXAODM2VOb+yo0RYwrMWvzxUvN9O1NvfVlicXznquv3gkAnGNXeybdQYr9stMdvD5L7IcIgjlN5mamw+10uF2Orh7DYHphYZ/qOFEmxLLux7kVe5BiW5BprQRImdkBEKApY1iZ1GclPdIDT2+2rBMbVqEQUkGayQshWbacAEAVqxSZOjyrP1MGTkjXFiuFz0TOwdRRxvSZOhqaEAyEQGZanFDFvJoRtRvXbdlPKsOTj78CACNHjfjiZYsOPpWhuzsCAD6fu2xYcS6kMhwqemLmhtaEPcztB1WFrqqQ61jPyrZZnw0bQ49bH75Y9Qif30UoQZTpsdzQhKlzQ+N6gjOD6xozDcHNjKEL2Oo+G0cdttgvDY13fNj79Vzjewe5krivfpb085xBPEZSHZIACE3riGlI/q8IelFveMaVC+tmT6wEgJ7e3kgkomnJXbvChslcqlFXV7sz4rj38dX7L/cVuJ1ThoVUioW06aM1m1LEjJw8cZTH5Xzn43WMi7PnTFm6fDXjIv1Sfp7v9fdWMS4K8/3jJ87buIft0RN3znExxlRVbY3wxz7lWzviU2o7Ll70eJ43CQQMHTr3UDPVoep0oS8PAYl8t04nenwI6PB78lWqJDUM+F0CaU+ERaMskcT8gh6vj504/+b9GoAxQ/zS1CvTG0z66ULhIIzr2lvFyndFMpG2kyHpJHdJ/CCbZMrSH2ZkqBbrA8u1RYhM5p5gYOgonzd1NA0hzV2QAzLHiOH1WzbvgP6pDD/40TekhO/Ci89adO5pe6cynLVw9t8efR76pzLMnD1JSviGjyivrCrNwVSGw8C6HfFw8gS6yA8Dx0GSu836bNjIAdb3xyW+oFN1UCld4CaaBjd1YRrcSHJDS9X6TMEZptdfbdZnY6hgi/0AgKO2rPuy4+/DFQIScZJ2QwHAjt3Qudv60evHXW3/OW10+ZfPmuB0qrFYrKu7W6YQmaa5dm2Tz18wdtzkdateO2/xBQdT7ju9uuTkWv7My68I0W8zp0M97/TpCU1DIV59b83eL7V19vgDRZu7C1v15JdOUs6dO7Wjo2PlylXBYFBV1U9a2bPrdZObs8etmTfrVacqACAWJeEuwrksJ6HXDw5nim9QKCrMLy5wxZJMURyAVCA1DOQCwmEejhilw8JuDz+h/s0HLQhjlptmVgDIQS03aAn8YCnv6STyhFuRDzQTw0BIxoHGqu/Jmp6wjkYaz0jWlxXMkAljMA1Zq0RmoKmj4MBNGFYyYvfOTgC49PJzbrr18v2kMiy5+KzZp04akMowbkLD9JMn7CeVoaysML8gkGupDIcKO77vIDG2whvyO47Rg1f+4z/srGcbNoYSb218a8OuD91elVBCCEEEzlAIFBwFQ9NEwVFmEHEupIwhjS+fc7V9Am0MAelyuUtLygmh8fjQzBK44JphUEoV2Vg2FKBE3Z74x/E1ywddg1iUilSJLxbBpnUkESUA4HBi/VgcXhf48pybTz2pQVGoEKKru5sxlqKLIhY3o32dwfwSZmoulzqsJH/Nlu6wtj+jiEKvy2SOifVF4UhvUjOyPmKxceuu+bMnGQwNU+/tiw94qay4ICIqYgz8PrxgSllNzYiioqJx48aFw70tLS21Jb4z6lyKw/38yuDqTbNUjBcF2ihFrxcZE/EoCEG0JCTjqKoWu3F7XAJB+U6En+mhlBJCNUPoOiYSwmAQ7vUSyhRFKMrx+U+9tyKU7AWwchQyPw5a3BvUk3z1cr7iHdR1Qql0BLUUgJRAVrJfJiBEVhcJpFR8KFs6QTI9YSUxgLRsMQ00DZDeLYKDYMBNMA3wu4tqRzRsbdpVP7L6j3/9yQP3P/rEYy9fcdUF3//PG+/53oPBYN6d3/3a2298vOztT6ZMG3vjLZc9+fgra1ZtWnTunAULT3nisZdDhcHFF5756ZrGxs3bRo+tmzV74trVm50ux/iTRsbjyXA4Ggj4hleXJxKaoRv5BXkej/vYle0olLgdtDtml/sOgM6omTBEyKcei5+1XeuzYWOIccvDX3D7HU6Xoqg0ETNcbpUzNA3ODDR0bmic6ZwZwtC5YTDBINvQBWxPFxtDihNc7Lcm8sOwufb4+ChNA+IxK5UBAEwDWzZZLZ0AMLxOVIwARQUAcJGyk0uf9Li9FjNMlftM09y2vYdzUVZWvr3l0/qGmgnjxx+w3FeT768t8APA8BB38rY3P1iZLvrVVZUi4NadHeMbqiaMrPnXGx+mFX2UkoXzzvx0t2dlR89dZ3jPPWuux5Px6DRNc+XKlRs3biwuLkly+vxmXLalr7as5fSJy2qG7ZJvNhImyQSlBICA04mBQrW4JBjKdwoOXb2moiiIJJlAqtJ4HP1elSDZ1WaYJhQWxsorj0MF1MFY+2Q/v6/t9/Y42NksVr5nSfioYhnDEArUSvMb+Fvplk4ZKyJ7OFGAFOxlZ6/LZHnOMN3hyWVKuwAwPbXV9RvXNxcWFXzvP2+8757fAcDceTOu+tqSg0xlOO30aZ98vB4AKirLxk2oPxZTGQ4Dtp/nQeIYtXixa302bAwxXlr1D49XpSolhCgKBQQhrKGLc7lyiTLBT+rRB8RvdfR0XLbgKvs02hgi0kULCoryg6HecA+iGJJjMJhpcqYqKj3qs64eY1WC7zjWP0TOIdZHdI3Kwo1MZdizncg+uvwQjp+OhaWQllJyiHVsqXSq+S6nU1EUp9OZn5+PAIlEonXXTkIc9SNPYmZSUUSe319c4FnVtL9yX8Jk1UEfAESStNcITB5VVZzvbG3vopScfeqUd1dsAICOnr4NzTtmTBw9ZWzNpq2tADD9pNE7Y6UawanVrkXT60pLS/rNbBSlsrLS4/GsWLGitrpqTKGYVO7cHukbXrzR546jIISC1wduN+pJ4JwwTihV8wu8QgClSjzBnQ5VbYlU/CGemJvnVKnPq6qqMuav7bvHeDn3xGMiEDTg+PJj61fBO9CW6e0HfT79TLgb33tVbGuURD3V0kmsrs4BFp0oUi6dwuJ4lkUnA8HSMesgU/iYDsxEGS3ITWAmyoh5ZqCp0+GlDV1t0a7O3utuuvS/fnnnTdfeUxAK/vintz/zz3+//uryWbMn/fDeb/z+N49/uHzNJV9auHnTttWrNtXUVnz5K+e/9+7KNas2TZ0+7qyFp7y59EOX2zX71Mltuzv37O4sKglNmjJ69+7OcDg6bFixoqq6YXo9rmB+nqqqx82VUOBT2yOGsO08DwSB0BYxVIX4XMox9Omr9idnw8YQ4sEXf6SqQBXrnkEICACZndRvDk3SwzICJZDlsGxqwj6NNoYWLpd73JhJfX3h5pbNqjoEa5+M80g8dvTFfoXOaTkV1H6oQIRkguha5ox17Ma0hM/hxDGTMFAw+O8mk8ldra1+ny8UCqmqGiooCOTlqaq6eVNj0+aVDpUCkJ7e3lMmVk1fvmv7msS+yn0GFwYXToXK42nu9nqcIy9cNJzpvf9648PMHEvgshXrnA71snPn7tjd5g5W727H9V3hr0zLr62t2ce7QwBQFAoAC0+d5Cv7ddzs4AwIQaoAQXA4oWQYJBMCiS9Y6HU5HUmdJzQmBM3zu3Qu+hjouhBIRIJToPFecLuUSITt3OmpHH7cBlsf0n/QoBsTQrQErvlAtG4Dqsikh7SWD0R6yJIaQeznEYoIQqBs5pS9nULG8TEQQtb3LNke51ZLp1whFRyYiUWByvbdvVu3tC5YdOq3v3P1ly+545knX7vzrmtPO31adirDd+/8xcJz5sydNz07leGJx16ura+afcrkV156d/u23dNmjK+sKpOpDGPH1be0tDZu3l5UXFBYGDyGUhkOFQolo8u9dm77QWJrh9YWMcZX+o4Vixe7w9OGjaHELY8scftUp0uhCpFJfdxExrg0dGGGMHTBdM5MYRrcNAQ3hRD9DF3A9nSxkUMs4sRK9oux7Z+Ebz9G+Z5pQDyWmakkoritiaTXmkZOEMVlewWmpeBp+35l6cT0j/n5+aECix0mksnNmzd3tHeWlBYHg8GS4uL2sPH1Xy/fj5nnxNKCIq9rwJMlebwiEH/pzWWGOVBodMXiM5dt9fVy85RqfvmCKcXFxYPutre3d9369YWh0MiRI1VV/dvSLxi0JeM5CVa4HEeX0x1yu6jfpwKAopD2Ts3hoJyBoQPj4HYp4QgXSFCA26V0dbP2DnPBwm6ws5f2gfUreNN6EByoDG1PW3RSoJRwhmnDTwIZsmc9EFYYgxBopa6nQthlxS/t2iIYMGaxPiHQRQuqq0asW9NYP7L6/9193UGmMixYeMqUaWMfeeipUGHwlDlTDzKVoaAgT1WP56pJc3tyT9iwr+SDx8gyT0nQmfvHSe2PyoaNoYWi0LSwAQUiYtaqZ5YmHix3bBs2chaEkJLiYePGTPZ584bqGOJasi8RN9nR8CRw0vxj8WNiJkQjJE35UGDjWmjZbFG+ojKcdaYoKd8n5QOAbMoHAOFweNv27bFYDAC8Hs/kSZMmT5kUDAYBoKe3t64yNH1E0X76b7uz8vfS6Igqq3cHTpuzYMbE0dmmiIX5/qYuT8JgvcnktBF5+6J8AOBwOCoqKhoaGtIT9L2PQCAxWIFCyagHusjGbkDS02sUBJyAVNNhzO+7vV61p5chgBCo6aKz2/R4qctJd2x32pRvb7S3ilee4I3rABAcLqKoRMb30ZRXJyIqKlEUQhVCKSFZZkyUpip+UubAwNRTjZ0GmhoaGupJoSeFnkRp2skM5CZywzGyenK0x1i3pvHen972l8f/66477q+prfzT336yft2W66/5wYUXn/U/v/nuk4+/Egj4bvnmFT09kd//5vFx4+tvv+PKVZ9seOShp86Yf/KSi896/71VgaB/waJTdU1/f9mq4SPKZ8w8qbs7oqpK9YhhHq8nEon5/Z6iovzjm/IBQE2x2+uyCcIhoLEtuW5H3GC53ntl1/ps2BgyfOfRq3US9vpdlBKZRSsYco6MCaYLxgQzuGmgrPVxUxgG50wIPtDQhVB48QG73GcjtzDkyX5OVfW43J93st/bXUuOoQ9l71SG1hYId2dSGcZOQbfnwPtpwKcAoLGxsbCwsLCwMHPOHY7ikhJVVV9f0fTW6u7Rw/2njcorKS7uiBi3/u7DjZ19+9rhmTVl+3pJpTi6zNy0aVXzznYAuHDRgk92uBv7otdPU5YsOj3bxGUAYrFYR2dnVWWlDMv+29IvGKQlEy5HgFAwuRcgv6BALflZB5+odC8q6g0bLielCjVNUfNgd/T7lbohEglhmBiOMM4BgWzbmpg+MzpsmC1+yiCZwA+X8t6udBgDoYpFtTPBDGC1dFpPpSxbUvYtlk2LECC45c4iEASTqQxWKJ/U78nqn6lBecmIXds7oH8qw23f/uqDD/wVAGbNnnTxlxbuncqw+Avznnt6KfRPZZgydWzT5m0AUFQSqqmp2DuVIS/gO3GovmaIFS12kMOhwaGQhjJPLuc62KzPho0hw82PLPH4FKdLJYRQhaBAzpBzNLsCao4AACAASURBVE0uTGRMmDpnhmCGGMD6BBuokfEG1ad+vNQ+pTZyDUMo9pPwOF1u5+dYljlWbDwRQUuClsxw4FgEtzdlJHw1o7Ck/GD3JlnflqZmSqmmJevq61wuq0Vz7fbe5evi4ZgAAK9b7TWNW86tnja29ru/++CpNTv2pe6bXVnkceyvfpLnxvrCaKSvt9Mc3p7gDhf7f+dUjxkzej+/cgDWR4EQ0hstc7lIfkB1u2lvrxkIqEJAPME0TeQHnXk+BwIwjnvajWRSFBU6WrYZe/YknK7o2QuRUmKX+yQ+fJPv3gaEWv2cmQi+FN+DrEIrZsW+p1V88knOkJvIuWR6wHnKo8VEadQpo/k4Q84hz1380mt/mj3l0hkzT7rrhzdce+XdAHDFVRdcevmiq6+4KxjMu+WbV/z+wccBYMq0sZd8aaGU8J151swx4+oeeeipisrSU+dOXfra+wAwemzd6DE1y97+xOlyjBlb19raAQCBgG9YebGU8AWCfuV4jezYNzoiRmNb0r68DxVFeY6GMo+Sk7GNNuuzYWPIcMsjS7x5TtVBJOuTVtScC2YKwVBq+bJZn2kKZnLBQXDE/h5bikqe/+Vb9im1kZN8Y4jFfoQQr8v9OYn9tiX+sT3xeI5/BIYOiXi/VIbmDYSnqrDD60RV7f76OffF+jZu2DSsYmws1q4lo0KwETW1j73dsad7YHXX61F9Berlc2q/88iKfZX7RhbmVQV8B/y7bodIGGRVZ+99i/LnnzEnu9GutbX1kxUrKstLg35PzcjxVFH2yfpS6XBAoK2zsLTEl0jyPL8CAAUFDt9/tu7+ZmkywQkllFLOkXNMJJEAhELOnbv0pqZI9QhtVAP4A+hwDp5VcOL8d29vEquWI2AW5UvJJjN3gP6PMPXYonwchAAUCASYCaaOViqDCYKhoaOQ3i0yrYGDYKigr662Yf3apgGpDDd840u33PhjALjx5stmzJwwIJVhztxpJ886ae9UhomTRn30wVoAGDWmprgkNCCVIT/ffzxZdB4q7CCHw0POFv1s1mfDxtDgO49erUPY7XWqDgoAQCBV6xPWWiYThs65mWF9jAlmCpnhjnzgkrnt6WIjlzHkyX4KpV6X+4gn+3Ubn6zr+3HOnnbOIR4lPJW6jgK3b4F4H6EqcbrVsipHaVnMcegeBJL1tWzdmRcsbd+ztW7UjHD3dl2LVg2vev2j3au2871/xZOnUgEvrG8dtNw3szrkowd1HKaKtUX8awvGlpcPS71H/tILLzpcTr8vZJhMCG3WzBk+v/9gWF8yqUQSxaXFToHAmCgscBbcv7vpqiIE8HqUWJxXDPPs2JX0upVwH9cN7O1hXZ09c08TqoMCAYcTvT4cUAQ6QRhCuBvfe5VrSVBUQihQYqUyZOW2p9hd1vfUSpC8J6BcxJRxfNKZ09CQcyuMQXCL7DETBQchkGtqdVXd1qZdAHDHd7924SULFp99Q01t5Tdu+/JP7/sDAMyaPema6y767p2/CAR8i5fMe+WlZQBQU1txznlzn3jsZQCYferkMePqnnt6aSDonzh59MZ1zQBQVBIaOaq6cfN2VVVKSwt1wwQAr8fl9XlO8HKuEPjx1qjJ7Wbmw0EOFv3s5AYbNoYGcTPs9ipplwJD4w5J/1ILoWJAYk7W2EMI2PdgG8cWKFVqa0YNodiPCxFNJo642C9Prc/NE44I8Vg/CV/HbpCpDA63Y3htsLzC6aAsaQghEod9PsorRxJKuzp3xPp6PR4HpeTsmRWT6sL/Xtm9M9xvnTsZZVvjsZPKAqv3RLKfP3/68KvnlOc5xfrt8TdW98b3G0XDhfh0d+/VJ5emKR8AvPXWWx6vNz9UEyoe5nR6Nm9YTg+6Gc/rFY0tWkmhS9e516cCIb3frnDFWE8v0zRWGHTE4tzQwTRFVyeLxXksqpUWo65TqgChYBqkzyBur3B7QN7MERERj2+qoCVw7YdiVwsQQlRHpsSXlvBZBI9Yj6VBC2acWhAAUFi1O86kfk/q9NDQRCqK3Updl9+ZCWVFw/eEu7c27UqnMvz54aezUxluv/Oqn9z7kExlOHPBzJ/d97Df773wkrNefuGd7FSGxs3b9pXKUFSU39UVVhUazA9QarfvAqVk8gj/R822wO9w0BU1IwmWU0U/m/XZsDF091MlrXMHp0sRXPp3ZjysAUAM7B0CQgBtzmfj2MSQJ/sZjBksdgTFfk4azEG+t59UBgRw5XndXoUgOF2Kzj2MG5QePg+nlNbWTUok+lp3rJHPlBbnX74guL216+UVfRE9M93Z3hkfXx6khMjb2qiK4L2XT51WX9zR0RGLx8dV+8ZUeZdv7Fu2LrKvv9XDzetn+uvrajPzqq4uXdPGnDQvHO4GACG4rh+aEqm8LLKlWQnmuxC5lhSco8+reD1KOMz6HCKZZJEwR4DeXsPQuWkIvx+0BOgJCIaQqgQAtATVNfT5weEEQgge1zfoDStF0zokBFQHABBCgSpyYCL9LkFI8T9J+YTkw4AIzERAsGp3Jkg1uxAgC32GJiTNk1U+QoBzcJFgTXVV46aW+pHV9/7k1ltv+PGXL7lj8ZIzr/rakuuv+cHTT75+482XPfn4Kz+596Ep08aec97c3//m8RUfr8tOZTjjzJlvv/nRKy+9W1tfNW58w/vLVu1u7Rg1pqa7O9LS0hoI+IpLQpFIrKsrfNynMhzyLU6lYyu8G1oT9qk4DJgcN7QmcqfoZ1/ZNmwMAb735+sUBUh/JY00MUMhl0UxPV7uDULI3i+ce9tc28nTxjGBQCB/0kkzhlDslzR0zTSOlNiv2Dknd7LamQmxaEbCxxk2b8hU/IYNx8bmQIAougG6AZrBCXXohtvhiH3WyYTqyE6sJoSMqCy+tjR/1ab25ZsNjasA4FGVta3h0SX+Lo3dfcmkc6ZWqQrtTyDJqeOCU+r8r6/q3bhj4CwTFVQErw72Wyx4442ldTWjHQ43ADRtWg3AHOo+ltX38TmH8sWGDXHTVLo6DUWhqoN6PUJVQXXQnh7mdFJdF7GYMHSu62Y8bnh8CEAQIdxDqILBAiSUEAGxKKFUeH2o7ntZf9CLrV9CTw4XCXdsEZtWYzJhcbzsRtlBzzYKKdiT5A+EgHQ/pxCWbE+yO2ZK/2owNWSGldcnB0FTU0fWj968oaW7K3zvT2+bv2C2bOn8wY++cec3f778vVUXXnzW+V84487bfx4I+L76tSWP/fVFmcqw6LzTHn3kmU0bt54x/+TauirZ0jlz9qSVH6+XqQzDq4dt2tiiqkpFZUk8rslUBrfbZTv0DPI/4ndUFbp2duv2qTg85E7Rz47jsGFjCBDhXYpKs1Xv2B8wGN1Lhd3Kx3tNHQRc/d8X2ufWxjGBdLKf2+UbkgNAxCOV7FfonJYjZzURh2hfmvJhLIJN64hpAAB4/TjtNFE3BjWNmbpQKSVUEUzxedzxqPcwzyEIxgZxekgkEhs3bGhqbFKoMmNC5XWLyqZUMQCY4A8DwIQK8uaPz108o3oA5UvD61YumFV0xbzS4mC/GVJTb+zC0eD3+4uKMlkRXo+/tOqkjrZdzZtXFpcMG3fSHKoc2nK2Q6UVlUZnZ7i1tW/3nr72tvjWrX172oxoTHR1sh3b9bY90a6uSG9PzOFKTpsp6hugfLhwOBEABCfhbpqIWbdjIWgsqiTiCiIZFMfqgNWNb73AP3nXonxASD+mh6klSwkhY9MtjxYp3uNMfllWnMxEZqJpIjOsL9NAU0PTEMwAGc9galAaqkXDtXlDy6WXn/P0C7/+1f1/+epl37nnvlujscSd3/z5rNmTHnzo+++8teLO239+xVfP//69Nz321xdLSkPXfv3ijvbuRx95ZtyEhksvP+fTNY2vvLRs1imTnQ7Hyo/XF5WETp49MZHQNm1sqagoqW8YHo9rLqejqCjf43Hn1Gf0nT/e+c0H7syRg6kKufI9dqHo8CGLfpt2J7gYyl4A+yO0YWMIIARSJUunR2Gg0An3OVm2Xhuk2gddu3vsc2vjGAKlSkP9GF3XGpvWAxmCsfCIiP18anWu3Fg4CXcTXx4CgMNJ/EEYPQm62rCwBEOpMPNxE+NbNpGqSu/WFq2wQO2L6E0t8dLyw/lzBfmBxo3vItLikhHZzy97590PP/gQAEKFoa/feIPP5z1rVs3U0X0vL/Nce4a3euQYr+vAc4/KYtfVC8o27kw8/0E3ACSRTax0nT5zfLaiT7L3j95/tbxiRO3Iyfn5hYd33kbV4egGkxDobFHXv6YYhO0p1ttc1OlwxBO6d5sy/2ozyUn1cCI5jtNJyqtFPErC3YQLamhg6uALgNMFAGAaJGIQt0e4PXAwJCLHm0I/flvs2YEAoDiIFbiX0hpYhT7sZ9aC6RQ+RBQguOR+IARwEzlH5JZxCzMhTQIFswqAMp4h4CuKRJO7trenUxmWvv7+DTdfdu7iuVLC99WvLfn9g4/fc/eD6VSGZe+svGDJvOXLVj339NJ0KsMLz705cdLomrpKKeGrb6hube1o3rIzncrAe/tCoUAOpjIsb1xp6tDTkciZezUZU+ldYTu7fDZ0Rc2uqDmyzFMSdA7N52h/BjZsHGW8sf4NEECys54yMbWpdVMAQMvQBQd1dRlsNiGYfTu2cezB5XJPGD+1uqreMIbGItxgLBKPJXX98CbfPqUyl04niUdpIkbiKf+FojJCFaviBwDVVbyrO/bxinBXl7Ftu7ZqXW9BwWFaNRSECmprR7icdPP6t3ft2Mi48dDSOxKJRGur1bjb093z0O9+L7gghBSGglcsnlU9cvz+98mySq+UknHVvm9dVHnSCFdJSLnvq6cMoHzyNjltxvzK4aMOXKU5iM+2pJZNmeCujIaKNvjqFXRs4QVNrokzeWEZGV6ZuhUjACAhJC8IVbWYH5ItjCTWB+FuWepCRNSSNNJLDH1gH0d2Q0c28cvBYuCW9eL5v/E9O4BQQlWiKCn70/5enZD1WEauC4GCI3IQHDhDxoCZyHQ0DTR1NHU0NTR0NHVh/aijqSM3QQh0UP/YkZMi3cnCooL/ffTHW5t3Xnvl3XPnzXjsn7946olXr77irhtvvuzen9z6+wcfL68o/t49N+7Yvuf+n/1pztxpN9z8peXLVnm87vO/ME/XjaWvvV9RWXbOeXNbd7Uve/uTUWNqJk8d29ra4XI56uqrnC5nd3ckP9+fXxDIzSC+11c/ozqoEDk0piuUTBzutwesz47GtuS6HXGDCZv12bBx/OOp936lOPsN8Cl2hykfFwTMnmEMNrMbdFZjkz4bxywCgfwpk2aWllQM1QEkDT0cj+mmeajcjxAl33FSLpxDjxfdXnkzIaYhiZ/1YyxK+8KEc3C5lUu+yENF0YKCbpe7a8zoxJixh082KKXDq4cPr65kZnRr+IOp09s7Y7vi8Xh6g57unof/8IeD3+G2lm2NjY3Z3M+p0nkT876xoNrldAx2AEq2Y+eGdR+h+AzqIwLBU3ryi1Wfw8E+LShOBKZewKpPZ5kbMiGEEMy6AxcUYkUN9/k5JQSARnqUeJ+1KIdI4jHaFyacpVo0srA398sdRHrw1Sf5uhWIghCaSV3vV+JLc2kEqwaaFcGHItPPyc1UD6eOpo6GLikfmjqahpXFxzkyXa0uHZ3sw/Vrm+747teef+33d91xf01t5W/+8MP167bccuOPFyw85Q9/+tGTj7/yox/89oqvnm8YTEr4vnHr5Zs2ND/6yDOzT518+VfOe/+9VYGg/8yzZuma/tEHa8srSmbPmdzdHdnStKOioiQv4JcSvqKifIfDkbNtt5QSqpBc8xF1O+mEKh/Y+MwIJ9lHzdGOiHGUib3N+mzYGAIoCiUDdRGYdnBJt8fsf3Ziw8ZxhtwR+zHOD+kXy1xn5sSNRYVhlaKkjFOKAGAaJNxNtCQQggDAOekL01iUuD3K7FPJmHF0/Elk+Ah6GDPLV199NpHIUDuHwzFiRPUe7f2duxzdieYBG7e3tfdFIgd9DagFofKtzS27du0SQhzE9qlZVHfnhk/fcTuNU06Z5fF4Dv8ipFB0ao/TqQghyk6JFk7Q07fcfVixoKpgcRmWVTBVFUKgrkNPJ0nEUAghODKTRHpJTxeRvY6D/P4+CoBDAi2B773G3/yXSCaA0lRxL+tsZ/+YbuYUaAn5ZH8mY8jMfjTP1NHQhaEJQ8sq8RnITMvEpTg4nCWcWxp3Llh06tsf/PXPDz/91cu+c+dd1/7q99/74d2/rqoqu/9X/7FyxQaZyvD9e2965aVlfr/3yqsv6GjvlqkMV117YePmba+8tGzajPHz5s9cs2qTz++ZfvIEw2QylaG+YbhumKpCCwtzTsI3AP/5+PecPgAEqpArvnPTqx+9kTvHFvSqVYUue7Q6ImhsS67eEdOMo1f0s1mfDRtHfWbZX9QH2TbXA4Z/3OcUx4aN4xVS7Deyfjzg0FzuXIi+RDyWTBwM67BmQo7RuXMCfQEYXieKy+TBEy1BersIT6lxTIOEe6iW/EytAYWTnnvqud8uX/5m+hkheFuXsXuP2pZ8R1GUAbxrS3PzQe6ZMbO7qzOQPwxR3by58WDoomHoy995DkV42tRJp50257NQPgl3XcLnchICoYm6dX9OJ49nGSujVLMJy6xSUaG4TOQXCG6CaWA0DJ27IRkXybgwDWAmdHfQcC8wE2VWQbqlP3ew4RP+ypOiqw2oAlQhhJIM8SOZTk5LwpfKGRLpsp6J3ESW8mgxdZnEgKYke5oVzGA9qSMzkJvocxRPGDNt987u+pHVf//n/StXrL/o/FsWLznzkb/c96eHn779Gz/51v+7OpnUZSrD9+65ccXH635238MXLJl38+1ffvmFd0KFwYu+eHZfJPbCc2/W1lctWHjKtq2tH32wdtyEBo/XI1MZ6uqrAKCrKxwKBQpCwdwP4kNCXE4XpURVKQA89vw/c+rwqovcRXkOsHEkkNDFipbo9i7t6BT9bNZnw8ZRxRvr36A0SwUhgHNhdcUMmAGkxtS9iB+BfRt8L/726fZJtnEcIBfEfuGDFvu5lRIHyc+ds0cI+ANYXc8D+Rb3i4ZpX29mJSmZoJFewg731AbLojO/9KEofeKvf3uouXkTADR3fjK8ynSoKNQ2VVXz8vKyt//ogw8Pcs9Op3vshFMj4XbdEMNHnBTpO1CkBIHmze9Nnjzu9NPnlpWVfYaJduYBoRDwO90uR/pkWq4lqdIWSbMfAkisBg1dQ2agy41lFdzj5qYhKJUpBWDqaBqwZ4fY0QTSvlJm1mU6O4b6gtnZLF78O2/8FAjN8D3an+8NGHMsLQJKFR8IboXsyXIfZ1Ypj5nITOtdcxO5aVl0MhO57mwYflJPR3zXjrZ7f3pbuLfv1ht+PGnq2D/97SfL31t1/TU/uPDis/7nN9/9yx+fLa8ovuWbV+zYvke2dN7xH9csX7bq7//3whnzT6aUvv3mR8UloQWLTu0Lx2Qqw4yZJ7W3d7tcjuoRw5wuZ7qlMzclfANwz9+/7/ICYwwQqEoIAWbkXCfwyDKPbel5JP8Bu/WPt0YjCfZ5/yGb9dmwcVTx1Hu/ogpNc7aUfQtKBpjlfpY1DziUSQEz8Gd/u9M+zzaOD+SO2O+AW5Z7Fuba2aMUCkuwsoZbMQOChLtpIkvsF+2j0T5yiN2sKbZFobS+c9qlSxs7//jPp/8vFtW3bXcSAu3tqq7rHR0d2Rt39rS9uPp3B7lnVXWUlNXU1k/c3drED3RwFRWVc+fOaWhooPTw5zPZxF52WoQCXp/bacaBc+QCBUduubSA4LIvEWWZi5mYiItor4j1imgYoz0iFhaAwuUSBNDU0Uhib6fYuBI7WoEzZAZwEwQDWQDkHKQKLiOKE0e12zPSg2+/yD9ZhpyDolpCsgHFPUgRPEIISRXKJA228vc4ciZtOZEZaCSFFpfFPWEkUYuLZExocWFoyBjqCdSTOLx0JNccG9Y1X3fTpTKVoSAUvOe+W3ftbNs7leGbd14lUxm+cevlMpVh6vRxMpXB5XbNOmUyCtw7laGmtjJnUxn2BwU9Xhc3ARGoQiAnK5PS0tOh2N1HRwwmx093xj/vaAeb9dmwcVSBAqjSf/AhJKPiS1m5WEzvsAb+D9Z+Yp9nG8cNckTsF4nH9i/2K8gNQ5e94XBA5QhRWs4VBQHASIn9rHUik/SFaSJODo9lKA5RP2vryAWvbPz0bQBIajTPUbP3Zq6yuK/kg4R+CGahbrevYdSMAxZnJk2a6HTuzwO9q7sTAKLRPsaT+7nGsh9jUnG7XUGfM7HTzU3gJnBmfRccEAkiMBNNDfUEagnUk2BoqGtgJFFLYKQHon1E5s6ZOm7dCK0thDMUAlwu2d4p9yMJXmqZT6QWAeEotX1qCfzoTfHGc6K3CwgFQgmQfn4tVhp7//FK8FQcH4dUFh9yE2QSg2R9pommgYxhdkafPHvMwIC3BDXf1i2tM2ae9OzLv33mydcuOv+WG26+7C+P/+zBB/5aVVV2389ub2rcfs/dD845fdpP/vtbr7y07DcP/P2CJfNQ4BOPvVxRWXrpl8/Zvm23TGVYdO6cps3bfH7PlOnjAKB5y85QKDBq9AjdMMO9faFQIBD0H0NJiX9+7VGqkHifKVuyKSFyNePG/7o958gpJZNH+G3id2TRFTXfb+rriBif0/7t+qwNG0d7DkkIAZJF6DDt3mnlNKRre+kWGjn33GumMjgrZKawz7KN4wy5kOzXl4g7VdXrcg9aVgqoI3P5BHr9UOUT0TDp7qQAREuAlsBgAcrSja4RQwevDx3OwxEPu/P06Reu1t8u7AzTAu+YDtg1YIOKyb2xOI37+7yuvKP2ltdvWK2orgKR/++lLy3/6JVhk7pV9QD0XrZush5XJJZQnY7ebS6o6JOMSFGAKkRRkFBJApExFBxEqlGTmWDoRAggFBUVgEK4E3q7iOyT9Hiwfix68+RqHiISwQAIUECgKVfQdG2NyEoafn50Zcs6sXENcgZUkRW8jFGnHFyA7KUjQOAW5UMUkgGmA/esB4JbxI8zixxazZwcBQcH8Y+sG/np6s2FRQU/uf/bd91xv0xluO1bV15/zQ9ef3X5jTdfNmPmhDtv/3l5RfE11138+988vnF985y5006ZM/mRh57yeN3zF8x+/71VMpVhyrSx7y9b1dnZM2pMTXFJaNPGFpfLUVlVFonEZCqDw3Hsac9aupsChU4AoicZAlKVEAoAEO02bvrv2397x//k1NE6VTqu0rd6ewxsHFE0tiV39epjy31u5xEuztmsz4aNo8v5RP9JRiqfF0WWk2ea7GVcXg6K70kIO0TVxnEKKfbr6ws3NW90OodgSmcwZrCYx+lyO51kYM1eqXCf26q9mLNnjxAIFKAvj3d3kniUApBIL6EUAwUIQBBJPEYUBb0+VA/r1F7XQLublc6CZe2hMapD7WzvTFF20damxqK4Dp8/I3DDAe6QyLa3rHe53Z+J0mzZ/PSzj2PeJ3pfUCSH+YZtqpi6gygHfWMsjLPqDpagtKzL0IEQoBSFCkQFVQECwEwwZcg4t5boDAMYo4SAogIhkIxD+y4ii2YOJw6vw+JhxIq5k6wOQLZxEQEImO7iIySr0Pf5ML72VrFymdA1oqiEKpniHqEDrpa0DAGznKVBcBQCUFjZ6yxl38LNdFnPcqyxioEMOEdhqFUVtduaWz9dvfnen942f8HsxWffUFNbecd3v/bDu399/TU/WLDwlEsuXfjdO3/x6kvvXnfDJc/8899Swnf6vBlPPPbypg3NZ8w/ubau6rmnlwaC/ukzJqxZten9ZavKK0pG1FY0bt4eicSqhpclk7qU8LndLnJsWp8RhVBKhUCeSt+llABBQIj3mjl4wH63MqHK9+nOuD08HVlIl5dh+c6aYvcR9B8i4fAe++TasHF08MDz92xuXeX2OahKKCWEEEUhnIuUGh4FRyEEZ8iZ9R05yMeCC86RcyE3QwTBxL6430u/fts+2zaO59UTxM6utvaO1qFjUMTrcrv6FxMi5sbVkbuOiRNo6NCxh5qGNZlwutDrz1hVOpzo8eKhOl+QJB3WsyBYfkkyqb33wQd72sLbt+42TdNbHht1RmfrbkdBPv/ixEcAoLamXxdoR0dHLBXxZ5pmW1t7Ip4sqxgbzA/t3LayqqpC0xJut7eqsvKA1ZtotO+fzzy2q/vN/OFbHR5NflJUQZrdvkgztSyramu9hJQSQoBzMA2rO5FSIAoolEhbS0qBEJSSPGYiZ6AlIR4Dq3BHiEBs20k4B7mr8mosHw6Kw/qRUCsOgVKLBFKaVW2D1LFl8vGOJHVJJnDlu6JjNxACRAFF9uZlujoJwF6JQdlScwGIqaFKWIl8kvWZOsqzIThyExhDwZEzQIGGDqWhyvbdvQCwYNGpd//whovOv6UgFLz2hkv+9PDTADBufP0111/8k3sfAoCF58w5c8HMn933cElpaOE5c15+4R0AqK2vOu306S8896bL7ZpwUsO2ra0AkB8KNDRUt7S0AkBRcUFRUX5XV9jldPjzfLlv0bkv/PDvd7v91ON3mzrXEiweMeJhIxEzjaSQmR9//dlvc/PIOyJGY1vSHpg+DzgU0lDmCfmPzCqnXeuzYePoYXPr2mwtLSIiyYymWa2e/bZJDb42bNjIkK6S4mFFhSWNTRtNpg0J7YxrSc3QfW6PmqJHOd7kmQ2nCypHiFgf6ekknBNDJ4YOvjxwOAEATIOYBnF7hNtzsA2fATy51H2pWh4EAI/HPf+M07t7epa+9Y6u0e296zZsdBeGmFvUHXiK43BUVVVGIpGerqaONuFyOQ/+Tf3r+adWrHojv25tYUNf+rDJvvqBZYFTNlFiv4ZGqoDTRcAFVJVWloQqQChQAkABkAgO3ETdIPE+opjg8SJjyAzs3IOJmCzxkYIirKwBtxcI7Xf7RgTp+kmlYo5KqYjz9wAAIABJREFU7VzKKfRzo3yr3uMtm1G+F7B6SK0PN/13rGEI+rWZIFplPZChfNxid7K9U+bySR+X9POS9QkOflfxyOrKdWsb60dW//cD37n2yrsvOv+WK6664MKLz7r+mh8Eg3lf+/rFf/njszKV4QsXzf/VL/5vxcfrLlgyb8y4ukceeipUGDxr4SlLX3v/hefeHD22rmFk9fvLVjldjoaRI9rbu2UqQ2lZUW9vn0xlOCYsOvd7W6Muj9MydxUAMqudEEJyfQJQEnQmTbGzW7fHpiMOk+OG1kS+R60v83z2hk+71mfDxtHD9b9Z7HQpTpdCFSIj+yglnAup7BcMZV+HVdZjKJgQHDkTQlb8ZKFP2LU+GzYy0HVt4+ZPlaEzFcgW+22JPZzLTZ6D0VcI95BwN01zpGAoU/QjBL0+dO43k9mBhZVwixuqBn21qbn5vY8+3O1bW1hojsifc+a4r0L/Wt+aNZ98+NGy2bPP9Hp9A3h1NBo1DKOoqOiAtb41az55+tnHfZWrPKEOWdkjqaQBSgEopJ/J1PoASOpJBFQoIYoVyEAUosiynoJKKsNARvVZBTEB8RgkEwQFmDoYmmhvxc5WSZeIw4E1ozFYQBTVonxUyRT3UuU+oiipH60SIgCBbMXokWJ9O7aINR+iqWcOQ7Lc9N8i6SC+rDCJDOsTmZZOzqx4BtlywiwTFzR1TOv6JDME5m6oHblhXXNhUcFtd1z5q/v/AgCTpo697VtfufObPweAK6+64Iz5J0sJ30VfPPuxv74IANNnjJ87b8ajjzzj8bpnzp746ZpGACguCU2eOnblx+sBoLa+qryiREr4yoYVxeMaAAQCPqfTQY7xNNs/v/bozugWf9BFCNESTEuwZNzU+sxknOlJxk0EANVJ/vyj3+TsW9jepdnE73NFbYm7LOj8LNVsm/XZsHH0cMPvFqsOxeFUqEIU1equkZZoKM3BuUXwBEfOUaR6O9Osj3NEm/XZsLEXIn29W5o3DYnYT0KK/eJ8xyfh24+5s2ea0NslxX4AAA4H+gIZ7qco6POjsldvEEHnMLgqCCfvf+dCiP997Zc9Rufi8V8fXTspzfr2tLX+619PJtSPKsbu3vJ+w/CSWbNnnzHoHvbD+va0tf7fXx82HGvyKpsVRQDIohxJt3HKAh0lmQ7PlJitn2UlSVE7SoAqRFFT362Y8kzWjqFjPEbTP0Z7sWUzCA6mLgCheiQWFgFVLfU1IqjOfi4pVCEkHYWXXUikR5LpSYS78aM3eazPqu9Zhb6UdJDSFLsjqeey+jkt5o1WBr10cDF1uTQJnKFgICucLJXLJ1s6TZ2MqGxo2dIKANfddOnV1164+OwbCkLBu394w0/v+wMAzJo96ctfPf+eux8MBHyLl8ybOHm0bOm85NKFTzz2MgBMnT5u0pQxzz291OV2zZg5YeO6ZgAoKgnV1Vc1b9mpqkppaWFewCdbOvMCvmOd70n88PHv+QMOh0vlXJg61+I8GTe1GNPipq5xpluWAN6g+r93/So334IQuGFXIpxkYONzg0Mho8u9Qe9htmrarM+GjaOH6x483+VWHQ6FWjJ6AgCcISIih5TATyoikHMhLHWEpeWzWZ8NG/sBIrZ37O7sGrJBTYr9Pum73sTwsXgCtSR0tWfEfm4vuj1ZdT/A/MJ0DYgGYHoFXH9Qu4WdovF/OzrIJ6afxk4688zzxo8b/48n/tLcumzU3I3+UAIAUEDH1uIty8bNOXV+Xd3og2F90WjfSy8/u2Hr68Hhm1SXRpSUJYqVNwBUsZRyUnEnOZ5kcTKKPVN/k1VBqdxTQHWAqhJrh5lOUcJMSMQJS81pUWDTOmLoVuhCQbGoG4VWAY3KDayqGqRsmamsNKa6OiGj68v8lSPzUSZw7Ydi9470u8u8U0IG94mxMgOFRfmk2lwW+mRZj8u+TQGCZZm4WNI+a5tQXll3RxQAFiw69aZbL7/2yrsB4IabLzt38dyrr7irqqrshpu/9MufPwoAc06fds55p93/sz/5/d5zz5/7xr8/AIDa+qrpJ09Y+tr7ADBx0uiausplb3/i83tGjandsX0PAIRCgeKSUHd3RFVoMD/vs4Q05hru+cf3AgUuqlDOhJZkpsaTMabFmZ5gWpJxwxruqQJ/+f9+m7PvwiZ+RwdFeY7aErdTPeTr32Z9NmwcPVz/4PlOt6qqlKqEKoRSIsXxkshZ7Z0iU9wTqW5Pq52GCZnha7M+Gzb2Pe3gQyX2k/j/2TvvADmOKv+/quqemc3SSiutcpYsyXKUZSMHOcnIGdkysuWM8WGCMXfYgG3AJB9wHBzBwN0B53BwmHAGfsQ7bA6DjQM4yQpWzquwOcxMd1d4vz+qOsxs0EpabayvbGl2dnZ2t3e2q7/13vt+Gvn/1anHhqxzhmy7GfbTd1RUIXPIoTqsryPnvF0BQAnOngzvc6DqsM8moPUg/KiNvOQ0O2O3Tz1w+vbWAxVbX5iDomzKqW+Nn11f9HjJ6Y6/TW/ddcLy5VeOqa7pwfU9/cxvnn3+V2UTN2SqGqO6WeRndExLVFKLfCCYapt5WsqAMRLV+hyXuGlCKVAn2f1IAEBKzGWJ9sOICIB1O0lLo3nSkjK14FRMZ8KJODTtoICx39Pn6iivJWHz4q+5r36I6/4qt65HxKioaBxvMrglAgWFP3jNiAeNENQjfCF9wcRyKoGCIyKYlE5T3zOlPxcqZ06ftW7t5ojKAAARlaGqqmLNzVf85MnfAcDcedPfecOl//rNJwGgM5UBACIqQyrtzpg5ubGxFQDKyjK1E2paWzsAYIhSGXrQJ//rwXQJLa1I5zuEm6aBL3le5rPCy4ogLzxPiAAxTOcetJku1vj1s6aMSU+pTh9Rw6d1fVZW/ac7v3FFusTVro8QwlxQAhBBCVRKhcRbhQqljAM8w2xPFEIpqXR2tnV9VlY9aACH/Rq8F7Z2/FtVaa1gQ3V5VQqaG0hbi7E+PFCH9hEAuOCS0TVw7WFbOrXq4eeN8D9IinHDqEBJytxusaJee3rTn+eMyZx55pnn6WG/Itf3yDf/qRX+UDKmjjI05TsChCbRCEBZWFgjBEgMvtO2hzlmqI8yXW0jjgupNNGdmYVplsTLg5eP99RbGnDfzjjsdM6JqP1pnH4Z/UsAEPTunpn5g4LiYZ//4A7uVa88p/JZokuIUXIpJINbQtcXwYFQF/rCNk7EGL+uEzsjGIMIULtBQ2YXqAQq7s6YOmfLW7sAIEll+ORn369H+K5ZtfzSy8+7/76vVFaWrV5z2c/++2kAWHji7OUrlv7g8V8CQJLKcNbSU/QI39TpEydPGb950y7HYRMm1uTzPgAMaSpDD/rUjz5eVplyXIoIIlDcl15eBHnp56SfF36ea9c9JFyfNX79qSNN+LSuz8qqH13f169Il7jMIZRRyojjEsExWehDDDs8Jaq4w9MUAPWdkeuT3dPYreuzsoIBGvZr8F7Y2vHvAEAIVpaPEtA8RI8e59BwkHo5ol3fpNqJl5306d58YBY27IfHOGk8ls/euHv05ufmLpx7zumnv027vvHjx5WVlgHAt3/8jpzcSkiia1HnXlLT5ElIPCwXjfABgkKkhDAHnBTRISvMAcclzAXHIdSBom0CHkC2gyCS8E3ctoFIYTze1FlqysyCqb8Cc4tYZO2SUISiD4neddR+Jp/Dl56RzQ1R42gCvB75zMRtPbwXjfPpNk5U4eIiYviejhYTASpp5vqUfq8E7kHt2Gl1e+oBYPWay973wTU9UBlWrlq+9JxTiqgMCxfNOePMRT1QGWprx4waXTkMqAw96LlNf/v9az+vHJ1mDpVSiQC5L31P+DkZ5KWfF4EvuS8j11dZkxpsuPbOCoR6bWcHt/TgflHvEz6t67Oy6lfX56Yd5hDHYYQBpUQpRAlK6YE9kFKh3mSVCmU01AdKKhUWAAFA81ut67OyOqz6f9gvcn1aKac0U4IShirF2MtD24EJ88fcNK7ihC7eKxtcWsGISfkU0LoXvpUnW/vmZ6egbuOEA2+e+razlk2bNgtRjKsZ/5vf/nxn7utOxiNg7BwtnFgzQ316Xi50fRGCnFJgLuiITuoQNwWOq1l8cZUPAKSEbHvU5gqocNdWyLaZN8fW4swTlNsJKlFANg/vwW5aMjo/+Khdn6YyEKr7WhNppSTObsGE64v4e1HkjM7n1LgFpVBykNKM7WkHKDgqCTzQ25TAfawsHTd50pS1r70VURkA4Kbbrl695tLbb3qgqqri7r+/6V8feRIAIioDAHSmMgDACQtmnTB/xnPPvpJKu/MXzNq37xAARFQGABgGVIYe9NB/PZguczKlLqVECsUDGXi63Cd5Xgae9D0hApVc8WfMrPnsez49yL8va/z6WVPGpCdXp1mPOyPW9VlZ9Z/e/dUrUiUOcwhjlBBCXVB6oVUhvEEiIpqheV3iE0opkEIppeuB1vVZWR2x+nPYr8j16Qv70nQlSbUOueOWxkkT4c4uqQwS/d25p/b7fwCAOWXvHptaXEe+1wZ/BaL6+Nox72z5y0yvfvZJi0595Y0/ltaudcobAQzgDkLLp9kMACYipYCHHo60UQrMIcwBQsBJEccBJ0UYA0KTFTnIdpAo0gYAD9VBfZ15s7QcZ81XlaO7sGdRca/IxRW5vh584FG4vt1b1Wt/QSVjIERyfk+7PYw9X3wPSjATAgkKX4he0H7PDO9JCSp0fXquj8jMnBknvPnG5jFjR3/80+99+FPfBoBlFy657Y6VnakMa26+8rHv/QwKqQznnb/4lb+uB4BJk2sXLprdmcowadL4tvYsDBcqw2Fc35MfL69MMZdSSgRXPJDcV9yXXk5yTwaeDHzj+qIXDnPJ45/75uD/1qzx62e5jMyoyYytcLurilvXZ2XVf7r9ny9PlzmOSykl+j/t5fQ0he7elBJRopSJob4I6mByXDDi+1nXZ2XVe/m+t2HjWsc9vrl/Xbk+vd5iZekYSRuGxLE6LJVhd+sfD8mnAzgY2hUor1BOX/fSYuhM2prSh7aNTo3ar6RUIkpACR0OxGkupqOzqAAIABQYI7qlkzJwU4Qx0CSDcJBPt3TGL49cO+7cQjC0sXMXqZpaAIJd2rOQ+F7gAKGrVs+Cb+1o63stjfi3P6lse6K4R4EQQBUh2Avge/qTRHgG3c+pXRwqkAJFWNbThAZd3zOuTzP6FEqfTp8yZ/uWvdA9leFdd16rR/giKsOMmZMuu2JZz1SGufOm6RG+iMpQWpIuLSsZ3n4PwvbOilFpHfAWeFIIJXzlezLwEq6PK8kRVbzoD/7pPmv8BkqlaTq3trQ8w6zrs7IaSN3xL5dTh7opxnSaCyNShpZPISrj6IraO1GZKJeoGGhdn5XVUaujo23TlvXHb9ivW9cHAACUYUXpYB/2S+OkmfCZnh+zr+2lNw5+L5PKZCq8KMDEcbG0DPuwFw8RdZ1KSfDz6OVMI2JkNbVn0ngGCJsYSafb+sGEGtfHnAJeAgAIDh3txCAXAKTAbRsID5NoJkzF6XO6IBYOiLwcrn0ZD+6NrW+yu7XIZCKidq06n1OFDlZyA2OQ0vRzKhGntkhuujqlRO0SpYDqiokNB1sB4JJLz/nwR2+/8bp7AeC+B9593vmLi6gMKy47d9mFZ3SmMiw9+9Tf/ebPALB4yYmTp9QWURnG1oweM6ZqWFIZetBD//VgupSlS1xCCCHIA+SBFAEGvnF93JeBL3hg5vyHnOuzxm+g1CXdwbo+K6v+0+1fvpxS4mYYY5SGc33J3s7otkogHKKhPoNtiFyitK7PyuoovUR9w8GDh/b2v+vTnz/tljqZQT3p5+KYyXB3l72dWnva/u/Ngz/U306mFDIl8bsyJSpTAn1VpIlqaEKg5CZnMuH6kiEl+maB70l+GYQWEPOM3xOYzxEekKg0t2cbtLeY946qxtknYvK7G1htfFVt3YhKAmUksnxhSycBACXRHBM9v6exgWAsXwjlSxi8+AZKASLQiWKg3aBSiAgl7qhpU2ase2Pz7LnTPvLgnb2kMlyy4uzTFi/QI3xnn3t6L6kMo0dXOI4zcs5FDz358ZIy101RQggqFEK7Phn4KsgLnexiOjxlwVbvEHJ91vgNoIroDtb1WVn1n+786lUB55kSlzpUZ6yhMjYPAKI+T6VQ7+pF7Z2mEbR32Abr+qyseiOl5JatbwU83++uz9iZ0kw5cdsH8yEqw0UT4fbOaL56+Hk9/rq9FRvro41krBiFUQYmIVhahm4K+rBBL4INIBZU9mLDF0MTEk6PJO4tJOMhgqYyRPWx7qgMg0G7t6q3XkfPC8GDND4CYVXToAWjQ6Ex8Qox7OrUY+SACgUHERjgnuCmuBfW90C7RyVBcWf2jBM2b9wB3VMZrnzHBfd96EuVlWW33rHyh9//NfSOyjB12oS3Nu5wHDZp8rhs1oPhS2XoQc9t+tvvX/25ZjYAASWQcyk58kByXwae1K6PB5IHUooC1+ekyGOf/eYQ+mat8RuwLTxGZtRkxlWlrOuzsupv3fyPl6bLHANv0BmeKmH5dDUvUejTnrBoqA96jHKxrs/Kqvfq82G/Xrs+447KykqQ5AbvAUI6Gs6vhRv1W63w0kH4L0k69JtSQGM9ybabo0cpVo6Ok0MYw9IyPOphv6LJtx5CUKD7lJTk/cm+x8CHXNa0dCKi7+G2DQRCSMPME9SEKUAGR4+hl8MXn1HNjcAYiRpTY3NU6JJMZQ8AsADBp3cMTWSLQhEUuD7BzbskRyWBEBAcJo6fvm9XMZXhng/f+sjXvg8Ab1t6yqrrV3SmMlz1jgt/8dQzUEhlOO30BVs27QSAseOqZ8yY1JnKUFFZNqL8ntYn/+tBJ0VKSlPMoTyQhBAplOAouAx8yQtdn5LF6/6QSPK0xm+QSA/7WddnZdWvuvHht7tp5riMMaKD4/TcBWLY56niKl/EcojaO02XTo9Dfcwhv/yXP9pDbWXVe7W1tWzZtrFPhv2OyPXF7qg0oyA/aI8PwdQ4uLYN/tollSHw4dB+GuVeptJYWh57PzeFpWU4eKa0pIBsR09UhlnzsTOVYaD012fVvh0Iuj2VEYPgg06ONELDo/lb2zylQO8eAkKymVMEyIPE/J4wqS1KguBQVTb2t79/bOlpq3tDZbju+hV6hO+i5WdpKsOkyePPWXZ6z1SGCRNr9AhfZVX5MKYy9KyPf//B0gonlXIoIzq+W0e5CKG4J4NAygC5L3WwpxRY1OPjZuijn35kaH3L1vgN8Jncuj4rq/7UTZ+/lAA4KcocShnRHZ76ykOPW6hofi+a8evEbFBSYfelvsrqzJOf/h97qK2sjkiIeOBgXUPjsa6JR+H69OdPp9JO2hu6B7CjjTTVR24Kyyog6Z36dtjvaH/Eh6EyzDsJyyoGy/HcvVW9/kJYpyRAQyq9tni6mVbbOVPZMybWfKemRVOGS4kO6gyM8TOFPs3l46hjwxCByNKZ02a9tWF7EZXhrvdff/d7PwcA7/3ADUvOWtRLKsPJp8x7+cW1ADBv/oyacdUjkMpwWNdXXuU6DqOMKIVSIA+kEsgDyQPFfSkDxQMluBJcCl7s+giF//z8t4bcd22Nn3V9VlYjReu2v/KP33/ATTPqEMehelY+Wrxjy6cAEKRQiIlCXy/SOwmFX3/NtndaWR2lpBRbt206lmG/o3V9+hcYSzMlxMkN0aOHCC1NpKXR1KEIwarquOinh/1S6aN/coCj9I2I4HuQz8UFso5W3LUlrkbOmIfjJg6Ww9jSiC88Lb0coQ7EMQzUMCq0x6Oh64tmHfXx0YPfurdTyRjBJ4XO7UQRoJSmvTPR8wko6Mypc7du3gMA995/xzXXXaJH+N5/z41dUhl+95vnACBJZVh6zqnzF87SI3wnn3pCl1QGP+AAMEKoDD3rP3736M7mrWUVKcqoDvQWXOomWx5IwRX3pOSFrq9TitvQynRJGr91e7M5X4GVdX1WVsNb13/qEselzKFOikZBzFGsi96UBYQosVNKlZzo012g3T25neizsjp2Hcuw3zG5PgAAoAxLSwb3sF+P4hyaG+JhP9fFssqCYb+y8iOjIHBOsu0lhKbT6Xym5IjLoZrKgOHMHg9wx1sxlWHqLDVpOgwiKsNLat9Ow5qnjESdsVHuaAEOPvR7pgSEwAMzKK4Lfbqah0onoIYlPhG6PgVKIg+gZtSk+gMt0D2V4UP33aZH+JJUhmuuW/7bX/0JuqcyLFg4W4/wFVIZKrtDSI8offz7D6TSLF3iUEop02k6Spf7jPELVIHrE6jkMHF9+iW6YW+uJS/sK8G6Piur4azb/umyfFa4Lk2VM+kX1Poiyxc5QCGUUhiawMMU+qzrs7LqQx3dsN+xuz59/c4cyJQM4SYoLw8NB+Nhv0wpZkoKhv3KyrE3xR5UsG9vzahRzsRxKT/Idngdbqq3xk9KyGWJ4HGIyyCnMmxehwBAKYEQyaC9XMhhL3B9UVKLsXnCGDxd4pO6w1OgENHAHoYlPpDScPlKU6OnT5uuqQyf+fwHP3jX5wDgqpUX3XbHyiIqw2mLF1x2xbLOVIYLLjrr2f97WXu/hSfOKaIyVFaW1YyrHplUhsO4vv98MFPK3DTTrk9wFEIpgbqsx31d6JOSo3Z9Mkz2Hh6uzxo/6/qsrEaKVj14seOy8mrHa5fJi5to/db9nFIaWkNc6OsR2MBc8suv/NEeXiurvtJRDPv1kesznz+TTrGUP2SPHmTbC4b9KqqQObHVKylV6cxhmja3bCopLa2qqqTVoxkloqHFL69o6s2nzueI78VPfagOoxE+N4XzT8HK0YPlQO3Zpl5/EaUw2D3TzEni7wVCNF80wkeIbuMMpwNU2MwpTWOnDmiJkOsRjk/3cyqBMnDmzV6wcf22MWNH33PvLb2nMlx6xXl6hO+spSdbKsNR68EnHiitcB2XUkoJhYjNIERY4guUCKQUCdenird9h7Trs8bPuj4rqxGhd//T1S0tWeoQxmgyTDxiKxlAX2KcD8BkvfTwtPff+rFzF19qD6+VVd/qiIb9+tT16ct9LCl1COVD9sIOmhtIW0vXdAdCsKy8p8zM3/66fPas0qlT0owhEBkEKpVpclzeg9/jAeSycUunpjJECViDisrQ2oivv6iaGyLiPDEQeYiRDPorNzkuUTMnFIAZzISeRCVQShAcZQhjMMU9gVHDpwhgyoRZu3ccgO6pDDfeeuWnHnwEAG669cqTTz2hl1SGWbOnbNu6BwAmTRpXUVk2kqkMvXR9LIT3ag675CiF4oEUHCVXQt8Q3bq+IRroUmT8Nh/IN7Rz+5Kwrs/Katjq2gcuQoR0xkkaOd26E1k+SFT5bG+nldXAqpfDfn3u+rQYw0yJA2SoXhtxDg0HqZcL6Q4pLK0oHParwC4D/H/1S7ZwwbhRlbSkhARclaZpU1vDuNqumzw7Uxm2rItH+MbW4pyFyAZNj+HLf1T7d6Ou74UE+dD+hb2durgH2gSiLu7p8h8xw3ua8SNQClCycGxPoqY1hHB2EAFWlNQ01+cAYMlZJz3w0F2aynDXB264/KpleoTv1jtWdkll+MtzrwFAkspw8iknzJg1WY/wzZ4zzVIZeq+PP/YgcTBd6jouJYQgQRnon5cSXBlqny8jfJ8e+evs+gDg766/8bxTzx7qB2RXg7en0bcvDOv6rKyGp556/qnHf/aNyjHpXLtIdvLoTDad19J7y0cI/Prr1vVZWR13HXbY7zi5Pn2GcFOQSg/tYb9DdTRq+MyUQkkpRkW5dAZLSouH/X70JE6fOraqyikvp45DDhzMlVW2zJld/MxKQS5bQGXYtwNaGmMqw4LTBtEI35Z1asOriAiUAokaPggQSIzzQdzMqW8rBNQ2z+D4YjyDlCi4nuJDyROuLxHj6ZKK2TPmrH1tU2+oDO+6c5Ue4Tt32eIz33ZSL6kMk6fU6hG+UaPKHcexJb7u9MBj9zspmso4ehdJr/WSKymV5CiE4oFUHAVXUhzG9VXWZL5171eGwTGxxs+6Piur4aw7vnR1/cE2x6EYeb6YsRuP6R/W8gHAR2/+6LIll9lDamXVD+p52O94uj69xYPptMNcPmSPHmTbSf2BqGSKFaNQ0+e0ysqVm4qn2ur2qef/RJ1UaSZDpBSlZd6yZZAcDkQELw9efshQGV58RuWzQGjC8kWFPu39Evmc2g2CGfk2Fi7C8Zm+TWmoDLqlMwSvG0o7ShAemzxh+q4d+6GQynDv/Xc89OA3AOCSFWdft3pFL6kMZyxZ9MZrbwHAxEnjps+cZKkMR6H7H70/lWFumjGHEAph4CpKqSQ3SZ6Kmxk/IVSPri/1rXu/OjwOy6HWYPOBvH15WNdnZTU8terBi90MybUJiJK4dcVPhd4PAQ8HM7W9nVZW/a/uhv2Ot+vTogwzJYSQoQq8UgoaDsZ0h87DfuUV6IT1VN+T++rohPHQ1oE1NSSZ+88DyHYUUBm2bSAyzIaYOktNmTlYRvi8HL7ynKqvAyBAaExdj/0RiYw9MSf/kMUH4RSf5GGvJkclUQhQxuYZ/Lq2ghF4XUqorZ62b3cDAFxy6TkPPnSXHuF7913XdUlluOiSs7748HeLqAznnX+GHuFbdNKcLqkMY8eOamhosVSG3uuBx+53UiyVZpQlXJ9Qmt8guPF+2vLpnk+N8+3s+irGpr5931eHzZFpzYk392TtK8S6Piur4alr779ICKVk8f2HzW7RypSyp774B3sYrawGRL7vvbH2lZLSdD+7Pn2SGOp0B87h4L6Y7lA07OemsKQUu5sLkxKy7QUjfHu2x1SGsbU4fe4gaunc8IrctFbX90xxj1CgIYzBfAvJgOYEiE8vBIigSetKoVIgAt0TaLI6QxBf6PoEooTyzNgpk6e++fqm7qgMd7xn1RP/8XMopDJcvfLC+Qtn9UBlmDN3+sGDjVBIZaiurrRj7v38AAAgAElEQVQjfL3X/Y9+zEkx12XMNbA+pXl92vtx/bcyUS5iBLk+a/ys67OyGua6+iMXiABNaJte6VWvruRslc/KajCora1l0+b1mZJ0/7o+4w/SmbgsNhSV64CGg/GwX2kFpBKRnpkSlSkpoDt0ojLgoToYzFSGtS+j4In5vWRqC8R5LZQR3dsffZu6jZNQMKyFhLsTAaICKQtaOlFB4CsAAJ6eM3PehnWGyvD1Lz8BAKecvuCef7i5iMowcVLNte98e5dUhjff2AwANeOqTz19QRGVIZ12ayeMtVSGo9bHvvcxJ81SKVPr0yU+JUFKpSRKrqQJcTGuT5P6ZCdKOwBU1KS+fe9Xh9nxCYR6bWcHl2hfKtb1WVkNQ13/8EXtBwUeySlu+syab/39T+2hs7IaDIqG/frd9WkXgZkSSpkcskcP2ltIY3087Fc1GqM6GCFYWmboDjyAbEfcsplrx51bYirD3EWqpnawtHS2NOLLf5QdrYQ5xvIlXV9BUKcm8lFDbQ0nuuOwFhWmdMauj2sgu0npjCJbuAczp87btnkvANz5vtU33XJlL6kM161eoUf4Tj9j4aKT51kqw3HVfd/5aCrNHJcyRgklSqL2e0qi6ecUKLkp/fXs+obTXJ81ftb1WVmNFL3na9ft3XEIe3HZRij8+mu2ymdlNejEhffqxl+tbfr0gHx25mA6M4SH/aSAxvpuh/0o1WAbEj4Yt22IqQwTpuL0OYOFypDP4doX1b6dQAgQCswhUXHPnMMhkdoSEvkgBK/rXk+MslsUSBkO7wUoApQSuYdKGVsoNN2bQ1XpuOaGLHRPZbjrA9f/y5ceB4Bzz1982RXn9ZLKMG/+zN279gNAdXVlzbhqS2U4dn3kOx+hjKYyDmOEECKl0sE8qFDX92TC9UmpOzxBSYWdfrmra0q+fu+Xh+VRsgx36/qsrIa5Vn70Qj/XrfMjBMZNHPXox35hD5SV1aCzfDLb4e9FEPl89vkN32xVrw7EVzHk6Q6BD4f2J4b90lhShoUFpUFNZdj8plr/N4VIKDODfFSD18NvQTs9/WYytYUQ0EYuAjNoJ6AkSImSg+DIfYNk4L6OdTFZnQzLZ82Ys+6NzWPGjv78lz/8wL1fhgSVoaqqYs3NV3RJZTj73FO/928/LSnNXHzJ0hee196v9rTFC/QI34yZk7ukMriua3/fj0Uf/e7HpFCZMpcyQgjoOq2SSkkQXKqo4TOyfMqgHTo/1dia8q/e+0/D9UAphTvqvf0tgX3NWNdnZTVstfrTy/NtXApEZXaIKSO//Mof7ZGxshqc8nhjjh9I3tPQvO+lbV/xcN8ALO0EU+mhPezX0Uaa6qOwFiwpg3QGAGD/bmg6ZB7jpnDOiVhdM1i+5oP71GvPo6EyMEIphEQ+SLrWZGpL1NKJxvWZ4p6O39RdndxXSoDgyHWhTxhCg071VNydNnnWts17oBdUhtVrLvvZfz8NAAtPnH3+hUt6SWWYMLEmn/fBjvD1nf537Z9/++wv0mWO4zLQ4W0qbNmVSnJUUhUN9XUZ5QIA3//it4b94bIoP+v6rKyGv+5euSDgKBR+7zdv2aNhZTVolef1eX6o8/2IuHX3ixvrH+XY1v9fFWWYyQChQ7XupxS0NpOWRhpZ2f27YXBSGfI5fOVP6lAdUGoG9ggl+nZRUCcAROHMuo0Tlan4ASTA6wp1YqeU2umB4BgN9UkJwkcewPgxkw7tb4FOVIZHv/uUtnbv+rtVvacy7Ny+DwBGVVfOmTPNUhmOt+752oedNHNcSinRuCZENBN9up9ToZLG9UmBXcZ6jwTLp9XUwTfsy9mXjXV9VlbW9VlZWQ2MENETDV1avkhc8De2/GpXx48G5AscBnSH+gPEz1MA2LcDAWBsLc6ab8JdBoNefU5u34iEAmMk5q0TYjjsoeszxg5BGRyrdra6wmOim3UzpxLa9aEIQIY09tjyCVASS9iYiRMnb1y3dfbcaf/8tY/qEb6bbrv6mlXLO1MZ3nHtxV//yn9CIZVh+Yqz9QjfCQtmzZk7rTOVYXzt2ObmNrBUhuOjD33jPkTlpBhjFBAUGl+HEqUu7kkUQilp2juVUJ3z3kaO6wOA1px4qy5n812s67Oysq6vjy9kzQmim66k4vNIp4YfROyyCyj5JD0/uW0ishoSlq/D381VR28ePLDDfkOd7tDWAo2HaP1+XHgallUMlq9q91b1xktKBIQQIAwoJYQaDIOe6FMSIRHdqef3tOsDBESDXFcKEUMEn671iTicU3Az1KffBJGZMXXW5rd2dkdluOW2qy+4+MwiKsMZS05cduGSHqgMM2dPmThpXBGVobKyLJVy7dn4eOgHv/3Rc2+8kClzqUMiYpNS2vuBkkpGrk8C4sht70zKBnta12dlNZxdHxfI5YC5vp7OHYXJBJAIJziaM5G9qrAa1pYv0sAO+2VKkA7Zmo2SJhJzMKilEf/2J9Xeash7lBHt9ExWJ2rrZ7I6td/TI3z6+t6U+JSp7+kQTm35BI+Y3VAIaYDAw6kT5+zaXgcAd75v9e3vvuaqt981urrqwYfu+sLD34EElaGysuyqlRd2SWU45bT5v3jqmXQmveSsRRvXbYMElcFx2PjxYyyVod/03i/8PaUkXcKUQqUwep0kezt1uk+X6Z3MIY8//M2RdtCkwo022NO6Pisr6/qsrKz6Td3N8vXGLg7gsB9zMJ0ewsN+Ay4vh2tfxrpdqNMXCQUCJoulc1kvuh1WckLXJ1GGI3wasy4FcD/mrWsQnxQoJaICKWB0xfimQx0AcMml57zvg2t6SWW4/Mplf3j6RQCYOXvKGWcu6iWVoWpUBaXU/qyPtx779eN/ef3VyrGu147RyQEVyhDfp18zXU70AcDfXX/9eaeeNwKPmw32tK7Pymo4u75rbv3Q5avvGujzbMFOIyGkb7eBuywS2p1mq2Fm+SIN7LDfUKc7DJQ2vqq2bkClwFi+0OYhFlg+07AX8vniNs5kfY+jHuGLnJ5GMghu5voMuUGBCxWzZsxet7aYynDPP9yiR/jW3HzFT578HQDMnTf9nTdc2nsqQ2NjKwCUlWVqJ9RYKsOA6M6HPwgIqVIifWIGP1FbfURE29vZg+qa/e2HPPsSsq7Pymq4uT4A6M9yX5HB68GhRfN7iAgYtTUBABRtFRv/FiOXC+637s5qCMkXLdmgb1o08/nsn9Z9owNeH4Dlf+jTHfpTh/bh6y+onKYyEKKbOYuo6wWWDw22QZP3TCCHRETDXhcBCoFKgBAoOUoJ0oS1hPAGBMWdmdPmbdqwAwA+84V7Lr5kaRGV4ZpVyy+9/LzOVIblK5b+4PFfAsAFF585c9aUIirD1OkTJ08Zb6kMg0Gbt2z+/Pe/7qZolPGjy30h0qNry0cI/OcXvmWPXmtOvLkna4+DdX1WVsNB91yzwOcD4Ppi+yeVNMxgUKgAUSECKoWIaOYQwFCGpTKwYePjGHMIASCEUkJ1pJ1erMwjSCQAIMk/hNjmIqtBKy6z7f7Ovn3OhuZ9L277so91/f/tUIbpDNpfuB7k5fDFP6iWRoPdS5b4gITZLYk3Uee1mNOhvnA3yZxhuyZKAYlMzrCZU9+QiAqUIBPHTdu7qx56QWVYuWr50nNO0SN8Ky47t5dUhtraMaNGV+oRvvKKMktlGCh94juf2rO7IRpYjSgOiIDdxJbcc+NtZ5y0xB46sPku1vVZWVnXd6zXtZwjolJKCC44l1IhYhB4qGGyqJRUqJRCBEDGGBop0KMslBBCHMchhBIClFBCKaXaAhJKqDZ3lNLI+DmuG7tAQiM36DiOfRlYDR4pFC35TcfjmRFx046/bG56fCCG/YY83eH46Y0X1c5NiKBh60RP8SWrfGZ+r6jQp3QQv2ns1KbOeD8FMkApkAcoeGKuT4KGdPMAK0vGTp0ydd3azUVUhtVrLr39pgeqqiru/vub/vWRJ6F3VIYT5s947tlXUml3/oJZ+/YdAktlGHz6h6/f19biBb4ihPTs98D2dnY+LSvcYPNdrOuzshpOru+7v95Y/Nt7DK042qWFCwwCAGNMKSWllEIAITzwPc/zPC8IfCmkUlJKgUAQlZKmAUWFNUCqjRqlBCLLRihjptTHomofJdQ8kBCqpd9gzNEfTKk2iSwq+EVWkFIWlwa7OhRHdECKxghtX5NVb14zLfnNCMfx2oIL/upb/29v/icD8v0NdbpD32rPNvX6ixgGJ4bwPVp8ugib20PLF4LXlUJAEByVMrB1yUEKRAWco+TIg7CxU6ASoCRSRkBkZk6bs3H9tjFjR3/80+99+FPfBoBlFy657Y6VnakMa26+8rHv/QwKqQznnb/4lb+uB4BJk2sXLprdmcowadL4tvYsWCrDYFvuv3pva2NeBIfZfJm7YPInb33AHq7Oxm9Pk7+n0beHwro+K6shc01ZdD3RQ63v6AAJ4ceCbkuilCKiEEJKJZXkQeD7vuC+7/tCCC4CEXApjOdTGiSECoCGAQYIQBijACRRt9MJ5pQxSgilQAmjjFFKKNCwQ4oQvTlOGKOEEEIdh2ljF/6v7yaMOrrnU79FKAk/I+hOK4g+Y3jcehkz0/loW1n1rHZv15FyGo5OAzvsN6TpDn0iTWXItsewddPSSUxZrzNrNIxpMadWpUBP8Uk9vxeg1Jmc3IzthQkuIa9PogzY5Akze6YyvOvOa/UIX0RlmDFz0mVXLOuZyjB33jQ9whdRGUpL0qVlJfbsN9j0xNNP/vnlP+dbu17cKYMn/tFW+XpSUwffsC9nj4N1fVZWQ8b1Ja1I0vWdt2L1LXd/KnFxRnr+2N5YHUTknAdBEATc972Ojo5cLsv9fMADqYTiQuhLEgSJijEHAICAQyhlFIEQAgSBMErAjOzpSp/2k8YIAolrekAQULd3MkopZWDMHWHMMaN+1BT29JfpMCd8Dt0RSk3vKESPpowRQmjC7kV/m7eVUvpOe5VjddTyeGOOH+jPz3iwcdtfd3xzQIb9mIOp9Egc9vNyuPYltXcHUAbmJBRO8WnXh6rrrE5UhWAGpakMZn6PB2Zmr2CQj8dUhuqK2oaD7QBwyaXnfPijt9943b0AcN8D7z7v/MVFVIYVl5277MIzOlMZlp596u9+82cAWLzkxMlTaouoDGNrRo8ZU2WpDENCH/rKh9vbA+5LJY3Zc9Psew99Y2CvTLpbPZMb0J13QzptKh33JdgL1Bu77ZifdX1WVkPN9T315Lee/fEjkesjAN/tcbSvh1NzlLSpJaUUUqJSnucFAfd8z/Py+Vy+o6PDy2Wl9MMOUIWI0ca2yxwwU3qMEUqMp9O39MheWJUL5/fMTUqjET5USCgBAowwSmlUx9ODJfo5zKUWAAChjJqHUBo9DzOh6aB7Pmm4G68vZcJPRZPGLyl7xWN1pBLKa/O2Dcg5Yf32p7c3/2RAhv1GGt1h/Styy5sAJPZ74WZWPMhnGj7DEBeM4zoNSF17v6irU0ngPsYgPh5i+vSMn4S0UzV96vQNb26dPXfaRx68s5dUhktWnH3a4gV6hO/sc0/vJZVh9OgKOyk9VPTA6msRiVD4pZ/+d19dWhwXF9ELN9ifrg8sxt26PiurIeT6otPi+66a7zqkO9fXCa6gP8pEaJoWThLeiwCA2u0IITzPz+dznPNsNut5Xke2I5fLBX4gpEDFQQlC4q+EhAaPUkYI0NBvETBWK5VKhUW+uM0zsnnhYB8NOz/DKyhdKaREN2syxkLLB4TQKNYzekoA0/cJFChhYQyoGRg08TCMJYp84aQhEBr2qxWVAo9oDbMawb+YqiW/5biO8/UsLvjLG394wPvNAFwijAy6w+6tav0ryssTykBHWUaZnCTxd3guNefaZGoLIChl8Hra1ImQwcB9DDyli3tCoJIACAoRA3fm9HmbNxZTGT752ffrEb4kleHWO1b+8Pu/hu6pDGctPUWP8E2dPnHqtAlvbdzhOGzS5HHZrAeWyjA0XR8g4X3h+rozY71/PRRtHB/2/gGXHfOzrs/Kaoips+v7t19uiN6rZ9t6fQZUUYHL87y29vb2tra85zU1Nfqen/fyfhCgVEAJI8ioBERKKWNMNzMxxsIwFjCNnZQSJIQCAE25LugSIIkiOkkY2RlZQEpMIY5SQpAA1X8IRQAKoNs0C1ozCQEAxpxEnguhoF0fDdcs0mmcr9hzatcXv1PHMiTWu6JFy1YCrYrU4e8NZOvAfxm55ufX/9uADPsNY7qDl8MXn5FN9YRSIAzM9lS4X1aA4yu42DX/KWm4akqHc4ook9M0cyoJ3FeBF94vUUmQHKZMmLl7x0EAWL3msvd9cE0RleFtS09Zdf2KzlSGq95x4S+eegYAFi6ac8aZi4qoDGPHVc+YMakzlaGissz6vaHo+giQQPax6+tzA5kcGCncMBr4l5yl+VnXZ2U1BKTbKz/wjoWdXN/66JpDSqEtSrJDsjtJKQkhSqkgCNo7Olqam5pbWvL5XGtrq+CccwGgECijhBBwGRJCGKPUzNoBZU5o4sIaHyUUCWGUhBU6XYczKZ1AdPdmeBcjplEzzHPRRT/tAAFo1Jxp0l7CdlFdpkuYOWPcIviD7hYtLuAZq5nkQITrUNwCGq9MJK4WWtdnVaQ+BLL3iQZu2G8Y0h1e/j9VtxsRgRAgtNDykbh9IvGPuRk7PQlKGQRf6OtACRQCRYBSgJLIfeQBGoQDh4qSsb/538eWnra6N1SG665foUf4Llp+Vu+pDBMm1ugRvsqqcktlsK6vOz8W3Z94AOnhWbreBBncXTOW5mddn5XVEHB9Sqm7V55Y5Po+9+gf4/MvxBNxlDLGWOfGxeTJXcP3crlca2tbU1NTc0uTl88LqVApBNRxm4RSgooRJIiEMcdh+hqHOiy0l5QQoJRRwigzJTXGWJcdnhDX+sIOTxLmIFBCE5N/kET1mZ5MYwLDBhISR8Vo00eBRv2fyUy9uFhIo7bQaKUKHxm7vrCbi0ZHz7o+q0jHj853jOeHARz2Gx50hz3b1KvPIyKEJyooCOoM7V2YdhzfUBIQQhCfNEN6qHRlT3s/c0MnuChpaOyIwLB09ow569/cWkRluOv919/93s8BwHs/cMOSsxb1kspw8inzXn5xLQDMmz+jZly1pTIMP9cHQPjxrPVJqULDp+kjiNFwSOjmzO4HAaV0EluUnh0+pGgHNfrtUdilhez/16RSuPlAvqGd2xeVdX1WVoPrYk4D9PRp8e53zKe0wPXd/uB3gRBEBUiUkgDgOMxxXNdNua7rOA6lREqpvQ5jlFJTWBNCUMZQqY6ObFNzY0tLaz6XU0pJpRhjDmOE6s9OHUZTDgnn+qjBJITNlgmGOoUwvMVhTJf1wggXGie4FHRn6koaCzs8zZPoi64ksZ0k7BmlNNHyqT0haFBE+I/5ACj8P161dBUytoNhrZGyeGGL1zcSxTgULWj2+mkEqt9QDUehgR32G7p0h9YmfPEZlc+ZTZ/I7BEChHZF4Yv+RgAAyRENpyFOZEGFgW9qfRF1Xdf6pEQRoPDptMmzdm6rA4B777/jmusu0SN877/nxi6pDL/7zXMAkKQyLD3n1PkLZ+kRvpNPPaFLKoMfcACwVIbhoU/ecK1Qfez6EFFJpVD/QRFwhWhe7Eqp8KZupoEowjYq8dFOc/vx+D/o8YtE30xhlzQZMNenVdfsbz/k2deVdX1WVoPL9enbQRA8fPcVLfX7fK6066MA597wgL5MYYQBIaiQMeo4juM4bsp1nZTjMkoZIBpcHhAgOkZcaapeLpdrb2/L53JcCAKEC860KFWIhAIjNMWoEyZqAiWMUqDa9bGQxECIzlMh2vXpupyuvIWNnonczsj3GddnQlxI2KvZyfXFm4mRN+vG9REWubjCgp/p/wzvjOug4f804fSSyxoQoNAp8cW6vhGowdbb2aUGcNivhE2AzL4hVBr3cvjq8+rgvrCf03QJmPpeEYxBnxk6z+8hglKoWXyRwZMchDDgdcH1e0FKRAmBh7Vjp+zf2wTdUxk+dN9teoQvSWW45rrlv/3Vn6B7KsOChbP1CF8hlaGSUnumGhaub80qIaFPXJ/gQqGSUkkhhRRKSKkUIgZ+kLCCiEohIgKGkdok2Wij0bpAicPC3h9KCQEDUopW/nB/lTksYfkiF0jIwL0+Ozy5fm92hHd7WtdnZTUYXV8ul9uzZ89T//7JvVvf9LlyU5kZ51yfTqUdx2EOcxym6XmEUIcy6jBXmz+HATGJK1FsJiJq0h0q5Qd+LpcLuI+IjDoBDxhjDnOo5p4DUEJSlDiOazwPpYzqIPOw1gdIDTghcn0MAClhpsiXrPWRgjod6DQXoKj7MwmBsBO04MGJmhyhyVhO0/8JelPexLsUOjpIvBHWAMNw0MgBGj5EnNmQNHjmoqmg3Gdd38j7ZVTN+Y1D5autq9/66q5v9fOwH/NnitQ2NwXpzGC/ivJy+OZfsW4nYkxiiC1f1NUZnTA1nsGU+HRZT4GSAGioDEqY3k6ZmN+TAkLXZ5I8M2z0tCkz3nx90+y50z7z+Q9+8K7PAcBVKy+67Y6VRVSG0xYvuOyKZZ2pDBdcdNaz//ey9n4LT5xTRGWorCyrGVdtqQzD5gIguRhFru+ffvJT6LRO9eYqAhGlVL7vEwI8EL7v+3k/CLiQQkqphPSDQD9O/6WUooQwh0WzGvEgBiWMsXhsIlHwc1xH36KMmsEPShIIJ0PbjWG80co6EKuqhTpY12dlNRi9n+d5+/fX7T94YN++vV4+73leyk2lUinqMpeZ8h4imlZFxsKR/XjeL+yxJJRSyigici48P5/L5fK5vBACdMoLJWG1jxJCGCGOHpsLc1MStT43TFgxfDx90nYYM60fNAx36anW51CAw9X6IPZ+lCYH/+JaX4HrK67LQfhOiNeZooIfKXB9iTgXQhgUtnda1zcCNUhyO4/ovPHG5v/Z3f5Uvw37MX+mSG3XqLpUepAGvbS3wsZXZP0BfVEbDRaDbmELq3yk6EhGZT1UuhJiRvgAQYZUBqWDOo3rQ0SIin5KInJ37swFeoTvnntv6ZLKcOU7LrjvQ18qojJcesV5eoTvrKUnWyrDSNYnblglFXCJX/zxTwnpbWNkMq9bCBkEfi6bz2VzXAjf83nApZJKKiWlklJhvPxFww7ayIXRbDQK4XYohXjJpVS/V2+qUkIJZfouvZQzymg8hx9ZwYjum0zqNl9E+P8ROduj064Gb8RCHazrs7IaXJduujQnpWxvb29ubm5sagh8zkUAAA5zqENTjptKpR3XMbnJiT+IwBilhEU72dRQE4iSyvd9z/PaO9pbWlraO9p4wBUqAGB6CpBQymih6yvq8HRC10cTtT5wmANhPkuiw9Pw/bpyfSRR6zNpnJ07PMPczs61Pgixf1Dk+qLFwDwNTUwIQiLNhVACUZUxsoNFgPgujJ99fY4QDRST/djFBX/hzR/Ui9/1r+vTBgndFJSUDRbAw57tcGgfHKpTOpwCATTiNMnf6/xLnbR8OpwTlXF6UpqszojKIDkKjoKDdn2m3OfB5NpZu3fsh0Iqwz0fvvWRr30fCqkMN9165cmnntADleG00xds2bQTCqkMkyaNq6gss1SG4a2P37BKKVPr6/KFWnApHz6AC04Jo5QEfuDlvba29lxHtr2jI+Dcy/sEgVJARKkQER2HESCEUaZjzHQ4NwJzWBTIrQ0bpTRa0MPobh0coGOQqL4fTCgcIZToJ4l6ekywG6MkYfxooisnhCqFv52UQPd8+WN/zbfmxFt1uRHY7Wldn5XV4HJ90RlNCE1V4IJzferTJohR5jgOoRQOd75Klr8QUQiRy+damlsaGuubmhvz+bwQAqWSSuoROd3Y4RJa3OFJdIcnC80UJVFQCxDHYRAWAENqeuj6IElPIABAGaOgUX+6+YOEsSyFaS4Ray8Cr8dI9tCiEY1rLxzpg+QUYGHAZ9KqmidOBpIlnwA6B1jbS6uR8zvYkt88gEz2Y1d7rvkvx3/Yr5PrMzeYg6k0lpQOzPfe3AB7t0NTPSgJgYdA4lzC5AVkd8hpVKCUMbEqCuoUJpYzzOpEwUPjJ1ByA2eXAitLxjUdygLAkrNOeuChu4qoDFOm1N56x8ouqQx/ee41AJg0efw5y04vojKUlZfMnjPNUhlG2gXAJ9askhK4xM888QNSkIEdR6wUNrgAAEipdKhbR3u2rbWtqbGptaXV930pFSJSEiWgEUJoynXCaDPj78LmmLC/M1HrY3rJ1GU9xiK8EqNMj8nTKOwlWtNplPsdPhGNGj2jMmB0LQFJahMALVyR+345DoTaXJcfad2e1vVZWQ1GKaUgrEcV3e4ZLWAucTptBOqzJOc8m+1obm5ubm7O5XLZbEfAuef7UnBE1HU6BsxxHQjxfLqLAwCYw5J8hsj1RfuCiWgv0K6vIMKzyw7P0HMlXR8kXB+NxsoLXF+ywzPmQcQZMOFXCaYqyRKpoLGpJJAMcQEAYt2d1ZAIcemNjvewX3euL/wPHQfcFKRL0D3OpIdsOzQehOZGaGsBlOYLCLyYRRZGcZKi82R4W/9TENwiJaBCHcoidUFPIsrI9cWzfJrWwLB8zqy5a1/b1Bsqw7vuXKVH+M5dtvjMt53USyrD5Cm1eoRv1Khyx3HsmWp4uj4EQomU8jO3XM8Fcokf+da/M6brbPGyqaSCwr1MIACgu10w8HlLc0tLU0tzc3NHNqek1A6MsbDdklJKqaOfltGoJ4gUTVuYh4c9mkxvmCbGN+Ks7jDHO4xHI5SFMxbUtPNAuIqHUyCJ8b+41EfjJqDEVmyh+eurF79SuKfJH1Hdntb1WVkNojN+FCeQPLUphdHeXrQXeNjOh+46QIQQ2Wy2tbXN87ympiYhRDaby+XySknqUArAuccYBUoZoQCEUE0xJq6bYpQ6DtNvRuuN3vYDKNjqIxQTu3sR0QGY4+gAhR9t3fYAACAASURBVHB9ChetAisZk9N1NS8xCW5CYeLFIRELrQcLEvExLFqXEqg+2nnVsNdPVuFvzVAKcenNKeX4DfsdzvXFPgoQmQOOC6k0lpb3wafOdUA+B+2t0NYEXg6EIMlGU0TgAUacPTTh9IBIktfWMYsv/NuU+KTBqQuBSiPXeWjzFEpuOjyVYTYA99j0KbO2bd4LhVSGe++/46EHvwEAl6w4+7rVK3pJZThjyaI3XnsLACZOGjd95iRLZRiZ8jz/C3fcFAjkElfefV9JeQVNeC0AUFLpdTJMziYEAFHqlpzA91tbW9ta2nK5POecUJpKOQ5zkABBIJQwPYTHaBwCYDJcKCVhcEvUwaM/h3lwaBITu7RQmLOtnWMUBArJGb5oA5fSRBxbuNobeooxgdG8BSGkyPj17a/AiMr2tK7PymoE+UldNpRSSSmVUu3tHdlsrrW1JZvNci4IAc6DXL6dC86I4aBrJ8Wog6hoOGVnWj4Kz/6hy9LndGSURTksFCgSIKBXAkIJEAOGByQEABzqJDJXkuN98ei3/qQAxKGsoIjIouBQRgqjYZJzekU7hvbKyaqzssF+XzQNs2/KD3Ivrf9xnw/79d716Xep8AEASCgwBro/saQs4qDHTZiYcGWCQ7adIEC2DRDBz2uPh52fWds2KRABQAFCwdej5/qM5Uuw12PXF2Z1okIeoAgMm0HwMKhToeBhmosEKXDC2Bl7dhwCgEsuPefBh+7SI3zvvuu6LqkMF11y1hcf/m4RleG888/QI3yLTprTJZVh7NhRDQ0tlsowsk5EHbkfffOr2159NZB4xsqb0yVllNG485KQdMol0SrMTDclJYoxRinhXLS3tXe0d/h+AAhOykmnU+mUK4SUUiKhDqWUUeY41FhHpotr2rM5DgMapbSEf8IRD6Y/X8hGCi0fxDnelDCHUZ0MboLhkuP50Vs0hislE9wAdGw4QjT4Hxk/Asdn+R452Z7W9VlZjQjXB2GFUF8wKaUQlZQyl/Oy2Y5sNhcEPufc87yc14FKAQCCMm0k4T6cvhIL7V40DMCSbSF6PdABzvqza0afPlkjaPcHjDlME9sp6B6T8MSfCHmmyUlCGqWSMhZ1bIYYIR1ASpOJLIfZFLSuz6rTwh+0eluG63fX0nHgpY2P9eGw31G7vi4/BArvKX6w6ny7a9cnhTJP2JXrM1SGkMWn+QqEEI3gC10fCg7cR8lRSpPXYoI6VTzCV+qOmVA7cdOG7d1RGe54z6on/uPnUEhluHrlhfMXzuqByjBn7vSDBxuhkMpQXV1pR/hGyDKt16ZsNr9r577Wlrb6Q02U0VTK1Vu3sW1CDGtqiSogCkKp41AhZLYjl8128EDohc5xHZ3HZn55GaOUplIpM6pH495RmmjCjDs8zUZvpw5PQmgI7I0iW2i4LJvFmBYmstFoiiOkp8RLMkn2EZnhQDBRa8np++O0fI8Ekrt1fVZWI8j1QWLwTwd+CiE5D4Ig8H2ez+dyuZyQvpBSSSUEDwKfc6GTRXUuQhQcGnV6RNktif4TVEpFS4CjDR4jBAiGW3ymjT82bA6hQInegdQP0NuAYSAYZYw5ocNMzIITMzYQjeaRTsGbXXbDWtdnVaQhR2s4Cu0+8ObavY/2ybDf4HR9SiosfiqMn1OZip/egpISlQSAELkepnSKIOatC27m+gyFTyFyd86M+RvXb9NUhq9/+QkAOOX0Bff8w829pzK8+cZmAKgZV33q6QuKqAzptFs7YaylMoxk+Z6fzeaDgLe2tuvsSwAEFdW/IdoFCFtXIjtHAZFz3t7W0dLc2tHRoaRSSiECKuW4DnOYoSrEk3xmX1UPvTNGTF43DSM8WTglQQzeiZoozmigg4ZBnTSKAwghwAWZaqRYFAhQApQygML2Tppo8ey0Xh+/34hh3+1pXZ+V1chyfck7o7ZP7QQ13icIfD/wpZCe7+fzOc/zNLRYSqmLhAQIQrwrmdjBK2bw6Psd04PCzDR55OiARKMCDnMixiBjmv0TD+npzUYNpejyjF8EXbCyOlJxmW33d46E71Qq8eaWp4992G9wuj6MPJ40D5Aydn3a+OmpPm3z9GyeSeMUIEPwughQBOZNHdyiFEgO0yfP2bmtDgDufN/qm265sjOV4cZbr/zUg49AIZXhutUr9Ajf6WcsXHTyvM5Uhlmzp2zbugcslWFkL9PRj1tK5QeB5FJKGbVExtsVXdoeU8FGpTAIgo72bHNTS1NjS+D7SkqhlODCdR3XdaJWHcdknkURm9GOKqFACAt7bOIhQABCnXgaUCe0mWGQ5BVA2JgTx7wY60fDYb4om0Z/KhqbvHDDlxRu4fbfpq1SuPlAvqGdW9dnZWU1zBcbpZRmPEglBBee5wVBIKQExCAIEFFKqVCh3jsElYCrxkPZYZIXhKd/MzpOgLgplxRMdOtGTuowp7CdJExuiRF8NOkze2l0+2GFsBoeas1vlTiCktyOfdhv8Ls+PaSnNIMB45ZO/YFKoRSghKny6R5OnckpOHLf1Poiv1dVVtPSmINCKsNdH7jh8quWFVEZzj1/8WVXnNcDleHkU06YMWtyEZWhurqyZly1pTLYhTjyHpHHO8LnASlFPue1tbUf3F+fbe8QQiCgUqiUCltDCSWUOSyO06SRbwtbMEOcQ1TuC6M5kwAGoI4epyc0GtMIPwrA0PyisY3QXJJEK2kC3AcAnUBK/e/6tA61BpsP5K3rs7KyGsKLymFPmoUTgKiUbg6JpGNg9FgghouT1CtNUSqmvidaNQyvLwL3hcauANKX+PCjaM48fkRXq+GtkVPoK9KxDPsNNtdnOjkj1ydMcU8K1O/Sb5rsTTT1PWXqe6aTU0ahnQEKYfB9LimbPWPuurWbx4wd/fkvf/iBe78MCSpDVVXFmpuv6JLKcPa5p37v335aUpq5+JKlLzyvvZ+hMqTS7oyZk7ukMrjHm3RhNTRX7V5d04f9O0qqgPPWlraOto729iwqKYQMOJdCKKWi6iGJ3VhcrTNs3sJdWEqprtqxOLhNZ7/QkNMeTmzEiD4drJ28CqARCdBwmGLyEhRhcpNZ5QOyiAdCrdubzfnKuj4rK6vhs350Pp+aOT7ShRUs+kBCiJSyx8WpyNAVmLpjWeG6/LKtwbM6Co20Ql+Rdux7ff3+J4502G9Qub6ojdO4Pl3lkyAV6vwVRBCBCWuRElDX93jk+kxKpwzDOc1HCXfa5Fnbt+yBXlAZVq+57Gf//TQALDxx9vkXLukllWHCxJp83gc7wmdVuAgeyytBKdRFQiFEPu9n2zu4kIEXBDzgfsC50Pu2SigzDk8TMZo0Ma+hJ+wpJYQ4rqNXcspiC6cp7bphxzCamPF2zGHxdAZNjOOTaEKQ9GZZH1gNP6CfdX1WVlZWViNXI7bQl5SQfN3WZ45o2G/wuD4hsKjDUylQwrR3Cu3fFAQemq5O07RZQOETPKbwSYnchwk1U/fvaYROVIZHv/uUtnbv+rtVvacy7Ny+DwBGVVfOmTPNUhmsDuv6enZBPe/hRu9FBFSScymE8P2ABwEPBOdcCImoeMCjD0OMpvUBAUlRKw4l6XQKTCVQd2/qDBfd4UkSzaDhGL4TQtpJPKp3jB5voEp/wynixbo+KysrK6uRqxFe6EvqiIb9Bo/rkzKc3NMZmwqkBKmn8sJOTimB+6hkWNBTZn5PCQg8ZRpBhakZVmRqJtRO3PDm1tlzp/3z1z6qR/huuu3qa1Yt70xleMe1F3/9K/8JhVSG5SvO1iN8JyyYNWfutM5UhvG1Y5ub28BSGax6Z/96e00f2iHd+RKmbgOgQgQppZRSCCmlQlScS0REPamvzMA+IZrrm8jcpIQSkkqndNsOYzSBYNBvQsRsACigshcN6B3LTP7AzupLhVuGRcSLdX1WVlZWViNUttDXWc1tdS9veuKww36DxPVJgTJEMiACSjROj5uIziiHM/BRSZDcmEDj+iQEntJRn0qACtzZM+dufmtnd1SGW267+oKLz9QjfNe+8+2aynDGkhOXXbikByrDzNlTJk4aV0RlqKwsS6Vc29Jp1bdesXNYd9IpxTP6ytB7FZqgFyWVRjTFCTLh/J/p80w0fpraHQEaBa2F/xxFBS9pVrszsUfqHo+Hmjr4hn056/qsrKysrKyGntq9XVx12OPQWYcd9hskro8HqCQoBQpj0roUKAIzpCcECm5qfdrp6XJflNip8esigKkTZu/asR8A7nzf6tvffc1Vb79rdHXVgw/d9YWHvwO9ozKcctr8Xzz1TDqTXnLWoo3rtoGlMlgNbosIEHm8w9QWdSanVSDU5rp8S15Y12dlZWVlZTVkJFXQ6m2xx6E76WG/nW3/LaF9cLq+wENTpjOQBh3RiUKASGDWOUcpkPsQur44ulMJVAhjKiceqmsFgEsuPed9H1zTmcpw1weu/5cvPQ6FVIbLr1z2h6dfBICZs6ecceaizlSGefNn7t61HwqpDFWjKuwFtNUgcn29dAt2kyKhumZ/+yHPuj4rKysrK6uhoQ5/byBb7XHoWX6Qe37dfzTL54rud4KZ3B1I1xf4KLnxe1KacE6lAzm5cX1ShjcE8iAkNOh8FwlKIoOyeXPmv/HqxiIqwz3/cIse4YuoDHPnTX/nDZf2TGU4bfECPcIXURnKyjK1E2oslcFqCLk+a/B6Iy9QG+qGHtfBuj4rKysrqxF4xaOa8xvtceilmtvq/vLWNz2yLbong7PysG0AXV++Q4lAT/GFrk+AEqayJwJj8AQ3fk+3dAqBGtQOwp01fd5b63cAwGe+cM/FlywtojJcs2r5pZef15nKsHzF0h88/ksAuODiM2fOmlJEZZg6feLkKeMtlcHKathrKHIdrOuzsrKyshpxyvP6PD9kj8MRace+19/Y94gkHQPu+tqahFIGwSfDdk0pUQnkvunw1NR1weNZPhPuEsCEcdPr9tRDL6gMK1ctX3rOKXqEb8Vl5/aSylBbO2bU6Eo9wldeUWapDFZDSF3WAO2eRXcaWlwH6/qsrKysrEbcZU1zfoM9DkchPey3re2xcjy9HV4ZENfXdFAohYggfFSa0yCM65MceWA6PHVWp+AotetTKAIsT4+ZUDtx81s7iqgMq9dcevtND1RVVdz99zf96yNPQu+oDCfMn/Hcs6+k0u78BbP27TsElspgNcTdXbduwbq+7qUU7qj39rcE1vVZWVlZWVkNLvmiJRvss8fh6A9gkHv6xSfymT8OiOvbv4Mr1MGb2vWFDZwSlEAvh0qh5DGpTykEBBWkZ06fs2nDjjFjR3/80+99+FPfBoBlFy657Y6VnakMa26+8rHv/QwAzl22+My3naSpDOedv/iVv64HgEmTaxcumt2ZyjBp0vi29iwAjBpV7jiOvVC2Goquz75uj05DouhnXZ+VlZWV1ciSJbP3iQ41bfvF85+rqsn3p+vbsd5XEkytLwiZ7CLu8AwCRBm2fUqd6kmm1M7auW2/pvBFI3yf/Oz7td+LRviSFL6FJ84+/8IlP/7hbzWFLxrhO2vpKdrvRSN8SQqfHeGzshqxGvwwd+v6rKysrKxGkITy2rxt9jj0lXbtX//sq4+nRu3uB9e3+VVPClAKUKHCELAuQiC7MBmeIcgBQaZqqifs292Q9HvLLlxy5dUXfOHh71RVVVy0/Kyk35s6bcIXH/7uucsWn3Ty3CK/N2ly7czZkzeu25ZKu7UTapJ+r6Qk09DQYut7VlZWANDUwbccyA/Ooh/72MfutT8hKysrK6sRojyvlypvj0NfaVTFuJPnLp8+9uK6vc3NHXvcVKdHaBY0dn1/l/cUPxgBANa9kOcBiABFoIf3UPg6lhOkQCHARLYoUBLSrGLapHkH97a+belpH/3E3/3h9y9s3rSTc3H/J97z+KM/37Wz7t13XXfru67+7r/+NOD8ltuufunFtYcONpZk0le+44Jn/vcvec8/57zFBw80tLZ2SKmWnHnS7p11+Zw3d96M2XOm7t/fgIgTJ41DAEqI6zplZSWMMWv5rKysSlJswqiUx1UuGHRcB+v6rKysrKxGihBVR7DHHoc+V8rNzJt+5ulzVk2oOHPnrrqOfH1s//rC9b38v1nuY+Bh4GHgI/cjHgNIHlX5AER60vjZ9XvzJ5+86LY7rnngk+954tGfjx5d+Z73X//sH//qe0Eq5d753nc+/T8vVFaVl5Rkrrv+7U//zwvMYddcd/Ha1zcphaVlmXOXLd68aVemJH3yKSc0N7USApTSuSfMaG/PpdMuZXTChBrORTrtlpeXZjJpSqn1e1ZWVpEoIWMr3PIMa8kJNZhqftT+bKysrKysRogC2WYPwnFVTfWUG1Z84j1XPrni5C9NLL0831J97M/53P/r0H5Pmz2hUzo5BHkMPPRy4OKo2up5k8bMv3HNmo/c/56/vPqjylEVQcDb2jqqx4xSSnEuvvPoZ6dMnZDOpDvac1/66n2UECWV7weTJo8rK8u0tWbveM+qyqpyQkgQ8DFjqlKuAwBLzz11bM3o0tIMKjxh/ozKqvJMJg0Ao6urXNe1Zs/Kyqo7VZe7i2dWjK1wB8+XZOf6rKysrKxGimyOy4CovmnP1t2vb9v7emPbdnDymdLezvX94cft+k0A8zApUEnq0ExZaVUmVT571oxzlp0+e87U6TMm//iHv509Z9q06ROe+snvTzlt/uQp48eNG/ObX/9p2rQJ02dMrhpV/torG2snjK0eU/XC869Pmz6xunrUqNEVm97aOXp0ZUVl2e5d+8eMqSorL81kUg31zSUlmUxJ2nUdKSWljBCbbWhlZXU0GjyTftb1WVlZWVmNCEkVtHpb7HEYDDrUuCebb2vPNW/e8aoQCgA8z29q2+XzDgT4/Q+bHVYaWj0oSVe6rus6qdvuWHXSyfMAYPToyh3b944ZOwoAtm/bO3nK+ExJJp129+05OL52LABUjSpvbGhJp1Nuyqnbd2jc+DEAUFKSaW1tLynJAEA+75WUZBillFFEZIwCQBKvZz2elZVV360+gyLe07o+KysrK6sRoTyvz/ND9jhYWVlZWfW/BpzpZ+f6rKysrKxGhDzeZA+ClZWVldWAqDzDzphZMWFUyro+KysrKyur4yUuswjCHgcrKysrqwHzXZTMGl9yyrRylw1AD7l1fVZWVlZWw182vdPKysrKajBIF/1mjstY12dlZWVlZdWXQkRf2PZOKysrK6tBIUrJxNHpxTMqStP958Ws67OysrKyGuYSKmcPgpWVlZXVoFImRU+ZWj63tsS6PisrKysrqz6Qbe+0srKyshqEopSMq0otmVUxqsSxrs/KysrKyuroZds7raz+f3v30hvJVcZxuOvS7R7bEw8BcUmEURSBIhSkLCK+AN+cr8AyG1iggBhBxuNpt7vqnJfFSImSheXxpavr7edZ25u/ZJV/qssBDtmqb7+8PPvjp6fP+pUX1QdAZh7vBODwfXy+/Po5j3ZQfQBk5vFOAGahe86jHVQfAGl5vBOAeXmmox1UHwBplbg1AgDz8v3RDk/4lRfVB0BaQ3lrBADmaL16yq+8qD4A0toOHu8EYMae6isvqg+AnGqMsRjtAMCsvf/Ky9efvTw9eXi7qT4AchrKtREAyGG9ar+6PP/Dr1887Nd7CwKQ0m58YwQA0mjb5pcXq5+/XH7zr5vXb4cP+13zAZBPRAzVvT4Asuna5otPTj/0WD/VB0BCzmwAILEPPdZP9QGQkDMbAMjt/bF+f/785S9eLlUfAMfIS30AHINV337xyemffnt29wOfqg+AbCKqJzwBOB4Xp/3dD3yqPgCyGeuNEQA4Knc/8Kn6AMhXfRsjAHCE3j/w+dXvzn9ypLvqAyAbL/UBcMzO191PjnR3SjsAqXipDwC+P9L97//ZfvvdTvUBkIqX+gDgva5tPv/Vi09/duIJTwCSVZ+X+gDgB+tVq/oAyFV9RfUBwI+oPgDyiIihXtsBAFQfADnVGIwAAKoPgLS81AcAqg+AzIbi8U4AUH0AZK6+d0YAANUHQE4RNRajHQBA9QGQU4mdEQBA9QGQt/rq1ggAoPoASMunXABA9QGQu/p8ygUAVB8ASfmUCwCoPgAyqyH5AED1AZDXWDdGAADVB0Di6rsxAgCoPgDSqtVhfQCg+gDIa6iObQAA1QdAUj7lAgCqDwDVBwCqDwDmqdStEQBA9QGQlg94AoDqAyAzH/AEANUHQGY+4AkAqg+AtCKqEQBA9QGQlg94AoDqAyCzErdGAADVB0BaEcUIAKD6AEhrKD7lAgCqDwAAQPUBwBztyhsjAIDqAwAAUH0AMDel7owAAKoPAABA9QHADI11YwQAUH0AAACqDwBmaKw3RgAA1QdAWhHFCACg+gBIq9StEQBA9QGQt/ri1ggAoPoAAABUHwDMjSPaAUD1AQAAqD4AmKdYVCMAgOoDIC0f8AQA1QcAAKD6AGCeagxGAADVB0BapTqsDwBUHwAAgOoDgDmKKEYAANUHQFpDvTYCAKg+AAAA1QcAAIDqA4DDUWM0AgCoPgDSiqhGAADVBwAAoPoAAABQfQBwUErcGgEAVB8AaTmiHQBUHwAAAKoPAABA9QEAAKD6AGB/hnJtBABQfQAAAKoPAAAA1QcAAIDqAwAAQPUBAACg+gDgDhHFCACg+gBIa6hObgAA1QcAAKD6TAAAAKD6AAAAUH0AAACoPgAAAFQfAAAAqg8AAADVBwAAoPoAAABQfQAAAKg+AAAAVB8AAACqDwAAANUHAACA6gMAAFB9AAAAqD4AAABUHwAAAKoPAAAA1QcAAIDqAwAAQPUBAACoPgAAAFQfAAAAqg8AAADVBwAAgOoDAABA9QEAAKD6AJivrjkxAgCoPgDyVl+7NgIAqD4AAADVBwAAgOoDAABA9QEAAKD6AAAAUH0AcIeudXIDAKg+ABJfwJqlEQBA9QEAAKg+AAAAVB8AAACqDwAAANUHAI/Wt6dGAADVBwAAoPoAAABQfQAAAKg+ANiTpnEJAwDVB0DiC1jTGwEAVB8AAIDqAwAAQPUBwKFpFh7yBADVB0Bey+7MCACg+gAAAFQfAAAAqg8ADkrXnhgBAFQfAHmvYc3SCACg+gAAAFQfAMxQ03RGAADVB0BaXeO9PgBQfQAAAKoPAAAA1QcAh6VrV0YAANUHAACg+gAAAFB9AHBoVt2FEQDgbr0JADiuK1+3bhuXP5jAbny3WIQdQPUBwPNqm77r1naA/WvGTag+mOTaZwIA5mvZnRsBAFQfAACA6gMAAED1AcBB6Vpv6AGA6gMgr8aFDABUHwAAgOoDgHlexpy8BwCqD4DEmsaFDABUHwAAgOoDAABA9QHAwVl1F0YAANUHAACg+gAAAFB9AAAAqD4A2JNld24EAFB9AAAAqg8AAADVBwAAgOoDgD3p2rURAED1AZBW41oGAKoPAABA9QEAAKD6AAAAUH0AsDdduzICAKg+AAAA1QcAAIDqAwAAQPUBAACg+gDgKTSL3ggAoPoASGvZnRkBAFQfAACA6gMAACCXvm29CwETiIiIYgfYv7FsS93ZAfZv2Z8aAfavxti3bWcImODPr5YIM8A0F7+Fvz6Ywmr5kRFgAmXrCU8AAIDMVB8As9c0nlsBANUHQF59+8IIAKD6AAAAVB8AAACqDwAAANUHAACA6gMAAED1AQAAoPoAAABQfQAAAKoPAAAA1QcAAIDqA4Bn1renRgAA1QcAAKD6AAAAUH0AAACoPgAAAFQfAAAAqg8AAADVBwAAgOoDAABQfQAAAKg+AAAAVB8AAACqDwAAANUHAACA6gMAAED1AQAAqD4AAABUHwAAAKoPAACA/etLGawA+9e27Wp1agd4EhEni+7ynj+8uX09jBujwf7thisjwBRXydpHVEPAFLq+X1kBnup6tm5f3fOHb4erYaH6YAKl7owAk/CEJwDzr75FMQIAqD4AAADVBwAAgOoDAABA9QEAAKD6AAAAUH0AAACoPgAAAFQfAACA6gMAAED1AQAAoPoA4JnVKEYAANUHAACg+gAAAFB9AAAAqD4AAABUHwAAAKoPAAAA1QfAkYoYjQAAqg+AzN1nAgBQfQAAAKoPAAAA1QcAAIDqAwAAQPUBwONEVCMAgOoDAABQfQAAAKg+AAAAVB8AAACqDwAeLRbFCACg+gAAAFQfAAAA6TSbzRsrwP5F1Fo9lgZPYCjX2/H1/X++a0/67sRusH9Xm39GuPbBBPq+X1kB9m8cd6Vs7QCPdztcbYfv7v/zF2eX69Uru8H+vb35VvXBJDzhCcC8lXprBABQfQAAAKoPAAAA1QcAB6VUr8gCgOoDIHH1hff6AED1AQAAqD4AAABUHwAckBqjEQBA9QGQVkQ1AgCoPgAAANUHADMUC/f6AED1AZCXw/oAQPUBAACoPgAAAFQfAByaoVwbAQBUHwAAgOoDAABA9QHAQRnKOyMAgOoDIK1YjEYAANUHAACg+gBgbkrdGQEAVB8AAIDqAwAAQPUBwEEZ68YIAKD6AAAAVB8AzFBEMQIAqD4A0hrrjREAQPUBAACoPgCYoaG8MwIAqD4A0orFaAQAUH0AJE2+CCMAgOoDIK0agxEA4D765XJtBdg/f3rwSBEni+7yAb/48Ue/tx5Mov7vb0aAaarPBDDZn1+/MgI8/N/HGNftKzvArHgwG6bhCU8A/PsIAKoPAEQfAKg+ANibuihGAADVBwAAoPoAYIbCyQ0AoPoAAABQfQDMT/iWCwCoPgBSZ5/qAwDVB0Di6HOvDwBUHwCpVRMAgOoDIC+3+gBA9QGQmCPaAUD1AZCbm30AoPoASNx8MRoBAFQfAAAAqg+AuYnwAU8AUH0AAACoPgDmKHzAEwBUHwC5sw8AUH0ApOWwPgBQfQDk5mYfAKg+ABI3n8P6AED1AQAAoPoAmB+H9QGA6gMgdfV5qQ8AVB8AqbnXBwCqD4C8POEJAKoPgNTV5wlPAFB9b5WdHgAABIZJREFUAGSuvhiMAACqDwAAANUHwNx4qQ8AVB8AAAA/0kR4LR6AI/KPf/+1Vi8HwgQ++81fjACTcK8PgOMi+QBQfQAAAKg+AAAAVB8AAACqDwAAANUHAACA6gMAAED1AQAAqD4AAABUHwAAAKoPAAAA1QcAAIDqAwAAQPUBAACg+gAAAFQfAAAAqg8AAADVBwAAgOoDAABA9QEAAKD6AAAAVB8AAACqDwAAANUHAACA6gMAAED1AQAAoPoAAABQfQAAAKoPAAAA1QcAAIDqAwAAQPUBAACg+gAAAHioJiKsAADAc/vv1TdGgP3bje96KwAAsAfr1SsjwCQ84QkAAKD6AAAAUH0AAACoPgAAAFQfAAAAqg8AAADVBwAAoPoAAABQfQAAAKg+AAAAVB8AAACqDwAAANUHAACA6gMAAFB9AAAAqD4AAABUHwAAAKoPAAAA1QcAAIDqAwAAQPUBAACoPgAAAFQfAAAAqg8AAADVBwAAgOoDAABA9QEAAKD6AAAAVB8AAACqDwAAANUHAACA6gMAAODpNBFhBQAAgKzc6wMAAFB9AAAAqD4AAABUHwAAAKoPAAAA1QcAAIDqAwAAUH0AAACoPgAAAFQfAAAAqg8AAADVBwAAgOoDAABA9QEAAKg+AAAAVB8AAACqDwAAANUHAACA6gMAAED1AQAAoPoAAABUHwAAAKoPAAAA1QcAAIDqAwAAQPUBAACg+gAAAFB9AAAAqg8AAADVBwAAgOoDAABA9QEAAKD6AAAAUH0AAACqDwAAANUHAACA6gMAAED1AQAAoPoAAABQfQAAAKg+AAAA1QcAAIDqAwAAQPUBAACg+gAAAFB9AAAAqD4AAABUHwAAgOoDAABA9QEAAKD6AAAAUH0AAACoPgAAAFQfAAAAqg8AAED1AQAAoPoAAABQfQAAAKg+AAAAVB8AAACqDwAAANUHAACg+gAAAFB9AAAAqD4AAABUHwAAAKoPAAAA1QcAAKD6AAAAUH0AAACoPgAAAFQfAAAAqg8AAADVBwAAgOoDAABQfQAAAKg+AAAAVB8AAACqDwAAANUHAACA6gMAAED1AQAAqD4AAABUHwAAAKoPAAAA1QcAAIDqAwAAQPUBAACg+gAAAFQfAAAAqg8AAADVBwAAgOoDAABA9QEAAKD6AAAAUH0AAACqDwAAANUHAACA6gMAAED1AQAAoPoAAABQfQAAAKoPAAAA1QcAAIDqAwAAQPUBAACg+gAAAFB9AAAAqD4AAADVBwAAgOoDAABA9QEAAKD6AAAAUH0AAACoPgAAAFQfAACA6gMAAED1AQAAoPoAAABQfQAAAKg+AAAAVB8AAACqDwAAQPUBAACg+gAAAFB9AAAAqD4AAABUHwAAAKoPAAAA1QcAAKD6AAAAUH0AAACoPgAAAFQfAAAAqg8AAADVBwAAoPoAAABQfQAAAKg+AAAAVB8AAACqDwAAANUHAACA6gMAAFB9AAAAqD4AAABUHwAAAKoPAAAA1QcAAIDqAwAAQPUBAACoPgAAAFQfAAAAqg8AAICp/B/Xiip13RNzlAAAAABJRU5ErkJggg=="/><div class="t m0 x1 h2 y1 ff1 fs0 fc0 sc0 ls0 ws0">Raport <span class="ff2">ESG</span></div><div class="c x2 y2 w2 h3"><div class="t m1 x3 h2 y3 ff3 fs0 fc0 sc0 ls0 ws0">Raport <span class="ff4">ESG</span></div></div><div class="t m0 x4 h4 y4 ff1 fs1 fc1 sc0 ls0 ws0">Spr<span class="_ _0"></span>awoz<span class="_ _0"></span>danie na t<span class="_ _0"></span>ema<span class="_ _0"></span>t inf<span class="_ _0"></span>or<span class="_ _1"></span>macji </div><div class="t m0 x4 h4 y5 ff1 fs1 fc1 sc0 ls0 ws0">nieﬁnansowy<span class="_ _0"></span>ch Grup<span class="_ _0"></span>y <span class="_ _0"></span>Apat<span class="_ _1"></span>or za 2023 ro<span class="_ _0"></span>k</div><div class="t m0 x5 h5 y6 ff1 fs2 fc2 sc0 ls0 ws0">Raport </div><div class="t m0 x5 h6 y7 ff5 fs3 fc2 sc0 ls0 ws0">ESG</div></div><div class="pi" ></div></div><div id="pf2" class="pf w0 h0" ><div class="pc pc2 w0 h0"><img class="bi x0 y0 w1 h1" alt="" src="data:image/png;base64,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"/><div class="t m0 x6 h7 y8 ff6 fs4 fc0 sc0 ls1 ws0">SPIS<span class="_ _2"></span> TR<span class="_ _2"></span><span class="ls2 ws1">EŚ<span class="ls3 ws2">CI</span></span></div><div class="t m0 x7 h8 y9 ff7 fs5 fc0 sc0 ls0 ws0"> </div><div class="t m0 x8 h9 ya ff6 fs6 fc0 sc0 ls4 ws3">1.</div><div class="t m0 x9 h8 yb ff6 fs5 fc0 sc0 ls0 ws0"> <span class="_ _3"> </span><span class="ff7 ls5 ws4">Wstę<span class="_ _2"></span>p<span class="_ _2"></span><span class="ls0 ws5"> 03</span></span></div><div class="t m0 xa h9 yc ff6 fs6 fc0 sc0 ls6 ws6">2.</div><div class="t m0 xb h8 yd ff6 fs5 fc0 sc0 ls0 ws0"> <span class="_ _4"> </span><span class="ff7 ws7">O Grupie Apator<span class="ls7 ws8"> 04</span></span></div><div class="t m0 xc h8 ye ff6 fs5 fc0 sc0 ls0 ws0">2.<span class="_ _1"></span>1<span class="_ _1"></span>.  Pr<span class="_ _0"></span>oﬁl działalności i model biznesowy <span class="_ _5"> </span><span class="ff7">06</span></div><div class="t m0 xc h8 yf ff6 fs5 fc0 sc0 ls0 ws9">2.2.<span class="_ _0"></span> Str<span class="_ _0"></span>at<span class="_ _0"></span>egia biznesowa <span class="_ _6"> </span><span class="ff7 ls8 wsa">07</span></div><div class="t m0 xc h8 y10 ff6 fs5 fc0 sc0 ls0 ws0">2.3.<span class="_ _0"></span> Zr<span class="_ _0"></span>ównoważon<span class="_ _0"></span>y rozwój <span class="_ _7"> </span><span class="ff7 ls9 wsb">10</span></div><div class="t m0 xc h8 y11 ff6 fs5 fc0 sc0 ls0 ws0">2.<span class="_ _0"></span>4.<span class="_ _1"></span> Relacje z int<span class="_ _0"></span>eresariusz<span class="_ _0"></span>ami <span class="_ _8"> </span><span class="ff7 lsa wsc">14</span></div><div class="t m0 x8 h9 y12 ff6 fs6 fc0 sc0 lsb wsd">3.</div><div class="t m0 xb h8 y13 ff6 fs5 fc0 sc0 ls0 ws0"> <span class="_ _9"> </span><span class="ff7">GOVER<span class="_ _0"></span>NANCE - <span class="lsc wse">Ła<span class="_ _0"></span><span class="ls0 wsf">d k<span class="_ _0"></span>orpor<span class="_ _0"></span>acy<span class="_ _0"></span>jny<span class="ff6 ws0"> <span class="_ _a"> </span></span><span class="lsd ws10">16</span></span></span></span></div><div class="t m0 xc h8 y14 ff6 fs5 fc0 sc0 ls0 ws9">3.<span class="_ _1"></span>1<span class="_ _1"></span>.  Pod<span class="_ _0"></span>st<span class="_ _0"></span>awy kult<span class="_ _0"></span>ury organizacy<span class="_ _0"></span>jnej <span class="_ _b"> </span><span class="ff7 lsa wsc">17</span></div><div class="t m0 xc h8 y15 ff6 fs5 fc0 sc0 ls0 ws9">3.2.<span class="_ _0"></span> Struk<span class="_ _0"></span>tur<span class="_ _0"></span>a zarządcza <span class="_ _c"> </span><span class="ff7 lse ws11">18</span></div><div class="t m0 xc h8 y16 ff6 fs5 fc0 sc0 ls0 ws0">3.3.<span class="_ _1"></span> Kodeks et<span class="_ _0"></span>yczn<span class="_ _0"></span>y Grupy Apa<span class="_ _0"></span>t<span class="_ _0"></span>or <span class="_ _d"> </span><span class="ff7">23</span></div><div class="t m0 xc h8 y17 ff6 fs5 fc0 sc0 ls0 ws0">3.<span class="_ _0"></span>4.<span class="_ _1"></span> Kluczowe polityk<span class="_ _0"></span>i w ramach ładu k<span class="_ _0"></span>orpor<span class="_ _0"></span>acy<span class="_ _0"></span>jnego <span class="_ _e"> </span><span class="ff7">23</span></div><div class="t m0 xd h8 y18 ff6 fs5 fc0 sc0 ls0 ws0">3.<span class="_ _0"></span>4.<span class="_ _f"></span>1<span class="_ _0"></span>.<span class="_ _0"></span> Polit<span class="_ _0"></span>yka w o<span class="_ _0"></span>bszarze przeciwdziałania k<span class="_ _0"></span>orupcji i łapownictwu <span class="_ _10"> </span><span class="ff7">23</span></div><div class="t m0 xd h8 y19 ff6 fs5 fc0 sc0 ls0 ws9">3.<span class="_ _0"></span>4.2.<span class="_ _1"></span> Polityk<span class="_ _0"></span>a w obszarze respek<span class="_ _0"></span>tow<span class="_ _0"></span>ania praw człowieka <span class="_ _11"> </span><span class="ff7 ws0">25</span></div><div class="t m0 xd h8 y1a ff6 fs5 fc0 sc0 ls0 ws9">3.<span class="_ _0"></span>4.<span class="_ _0"></span>3.<span class="_ _0"></span> Polit<span class="_ _0"></span>yka w zakr<span class="_ _0"></span>esie bezpieczeńs<span class="_ _0"></span>twa i ochr<span class="_ _0"></span>ony dany<span class="_ _0"></span>ch <span class="_ _12"> </span><span class="ff7 lsf ws12">27</span></div><div class="t m0 xc h8 y1b ff6 fs5 fc0 sc0 ls0 ws9">3.5.<span class="_ _1"></span> Syst<span class="_ _0"></span>em compliance <span class="_ _13"> </span><span class="ff7 lse ws11">29</span></div><div class="t m0 xc h8 y1c ff6 fs5 fc0 sc0 ls0 ws0">3.6.<span class="_ _1"></span> Zarządzanie ryzykiem w Grupie <span class="_ _0"></span>Apat<span class="_ _0"></span>or <span class="_ _14"> </span><span class="ff7 ls10 ws13">31</span></div><div class="t m0 xc h8 y1d ff6 fs5 fc0 sc0 ls0 ws0">3.<span class="_ _0"></span>7<span class="_ _f"></span>.<span class="_ _0"></span> Ryzyka w obs<span class="_ _0"></span>zarze ESG <span class="_ _15"> </span><span class="ff7">33</span></div><div class="t m0 xc h8 y1e ff6 fs5 fc0 sc0 ls0 ws9">3.8.<span class="_ _0"></span> Ryzyk<span class="_ _0"></span>a i szanse związane z klimat<span class="_ _0"></span>em <span class="_ _16"> </span><span class="ff7 ls10 ws13">37</span></div><div class="t m0 x8 h9 y1f ff6 fs6 fc0 sc0 ls11 ws14">4.</div><div class="t m0 xe h8 y20 ff6 fs5 fc0 sc0 ls0 ws0"> <span class="_ _10"> </span><span class="ff7">SOC<span class="_ _0"></span>IAL – Obszar s<span class="_ _0"></span>połeczny<span class="ff6"> <span class="_ _17"> </span></span>43</span></div><div class="t m0 xc h8 y21 ff6 fs5 fc0 sc0 ls0 ws9">4.<span class="_ _f"></span>1<span class="_ _0"></span>.<span class="_ _0"></span> Relacj<span class="_ _0"></span>e z pracownikami <span class="_ _18"> </span><span class="ff7 ls12 ws15">44</span></div><div class="t m0 xc h8 y22 ff6 fs5 fc0 sc0 ls0 ws0">4.2.<span class="_ _1"></span> Bezpieczeństwo i higiena pr<span class="_ _0"></span>acy <span class="_ _19"> </span><span class="ff7 ls13 ws16">57</span></div><div class="t m0 xc h8 y23 ff6 fs5 fc0 sc0 ls0 ws9">4.3<span class="_ _0"></span>.<span class="_ _0"></span> Relacje z klient<span class="_ _0"></span>ami <span class="_ _1a"> </span><span class="ff7 lsd ws10">59</span></div><div class="t m0 xc h8 y24 ff6 fs5 fc0 sc0 ls0 ws9">4.<span class="_ _1"></span>4.<span class="_ _0"></span> <span class="_ _1b"></span>Współpr<span class="_ _0"></span>aca z dos<span class="_ _1"></span>tawcami <span class="_ _1c"> </span><span class="ff7 ls14 ws17">69</span></div><div class="t m0 xc h8 y25 ff6 fs5 fc0 sc0 ls0 ws9">4.5<span class="_ _0"></span>.<span class="_ _0"></span> <span class="_ _1b"></span>Ot<span class="_ _0"></span>oczenie branżow<span class="_ _0"></span>e <span class="_ _1d"> </span><span class="ff7 lsd ws10">72</span></div><div class="t m0 xc h8 y26 ff6 fs5 fc0 sc0 ls0 ws9">4.<span class="_ _0"></span>6.<span class="_ _1"></span> <span class="_ _2"></span>Wspieranie społeczności <span class="_ _1e"> </span><span class="ff7 ls15 ws18">75</span></div><div class="t m0 xa h9 y27 ff6 fs6 fc0 sc0 ls16 ws19">5.</div><div class="t m0 xb h8 y28 ff6 fs5 fc0 sc0 ls0 ws0"> <span class="_ _9"> </span><span class="ff7 lsf ws12">EN<span class="ls0 ws1a">VIRONMENT<span class="_ _1"></span>AL - Wpływ na środowisk<span class="_ _1"></span>o<span class="ff6 ws0"> <span class="_ _1f"> </span></span><span class="lsd ws10">78</span></span></span></div><div class="t m0 xc h8 y29 ff6 fs5 fc0 sc0 ls0 ws9">5.<span class="_ _f"></span>1.<span class="_ _1"></span> T<span class="_ _f"></span>echnologie wspierające t<span class="_ _0"></span>ransf<span class="_ _1"></span>ormację energet<span class="_ _0"></span>yczną<span class="_ _1"></span>,<span class="_ _1"></span> efekt<span class="_ _0"></span>ywność <span class="ws0"> </span></div><div class="t m0 xc h8 y2a ff6 fs5 fc0 sc0 ls0 ws9">i oszczędzanie zas<span class="_ _0"></span>obów <span class="_ _20"> </span><span class="ff7 ls17 ws1b">79</span></div><div class="t m0 xc h8 y2b ff6 fs5 fc0 sc0 ls0 ws0">5.2.<span class="_ _0"></span> Zarządzanie aspek<span class="_ _0"></span>tami środ<span class="_ _0"></span>owisko<span class="_ _0"></span>wymi <span class="_ _21"> </span><span class="ff7 ls17 ws1b">79</span></div><div class="t m0 xc h8 y2c ff6 fs5 fc0 sc0 ls0 ws9">5.3.<span class="_ _1"></span> Wskaźnik<span class="_ _0"></span>i w obszarze śr<span class="_ _0"></span>odowisk<span class="_ _0"></span>owym <span class="_ _22"> </span><span class="ff7 ls18 ws1c">85</span></div><div class="t m0 xc h8 y2d ff6 fs5 fc0 sc0 ls0 ws9">5.<span class="_ _0"></span>4<span class="_ _0"></span>.<span class="_ _0"></span> Kwa<span class="_ _0"></span>liﬁkacja działalności zgodnie z T<span class="_ _f"></span>aksonomią UE <span class="_ _23"> </span><span class="ff7 ws0">88</span></div><div class="t m0 xa h9 y2e ff6 fs6 fc0 sc0 ls16 ws19">6.</div><div class="t m0 xe h8 y2f ff6 fs5 fc0 sc0 ls0 ws0"> <span class="_ _24"> </span><span class="ff7 ws9">O raporci<span class="_ _0"></span>e<span class="ff6 ws0"> <span class="_ _25"> </span></span><span class="ls7">112</span></span></div><div class="t m0 x8 h9 y30 ff6 fs6 fc0 sc0 ls19 ws1d">7.</div><div class="t m0 xf h8 y31 ff6 fs5 fc0 sc0 ls0 ws0"> <span class="_ _26"> </span><span class="ff7">Indeks GRI</span> <span class="_ _27"> </span><span class="ff7 lse ws11">113</span></div></div><div class="pi" ></div></div><div id="pf3" class="pf w0 h0" ><div class="pc pc3 w0 h0"><img class="bi x0 y0 w1 h1" alt="" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAABKcAAAaUCAIAAACqk+gAAAAACXBIWXMAABYlAAAWJQFJUiTwAAAgAElEQVR42uzdbWxV5QHA8QMto2uFYuGGImQgGDVFcBLUISQMKUSFbURRU3DVsTiUyRgS4xuDog7UBV9wvjAFsyowlDAW0C7QwUhAggEcrRDihIJjpHChWlixk7buwyV313vbS1taQPj9Pt2X8zzncNIP/HOee06buS/MC4LgwSmTAwAAAM47bZ0CAAAA1QcAAIDqAwAAQPUBAACg+gAAAFB9AAAAqD4AAADVBwAAgOoDAABA9QEAAKD6AAAAUH0AAACoPgAAAFQfAACA6gMAAED1AQAAoPoAAABQfQAAAKg+AAAAVB8AAACqDwAAQPUBAACg+gAAAFB9AAAAqD4AAABUHwAAAKoPAAAA1QcAAKD6AAAAUH0AAACoPgAAAFQfAAAAqg8AAADVBwAAoPoAAABQfQAAAKg+AAAAVB8AAACqDwAAANUHAACA6gMAAFB9AAAAqD4AAABUHwAAAKoPAAAA1QcAAIDqAwAAQPUBAACoPgAAAFQfAAAAqg8AAADVBwAAgOoDAABA9QEAAKD6AAAAVB8AAACqDwAALgA1tXVX37ewzchnRjyytKa2zglB9QEAwHll2vy1JXvCQRAUb9s7e8kmJwTVBwAA54/3P9w9b8XW6NuZhRs27tjvtKD6AADgfLD3YOWo6cviPhz75Ipw5XEnB9UHAADfbjW1dYOmvJX4eXlFVe7Df/IDP1QfAAB8u+U/+155RVW9X5XsCU+bv9YpQvUBAMC31eK1O5es25lkg3krtr7/4W4ninNcqlMAAACJSsvC459eecrNRk1fVvbWfb26Zp7OvvYerAyCYOe+wzk9u2SktQtlpiduU1Nbt//wsYZm6NGlQ2pK22bMn3zaWHEDq6pPRH/ZuHPf4cyM9t27dGjoYGI3TnSaZw/VBwAATVZVfWLko0sbufGgKW/9a9GkJNGVfEeX3TM/bhFp3rCcxY/+KG7L/YePXfrT15JM1b936OE7fjDuxpwmzX/KaRNHlZaF3yjaHntT0zjZWRn3j75m2tjrMtLaRT75ywf/TJ7QuQN6PTfxxn6XhvzttQYrPAEAIN6YguUN/ZwvUXlFVf6z7zVvR/c+/9fEHS1Zt7MZT4Yo2RMe//TK0rJwK80fUVNbN/LRpUmSL3JCZhZueGzh+sZPW7xtb/+JCyPXJGlxrvUBAMA3fD5r4a0HK4ubMuTOLduOL05LHzeiSTsqLQtHfzeYnZUx7Oqe0beTXlq9/bUJDQ2clT/ksksuDoJg864D4covd+wLR54gHwTBG0XbX5yU2/j5Q5npix75xnXF6EW5vGE5o6/vE/28Z9eOQRC8s35XbEZGjyTizdWlxdv2Rl7PW7F1+vgbElerJjn4D3b822pP1QcAAK3rvxtL/1OwcHQQXPLGjDFLP2rMkHW3X93nF08dWb6mXb/e7fr1afy+/rzxk+jrkvkTQpnpN+R0n/zymiAISvaES8vCDa14zB9xVaSOIus5q6pPXPTj5yJfhSu/bNL8GWnt4haFRqtv9PV94r4KgmDV5t2xc8Yd4bgbc554e+PMwg2Rt2u27k2cIe7gS8vC/ScujHy1edeBxO05fVZ4AgDASXXhL46MfTzy+trpvy977Z7srIwk22dnZRx6Nf/yGa+cLK6RU7+uqm7kvmpq615ddbIq+/cORa6J3fnDK+tttuTat0tp1fkbUm+U5o+4qkmTxJ7hzh2/64+wNbjWBwAAJzvpyLiC2vKKyLva8oqMiXM+Xfm7MQXLo6sWY+UO6FU069bPRz8UO+TwmEdCa15ozN427zoQXSp5783fj7wIZab37x2KrHh8ddVHj+UNqvcmMYVrPo5dV7l514GWnb9VxR187MXDgZdn+zNUfQAA0FqOzi6sLt4S+0l18Zb2z75d9Nu7Zy/ZFF21GPHSL0c88JMBR594M3HI0Sfe7DjjZ6fc3Tvrd0Vfx16Cu23IFZEqK6+o2rzrwOC+PRLHxh1MrLuG55z+/Ems277vNM9zkoO/9opu/g5VHwAAtIrq9zdVzlyQ+HnlzAXthw+ccdfg4df0HDJ1URAE2VkZy34zZnDfHsmHtB/cL8nuqqpPxN4Gc8orf4u+3rEvHFuGTaqyWflDbrmuT+vNHwRB7C1hWlD/3qE5E4bW+6BCVB8AAJyuuvAX4VEPNfTtkbGPZ5cUDu7b49C7k59a9EHkvpSNGdI21KmhDdaXfBb7tqGOmrdi6+wJQ6NPvYutu9hFkj27duzepUPss9FPc/5WFT34aX9YG1mDmp2VsfXle878WlPVBwAAF4aa2kO5U5J8X1tecWRcQahobigz/eRDERo9JEhNqXeD55dvaeTRrS/5LHL5Llb0NpgNOc35G6neu4wWrvk4+ajowffs2jFy+bS8omr2kk0z7hrsj1H1AQBAyzuS/+SJkt3Jt6ku3nJ0dmH013rNGBIrXHk8enuY3AG9Xp96U9wGO/cdHjV9WbTfmlplrTr/6Ov7RK8c9p+4MO6q46rNu2OvK97Qt3uSqQb37ZE3LCey/czCDQMvz252f6L6AACgfscXrzm+pFHPY6+cueA7A69Mu2VQM4bEfb707/+/z8rUWwcmXrXr1TUzOysjsvqxeNvecOXxJv3grVXnv2PoldGVmUHSW7PkDcs55SPXX59607rt+yKzjZq+7NC7k/20rzVYOwsAwIXryPhZjd84POqhr7Z90qQhFT+fU0/qFP0j+npo/+/VO/D+0dfUW3GN0arzp6a0XT3nzrxhp3iW+qz8IS9OGn7K2TLS2i148Obo23FzVtbU1vmzbHFt5r4wLwiCB6dMdi4AALjQhEf8Ou7RC0mkZGdlPjOp4u6nGj9/el5u58UFcR/uPVgZfd3Q1bCq6hPhyuPRNAplptfU1u0/fCzySeyNWxI1b/7E4aHM9CQ3eonOcOz4V6Vl4U4Xtc/p2aWhw4vdXeK3sQec/J+G6gMAgKapC39xKHfKKX+kFwRBWu7AzosL2oY6NWOI88zZJaMBALiA/zcc6pS9dWF6Xm7yzTr86vZQ0dxIvzVjCKg+AAA4e1JTOi8uuPilqQ1933nRzE4vTvnGMxiaMQRUHwAAnEUXPXBbdskfU7KzYj9Myc7qVvZu+rgRLTUEVB8AAJw17fr1yS4pTMsdGHmbljuw26fvpPbq1rJD4MzzvD4AADipbahTqGhu9eoPgyBIfM5eSw0B1QcAAGfxP8gpTY63ZgyBM8gKTwAAANUHAACA6gMAAED1AQAAoPoAAABQfQAAAKg+AAAA1QcAAIDqAwAAQPUBAACg+gAAAFB9AAAAqD4AAABUHwAAgOoDAABA9QEAAKD6AAAAUH0AAACoPgAAAFQfAAAAqg8AAED1AQAAoPoAAABQfQAAAKg+AAAAVB8AAACqDwAAANUHAACg+gAAAFB9AAAAqD4AAABUHwAAAKoPAAAA1QcAAKD6AAAAUH0AAACoPgAAAFQfAAAAqg8AAADVBwAAgOoDAABQfQAAAKg+AAAAVB8AAACqDwAAANUHAACA6gMAAED1AQAAqD4AAABUHwAAAKoPAAAA1QcAAIDqAwAAQPUBAACg+gAAAFQfAAAAqg8AAADVBwAAgOoDAABA9QEAAKD6AAAAUH0AAACqDwAAANUHAACA6gMAAED1AQAAoPoAAABQfQAAAKoPAAAA1QcAAIDqAwAAQPUBAACg+gAAAFB9AAAAqD4AAADVBwAAgOoDAABA9QEAAKD6AAAAUH0AAACoPgAAAFQfAACA6gMAAED1AQAAoPoAAABQfQAAAKg+AAAAVB8AAACqDwAAQPUBAACg+gAAAFB9AAAAqD4AAABUHwAAAKoPAAAA1QcAAKD6AAAAUH0AAACoPgAAAFQfAAAAqg8AAADVBwAAoPoAAABQfQAAAKg+AAAAVB8AAACqDwAAANUHAACA6gMAAFB9AAAAqD4AAABUHwAAAKoPAAAA1QcAAIDqAwAAQPUBAACoPgAAAFQfAAAAqg8AAADVBwAAgOoDAABA9QEAAKD6AAAAVB8AAACqDwAAANUHAACA6gMAAED1AQAAoPoAAABQfQAAAKoPAAAA1QcAAIDqAwAAQPUBAACg+gAAAFB9AAAAqg8AAADVBwAAgOoDAABA9QEAAKD6AAAAUH0AAACoPgAAANUHAACA6gMAAED1AQAAoPoAAABQfQAAAKg+AAAAVB8AAIDqAwAAQPUBAABwbkt1CgAAAFpcm5HPnAuHkTcsx7U+AACA85nqAwAAUH0AAACoPgAAAFQfAAAAqg8AAADVBwAAgOoDAABQfQAAAKg+AAAAVB8AAACqDwAAANUHAACA6gMAAED1AQAAqD4AAABUHwAAAKoPAAAA1QcAAIDqAwAAQPUBAACg+gAAAFQfAAAAqg8AAADVBwAAgOoDAABA9QEAAKD6AAAAUH0AAACqDwAAANUHAACA6gMAAED1AQAAoPoAAABQfQAAAKoPAAAA1QcAAIDqAwAAQPUBAACg+gAAAFB9AAAAqD4AAADVBwAAgOoDAABA9QEAAKD6AAAAUH0AAACoPgAAAFQfAACA6gMAAED1AQAAoPoAAABQfQAAAKg+AAAAVB8AAACqDwAAQPUBAACg+gAAAFB9AAAAqD4AAABUHwAAAKoPAAAA1QcAAKD6AAAAUH0AAACoPgAAAFQfAAAAqg8AAADVBwAAoPoAAABQfQAAAKg+AAAAVB8AAACqDwAAANUHAACA6gMAAFB9AAAAqD4AAABUHwAAAKoPAAAA1QcAAIDqAwAAQPUBAACoPgAAAFQfAAAAqg8AAADVBwAAgOoDAABA9QEAAKD6AAAAVB8AAACqDwAAANUHAACA6gMAAED1AQAAoPoAAABQfQAAAKoPAAAA1QcAAIDqAwAAQPUBAACg+gAAAFB9AAAAqg8AAADVBwAAgOoDAABA9QEAAKD6AAAAUH0AAACoPgAAANUHAACA6gMAAED1AQAAoPoAAABQfQAAAKg+AAAAVB8AAIDqAwAAQPUBAACg+gAAAFB9AAAAqD4AAABUHwAAAKoPAABA9QEAAKD6AAAAUH0AAACoPgAAAFQfAAAAqg8AAADVBwAAoPoAAABQfQAAAKg+AAAAVB8AAACqDwAAANUHAACg+gAAAFB9AAAAqD4AAABUHwAAAKoPAAAA1QcAAIDqAwAAUH0AAACoPgAAAFQfAAAAqg8AAADVBwAAgOoDAABA9QEAAKg+AAAAVB8AAACqDwAAANUHAACA6gMAAED1AQAAoPoAAABUHwAAAKoPAAAA1QcAAIDqAwAAQPUBAACg+gAAAFQfAAAAqg8AAADVBwAAgOoDAABA9QEAAKD6AAAAUH0AAACqDwAAANUHAACA6gMAAED1AQAAoPoAAABQfQAAAKg+AAAA1QcAAIDqAwAAQPUBAACg+gAAAFB9AAAAqD4AAABUHwAAgOoDAABA9QEAAKD6AAAAUH0AAACoPgAAAFQfAAAAqg8AAED1AQAAoPoAAABQfQAAAKg+AAAAVB8AAACqDwAAQPUBAACg+gAAAFB9AAAAqD4AAABUHwAAAKoPAAAA1QcAAKD6AAAAUH0AAACoPgAAAFQfAAAAqg8AAADVBwAAgOoDAABQfQAAAKg+AAAAVB8AAACqDwAAANUHAACA6gMAAED1AQAAqD4AAABUHwAAAKoPAAAA1QcAAIDqAwAAQPUBAACg+gAAAFQfAAAAqg8AAADVBwAAgOoDAABA9QEAAKD6AAAAVB8AAACqDwAAANUHAACA6gMAAED1AQAAoPoAAABQfQAAAKoPAAAA1QcAAIDqAwAAQPUBAACg+gAAAFB9AAAAqD4AAADVBwAAgOoDAABA9QEAAKD6AAAAUH0AAACoPgAAAFQfAACA6gMAAED1AQAAoPoAAABQfQAAAKg+AAAAVB8AAACqDwAAQPUBAACg+gAAAFB9AAAAqD4AAABUHwAAAKoPAABA9QEAAKD6AAAAUH0AAACoPgAAAFQfAAAAqg8AAADVBwAAoPoAAABQfQAAAKg+AAAAVB8AAACqDwAAANUHAACA6gMAAFB9AAAAqD4AAABUHwAAAKoPAAAA1QcAAIDqAwAAQPUBAACoPgAAAFQfAAAAqg8AAADVBwAAgOoDAABA9QEAAKg+AAAAVB8AAACqDwAAANUHAADAmZLqFAAAALS4r1c/fI4ciWt9AAAA5zPVBwAAoPoAAABQfQAAAKg+AAAAVB8AAACqDwAAANUHAACg+gAAAFB9AAAAqD4AAABUHwAAAKoPAAAA1QcAAIDqAwAAUH0AAACoPgAAAFQfAAAAqg8AAADVBwAAgOoDAABA9QEAAKg+AAAAVB8AAACqDwAAANUHAACA6gMAAED1AQAAoPoAAABUHwAAAKoPAAAA1QcAAIDqAwAAQPUBAACg+gAAAFQfAAAAqg8AAADVBwAAgOoDAABA9QEAAKD6AAAAUH0AAACqDwAAANUHAACA6gMAAED1AQAAoPoAAABQfQAAAKg+AAAA1QcAAIDqAwAAQPUBAACg+gAAAFB9AAAAqD4AAABUHwAAgOoDAABA9QEAAKD6AAAAUH0AAACoPgAAAFQfAAAAqg8AAED1AQAAoPoAAABQfQAAAKg+AAAAVB8AAACqDwAAQPUBAACg+gAAAFB9AAAAqD4AAABUHwAAAKoPAAAA1QcAAKD6AAAAUH0AAACoPgAAAFQfAAAAqg8AAADVBwAAgOoDAABQfQAAAKg+AAAAVB8AAACqDwAAANUHAACA6gMAAED1AQAAqD4AAABUHwAAAKoPAAAA1QcAAIDqAwAAQPUBAACg+gAAAFQfAAAAqg8AAADVBwAAgOoDAABA9QEAAKD6AAAAVB8AAACqDwAAANUHAACA6gMAAED1AQAAoPoAAABQfQAAAKoPAAAA1QcAAIDqAwAAQPUBAACg+gAAAFB9AAAAqD4AAADVBwAAgOoDAABA9QEAAKD6AAAAUH0AAACoPgAAAFQfAACA6gMAAED1AQAAoPoAAABQfQAAAKg+AAAAVB8AAACqDwAAQPUBAACg+gAAAFB9AAAAqD4AAABUHwAAAKoPAABA9QEAAKD6AAAAUH0AAACoPgAAAFQfAAAAqg8AAADVBwAAoPoAAABQfQAAAKg+AAAAVB8AAACqDwAAANUHAACA6gMAAFB9AAAAqD4AAABUHwAAAKoPAAAA1QcAAIDqAwAAQPUBAACoPgAAAFQfAAAAqg8AAADVBwAAgOoDAABA9QEAAKg+AAAAVB8AAACqDwAAANUHAACA6gMAAED1AQAAoPoAAABUHwAAAKoPAAAA1QcAAIDqAwAAQPUBAACg+gAAAFB9AAAAqg8AAADVBwAAgOoDAABA9QEAAKD6AAAAUH0AAACoPgAAANUHAACA6gMAAED1AQAAoPoAAABQfQAAAKg+AAAAVB8AAIDqAwAAQPUBAACg+gAAAFB9AAAAqD4AAABUHwAAgOoDAABA9QEAAKD6AAAAUH0AAACoPgAAAFQfAAAAqg8AAED1AQAAoPoAAABQfQAAAKg+AAAAVB8AAACqDwAAANUHAACg+gAAAFB9AAAAqD4AAABUHwAAAKoPAAAA1QcAAIDqAwAAUH0AAACoPgAAAFQfAAAAqg8AAADVBwAAgOoDAABA9QEAAKg+AAAAVB8AAACqDwAAANUHAACA6gMAAED1AQAAqD4AAABUHwAAAKoPAAAA1QcAAIDqAwAAQPUBAACg+gAAAFQfAAAAqg8AAADVBwAAgOoDAABA9QEAAKD6AAAAUH0AAACqDwAAANUHAACA6gMAAED1AQAAoPoAAABQfQAAAKg+AAAA1QcAAIDqAwAAQPUBAACg+gAAAFB9AAAAqD4AAABUHwAAgOoDAABA9QEAAKD6AAAAUH0AAACoPgAAAFQfAACA6gMAAED1AQAAoPoAAABQfQAAAKg+AAAAVB8AAACqDwAAQPUBAACg+gAAAFB9AAAAqD4AAABUHwAAAKoPAAAA1QcAAKD6AAAAUH0AAACoPgAAAFQfAAAAqg8AAADVBwAAgOoDAABQfQAAAKg+AAAAVB8AAACqDwAAANUHAACA6gMAAFB9AAAAqD4AAABUHwAAAKoPAAAA1QcAAIDqAwAAQPUBAACoPgAAAFQfAAAAqg8AAADVBwAAgOoDAABA9QEAAKD6AAAAVB8AAACqDwAAANUHAACA6gMAAED1AQAAoPoAAABQfQAAAKoPAAAA1QcAAIDqAwAAQPUBAACg+gAAAFB9AAAAqD4AAADVBwAAgOoDAABA9QEAAKD6AAAAUH0AAACoPgAAANUHAACA6gMAAED1AQAAoPoAAABQfQAAAKg+AAAAVB8AAIDqAwAAQPUBAACg+gAAAFB9AAAAqD4AAABUHwAAAKoPAABA9QEAAKD6AAAAUH0AAACoPgAAAFQfAAAAqg8AAADVBwAAoPoAAABQfQAAAKg+AAAAVB8AAACqDwAAANUHAACA6gMAAFB9AAAAqD4AAABUHwAAAKoPAAAA1QcAAIDqAwAAUH0AAACoPgAAAFQfAAAAqg8AAADVBwAAgOoDAABA9QEAAKg+AAAAVB8AAACqDwAAANUHAACA6gMAAED1AQAAoPoAAABUHwAAAKoPAAAA1QcAAIDqAwAAQPUBAACg+gAAAFB9AAAAqg8AAADVBwAAgOoDAABA9QEAAKD6AAAAUH0AAACoPgAAANUHAACA6gMAAED1AQAAoPoAAABQfQAAAKg+AAAA1QcAAIDqAwAAQPUBAACg+gAAAFB9AAAAqD4AAABUHwAAgOoDAABA9QEAAKD6AAAAUH0AAACoPgAAAFQfAAAAqg8AAED1AQAAoPoAAABQfQAAAKg+AAAAVB8AAACqDwAAANUHAACg+gAAAFB9AAAAqD4AAABUHwAAAKoPAAAA1QcAAKD6AAAAUH0AAACoPgAAAFQfAAAAqg8AAADVBwAAgOoDAABQfQAAAKg+AAAAVB8AAACqDwAAANUHAACA6gMAAED1AQAAqD4AAABUHwAAAKoPAAAA1QcAAIDqAwAAQPUBAACg+gAAAFQfAAAAqg8AAADVBwAAgOoDAABA9QEAAKD6AAAAUH0AAACqDwAAANUHAACA6gMAAED1AQAAoPoAAABQfQAAAKoPAAAA1QcAAIDqAwAAQPUBAACg+gAAAFB9AAAAqD4AAADVBwAAgOoDAABA9QEAAKD6AAAAUH0AAACoPgAAAFQfAACA6gMAAED1AQAAoPoAAABQfQAAAKg+AAAAVB8AAACqDwAAQPUBAACg+gAAAFB9AAAAqD4AAABUHwAAAKoPAAAA1QcAAKD6AAAAUH0AAACoPgAAAFQfAAAAqg8AAADVBwAAoPoAAABQfQAAAKg+AAAAVB8AAACqDwAAANUHAACA6gMAAFB9AAAAqD4AAABUHwAAAKoPAAAA1QcAAIDqAwAAQPUBAACoPgAAAFQfAAAAqg8AAADVBwAAgOoDAABA9QEAAKD6AAAAVB8AAACqDwAAANUHAACA6gMAAED1AQAAoPoAAABQfQAAAKoPAAAA1QcAAIDqAwAAQPUBAACg+gAAAFB9AAAAqg8AAADVBwAAgOoDAABA9QEAAKD6AAAAUH0AAACoPgAAANUHAACA6gMAAED1AQAAoPoAAABQfQAAAKg+AAAAVB8AAIDqAwAAQPUBAACg+gAAAFB9AAAAqD4AAABUHwAAAKoPAABA9QEAAKD6AAAAUH0AAACoPgAAAFQfAAAAqg+A/7VfxwIAAAAAg/yt57C7LAIArA8AAADrAwAAwPoAAACwPgAAAKwPAAAA6wMAAMD6AAAArA8AAADrAwAAwPoAAACwPgAAAKwPAAAA6wMAAMD6AAAArA8AAADrAwAAwPoAAACwPgAAAKwPAAAA6wMAAMD6AAAArA8AAADrAwAAwPoAAACwPgAAAKwPAAAA6wMAAMD6AAAArA8AAADrAwAAwPoAAACwPgAAAKwPAAAA6wMAALA+AAAArA8AAADrAwAAwPoAAACwPgAAAKwPAAAA6wMAALA+AAAArA8AAADrAwAAwPoAAACwPgAAAKwPAAAA6wMAALA+AAAArA8AAADrAwAAwPoAAACwPgAAAKwPAAAA6wMAALA+AAAArA8AAADrAwAAwPoAAACwPgAAAKwPAAAA6wMAALA+AAAArA8AAADrAwAAwPoAAACwPgAAAKwPAADA+gAAALA+AAAArA8AAADrAwAAwPoAAACwPgAAAKwPAADA+gAAALA+AAAArA8AAADrAwAAwPoAAACwPgAAAKwPAADA+gAAALA+AAAArA8AAADrAwAAwPoAAACwPgAAAKwPAADA+gAAALA+AAAArA8AAADrAwAAwPoAAACwPgAAAKwPAADA+gAAALA+AAAArA8AAADrAwAAwPoAAACwPgAAAOsDAADA+gAAALA+AAAArA8AAADrAwAAwPoAAACwPgAAAOsDAADA+gAAALA+AAAArA8AAADrAwAAwPoAAACwPgAAAOsDAADA+gAAALA+AAAArA8AAADrAwAAwPoAAACwPgAAAOsDAADA+gAAALA+AAAArA8AAADrAwAAwPoAAACsDwAAAOsDAADA+gAAALA+AAAArA8AAADrAwAAwPoAAACsDwAAAOsDAADA+gAAALA+AAAArA8AAADrAwAAwPoAAACsDwAAAOsDAADA+gAAALA+AAAArA8AAADrAwAAwPoAAACsDwAAAOsDAADA+gAAALA+AAAArA8AAADrAwAAwPoAAACsDwAAAOsDAADA+gAAALA+AAAArA8AAADrAwAAsD4AAACsDwAAAOsDAADA+gAAALA+AAAArA8AAADrAwAAsD4AAACsDwAAAOsDAADA+gAAALA+AAAArA8AAADrAwAAsD4AAACsDwAAAOsDAADA+gAAALA+AAAArA8AAADrAwAAsD4AAACsDwAAAOsDAADA+gAAALA+AAAArA8AAADrAwAAsDmGg7AAAAd6SURBVD4AAACsDwAAAOsDAADA+gAAALA+AAAArA8AAMD6AAAAsD4AAACsDwAAAOsDAADA+gAAALA+AAAArA8AAMD6AAAAsD4AAACsDwAAAOsDAADA+gAAALA+AAAArA8AAMD6AAAAsD4AAACsDwAAAOsDAADA+gAAALA+AAAArA8AAMD6AAAAsD4AAACsDwAAAOsDAADA+gAAALA+AAAArA8AAMD6AAAAsD4AAACsDwAAAOsDAADA+gAAALA+AAAA6wMAAMD6AAAAsD4AAACsDwAAAOsDAADA+gAAALA+AAAA6wMAAMD6AAAAsD4AAACsDwAAAOsDAADA+gAAALA+AAAA6wMAAMD6AAAAsD4AAACsDwAAAOsDAADA+gAAALA+AAAA6wMAAMD6AAAAsD4AAACsDwAAAOsDAADA+gAAAKwPAAAA6wMAAMD6AAAAsD4AAACsDwAAAOsDAADA+gAAAKwPAAAA6wMAAMD6AAAAsD4AAACsDwAAAOsDAADA+gAAAKwPAAAA6wMAAMD6AAAAsD4AAACsDwAAAOsDAADA+gAAAKwPAAAA6wMAAMD6AAAAsD4AAACsDwAAAOsDAADA+gAAAKwPAAAA6wMAAMD6AAAAsD4AAACsDwAAAOsDAACwPgAAAKwPAAAA6wMAAMD6AAAAsD4AAACsDwAAAOsDAACwPgAAAKwPAAAA6wMAAMD6AAAAsD4AAACsDwAAAOsDAACwPgAAAKwPAAAA6wMAAMD6AAAAsD4AAACsDwAAAOsDAACwPgAAAKwPAAAA6wMAAMD6AAAAsD4AAACsDwAAAOsDAACwPgAAAKwPAAAA6wMAAMD6AAAAsD4AAACsDwAAwPoAAACwPgAAAKwPAAAA6wMAAMD6AAAAsD4AAACsDwAAwPoAAACwPgAAAKwPAAAA6wMAAMD6AAAAsD4AAACsDwAAwPoAAACwPgAAAKwPAAAA6wMAAMD6AAAAsD4AAACsDwAAwPoAAACwPgAAAKwPAAAA6wMAAMD6AAAAsD4AAACsDwAAwPoAAACwPgAAAKwPAAAA6wMAAMD6AAAAsD4AAADrAwAAwPoAAACwPgAAAKwPAAAA6wMAAMD6AAAAsD4AAADrAwAAwPoAAACwPgAAAKwPAAAA6wMAAMD6AAAAsD4AAADrAwAAwPoAAACwPgAAAKwPAAAA6wMAAMD6AAAAsD4AAADrAwAAwPoAAACwPgAAAKwPAAAA6wMAAMD6AAAArA8AAADrAwAAwPoAAACwPgAAAKwPAAAA6wMAAMD6AAAArA8AAADrAwAAwPoAAACwPgAAAKwPAAAA6wMAAMD6AAAArA8AAADrAwAAwPoAAACwPgAAAKwPAAAA6wMAAMD6AAAArA8AAADrAwAAwPoAAACwPgAAAKwPAAAA6wMAAMD6AAAArA8AAADrAwAAwPoAAACwPgAAAKwPAAAA6wMAALA+AAAArA8AAADrAwAAwPoAAACwPgAAAKwPAAAA6wMAALA+AAAArA8AAADrAwAAwPoAAACwPgAAAKwPAAAA6wMAALA+AAAArA8AAADrAwAAwPoAAACwPgAAAKwPAAAA6wMAALA+AAAArA8AAADrAwAAwPoAAACwPgAAAKwPAAAA6wMAALA+AAAArA8AAADrAwAAwPoAAACwPgAAAKwPAADA+gAAALA+AAAArA8AAADrAwAAwPoAAACwPgAAAKwPAADA+gAAALA+AAAArA8AAADrAwAAwPoAAACwPgAAAKwPAADA+gAAALA+AAAArA8AAADrAwAAwPoAAACwPgAAAKwPAADA+gAAALA+AAAArA8AAADrAwAAwPoAAACwPgAAAKwPAADA+gAAALA+AAAArA8AAADrAwAAwPoAAACwPgAAAOsDAADA+gAAALA+AAAArA8AAADrAwAAwPoAAACwPgAAAOsDAADA+gAAALA+AAAArA8AAADrAwAAwPoAAACwPgAAAOsDAADA+gAAALA+AAAArA8AAADrAwAAwPoAAACwPgAAAOsDAADA+gAAALA+AAAArA8AAADrAwAAwPoAAACsDwAAAOsDAADA+gAAALA+AAAArA8AAADrAwAAwPoAAACsDwAAAOsDAADA+gAAALA+AAAArA8AAADrAwAAwPoAAACsDwAAAOsDAADA+gAAALA+AAAArA8AAADrAwAAwPoAAACsDwAAAOsDAADA+gAAALA+AAAArA8AAADrAwAAwPoAAACsDwAAAOsDAADA+gAAALA+AAAArA8AAADrAwAAsD4AAACsDwAAAOsDAADA+gAAALA+AAAArA8AAADrAwAAsD4AAACsDwAAAOsDAADA+gAAALA+AAAArA8AAADrAwAAsD4AAACsDwAAAOsDAADA+gAAALA+AAAArA8AAADrAwAAsD4AAACsDwAAAOsDAADA+gAAALA+AAAArA8AAADrAwAAsD4AAACsDwAAAOsDAADA+gAAALA+AAAArA8AAMD6AAAAsD4AAACsDwAAAOsDAADA+gAAALA+AAAArA8AAMD6AAAAsD4AAACsDwAAAOsDAADA+gAAAHgCjN/Oc2dZnbIAAAAASUVORK5CYII="/><div class="t m0 x10 ha y32 ff6 fs7 fc3 sc0 ls0 ws0">3</div><div class="t m0 x11 hb y33 ff6 fs8 fc1 sc0 ls1a ws1e">1. W<span class="_ _1b"></span>ST<span class="_ _1b"></span>Ę<span class="_ _28"></span>P</div><div class="t m2 x12 hc y34 ff8 fs9 fc0 sc0 ls1b ws1f">Wstę<span class="_ _2"></span>p</div><div class="t m0 x11 hd y35 ff9 fsa fc4 sc0 ls0 ws0">Szanowni Pańs<span class="_ _0"></span>two,<span class="_ _1"></span> </div><div class="t m0 x11 hd y36 ff9 fsa fc4 sc0 ls0 ws0">Drodzy Ak<span class="_ _1"></span>cjonariusze,<span class="_ _0"></span> Klienci,<span class="_ _1"></span> Pracownicy i Partnerzy Grup<span class="_ _0"></span>y Apa<span class="_ _0"></span>tor,</div><div class="t m0 x11 hd y37 ff9 fsa fc4 sc0 ls1c ws20">odda<span class="_ _0"></span>jemy w P<span class="_ _0"></span>ańst<span class="_ _0"></span>wa ręce k<span class="_ _0"></span>olejn<span class="_ _0"></span>y raport prez<span class="_ _0"></span>entuj<span class="_ _0"></span>ący najważniejsze wyzw<span class="_ _0"></span>ania Grupy Apa<span class="_ _0"></span>t<span class="_ _0"></span>or na drodze<span class="_ _1"></span> </div><div class="t m0 x11 hd y38 ff9 fsa fc4 sc0 ls1c ws21">do zró<span class="_ _0"></span>wnoważonego r<span class="_ _0"></span>ozwoju,<span class="_ _1"></span> nasze dokonania w obs<span class="_ _0"></span>zarze ładu k<span class="_ _0"></span>orporac<span class="_ _0"></span>yjnego,<span class="_ _1"></span> społecznym i ś<span class="_ _0"></span>rodowis<span class="_ _0"></span>ko<span class="ls0 ws0">-</span></div><div class="t m0 x11 hd y39 ff9 fsa fc4 sc0 ls1c ws21">wym.<span class="_ _1"></span> </div><div class="t m0 x11 hd y3a ff9 fsa fc4 sc0 ls1c ws22">Mimo długiej tr<span class="_ _0"></span>ady<span class="_ _0"></span>cji publikacji przez Gr<span class="_ _0"></span>upę Apat<span class="_ _1"></span>or sprawozdań na t<span class="_ _0"></span>emat <span class="_ _0"></span>tzw<span class="_ _1"></span>. „inf<span class="_ _0"></span>or<span class="_ _0"></span>macji niefinanso<span class="ls0 ws0">-</span></div><div class="t m0 x11 hd y3b ff9 fsa fc4 sc0 ls1c ws23">wych<span class="_ _0"></span>”,<span class="_ _0"></span> proces <span class="_ _0"></span>t<span class="_ _0"></span>en wciąż ewoluuje,<span class="_ _1"></span> bowiem zmienia się rozumienie i pos<span class="_ _1"></span>trzeganie kwes<span class="_ _0"></span>tii ESG przez naszych<span class="_ _1"></span> </div><div class="t m0 x11 hd y3c ff9 fsa fc4 sc0 ls1c ws24">Int<span class="_ _0"></span>eresariu<span class="_ _0"></span>szy<span class="_ _1"></span>. Jes<span class="_ _0"></span>t t<span class="_ _0"></span>o niewątpliwe związane z nowymi r<span class="_ _0"></span>egulacjami: d<span class="_ _0"></span>yrek<span class="_ _0"></span>tywą CSR<span class="_ _0"></span>D,<span class="_ _0"></span> nowymi eur<span class="_ _0"></span>opej<span class="ls0 ws0">-</span></div><div class="t m0 x11 hd y3d ff9 fsa fc4 sc0 ls1c ws25">skimi s<span class="_ _0"></span>t<span class="_ _0"></span>andardami raport<span class="_ _1"></span>owania (European Sust<span class="_ _1"></span>ainabil<span class="_ _2"></span>it<span class="_ _0"></span>y R<span class="_ _0"></span>eporting St<span class="_ _0"></span>andards),<span class="_ _1"></span> T<span class="_ _f"></span>aksonomią UE.<span class="_ _0"></span> R<span class="_ _0"></span>ośnie<span class="_ _1"></span> </div><div class="t m0 x11 hd y3e ff9 fsa fc4 sc0 ls1c ws26">jednocześnie świad<span class="_ _0"></span>omość i oczekiw<span class="_ _0"></span>ania doty<span class="_ _0"></span>czące sk<span class="_ _0"></span>ut<span class="_ _0"></span>ecznego zarządzania kw<span class="_ _0"></span>est<span class="_ _0"></span>iami ESG zarówno w<span class="_ _1"></span> </div><div class="t m0 x11 hd y3f ff9 fsa fc4 sc0 ls1c ws27">gronie int<span class="_ _1"></span>eresariuszy finansowy<span class="_ _0"></span>ch,<span class="_ _0"></span> j<span class="_ _0"></span>ak również naszy<span class="_ _0"></span>ch klientó<span class="_ _0"></span>w i partnerów biznes<span class="_ _0"></span>owych.<span class="_ _1"></span> Sposób,<span class="_ _0"></span> w j<span class="_ _0"></span>aki<span class="_ _0"></span> </div><div class="t m0 x11 hd y40 ff9 fsa fc4 sc0 ls1c ws28">przedsiębior<span class="_ _0"></span>st<span class="_ _0"></span>wa podchodzą dziś do k<span class="_ _0"></span>west<span class="_ _0"></span>ii ESG pozwala oceni<span class="_ _0"></span>ć ich odpornoś<span class="_ _0"></span>ć na zawirowania i kryzys<span class="_ _0"></span>y,<span class="_ _1"></span> </div><div class="t m0 x11 hd y41 ff9 fsa fc4 sc0 ls1c ws29">pot<span class="_ _0"></span>encjał do <span class="_ _0"></span>tworzenia dług<span class="_ _0"></span>ot<span class="_ _0"></span>ermino<span class="_ _0"></span>wej warto<span class="_ _0"></span>ści,<span class="_ _0"></span> umiejęt<span class="_ _0"></span>ność wyk<span class="_ _1"></span>orz<span class="_ _2"></span>ys<span class="_ _0"></span>t<span class="_ _0"></span>ania szans i zarządzania ryzy<span class="ls0 ws0">-</span></div><div class="t m0 x11 hd y42 ff9 fsa fc4 sc0 ls1c ws2a">kiem wynik<span class="_ _0"></span>aj<span class="_ _0"></span>ącymi z aspekt<span class="_ _1"></span>ów gospodarczych,<span class="_ _1"></span> środowi<span class="_ _0"></span>sko<span class="_ _0"></span>wych i społeczn<span class="_ _0"></span>ych.</div><div class="t m0 x11 hd y43 ff9 fsa fc4 sc0 ls1c ws2b">Zrów<span class="_ _0"></span>noważon<span class="_ _0"></span>y rozwój może b<span class="_ _0"></span>yć <span class="_ _0"></span>tr<span class="_ _0"></span>akt<span class="_ _0"></span>owany idealis<span class="_ _0"></span>t<span class="_ _0"></span>ycznie,<span class="_ _1"></span> ale t<span class="_ _0"></span>akże bardziej prag<span class="_ _0"></span>maty<span class="_ _0"></span>cznie.<span class="_ _0"></span> Nam bliż<span class="ls0 ws0">-</span></div><div class="t m0 x11 hd y44 ff9 fsa fc4 sc0 ls1c ws2c">sza jes<span class="_ _1"></span>t ta pr<span class="_ _0"></span>akty<span class="_ _0"></span>czna st<span class="_ _0"></span>rona id<span class="_ _0"></span>ei równow<span class="_ _0"></span>ażenia wszys<span class="_ _0"></span>tk<span class="_ _0"></span>ich aspekt<span class="_ _0"></span>ów działalno<span class="_ _0"></span>ści,<span class="_ _0"></span> gdzie cel<span class="_ _0"></span>e finansowe<span class="_ _0"></span> </div><div class="t m0 x11 hd y45 ff9 fsa fc4 sc0 ls1c ws2d">i rozwój przed<span class="_ _0"></span>siębiors<span class="_ _0"></span>twa s<span class="_ _0"></span>ą realizowane dzięki wy<span class="_ _0"></span>sokim s<span class="_ _0"></span>t<span class="_ _0"></span>andard<span class="_ _0"></span>om ety<span class="_ _0"></span>cznym,<span class="_ _1"></span> zrównowa<span class="_ _0"></span>żonemu po<span class="ls0 ws0">-</span></div><div class="t m0 x11 hd y46 ff9 fsa fc4 sc0 ls1c ws2e">dejściu do kw<span class="_ _0"></span>est<span class="_ _0"></span>ii społeczn<span class="_ _0"></span>ych i śr<span class="_ _0"></span>odowisk<span class="_ _0"></span>owy<span class="_ _0"></span>ch.<span class="_ _0"></span> Dbamy o dobr<span class="_ _0"></span>ą jak<span class="_ _1"></span>ość relacji z praco<span class="_ _0"></span>wnikami,<span class="_ _1"></span> klienta<span class="ls0 ws0">-</span></div><div class="t m0 x11 hd y47 ff9 fsa fc4 sc0 ls1c ws2f">mi,<span class="_ _0"></span> dos<span class="_ _1"></span>tawcami i partnerami bizneso<span class="_ _0"></span>wymi,<span class="_ _1"></span> gdyż t<span class="_ _0"></span>o procen<span class="_ _0"></span>tuj<span class="_ _0"></span>e.<span class="_ _0"></span> Szacunek i relacj<span class="_ _0"></span>e oparte na wza<span class="_ _0"></span>jemny<span class="_ _0"></span>m<span class="_ _0"></span> </div><div class="t m0 x11 hd y48 ff9 fsa fc4 sc0 ls1c ws30">zauf<span class="_ _0"></span>aniu budują wart<span class="_ _0"></span>ość fir<span class="_ _1"></span>my - podobnie jak d<span class="_ _0"></span>obrze zapro<span class="_ _0"></span>jekt<span class="_ _0"></span>owane,<span class="_ _1"></span> solidnie wykonane i dos<span class="_ _1"></span>tarczone<span class="_ _1"></span> </div><div class="t m0 x11 hd y49 ff9 fsa fc4 sc0 ls1c ws31">na czas produk<span class="_ _0"></span>ty i usł<span class="_ _0"></span>ugi. Dbał<span class="_ _0"></span>ość o śr<span class="_ _0"></span>odowisk<span class="_ _1"></span>o jest realizo<span class="_ _0"></span>wana poprzez efekt<span class="_ _0"></span>ywne pr<span class="_ _0"></span>ocesy oper<span class="_ _0"></span>acy<span class="_ _0"></span>jne:<span class="_ _0"></span> </div><div class="t m0 x11 hd y4a ff9 fsa fc4 sc0 ls1c ws32">odpowiedzialne zarządzanie sur<span class="_ _0"></span>owcami,<span class="_ _1"></span> <span class="_ _2"></span>reduk<span class="_ _1"></span>cję marnotr<span class="_ _0"></span>aws<span class="_ _0"></span>twa<span class="_ _0"></span>,<span class="_ _1"></span> minimal<span class="_ _2"></span>izowanie odpadó<span class="_ _0"></span>w<span class="_ _1"></span>.  T<span class="_ _f"></span>ransf<span class="_ _0"></span>or<span class="ls0 ws0">-</span></div><div class="t m0 x11 hd y4b ff9 fsa fc4 sc0 ls1c ws33">mujemy i unow<span class="_ _0"></span>ocześniamy nasze f<span class="_ _0"></span>abryki,<span class="_ _1"></span> aktywnie uczes<span class="_ _1"></span>tniczymy t<span class="_ _1"></span>akże w trans<span class="_ _0"></span>for<span class="_ _1"></span>macj<span class="_ _2"></span>i sekt<span class="_ _1"></span>orów energii,<span class="_ _1"></span> </div><div class="t m0 x11 hd y4c ff9 fsa fc4 sc0 ls1c ws34">gazu,<span class="_ _1"></span> wody i ciepła<span class="_ _0"></span>.</div><div class="t m0 x11 hd y4d ff9 fsa fc4 sc0 ls1c ws35">Naszą misją j<span class="_ _0"></span>est kr<span class="_ _0"></span>eowanie ro<span class="_ _0"></span>związań,<span class="_ _0"></span> kt<span class="_ _0"></span>óre pomag<span class="_ _0"></span>ają naszym klient<span class="_ _1"></span>om w bardziej świadomy<span class="_ _0"></span>m,<span class="_ _0"></span> ef<span class="_ _0"></span>ektyw<span class="ls0 ws0">-</span></div><div class="t m0 x11 hd y4e ff9 fsa fc4 sc0 ls1c ws36">nym z<span class="_ _0"></span>arządzaniu zużyciem mediów energet<span class="_ _0"></span>yczn<span class="_ _0"></span>ych i w<span class="_ _0"></span>ody<span class="_ _1"></span>.<span class="_ _0"></span> Nasze produk<span class="_ _0"></span>ty wspier<span class="_ _0"></span>ają s<span class="_ _0"></span>ekt<span class="_ _0"></span>or ut<span class="_ _0"></span>ility w sku<span class="ls0 ws0">-</span></div><div class="t m0 x11 hd y4f ff9 fsa fc4 sc0 ls1c ws37">teczn<span class="_ _0"></span>ym zarządzaniu sieciami d<span class="_ _0"></span>ys<span class="_ _0"></span>trybucji,<span class="_ _1"></span> zielonej i błękit<span class="_ _0"></span>nej tr<span class="_ _0"></span>ansf<span class="_ _0"></span>or<span class="_ _0"></span>macji.<span class="_ _0"></span> W<span class="_ _0"></span>spiera<span class="_ _0"></span>jmy pr<span class="_ _0"></span>oducent<span class="_ _0"></span>ów czy<span class="ls0 ws0">-</span></div><div class="t m0 x11 hd y50 ff9 fsa fc4 sc0 ls1c ws38">st<span class="_ _1"></span>e<span class="_ _2"></span>j ener<span class="_ _0"></span>gii,<span class="_ _0"></span> pomagamy lepiej,<span class="_ _1"></span> mądrzej zarządzać źródłami energii,<span class="_ _1"></span> ty<span class="_ _0"></span>mi odnawialnymi i <span class="_ _0"></span>ty<span class="_ _0"></span>mi tr<span class="_ _0"></span>ady<span class="_ _0"></span>cy<span class="_ _0"></span>jny<span class="_ _0"></span>mi.<span class="_ _1"></span> </div><div class="t m0 x11 hd y51 ff9 fsa fc4 sc0 ls1c ws2a">T<span class="_ _f"></span>o nasza cegiełka do zr<span class="_ _0"></span>ównow<span class="_ _0"></span>ażonego rozw<span class="_ _0"></span>oju całej gospodark<span class="_ _0"></span>i.<span class="_ _1"></span> </div><div class="t m0 x11 hd y52 ff9 fsa fc4 sc0 ls1c ws39">Naszym prioryt<span class="_ _0"></span>et<span class="_ _0"></span>em i zobowiązaniem j<span class="_ _0"></span>est sk<span class="_ _0"></span>ut<span class="_ _1"></span>eczność w realizacji obrany<span class="_ _0"></span>ch przez nas celów biznesowy<span class="_ _0"></span>ch<span class="_ _0"></span> </div><div class="t m0 x11 hd y53 ff9 fsa fc4 sc0 ls1c ws3a">i efekt<span class="_ _1"></span>ywność inicjat<span class="_ _0"></span>yw podejmowany<span class="_ _0"></span>ch w obszarze ek<span class="_ _1"></span>onomicznym,<span class="_ _0"></span> społeczn<span class="_ _0"></span>ym i śr<span class="_ _0"></span>odowisk<span class="_ _0"></span>owym.<span class="_ _1"></span> Mam </div><div class="t m0 x11 hd y54 ff9 fsa fc4 sc0 ls1c ws3b">nadzieję,<span class="_ _1"></span> że <span class="_ _2"></span>niniejszy raport będzie dla P<span class="_ _0"></span>aństw<span class="_ _0"></span>a cennym źr<span class="_ _0"></span>ódłem inf<span class="_ _0"></span>or<span class="_ _0"></span>macji,<span class="_ _0"></span> pozwala<span class="_ _0"></span>jący<span class="_ _0"></span>m ocenić,<span class="_ _0"></span> j<span class="_ _0"></span>ak sku<span class="ls0 ws0">-</span></div><div class="t m0 x11 hd y55 ff9 fsa fc4 sc0 ls1c ws2a">tecznie i ef<span class="_ _1"></span>ektywnie realizujem<span class="_ _0"></span>y naszą misję odpowiedzialnej,<span class="_ _1"></span> zrównoważonej or<span class="_ _0"></span>ganizacji.</div><div class="t m0 x13 he y56 ff6 fsa fc4 sc0 ls0 ws3c">Maciej Wyczesany</div><div class="t m0 x14 he y57 ff6 fsa fc4 sc0 ls0 ws0">Prezes Zarząd<span class="_ _0"></span>u Apat<span class="_ _1"></span>or SA</div><div class="t m0 x15 he y58 ff6 fsa fc4 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 x0 y59 w1 hf" alt="" 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class="t m0 x11 h10 y5a ff6 fsb fc1 sc0 ls0 ws3d">2.<span class="_ _29"></span> <span class="_ _1b"></span>O <span class="_ _2"></span>Grupie Apa<span class="_ _1"></span>t<span class="_ _1"></span>or</div></div><div class="pi" ></div></div><div id="pf5" class="pf w0 h0" ><div class="pc pc5 w0 h0"><img class="bi x0 y59 w1 h11" alt="" 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"/><div class="t m0 x10 ha y32 ff6 fs7 fc3 sc0 ls0 ws0">5</div><div class="t m2 x12 hc y5b ff8 fs9 fc0 sc0 ls0 ws3e">O Grupie Apator</div><div class="t m0 x11 h12 y5c ffa fsc fc1 sc0 ls1d ws3f">ponad<span class="ff7 fsd ls0 ws0"> <span class="_ _1b"></span><span class="fse fc5">6<span class="_ _2a"></span>0 </span></span></div><div class="t m0 x11 h13 y5d ff6 fsd fc1 sc0 ls1e ws40">r<span class="_ _2"></span>y<span class="_ _2"></span>n<span class="_ _2"></span>kó<span class="_ _2"></span>w<span class="_ _2"></span><span class="ff8 fsf ls0 ws0"> <span class="_ _1b"></span><span class="ff7 fs10 ws41">na całym</span></span></div><div class="t m0 x11 hb y5e ff8 fs8 fc1 sc0 ls1f ws42">Ś<span class="_ _0"></span>W<span class="_ _0"></span>IE<span class="_ _0"></span>C<span class="_ _0"></span>IE</div><div class="t m0 x11 h12 y5f ff7 fse fc5 sc0 ls20 ws43">5 mln<span class="_ _29"></span> </div><div class="t m0 x11 h14 y60 ff6 fsd fc1 sc0 ls21 ws44">dos<span class="_ _1"></span>tarczon<span class="_ _1"></span>ych</div><div class="t m0 x11 h15 y61 ffa fs11 fc1 sc0 ls22 ws45">sztuk licz<span class="_ _0"></span>nik<span class="_ _0"></span>ów</div><div class="t m0 x11 h14 y62 ff8 fsd fc1 sc0 ls0 ws46">wod<span class="_ _0"></span>y<span class="_ _1"></span>,<span class="_ _f"></span> ciepła<span class="_ _1"></span>,</div><div class="t m0 x11 h16 y63 ff8 fsf fc1 sc0 ls0 ws47">gazu i energii </div><div class="t m0 x11 h15 y64 ffb fs11 fc1 sc0 ls23 ws48">ELEKTR<span class="_ _1"></span>YCZNEJ</div><div class="t m0 x11 h17 y65 ffc fs11 fc1 sc0 ls22 ws49">ponad </div><div class="t m0 x16 h12 y66 ff7 fse fc5 sc0 ls20 ws4a">38%<span class="_ _29"></span> </div><div class="t m0 x11 h14 y67 ff7 fsd fc1 sc0 ls21 ws44">przychodó<span class="_ _0"></span>w<span class="_ _f"></span> </div><div class="t m0 x11 h17 y68 ffc fs11 fc1 sc0 ls22 ws0">Grupy o<span class="_ _0"></span>siągnęliśmy<span class="_ _1"></span> </div><div class="t m0 x11 h15 y69 ffc fs11 fc1 sc0 ls24 ws4b">ze <span class="_ _2"></span><span class="ffa ls22 ws49">SPRZED<span class="_ _0"></span>AŻY<span class="_ _1"></span><span class="ffb ls0 ws0"> </span></span></div><div class="t m0 x11 h15 y6a ffb fs11 fc1 sc0 ls22 ws49">ro<span class="_ _0"></span>związań<span class="ffa ls0 ws0"> </span></div><div class="t m0 x17 h14 y6b ffa fsd fc1 sc0 ls25 ws4c">sma<span class="_ _2"></span>r<span class="_ _2"></span>t</div><div class="t m0 x11 h12 y6c ff7 fse fc5 sc0 ls26 ws4d">1<span class="_ _2b"></span>.1<span class="_ _2c"></span>3<span class="_ _2c"></span>7<span class="_ _2c"></span> <span class="_ _28"></span><span class="ffa fsd fc1 ls0 ws4e">mln zł</span></div><div class="t m0 x11 h18 y6d ffc fs11 fc1 sc0 ls0 ws0">wyg<span class="_ _0"></span>enerow<span class="_ _0"></span>anego<span class="fs12"> </span></div><div class="t m0 x11 h13 y6e ffb fs10 fc1 sc0 ls27 ws4f">PRZY<span class="_ _1"></span>CHODU</div><div class="t m0 x18 h19 y6f ffc fs13 fc1 sc0 ls28 ws50">w ty<span class="_ _0"></span>m ponad </div><div class="t m0 x18 h12 y70 ff7 fse fc5 sc0 ls0 ws0">6<span class="_ _28"></span>5<span class="_ _1b"></span>% </div><div class="t m0 x18 h14 y71 ff7 fsd fc1 sc0 ls0 ws51">sprze<span class="_ _0"></span>daży  </div><div class="t m0 x18 h18 y72 ffc fs12 fc1 sc0 ls29 ws0">w linii<span class="_ _f"></span> </div><div class="t m0 x18 h14 y73 ffb fsd fc1 sc0 ls2a ws52">licznik<span class="_ _0"></span>ów ee</div><div class="t m0 x18 h17 y74 ffc fs13 fc1 sc0 ls28 ws0">st<span class="_ _0"></span>anowiły urządzenia<span class="_ _1"></span><span class="fs11 ls0"> </span></div><div class="t m0 x18 h1a y75 ff6 fs12 fc1 sc0 ls2b ws53">int<span class="_ _1"></span>eligent<span class="_ _0"></span>ne</div><div class="t m0 x19 h12 y66 ff7 fse fc5 sc0 ls0 ws0">4<span class="_ _2a"></span>4<span class="_ _1b"></span>% </div><div class="t m0 x19 h14 y76 ff7 fsc fc1 sc0 ls1d ws3f">SPRZED<span class="_ _1"></span>AŻY<span class="_ _1"></span><span class="fsd ls0 ws54">  </span></div><div class="t m0 x19 h1b y77 ffc fsc fc1 sc0 ls2c ws55">realizuj<span class="_ _0"></span>emy<span class="_ _f"></span> </div><div class="t m0 x19 hb y78 ff8 fs8 fc1 sc0 ls1d ws33">na rynk<span class="_ _0"></span>ach<span class="_ _f"></span> </div><div class="t m0 x19 h13 y79 ff7 fs10 fc1 sc0 ls0 ws0">eks<span class="_ _0"></span>portowy<span class="_ _0"></span>ch</div><div class="t m0 x18 h12 y6c ffc fs13 fc1 sc0 ls28 ws56">ponad<span class="ff7 fse fc5 ls2d ws57">46<span class="fs8 ls0 ws0"> <span class="_ _1b"></span><span class="ffb fs10 fc1">mln PLN</span><span class="fse"> </span></span></span></div><div class="t m0 x18 h18 y7a ffc fs12 fc1 sc0 ls29 ws58">I<span class="_ _2"></span>NWES<span class="_ _f"></span>T<span class="_ _2"></span>YCJI</div><div class="t m0 x19 h12 y6c ffc fsc fc1 sc0 ls2e ws59">blisk<span class="_ _0"></span>o<span class="fs13 ls0 ws0"> <span class="_ _2"></span><span class="ff7 fse fc5 ls20 ws4a">70%<span class="_ _f"></span><span class="fs12 fc1 ls0 ws0"> </span></span></span></div><div class="t m0 x19 h15 y7b ff8 fs11 fc1 sc0 ls0 ws0">zakupó<span class="_ _0"></span>w </div><div class="t m0 x19 h15 y7c ff8 fs11 fc1 sc0 ls0 ws5a">mat<span class="_ _1"></span>eriałów i usług<span class="ff7 ws5b">  </span></div><div class="t m0 x19 h14 y7d ff7 fsd fc1 sc0 ls2f ws5c">realizu<span class="_ _0"></span>jem<span class="_ _0"></span>y <span class="_ _1b"></span><span class="ff8 fsf ls0 ws0">n<span class="_ _1b"></span>a </span></div><div class="t m0 x19 h16 y7e ff8 fsf fc1 sc0 ls30 ws5d">rynku kr<span class="_ _1"></span>ajowy<span class="_ _0"></span>m<span class="_ _1"></span> </div><div class="t m0 x19 h14 y7f ff7 fsd fc1 sc0 ls31 ws5e">WSPI<span class="_ _2"></span>ERA<span class="_ _2"></span>J<span class="_ _0"></span>ĄC<span class="_ _1"></span> </div><div class="t m0 x19 h14 y80 ff7 fsd fc1 sc0 ls2f ws5f">local cont<span class="_ _1"></span>ent</div><div class="t m0 x11 h12 y81 ffc fs14 fc1 sc0 ls32 ws60">od <span class="_ _2b"></span><span class="ff7 fse fc5 ls33 ws61">27<span class="fs12 fc1 ls0 ws0"> <span class="_ _28"></span><span class="fs15 ls34 ws62">l<span class="_ _2"></span>at<span class="_ _f"></span><span class="fse fc5 ls0 ws0"> </span></span></span></span></div><div class="t m0 x11 h1c y82 ffc fs14 fc1 sc0 ls32 ws60">na <span class="_ _2b"></span><span class="ff8">GPW</span></div><div class="t m0 x11 h12 y83 ff8 fsf fc1 sc0 ls35 ws63">o<span class="_ _2"></span>k<span class="_ _2"></span>. <span class="ff7 fse fc5 ls36 ws64">2,<span class="_ _2"></span>3<span class="fs12 fc1 ls0 ws0"> <span class="_ _28"></span><span class="fsd ls37 ws65">tys.</span></span></span></div><div class="t m0 x11 h16 y84 ff8 fsf fc1 sc0 ls0 ws0">za<span class="_ _0"></span>trudni<span class="_ _0"></span>ony<span class="_ _0"></span>ch </div><div class="t m0 x11 h1d y85 ff8 fs16 fc1 sc0 ls38 ws66">pra<span class="_ _0"></span>cownik<span class="_ _1"></span>ów</div></div><div class="pi" ></div></div><div id="pf6" class="pf w0 h0" ><div class="pc pc6 w0 h0"><img class="bi x0 y86 w3 h1e" alt="" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAC0AAAEqCAIAAAAOCk7BAAAACXBIWXMAABYlAAAWJQFJUiTwAAAAvUlEQVR42u3OMQEAMAgDsDJveEM21zxwJApS6ckBLzd4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh8C72XAyGZlwlcAAAAAElFTkSuQmCC"/><div class="t m0 x1a ha y32 ff6 fs7 fc3 sc0 ls0 ws0">6</div><div class="t m2 x1b hc y5b ff8 fs9 fc0 sc0 ls0 ws3e">O Grupie Apator</div><div class="t m0 x11 hb y87 ff6 fs8 fc1 sc0 ls39 wsb">2.<span class="_ _2d"></span>1<span class="_ _f"></span>.<span class="_ _1"></span> PROF<span class="_ _0"></span>I<span class="_ _2"></span>L DZIA<span class="_ _0"></span>ŁALNOŚCI I MODEL<span class="_ _0"></span> BIZN<span class="_ _2"></span>ESOWY</div><div class="t m0 x11 he y88 ff7 fsa fc4 sc0 ls0 ws67">Apator <span class="_ _0"></span>tworzy międzyna<span class="_ _0"></span>rodow<span class="_ _0"></span>ą grupę producent<span class="_ _0"></span>ów ora<span class="_ _0"></span>z dys<span class="_ _0"></span>try<span class="_ _0"></span>butoró<span class="_ _0"></span>w urządzeń i s<span class="_ _0"></span>ys<span class="_ _0"></span>temów pomiar<span class="_ _0"></span>owych,<span class="_ _1"></span> </div><div class="t m0 x11 he y89 ff7 fsa fc4 sc0 ls0 ws68">a także dos<span class="_ _0"></span>tawcó<span class="_ _0"></span>w rozwiązań <span class="_ _0"></span>wspier<span class="_ _0"></span>a<span class="_ _0"></span>jących pr<span class="_ _0"></span>acę sieci elek<span class="_ _0"></span>troener<span class="_ _0"></span>gety<span class="_ _0"></span>czny<span class="_ _0"></span>ch,<span class="_ _0"></span> wodn<span class="_ _0"></span>ych i gazowy<span class="_ _0"></span>ch.<span class="_ _0"></span> </div><div class="t m0 x11 he y8a ff7 fsa fc4 sc0 ls0 ws39">Na<span class="_ _0"></span>jwiększą grupę odbior<span class="_ _0"></span>ców ty<span class="_ _0"></span>ch rozwią<span class="_ _0"></span>zań stanowią przed<span class="_ _0"></span>siębiors<span class="_ _0"></span>twa u<span class="_ _0"></span>tiliti<span class="_ _0"></span>es.</div><div class="t m0 x11 he y8b ff7 fsa fc4 sc0 ls0 ws69">Grupa Apat<span class="_ _0"></span>or rozwija ta<span class="_ _0"></span>kże of<span class="_ _0"></span>ertę dla sektor<span class="_ _0"></span>a OZE,<span class="_ _1"></span> sys<span class="_ _0"></span>tem<span class="_ _0"></span>y informa<span class="_ _0"></span>tycz<span class="_ _0"></span>ne dla przedsiębiors<span class="_ _0"></span>tw i organów </div><div class="t m0 x11 he y8c ff7 fsa fc4 sc0 ls0 ws39">samorządowy<span class="_ _0"></span>ch oraz r<span class="_ _0"></span>ozwiązania z obs<span class="_ _0"></span>zaru automa<span class="_ _0"></span>tyza<span class="_ _0"></span>cji i robot<span class="_ _0"></span>yzacji dla przed<span class="_ _0"></span>siębiorst<span class="_ _0"></span>w przemysło<span class="_ _0"></span>wych.</div><div class="t m0 x11 he y8d ff6 fsa fc4 sc0 ls0 ws0"> </div><div class="t m0 x11 he y8e ff6 fsa fc4 sc0 ls0 ws6a">Grupa wdr<span class="_ _0"></span>aża na rynek z<span class="_ _0"></span>aawansowane <span class="_ _0"></span>t<span class="_ _0"></span>echnologicznie produ<span class="_ _0"></span>kty i <span class="_ _0"></span>usługi m.in.:</div><div class="t m0 x1c he y8f ff6 fsa fc1 sc0 ls0 ws0"> <span class="_ _2e"></span><span class="ffd"><span class="_ _2f"> </span><span class="ff6 fc4 ws6b">szerok<span class="_ _0"></span>ą gamę urządzeń do pomiaru zużycia mediów użyt<span class="_ _0"></span>ko<span class="_ _0"></span>wych: liczniki ener<span class="_ _0"></span>gii elektry<span class="_ _0"></span>cznej,<span class="_ _1"></span> gazomierze,<span class="_ _1"></span> </span></span></div><div class="t m0 x1d he y90 ff6 fsa fc4 sc0 ls0 ws2a">wodomierze i ciepłomierze,<span class="_ _1"></span> w t<span class="_ _0"></span>ym r<span class="_ _0"></span>ozwiązania klasy smart,</div><div class="t m0 x1c he y91 ff6 fsa fc1 sc0 ls0 ws0"> <span class="_ _2e"></span><span class="ffd"><span class="_ _2f"> </span><span class="ff6 fc4 ws2a">sys<span class="_ _0"></span>t<span class="_ _0"></span>emy zdalneg<span class="_ _0"></span>o odczytu mediów<span class="_ _0"></span>,</span></span></div><div class="t m0 x1c he y92 ff6 fsa fc1 sc0 ls0 ws0"> <span class="_ _2e"></span><span class="ffd"><span class="_ _2f"> </span><span class="ff6 fc4 ws2a">sys<span class="_ _0"></span>t<span class="_ _0"></span>emy d<span class="_ _0"></span>o zarządzania zuży<span class="_ _0"></span>ciem mediów w przedsiębiors<span class="_ _0"></span>twach,</span></span></div><div class="t m0 x1c he y93 ff6 fsa fc1 sc0 ls0 ws0"> <span class="_ _2e"></span><span class="ffd"><span class="_ _2f"> </span><span class="ff6 fc4 ws2a">specjalist<span class="_ _0"></span>yczną apara<span class="_ _0"></span>tur<span class="_ _0"></span>ę do zabezpiecz<span class="_ _0"></span>ania<span class="_ _1"></span>,<span class="_ _0"></span> nadzoru i s<span class="_ _0"></span>t<span class="_ _0"></span>erow<span class="_ _0"></span>ania siecią elektr<span class="_ _0"></span>oenerge<span class="_ _0"></span>ty<span class="_ _0"></span>czną<span class="_ _1"></span>,<span class="_ _0"></span> </span></span></div><div class="t m0 x1c he y94 ff6 fsa fc1 sc0 ls0 ws0"> <span class="_ _2e"></span><span class="ffd"><span class="_ _2f"> </span><span class="ff6 fc4 ws2a">sys<span class="_ _0"></span>t<span class="_ _0"></span>emy wspier<span class="_ _0"></span>a<span class="_ _0"></span>jące zarządzanie sieciami dys<span class="_ _1"></span>trybucji mediów użytk<span class="_ _0"></span>owych,</span></span></div><div class="t m0 x1c he y95 ff6 fsa fc1 sc0 ls0 ws0"> <span class="_ _2e"></span><span class="ffd"><span class="_ _2f"> </span><span class="ff6 fc4 ws6c">rozwiąz<span class="_ _0"></span>ania dla sekt<span class="_ _0"></span>ora OZE,<span class="_ _f"></span> obe<span class="_ _2"></span>jmujące m.in.<span class="_ _0"></span> zabezpieczenia<span class="_ _1"></span>,<span class="_ _1"></span> st<span class="_ _1"></span>erowniki,<span class="_ _1"></span> liczniki energii elekt<span class="_ _0"></span>rycznej or<span class="_ _0"></span>az </span></span></div><div class="t m0 x1d he y96 ff6 fsa fc4 sc0 ls0 ws6d">sys<span class="_ _0"></span>t<span class="_ _0"></span>emy s<span class="_ _0"></span>t<span class="_ _0"></span>ero<span class="_ _0"></span>wania i nadzoru przeznaczone dla f<span class="_ _0"></span>arm f<span class="_ _0"></span>ot<span class="_ _0"></span>owol<span class="_ _0"></span>taiczn<span class="_ _0"></span>ych,<span class="_ _1"></span> f<span class="_ _0"></span>arm wia<span class="_ _0"></span>tr<span class="_ _0"></span>owych lub inn<span class="_ _0"></span>ych źr<span class="_ _0"></span>ódeł </div><div class="t m0 x1d he y97 ff6 fsa fc4 sc0 ls0 ws6e">odnawialny<span class="_ _0"></span>ch,<span class="_ _1"></span> a także mające z<span class="_ _0"></span>ast<span class="_ _1"></span>osowanie w lokaln<span class="_ _0"></span>ym zarządz<span class="_ _0"></span>aniu energią (skier<span class="_ _0"></span>owane do klas<span class="_ _0"></span>tr<span class="_ _0"></span>ów i spółdzielni </div><div class="t m0 x1d he y98 ff6 fsa fc4 sc0 ls0 ws0">energet<span class="_ _0"></span>yczn<span class="_ _0"></span>ych),</div><div class="t m0 x1c he y99 ff6 fsa fc1 sc0 ls0 ws0"> <span class="_ _2e"></span><span class="ffd"><span class="_ _2f"> </span><span class="ff6 fc4 ws2a">magazyny ener<span class="_ _0"></span>gii wspiera<span class="_ _0"></span>jące bilansowanie i st<span class="_ _0"></span>abilizację pracy sieci ener<span class="_ _0"></span>get<span class="_ _0"></span>yczn<span class="_ _0"></span>ych,</span></span></div><div class="t m0 x1c he y9a ff6 fsa fc1 sc0 ls0 ws0"> <span class="_ _2e"></span><span class="ffd"><span class="_ _2f"> </span><span class="ff6 fc4 ws3c">rozwiąz<span class="_ _0"></span>ania sof<span class="_ _1"></span>tw<span class="_ _0"></span>are’<span class="_ _f"></span>owe do opty<span class="_ _0"></span>malizacji procesów biznes<span class="_ _0"></span>owych (m.in.<span class="_ _1"></span> apli<span class="_ _2"></span>kacje d<span class="_ _0"></span>o zarządzania ma<span class="_ _0"></span>jątk<span class="_ _0"></span>iem lub </span></span></div><div class="t m0 x1d he y9b ff6 fsa fc4 sc0 ls0 ws2a">pracą ek<span class="_ _0"></span>ip serwisowy<span class="_ _0"></span>ch),</div><div class="t m0 x1c he y9c ff6 fsa fc1 sc0 ls0 ws0"> <span class="_ _2e"></span><span class="ffd"><span class="_ _2f"> </span><span class="ff6 fc4">rozwiąz<span class="_ _0"></span>ania i usługi w zakresie au<span class="_ _0"></span>t<span class="_ _0"></span>omat<span class="_ _0"></span>yzacji i robo<span class="_ _0"></span>tyza<span class="_ _0"></span>cji procesów produk<span class="_ _1"></span>cyjny<span class="_ _0"></span>ch.</span></span></div><div class="t m0 x11 he y9d ff6 fsa fc4 sc0 ls0 ws6f">Spółki Grup<span class="_ _0"></span>y Apat<span class="_ _1"></span>or zajmują wysok<span class="_ _0"></span>ą pozycję w Po<span class="_ _0"></span>lsce i na rynkach eur<span class="_ _0"></span>opejskich.<span class="_ _1"></span> Marka Apat<span class="_ _1"></span>or jest uznaną i r<span class="_ _0"></span>oz<span class="ws0">-</span></div><div class="t m0 x11 he y9e ff6 fsa fc4 sc0 ls0 ws38">poznawalną eur<span class="_ _0"></span>opejską marką w sek<span class="_ _0"></span>torze r<span class="_ _0"></span>ozwiązań dla nowoczesnej ener<span class="_ _0"></span>get<span class="_ _0"></span>yki,<span class="_ _1"></span> sekt<span class="_ _0"></span>ora gazo<span class="_ _0"></span>wniczego i wodno<span class="ws0">-</span></div><div class="t m0 x11 he y9f ff6 fsa fc4 sc0 ls0 ws0">-kanalizacy<span class="_ _0"></span>jnego.<span class="_ _1"></span> </div><div class="t m0 x11 he ya0 ff6 fsa fc4 sc0 ls0 ws20">Blisko 45% przy<span class="_ _0"></span>chodów Grupy pochodzi z eks<span class="_ _0"></span>portu,<span class="_ _1"></span> zaś ro<span class="_ _0"></span>związania i produkt<span class="_ _0"></span>y dys<span class="_ _1"></span>trybuowane są do ponad 60 </div><div class="t m0 x11 he ya1 ff6 fsa fc4 sc0 ls0 ws70">kra<span class="_ _0"></span>jów świa<span class="_ _0"></span>ta<span class="_ _1"></span>. Na<span class="_ _0"></span>jwiększymi odbior<span class="_ _0"></span>cami w 2023 roku,<span class="_ _1"></span> poza Pol<span class="_ _0"></span>ską<span class="_ _1"></span>,<span class="_ _1"></span> były rynki: niemiecki,<span class="_ _f"></span> czeski,<span class="_ _1"></span> belgijski,<span class="_ _1"></span> brytyjsk<span class="_ _0"></span>i,<span class="_ _1"></span> </div><div class="t m0 x11 he ya2 ff6 fsa fc4 sc0 ls0 ws2a">rumuński,<span class="_ _1"></span> t<span class="_ _0"></span>ureck<span class="_ _0"></span>i oraz gr<span class="_ _0"></span>ecki.</div><div class="t m0 x11 he ya3 ff6 fsa fc4 sc0 ls0 ws2a">Podmiot<span class="_ _1"></span>em dominującym Grupy Kapit<span class="_ _0"></span>ałowej Apat<span class="_ _1"></span>or jest s<span class="_ _0"></span>półka Apa<span class="_ _0"></span>t<span class="_ _0"></span>or SA z siedzibą w T<span class="_ _f"></span>oruniu.<span class="_ _1"></span> </div><div class="t m0 x11 he ya4 ff6 fsa fc4 sc0 ls0 ws71">Apat<span class="_ _0"></span>or SA wyzna<span class="_ _0"></span>cza st<span class="_ _0"></span>ra<span class="_ _0"></span>t<span class="_ _0"></span>egiczne kierunki r<span class="_ _0"></span>ozwoju Grup<span class="_ _0"></span>y<span class="_ _1"></span>,<span class="_ _0"></span> k<span class="_ _0"></span>oordy<span class="_ _0"></span>nuje realizacj<span class="_ _0"></span>ę st<span class="_ _0"></span>ra<span class="_ _0"></span>t<span class="_ _0"></span>egii Grupy Apa<span class="_ _0"></span>t<span class="_ _0"></span>or<span class="_ _1"></span>,<span class="_ _1"></span> inicjuje </div><div class="t m0 x11 he ya5 ff6 fsa fc4 sc0 ls0 ws72">st<span class="_ _0"></span>ra<span class="_ _0"></span>t<span class="_ _0"></span>egiczne projekt<span class="_ _0"></span>y grupowe,<span class="_ _1"></span> realizuje funk<span class="_ _1"></span>cje wsparcia w zakres<span class="_ _0"></span>ie zarządzania finansami,<span class="_ _1"></span> kon<span class="_ _0"></span>tr<span class="_ _0"></span>olingu,<span class="_ _1"></span> ładu </div><div class="t m0 x11 he ya6 ff6 fsa fc4 sc0 ls0 ws0">kor<span class="_ _1"></span>poracyjneg<span class="_ _0"></span>o,<span class="_ _1"></span> IT<span class="_ _1"></span>,<span class="_ _0"></span> HR oraz promocji.</div></div><div class="pi" ></div></div><div id="pf7" class="pf w0 h0" ><div class="pc pc7 w0 h0"><img class="bi x11 ya7 w4 h1f" alt="" 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"/><div class="t m0 x10 ha y32 ff6 fs7 fc3 sc0 ls0 ws0">7</div><div class="t m2 x12 hc y5b ff8 fs9 fc0 sc0 ls0 ws3e">O Grupie Apator</div><div class="t m0 x1e h20 ya8 ffe fs17 fc6 sc0 ls3a ws73">45%<span class="_ _30"> </span><span class="ls3b ws74">34%<span class="_ _31"> </span><span class="ls0 ws0">21%</span></span></div><div class="t m0 x1f h21 ya9 fff fs18 fc6 sc0 ls0 ws0">Rozwiązania:</div><div class="t m0 x1f h22 yaa ff10 fs18 fc7 sc0 ls0 ws0">•<span class="fc4"> <span class="_ _2b"> </span>urządzenia pomiarowe - </span></div><div class="t m0 x1f h22 yab ff10 fs18 fc4 sc0 ls0 ws0"> <span class="_ _32"> </span>wodomierze mieszkaniowe,<span class="_ _1"></span> </div><div class="t m0 x1f h22 yac ff10 fs18 fc4 sc0 ls0 ws0"> <span class="_ _32"> </span>domowe,<span class="_ _0"></span> przemysłowe </div><div class="t m0 x1f h22 yad ff10 fs18 fc4 sc0 ls0 ws0"> <span class="_ _32"> </span>i ciepłomierze </div><div class="t m0 x1f h22 yae ff10 fs18 fc7 sc0 ls0 ws0">•<span class="fc4"> <span class="_ _2b"> </span>podzielniki kosztów </span></div><div class="t m0 x1f h22 yaf ff10 fs18 fc4 sc0 ls0 ws0"> <span class="_ _32"> </span>ogrzewania </div><div class="t m0 x1f h22 yb0 ff10 fs18 fc7 sc0 ls0 ws0">•<span class="fc4"> <span class="_ _2b"> </span>usługi zdalnego odczytu,<span class="_ _0"></span> </span></div><div class="t m0 x1f h22 yb1 ff10 fs18 fc4 sc0 ls0 ws0"> <span class="_ _32"> </span>rozliczeń zużycia mediów </div><div class="t m0 x1f h22 yb2 ff10 fs18 fc4 sc0 ls0 ws0"> <span class="_ _32"> </span>i zarządzania sys<span class="_ _0"></span>temami </div><div class="t m0 x1f h22 yb3 ff10 fs18 fc4 sc0 ls0 ws0"> <span class="_ _32"> </span>dystry<span class="_ _0"></span>bucji wody i ciepła</div><div class="t m0 x20 h21 ya9 fff fs18 fc6 sc0 ls0 ws0">Klienci:</div><div class="t m0 x20 h22 yaa ff10 fs18 fc7 sc0 ls0 ws0">•<span class="fc4"> <span class="_ _2b"> </span>przedsiębiorstwa </span></div><div class="t m0 x20 h22 yab ff10 fs18 fc4 sc0 ls0 ws0"> <span class="_ _32"> </span>wodno-kanalizacyjne </div><div class="t m0 x20 h22 yac ff10 fs18 fc4 sc0 ls0 ws0"> <span class="_ _32"> </span>i energii cieplnej </div><div class="t m0 x20 h22 yad ff10 fs18 fc7 sc0 ls0 ws0">•<span class="fc4"> <span class="_ _2b"> </span>spółdzielnie </span></div><div class="t m0 x21 h22 yae ff10 fs18 fc4 sc0 ls0 ws0">mieszkaniowe</div><div class="t m0 x20 h22 yaf ff10 fs18 fc7 sc0 ls0 ws0">•<span class="fc4 ls3c ws75"> <span class="_ _2b"> </span>budowni<span class="_ _2"></span>ctwo</span></div><div class="t m0 x20 h22 yb0 ff10 fs18 fc7 sc0 ls0 ws0">•<span class="fc4"> <span class="_ _2b"> </span>przemysł</span></div><div class="t m0 x20 h21 yb2 fff fs18 fc6 sc0 ls0 ws76">Skala produk<span class="_ _0"></span>cji (rocznie):</div><div class="t m0 x20 h20 yb4 fff fs17 fc6 sc0 ls3d ws77">2,6<span class="_ _2"></span><span class="fs19 fc4 ls0 ws0"> <span class="fs1a fc8 ws78">mln szt.</span></span></div><div class="t m0 x20 h22 yb5 ff10 fs18 fc4 sc0 ls0 ws0">wodomierzy</div><div class="t m0 x22 h21 yb6 fff fs18 fc6 sc0 ls0 ws0">Rozwiązania:</div><div class="t m0 x22 h22 yb7 ff10 fs18 fc7 sc0 ls0 ws0">•<span class="fc4"> </span></div><div class="t m3 x23 h22 yb8 ff10 fs18 fc4 sc0 ls3e ws79">urządzenia pomiarowe <span class="_ _0"></span>- </div><div class="t m3 x22 h22 yb9 ff10 fs18 fc4 sc0 ls3f ws7a"> <span class="_ _32"> </span>gazomierze miechowe </div><div class="t m3 x22 h22 yba ff10 fs18 fc4 sc0 ls3f ws7a"> <span class="_ _32"> </span>domowe oraz prz<span class="_ _0"></span>emysłowe </div><div class="t m0 x22 h22 ybb ff10 fs18 fc7 sc0 ls0 ws0">•<span class="fc4"> </span></div><div class="t m3 x23 h22 ybb ff10 fs18 fc4 sc0 ls3e ws79">usługi zdalnego odczyt<span class="_ _0"></span>u,<span class="_ _0"></span> </div><div class="t m3 x22 h22 ybc ff10 fs18 fc4 sc0 ls3f ws7a"> <span class="_ _32"> </span>syst<span class="_ _0"></span>em umożliwiający  <span class="_ _0"></span></div><div class="t m3 x22 h22 ybd ff10 fs18 fc4 sc0 ls3f ws7a"> <span class="_ _32"> </span>wstrzymanie i <span class="_ _0"></span>wznowienie  </div><div class="t m3 x22 h22 ybe ff10 fs18 fc4 sc0 ls3f ws7a"> <span class="_ _32"> </span>dostaw gazu <span class="_ _0"></span>za pomocą </div><div class="t m3 x22 h22 ybf ff10 fs18 fc4 sc0 ls3f ws7a"> <span class="_ _32"> </span>transmisji dan<span class="_ _0"></span>ych (sieć GSM)</div><div class="t m0 x24 h21 yc0 fff fs18 fc6 sc0 ls0 ws0">Klienci:</div><div class="t m0 x24 h22 yc1 ff10 fs18 fc7 sc0 ls0 ws0">•<span class="fc4"> </span></div><div class="t m3 x25 h22 yb8 ff10 fs18 fc4 sc0 ls3f ws7a">spółki gazownicze/</div><div class="t m3 x24 h22 yb9 ff10 fs18 fc4 sc0 ls3f ws7a"> <span class="_ _32"> </span>dystry<span class="_ _0"></span>butorzy </div><div class="t m3 x24 h22 yba ff10 fs18 fc4 sc0 ls40 ws7b"> <span class="_ _32"> </span>i dostawcy gazu </div><div class="t m0 x24 h21 yc2 fff fs18 fc6 sc0 ls0 ws76">Skala produk<span class="_ _0"></span>cji (rocznie):</div><div class="t m0 x24 h20 yc3 fff fs17 fc6 sc0 ls41 ws7c">1,2<span class="fs19 fc4 ls0 ws0"> <span class="fs1a fc8 ws78">mln szt. </span></span></div><div class="t m3 x24 h22 yc4 ff10 fs18 fc4 sc0 ls3f ws7a">gazomierzy</div><div class="t m0 x26 h21 ya9 fff fs18 fc6 sc0 ls0 ws0">Rozwiązania:</div><div class="t m0 x26 h22 yaa ff10 fs18 fc7 sc0 ls0 ws0">•<span class="fc4"> <span class="_ _2b"> </span>urządzenia pomiarowe - </span></div><div class="t m0 x26 h22 yab ff10 fs18 fc4 sc0 ls0 ws0"> <span class="_ _32"> </span>inteligentne i k<span class="_ _0"></span>omunalne</div><div class="t m0 x26 h22 yac ff10 fs18 fc4 sc0 ls0 ws0"> <span class="_ _32"> </span>liczniki energii elektry<span class="_ _0"></span>cznej</div><div class="t m0 x26 h22 yad ff10 fs18 fc7 sc0 ls0 ws0">•<span class="fc4"> <span class="_ _2b"> </span>systemy z<span class="_ _0"></span>arządzania energią</span></div><div class="t m0 x26 h22 yae ff10 fs18 fc7 sc0 ls0 ws0">•<span class="fc4"> <span class="_ _2b"> </span>urządzenia do rozdziału </span></div><div class="t m0 x26 h22 yaf ff10 fs18 fc4 sc0 ls0 ws0"> <span class="_ _32"> </span>energii i zabezpieczania </div><div class="t m0 x26 h22 yb0 ff10 fs18 fc4 sc0 ls0 ws0"> <span class="_ _32"> </span>obwodów elekt<span class="_ _0"></span>rycznych </div><div class="t m0 x26 h22 yb1 ff10 fs18 fc7 sc0 ls0 ws0">•<span class="fc4"> <span class="_ _2b"> </span>systemy i r<span class="_ _0"></span>ozwiązania </span></div><div class="t m0 x26 h22 yb2 ff10 fs18 fc4 sc0 ls0 ws0"> <span class="_ _32"> </span>wspomagające pracę służb </div><div class="t m0 x26 h22 yb3 ff10 fs18 fc4 sc0 ls0 ws0"> <span class="_ _32"> </span>w zakresie zarządz<span class="_ _0"></span>ania,<span class="_ _1"></span> </div><div class="t m0 x26 h22 yc5 ff10 fs18 fc4 sc0 ls0 ws0"> <span class="_ _32"> </span>eksploatacji or<span class="_ _0"></span>az nadzoru</div><div class="t m0 x26 h22 yc6 ff10 fs18 fc4 sc0 ls42 ws7d"> <span class="_ _32"> </span>sieci ee</div><div class="t m0 x26 h22 yc7 ff10 fs18 fc7 sc0 ls0 ws0">•<span class="fc4"> <span class="_ _2b"> </span>systemy inf<span class="_ _0"></span>ormaty<span class="_ _0"></span>czne </span></div><div class="t m0 x26 h22 yc8 ff10 fs18 fc4 sc0 ls0 ws0"> <span class="_ _32"> </span>wspomagające zarządzanie </div><div class="t m0 x26 h22 yc9 ff10 fs18 fc4 sc0 ls0 ws0"> <span class="_ _32"> </span>danymi pomiarowymi </div><div class="t m0 x26 h22 yca ff10 fs18 fc7 sc0 ls0 ws0">•<span class="fc4"> <span class="_ _2b"> </span>rozwiązania do zarządzania </span></div><div class="t m0 x26 h22 ycb ff10 fs18 fc4 sc0 ls0 ws0"> <span class="_ _32"> </span>majątk<span class="_ _0"></span>iem sieciowym</div><div class="t m0 x27 h21 ya9 fff fs18 fc6 sc0 ls0 ws0">Klienci:</div><div class="t m0 x27 h22 yaa ff10 fs18 fc7 sc0 ls0 ws0">•<span class="fc4"> <span class="_ _2b"> </span>zakłady energetyczne (OSD)</span></div><div class="t m0 x27 h22 yab ff10 fs18 fc7 sc0 ls0 ws0">•<span class="fc4"> <span class="_ _2b"> </span>hurtownie elektroener<span class="_ _0"></span>getyczne,<span class="_ _0"></span> przedsiębior-</span></div><div class="t m0 x28 h22 yac ff10 fs18 fc4 sc0 ls0 ws0">stwa elekt<span class="_ _0"></span>romontażowe i el<span class="_ _0"></span>ektroinst<span class="_ _0"></span>alacyjne </div><div class="t m0 x27 h22 yad ff10 fs18 fc7 sc0 ls0 ws0">•<span class="fc4"> <span class="_ _2b"> </span>projektanci,<span class="_ _0"></span> integrat<span class="_ _0"></span>orzy</span></div><div class="t m0 x27 h22 yae ff10 fs18 fc7 sc0 ls0 ws0">•<span class="fc4"> <span class="_ _2b"> </span>budownictwo,<span class="_ _0"></span> przemysł,<span class="_ _0"></span> kolej</span></div><div class="t m0 x27 h22 ycc ff10 fs18 fc4 sc0 ls0 ws0">Nowe grupy klient<span class="_ _0"></span>ów:</div><div class="t m0 x27 h22 ycd ff10 fs18 fc7 sc0 ls0 ws0">•<span class="fc4"> <span class="_ _2b"> </span>podmioty działające w sekt<span class="_ _0"></span>orze OZE</span></div><div class="t m0 x27 h22 yce ff10 fs18 fc7 sc0 ls0 ws0">•<span class="fc4"> <span class="_ _2b"> </span>indywidualni prosumenci</span></div><div class="t m0 x27 h22 ycf ff10 fs18 fc7 sc0 ls0 ws0">•<span class="fc4"> <span class="_ _2b"> </span><span class="ls43 ws7e">dostawcy rozwiąz<span class="_ _0"></span>ań dla sekt<span class="_ _0"></span>ora electr<span class="_ _0"></span>omobility</span></span></div><div class="t m0 x27 h22 yd0 ff10 fs18 fc7 sc0 ls0 ws0">•<span class="fc4"> <span class="_ _2b"> </span><span class="ls43 ws7e">jednostki samorządu <span class="_ _0"></span>teryt<span class="_ _0"></span>orialnego,<span class="_ _0"></span> klast<span class="_ _0"></span>ry </span></span></div><div class="t m0 x29 h22 yd1 ff10 fs18 fc4 sc0 ls43 ws7e">i spółdzielnie ener<span class="_ _0"></span>getyczne</div><div class="t m0 x27 h21 yd2 fff fs18 fc6 sc0 ls0 ws76">Skala produk<span class="_ _0"></span>cji (rocznie):</div><div class="t m0 x2a h20 yd3 fff fs17 fc6 sc0 ls44 ws7f">0<span class="_ _2"></span>,7<span class="fs19 fc4 ls0 ws0"> <span class="fs1a fc8 ws78">mln szt. </span></span></div><div class="t m0 x2a h22 yd4 ff10 fs18 fc4 sc0 ls0 ws0">rozłączników </div><div class="t m0 x27 h20 yd3 fff fs17 fc6 sc0 ls41 ws7c">1,3<span class="fs19 fc4 ls0 ws0"> <span class="fs1a fc8 ws78">mln szt. </span></span></div><div class="t m0 x27 h22 yd4 ff10 fs18 fc4 sc0 ls0 ws0">liczników energii </div><div class="t m0 x27 h22 yd5 ff10 fs18 fc4 sc0 ls0 ws0">elektrycznej</div><div class="t m0 x11 h16 yd6 ff6 fsf fc1 sc0 ls0 ws80">Model biznesowy</div><div class="t m0 x11 he yd7 ff6 fsa fc4 sc0 ls0 ws0">Grupa Apa<span class="_ _0"></span>tor d<span class="_ _0"></span>ziała w ramach t<span class="_ _0"></span>rzech segment<span class="_ _0"></span>ów biznesowy<span class="_ _0"></span>ch: Energia El<span class="_ _0"></span>ektry<span class="_ _0"></span>czna<span class="_ _1"></span>,<span class="_ _1"></span> Woda i Ciepło or<span class="_ _0"></span>az Gaz</div><div class="t m0 x11 he yd8 ff6 fsa fc4 sc0 ls0 ws2a">W 2023 roku Grupa <span class="_ _0"></span>Apat<span class="_ _0"></span>or k<span class="_ _0"></span>onty<span class="_ _0"></span>nuowała rea<span class="_ _0"></span>lizację obr<span class="_ _0"></span>anych w s<span class="_ _0"></span>tr<span class="_ _0"></span>at<span class="_ _1"></span>eg<span class="_ _2"></span>ii biznesowej k<span class="_ _0"></span>ierunk<span class="_ _0"></span>ów rozwo<span class="_ _0"></span>ju.<span class="_ _0"></span> Są one </div><div class="t m0 x11 he yd9 ff6 fsa fc4 sc0 ls0 ws81">odpowiedzią na wyzwania transf<span class="_ _1"></span>ormacji sektor<span class="_ _0"></span>a energet<span class="_ _0"></span>yczneg<span class="_ _0"></span>o,<span class="_ _1"></span> w tym:</div><div class="t m0 x1c he yda ff6 fsa fc1 sc0 ls0 ws0"> <span class="_ _2e"></span><span class="ffd"><span class="_ _2f"> </span><span class="ff6 fc4 ws82">wzros<span class="_ _0"></span>t cen ener<span class="_ _0"></span>gii i paliw wymuszający popra<span class="_ _0"></span>wę efek<span class="_ _0"></span>tywno<span class="_ _0"></span>ści ich użytk<span class="_ _1"></span>owania<span class="_ _0"></span>,<span class="_ _1"></span> dywer<span class="_ _0"></span>syfikacj<span class="_ _0"></span>ę paliw,<span class="_ _1"></span> rozpr<span class="_ _0"></span>o<span class="ws0">-</span></span></span></div><div class="t m0 x1d he ydb ff6 fsa fc4 sc0 ls0 ws2a">szenie źród<span class="_ _0"></span>eł energii,<span class="_ _1"></span> przyśpieszenie rozwoju O<span class="_ _0"></span>ZE i moderniz<span class="_ _0"></span>ację sieci elekt<span class="_ _0"></span>roener<span class="_ _0"></span>get<span class="_ _0"></span>ycznej,</div><div class="t m0 x1c he ydc ff6 fsa fc1 sc0 ls0 ws0"> <span class="_ _2e"></span><span class="ffd"><span class="_ _2f"> </span><span class="ff6 fc4 ws2a">kons<span class="_ _0"></span>ekwent<span class="_ _0"></span>ne odejście od ros<span class="_ _0"></span>y<span class="_ _0"></span>jskiego gazu,<span class="_ _1"></span> </span></span></div><div class="t m0 x1c he ydd ff6 fsa fc1 sc0 ls0 ws0"> <span class="_ _2e"></span><span class="ffd"><span class="_ _2f"> </span><span class="ff6 fc4 ws83">pakiet regulacji UE związan<span class="_ _0"></span>ych z zieloną i błęk<span class="_ _0"></span>itną <span class="_ _0"></span>tr<span class="_ _0"></span>ansf<span class="_ _0"></span>or<span class="_ _0"></span>macją europejskiej go<span class="_ _0"></span>spodarki: progr<span class="_ _0"></span>amy Fit f<span class="_ _0"></span>or 55 </span></span></div><div class="t m0 x1d he yde ff6 fsa fc4 sc0 ls0 ws6a">oraz R<span class="_ _0"></span>ePowerEU <span class="_ _0"></span>oraz <span class="_ _0"></span>t<span class="_ _0"></span>owarzyszące im <span class="_ _0"></span>fundusze przeznaczone na r<span class="_ _0"></span>ealizację progr<span class="_ _0"></span>amów<span class="_ _0"></span>.</div><div class="t m0 x11 he ydf ff6 fsa fc4 sc0 ls0 ws84">W związku z szybk<span class="_ _1"></span>o zmieniającymi się pot<span class="_ _0"></span>rzebami klientów d<span class="_ _0"></span>ziałający<span class="_ _0"></span>ch w sekt<span class="_ _0"></span>orach ener<span class="_ _0"></span>gii,<span class="_ _1"></span> ciepła i wody Grupa </div><div class="t m0 x11 he ye0 ff6 fsa fc4 sc0 ls0 ws85">Apat<span class="_ _0"></span>or sk<span class="_ _0"></span>oncentr<span class="_ _0"></span>owała się na ro<span class="_ _0"></span>zwoju k<span class="_ _0"></span>ompleksowy<span class="_ _0"></span>ch rozwiąz<span class="_ _0"></span>ań obejmujących nie t<span class="_ _0"></span>ylk<span class="_ _0"></span>o t<span class="_ _0"></span>rady<span class="_ _0"></span>cy<span class="_ _0"></span>jnej element<span class="_ _0"></span>y </div><div class="t m0 x11 he ye1 ff6 fsa fc4 sc0 ls0 ws86">of<span class="_ _0"></span>erty <span class="_ _0"></span>Apat<span class="_ _0"></span>ora (urz<span class="_ _0"></span>ądzenia),<span class="_ _1"></span> ale także usłu<span class="_ _0"></span>gi integr<span class="_ _0"></span>acji różn<span class="_ _0"></span>ych elemen<span class="_ _0"></span>tó<span class="_ _0"></span>w składowy<span class="_ _0"></span>ch obejmujących między </div><div class="t m0 x11 he ye2 ff6 fsa fc4 sc0 ls0 ws32">innymi magazyn<span class="_ _0"></span>y energii,<span class="_ _1"></span> skalo<span class="_ _0"></span>walne sys<span class="_ _1"></span>temy s<span class="_ _0"></span>t<span class="_ _0"></span>erow<span class="_ _0"></span>ania klasy SCADA<span class="_ _0"></span> i sys<span class="_ _0"></span>t<span class="_ _0"></span>emy d<span class="_ _0"></span>o zarządzania ef<span class="_ _0"></span>ekt<span class="_ _0"></span>ywnością </div><div class="t m0 x11 he ye3 ff6 fsa fc4 sc0 ls0 ws87">energet<span class="_ _0"></span>yczną (z<span class="_ _0"></span>arówno ener<span class="_ _0"></span>gią<span class="_ _1"></span>,<span class="_ _1"></span> jak i pozostały<span class="_ _0"></span>mi mediami energety<span class="_ _0"></span>czny<span class="_ _0"></span>mi) wraz z k<span class="_ _1"></span>ompleksowymi wdr<span class="_ _0"></span>ożeniami </div><div class="t m0 x11 he ye4 ff6 fsa fc4 sc0 ls0 ws2a">„pod klucz&quot;<span class="_ _1"></span>.</div><div class="t m0 x11 he ye5 ff6 fsa fc4 sc0 ls0 ws88">Grupa nadal rozwija i dos<span class="_ _0"></span>tar<span class="_ _0"></span>cza rozwiąz<span class="_ _0"></span>ania t<span class="_ _0"></span>echniczne dla swoich do<span class="_ _0"></span>ty<span class="_ _0"></span>chczasowy<span class="_ _0"></span>ch grup klient<span class="_ _0"></span>ów z  sekt<span class="_ _1"></span>ora </div><div class="t m0 x11 he ye6 ff6 fsa fc4 sc0 ls0 ws89">ut<span class="_ _0"></span>ilities (opera<span class="_ _0"></span>torzy s<span class="_ _0"></span>ys<span class="_ _0"></span>t<span class="_ _0"></span>emów dys<span class="_ _0"></span>try<span class="_ _0"></span>bucji energii elekt<span class="_ _0"></span>rycznej,<span class="_ _1"></span> gazu,<span class="_ _1"></span> przedsiębiors<span class="_ _0"></span>twa z br<span class="_ _0"></span>anży ciepłowniczej </div><div class="t m0 x11 he ye7 ff6 fsa fc4 sc0 ls0 ws8a">i wod-kan).<span class="_ _1"></span> Jednocześnie dociera z of<span class="_ _1"></span>er<span class="_ _2"></span>tą d<span class="_ _0"></span>o nowych grup klient<span class="_ _1"></span>ów,<span class="_ _1"></span> któr<span class="_ _0"></span>e st<span class="_ _0"></span>anowią: OSDn (podmiot<span class="_ _0"></span>y budujące </div><div class="t m0 x11 he ye8 ff6 fsa fc4 sc0 ls0 ws8b">lub dysponujące własn<span class="_ _0"></span>ymi małymi sieciami d<span class="_ _0"></span>yst<span class="_ _0"></span>rybucji),<span class="_ _1"></span> lokalne s<span class="_ _0"></span>połeczności energ<span class="_ _0"></span>ety<span class="_ _0"></span>czne,<span class="_ _1"></span> klast<span class="_ _0"></span>ry<span class="_ _0"></span>,<span class="_ _1"></span> gminy<span class="_ _1"></span>,<span class="_ _1"></span> zakłady </div><div class="t m0 x11 he ye9 ff6 fsa fc4 sc0 ls0 ws8c">przemysło<span class="_ _0"></span>we i pro<span class="_ _0"></span>sumenci,<span class="_ _1"></span> dla kt<span class="_ _0"></span>órych <span class="_ _0"></span>Apat<span class="_ _1"></span>or prz<span class="_ _2"></span>yg<span class="_ _0"></span>ot<span class="_ _0"></span>owuje d<span class="_ _0"></span>edyk<span class="_ _1"></span>owane rozwiązania i produ<span class="_ _0"></span>kty <span class="_ _0"></span>w ramach </div><div class="t m0 x11 he yea ff6 fsa fc4 sc0 ls0 ws8d">kilkunas<span class="_ _0"></span>tu nowy<span class="_ _0"></span>ch inicjat<span class="_ _0"></span>yw s<span class="_ _0"></span>tr<span class="_ _0"></span>at<span class="_ _0"></span>egiczny<span class="_ _0"></span>ch.<span class="_ _1"></span> Rozwiązania t<span class="_ _1"></span>echniczne ofer<span class="_ _0"></span>owane pod marką <span class="_ _0"></span>Apat<span class="_ _0"></span>or wspier<span class="_ _0"></span>ają </div><div class="t m0 x11 he yeb ff6 fsa fc4 sc0 ls0 ws8e">aktyw<span class="_ _0"></span>ny<span class="_ _0"></span>ch i świadom<span class="_ _0"></span>ych uczes<span class="_ _0"></span>tnik<span class="_ _0"></span>ów rynku ener<span class="_ _0"></span>gii of<span class="_ _0"></span>erując im korzyś<span class="_ _0"></span>ci funkcj<span class="_ _0"></span>onalne i oszczędności.<span class="_ _1"></span> Apat<span class="_ _1"></span>or tym </div><div class="t m0 x11 he yec ff6 fsa fc4 sc0 ls0 ws2a">samym wspier<span class="_ _0"></span>a dek<span class="_ _0"></span>arbonizację,<span class="_ _1"></span> decent<span class="_ _0"></span>ralizację i digit<span class="_ _0"></span>alizację polsk<span class="_ _0"></span>iej i europejskiej ener<span class="_ _0"></span>gety<span class="_ _0"></span>ki (3D).</div><div class="t m0 x11 he yed ff6 fsa fc4 sc0 ls0 ws8f">Najbar<span class="_ _0"></span>dziej wymagający<span class="_ _0"></span>m obszar<span class="_ _0"></span>em biznesu dla Grupy pozo<span class="_ _0"></span>st<span class="_ _0"></span>aje s<span class="_ _0"></span>egment Gazu,<span class="_ _1"></span> kt<span class="_ _0"></span>órego per<span class="_ _0"></span>spektywy są s<span class="_ _0"></span>ilnie </div><div class="t m0 x11 he yee ff6 fsa fc4 sc0 ls0 ws85">sk<span class="_ _0"></span>orelow<span class="_ _0"></span>ane z polityką ener<span class="_ _0"></span>get<span class="_ _0"></span>yczną i podejściem d<span class="_ _0"></span>o paliwa gazowego w UE.<span class="_ _1"></span> <span class="_ _2"></span>Str<span class="_ _0"></span>at<span class="_ _1"></span>eg<span class="_ _2"></span>ia w odniesieniu do <span class="_ _0"></span>t<span class="_ _0"></span>ego </div><div class="t m0 x11 he yef ff6 fsa fc4 sc0 ls0 ws90">segment<span class="_ _0"></span>u zakłada dyw<span class="_ _0"></span>ersy<span class="_ _0"></span>fikację of<span class="_ _1"></span>erty na wypadek szybszego wy<span class="_ _0"></span>chodzenia Europ<span class="_ _0"></span>y z paliw kopaln<span class="_ _0"></span>ych.<span class="_ _1"></span> <span class="_ _33"></span><span class="ws0"> </span></div><div class="t m0 x11 he yf0 ff6 fsa fc4 sc0 ls0 ws6a">W związku <span class="_ _0"></span>z niepewnością <span class="_ _0"></span>kierunku r<span class="_ _0"></span>ozwoju rynku <span class="_ _0"></span>gazomierzy<span class="_ _0"></span>,<span class="_ _1"></span> segment Gaz podjął pr<span class="_ _0"></span>ace rozw<span class="_ _0"></span>ojowe nad nowy<span class="_ _0"></span>mi </div><div class="t m0 x11 he yf1 ff6 fsa fc4 sc0 ls0 ws6a">rozwiąz<span class="_ _0"></span>aniami pozwalający<span class="_ _0"></span>mi pozyskać now<span class="_ _0"></span>e grupy <span class="_ _0"></span>klientó<span class="_ _0"></span>w<span class="_ _0"></span>.</div><div class="t m0 x11 he yf2 ff6 fsa fc4 sc0 ls0 ws91">Z<span class="_ _0"></span>e względu na nies<span class="_ _0"></span>tabilną syt<span class="_ _0"></span>uację geopolit<span class="_ _0"></span>yczną<span class="_ _1"></span>,<span class="_ _1"></span> dynamiczne zmiany w o<span class="_ _0"></span>t<span class="_ _0"></span>oczeniu gospodar<span class="_ _0"></span>czym oraz ro<span class="_ _0"></span>snące </div><div class="t m0 x11 hb yf3 ff6 fs8 fc1 sc0 ls39 wsb">2.<span class="_ _0"></span>2.<span class="_ _f"></span> S<span class="_ _f"></span>TRA<span class="_ _29"></span>TEGIA BIZNESOWA</div></div><div class="pi" ></div></div><div id="pf8" class="pf w0 h0" ><div class="pc pc8 w0 h0"><img class="bi x0 yf4 w4 h23" alt="" src="data:image/png;base64,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"/><div class="t m0 x1a ha y32 ff6 fs7 fc3 sc0 ls0 ws0">8</div><div class="t m0 x11 he yf5 ff6 fsa fc4 sc0 ls0 ws4d">tempo zmian <span class="_ _0"></span>techno<span class="_ _0"></span>logiczny<span class="_ _0"></span>ch st<span class="_ _0"></span>ra<span class="_ _0"></span>t<span class="_ _0"></span>egia Grupy Apa<span class="_ _0"></span>t<span class="_ _0"></span>or będzie podlegała częst<span class="_ _0"></span>szym przeglądom i do<span class="_ _0"></span>st<span class="_ _1"></span>osowaniu <span class="_ _34"></span><span class="ws0"> </span></div><div class="t m0 x11 he yf6 ff6 fsa fc4 sc0 ls0 ws2a">do potrz<span class="_ _0"></span>eb klientó<span class="_ _0"></span>w i organizacji.</div><div class="t m0 x11 he yf7 ff7 fsa fc4 sc0 ls0 ws2a">Czynniki wpływ<span class="_ _0"></span>a<span class="_ _0"></span>jące na realizacj<span class="_ _0"></span>ę st<span class="_ _0"></span>ra<span class="_ _0"></span>tegii biz<span class="_ _0"></span>nesowej <span class="_ _0"></span>w 2023 roku</div><div class="t m0 x11 he yf8 ff7 fsa fc4 sc0 ls0 ws2a">K<span class="_ _0"></span>onteks<span class="_ _0"></span>t makr<span class="_ _0"></span>oek<span class="_ _0"></span>onomiczny </div><div class="t m0 x10 ha y32 ff6 fs7 fc3 sc0 ls0 ws0">8</div><div class="t m0 x2b hc yf9 ff7 fs9 fc1 sc0 ls0 ws52">Zmiany klima<span class="_ _0"></span>tu:</div><div class="t m0 x2c hc yfa ff6 fs9 fc1 sc0 ls0 ws0"> <span class="_ _35"></span><span class="ffd"><span class="_ _36"> </span><span class="ff6">Dekarbonizacja</span></span></div><div class="t m0 x2c hc yfb ff6 fs9 fc1 sc0 ls0 ws0"> <span class="_ _35"></span><span class="ffd"><span class="_ _36"> </span><span class="ff6">Rozwój O<span class="_ _0"></span>ZE </span></span></div><div class="t m0 x2c hc yfc ff6 fs9 fc1 sc0 ls0 ws0"> <span class="_ _35"></span><span class="ffd"><span class="_ _36"> </span><span class="ff6">Green Deal,<span class="_ _1"></span> Blue Deal,<span class="_ _1"></span> Fit for 55  <span class="_ _37"></span> </span></span></div><div class="t m0 x2d hc yfd ff6 fs9 fc1 sc0 ls0 ws0">i REPowerEU,<span class="_ _1"></span> RED II<span class="_ _2"></span>I i in.</div><div class="t m0 x2c hc yfe ff6 fs9 fc1 sc0 ls0 ws0"> <span class="_ _35"></span><span class="ffd"><span class="_ _36"> </span><span class="ff6 ws92">Rosnący t<span class="_ _0"></span>rend zielon<span class="_ _0"></span>ych inwest<span class="_ _0"></span>ycji</span></span></div><div class="t m0 x2c hc yff ff6 fs9 fc1 sc0 ls0 ws0"> <span class="_ _35"></span><span class="ffd"><span class="_ _36"> </span><span class="ff6">Regulacje ESG(T<span class="_ _f"></span>aksonomia i in.)</span></span></div><div class="t m0 x2e hc y100 ff7 fs9 fc1 sc0 ls0 ws45">Rozwó<span class="_ _0"></span>j nowych technologii:</div><div class="t m0 x2f hc yf9 ff6 fs9 fc1 sc0 ls0 ws0"> <span class="_ _35"></span><span class="ffd"><span class="_ _36"> </span><span class="ff6 ws92">Przyśpieszenie tr<span class="_ _0"></span>ansf<span class="_ _0"></span>ormacji energet<span class="_ _0"></span>yki  <span class="_ _2d"></span><span class="ws0"> </span></span></span></div><div class="t m0 x30 hc yfa ff6 fs9 fc1 sc0 ls0 ws93">i pozost<span class="_ _0"></span>ałych sekt<span class="_ _0"></span>orów u<span class="_ _0"></span>tilities</div><div class="t m0 x2f hc yfb ff6 fs9 fc1 sc0 ls0 ws0"> <span class="_ _35"></span><span class="ffd"><span class="_ _36"> </span><span class="ff6 ws94">Innowacje w obsz<span class="_ _0"></span>arze paliw alter<span class="_ _0"></span>nat<span class="_ _0"></span>ywnych,<span class="_ _1"></span> </span></span></div><div class="t m0 x30 hc yfc ff6 fs9 fc1 sc0 ls0 ws3e">Io<span class="_ _1"></span>T,<span class="_ _1"></span> AI,<span class="_ _1"></span> energoelektr<span class="_ _0"></span>oniki </div><div class="t m0 x2f hc yfd ff6 fs9 fc1 sc0 ls0 ws0"> <span class="_ _35"></span><span class="ffd"><span class="_ _36"> </span><span class="ff6 ws94">Przyśpieszenie cyf<span class="_ _0"></span>ryzacji we wszys<span class="_ _0"></span>tkich </span></span></div><div class="t m0 x30 hc yfe ff6 fs9 fc1 sc0 ls0 ws93">sekt<span class="_ _0"></span>orach gospodark<span class="_ _0"></span>i</div><div class="t m0 x2f hc yff ff6 fs9 fc1 sc0 ls0 ws0"> <span class="_ _35"></span><span class="ffd"><span class="_ _36"> </span><span class="ff6 ws70">Aut<span class="_ _0"></span>omatyz<span class="_ _0"></span>acja i robot<span class="_ _0"></span>yzacja proces<span class="_ _0"></span>ów</span></span></div><div class="t m0 x31 hc y101 ff7 fs9 fc1 sc0 ls0 ws93">T<span class="_ _f"></span>empo rozwoju <span class="ws0"> </span></div><div class="t m0 x31 hc y102 ff7 fs9 fc1 sc0 ls0 ws95">gospodarcz<span class="_ _0"></span>ego w UE:</div><div class="t m0 x32 hc y103 ff6 fs9 fc1 sc0 ls0 ws0"> <span class="_ _35"></span><span class="ffd"><span class="_ _36"> </span><span class="ff6 ws93">Utrzymujące się spowolnienie </span></span></div><div class="t m0 x33 hc y104 ff6 fs9 fc1 sc0 ls0 ws0">gospodarcze</div><div class="t m0 x32 hc y105 ff6 fs9 fc1 sc0 ls0 ws0"> <span class="_ _35"></span><span class="ffd"><span class="_ _36"> </span><span class="ff6">Słabnąca inﬂacja</span></span></div><div class="t m0 x32 hc y106 ff6 fs9 fc1 sc0 ls0 ws0"> <span class="_ _35"></span><span class="ffd"><span class="_ _36"> </span><span class="ff6 ws70">Zacieśnienie polity<span class="_ _0"></span>ki pieniężnej</span></span></div><div class="t m0 x32 hc y107 ff6 fs9 fc1 sc0 ls0 ws0"> <span class="_ _35"></span><span class="ffd"><span class="_ _36"> </span><span class="ff6 ws93">Spadek k<span class="_ _0"></span>onkurency<span class="_ _0"></span>jności </span></span></div><div class="t m0 x33 hc y108 ff6 fs9 fc1 sc0 ls0 ws93">producent<span class="_ _0"></span>ów z UE </div><div class="t m0 x34 hc y109 ff7 fs9 fc1 sc0 ls0 ws46">Konﬂikt<span class="_ _0"></span>y geopolity<span class="_ _0"></span>czne:</div><div class="t m0 x35 hc y10a ff6 fs9 fc1 sc0 ls0 ws0"> <span class="_ _35"></span><span class="ffd"><span class="_ _36"> </span><span class="ff6 ws93">Niestabilna s<span class="_ _0"></span>ytuacja geopolit<span class="_ _0"></span>yczna</span></span></div><div class="t m0 x35 hc y10b ff6 fs9 fc1 sc0 ls0 ws0"> <span class="_ _35"></span><span class="ffd"><span class="_ _36"> </span><span class="ff6 ws93">Wojna handlo<span class="_ _0"></span>wa USA/CHRL</span></span></div><div class="t m0 x35 hc y10c ff6 fs9 fc1 sc0 ls0 ws0"> <span class="_ _35"></span><span class="ffd"><span class="_ _36"> </span><span class="ff6 ws93">Dominacja CHRL w kluczowych dla </span></span></div><div class="t m0 x36 hc y10d ff6 fs9 fc1 sc0 ls0 ws94">trans<span class="_ _0"></span>for<span class="_ _0"></span>macji elementach łańcucha wart<span class="_ _0"></span>ości </div><div class="t m0 x36 hc y10e ff6 fs9 fc1 sc0 ls0 ws0">(bat<span class="_ _0"></span>erie,<span class="_ _1"></span> PV,<span class="_ _1"></span> inwert<span class="_ _0"></span>ery i in.)</div><div class="t m0 x35 hc y10f ff6 fs9 fc1 sc0 ls0 ws0"> <span class="_ _35"></span><span class="ffd"><span class="_ _36"> </span><span class="ff6 ws70">Zaburzenia na rynku sur<span class="_ _0"></span>owców <span class="ws0"> </span></span></span></div><div class="t m0 x36 hc y110 ff6 fs9 fc1 sc0 ls0 ws93">i komponent<span class="_ _1"></span>ów</div><div class="t m0 x35 hc y111 ff6 fs9 fc1 sc0 ls0 ws0"> <span class="_ _35"></span><span class="ffd"><span class="_ _36"> </span><span class="ff6 ws93">Interwencj<span class="_ _0"></span>onizm handlowy<span class="_ _0"></span>,<span class="_ _1"></span> polityka local </span></span></div><div class="t m0 x36 hc y112 ff6 fs9 fc1 sc0 ls0 ws0">conten<span class="_ _0"></span>t (USA,<span class="_ _1"></span> Indie,<span class="_ _0"></span> wkrót<span class="_ _1"></span>ce U<span class="_ _2"></span>E)</div><div class="t m0 x11 hc y113 ff7 fs9 fc1 sc0 ls0 ws0">Energia:</div><div class="t m0 x37 hc y114 ff6 fs9 fc1 sc0 ls0 ws0"> <span class="_ _35"></span><span class="ffd"><span class="_ _36"> </span><span class="ff6">Ref<span class="_ _0"></span>orma rynku ener<span class="_ _0"></span>gii w UE – </span></span></div><div class="t m0 x38 hc y115 ff6 fs9 fc1 sc0 ls0 ws93">ochrona k<span class="_ _0"></span>onsument<span class="_ _0"></span>ów przed </div><div class="t m0 x38 hc y116 ff6 fs9 fc1 sc0 ls0 ws93">wahaniami cen ee</div><div class="t m0 x37 hc y117 ff6 fs9 fc1 sc0 ls0 ws0"> <span class="_ _35"></span><span class="ffd"><span class="_ _36"> </span><span class="ff6 ws93">Stopniow<span class="_ _0"></span>a stabilizacja cen </span></span></div><div class="t m0 x38 hc y118 ff6 fs9 fc1 sc0 ls0 ws93">surowców ener<span class="_ _0"></span>get<span class="_ _0"></span>yczny<span class="_ _0"></span>ch</div><div class="t m0 x37 hc y119 ff6 fs9 fc1 sc0 ls0 ws0"> <span class="_ _35"></span><span class="ffd"><span class="_ _36"> </span><span class="ff6 ws94">Negocjacje w sprawie r<span class="_ _0"></span>efor<span class="_ _0"></span>my </span></span></div><div class="t m0 x38 hc y11a ff6 fs9 fc1 sc0 ls0 ws0">mechanizmu ETS</div><div class="t m0 x37 hc y11b ff6 fs9 fc1 sc0 ls0 ws0"> <span class="_ _35"></span><span class="ffd"><span class="_ _36"> </span><span class="ff6 ws93">Wspar<span class="_ _0"></span>cie ﬁnansowe dla </span></span></div><div class="t m0 x38 hc y11c ff6 fs9 fc1 sc0 ls0 ws93">trans<span class="_ _0"></span>for<span class="_ _0"></span>macji energet<span class="_ _0"></span>ycznej</div><div class="t m0 x39 hc y11d ff7 fs9 fc1 sc0 ls0 ws52">Dost<span class="_ _0"></span>ępność k<span class="_ _0"></span>ompetencji R&amp;D:</div><div class="t m0 x3a hc y11e ff6 fs9 fc1 sc0 ls0 ws0"> <span class="_ _35"></span><span class="ffd"><span class="_ _36"> </span><span class="ff6 ws93">Szybkie s<span class="_ _0"></span>tarzenie się t<span class="_ _0"></span>echnologii</span></span></div><div class="t m0 x3a hc y11f ff6 fs9 fc1 sc0 ls0 ws0"> <span class="_ _35"></span><span class="ffd"><span class="_ _36"> </span><span class="ff6 ws94">Rosnące wy<span class="_ _0"></span>magania inżynierów </span></span></div><div class="t m0 x3b hc y120 ff6 fs9 fc1 sc0 ls0 ws70">/ rynek pracow<span class="_ _0"></span>nika</div><div class="t m0 x3a hc y121 ff6 fs9 fc1 sc0 ls0 ws0"> <span class="_ _35"></span><span class="ffd"><span class="_ _36"> </span><span class="ff6 ws93">Wzros<span class="_ _0"></span>t ko<span class="_ _0"></span>sztów pr<span class="_ _0"></span>acy </span></span></div><div class="t m0 x3a hc y122 ff6 fs9 fc1 sc0 ls0 ws0"> <span class="_ _35"></span><span class="ffd"><span class="_ _36"> </span><span class="ff6 ws93">Globalna k<span class="_ _0"></span>onkurencja na </span></span></div><div class="t m0 x3b hc y123 ff6 fs9 fc1 sc0 ls0 ws94">rynku wykwaliﬁk<span class="_ _0"></span>owany<span class="_ _0"></span>ch </div><div class="t m0 x3b hc y124 ff6 fs9 fc1 sc0 ls0 ws0">pracownik<span class="_ _0"></span>ów</div><div class="t m0 x3c hc y125 ff7 fs9 fc1 sc0 ls0 ws0">Dekarbonizacja  </div><div class="t m0 x3c hc y126 ff7 fs9 fc1 sc0 ls0 ws96"> i <span class="_ _2a"> </span>trans<span class="_ _1"></span>formacja <span class="_ _2a"> </span><span class="ff6 ws0">podmiotów </span></div><div class="t m0 x3c hc y127 ff6 fs9 fc1 sc0 ls0 ws94">działających w s<span class="_ _0"></span>ektorz<span class="_ _0"></span>e </div><div class="t m0 x3c hc y128 ff6 fs9 fc1 sc0 ls0 ws93">mediów energet<span class="_ _0"></span>yczny<span class="_ _0"></span>ch  <span class="_ _2d"></span><span class="ws0"> </span></div><div class="t m0 x3c hc y129 ff6 fs9 fc1 sc0 ls0 ws94">i wody (nowe usługi,<span class="_ _1"></span> nowi </div><div class="t m0 x3c hc y12a ff6 fs9 fc1 sc0 ls45 ws97">gracze)</div><div class="t m0 x34 hc y127 ff7 fs9 fc1 sc0 ls0 ws0">Decentr<span class="_ _0"></span>alizacja <span class="ff6">rynku </span></div><div class="t m0 x34 hc y128 ff6 fs9 fc1 sc0 ls0 ws93">wytwarzania i zielone </div><div class="t m0 x34 hc y129 ff6 fs9 fc1 sc0 ls0 ws93">źródła energii,<span class="_ _1"></span> dynamiczny </div><div class="t m0 x34 hc y12a ff6 fs9 fc1 sc0 ls0 ws0">rozwój C&amp;I-PV</div><div class="t m0 x3d hc y12b ff6 fs9 fc1 sc0 ls0 ws0">Ciągłe <span class="ff7">poszukiwanie </span></div><div class="t m0 x3d hc y12c ff7 fs9 fc1 sc0 ls0 ws0">innowacji<span class="ff6 ws92">,<span class="_ _1"></span> wyścig technol<span class="_ _0"></span>ogii,<span class="_ _0"></span> </span></div><div class="t m0 x3d hc y12d ff6 fs9 fc1 sc0 ls0 ws92">nasilona konkur<span class="_ _0"></span>encja (w tym </div><div class="t m0 x3d hc y12e ff6 fs9 fc1 sc0 ls46 ws98">kos<span class="_ _2"></span>zto<span class="_ _2"></span>wa<span class="_ _2"></span>)</div><div class="t m0 x2e hc y12f ff6 fs9 fc1 sc0 ls0 ws94">Digitalizacja i wzros<span class="_ _0"></span>t znaczenia </div><div class="t m0 x2e hc y130 ff6 fs9 fc1 sc0 ls0 ws70">techniczn<span class="_ _0"></span>ych ro<span class="_ _0"></span>związań </div><div class="t m0 x2e hc y131 ff7 fs9 fc1 sc0 ls0 ws96">pozwala<span class="_ _0"></span>jących <span class="_ _2a"> </span>na <span class="_ _2a"> </span>zarządzanie <span class="_ _2a"> </span> i </div><div class="t m0 x2e hc y132 ff7 fs9 fc1 sc0 ls47 ws70">automatyzację</div><div class="t m0 x3e hc y133 ff7 fs9 fc1 sc0 ls0 ws0">Bezpieczeńst<span class="_ _0"></span>wo </div><div class="t m0 x3e hc y134 ff7 fs9 fc1 sc0 ls0 ws52">infra<span class="_ _0"></span>st<span class="_ _0"></span>ruktury krytyczne<span class="_ _0"></span>j -</div><div class="t m0 x3e hc y135 ff6 fs9 fc1 sc0 ls0 ws93">wzros<span class="_ _0"></span>t znaczenia </div><div class="t m0 x3e hc y136 ff6 fs9 fc1 sc0 ls0 ws0">cyberbezpieczeńs<span class="_ _0"></span>twa<span class="_ _1"></span>,</div><div class="t m0 x3e hc y137 ff6 fs9 fc1 sc0 ls0 ws0">dyr<span class="_ _0"></span>ektywy NIS2,<span class="_ _1"></span> CER,<span class="_ _0"></span> CRA,<span class="_ _1"></span> </div><div class="t m0 x3e hc y138 ff6 fs9 fc1 sc0 ls48 ws99">RED</div><div class="t m0 x3f hc y139 ff7 fs9 fc1 sc0 ls0 ws93">Nowe regulacj<span class="_ _0"></span>e i progra<span class="_ _0"></span>my UE</div><div class="t m0 x3f hc y13a ff6 fs9 fc1 sc0 ls0 ws92">wspiera<span class="_ _0"></span>jące trans<span class="_ _0"></span>for<span class="_ _0"></span>mację </div><div class="t m0 x3f hc y13b ff6 fs9 fc1 sc0 ls0 ws93">energet<span class="_ _0"></span>yczną<span class="_ _1"></span>,<span class="_ _0"></span> efek<span class="_ _0"></span>tywność </div><div class="t m0 x3f hc y13c ff6 fs9 fc1 sc0 ls0 ws93">energet<span class="_ _0"></span>yczną i oszczędnoś<span class="_ _0"></span>ć </div><div class="t m0 x3f hc y13d ff6 fs9 fc1 sc0 ls0 ws92">zasobów nat<span class="_ _0"></span>uralny<span class="_ _0"></span>ch,<span class="_ _1"></span> w tym </div><div class="t m0 x3f hc y13e ff6 fs9 fc1 sc0 ls0 ws3e">wody<span class="_ _1"></span>, A<span class="_ _0"></span>I,<span class="_ _1"></span> <span class="_ _2"></span>bezpieczeńs<span class="_ _0"></span>two </div><div class="t m0 x3f hc y13f ff6 fs9 fc1 sc0 ls0 ws0">cyfr<span class="_ _0"></span>owe i in.</div><div class="t m0 x40 h24 y140 ff7 fs13 fc1 sc0 ls49 ws9a">K<span class="_ _1"></span>ONTEKST </div><div class="t m0 x41 h24 y141 ff7 fs13 fc1 sc0 ls0 ws0">MAK<span class="_ _0"></span>RO-</div><div class="t m0 x42 h24 y142 ff7 fs13 fc1 sc0 ls0 ws0">EK<span class="_ _1"></span>ONOM<span class="_ _2"></span>ICZN<span class="_ _0"></span>Y</div><div class="t m0 x40 h24 y143 ff7 fs13 fc1 sc0 ls49 ws9a">K<span class="_ _1"></span>ONTEKST </div><div class="t m0 x43 h24 y144 ff7 fs13 fc1 sc0 ls0 ws0">BRANŻOWY</div><div class="t m2 x1b hc y5b ff8 fs9 fc0 sc0 ls0 ws3e">O Grupie Apator</div><div class="t m0 x11 he y145 ff7 fsa fc4 sc0 ls0 ws9b">K<span class="_ _0"></span>onteks<span class="_ _0"></span>t br<span class="_ _0"></span>anżowy</div></div><div class="pi" ></div></div><div id="pf9" class="pf w0 h0" ><div class="pc pc9 w0 h0"><img class="bi x11 y146 w4 h25" alt="" src="data:image/png;base64,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class="t m0 x10 ha y32 ff6 fs7 fc3 sc0 ls0 ws0">9</div><div class="t m0 x11 he yf5 ff7 fsa fc4 sc0 ls0 ws2a">W<span class="_ _0"></span>pływ woj<span class="_ _0"></span>ny na rea<span class="_ _0"></span>lizację s<span class="_ _0"></span>tr<span class="_ _0"></span>at<span class="_ _0"></span>egii biznesow<span class="_ _0"></span>ej Grupy <span class="_ _0"></span>Apat<span class="_ _0"></span>or w 2023 roku</div><div class="t m0 x11 he y147 ff6 fsa fc4 sc0 ls0 ws70">Na dzień publikacji niniejszego raportu Gr<span class="_ _0"></span>upa Apat<span class="_ _1"></span>or identyfikuje ryzyk<span class="_ _0"></span>a wynika<span class="_ _0"></span>jące z wojny w Ukr<span class="_ _0"></span>ainie,<span class="_ _1"></span> jednak ich </div><div class="t m0 x11 he yf7 ff6 fsa fc4 sc0 ls0 ws2c">poziom zależy od dal<span class="_ _0"></span>szego rozw<span class="_ _0"></span>oju syt<span class="_ _0"></span>uacji oraz <span class="_ _0"></span>jego wpływu na kur<span class="_ _0"></span>sy wa<span class="_ _0"></span>lut<span class="_ _0"></span>owe,<span class="_ _1"></span> ceny sur<span class="_ _0"></span>owców i inne ob<span class="_ _0"></span>szary </div><div class="t m0 x11 he y148 ff6 fsa fc4 sc0 ls0 ws0">działalności.</div><div class="t m0 x11 he y149 ff6 fsa fc4 sc0 ls0 ws9c">Od moment<span class="_ _0"></span>u wybuchu wo<span class="_ _0"></span>jny w <span class="_ _0"></span>lut<span class="_ _0"></span>ym 2022 r<span class="_ _f"></span>.<span class="_ _0"></span> Grupa c<span class="_ _0"></span>ałkowi<span class="_ _0"></span>cie ws<span class="_ _0"></span>trzymała sprz<span class="_ _0"></span>edaż na rynkach r<span class="_ _0"></span>osy<span class="_ _0"></span>jskim <span class="_ _38"></span><span class="ws0"> </span></div><div class="t m0 x11 he y14a ff6 fsa fc4 sc0 ls0 ws2c">i białoruskim.<span class="_ _1"></span> Sprzedaż do Ukrain<span class="_ _0"></span>y st<span class="_ _0"></span>anowiła w 2023 roku ok.<span class="_ _1"></span> 1,4% łącznej sprzedaży Grup<span class="_ _0"></span>y Apa<span class="_ _0"></span>tor<span class="_ _29"></span>.  <span class="_ _0"></span>W zakr<span class="_ _0"></span>esie </div><div class="t m0 x11 he y14b ff6 fsa fc4 sc0 ls0 ws9d">należności od k<span class="_ _1"></span>ontrahent<span class="_ _0"></span>ów z zagr<span class="_ _0"></span>ożon<span class="_ _0"></span>ych rynk<span class="_ _1"></span>ów,<span class="_ _1"></span> na koniec 2023 r<span class="_ _f"></span>. udział nal<span class="_ _0"></span>eżności z rynku ukr<span class="_ _0"></span>aińskiego <span class="_ _38"></span><span class="ws0"> </span></div><div class="t m0 x11 he y14c ff6 fsa fc4 sc0 ls0 ws9e">w łącznej warto<span class="_ _0"></span>ści należności Grup<span class="_ _0"></span>y Apa<span class="_ _0"></span>tor wy<span class="_ _0"></span>nosił ok<span class="_ _0"></span>oło 0,<span class="_ _0"></span>7%.<span class="_ _1"></span> Grupa nie posiadała należności handlowych <span class="_ _39"></span><span class="ws0"> </span></div><div class="t m0 x11 he y14d ff6 fsa fc4 sc0 ls0 ws9f">z rynk<span class="_ _0"></span>ów ro<span class="_ _0"></span>sy<span class="_ _0"></span>jskiego i <span class="_ _0"></span>białoruskiego<span class="_ _0"></span>.<span class="_ _0"></span> <span class="_ _0"></span>W związk<span class="_ _0"></span>u z powyższym s<span class="_ _0"></span>ytua<span class="_ _0"></span>cja na W<span class="_ _0"></span>schodzie nie ma is<span class="_ _0"></span>t<span class="_ _0"></span>ot<span class="_ _0"></span>nego </div><div class="t m0 x11 he y14e ff6 fsa fc4 sc0 ls0 ws2a">bezpośrednieg<span class="_ _0"></span>o  wpływu na wyniki finansowe <span class="_ _0"></span>Apat<span class="_ _1"></span>or SA oraz całej grup<span class="_ _0"></span>y kapitałow<span class="_ _0"></span>ej.</div><div class="t m0 x11 he y14f ff6 fsa fc4 sc0 ls0 wsa0">Kryzys energet<span class="_ _0"></span>yczn<span class="_ _0"></span>y wywołany in<span class="_ _0"></span>wazją Ros<span class="_ _0"></span>ji na Ukrainę przyśpieszył tr<span class="_ _0"></span>ansf<span class="_ _0"></span>or<span class="_ _0"></span>mację sekt<span class="_ _1"></span>ora energet<span class="_ _0"></span>ycznego i b<span class="_ _0"></span>ył </div><div class="t m0 x11 he y150 ff6 fsa fc4 sc0 ls0 wsa1">impulsem do ur<span class="_ _0"></span>uchomienia nowych polit<span class="_ _0"></span>yk i progr<span class="_ _0"></span>amów UE mających na celu uniezal<span class="_ _0"></span>eżnienie unijnej gospodarki <span class="_ _34"></span><span class="ws0"> </span></div><div class="t m0 x11 he y151 ff6 fsa fc4 sc0 ls0 ws0">od ros<span class="_ _0"></span>yjsk<span class="_ _0"></span>ich surow<span class="_ _0"></span>ców i paliw.<span class="_ _1"></span>  </div><div class="t m0 x11 he y152 ff6 fsa fc4 sc0 ls0 wsa2">W ef<span class="_ _0"></span>ek<span class="_ _0"></span>cie,<span class="_ _1"></span> wyzwania związane z k<span class="_ _0"></span>onflikt<span class="_ _0"></span>em na W<span class="_ _0"></span>schodzie i t<span class="_ _0"></span>rans<span class="_ _0"></span>for<span class="_ _1"></span>macj<span class="_ _2"></span>ą ener<span class="_ _0"></span>gety<span class="_ _0"></span>czną przyniosły nowe szanse <span class="_ _34"></span><span class="ws0"> </span></div><div class="t m0 x11 he y153 ff6 fsa fc4 sc0 ls0 ws50">dla Grupy Apat<span class="_ _0"></span>or<span class="_ _1"></span>,<span class="_ _1"></span> wynikające z:</div><div class="t m0 x1c he y154 ff6 fsa fc1 sc0 ls0 ws0"> <span class="_ _2e"></span><span class="ffd"><span class="_ _2f"> </span><span class="ff6 fc4 ws2a">presji na ef<span class="_ _0"></span>ektyw<span class="_ _0"></span>ne gospodarow<span class="_ _0"></span>anie zasobami: wodą<span class="_ _1"></span>,<span class="_ _1"></span> energią<span class="_ _1"></span>,<span class="_ _1"></span> ciepłem,<span class="_ _0"></span> gazem,</span></span></div><div class="t m0 x1c he y155 ff6 fsa fc1 sc0 ls0 ws0"> <span class="_ _2e"></span><span class="ffd"><span class="_ _2f"> </span><span class="ff6 fc4 ws2a">rosnąceg<span class="_ _0"></span>o zapotrz<span class="_ _0"></span>ebowania na t<span class="_ _0"></span>echnologie dla sekt<span class="_ _1"></span>ora OZE,</span></span></div><div class="t m0 x1c he y156 ff6 fsa fc1 sc0 ls0 ws0"> <span class="_ _2e"></span><span class="ffd"><span class="_ _2f"> </span><span class="ff6 fc4 ws2a">przyśpieszenia cyf<span class="_ _0"></span>ryzacji i au<span class="_ _0"></span>toma<span class="_ _0"></span>tyz<span class="_ _0"></span>acji procesów biznesowy<span class="_ _0"></span>ch we wszys<span class="_ _0"></span>t<span class="_ _0"></span>kich sekt<span class="_ _1"></span>orach gospodarki.</span></span></div><div class="t m0 x11 he y157 ff6 fsa fc4 sc0 ls0 wsa3">W obliczu wyzw<span class="_ _0"></span>ań związanych z kryzy<span class="_ _0"></span>sem energet<span class="_ _0"></span>yczn<span class="_ _0"></span>ym,<span class="_ _1"></span> ale <span class="_ _0"></span>także pos<span class="_ _0"></span>tępując<span class="_ _0"></span>ymi zmianami klimatu <span class="_ _3a"></span><span class="ws0"> </span></div><div class="t m0 x11 he y158 ff6 fsa fc4 sc0 ls0 wsa4">oraz k<span class="_ _1"></span>oniecznością przyśpieszenia procesu t<span class="_ _0"></span>ransf<span class="_ _1"></span>ormacji energet<span class="_ _0"></span>ycznej,<span class="_ _1"></span> Grupa Apa<span class="_ _0"></span>t<span class="_ _0"></span>or poddaje s<span class="_ _1"></span>trat<span class="_ _1"></span>eg<span class="_ _2"></span>ię biznesow<span class="_ _0"></span>ą <span class="_ _2d"></span> </div><div class="t m0 x11 he y159 ff6 fsa fc4 sc0 ls0 ws0">częst<span class="_ _0"></span>szym przeglądom i ak<span class="_ _0"></span>tualizacji (więcej w r<span class="_ _0"></span>ozdziale: St<span class="_ _0"></span>ra<span class="_ _0"></span>tegia bizneso<span class="_ _0"></span>wa).</div><div class="t m0 x11 he y15a ff7 fsa fc4 sc0 ls0 wsa5">Zobowiązania w wy<span class="_ _0"></span>miarze finansowym wy<span class="_ _0"></span>nika<span class="_ _0"></span>jące ze st<span class="_ _0"></span>ra<span class="_ _0"></span>tegii CSR na la<span class="_ _0"></span>ta 2019-23:</div><div class="t m0 x1c he y15b ff6 fsa fc1 sc0 ls0 ws0"> <span class="_ _2e"></span><span class="ffd"><span class="_ _2f"> </span><span class="ff6 fc4 ws2a">Dążymy d<span class="_ _0"></span>o wzros<span class="_ _0"></span>t<span class="_ _0"></span>u naszych przychodów i zysku E<span class="_ _0"></span>BITDA w dr<span class="_ _0"></span>odze zró<span class="_ _0"></span>wnoważonego r<span class="_ _0"></span>ozwoju,<span class="_ _1"></span> zakłada<span class="_ _0"></span>jąc:</span></span></div><div class="t m0 x44 he y15c ff6 fsa fc1 sc0 ls0 ws0"> <span class="_ _3a"></span><span class="ff11">–<span class="_ _3b"> </span><span class="ff6 fc4 ws2a">dywer<span class="_ _0"></span>syfika<span class="_ _0"></span>cję działalności - model biznesowy opart<span class="_ _0"></span>y o 3 segment<span class="_ _0"></span>y<span class="_ _1"></span>,</span></span></div><div class="t m0 x44 he y15d ff6 fsa fc1 sc0 ls0 ws0"> <span class="_ _3a"></span><span class="ff11">–<span class="_ _3b"> </span><span class="ff6 fc4 wsa6">partyc<span class="_ _0"></span>ypowanie  główn<span class="_ _0"></span>ych gr<span class="_ _0"></span>up int<span class="_ _0"></span>eresariuszy  w śr<span class="_ _0"></span>odkach finansowy<span class="_ _0"></span>ch wypr<span class="_ _0"></span>acowywany<span class="_ _0"></span>ch przez Grupę </span></span></div><div class="t m0 x45 he y15e ff6 fsa fc4 sc0 ls0 ws0">Apat<span class="_ _0"></span>or<span class="_ _f"></span>.</div><div class="t m2 x12 hc y5b ff8 fs9 fc0 sc0 ls0 ws3e">O Grupie Apator</div><div class="t m0 x1c h8 y15f ff7 fs5 fc4 sc0 ls4a wsf">Przychody ze s<span class="_ _0"></span>przedaży wg segment<span class="_ _0"></span>ów *</div><div class="t m0 x46 h8 y160 ff7 fs5 fc4 sc0 ls4a ws9">2023 r<span class="_ _f"></span>.<span class="_ _3c"> </span>2022 r<span class="_ _f"></span>.<span class="_ _3d"> </span><span class="ws33">Zmiana<span class="_ _3e"> </span></span>Dynamika r<span class="_ _1"></span>/<span class="_ _1"></span>r</div><div class="t m0 x47 h8 y161 ff7 fs5 fc4 sc0 ls4b wsa7">ty<span class="_ _2"></span>s<span class="_ _2"></span>. z<span class="_ _2"></span>ł<span class="_ _3f"> </span>ty<span class="_ _2"></span>s<span class="_ _2"></span>. z<span class="_ _2"></span>ł<span class="_ _3f"> </span>ty<span class="_ _2"></span>s<span class="_ _2"></span>. z<span class="_ _2"></span>ł<span class="_ _40"> </span><span class="ls0 ws0">%</span></div><div class="t m0 x1c h8 y162 ff6 fs5 fc4 sc0 ls4a ws0">Segment Energia Elek<span class="_ _0"></span>tryczna<span class="_ _41"> </span><span class="ls4c wsa8">514<span class="_ _2"></span> 978<span class="_ _42"> </span></span><span class="ls4d">439 511<span class="_ _43"> </span><span class="ls4e wsa9">7<span class="_ _2"></span>5<span class="_ _2"></span> 4<span class="_ _2"></span>67<span class="_ _44"> </span><span class="ls4f wsaa">1<span class="_ _2"></span>1<span class="_ _2"></span>7,<span class="_ _1b"></span>2<span class="_ _2"></span>%</span></span></span></div><div class="t m0 x1c h8 y163 ff6 fs5 fc4 sc0 ls4d ws0">Segment Gaz<span class="_ _8"> </span>242 5<span class="_ _1"></span>76<span class="_ _45"> </span><span class="ws9">281 342<span class="_ _45"> </span><span class="wsab">-38 766<span class="_ _44"> </span><span class="wsac">86,2%</span></span></span></div><div class="t m0 x1c h8 y164 ff6 fs5 fc4 sc0 ls4d ws0">Segment W<span class="_ _1"></span>oda i Ciepło<span class="_ _46"> </span><span class="ls50 wsad">379<span class="_ _2"></span> 62<span class="_ _2"></span>0<span class="_ _47"> </span></span>360 939<span class="_ _48"> </span>18 681<span class="_ _3d"> </span><span class="wsac">105,2%</span></div><div class="t m0 x1c h8 y165 ff7 fs5 fc4 sc0 ls4d wsae">Przychody og<span class="_ _0"></span>ółem<span class="_ _a"> </span>1 13<span class="_ _0"></span>7 134<span class="_ _49"> </span><span class="ws9">1 081 792<span class="_ _3c"> </span><span class="ws1b">55 382<span class="_ _3d"> </span><span class="wsac">1<span class="_ _2"></span>05,<span class="_ _1"></span>1%</span></span></span></div><div class="t m0 x48 hc y166 ff7 fs9 fc4 sc0 ls51 wsaf">kraj</div><div class="t m0 x49 h8 y167 ff6 fs5 fc4 sc0 ls52 ws18">640 513<span class="_ _45"> </span><span class="ls4d ws0">571 450<span class="_ _3c"> </span>69 063<span class="_ _48"> </span><span class="ls53 wsb0">1<span class="_ _1b"></span>1<span class="_ _2"></span>2<span class="_ _2"></span>,1<span class="_ _2"></span>%</span></span></div><div class="t m0 xc hc y168 ff7 fs9 fc4 sc0 ls54 wsb1">eksport</div><div class="t m0 x4a h8 y169 ff6 fs5 fc4 sc0 ls4d ws0">496 66<span class="_ _0"></span>1<span class="_ _45"> </span><span class="ws9">510 342<span class="_ _12"> </span></span>-13 681<span class="_ _4a"> </span><span class="ls4f wsaa">9<span class="_ _2"></span>7,<span class="_ _2"></span>3<span class="_ _1b"></span>%</span></div><div class="t m0 x11 he y16a ff7 fsa fc4 sc0 ls0 ws0">Skala działa<span class="_ _0"></span>lności i wsk<span class="_ _0"></span>aźniki finansowe Grup<span class="_ _0"></span>y Apa<span class="_ _0"></span>tor</div></div><div class="pi" ></div></div><div id="pfa" class="pf w0 h0" ><div class="pc pca w0 h0"><img class="bi x0 y16b w5 h26" alt="" src="data:image/png;base64,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"/><div class="t m0 x4b ha y32 ff6 fs7 fc3 sc0 ls17 ws1b">10</div><div class="t m0 x1c h8 y16c ff7 fs5 fc4 sc0 ls4a wsae">Pods<span class="_ _0"></span>tawow<span class="_ _0"></span>e dane finansowe</div><div class="t m0 x4c h8 y16d ff7 fs5 fc4 sc0 ls4a ws9">2023 r<span class="_ _f"></span>.<span class="_ _3c"> </span>2022 r<span class="_ _f"></span>.<span class="_ _42"> </span><span class="ws33">Zmiana<span class="_ _4b"> </span></span>Dynamika r<span class="_ _1"></span>/<span class="_ _1"></span>r</div><div class="t m0 x4d h8 y16e ff7 fs5 fc4 sc0 ls4b wsa7">ty<span class="_ _2"></span>s<span class="_ _2"></span>. z<span class="_ _2"></span>ł<span class="_ _3f"> </span>ty<span class="_ _2"></span>s<span class="_ _2"></span>. z<span class="_ _2"></span>ł<span class="_ _4c"> </span>ty<span class="_ _2"></span>s<span class="_ _2"></span>. z<span class="_ _2"></span>ł<span class="_ _4d"> </span><span class="ls0 ws0">%</span></div><div class="t m0 x1c h8 y16f ff6 fs5 fc4 sc0 ls4a ws9">Przychody ze sprz<span class="_ _0"></span>edaży <span class="_ _4e"> </span><span class="ls4d wsb2">1 137 134<span class="_ _4f"> </span><span class="wsab">1 081 792<span class="_ _3d"> </span><span class="ws9">55 382<span class="_ _45"> </span><span class="wsac">105,<span class="_ _1"></span>1%</span></span></span></span></div><div class="t m0 x1c h8 y170 ff6 fs5 fc4 sc0 ls4d ws9">Zysk na sprzedaży<span class="_ _1c"> </span><span class="ws0">5<span class="_ _0"></span>7 270<span class="_ _3c"> </span>45 090<span class="_ _44"> </span><span class="wsb2">12 180<span class="_ _50"> </span><span class="ls4f wsaa">1<span class="_ _2"></span>2<span class="_ _2"></span>7,<span class="_ _1b"></span>0<span class="_ _2"></span>%</span></span></span></div><div class="t m0 x1c h8 y171 ff6 fs5 fc4 sc0 ls4d ws9">Zysk na działalnoś<span class="_ _0"></span>ci operacy<span class="_ _0"></span>jnej<span class="_ _51"> </span><span class="wsb2">40 132<span class="_ _44"> </span></span>31 340<span class="_ _4c"> </span><span class="ls55 ws10">8 7<span class="_ _2"></span>92<span class="_ _52"> </span><span class="ls53 wsb0">1<span class="_ _2"></span>2<span class="_ _2"></span>8<span class="_ _2"></span>,1<span class="_ _1b"></span>%</span></span></div><div class="t m0 x1c h8 y172 ff6 fs5 fc4 sc0 ls10 ws13">EBITDA<span class="_ _53"> </span><span class="ls4d ws0">96 546<span class="_ _54"> </span>87 06<span class="_ _1"></span>7<span class="_ _4c"> </span><span class="ls56 wsb3">9<span class="_ _2"></span> 47<span class="_ _2"></span>9<span class="_ _50"> </span><span class="ls57 wsb4">1<span class="_ _2"></span>10,9%</span></span></span></div><div class="t m0 x1c h8 y173 ff6 fs5 fc4 sc0 ls58 wsc">Zysk nett<span class="_ _1"></span>o<span class="_ _55"> </span><span class="ls4d ws0">8 504<span class="_ _11"> </span>7 205<span class="_ _56"> </span>1 299<span class="_ _50"> </span><span class="ls52 wsb5">118,0%</span></span></div><div class="t m0 x1c h8 y174 ff6 fs5 fc4 sc0 ls4d wsb6">Kapitał własn<span class="_ _0"></span>y<span class="_ _8"> </span><span class="ws0">539 023<span class="_ _57"> </span><span class="wsb2">539 148<span class="_ _58"> </span><span class="wsac">-125<span class="_ _59"> </span><span class="ls5 ws4">100,0%</span></span></span></span></div><div class="t m0 x1c h8 y175 ff6 fs5 fc4 sc0 ls4a ws9">Zo<span class="_ _0"></span>bowiązania długot<span class="_ _0"></span>er<span class="_ _0"></span>minowe<span class="_ _5a"> </span><span class="ls0 wsb2">80 106<span class="_ _54"> </span>45 17<span class="_ _1"></span>4<span class="_ _5b"> </span><span class="ws0">34 932<span class="_ _47"> </span><span class="ls59 wsb7">1<span class="_ _2"></span>7<span class="_ _1b"></span>7,<span class="_ _2"></span>3<span class="_ _1b"></span>%</span></span></span></div><div class="t m0 x1c h8 y176 ff6 fs5 fc4 sc0 ls4a ws9">Zo<span class="_ _0"></span>bowiązania krót<span class="_ _1"></span>kot<span class="_ _0"></span>erminow<span class="_ _0"></span>e<span class="_ _5c"> </span><span class="ls0 ws0">356 069<span class="_ _47"> </span><span class="wsab">45<span class="_ _0"></span>7 725<span class="_ _5d"> </span><span class="ws0">-101 656<span class="_ _5b"> </span><span class="ls59 wsb7">7<span class="_ _1b"></span>7,<span class="_ _2"></span>8<span class="_ _2"></span>%</span></span></span></span></div><div class="t m0 x1c h8 y177 ff6 fs5 fc4 sc0 ls4a ws0">Suma aktywó<span class="_ _0"></span>w<span class="_ _1c"> </span><span class="lsf wsb8">975 198<span class="_ _5e"> </span></span><span class="ls0">1 042 047<span class="_ _5f"> </span>-66 849<span class="_ _52"> </span><span class="lsf ws12">93,6%</span></span></div><div class="t m0 x1c h8 y178 ff6 fs5 fc4 sc0 ls4a ws9">Wynagrodz<span class="_ _0"></span>enia brutt<span class="_ _1"></span>o (z <span class="_ _2"></span>narzut<span class="_ _0"></span>ami)<span class="_ _60"> </span><span class="ls0">253 362<span class="_ _61"> </span><span class="wsb2">240 150<span class="_ _54"> </span><span class="ws0">13 212 <span class="_ _4f"> </span><span class="lse ws11">10<span class="_ _2"></span>5,5%</span></span></span></span></div><div class="t m0 x1c h8 y179 ff6 fs5 fc4 sc0 ls4a ws9">Podat<span class="_ _0"></span>ek dochodo<span class="_ _0"></span>wy<span class="_ _62"> </span><span class="lsf ws12">19 040<span class="_ _56"> </span><span class="ls0 wsab">8 7<span class="_ _2"></span>10<span class="_ _3c"> </span><span class="ws9">10 330<span class="_ _63"> </span><span class="ls5a wsb9">218<span class="_ _2"></span>,6%</span></span></span></span></div><div class="t m0 x1c h8 y17a ff6 fs5 fc4 sc0 ls4a ws9">Podat<span class="_ _0"></span>ek dochodo<span class="_ _0"></span>wy bieżący<span class="_ _64"> </span><span class="ls0">7 326<span class="_ _65"> </span><span class="lsf ws12">9 019<span class="_ _54"> </span></span><span class="ws0">-1 693<span class="_ _42"> </span><span class="ls5b wsad">81,<span class="_ _2"></span>2%</span></span></span></div><div class="t m0 x1c h8 y17b ff6 fs5 fc4 sc0 ls4a ws9">Odroczon<span class="_ _0"></span>y podat<span class="_ _0"></span>ek dochodowy<span class="_ _66"> </span><span class="ls5c wsba">11<span class="_ _2"></span> 7<span class="_ _2"></span>14<span class="_ _4d"> </span><span class="ls0 ws0">-309<span class="_ _3c"> </span>12 023<span class="_ _67"> </span>-</span></span></div><div class="t m0 x1c h8 y17c ff6 fs5 fc4 sc0 ls4a ws0">Wysok<span class="_ _0"></span>ość składek na F<span class="_ _0"></span>undusz Ubezpieczeń </div><div class="t m0 x1c h8 y17d ff6 fs5 fc4 sc0 ls4a ws33">Społecznych*</div><div class="t m0 x4e h8 y17e ff6 fs5 fc4 sc0 ls0 ws0">40 630<span class="_ _3c"> </span>36 557<span class="_ _4a"> </span><span class="ls10 ws13">4 07<span class="_ _2"></span>3<span class="_ _5b"> </span><span class="ls5d wsf">111,<span class="_ _1"></span>1%</span></span></div><div class="t m0 x1c h8 y17f ff6 fs5 fc4 sc0 ls4a ws0">Wysok<span class="_ _0"></span>ość składek na inne fundusze (PF<span class="_ _0"></span>RON,<span class="_ _1"></span> Fundusz </div><div class="t m0 x1c h8 y180 ff6 fs5 fc4 sc0 ls4a ws9">gwarant<span class="_ _0"></span>owan<span class="_ _0"></span>ych świadczeń pr<span class="_ _0"></span>acowniczych)*</div><div class="t m0 x4f h8 y181 ff6 fs5 fc4 sc0 ls0 wsb2">3 145<span class="_ _68"> </span><span class="ls5e ws17">3 1<span class="_ _2"></span>61<span class="_ _69"> </span><span class="ls8 wsa">-16<span class="_ _5b"> </span><span class="lsd ws10">99,5%</span></span></span></div><div class="t m0 x11 hc y182 ff6 fs9 fc4 sc0 ls54 ws93">* wysok<span class="_ _0"></span>ość odpro<span class="_ _0"></span>wadzany<span class="_ _0"></span>ch składek dot<span class="_ _0"></span>yczy t<span class="_ _0"></span>ylk<span class="_ _0"></span>o kraj<span class="_ _0"></span>owych spółek Grup<span class="_ _0"></span>y Apat<span class="_ _0"></span>or</div><div class="t m0 x11 hb y183 ff6 fs8 fc1 sc0 ls15 wsba">2.3.<span class="_ _1"></span> ZRÓ<span class="_ _2"></span>W<span class="_ _2"></span>NO<span class="_ _2"></span>WAŻ<span class="_ _2"></span>ON<span class="_ _2"></span>Y ROZW<span class="_ _2"></span>ÓJ</div><div class="t m0 x11 he y184 ff6 fsa fc4 sc0 ls0 wsa0">Str<span class="_ _0"></span>at<span class="_ _0"></span>egia CSR Grupy <span class="_ _0"></span>Apat<span class="_ _0"></span>or zos<span class="_ _0"></span>tała opublik<span class="_ _0"></span>owana w 2020 roku a jej horyzon<span class="_ _0"></span>t czasowy k<span class="_ _1"></span>ończ<span class="_ _2"></span>y się w 2023 roku.<span class="_ _1"></span> </div><div class="t m0 x11 he y185 ff6 fsa fc4 sc0 ls0 ws2a">Jest ona ś<span class="_ _0"></span>ciśle powiązana z działalnością biznes<span class="_ _0"></span>ową Grupy <span class="_ _0"></span>Apat<span class="_ _0"></span>or i wspier<span class="_ _0"></span>a realizację cel<span class="_ _0"></span>ów biznesowy<span class="_ _0"></span>ch Grupy<span class="_ _1"></span>.</div><div class="t m0 x11 he y186 ff6 fsa fc4 sc0 ls0 ws6b">Pods<span class="_ _0"></span>tawy odpowi<span class="_ _0"></span>edzialności Grupy <span class="_ _0"></span>Apat<span class="_ _1"></span>or w obszarze ESG,<span class="_ _1"></span> zobowiązania względem klient<span class="_ _1"></span>ów i pa<span class="_ _2"></span>rtner<span class="_ _0"></span>ów </div><div class="t m0 x11 he y187 ff6 fsa fc4 sc0 ls0 wsa1">biznesowych,<span class="_ _f"></span> ale także wewnęt<span class="_ _0"></span>rzne deklaracj<span class="_ _0"></span>e,<span class="_ _1"></span> wyznaczające cele i s<span class="_ _0"></span>tandard<span class="_ _0"></span>y działania w ramach Grupy <span class="_ _0"></span>Apat<span class="_ _0"></span>or<span class="_ _1"></span>,<span class="_ _1"></span> </div><div class="t m0 x11 he y188 ff6 fsa fc4 sc0 ls0 ws0">definiują:</div><div class="t m0 x1c he y189 ff8 fsa fc1 sc0 ls0 ws0"> <span class="_ _2e"></span><span class="ffd"><span class="_ _2f"> </span><span class="ff6 fc4 ws50">Kod<span class="_ _0"></span>eks ety<span class="_ _0"></span>czny Grupy Apa<span class="_ _0"></span>tor<span class="_ _f"></span>,</span></span></div><div class="t m0 x1c he y18a ff8 fsa fc1 sc0 ls0 ws0"> <span class="_ _2e"></span><span class="ffd"><span class="_ _2f"> </span><span class="ff6 fc4 ws34">misja i wizja<span class="_ _0"></span>,</span></span></div><div class="t m0 x1c he y18b ff8 fsa fc1 sc0 ls0 ws0"> <span class="_ _2e"></span><span class="ffd"><span class="_ _2f"> </span><span class="ff6 fc4">wartoś<span class="_ _0"></span>ci firmo<span class="_ _0"></span>we.</span></span></div><div class="t m0 x11 he y18c ff6 fsa fc4 sc0 ls0 ws2a">Dodat<span class="_ _0"></span>k<span class="_ _0"></span>owo,<span class="_ _1"></span> w założeniach obowiąz<span class="_ _0"></span>ującej do końc<span class="_ _0"></span>a 2023 roku Str<span class="_ _0"></span>at<span class="_ _0"></span>egii CSR Grupy <span class="_ _0"></span>Apat<span class="_ _0"></span>or<span class="_ _1"></span>,<span class="_ _1"></span> uwzględniono:</div><div class="t m0 x1c he y18d ff8 fsa fc1 sc0 ls0 ws0"> <span class="_ _2e"></span><span class="ffd"><span class="_ _2f"> </span><span class="ff6 fc4 ws2a">rek<span class="_ _0"></span>omendacje i dobr<span class="_ _0"></span>e prakt<span class="_ _0"></span>yki <span class="_ _0"></span>w zakresie r<span class="_ _0"></span>aportow<span class="_ _0"></span>ania danych poz<span class="_ _0"></span>afinansowych,</span></span></div><div class="t m0 x1c he y18e ff8 fsa fc1 sc0 ls0 ws0"> <span class="_ _2e"></span><span class="ffd"><span class="_ _2f"> </span><span class="ff6 fc4">„Dobre Pr<span class="_ _0"></span>akty<span class="_ _0"></span>ki Spółek Not<span class="_ _1"></span>owanych na GPW 2021”,</span></span></div><div class="t m0 x1c he y18f ff8 fsa fc1 sc0 ls0 ws0"> <span class="_ _2e"></span><span class="ffd"><span class="_ _2f"> </span><span class="ff6 fc4">Agendę na rzecz Zrów<span class="_ _0"></span>noważonego R<span class="_ _0"></span>ozwoju 2030,<span class="_ _1"></span> przyjęt<span class="_ _0"></span>ą przez ONZ w 2015 roku.</span></span></div><div class="t m0 x11 he y190 ff6 fsa fc4 sc0 ls0 wsbb">Poszczeg<span class="_ _0"></span>ólnym wy<span class="_ _0"></span>miarom działalności CS<span class="_ _0"></span>R przypisano zesta<span class="_ _0"></span>w wskaźnik<span class="_ _0"></span>ów ilościowy<span class="_ _0"></span>ch i jak<span class="_ _0"></span>ościowy<span class="_ _0"></span>ch,<span class="_ _1"></span> kt<span class="_ _0"></span>óre </div><div class="t m0 x11 he y191 ff6 fsa fc4 sc0 ls0 ws6a">zos<span class="_ _0"></span>tały opr<span class="_ _0"></span>acowane na pods<span class="_ _0"></span>tawie:</div><div class="t m0 x1c he y192 ff8 fsa fc1 sc0 ls0 ws0"> <span class="_ _2e"></span><span class="ffd"><span class="_ _2f"> </span><span class="ff6 fc4 ws2a">wymogów regulac<span class="_ _0"></span>yjn<span class="_ _0"></span>ych,<span class="_ _1"></span> w szczególno<span class="_ _0"></span>ści Us<span class="_ _0"></span>tawy o Rachunk<span class="_ _0"></span>owoś<span class="_ _0"></span>ci (implement<span class="_ _0"></span>ującej dyr<span class="_ _0"></span>ektywę o u<span class="_ _0"></span>jawnianiu </span></span></div><div class="t m0 x1d he y193 ff6 fsa fc4 sc0 ls0 ws2a">infor<span class="_ _1"></span>macj<span class="_ _2"></span>i niefinansowy<span class="_ _0"></span>ch tzw<span class="_ _0"></span>.<span class="_ _1"></span> N<span class="_ _2"></span>FRD) oraz ro<span class="_ _0"></span>zporządzenia w spr<span class="_ _0"></span>awie T<span class="_ _f"></span>aksonomii UE,</div><div class="t m0 x1c he y194 ff8 fsa fc1 sc0 ls0 ws0"> <span class="_ _2e"></span><span class="ffd"><span class="_ _2f"> </span><span class="ff6 fc4 ws2a">miernik<span class="_ _0"></span>ów s<span class="_ _0"></span>tr<span class="_ _0"></span>at<span class="_ _0"></span>egiczny<span class="_ _0"></span>ch i operacy<span class="_ _0"></span>jn<span class="_ _0"></span>ych ora<span class="_ _0"></span>z wskaźnik<span class="_ _0"></span>ów ef<span class="_ _0"></span>ektywno<span class="_ _0"></span>ściowych S<span class="_ _0"></span>ys<span class="_ _0"></span>temu Zarz<span class="_ _0"></span>ądzania (w t<span class="_ _0"></span>ym </span></span></div><div class="t m0 x1d he y195 ff6 fsa fc4 sc0 ls0 ws0">ISO 1<span class="_ _0"></span>4001,<span class="_ _1"></span> 9001,<span class="_ _f"></span> 45001),</div><div class="t m0 x1c he y196 ff8 fsa fc1 sc0 ls0 ws0"> <span class="_ _2e"></span><span class="ffd"><span class="_ _2f"> </span><span class="ff6 fc4">dobrych pr<span class="_ _0"></span>akty<span class="_ _0"></span>k i rek<span class="_ _0"></span>omendacji m.in.<span class="_ _0"></span> Standardu Inf<span class="_ _0"></span>or<span class="_ _0"></span>macji Niefinansowych (S<span class="_ _0"></span>IN) oraz Wyt<span class="_ _0"></span>yczn<span class="_ _0"></span>ych do r<span class="_ _0"></span>aporto-</span></span></div><div class="t m0 x1d he y197 ff6 fsa fc4 sc0 ls0 ws0">wania ESG (Przewodnik dla spółek not<span class="_ _0"></span>owan<span class="_ _0"></span>ych na GPW,<span class="_ _1"></span> wy<span class="_ _0"></span>d.<span class="_ _1"></span> <span class="_ _2"></span>maj 2021 r<span class="_ _f"></span>.)</div><div class="t m2 x1b hc y5b ff8 fs9 fc0 sc0 ls0 ws3e">O Grupie Apator</div></div><div class="pi" ></div></div><div id="pfb" class="pf w0 h0" ><div class="pc pcb w0 h0"><img class="bi x11 y198 w4 h27" alt="" 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"/><div class="t m0 x50 ha y32 ff6 fs7 fc3 sc0 ls5f ws5d">11</div><div class="t m0 x11 h24 y199 ff6 fs13 fc1 sc0 ls0 wsbc">Mapa st<span class="_ _0"></span>ra<span class="_ _0"></span>t<span class="_ _0"></span>egii CSR</div><div class="t m0 x11 he y19a ff6 fsa fc4 sc0 ls60 ws0">W ramach St<span class="_ _0"></span>ra<span class="_ _0"></span>tegii CSR Gr<span class="_ _0"></span>upy Apa<span class="_ _0"></span>t<span class="_ _0"></span>or wyró<span class="_ _0"></span>żniono 4 wymiary: Finanse,<span class="_ _1"></span> Klient,<span class="_ _1"></span> Kluczowe procesy or<span class="_ _0"></span>az Uczenie się i ro<span class="_ _0"></span>zwój.</div><div class="t m0 x11 he y19b ff6 fsa fc4 sc0 ls0 ws2a">W każ<span class="_ _0"></span>dym z <span class="_ _0"></span>ty<span class="_ _0"></span>ch czter<span class="_ _0"></span>ech wymiar<span class="_ _0"></span>ów wskazano wiodące k<span class="_ _0"></span>ierunki,<span class="_ _1"></span> zobowiąz<span class="_ _0"></span>ania<span class="_ _1"></span>,<span class="_ _0"></span> główne inicja<span class="_ _0"></span>tywy i mier<span class="_ _0"></span>niki.</div><div class="t m2 x12 hc y5b ff8 fs9 fc0 sc0 ls0 ws3e">O Grupie Apator</div><div class="t m0 x11 he y19c ff6 fsa fc4 sc0 ls0 wsbd">Z<span class="_ _0"></span>obowiązania w poszczególn<span class="_ _0"></span>ych wy<span class="_ _0"></span>miarach,<span class="_ _1"></span> kluczowe inicjat<span class="_ _0"></span>ywy oraz przypisane im wsk<span class="_ _0"></span>aźniki ilościowe <span class="_ _6a"></span><span class="ws0"> </span></div><div class="t m0 x11 he y19d ff6 fsa fc4 sc0 ls0 ws6a">i jak<span class="_ _0"></span>ościo<span class="_ _0"></span>we zos<span class="_ _0"></span>tały z<span class="_ _0"></span>aprezent<span class="_ _1"></span>owane w poszczególny<span class="_ _0"></span>ch ro<span class="_ _0"></span>zdziałach niniejszego r<span class="_ _0"></span>aportu.</div><div class="t m0 x11 he y19e ff7 fsa fc4 sc0 ls0 ws0">Prace na<span class="_ _0"></span>d st<span class="_ _0"></span>ra<span class="_ _0"></span>tegią ESG Grup<span class="_ _0"></span>y Apa<span class="_ _0"></span>tor</div><div class="t m0 x11 he y19f ff6 fsa fc4 sc0 ls0 wsbe">W<span class="_ _0"></span>e wrześniu 2023 roku rozpocz<span class="_ _0"></span>ęto w<span class="_ _0"></span>ewnętrzn<span class="_ _0"></span>y projek<span class="_ _0"></span>t aktualiz<span class="_ _0"></span>acji st<span class="_ _0"></span>rat<span class="_ _1"></span>egii Grupy Apat<span class="_ _0"></span>or w zakr<span class="_ _0"></span>esie </div><div class="t m0 x11 he y1a0 ff6 fsa fc4 sc0 ls0 ws6a">zrówno<span class="_ _0"></span>ważonego r<span class="_ _0"></span>ozwoju.</div><div class="t m0 x11 he y1a1 ff6 fsa fc4 sc0 ls0 ws6a">Cele pro<span class="_ _0"></span>jekt<span class="_ _0"></span>u:</div><div class="t m0 x1c he y1a2 ff8 fsa fc1 sc0 ls0 ws0"> <span class="_ _2e"></span><span class="ffd"><span class="_ _2f"> </span><span class="ff6 fc4 wsbf">aktualizacja k<span class="_ _0"></span>ierunk<span class="_ _0"></span>ów określ<span class="_ _0"></span>ony<span class="_ _0"></span>ch w Str<span class="_ _0"></span>at<span class="_ _0"></span>egii CSR Grupy <span class="_ _0"></span>Apat<span class="_ _0"></span>or na lata 2019-23 (w powiązaniu ze s<span class="_ _0"></span>tr<span class="_ _0"></span>at<span class="_ _1"></span>eg<span class="_ _2"></span>ią </span></span></div><div class="t m0 x1d he y1a3 ff6 fsa fc4 sc0 ls0 ws0">biznesową Grup<span class="_ _0"></span>y),</div><div class="t m0 x1c he y1a4 ff8 fsa fc1 sc0 ls0 ws0"> <span class="_ _2e"></span><span class="ffd"><span class="_ _2f"> </span><span class="ff6 fc4 ws2a">zdefiniowanie wyzwań,<span class="_ _1"></span> szans i ryzyk związan<span class="_ _0"></span>ych ze zr<span class="_ _0"></span>ównoważ<span class="_ _0"></span>onym r<span class="_ _0"></span>ozwojem,<span class="_ _1"></span> </span></span></div><div class="t m0 x1c he y1a5 ff8 fsa fc1 sc0 ls0 ws0"> <span class="_ _2e"></span><span class="ffd"><span class="_ _2f"> </span><span class="ff6 fc4 ws2a">dost<span class="_ _1"></span>osowanie organizacji do oczek<span class="_ _0"></span>iwań int<span class="_ _0"></span>eresariuszy i ot<span class="_ _0"></span>oczenia w zakr<span class="_ _0"></span>esie sus<span class="_ _0"></span>tainabilit<span class="_ _0"></span>y<span class="_ _0"></span>,<span class="_ _1"></span>  </span></span></div><div class="t m0 x1c he y1a6 ff8 fsa fc1 sc0 ls0 ws0"> <span class="_ _2e"></span><span class="ffd"><span class="_ _2f"> </span><span class="ff6 fc4 wsc0">przygot<span class="_ _0"></span>owanie Grup<span class="_ _0"></span>y Apa<span class="_ _0"></span>tor <span class="_ _0"></span>do wymogów r<span class="_ _0"></span>egulacy<span class="_ _0"></span>jny<span class="_ _0"></span>ch i spraw<span class="_ _0"></span>ozdawczych (m.in.<span class="_ _1"></span> nowa dyr<span class="_ _0"></span>ekt<span class="_ _0"></span>ywa CSRD,<span class="_ _1"></span> </span></span></div><div class="t m0 x1d he y1a7 ff6 fsa fc4 sc0 ls0 ws0">European Sus<span class="_ _0"></span>tainability R<span class="_ _0"></span>eporting St<span class="_ _0"></span>andards (tzw<span class="_ _0"></span>.<span class="_ _1"></span> ESRS) oraz wymogi rozporz<span class="_ _0"></span>ądzenia ws.<span class="_ _1"></span> T<span class="_ _f"></span>aksonomii UE).</div><div class="t m0 x11 he y1a8 ff6 fsa fc4 sc0 ls0 ws6a">Etapy pr<span class="_ _0"></span>ac zak<span class="_ _1"></span>ończonych w 2023 rok<span class="_ _0"></span>u:</div><div class="t m0 x11 he y1a9 ff8 fsa fc1 sc0 ls61 wsc1">1. <span class="_ _6b"> </span><span class="ff6 fc4 ls0 ws2a">diagnoza s<span class="_ _0"></span>tanu przygot<span class="_ _1"></span>owania Grupy do wymogó<span class="_ _0"></span>w dyr<span class="_ _0"></span>ektywy CS<span class="_ _0"></span>RD i st<span class="_ _0"></span>andardów ESRS,</span></div><div class="t m0 x11 he y1aa ff8 fsa fc1 sc0 ls61 wsc1">2<span class="_ _2"></span>. <span class="_ _28"></span><span class="ff6 fc4 ls0 ws2a">zestawienie luk w odniesieniu d<span class="_ _0"></span>o ESRS i oczekiwań rynku,<span class="_ _1"></span> </span></div><div class="t m0 x11 he y1ab ff8 fsa fc1 sc0 ls61 wsc1">3<span class="_ _2"></span>. <span class="_ _2a"></span><span class="ff6 fc4 ls0 ws3c">mapowanie wskaźnik<span class="_ _1"></span>ów: zakres pods<span class="_ _0"></span>taw<span class="_ _0"></span>owy (obligat<span class="_ _0"></span>oryjne),<span class="_ _f"></span> zakres pełny <span class="_ _0"></span>(wybór po przepro<span class="_ _0"></span>wadzeniu badania </span></div><div class="t m0 x1d he y1ac ff6 fsa fc4 sc0 ls0 ws34">ist<span class="_ _1"></span>otności),<span class="_ _1"></span> zakr<span class="_ _0"></span>es wskaźnik<span class="_ _0"></span>ów dot<span class="_ _0"></span>ychcz<span class="_ _0"></span>as raporto<span class="_ _0"></span>wany<span class="_ _0"></span>ch w Grupie Apat<span class="_ _1"></span>or<span class="_ _1"></span>,</div><div class="t m0 x11 he y1ad ff8 fsa fc1 sc0 ls61 wsc1">4. <span class="_ _28"></span><span class="ff6 fc4 ls0 ws0">aktualizacja mapy int<span class="_ _0"></span>eresariuszy Grup<span class="_ _0"></span>y Apat<span class="_ _1"></span>or<span class="_ _1"></span>,</span></div><div class="t m0 x11 he y1ae ff8 fsa fc1 sc0 ls61 wsc1">5<span class="_ _2"></span>. <span class="_ _28"></span><span class="ff6 fc4 ls0 ws0">zestawienie ryzyk klimat<span class="_ _0"></span>yczn<span class="_ _0"></span>ych (ryzyk<span class="_ _0"></span>a fizyczne i ryzyk<span class="_ _0"></span>a przejścia) dla Grupy <span class="_ _0"></span>Apat<span class="_ _0"></span>or<span class="_ _1"></span>,</span></div><div class="t m0 x11 he y1af ff8 fsa fc1 sc0 ls61 wsc1">6<span class="_ _2"></span>. <span class="_ _1b"></span><span class="ff6 fc4 ls0 ws34">opracowanie wspó<span class="_ _0"></span>lnej dla Grupy Apa<span class="_ _0"></span>tor met<span class="_ _0"></span>ody<span class="_ _0"></span>ki wyliczenia wsk<span class="_ _0"></span>aźników T<span class="_ _f"></span>aksonomii UE,<span class="_ _1"></span> </span></div><div class="t m0 x11 he y1b0 ff8 fsa fc1 sc0 ls62 ws51">7.<span class="_ _2"></span> <span class="_ _6c"> </span><span class="ff6 fc4 ls0 ws2a">zakres z<span class="_ _0"></span>agadnień ESG do badania ist<span class="_ _1"></span>otności,<span class="_ _1"></span> przygot<span class="_ _1"></span>owanie założeń badania<span class="_ _1"></span>.</span></div><div class="t m0 x11 he y1b1 ff6 fsa fc4 sc0 ls0 ws2a">Prace nad s<span class="_ _0"></span>tr<span class="_ _0"></span>at<span class="_ _0"></span>egią ESG Grupy <span class="_ _0"></span>Apat<span class="_ _0"></span>or będą k<span class="_ _0"></span>onty<span class="_ _0"></span>nuowane w 2024 roku.</div></div><div class="pi" ></div></div><div id="pfc" class="pf w0 h0" ><div class="pc pcc w0 h0"><img class="bi x0 y1b2 w1 h28" alt="" 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"/><div class="t m0 x4b ha y32 ff6 fs7 fc3 sc0 ls63 wsc2">12</div><div class="t m0 x11 he yf5 ff7 fsa fc4 sc0 ls0 ws39">Cele zrów<span class="_ _0"></span>noważoneg<span class="_ _0"></span>o rozwo<span class="_ _0"></span>ju ONZ</div><div class="t m0 x11 he y147 ff6 fsa fc4 sc0 ls0 wsc3">Rezolucja ONZ,<span class="_ _1"></span> tzw<span class="_ _1"></span>. <span class="_ _0"></span>Agenda 2030 (przyjęt<span class="_ _0"></span>a przez 193 pańs<span class="_ _0"></span>twa członk<span class="_ _0"></span>owsk<span class="_ _0"></span>ie ONZ,<span class="_ _1"></span> w ty<span class="_ _0"></span>m Polsk<span class="_ _1"></span>ę) stanowi </div><div class="t m0 x11 he yf7 ff6 fsa fc4 sc0 ls0 wsc4">globalne zobo<span class="_ _0"></span>wiązanie do działań na rzecz lepszego świa<span class="_ _0"></span>ta<span class="_ _1"></span>,<span class="_ _1"></span> w który<span class="_ _0"></span>m osiągnięta będzie r<span class="_ _0"></span>ównowaga między <span class="_ _38"></span><span class="ws0"> </span></div><div class="t m0 x11 he y148 ff6 fsa fc4 sc0 ls0 wsc5">trzema aspek<span class="_ _0"></span>tami: gospodarczy<span class="_ _0"></span>m,<span class="_ _1"></span> społecznym i śr<span class="_ _0"></span>odowisk<span class="_ _0"></span>owym.<span class="_ _1"></span> Zos<span class="_ _1"></span>tało w niej zdefiniowany<span class="_ _0"></span>ch 1<span class="_ _1"></span>7 Celów </div><div class="t m0 x11 he yf8 ff6 fsa fc4 sc0 ls0 ws2a">Zrów<span class="_ _0"></span>noważonego R<span class="_ _0"></span>ozwoju,<span class="_ _1"></span> w kt<span class="_ _0"></span>órych r<span class="_ _0"></span>ealizację powinn<span class="_ _0"></span>y się zaangażować rząd<span class="_ _0"></span>y oraz całe o<span class="_ _0"></span>tocz<span class="_ _0"></span>enie gospodarcze.</div><div class="t m0 x11 he y14a ff6 fsa fc4 sc0 ls0 wsc6">W zdef<span class="_ _0"></span>iniowaniu celów s<span class="_ _0"></span>tr<span class="_ _0"></span>at<span class="_ _0"></span>egii CSR Grupy <span class="_ _0"></span>Apat<span class="_ _1"></span>or <span class="_ _2"></span>na lat<span class="_ _0"></span>a 2019-23 uwzględniono Cele zr<span class="_ _0"></span>ównoważ<span class="_ _0"></span>onego rozwoju </div><div class="t m0 x11 he y14b ff6 fsa fc4 sc0 ls0 ws2a">ONZ - adekwa<span class="_ _0"></span>tne do spec<span class="_ _0"></span>yfiki działalnoś<span class="_ _0"></span>ci oraz wyzwań s<span class="_ _0"></span>t<span class="_ _0"></span>ojących przed br<span class="_ _0"></span>anżami,<span class="_ _1"></span> w który<span class="_ _0"></span>ch działa Grupa<span class="_ _1"></span>.</div><div class="t m0 x11 he y1b3 ff7 fsa fc4 sc0 ls0 ws0">Cele Zrów<span class="_ _0"></span>noważoneg<span class="_ _0"></span>o Rozwo<span class="_ _0"></span>ju realizo<span class="_ _0"></span>wane przez Grupę <span class="_ _0"></span>Apat<span class="_ _0"></span>or</div><div class="t m0 x11 he y1b4 ff6 fsa fc4 sc0 ls0 wsc7">Jednym <span class="_ _0"></span>z kluczowy<span class="_ _0"></span>ch progr<span class="_ _0"></span>amów realizujący<span class="_ _0"></span>ch pos<span class="_ _0"></span>tanowienia Ag<span class="_ _0"></span>endy 2030 na poziomie unijn<span class="_ _0"></span>ym <span class="_ _0"></span>jes<span class="_ _0"></span>t Europejsk<span class="_ _0"></span>i </div><div class="t m0 x11 he y1b5 ff6 fsa fc4 sc0 ls0 wsc8">Zielony Ład (European Gr<span class="_ _0"></span>een Deal) s<span class="_ _0"></span>tanowiący nową s<span class="_ _1"></span>trat<span class="_ _0"></span>egię na rzecz wzros<span class="_ _1"></span>tu,<span class="_ _1"></span> któr<span class="_ _0"></span>a ma przekształcić UE </div><div class="t m0 x11 he y1b6 ff6 fsa fc4 sc0 ls0 wsc9">w sprawiedliwe,<span class="_ _1"></span> int<span class="_ _0"></span>egr<span class="_ _0"></span>acyjne i z<span class="_ _0"></span>amożne społeczeńs<span class="_ _0"></span>two,<span class="_ _1"></span> z nowoczesną<span class="_ _1"></span>,<span class="_ _1"></span> opartą na wiedzy,<span class="_ _f"></span> zasobooszczędną </div><div class="t m0 x11 he y1b7 ff6 fsa fc4 sc0 ls0 wsca">i konk<span class="_ _0"></span>urency<span class="_ _0"></span>jną gospodark<span class="_ _0"></span>ą<span class="_ _1"></span>,<span class="_ _1"></span> w której w 2050 r<span class="_ _f"></span>.<span class="_ _0"></span> nie będzie emisji nett<span class="_ _0"></span>o gazów cieplarnian<span class="_ _0"></span>ych,<span class="_ _1"></span> oraz k<span class="_ _0"></span>t<span class="_ _0"></span>óra chr<span class="_ _0"></span>oni,<span class="_ _1"></span> </div><div class="t m0 x11 he y1b8 ff6 fsa fc4 sc0 ls0 wscb">zachowuje i wzmacnia k<span class="_ _0"></span>apitał nat<span class="_ _0"></span>ur<span class="_ _0"></span>alny UE oraz chr<span class="_ _0"></span>oni zdr<span class="_ _0"></span>owie i dobr<span class="_ _0"></span>ost<span class="_ _0"></span>an obywa<span class="_ _0"></span>teli przed zag<span class="_ _0"></span>rożeniami </div><div class="t m0 x11 he y1b9 ff6 fsa fc4 sc0 ls0 ws2a">związany<span class="_ _0"></span>mi ze środo<span class="_ _0"></span>wiskiem.</div><div class="t m0 x11 he y1ba ff6 fsa fc1 sc0 ls0 wscc">Wkład Grupy <span class="_ _0"></span>Apat<span class="_ _1"></span>or w realizację <span class="_ _0"></span>Agendy 2030 i powiąz<span class="_ _0"></span>anej z nią unijnej polity<span class="_ _0"></span>ki </div><div class="t m0 x11 he y1bb ff6 fsa fc1 sc0 ls0 ws6a">klimaty<span class="_ _0"></span>cznej i ener<span class="_ _0"></span>gety<span class="_ _0"></span>cznej,<span class="_ _1"></span> polega na:</div><div class="t m0 x11 he y1bc ff6 fsa fc4 sc0 ls0 wscd">Dos<span class="_ _0"></span>tarczaniu na ry<span class="_ _0"></span>nek rozwiązań i <span class="_ _0"></span>t<span class="_ _0"></span>echnologii wspier<span class="_ _0"></span>ający<span class="_ _0"></span>ch ef<span class="_ _0"></span>ekt<span class="_ _0"></span>ywne i zr<span class="_ _0"></span>ównowa<span class="ws0">-</span></div><div class="t m0 x11 he y1bd ff6 fsa fc4 sc0 ls0 ws2a">żone zużycie ener<span class="_ _0"></span>gii elektry<span class="_ _0"></span>cznej,<span class="_ _1"></span> wody<span class="_ _1"></span>,<span class="_ _0"></span> ciepła i gazu.</div><div class="t m0 x11 he y1be ff6 fsa fc4 sc0 ls0 ws2a">Rrozwijaniu rozwiąz<span class="_ _0"></span>ań t<span class="_ _0"></span>echniczny<span class="_ _0"></span>ch dla sekt<span class="_ _0"></span>ora odnawia<span class="_ _0"></span>lnych źr<span class="_ _0"></span>ódeł ener<span class="_ _0"></span>gii</div><div class="t m0 x11 he y1bf ff6 fsa fc4 sc0 ls0 ws5b">Rozwijaniu rozwiąz<span class="_ _0"></span>ań t<span class="_ _0"></span>echniczny<span class="_ _0"></span>ch dla opera<span class="_ _0"></span>tor<span class="_ _0"></span>ów sieci d<span class="_ _0"></span>yst<span class="_ _0"></span>rybucji mediów energ<span class="_ _0"></span>e<span class="ws0">-</span></div><div class="t m0 x11 he y1c0 ff6 fsa fc4 sc0 ls0 ws2c">ty<span class="_ _0"></span>czny<span class="_ _0"></span>ch w zakres<span class="_ _0"></span>ie efekt<span class="_ _0"></span>ywnego z<span class="_ _0"></span>arządzania sieciami dy<span class="_ _0"></span>st<span class="_ _0"></span>rybucy<span class="_ _0"></span>jny<span class="_ _0"></span>mi (m.in.<span class="_ _0"></span> w celu </div><div class="t m0 x11 he y1c1 ff6 fsa fc4 sc0 ls0 wsce">zapewnienia niezawodnoś<span class="_ _0"></span>ci sieci i bezpieczeńs<span class="_ _0"></span>twa ener<span class="_ _0"></span>gety<span class="_ _0"></span>cznego or<span class="_ _0"></span>az poprawy </div><div class="t m0 x11 he y1c2 ff6 fsa fc4 sc0 ls0 ws2a">wskaźnik<span class="_ _0"></span>ów jak<span class="_ _0"></span>ościo<span class="_ _0"></span>wych dos<span class="_ _1"></span>taw energii elektry<span class="_ _0"></span>cznej dla odbiorców OS<span class="_ _0"></span>D).</div><div class="t m0 x11 he y1c3 ff6 fsa fc4 sc0 ls64 wscf">Rozwijaniu portf<span class="_ _0"></span>olio produkt<span class="_ _1"></span>ów i usług dla przedsiębiorst<span class="_ _0"></span>w oraz <span class="_ _0"></span>jednos<span class="_ _0"></span>t<span class="_ _0"></span>ek </div><div class="t m0 x11 he y1c4 ff6 fsa fc4 sc0 ls64 wsd0">administ<span class="_ _0"></span>racji samorząd<span class="_ _0"></span>owej (mias<span class="_ _0"></span>ta<span class="_ _1"></span>,<span class="_ _1"></span> gminy) wspiera<span class="_ _0"></span>jących ef<span class="_ _1"></span>ektywność ener<span class="_ _0"></span>gety<span class="_ _0"></span>czną <span class="_ _34"></span><span class="ls0 ws0"> </span></div><div class="t m0 x11 he y1c5 ff6 fsa fc4 sc0 ls64 ws2a">oraz zr<span class="_ _0"></span>ównoważ<span class="_ _0"></span>one zarządzanie mają<span class="_ _0"></span>tk<span class="_ _0"></span>iem.</div><div class="t m0 x51 he y1c6 ff6 fsa fc1 sc0 ls65 wsa4">Cele</div><div class="t m0 x52 he y1c7 ff7 fsa fc0 sc0 ls66 ws6a">13<span class="_ _6d"></span><span class="ls67 ws3b">11<span class="_ _6e"></span><span class="ls0 ws0">9<span class="_ _6f"></span>7<span class="_ _6f"></span>6</span></span></div><div class="t m0 x52 he y1c8 ff7 fsa fc0 sc0 ls66 ws6a">13<span class="_ _70"></span><span class="ls68 ws2a">12<span class="_ _6d"></span><span class="ls67 ws3b">11<span class="_ _6e"></span><span class="ls0 ws0">9<span class="_ _6f"></span>7</span></span></span></div><div class="t m0 x52 he y1c9 ff7 fsa fc0 sc0 ls68 ws2a">12<span class="_ _71"></span><span class="ls0 ws0">9<span class="_ _6f"></span>7</span></div><div class="t m0 x52 he y1ca ff7 fsa fc0 sc0 ls66 ws6a">13<span class="_ _70"></span><span class="ls68 ws2a">12<span class="_ _6d"></span><span class="ls67 ws3b">11<span class="_ _6e"></span><span class="ls0 ws0">9</span></span></span></div><div class="t m2 x1b hc y5b ff8 fs9 fc0 sc0 ls0 ws3e">O Grupie Apator</div></div><div class="pi" ></div></div><div id="pfd" class="pf w0 h0" ><div class="pc pcd w0 h0"><img class="bi x0 y1cb w1 h29" alt="" src="data:image/png;base64,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"/><div class="t m0 x50 ha y32 ff6 fs7 fc3 sc0 ls3 ws2">13</div><div class="t m0 x11 he y1cc ff6 fsa fc1 sc0 ls0 ws50">Wkład Grupy Apat<span class="_ _0"></span>or w pozost<span class="_ _0"></span>ałe cele Agendy 2030:</div><div class="t m0 x26 he y1cd ff6 fsa fc4 sc0 ls0 wsd1">Grupa Apa<span class="_ _0"></span>t<span class="_ _0"></span>or każd<span class="_ _0"></span>ego roku <span class="_ _0"></span>inwes<span class="_ _0"></span>tuj<span class="_ _0"></span>e w rozw<span class="_ _0"></span>ój nowych pr<span class="_ _0"></span>odukt<span class="_ _0"></span>ów i innow<span class="_ _0"></span>acji,<span class="_ _1"></span> </div><div class="t m0 x26 he y1ce ff6 fsa fc4 sc0 ls0 wsd2">of<span class="_ _0"></span>erując innowacy<span class="_ _0"></span>jne rozwiąz<span class="_ _0"></span>ania klientom <span class="_ _0"></span>w Polsce i z<span class="_ _0"></span>a granicą or<span class="_ _0"></span>az dzieląc się <span class="_ _38"></span><span class="ws0"> </span></div><div class="t m0 x26 he y1cf ff6 fsa fc4 sc0 ls0 wsd3">z nimi specjalist<span class="_ _0"></span>yczną wiedzą <span class="_ _0"></span>t<span class="_ _0"></span>echniczną<span class="_ _1"></span>. R<span class="_ _0"></span>ozwija infr<span class="_ _0"></span>as<span class="_ _0"></span>trukt<span class="_ _1"></span>urę przemysłową w P<span class="_ _0"></span>olsce <span class="_ _2d"></span><span class="ws0"> </span></div><div class="t m0 x26 he y1d0 ff6 fsa fc4 sc0 ls0 wsd4">i inny<span class="_ _0"></span>ch kra<span class="_ _0"></span>jach europejskich,<span class="_ _1"></span> w kt<span class="_ _1"></span>ór<span class="_ _2"></span>ych z<span class="_ _0"></span>lokalizow<span class="_ _0"></span>ane są spółki,<span class="_ _1"></span> budując nowe moce <span class="_ _72"></span><span class="ws0"> </span></div><div class="t m0 x26 he y1d1 ff6 fsa fc4 sc0 ls0 ws2a">i aut<span class="_ _0"></span>omat<span class="_ _0"></span>yzując linie produk<span class="_ _0"></span>cy<span class="_ _0"></span>jne.</div><div class="t m0 x26 he y1d2 ff6 fsa fc4 sc0 ls0 ws30">Grupa zat<span class="_ _0"></span>rudnia w sw<span class="_ _0"></span>oich zakładach produk<span class="_ _1"></span>cyjny<span class="_ _0"></span>ch w Pols<span class="_ _0"></span>ce i Europie ok.<span class="_ _1"></span> 2,3 tys.<span class="_ _1"></span> </div><div class="t m0 x26 he y1d3 ff6 fsa fc4 sc0 ls0 wsa2">pracow<span class="_ _0"></span>ników or<span class="_ _0"></span>az współpr<span class="_ _0"></span>acuje z szero<span class="_ _0"></span>ką bazą l<span class="_ _0"></span>okaln<span class="_ _0"></span>ych i regionaln<span class="_ _0"></span>ych dos<span class="_ _1"></span>tawców </div><div class="t m0 x26 he y1d4 ff6 fsa fc4 sc0 ls0 wsd5">i kooper<span class="_ _0"></span>ant<span class="_ _0"></span>ów<span class="_ _0"></span>.<span class="_ _1"></span> Przestrzega wys<span class="_ _0"></span>okich s<span class="_ _0"></span>tandardó<span class="_ _0"></span>w ety<span class="_ _0"></span>czny<span class="_ _0"></span>ch,<span class="_ _1"></span> dba o rozwój członk<span class="_ _0"></span>ów </div><div class="t m0 x26 he y1d5 ff6 fsa fc4 sc0 ls0 wsd6">zespołu,<span class="_ _1"></span> godne warunki pr<span class="_ _0"></span>acy i współpr<span class="_ _0"></span>acy<span class="_ _1"></span>,<span class="_ _0"></span> bezpieczeńs<span class="_ _0"></span>two i zdr<span class="_ _0"></span>owie pra<span class="_ _0"></span>cownikó<span class="_ _0"></span>w <span class="_ _34"></span><span class="ws0"> </span></div><div class="t m0 x26 he y1d6 ff6 fsa fc4 sc0 ls0 ws34">i współpracow<span class="_ _0"></span>ników<span class="_ _1"></span>.</div><div class="t m0 x26 he y1d7 ff6 fsa fc4 sc0 ls0 ws8b">Duży nacisk kładziony <span class="_ _0"></span>jest na kw<span class="_ _0"></span>est<span class="_ _0"></span>ie cyberbezpieczeńs<span class="_ _1"></span>twa dos<span class="_ _0"></span>tarcz<span class="_ _0"></span>anych r<span class="_ _0"></span>ozwiązań,<span class="_ _1"></span> </div><div class="t m0 x26 he y1d8 ff6 fsa fc4 sc0 ls0 ws37">prow<span class="_ _0"></span>adzone są aktyw<span class="_ _0"></span>ne działania infor<span class="_ _0"></span>macy<span class="_ _0"></span>jne,<span class="_ _1"></span> eksperci Gr<span class="_ _0"></span>upy Apa<span class="_ _0"></span>tor d<span class="_ _0"></span>zielą się wie<span class="ws0">-</span></div><div class="t m0 x26 he y1d9 ff6 fsa fc4 sc0 ls0 ws2a">dzą t<span class="_ _1"></span>echniczną w celu <span class="_ _2"></span>popr<span class="_ _0"></span>awy bezpieczeńst<span class="_ _0"></span>wa sieci ener<span class="_ _0"></span>gety<span class="_ _0"></span>czny<span class="_ _0"></span>ch w Pol<span class="_ _0"></span>sce.<span class="_ _0"></span> </div><div class="t m0 x26 he y1da ff6 fsa fc4 sc0 ls64 wsd7">Eksperci Gr<span class="_ _0"></span>upy Apa<span class="_ _0"></span>t<span class="_ _0"></span>or aktyw<span class="_ _0"></span>nie działają w organizacjach br<span class="_ _0"></span>anżowych,<span class="_ _1"></span>  nawiązano </div><div class="t m0 x26 he y1db ff6 fsa fc4 sc0 ls64 ws83">również partner<span class="_ _0"></span>s<span class="_ _0"></span>twa <span class="_ _0"></span>technol<span class="_ _0"></span>ogiczne i wspólnie z inny<span class="_ _0"></span>mi polskimi ﬁr<span class="_ _0"></span>mami z branży ICT </div><div class="t m0 x26 he y1dc ff6 fsa fc4 sc0 ls64 wsd8">opracowyw<span class="_ _0"></span>ane są nowe t<span class="_ _0"></span>echnologie,<span class="_ _1"></span> zwłaszcza w zak<span class="_ _0"></span>resie sku<span class="_ _0"></span>t<span class="_ _0"></span>ecznej i bezpiecznej </div><div class="t m0 x26 he y1dd ff6 fsa fc4 sc0 ls64 ws81">tel<span class="_ _0"></span>ek<span class="_ _0"></span>omunikacji i transmisji dany<span class="_ _0"></span>ch pomiarowych.</div><div class="t m0 x51 he y1de ff6 fsa fc1 sc0 ls65 wsa4">Cele</div><div class="t m0 x52 he y1df ff7 fsa fc0 sc0 ls68 ws2a">12<span class="_ _71"></span><span class="ls0 ws0">9<span class="_ _73"></span>8</span></div><div class="t m0 x53 he y1e0 ff7 fsa fc0 sc0 ls0 ws0">8</div><div class="t m0 x54 he y1e1 ff7 fsa fc0 sc0 ls0 ws0">4</div><div class="t m0 x55 he y1e0 ff7 fsa fc0 sc0 ls0 ws0">3</div><div class="t m0 x53 he y1e1 ff7 fsa fc0 sc0 ls0 ws0">9<span class="_ _73"></span>8<span class="_ _6f"></span>7</div><div class="t m0 x52 he y1e2 ff7 fsa fc0 sc0 ls68 ws2a">12<span class="_ _6d"></span><span class="ls67 ws3b">11<span class="_ _6e"></span><span class="ls0 ws0">9<span class="_ _73"></span>8<span class="_ _73"></span>4</span></span></div><div class="t m2 x12 hc y5b ff8 fs9 fc0 sc0 ls0 ws3e">O Grupie Apator</div></div><div class="pi" ></div></div><div id="pfe" class="pf w0 h0" ><div class="pc pce w0 h0"><img class="bi x0 y1e3 w6 h2a" alt="" src="data:image/png;base64,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"/><div class="t m0 x4b ha y32 ff6 fs7 fc3 sc0 ls69 wsd9">14</div><div class="t m0 x11 hb y87 ff6 fs8 fc1 sc0 ls6a ws15">2.<span class="_ _f"></span>4<span class="_ _1"></span>.<span class="_ _1"></span> RELACJ<span class="_ _2"></span>E Z I<span class="_ _2"></span>NTERESARIUSZAMI</div><div class="t m0 x11 he y88 ff6 fsa fc4 sc0 ls0 wsda">Kluczową grupą in<span class="_ _0"></span>ter<span class="_ _0"></span>esariuszy Grupy <span class="_ _0"></span>Apat<span class="_ _0"></span>or są klienci,<span class="_ _1"></span> partnerzy biznesowi,<span class="_ _1"></span> dost<span class="_ _0"></span>awcy<span class="_ _1"></span>,<span class="_ _1"></span> jak również inst<span class="_ _0"></span>yt<span class="_ _0"></span>ucje </div><div class="t m0 x11 he y89 ff6 fsa fc4 sc0 ls0 ws9d">współpracujące ze spółk<span class="_ _0"></span>ami oraz partnerzy społeczni (tzw<span class="_ _1"></span>. int<span class="_ _1"></span>eresariusze zewnętrzni),<span class="_ _1"></span> ale nie mniej ważni są </div><div class="t m0 x11 he y8a ff6 fsa fc4 sc0 ls0 wsdb">int<span class="_ _0"></span>eresariusze wew<span class="_ _0"></span>nętrzni – pracow<span class="_ _0"></span>nicy spółek grup<span class="_ _0"></span>y kapitałow<span class="_ _0"></span>ej.<span class="_ _0"></span> Celem Grup<span class="_ _0"></span>y Apat<span class="_ _1"></span>or jest d<span class="_ _0"></span>obrze rozumieć </div><div class="t m0 x11 he y1e4 ff6 fsa fc4 sc0 ls0 wsdc">potrzeb<span class="_ _0"></span>y oraz <span class="_ _0"></span>oczekiwania wszys<span class="_ _0"></span>t<span class="_ _0"></span>kich int<span class="_ _0"></span>er<span class="_ _0"></span>esariuszy i wychodzić im naprzeciw - działając w do<span class="_ _0"></span>brym int<span class="_ _0"></span>eresie </div><div class="t m0 x11 he y8b ff6 fsa fc4 sc0 ls0 ws2a">Grupy i szanując k<span class="_ _0"></span>apitał j<span class="_ _0"></span>ej akcjonariuszy<span class="_ _1"></span>.</div><div class="t m0 x11 he y8d ff6 fsa fc4 sc0 ls0 wsdd">W swoj<span class="_ _0"></span>ej działalności spółki Gr<span class="_ _0"></span>upy Apa<span class="_ _0"></span>t<span class="_ _0"></span>or wchodzą w int<span class="_ _1"></span>erakcj<span class="_ _0"></span>e z rozmait<span class="_ _0"></span>ymi grupami int<span class="_ _1"></span>eresariuszy i budują </div><div class="t m0 x11 he y8e ff6 fsa fc4 sc0 ls0 ws2a">relacje opart<span class="_ _0"></span>e na wza<span class="_ _0"></span>jemnej,<span class="_ _1"></span> efekt<span class="_ _0"></span>ywnej współpr<span class="_ _0"></span>acy i zau<span class="_ _0"></span>faniu</div><div class="t m0 x11 he y1e5 ff6 fsa fc4 sc0 ls0 ws0">.</div><div class="t m0 x1c hc y1e6 ff7 fs9 fc4 sc0 ls54 ws0">Grupa interesarius<span class="_ _0"></span>zy<span class="_ _74"> </span><span class="ws52">Cele k<span class="_ _0"></span>omunikacji<span class="_ _75"> </span>Form<span class="_ _0"></span>y k<span class="_ _0"></span>omunikacji<span class="_ _76"> </span><span class="ws0">Pods<span class="_ _0"></span>tawy identyfikacji</span></span></div><div class="t m0 x1c hc y1e7 ff7 fs9 fc0 sc0 ls54 ws46">Kluczowe grup<span class="_ _0"></span>y interesarius<span class="_ _0"></span>zy</div><div class="t m0 x1c hc y1e8 ff6 fs9 fc4 sc0 ls6b ws0">Inwest<span class="_ _1"></span>orz<span class="_ _2"></span>y<span class="_ _1"></span>, analit<span class="_ _0"></span>ycy </div><div class="t m0 x1c hc y1e9 ff6 fs9 fc4 sc0 ls6b ws93">giełdowi,<span class="_ _1"></span> dziennikarze<span class="_ _2"></span> </div><div class="t m0 x1c hc y1ea ff6 fs9 fc4 sc0 ls6b ws93">mediów biznesowych</div><div class="t m0 x56 hc y1e8 ff6 fs9 fc4 sc0 ls6b ws93">Rzetelne i uczciw<span class="_ _0"></span>e komunik<span class="_ _0"></span>owanie </div><div class="t m0 x56 hc y1e9 ff6 fs9 fc4 sc0 ls6b ws93">i raportow<span class="_ _0"></span>anie o aktualnej s<span class="_ _0"></span>ytuacji </div><div class="t m0 x56 hc y1ea ff6 fs9 fc4 sc0 ls6b ws93">grupy kapit<span class="_ _0"></span>ałowej - zgodnie z </div><div class="t m0 x56 hc y1eb ff6 fs9 fc4 sc0 ls6b ws93">wymogami,<span class="_ _1"></span> <span class="_ _2"></span>regulacjami i dobry<span class="_ _0"></span>mi </div><div class="t m0 x56 hc y1ec ff6 fs9 fc4 sc0 ls6b ws93">prakt<span class="_ _0"></span>ykami obiegu inf<span class="_ _0"></span>ormacji dla </div><div class="t m0 x56 hc y1ed ff6 fs9 fc4 sc0 ls6b ws70">spółek na rynku regul<span class="_ _0"></span>owanym.</div><div class="t m0 x57 hc y1e8 ff6 fs9 fc4 sc0 ls6b ws93">Raporty bieżące,<span class="_ _1"></span> sprawozdania </div><div class="t m0 x57 hc y1e9 ff6 fs9 fc4 sc0 ls6b ws93">ﬁnansowe,<span class="_ _1"></span> konfer<span class="_ _0"></span>encje,<span class="_ _1"></span> spotk<span class="_ _0"></span>ania<span class="_ _0"></span>,<span class="_ _0"></span> </div><div class="t m0 x57 hc y1ea ff6 fs9 fc4 sc0 ls6b ws94">newslett<span class="_ _0"></span>ery<span class="_ _0"></span>,<span class="_ _1"></span> strona www<span class="_ _0"></span>,<span class="_ _1"></span> proﬁl<span class="_ _2"></span> </div><div class="t m0 x57 hc y1eb ff6 fs9 fc4 sc0 ls6b ws0">społecznościowy na F<span class="_ _0"></span>acebook’<span class="_ _0"></span>u <span class="ls0"> </span></div><div class="t m0 x57 hc y1ec ff6 fs9 fc4 sc0 ls6b ws94">i LinkedIn,<span class="_ _1"></span> wypowiedzi dla mediów <span class="ls0 ws0"> </span></div><div class="t m0 x57 hc y1ed ff6 fs9 fc4 sc0 ls6b ws0">w for<span class="_ _0"></span>mie wywiadów<span class="_ _0"></span>,<span class="_ _1"></span> artykułów,<span class="_ _0"></span> </div><div class="t m0 x57 hc y1ee ff6 fs9 fc4 sc0 ls6b ws93">bieżąca k<span class="_ _0"></span>omunikacja z dziennikarzami.</div><div class="t m0 x39 hc y1e8 ff6 fs9 fc4 sc0 ls6b ws50">Dla Apat<span class="_ _0"></span>or SA,<span class="_ _0"></span> jako spółki </div><div class="t m0 x39 hc y1e9 ff6 fs9 fc4 sc0 ls6b ws93">not<span class="_ _0"></span>owanej na GPW,<span class="_ _1"></span> budowanie </div><div class="t m0 x39 hc y1ea ff6 fs9 fc4 sc0 ls6b ws93">relacji z uczes<span class="_ _0"></span>tnikami rynku </div><div class="t m0 x39 hc y1eb ff6 fs9 fc4 sc0 ls6b ws50">kapitałoweg<span class="_ _0"></span>o jest priorytet<span class="_ _1"></span>em.</div><div class="t m0 x1c hc y1ef ff6 fs9 fc4 sc0 ls54 wsb1">Klienci<span class="_ _77"> </span><span class="ls6b ws93">Współpr<span class="_ _0"></span>aca przy opty<span class="_ _0"></span>malizacji </span></div><div class="t m0 x56 hc y1f0 ff6 fs9 fc4 sc0 ls6b ws93">biznesu klienta<span class="_ _1"></span>,<span class="_ _0"></span> opracowyw<span class="_ _0"></span>aniu<span class="_ _2"></span> </div><div class="t m0 x56 hc y1f1 ff6 fs9 fc4 sc0 ls6b ws94">technol<span class="_ _0"></span>ogii i rozwiązań,<span class="_ _1"></span> wymiana/</div><div class="t m0 x56 hc y1f2 ff6 fs9 fc4 sc0 ls6b ws92">dzielenie się wiedzą techniczną<span class="_ _1"></span>, </div><div class="t m0 x56 hc y1f3 ff6 fs9 fc4 sc0 ls6b ws93">prezenta<span class="_ _0"></span>cja ofert<span class="_ _0"></span>y produkt<span class="_ _0"></span>owej <span class="ls0 ws0"> </span></div><div class="t m0 x56 hc y1f4 ff6 fs9 fc4 sc0 ls6b ws94">i warunkó<span class="_ _0"></span>w współpracy handlow<span class="_ _0"></span>ej.</div><div class="t m0 x57 hc y1ef ff6 fs9 fc4 sc0 ls0 ws93">Spotk<span class="_ _0"></span>ania bezpośrednie,<span class="_ _1"></span> </div><div class="t m0 x57 hc y1f0 ff6 fs9 fc4 sc0 ls0 ws93">targi,<span class="_ _1"></span> konf<span class="_ _0"></span>erencje,<span class="_ _1"></span> szkolenia<span class="_ _1"></span>,<span class="_ _1"></span> </div><div class="t m0 x57 hc y1f1 ff6 fs9 fc4 sc0 ls0 ws94">newslett<span class="_ _0"></span>ery<span class="_ _0"></span>,<span class="_ _1"></span> strona www<span class="_ _0"></span>,<span class="_ _1"></span> </div><div class="t m0 x57 hc y1f2 ff6 fs9 fc4 sc0 ls0 ws70">mat<span class="_ _0"></span>eriały produkt<span class="_ _0"></span>owe,<span class="_ _1"></span> proﬁl </div><div class="t m0 x57 hc y1f3 ff6 fs9 fc4 sc0 ls0 ws0">społecznościowy na F<span class="_ _0"></span>acebook’<span class="_ _0"></span>u  </div><div class="t m0 x57 hc y1f4 ff6 fs9 fc4 sc0 ls0 ws0">i LinkedIn.</div><div class="t m0 x39 hc y1ef ff6 fs9 fc4 sc0 ls0 ws3e">Grupa Apat<span class="_ _0"></span>or realizuje cele </div><div class="t m0 x39 hc y1f0 ff6 fs9 fc4 sc0 ls0 ws93">biznesowe poprzez dos<span class="_ _0"></span>tarcz<span class="_ _0"></span>anie </div><div class="t m0 x39 hc y1f1 ff6 fs9 fc4 sc0 ls0 ws70">klientom r<span class="_ _0"></span>ozwiązań i pr<span class="_ _0"></span>oduktó<span class="_ _0"></span>w </div><div class="t m0 x39 hc y1f2 ff6 fs9 fc4 sc0 ls0 ws93">spełniający<span class="_ _0"></span>ch ich oczekiwania <span class="ws0"> </span></div><div class="t m0 x39 hc y1f3 ff6 fs9 fc4 sc0 ls0 ws70">i potrzeb<span class="_ _0"></span>y<span class="_ _0"></span>.</div><div class="t m0 x1c hc y1f5 ff6 fs9 fc4 sc0 ls54 wsb1">Pracownic<span class="_ _0"></span>y<span class="_ _78"> </span><span class="ls6b ws94">Komunik<span class="_ _0"></span>owanie celów i w<span class="_ _0"></span>artości </span></div><div class="t m0 x56 hc y1f6 ff6 fs9 fc4 sc0 ls6b ws93">organizacji,<span class="_ _1"></span> bieżące infor<span class="_ _0"></span>mowanie </div><div class="t m0 x56 hc y1f7 ff6 fs9 fc4 sc0 ls6b ws93">o kond<span class="_ _0"></span>ycji ﬁrm<span class="_ _0"></span>y i wynikach </div><div class="t m0 x56 hc y1f8 ff6 fs9 fc4 sc0 ls6b ws93">ﬁnansowych,<span class="_ _1"></span> kluczowych decy<span class="_ _0"></span>zjach </div><div class="t m0 x56 hc y1f9 ff6 fs9 fc4 sc0 ls6b ws93">i zmianach organizacyj<span class="_ _0"></span>nych or<span class="_ _0"></span>az </div><div class="t m0 x56 hc y1fa ff6 fs9 fc4 sc0 ls6b ws93">personaln<span class="_ _0"></span>ych,<span class="_ _1"></span> działaniach socjalnych. </div><div class="t m0 x56 hc y1fb ff6 fs9 fc4 sc0 ls6b ws94">Budowanie wspólnej kul<span class="_ _0"></span>tury </div><div class="t m0 x56 hc y1fc ff6 fs9 fc4 sc0 ls6b wsde">organizacy<span class="_ _0"></span>jnej.</div><div class="t m0 x57 hc y1f5 ff6 fs9 fc4 sc0 ls54 ws93">Spotk<span class="_ _0"></span>ania managementu,<span class="_ _1"></span> spotk<span class="_ _0"></span>ania </div><div class="t m0 x57 hc y1f6 ff6 fs9 fc4 sc0 ls54 ws93">działów<span class="_ _0"></span>/biur<span class="_ _1"></span>, k<span class="_ _0"></span>ampanie edukacyjne,<span class="_ _1"></span> </div><div class="t m0 x57 hc y1f7 ff6 fs9 fc4 sc0 ls54 ws94">grupowy magazyn wewnętrzn<span class="_ _0"></span>y </div><div class="t m0 x57 hc y1f8 ff6 fs9 fc4 sc0 ls54 ws3e">„Flesz Apat<span class="_ _0"></span>ora<span class="_ _0"></span>”,<span class="_ _1"></span> <span class="_ _2"></span>newslett<span class="_ _1"></span>ery,<span class="_ _1"></span> strona </div><div class="t m0 x57 hc y1f9 ff6 fs9 fc4 sc0 ls54 ws70">www,<span class="_ _1"></span> profil społeczności<span class="_ _0"></span>owy na </div><div class="t m0 x57 hc y1fa ff6 fs9 fc4 sc0 ls54 ws0">F<span class="_ _0"></span>acebook’u i Link<span class="_ _0"></span>edIn.</div><div class="t m0 x57 hc y1fc ff6 fs9 fc4 sc0 ls54 ws93">Dodat<span class="_ _0"></span>kowo,<span class="_ _1"></span> w zależności od pr<span class="_ _0"></span>akty<span class="_ _0"></span>k </div><div class="t m0 x57 hc y1fd ff6 fs9 fc4 sc0 ls54 ws93">st<span class="_ _0"></span>osowan<span class="_ _0"></span>ych w danej spółce: </div><div class="t m0 x57 hc y1fe ff6 fs9 fc4 sc0 ls54 ws0">spotk<span class="_ _0"></span>ania Zarządów <span class="ls0"> </span></div><div class="t m0 x57 hc y1ff ff6 fs9 fc4 sc0 ls54 ws70">z pracownikami,<span class="_ _1"></span> portal pracow<span class="_ _0"></span>niczy<span class="_ _0"></span>,<span class="_ _0"></span> </div><div class="t m0 x57 hc y200 ff6 fs9 fc4 sc0 ls54 ws3e">firmowy radiowęz<span class="_ _0"></span>eł w Apator SA.</div><div class="t m0 x39 hc y1f5 ff6 fs9 fc4 sc0 ls0 ws3e">Grupa Apat<span class="_ _0"></span>or realizuje cele </div><div class="t m0 x39 hc y1f6 ff6 fs9 fc4 sc0 ls0 ws93">biznesowe dzięki z<span class="_ _0"></span>aangażowaniu </div><div class="t m0 x39 hc y1f7 ff6 fs9 fc4 sc0 ls0 ws93">i kompet<span class="_ _0"></span>encjom swoich </div><div class="t m0 x39 hc y1f8 ff6 fs9 fc4 sc0 ls0 ws0">pracownik<span class="_ _0"></span>ów<span class="_ _0"></span>.</div><div class="t m0 x1c hc y201 ff6 fs9 fc4 sc0 ls6c wsdf">Do<span class="_ _2"></span>staw<span class="_ _2"></span>cy<span class="_ _79"> </span><span class="ls6b ws94">Wymiana wiedzy i komunikacja </span></div><div class="t m0 x56 hc y202 ff6 fs9 fc4 sc0 ls6b ws93">wzajemn<span class="_ _0"></span>ych oczek<span class="_ _0"></span>iwań w celu </div><div class="t m0 x56 hc y203 ff6 fs9 fc4 sc0 ls6b ws70">skut<span class="_ _0"></span>ecznej realizacji proces<span class="_ _0"></span>ów </div><div class="t m0 x56 hc y204 ff6 fs9 fc4 sc0 ls6b wse0">operacy<span class="_ _0"></span>jny<span class="_ _0"></span>ch i <span class="_ _2"></span>efekt<span class="_ _0"></span>ywnej  </div><div class="t m0 x56 hc y205 ff6 fs9 fc4 sc0 ls6b wsde">współpracy<span class="_ _1"></span>.</div><div class="t m0 x57 hc y201 ff6 fs9 fc4 sc0 ls0 ws93">C<span class="_ _0"></span>ykliczne spot<span class="_ _0"></span>kania i prezentac<span class="_ _0"></span>je,<span class="_ _1"></span> </div><div class="t m0 x57 hc y202 ff6 fs9 fc4 sc0 ls0 ws94">audyty<span class="_ _1"></span>,<span class="_ _0"></span> st<span class="_ _0"></span>rona www<span class="_ _0"></span>,<span class="_ _1"></span> proﬁl </div><div class="t m0 x57 hc y203 ff6 fs9 fc4 sc0 ls0 ws0">społecznościowy na F<span class="_ _0"></span>acebook’<span class="_ _0"></span>u  </div><div class="t m0 x57 hc y204 ff6 fs9 fc4 sc0 ls0 ws0">i LinkedIn.</div><div class="t m0 x39 hc y201 ff6 fs9 fc4 sc0 ls0 ws3e">Grupa Apat<span class="_ _0"></span>or realizuje cele </div><div class="t m0 x39 hc y202 ff6 fs9 fc4 sc0 ls0 ws94">biznesowe poprzez wybór </div><div class="t m0 x39 hc y203 ff6 fs9 fc4 sc0 ls0 ws93">wiarygodny<span class="_ _0"></span>ch i spełniający<span class="_ _0"></span>ch </div><div class="t m0 x39 hc y204 ff6 fs9 fc4 sc0 ls0 wse1">określone wymagania jako<span class="_ _0"></span>ściowe </div><div class="t m0 x39 hc y205 ff6 fs9 fc4 sc0 ls0 ws93">partnerów przy uwzględnieniu </div><div class="t m0 x39 hc y206 ff6 fs9 fc4 sc0 ls0 ws93">wymagań cenowych.</div><div class="t m0 x1c hc y207 ff6 fs9 fc4 sc0 ls54 ws92">Part<span class="_ _0"></span>nerzy technologiczni<span class="_ _3"> </span><span class="ls6b ws94">Współpr<span class="_ _0"></span>aca i wymiana wiedzy </span></div><div class="t m0 x56 hc y208 ff6 fs9 fc4 sc0 ls6b ws93">w zakresie opr<span class="_ _0"></span>acowania nowych </div><div class="t m0 x56 hc y209 ff6 fs9 fc4 sc0 ls6b ws92">rozwiązań i t<span class="_ _0"></span>echnologii.</div><div class="t m0 x57 hc y207 ff6 fs9 fc4 sc0 ls54 ws94">Spotk<span class="_ _0"></span>ania<span class="_ _0"></span>,<span class="_ _1"></span> prezentacje,<span class="_ _1"></span> wspólna </div><div class="t m0 x57 hc y208 ff6 fs9 fc4 sc0 ls54 ws94">komunikacja  w mediach oraz </div><div class="t m0 x57 hc y209 ff6 fs9 fc4 sc0 ls54 ws94">podczas wydarzeń br<span class="_ _0"></span>anżowych <span class="ls0 ws0"> </span></div><div class="t m0 x57 hc y20a ff6 fs9 fc4 sc0 ls54 ws93">i gospodarczy<span class="_ _0"></span>ch.</div><div class="t m0 x39 hc y207 ff6 fs9 fc4 sc0 ls0 ws3e">Grupa Apat<span class="_ _0"></span>or wypracowuje </div><div class="t m0 x39 hc y208 ff6 fs9 fc4 sc0 ls0 ws92">nowe rozwiązania i technol<span class="_ _0"></span>ogie </div><div class="t m0 x39 hc y209 ff6 fs9 fc4 sc0 ls0 ws93">dla swoich klient<span class="_ _0"></span>ów w ramach </div><div class="t m0 x39 hc y20a ff6 fs9 fc4 sc0 ls0 ws0">własnych <span class="_ _0"></span>biur R&amp;D,<span class="_ _1"></span> ale także </div><div class="t m0 x39 hc y20b ff6 fs9 fc4 sc0 ls0 ws94">poprzez współpracę <span class="ws0"> </span></div><div class="t m0 x39 hc y20c ff6 fs9 fc4 sc0 ls0 ws94">i wymianę wiedzy z parterami </div><div class="t m0 x39 hc y20d ff6 fs9 fc4 sc0 ls0 ws0">technol<span class="_ _0"></span>ogicznymi.</div><div class="t m2 x1b hc y5b ff8 fs9 fc0 sc0 ls0 ws3e">O Grupie Apator</div></div><div class="pi" ></div></div><div id="pff" class="pf w0 h0" ><div class="pc pcf w0 h0"><img class="bi x11 y20e w4 h2b" alt="" src="data:image/png;base64,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class="t m0 x58 ha y32 ff6 fs7 fc3 sc0 ls6d wse2">15</div><div class="t m0 x1c hc y20f ff7 fs9 fc4 sc0 ls54 ws0">Grupa interesarius<span class="_ _0"></span>zy<span class="_ _74"> </span><span class="ws52">Cele k<span class="_ _0"></span>omunikacji<span class="_ _75"> </span>Form<span class="_ _0"></span>y k<span class="_ _0"></span>omunikacji<span class="_ _76"> </span><span class="ws0">Pods<span class="_ _0"></span>tawy identyfikacji</span></span></div><div class="t m0 x1c hc y210 ff7 fs9 fc0 sc0 ls54 ws46">Pozos<span class="_ _0"></span>tałe grupy int<span class="_ _0"></span>eresariuszy</div><div class="t m0 x1c hc y211 ff6 fs9 fc4 sc0 ls54 ws0">Rząd i regulat<span class="_ _1"></span>orz<span class="_ _2"></span>y<span class="_ _1"></span>, </div><div class="t m0 x1c hc y212 ff6 fs9 fc4 sc0 ls54 ws93">organizacje br<span class="_ _0"></span>anżowe,<span class="_ _1"></span> </div><div class="t m0 x1c hc y213 ff6 fs9 fc4 sc0 ls6e ws97">inst<span class="_ _0"></span>ytucje finansowe</div><div class="t m0 x56 hc y211 ff6 fs9 fc4 sc0 ls0 ws70">Działania na rzecz kształt<span class="_ _0"></span>owania  </div><div class="t m0 x56 hc y214 ff6 fs9 fc4 sc0 ls0 ws70">i rozwoju ry<span class="_ _0"></span>nku smart metering/</div><div class="t m0 x56 hc y215 ff6 fs9 fc4 sc0 ls0 ws93">smart grid,<span class="_ _1"></span> <span class="_ _2"></span>promow<span class="_ _0"></span>anie </div><div class="t m0 x56 hc y216 ff6 fs9 fc4 sc0 ls0 ws70">efekt<span class="_ _0"></span>ywny<span class="_ _0"></span>ch rozwiąz<span class="_ _0"></span>ań <span class="ws0"> </span></div><div class="t m0 x56 hc y217 ff6 fs9 fc4 sc0 ls0 ws70">i t<span class="_ _0"></span>echnologii.<span class="_ _0"></span> Działania na rzecz </div><div class="t m0 x56 hc y218 ff6 fs9 fc4 sc0 ls0 ws94">wypracow<span class="_ _0"></span>ania standard<span class="_ _0"></span>ów w </div><div class="t m0 x56 hc y219 ff6 fs9 fc4 sc0 ls0 ws93">zakresie c<span class="_ _0"></span>yberbezpieczeńst<span class="_ _0"></span>wa<span class="_ _1"></span>.</div><div class="t m0 x57 hc y211 ff6 fs9 fc4 sc0 ls0 ws94">Uczest<span class="_ _0"></span>nictwo w spot<span class="_ _0"></span>kaniach </div><div class="t m0 x57 hc y214 ff6 fs9 fc4 sc0 ls0 ws93">konsul<span class="_ _0"></span>tacy<span class="_ _0"></span>jny<span class="_ _0"></span>ch,<span class="_ _1"></span> konferencjach,<span class="_ _1"></span> </div><div class="t m0 x57 hc y215 ff6 fs9 fc4 sc0 ls0 ws94">sympozjach,<span class="_ _1"></span> działania w ramach </div><div class="t m0 x57 hc y216 ff6 fs9 fc4 sc0 ls0 ws93">st<span class="_ _0"></span>owarzyszeń i or<span class="_ _0"></span>ganizacji </div><div class="t m0 x57 hc y217 ff6 fs9 fc4 sc0 ls0 ws0">branżowych.</div><div class="t m0 x39 hc y211 ff6 fs9 fc4 sc0 ls0 ws93">Grupa Apat<span class="_ _1"></span>or działa zgodnie <span class="ws0"> </span></div><div class="t m0 x39 hc y214 ff6 fs9 fc4 sc0 ls0 ws94">z wymogami prawa i dobrymi </div><div class="t m0 x39 hc y215 ff6 fs9 fc4 sc0 ls0 ws93">obycz<span class="_ _0"></span>ajami,<span class="_ _1"></span> dzieląc się wiedzą </div><div class="t m0 x39 hc y216 ff6 fs9 fc4 sc0 ls0 ws70">i dobrymi pr<span class="_ _0"></span>aktyk<span class="_ _0"></span>ami na rzecz </div><div class="t m0 x39 hc y217 ff6 fs9 fc4 sc0 ls0 ws92">rozwoju nowych t<span class="_ _0"></span>echnologii </div><div class="t m0 x39 hc y218 ff6 fs9 fc4 sc0 ls0 ws93">i efekt<span class="_ _0"></span>ywnego zarzą<span class="_ _0"></span>dzania </div><div class="t m0 x39 hc y219 ff6 fs9 fc4 sc0 ls0 ws93">mediami użytko<span class="_ _0"></span>wymi.</div><div class="t m0 x1c hc y21a ff6 fs9 fc4 sc0 ls54 wsb1">Media<span class="_ _7a"> </span><span class="ls0 ws93">Świadome kszt<span class="_ _0"></span>ałtow<span class="_ _0"></span>anie </span></div><div class="t m0 x56 hc y21b ff6 fs9 fc4 sc0 ls0 ws70">wizerunku ﬁr<span class="_ _0"></span>my i marki poprz<span class="_ _0"></span>ez </div><div class="t m0 x56 hc y21c ff6 fs9 fc4 sc0 ls0 ws93">infor<span class="_ _0"></span>mowanie ot<span class="_ _0"></span>oczenia rynk<span class="_ _0"></span>owego </div><div class="t m0 x56 hc y21d ff6 fs9 fc4 sc0 ls0 ws93">o działalności ﬁr<span class="_ _0"></span>my<span class="_ _1"></span>.</div><div class="t m0 x57 hc y21a ff6 fs9 fc4 sc0 ls0 ws0">Mat<span class="_ _0"></span>eriały i infor<span class="_ _0"></span>macje praso<span class="_ _0"></span>we,<span class="_ _1"></span> </div><div class="t m0 x57 hc y21b ff6 fs9 fc4 sc0 ls0 ws93">artykuły br<span class="_ _0"></span>anżowe,<span class="_ _1"></span> konfer<span class="_ _0"></span>encje </div><div class="t m0 x57 hc y21c ff6 fs9 fc4 sc0 ls0 ws94">prasowe,<span class="_ _1"></span> st<span class="_ _0"></span>rona www,<span class="_ _1"></span> proﬁl </div><div class="t m0 x57 hc y21d ff6 fs9 fc4 sc0 ls0 ws0">społecznościowy na F<span class="_ _0"></span>acebook’<span class="_ _0"></span>u  </div><div class="t m0 x57 hc y21e ff6 fs9 fc4 sc0 ls0 ws0">i LinkedIn.</div><div class="t m0 x39 hc y21a ff6 fs9 fc4 sc0 ls0 ws3e">Grupa Apat<span class="_ _0"></span>or współpracuje </div><div class="t m0 x39 hc y21b ff6 fs9 fc4 sc0 ls0 ws93">z mediami branżowymi,<span class="_ _1"></span> </div><div class="t m0 x39 hc y21c ff6 fs9 fc4 sc0 ls0 ws93">specjalisty<span class="_ _0"></span>cznymi or<span class="_ _0"></span>az loka<span class="_ _0"></span>lnymi </div><div class="t m0 x39 hc y21d ff6 fs9 fc4 sc0 ls0 ws94">biorąc udział w wymianie </div><div class="t m0 x39 hc y21e ff6 fs9 fc4 sc0 ls0 ws93">wiedzy ekspercki<span class="_ _0"></span>ej,<span class="_ _0"></span> promując </div><div class="t m0 x39 hc y21f ff6 fs9 fc4 sc0 ls0 ws94">swoje wyr<span class="_ _0"></span>oby<span class="_ _1"></span>,<span class="_ _0"></span> prezentu<span class="_ _0"></span>jąc </div><div class="t m0 x39 hc y220 ff6 fs9 fc4 sc0 ls0 ws93">efekt<span class="_ _0"></span>y działalności biznesow<span class="_ _0"></span>ej </div><div class="t m0 x39 hc y221 ff6 fs9 fc4 sc0 ls0 ws93">i pozabiznesowej,<span class="_ _1"></span> kształtując </div><div class="t m0 x39 hc y222 ff6 fs9 fc4 sc0 ls0 ws70">wizerunek spółki/<span class="_ _0"></span>marki na rynku.</div><div class="t m0 x1c hc y223 ff6 fs9 fc4 sc0 ls54 ws94">Lokalne władze (samorząd,<span class="_ _1"></span> </div><div class="t m0 x1c hc y224 ff6 fs9 fc4 sc0 ls54 ws93">powiat,<span class="_ _1"></span> gmina)</div><div class="t m0 x56 hc y223 ff6 fs9 fc4 sc0 ls0 ws70">Komunik<span class="_ _0"></span>acja na rzecz efek<span class="_ _0"></span>tywnej </div><div class="t m0 x56 hc y224 ff6 fs9 fc4 sc0 ls0 ws93">współpracy<span class="_ _1"></span>,<span class="_ _0"></span> rozwoju or<span class="_ _0"></span>ganizacji </div><div class="t m0 x56 hc y225 ff6 fs9 fc4 sc0 ls0 ws93">w zgodzie z potrzebami lo<span class="_ _0"></span>kalnej </div><div class="t m0 x56 hc y226 ff6 fs9 fc4 sc0 ls0 ws93">społeczności i oczekiw<span class="_ _0"></span>aniami </div><div class="t m0 x56 hc y227 ff6 fs9 fc4 sc0 ls0 ws0">samorządów<span class="_ _0"></span>.</div><div class="t m0 x57 hc y223 ff6 fs9 fc4 sc0 ls0 ws93">Spotk<span class="_ _0"></span>ania bezpośrednie,<span class="_ _1"></span> udział <span class="ws0"> </span></div><div class="t m0 x57 hc y224 ff6 fs9 fc4 sc0 ls0 ws93">w lokaln<span class="_ _0"></span>ych wydarzeniach,<span class="_ _1"></span> st<span class="_ _0"></span>rona </div><div class="t m0 x57 hc y225 ff6 fs9 fc4 sc0 ls0 ws70">www,<span class="_ _1"></span> proﬁl społecznościowy na <span class="ws0"> </span></div><div class="t m0 x57 hc y226 ff6 fs9 fc4 sc0 ls0 ws0">F<span class="_ _0"></span>acebook’u i Link<span class="_ _0"></span>edIn.</div><div class="t m0 x39 hc y223 ff6 fs9 fc4 sc0 ls0 ws3e">Spółki Grupy Apat<span class="_ _0"></span>or działając <span class="ws0"> </span></div><div class="t m0 x39 hc y224 ff6 fs9 fc4 sc0 ls0 ws93">w obszarze podległym </div><div class="t m0 x39 hc y225 ff6 fs9 fc4 sc0 ls0 ws94">samorządom współpracują <span class="ws0"> </span></div><div class="t m0 x39 hc y226 ff6 fs9 fc4 sc0 ls0 ws70">z lokaln<span class="_ _0"></span>ymi władz<span class="_ _0"></span>ami na rzecz </div><div class="t m0 x39 hc y227 ff6 fs9 fc4 sc0 ls0 ws93">sukces<span class="_ _0"></span>ywnego ro<span class="_ _0"></span>zwoju biznesu <span class="ws0"> </span></div><div class="t m0 x39 hc y228 ff6 fs9 fc4 sc0 ls0 ws93">i lokaln<span class="_ _0"></span>ych społeczności.</div><div class="t m0 x1c hc y229 ff6 fs9 fc4 sc0 ls54 ws93">Inst<span class="_ _0"></span>ytucje s<span class="_ _0"></span>połeczne,<span class="_ _0"></span> </div><div class="t m0 x1c hc y22a ff6 fs9 fc4 sc0 ls54 ws70">organizacje non-pr<span class="_ _0"></span>ofit,<span class="_ _1"></span> </div><div class="t m0 x1c hc y22b ff6 fs9 fc4 sc0 ls54 ws93">artyści,<span class="_ _1"></span> sportowc<span class="_ _0"></span>y<span class="_ _0"></span>,<span class="_ _0"></span> </div><div class="t m0 x1c hc y22c ff6 fs9 fc4 sc0 ls54 ws93">ot<span class="_ _0"></span>oczenie społeczne</div><div class="t m0 x56 hc y229 ff6 fs9 fc4 sc0 ls0 ws70">Współpr<span class="_ _0"></span>aca na rzecz realiz<span class="_ _0"></span>acji </div><div class="t m0 x56 hc y22a ff6 fs9 fc4 sc0 ls0 ws0">wartoś<span class="_ _0"></span>ciowych inicjat<span class="_ _0"></span>yw </div><div class="t m0 x56 hc y22b ff6 fs9 fc4 sc0 ls0 ws0">społecznych.</div><div class="t m0 x57 hc y229 ff6 fs9 fc4 sc0 ls0 ws94">Bieżąca współpr<span class="_ _0"></span>aca przy </div><div class="t m0 x57 hc y22a ff6 fs9 fc4 sc0 ls0 ws93">realizacji projek<span class="_ _0"></span>tów<span class="_ _0"></span>,<span class="_ _1"></span> konfer<span class="_ _0"></span>encje </div><div class="t m0 x57 hc y22b ff6 fs9 fc4 sc0 ls0 ws93">i spotk<span class="_ _0"></span>ania<span class="_ _1"></span>, s<span class="_ _0"></span>tr<span class="_ _0"></span>ona www,<span class="_ _1"></span> proﬁl </div><div class="t m0 x57 hc y22c ff6 fs9 fc4 sc0 ls0 ws0">społecznościowy na F<span class="_ _0"></span>acebook’<span class="_ _0"></span>u  </div><div class="t m0 x57 hc y22d ff6 fs9 fc4 sc0 ls0 ws0">i LinkedIn.</div><div class="t m0 x39 hc y229 ff6 fs9 fc4 sc0 ls0 ws3e">Spółki Grupy Apat<span class="_ _0"></span>or wchodzą <span class="ws0"> </span></div><div class="t m0 x39 hc y22a ff6 fs9 fc4 sc0 ls0 ws93">w relacje biznesowe <span class="ws0"> </span></div><div class="t m0 x39 hc y22b ff6 fs9 fc4 sc0 ls0 ws93">i pozabiznesowe z lok<span class="_ _0"></span>alnymi </div><div class="t m0 x39 hc y22c ff6 fs9 fc4 sc0 ls0 ws94">inst<span class="_ _0"></span>ytucjami wspier<span class="_ _0"></span>ając </div><div class="t m0 x39 hc y22d ff6 fs9 fc4 sc0 ls0 ws0">wartoś<span class="_ _0"></span>ciowe inicjatywy<span class="_ _1"></span>,<span class="_ _0"></span> </div><div class="t m0 x39 hc y22e ff6 fs9 fc4 sc0 ls0 ws70">przekazując daro<span class="_ _0"></span>wizny na rzecz </div><div class="t m0 x39 hc y22f ff6 fs9 fc4 sc0 ls0 ws70">organizacji realizujący<span class="_ _0"></span>ch misje </div><div class="t m0 x39 hc y230 ff6 fs9 fc4 sc0 ls0 ws0">społeczne.</div><div class="t m0 x1c hc y231 ff6 fs9 fc4 sc0 ls54 ws0">Środowisk<span class="_ _1"></span>o  <span class="_ _2"></span>nauk<span class="_ _0"></span>owe,<span class="_ _1"></span> </div><div class="t m0 x1c hc y232 ff6 fs9 fc4 sc0 ls54 ws93">ośrodk<span class="_ _0"></span>i edukacji publicznej,<span class="_ _0"></span> </div><div class="t m0 x1c hc y233 ff6 fs9 fc4 sc0 ls54 ws93">inst<span class="_ _0"></span>ytu<span class="_ _0"></span>ty badawcze</div><div class="t m0 x56 hc y231 ff6 fs9 fc4 sc0 ls0 ws94">Wymiana wiedzy i doświadczeń,<span class="_ _1"></span> </div><div class="t m0 x56 hc y232 ff6 fs9 fc4 sc0 ls0 ws94">zacieśnianie współprac<span class="_ _0"></span>y oraz </div><div class="t m0 x56 hc y233 ff6 fs9 fc4 sc0 ls0 ws94">realizacja wspóln<span class="_ _0"></span>ych projek<span class="_ _0"></span>tów </div><div class="t m0 x56 hc y234 ff6 fs9 fc4 sc0 ls0 ws0">naukowy<span class="_ _0"></span>ch i rozwoj<span class="_ _0"></span>owych,<span class="_ _1"></span> </div><div class="t m0 x56 hc y235 ff6 fs9 fc4 sc0 ls0 ws70">popularyzacja nauki,<span class="_ _1"></span> prezentacja </div><div class="t m0 x56 hc y236 ff6 fs9 fc4 sc0 ls0 ws93">działalności ﬁr<span class="_ _0"></span>my<span class="_ _1"></span>.</div><div class="t m0 x57 hc y231 ff6 fs9 fc4 sc0 ls0 ws70">Bieżąca współpr<span class="_ _0"></span>aca przy realizacji </div><div class="t m0 x57 hc y232 ff6 fs9 fc4 sc0 ls0 ws93">projekt<span class="_ _1"></span>ów,<span class="_ _0"></span> udział w k<span class="_ _0"></span>onfer<span class="_ _0"></span>encjach <span class="ws0"> </span></div><div class="t m0 x57 hc y233 ff6 fs9 fc4 sc0 ls0 ws93">i spotk<span class="_ _0"></span>aniach.</div><div class="t m0 x39 hc y231 ff6 fs9 fc4 sc0 ls0 ws70">Współpr<span class="_ _0"></span>aca między </div><div class="t m0 x39 hc y232 ff6 fs9 fc4 sc0 ls0 ws70">środowisk<span class="_ _0"></span>iem nauko<span class="_ _0"></span>wym <span class="ws0"> </span></div><div class="t m0 x39 hc y233 ff6 fs9 fc4 sc0 ls0 ws93">i biznesem służy rozwojowi </div><div class="t m0 x39 hc y234 ff6 fs9 fc4 sc0 ls0 ws50">przedsiębiors<span class="_ _0"></span>twa i nauki,<span class="_ _1"></span> jest </div><div class="t m0 x39 hc y235 ff6 fs9 fc4 sc0 ls0 ws70">impulsem do r<span class="_ _0"></span>ozwoju nowy<span class="_ _0"></span>ch </div><div class="t m0 x39 hc y236 ff6 fs9 fc4 sc0 ls0 ws50">technol<span class="_ _0"></span>ogii i <span class="_ _2"></span>produkt<span class="_ _0"></span>ów<span class="_ _0"></span>.<span class="_ _0"></span> W<span class="_ _0"></span>śród </div><div class="t m0 x39 hc y237 ff6 fs9 fc4 sc0 ls0 ws0">st<span class="_ _0"></span>udent<span class="_ _0"></span>ów i absolw<span class="_ _0"></span>entó<span class="_ _0"></span>w </div><div class="t m0 x39 hc y238 ff6 fs9 fc4 sc0 ls0 ws3e">uczelni spółki Grupy Apat<span class="_ _0"></span>or </div><div class="t m0 x39 hc y239 ff6 fs9 fc4 sc0 ls0 ws70">rekru<span class="_ _0"></span>tują praco<span class="_ _0"></span>wników<span class="_ _1"></span>.</div><div class="t m2 x12 hc y5b ff8 fs9 fc0 sc0 ls0 ws3e">O Grupie Apator</div></div><div class="pi" ></div></div><div id="pf10" class="pf w0 h0" ><div class="pc pc10 w0 h0"><img class="bi x0 y59 w1 hf" alt="" src="data:image/png;base64,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class="t m0 x11 h10 y5a ff6 fsb fc1 sc0 ls0 wse3">3.<span class="_ _29"></span> GO<span class="_ _1"></span>V<span class="_ _0"></span>ERNA<span class="_ _0"></span>NCE </div><div class="t m0 x59 h10 y23a ff6 fsb fc1 sc0 ls0 wsae">Ł<span class="_ _2"></span>ad k<span class="_ _1"></span>or<span class="_ _f"></span>por<span class="_ _0"></span>ac<span class="_ _0"></span>y<span class="_ _1"></span>jn<span class="_ _1"></span>y</div></div><div class="pi" ></div></div><div id="pf11" class="pf w0 h0" ><div class="pc pc11 w0 h0"><img class="bi x0 y23b w1 h2c" alt="" 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"/><div class="t m0 x58 ha y32 ff6 fs7 fc3 sc0 ls6f wse4">17</div><div class="t m0 x11 he yf5 ff6 fsa fc4 sc0 ls64 wse5">W<span class="_ _0"></span>art<span class="_ _0"></span>ością nadrzędną w <span class="_ _2"></span>Grupie Apat<span class="_ _0"></span>or jes<span class="_ _0"></span>t <span class="ff7 ws36">odpowiedzialność</span><span class="wse6">,<span class="_ _1"></span> kt<span class="_ _0"></span>óra o<span class="_ _0"></span>znacza bezwzgl<span class="_ _0"></span>ędne przest<span class="_ _0"></span>rzeganie </span></div><div class="t m0 x11 he yf6 ff6 fsa fc4 sc0 ls64 wse7">obowiązującego pra<span class="_ _0"></span>wa<span class="_ _1"></span>,<span class="_ _1"></span> ale także wewnę<span class="_ _0"></span>trzny<span class="_ _0"></span>ch procedur i r<span class="_ _0"></span>egulacji.<span class="_ _0"></span> W<span class="_ _1"></span>e wszystk<span class="_ _0"></span>ich aspekt<span class="_ _0"></span>ach działalności Grupa </div><div class="t m0 x11 he y147 ff6 fsa fc4 sc0 ls64 ws2a">wdraż<span class="_ _0"></span>a i promuje zasad<span class="_ _0"></span>y ety<span class="_ _0"></span>czne,<span class="_ _1"></span> a relacje ze sw<span class="_ _0"></span>oimi int<span class="_ _0"></span>eresariuszami buduje w opar<span class="_ _0"></span>ciu o uczciwość i partner<span class="_ _0"></span>st<span class="_ _0"></span>wo.</div><div class="t m0 x11 h24 y23c ff6 fs13 fc1 sc0 ls0 ws0">Z<span class="_ _0"></span>obowiązania wy<span class="_ _0"></span>nikające ze s<span class="_ _1"></span>tra<span class="_ _0"></span>t<span class="_ _0"></span>egii CSR na lata 2019 - 2023</div><div class="t m0 x11 he y23d ff7 fsa fc4 sc0 ls0 ws0">W wy<span class="_ _0"></span>miarze UCZENIE SIĘ I ROZWÓ<span class="_ _0"></span>J Grupa Apa<span class="_ _0"></span>tor podj<span class="_ _0"></span>ęła się nas<span class="_ _0"></span>tępując<span class="_ _0"></span>ych zobo<span class="_ _0"></span>wiązań<span class="ff6">:</span></div><div class="t m0 x37 h8 y23e ff8 fs5 fc1 sc0 ls0 ws0"> <span class="_ _33"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ls4a wsb3">W zgodzie z et<span class="_ _0"></span>yką - nasz<span class="_ _0"></span>ą wartoś<span class="_ _0"></span>cią nadrzędną jes<span class="_ _0"></span>t odpowiedzialność,<span class="_ _1"></span> kt<span class="_ _0"></span>óra oznacz<span class="_ _0"></span>a bezwzględne przes<span class="_ _0"></span>trzeganie obowiązują<span class="ls0 ws0">-</span></span></span></div><div class="t m0 x1d h8 y23f ff6 fs5 fc4 sc0 ls4a ws9">cego prawa<span class="_ _1"></span>,<span class="_ _1"></span> ale także uczciwo<span class="_ _0"></span>ść w relacjach z inny<span class="_ _0"></span>mi.</div><div class="t m0 x11 h8 y240 ff6 fs5 fc4 sc0 ls4a ws16">Apat<span class="_ _0"></span>or SA zobo<span class="_ _0"></span>wiązał się do przes<span class="_ _0"></span>trzegania zasad ładu k<span class="_ _1"></span>orporacy<span class="_ _0"></span>jnego t<span class="_ _0"></span>j.<span class="_ _1"></span> „<span class="_ _0"></span>Dobrych Pr<span class="_ _0"></span>aktyk Spółek No<span class="_ _0"></span>to<span class="_ _0"></span>wanych na GPW<span class="_ _0"></span> 2021&quot; </div><div class="t m0 x11 h8 y241 ff6 fs5 fc4 sc0 ls4a wsba">wprow<span class="_ _0"></span>adzony<span class="_ _0"></span>ch Uchwałą nr 1<span class="_ _0"></span>3/1834/2021 Rady Giełdy z dnia 29 mar<span class="_ _0"></span>ca 2021 r<span class="_ _1"></span>.<span class="_ _0"></span> Spółka przes<span class="_ _0"></span>trzega więk<span class="_ _0"></span>szości zasad z<span class="_ _0"></span>awarty<span class="_ _0"></span>ch </div><div class="t m0 x11 h8 y242 ff6 fs5 fc4 sc0 ls4a ws0">w Dobrych Pr<span class="_ _0"></span>akty<span class="_ _0"></span>kach z wy<span class="_ _0"></span>jątk<span class="_ _0"></span>iem nast<span class="_ _0"></span>ępujących: </div><div class="t m0 x37 h8 y243 ff8 fs5 fc1 sc0 ls0 ws0"> <span class="_ _33"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ls4a wse8">2.<span class="_ _f"></span>1,<span class="_ _0"></span> 2.2 oraz 2.<span class="_ _f"></span>11<span class="_ _0"></span>.6 - br<span class="_ _0"></span>ak mierzalny<span class="_ _0"></span>ch celów i t<span class="_ _0"></span>er<span class="_ _0"></span>minów osiągnięcia odpowiednich paryt<span class="_ _0"></span>etó<span class="_ _0"></span>w w odniesieniu do polity<span class="_ _0"></span>ki różnor<span class="_ _0"></span>od<span class="ls0 ws0">-</span></span></span></div><div class="t m0 x1d h8 y244 ff6 fs5 fc4 sc0 ls4a ws9">ności wobec zarz<span class="_ _0"></span>ądu oraz rad<span class="_ _0"></span>y nadzorczej,<span class="_ _1"></span> </div><div class="t m0 x37 h8 y245 ff8 fs5 fc1 sc0 ls0 ws0"> <span class="_ _33"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ls4a wse9">4.<span class="_ _f"></span>1 - brak możliwości udziału ak<span class="_ _1"></span>cjonariuszy w walnym zgromad<span class="_ _0"></span>zeniu przy wykorzys<span class="_ _0"></span>taniu śr<span class="_ _0"></span>odków k<span class="_ _1"></span>omunikacji elektronicznej </span></span></div><div class="t m0 x1d h8 y246 ff6 fs5 fc4 sc0 ls4a ws33">(e-walne).</div><div class="t m0 x11 h8 y247 ff6 fs5 fc4 sc0 ls4a wsea">Infor<span class="_ _0"></span>macja na t<span class="_ _0"></span>emat s<span class="_ _0"></span>tanu s<span class="_ _0"></span>tos<span class="_ _0"></span>owania przez spółk<span class="_ _0"></span>ę zasad zawart<span class="_ _0"></span>ych w zbiorze <span class="_ _1"></span>„Dobre Pr<span class="_ _0"></span>akt<span class="_ _0"></span>yki Spółek Not<span class="_ _0"></span>owan<span class="_ _0"></span>ych na GPW </div><div class="t m0 x11 h8 y248 ff6 fs5 fc4 sc0 ls4a ws9">2021” jes<span class="_ _0"></span>t zamieszczona na s<span class="_ _0"></span>tronie <span class="_ _0"></span><span class="fc1 ws33">www.apa<span class="_ _0"></span>tor<span class="_ _f"></span>.com<span class="fc4 ws0">,<span class="_ _1"></span> w sek<span class="_ _0"></span>cji Relacje inwes<span class="_ _1"></span>torskie -&gt; Ład k<span class="_ _0"></span>orpor<span class="_ _0"></span>acy<span class="_ _0"></span>jny<span class="_ _1"></span>.</span></span></div><div class="t m0 x11 hb y249 ff6 fs8 fc1 sc0 ls39 wsb">3.<span class="_ _2d"></span>1<span class="_ _f"></span>.<span class="_ _1"></span> PODS<span class="_ _f"></span>T<span class="_ _f"></span>AWY<span class="_ _0"></span> KUL<span class="_ _2d"></span>T<span class="_ _2"></span>UR<span class="_ _1"></span>Y OR<span class="_ _0"></span>GANIZACY<span class="_ _2d"></span>JN<span class="_ _2"></span>EJ</div><div class="t m0 x11 h16 y24a ff6 fsf fc1 sc0 ls0 ws0">3.<span class="_ _29"></span>1<span class="_ _1"></span>.<span class="_ _f"></span>1<span class="_ _1"></span>.<span class="_ _0"></span> Misja i wizja</div><div class="t m0 x11 h8 y24b ff6 fs5 fc4 sc0 ls4a wseb">Ambicją Grupy Apa<span class="_ _0"></span>tor niezmiennie pozo<span class="_ _0"></span>st<span class="_ _0"></span>aje u<span class="_ _0"></span>trzymanie pozycji eur<span class="_ _0"></span>opejskiego lider<span class="_ _0"></span>a w dos<span class="_ _0"></span>tarczaniu urz<span class="_ _0"></span>ądzeń i sys<span class="_ _0"></span>t<span class="_ _0"></span>emów w zakr<span class="_ _0"></span>e<span class="ls0 ws0">-</span></div><div class="t m0 x11 h8 y24c ff6 fs5 fc4 sc0 ls4a wsec">sie Smart Meteringu/Smart Grid ora<span class="_ _0"></span>z rozwiązań wspier<span class="_ _0"></span>ający<span class="_ _0"></span>ch klientó<span class="_ _0"></span>w w efekt<span class="_ _0"></span>ywn<span class="_ _0"></span>ym zarządz<span class="_ _0"></span>aniu wszyst<span class="_ _0"></span>kimi rodz<span class="_ _0"></span>ajami mediów </div><div class="t m0 x11 h8 y24d ff6 fs5 fc4 sc0 ls4a wsed">energet<span class="_ _0"></span>yczn<span class="_ _0"></span>ych.<span class="_ _1"></span> Rozwijamy nasze portfolio of<span class="_ _1"></span>er<span class="_ _2"></span>t<span class="_ _0"></span>owe,<span class="_ _1"></span> aby wyjś<span class="_ _0"></span>ć naprzeciw wyzwaniom gospodarczym i klimat<span class="_ _0"></span>yczn<span class="_ _0"></span>ym,<span class="_ _1"></span> w tym: </div><div class="t m0 x11 h8 y24e ff6 fs5 fc4 sc0 ls4a wsb4">tr<span class="_ _0"></span>ansf<span class="_ _0"></span>ormacji sekt<span class="_ _1"></span>ora energet<span class="_ _0"></span>ycznego,<span class="_ _1"></span> dynamicznemu ro<span class="_ _0"></span>zwojowi energ<span class="_ _0"></span>etyk<span class="_ _0"></span>i rozpr<span class="_ _0"></span>oszonej oraz pos<span class="_ _0"></span>t<span class="_ _0"></span>ępującej cyfryzac<span class="_ _0"></span>ji i aut<span class="_ _0"></span>omaty<span class="ls0 ws0">-</span></div><div class="t m0 x11 h8 y24f ff6 fs5 fc4 sc0 ls4a ws11">zacji procesó<span class="_ _0"></span>w.<span class="_ _1"></span> </div><div class="t m0 x11 h8 y250 ff6 fs5 fc4 sc0 ls4a ws56">Misją Grupy Apa<span class="_ _0"></span>tor <span class="_ _0"></span>jes<span class="_ _0"></span>t  upowszechnienie zaaw<span class="_ _0"></span>ansowany<span class="_ _0"></span>ch t<span class="_ _0"></span>echnologii wśród sz<span class="_ _0"></span>erszej grupy odbi<span class="_ _0"></span>orców obejmujący<span class="_ _0"></span>ch,<span class="_ _1"></span> oprócz uti<span class="ls0 ws0">-</span></div><div class="t m0 x11 h8 y251 ff6 fs5 fc4 sc0 ls4a wsae">lities,<span class="_ _1"></span> także przed<span class="_ _0"></span>siębiorców i społeczeńs<span class="_ _1"></span>two.<span class="_ _0"></span> Grupa Apat<span class="_ _1"></span>or chce tworzyć rozwiąz<span class="_ _0"></span>ania jut<span class="_ _0"></span>ra dla ak<span class="_ _0"></span>tywn<span class="_ _0"></span>ych i świadom<span class="_ _0"></span>ych ucz<span class="_ _0"></span>est<span class="_ _0"></span>ni<span class="ls0 ws0">-</span></div><div class="t m0 x11 h8 y252 ff6 fs5 fc4 sc0 ls4a wsb6">kó<span class="_ _0"></span>w rynku,<span class="_ _1"></span> którzy dbają o śr<span class="_ _0"></span>odowisk<span class="_ _0"></span>o,<span class="_ _1"></span> planetę i przyszłe pok<span class="_ _0"></span>olenia<span class="_ _1"></span>,<span class="_ _0"></span> wspier<span class="_ _0"></span>ając ich w samodzielnej produk<span class="_ _0"></span>cji,<span class="_ _1"></span> zarządzaniu i dzieleniu </div><div class="t m0 x11 h8 y253 ff6 fs5 fc4 sc0 ls4a ws9">się zieloną energią or<span class="_ _0"></span>az oszczędzaniu za<span class="_ _0"></span>sobów nat<span class="_ _0"></span>uraln<span class="_ _0"></span>ych.</div><div class="t m0 x11 h8 y254 ff6 fs5 fc4 sc0 ls4a ws11">W 2023 roku przy<span class="_ _0"></span>świecało nam hasło:</div><div class="t m2 x12 hc y255 ff8 fs9 fc0 sc0 ls0 ws0">GOVER<span class="_ _0"></span>NANCE - Ład kor<span class="_ _0"></span>poracy<span class="_ _0"></span>jny</div><div class="t m2 x5a hc y256 ff8 fs9 fc0 sc0 ls70 ws43">Ład korpor<span class="_ _0"></span>acy<span class="_ _0"></span>jny</div></div><div class="pi" ></div></div><div id="pf12" class="pf w0 h0" ><div class="pc pc12 w0 h0"><img class="bi x0 y257 w4 h2d" alt="" 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"/><div class="t m0 x4b ha y32 ff6 fs7 fc3 sc0 ls3 ws2">18</div><div class="t m0 x11 h16 yd6 ff6 fsf fc1 sc0 ls0 wsee">3.<span class="_ _29"></span>1<span class="_ _1"></span>.<span class="_ _2"></span>2.<span class="_ _1"></span> W<span class="_ _1"></span>a<span class="_ _2"></span>rt<span class="_ _0"></span>oś<span class="_ _0"></span>ci ﬁrmowe</div><div class="t m0 x11 h8 y258 ff7 fs5 fc4 sc0 ls4a wsef">W<span class="_ _0"></span>artości firmowe Grup<span class="_ _0"></span>y Apat<span class="_ _0"></span>or są podstaw<span class="_ _0"></span>ą kształto<span class="_ _0"></span>wania kul<span class="_ _0"></span>tury organizacy<span class="_ _0"></span>jnej.<span class="ff6 wsf0"> St<span class="_ _0"></span>anowią drogowsk<span class="_ _0"></span>az w codziennym dzia<span class="ls0 ws0">-</span></span></div><div class="t m0 x11 h8 y259 ff6 fs5 fc4 sc0 ls4a wsf1">łaniu,<span class="_ _1"></span> punkt odniesienia do podejmowanych d<span class="_ _0"></span>ecyzji oraz wsk<span class="_ _0"></span>azówk<span class="_ _0"></span>ę,<span class="_ _1"></span> jak pracownicy s<span class="_ _0"></span>półek Grupy Apa<span class="_ _0"></span>t<span class="_ _0"></span>or powinni pracować,<span class="_ _1"></span> czym </div><div class="t m0 x11 h8 y25a ff6 fs5 fc4 sc0 ls4a ws9">się kiero<span class="_ _0"></span>wać i w jakich o<span class="_ _0"></span>bszarach szcz<span class="_ _0"></span>ególnie angażować,<span class="_ _1"></span> jak współpraco<span class="_ _0"></span>wać i k<span class="_ _0"></span>omunikować s<span class="_ _0"></span>ię.</div><div class="t m0 x11 h8 y25b ff6 fs5 fc4 sc0 ls4a wsf2">W<span class="_ _0"></span>prowadz<span class="_ _0"></span>eniu wartoś<span class="_ _0"></span>ci firmowy<span class="_ _0"></span>ch t<span class="_ _0"></span>owarzyszyła szer<span class="_ _0"></span>oko z<span class="_ _0"></span>akrojona k<span class="_ _0"></span>ampania edukacy<span class="_ _0"></span>jna<span class="_ _1"></span>. <span class="_ _1"></span>„W<span class="_ _0"></span>artościak<span class="_ _0"></span>i” (pos<span class="_ _0"></span>tacie uosabia<span class="_ _0"></span>jące </div><div class="t m0 x11 h8 y25c ff6 fs5 fc4 sc0 ls4a wsf3">poszczególne w<span class="_ _0"></span>artości fir<span class="_ _1"></span>mowe) są obecne w przestrzeni fir<span class="_ _1"></span>my i są bohater<span class="_ _0"></span>ami różnor<span class="_ _0"></span>odnych działań k<span class="_ _1"></span>omuni<span class="_ _2"></span>kacy<span class="_ _0"></span>jny<span class="_ _0"></span>ch.<span class="_ _0"></span> W<span class="_ _1"></span>szyscy </div><div class="t m0 x11 h8 y25d ff6 fs5 fc4 sc0 ls4a wsf4">nowo zat<span class="_ _0"></span>rudniani pracow<span class="_ _0"></span>nicy są zapoznawani z w<span class="_ _0"></span>artościami fir<span class="_ _0"></span>mowym a c<span class="_ _0"></span>ały zespół zobowiązuje się <span class="_ _0"></span>do promowania wart<span class="_ _0"></span>ości </div><div class="t m0 x11 h8 y25e ff6 fs5 fc4 sc0 ls4a ws9">własnymi pos<span class="_ _1"></span>tawami i zachowaniami w codziennej pracy<span class="_ _1"></span>.</div><div class="t m0 x11 h16 y25f ff8 fsf fc1 sc0 ls0 wsf5">W<span class="_ _1"></span>ar<span class="_ _2"></span>t<span class="_ _0"></span>ości Grup<span class="_ _0"></span>y Apat<span class="_ _1"></span>or</div><div class="t m0 x5b h2e y260 ffa fs1b fc0 sc0 ls0 ws0">1<span class="_ _7c"> </span>2</div><div class="t m0 x5c h2f y261 ffa fs1c fc0 sc0 ls0 ws0">3<span class="_ _41"> </span>4</div><div class="t m0 x5d h30 y262 ff8 fs1d fc0 sc0 ls0 ws0">szanujemy naszych partneró<span class="_ _0"></span>w </div><div class="t m0 x5e h31 y263 ff8 fs1e fc0 sc0 ls0 ws0">zawsze dos<span class="_ _0"></span>tarczamy pro<span class="_ _0"></span>dukty </div><div class="t m0 x5e h31 y264 ff8 fs1e fc0 sc0 ls0 ws0">oczekiwanym przez naszy<span class="_ _0"></span>ch </div><div class="t m0 x5e h31 y265 ff8 fs1e fc0 sc0 ls0 ws0">klientów<span class="_ _0"></span>, <span class="_ _0"></span>partnerów </div><div class="t m0 x21 h32 y266 ffb fs1f fc0 sc0 ls0 ws0">RO<span class="_ _1"></span>ZWÓJ</div><div class="t m0 x5f h33 y267 ff8 fs20 fc0 sc0 ls0 ws0">innowacje,</div><div class="t m0 x5f h33 y268 ff8 fs20 fc0 sc0 ls0 ws0">kompet<span class="_ _0"></span>encje.</div><div class="t m0 x60 h34 y269 ff8 fs21 fc0 sc0 ls0 ws0">inteligentnie i sprawnie</div><div class="t m0 x60 h34 y26a ff8 fs21 fc0 sc0 ls0 ws0">do potrzeb rynku i organizacji<span class="_ _0"></span>.</div><div class="t m0 x11 hb y26b ff6 fs8 fc1 sc0 ls39 wsb">3.<span class="_ _0"></span>2.<span class="_ _f"></span> S<span class="_ _f"></span>TRUKTURA<span class="_ _0"></span> ZARZĄDCZA</div><div class="t m0 x11 h16 y26c ff6 fsf fc1 sc0 ls0 ws0">3.2.<span class="_ _29"></span>1<span class="_ _0"></span>.<span class="_ _1"></span> Zasady z<span class="_ _0"></span>arządzania w <span class="_ _0"></span>Apat<span class="_ _1"></span>or SA or<span class="_ _0"></span>az Grupie <span class="_ _0"></span>Apat<span class="_ _1"></span>or</div><div class="t m0 x11 h8 y26d ff6 fs5 fc4 sc0 ls4a wsea">Apat<span class="_ _0"></span>or SA <span class="_ _0"></span>jest s<span class="_ _0"></span>półką ak<span class="_ _0"></span>cyjną<span class="_ _1"></span>,<span class="_ _1"></span> podmiotem dominujący<span class="_ _0"></span>m w Grupie Apa<span class="_ _0"></span>tor<span class="_ _f"></span>.<span class="_ _0"></span> Z<span class="_ _0"></span>godnie z K<span class="_ _0"></span>odeksem s<span class="_ _0"></span>półek handlowych,<span class="_ _1"></span> organami </div><div class="t m0 x11 h8 y26e ff6 fs5 fc4 sc0 ls4a ws0">spółki ak<span class="_ _0"></span>cy<span class="_ _0"></span>jnej są W<span class="_ _1"></span>alne Zgromadzenie <span class="_ _0"></span>Akc<span class="_ _0"></span>jonariuszy<span class="_ _0"></span>,<span class="_ _1"></span> Rada Nadzorcza i Zarz<span class="_ _0"></span>ąd.<span class="_ _0"></span> </div><div class="t m0 x11 h8 y26f ff7 fs5 fc4 sc0 ls4a ws1b">Strukt<span class="_ _0"></span>ura wład<span class="_ _0"></span>z Apator SA<span class="_ _0"></span> na dzień 31 grudnia 2023 r<span class="_ _f"></span>.</div><div class="t m2 x1b hc y255 ff8 fs9 fc0 sc0 ls0 ws0">GOVER<span class="_ _0"></span>NANCE - Ład kor<span class="_ _0"></span>poracy<span class="_ _0"></span>jny</div><div class="t m0 x61 h24 y270 ff12 fs13 fc0 sc0 ls0 ws0">W<span class="_ _1"></span>ALNE ZGROMADZENIE </div><div class="t m0 x43 h35 y271 ff13 fs13 fc0 sc0 ls0 ws0">Ak<span class="_ _0"></span>cjonariusze</div><div class="t m0 x62 h24 y272 ff12 fs13 fc0 sc0 ls0 ws0">RADA<span class="_ _0"></span> NA<span class="ls71 wsf6">DZ</span>OR<span class="_ _0"></span>CZA </div><div class="t m0 x63 h35 y273 ff13 fs13 fc0 sc0 ls49 ws9a">Janusz Niedźwiecki, Mariusz Lewicki, Janusz Marzygliński, Danuta Guzowska, </div><div class="t m0 x64 h35 y274 ff13 fs13 fc0 sc0 ls49 ws9a">Kazimierz Piotrowski, Marcin Murawski, Tadeusz Sosgórnik</div><div class="t m0 x65 h24 y275 ff12 fs13 fc9 sc0 ls0 ws0">ZARZĄD </div><div class="t m0 x3 h35 y276 ff13 fs13 fc9 sc0 ls0 ws0">Maciej Wyczesany, Robert Kowalski, Łukasz Zaworski</div></div><div class="pi" ></div></div><div id="pf13" class="pf w0 h0" ><div class="pc pc13 w0 h0"><img class="bi x11 y277 w4 h36" alt="" 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"/><div class="t m0 x58 ha y32 ff6 fs7 fc3 sc0 ls72 wsf7">19</div><div class="t m0 x11 h8 y278 ff6 fs5 fc4 sc0 ls4a wsf8">Szczegółowy opis ram ładu k<span class="_ _1"></span>orporacy<span class="_ _0"></span>jnego zos<span class="_ _0"></span>tał opisany <span class="_ _0"></span>w Sprawozdaniu Zarzą<span class="_ _0"></span>du z działalności Grupy <span class="_ _0"></span>Apat<span class="_ _0"></span>or za 2023 rok.<span class="_ _1"></span> </div><div class="t m0 x11 h8 y279 ff6 fs5 fc4 sc0 ls4a ws9">Zawiera ono m.in.:</div><div class="t m0 x37 h8 y27a ff8 fs5 fc1 sc0 ls0 ws0"> <span class="_ _33"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ls4a ws9">opis działania organów nadzorczych i z<span class="_ _0"></span>arządczych,<span class="_ _1"></span> </span></span></div><div class="t m0 x37 h8 y27b ff8 fs5 fc1 sc0 ls0 ws0"> <span class="_ _33"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ls4a ws9">infor<span class="_ _0"></span>mację na t<span class="_ _1"></span>emat doświadczenia<span class="_ _1"></span>,<span class="_ _1"></span> kompetencji i s<span class="_ _0"></span>t<span class="_ _0"></span>opnia niezależności członk<span class="_ _1"></span>ów organów nadzorczych i zarządczy<span class="_ _0"></span>ch,</span></span></div><div class="t m0 x37 h8 y27c ff8 fs5 fc1 sc0 ls0 ws0"> <span class="_ _33"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ls4a ws9">infor<span class="_ _0"></span>mację na t<span class="_ _1"></span>emat uprawnień,<span class="_ _1"></span> obowiązkó<span class="_ _0"></span>w i sposobu powoływania or<span class="_ _0"></span>ganów nadzorczych i zarząd<span class="_ _0"></span>czych w Apa<span class="_ _0"></span>tor S<span class="_ _0"></span>A,</span></span></div><div class="t m0 x37 h8 y27d ff8 fs5 fc1 sc0 ls0 ws0"> <span class="_ _33"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ls4a wsb6">procedury wyboru biegłeg<span class="_ _0"></span>o rewident<span class="_ _0"></span>a<span class="_ _1"></span>,</span></span></div><div class="t m0 x37 h8 y27e ff8 fs5 fc1 sc0 ls0 ws0"> <span class="_ _33"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ls4a">infor<span class="_ _0"></span>mację do<span class="_ _0"></span>ty<span class="_ _0"></span>czącą polity<span class="_ _0"></span>ki wynagr<span class="_ _0"></span>odzeń Członk<span class="_ _0"></span>ów Zarządu i Rad<span class="_ _0"></span>y Nadzorczej.</span></span></div><div class="t m0 x11 h8 y27f ff6 fs5 fc4 sc0 ls4a ws9">Dokument j<span class="_ _0"></span>est do<span class="_ _0"></span>st<span class="_ _0"></span>ępny na s<span class="_ _0"></span>tr<span class="_ _0"></span>onie <span class="fc1 ws33">www<span class="_ _0"></span>.apat<span class="_ _0"></span>or<span class="_ _f"></span>.com<span class="fc4 ws0">,<span class="_ _1"></span> w sekcji Relacje in<span class="_ _0"></span>west<span class="_ _1"></span>orskie -&gt; Ład kor<span class="_ _0"></span>poracy<span class="_ _0"></span>jny<span class="_ _1"></span>.</span></span></div><div class="t m0 x11 h8 y280 ff6 fs5 fc4 sc0 ls4a wsf9">We ws<span class="_ _0"></span>zyst<span class="_ _0"></span>kich kr<span class="_ _0"></span>ajowy<span class="_ _0"></span>ch spółkach Grup<span class="_ _0"></span>y Apa<span class="_ _0"></span>tor obowią<span class="_ _0"></span>zuje jedno<span class="_ _0"></span>lity ład k<span class="_ _0"></span>orpor<span class="_ _0"></span>acy<span class="_ _0"></span>jny<span class="_ _1"></span>.<span class="_ _0"></span> Nadzór właścicielsk<span class="_ _0"></span>i odbywa się poprzez:</div><div class="t m0 x37 h8 y281 ff8 fs5 fc1 sc0 ls0 ws0"> <span class="_ _33"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ls4a">unie personalne w Zarządach i R<span class="_ _0"></span>adach Nadzorczy<span class="_ _0"></span>ch,</span></span></div><div class="t m0 x37 h8 y282 ff8 fs5 fc1 sc0 ls0 ws0"> <span class="_ _33"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ls4a wsb6">ust<span class="_ _0"></span>anowione na podstawie umó<span class="_ _0"></span>w o  współpracy <span class="_ _1"></span>„prawo wewnę<span class="_ _0"></span>trzne” w f<span class="_ _0"></span>ormie wyt<span class="_ _0"></span>yczn<span class="_ _0"></span>ych grupowy<span class="_ _0"></span>ch,<span class="_ _1"></span> </span></span></div><div class="t m0 x37 h8 y283 ff8 fs5 fc1 sc0 ls0 ws0"> <span class="_ _33"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ls4a ws11">działalność k<span class="_ _0"></span>omit<span class="_ _0"></span>et<span class="_ _0"></span>ów powołany<span class="_ _0"></span>ch w ramach Gr<span class="_ _0"></span>upy Apa<span class="_ _0"></span>t<span class="_ _0"></span>or<span class="_ _1"></span>,<span class="_ _0"></span> </span></span></div><div class="t m0 x37 h8 y284 ff8 fs5 fc1 sc0 ls0 ws0"> <span class="_ _33"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ls4a wsb6">audyt wewnęt<span class="_ _0"></span>rzny<span class="_ _1"></span>,</span></span></div><div class="t m0 x37 h8 y285 ff8 fs5 fc1 sc0 ls0 ws0"> <span class="_ _33"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ls4a">funkcj<span class="_ _0"></span>e wspólne (finanse i k<span class="_ _0"></span>ontr<span class="_ _0"></span>oling,<span class="_ _1"></span> H<span class="_ _2"></span>R,<span class="_ _1"></span> IT<span class="_ _0"></span>,<span class="_ _1"></span> komunikacja IR i promocja).</span></span></div><div class="t m0 x11 h8 y286 ff7 fs5 fc4 sc0 ls4a ws7">Sys<span class="_ _0"></span>tem zarządczy w Grupie Apat<span class="_ _0"></span>or</div><div class="t m0 x66 h37 y287 ff14 fs22 fc0 sc0 ls0 ws0">Rada Nadzorcza Apator SA</div><div class="t m0 x67 h37 y288 ff15 fs22 fc0 sc0 ls0 ws0">Wytyczne Grupowe</div><div class="t m0 x68 h37 y289 ff15 fs22 fc0 sc0 ls0 ws0">Umowy o współpracy</div><div class="t m0 x49 h37 y28a ff14 fs22 fc0 sc0 ls0 ws0">Zarząd Apator SA</div><div class="t m0 x69 h37 y28b ff14 fs22 fc0 sc0 ls0 ws0">Posiedzenia Zarządu Grupowego</div><div class="t m0 x6a h38 y28c ff16 fs23 fc0 sc0 ls0 ws0">Obszar</div><div class="t m0 x6b h38 y28d ff16 fs23 fc0 sc0 ls73 wsfa">rozwoju <span class="_ _0"></span>biznesu</div><div class="t m0 x6c h38 y28c ff16 fs23 fc0 sc0 ls0 ws0">Obszar</div><div class="t m0 x64 h38 y28d ff16 fs23 fc0 sc0 ls0 ws0">ﬁnansowy</div><div class="t m0 x6d h38 y28c ff16 fs23 fc0 sc0 ls0 ws0">Obszar</div><div class="t m0 x6e h38 y28d ff16 fs23 fc0 sc0 ls0 ws0">R&amp;D</div><div class="t m0 x6f h38 y28c ff16 fs23 fc0 sc0 ls0 ws0">Obszar</div><div class="t m0 x70 h38 y28d ff16 fs23 fc0 sc0 ls0 ws0">operacji</div><div class="t m0 x71 h38 y28c ff16 fs23 fc0 sc0 ls0 ws0">Obszar</div><div class="t m0 x72 h38 y28d ff16 fs23 fc0 sc0 ls0 ws0">HR</div><div class="t m0 x39 h38 y28c ff16 fs23 fc0 sc0 ls0 ws0">Obszar</div><div class="t m0 x73 h38 y28d ff16 fs23 fc0 sc0 ls0 ws0">IT</div><div class="t m4 x74 h38 y28e ff16 fs23 fca sc0 ls0 ws0">RN spółki</div><div class="t m4 x75 h38 y28f ff16 fs23 fca sc0 ls0 ws0">RN spółki</div><div class="t m4 x76 h38 y28e ff16 fs23 fca sc0 ls0 ws0">RN spółki<span class="_ _7d"></span>RN spółki<span class="_ _1f"> </span>RN spółki</div><div class="t m4 x77 h38 y290 ff16 fs23 fca sc0 ls0 ws0">Zarząd Spółki</div><div class="t m4 x78 h38 y291 ff16 fs23 fca sc0 ls0 ws0">Zarząd Spółki</div><div class="t m4 x79 h38 y290 ff16 fs23 fca sc0 ls0 ws0">Zarząd Spółki<span class="_ _7e"></span>Zarząd Spółki<span class="_ _7f"> </span>Zarząd Spółki</div><div class="t m5 x63 h39 y292 ff15 fs24 fcb sc0 ls0 ws0">ZARZĄDZANIE GRUPĄ</div><div class="t m5 x7a h39 y293 ff15 fs24 fcb sc0 ls0 ws0">REGULACJE</div><div class="t m5 x7b h39 y294 ff15 fs24 fcb sc0 ls0 ws0">PRAWNE</div><div class="t m5 x7c h39 y295 ff15 fs24 fcb sc0 ls0 ws0">NADZÓR I </div><div class="t m5 x7d h39 y296 ff15 fs24 fcb sc0 ls0 ws0">ZARZĄDZANIE </div><div class="t m5 x7e h39 y297 ff15 fs24 fcb sc0 ls0 ws0">OPERACYJNE</div><div class="t m2 x12 hc y255 ff8 fs9 fc0 sc0 ls0 ws0">GOVER<span class="_ _0"></span>NANCE - Ład kor<span class="_ _0"></span>poracy<span class="_ _0"></span>jny</div></div><div class="pi" ></div></div><div id="pf14" class="pf w0 h0" ><div class="pc pc14 w0 h0"><img class="bi x0 y298 w7 h3a" alt="" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAABDgAAAPZCAIAAAB7zQ1xAAAACXBIWXMAABYlAAAWJQFJUiTwAAAR40lEQVR42u3a0U3FMBBFQRtZIlsYNdECNdGYpSTOUoQt4QczJdy/o91aPr7KBvL7swAAAJRSSnkzAQAAIFQAAACECgAAIFQAAACECgAAIFQAAACECgAAIFQAAACECgAAgFABAACECgAAgFABAACECgAAgFABAACECgAAgFABAACECgAAgFABAAAQKgAAgFABAAAQKgAAgFABAAAQKgAAgFABAAAQKgAAAEIFAAAQKgAAAEIFAAAQKgAAAEIFAAAQKgAAAEIFAAAQKgAAAEIFAABAqAAAAEIFAABAqAAAAEIFAABAqAAAAEIFAABAqAAAAAgVAABAqAAAAAgVAABAqAAAAAgVAABAqAAAAAgVAABAqAAAAAgVAAAAoQIAAAgVAAAAoQIAAAgVAAAAoQIAAAgVAAAAoQIAACBUAAAAoQIAACBUAAAAoQIAACBUAAAAoQIAACBUAAAAoQIAACBUAAAAhAoAACBUAAAAhAoAACBUAAAAhAoAACBUAAAAhAoAAIBQAQAAhAoAAIBQAQAAhAoAAIBQAQAAhAoAAIBQAQAAhAoAAIBQAQAAECoAAIBQAQAAECoAAIBQAQAAECoAAIBQAQAAECoAAABCBQAAECoAAABCBQAAECoAAABCBQAAECoAAABCBQAAECoAAABCBQAAQKgAAABCBQAAQKgAAABCBQAAQKgAAABCBQAAQKgAAAAIFQAAQKgAAAAIFQAAQKgAAAAIFQAAQKgAAAAIFQAAQKgAAAAIFQAAAKECAAAIFQAAAKECAAAIFQAAAKECAAAIFQAAAKECAAAgVAAAAKECAAAgVAAAAKECAAAgVAAAAKECAAAgVAAAAKECAAAgVAAAAIQKAAAgVAAAAIQKAAAgVAAAAIQKAAAgVAAAAIQKAAAgVAAAAIQKAACAUAEAAIQKAACAUAEAAIQKAACAUAEAAIQKAACAUAEAABAqAACAUAEAABAqAACAUAEAABAqAACAUAEAABAqAACAUAEAABAqAAAAQgUAABAqAAAAQgUAABAqAAAAQgUAABAqAAAAQgUAAECoAAAAQgUAAECoAAAAQgUAAECoAAAAQgUAAECoAAAAQgUAAECoAAAACBUAAECoAAAACBUAAECoAAAACBUAAECoAAAACBUAAAChAgAACBUAAAChAgAACBUAAAChAgAACBUAAAChAgAACBUAAAChAgAAIFQAAAChAgAAIFQAAAChAgAAIFQAAAChAgAAIFQAAACECgAAIFQAAACECgAAIFQAAACECgAAIFQAAACECgAAIFQAAACECgAAgFABAACECgAAgFABAACECgAAgFABAACECgAAgFABAAAQKgAAgFABAAAQKgAAgFABAAAQKgAAgFABAAAQKgAAgFABAAAQKgAAAEIFAAAQKgAAAEIFAAAQKgAAAEIFAAAQKgAAAEIFAABAqAAAAEIFAABAqAAAAEIFAABAqAAAAEIFAABAqAAAAEIFAABAqAAAAAgVAABAqAAAAAgVAABAqAAAAAgVAABAqAAAAAgVAAAAoQIAAAgVAAAAoQIAAAgVAAAAoQIAAAgVAAAAoQIAAAgVAAAAoQIAACBUAAAAoQIAACBUAAAAoQIAACBUAAAAoQIAACBUAAAAoWICAABAqAAAAAgVAABAqAAAAAgVAABAqAAAAAgVAABAqAAAAAgVAAAAoQIAAAgVAAAAoQIAAAgVAAAAoQIAAAgVAAAAoQIAAAgVAAAAoQIAACBUAAAAoQIAACBUAAAAoQIAACBUAAAAoQIAACBUAAAAhAoAACBUAAAAhAoAACBUAAAAhAoAACBUAAAAhAoAACBUAAAAhAoAAIBQAQAAhAoAAIBQAQAAhAoAAIBQAQAA/pOamVYAAAC24qICAAAIFQAAAKECAAAIFQAAAKECAAAIFQAAAKECAAAIFQAAAKECAAAgVAAAAKECAAAgVAAAAKECAAAgVAAAAKECAAAgVAAAAKECAAAgVAAAAIQKAAAgVAAAAIQKAAAgVAAAAIQKAAAgVAAAAIQKAACAUAEAAIQKAACAUAEAAIQKAACAUAEAAIQKAACAUAEAAIQKAACAUAEAABAqAACAUAEAABAqAACAUAEAABAqAACAUAEAABAqAAAAQgUAABAqAAAAQgUAABAqAAAAQgUAABAqAAAAQgUAABAqAAAAQgUAAECoAAAAQgUAAECoAAAAQgUAAECoAAAAQgUAAECoAAAACBUAAECoAAAACBUAAECoAAAACBUAAECoAAAACBUAAECoAAAACBUAAAChAgAACBUAAAChAgAACBUAAAChAgAACBUAAAChAgAAIFQAAAChAgAAIFQAAAChAgAAIFQAAAChAgAAIFQAAAChAgAAIFQAAACECgAAIFQAAACECgAAIFQAAACECgAAIFQAAACECgAAgFABAACECgAAgFABAACECgAAgFABAACECgAAgFABAACECgAAgFABAAAQKgAAgFABAAAQKgAAgFABAAAQKgAAgFABAAAQKgAAAEIFAAAQKgAAAEIFAAAQKgAAAEIFAAAQKgAAAEIFAAAQKgAAAEIFAABAqAAAAEIFAABAqAAAAEIFAABAqAAAAEIFAABAqAAAAAgVAABAqAAAAAgVAABAqAAAAAgVAABAqAAAAAgVAABAqAAAAAgVAAAAoQIAAAgVAAAAoQIAAAgVAAAAoQIAAAgVAAAAoQIAAAgVEwAAAEIFAABAqAAAAEIFAABAqAAAAEIFAABAqAAAAEIFAABAqAAAAAgVAABAqAAAAAgVAABAqAAAAAgVAABAqAAAAAgVAABAqAAAAAgVAAAAoQIAAAgVAAAAoQIAAAgVAAAAoQIAAAgVAAAAoQIAACBUAAAAoQIAACBUAAAAoQIAACBUAAAAoQIAACBUAAAAoQIAACBUAAAAhAoAACBUAAAAhAoAACBUAAAAhAoAACBUAAAAhAoAAIBQAQAAhAoAAIBQAQAAhAoAAIBQAQAAhAoAAIBQAQAAhAoAAIBQAQAAECoAAIBQAQAAECoAAIBQAQAAECoAAIBQAQAAECoAAABCBQAAECoAAABCBQAAECoAAABCBQAAECoAAABCBQAAECoAAABCBQAAQKgAAABCBQAAQKgAAABCBQAAQKgAAABCBQAAQKgAAAAIFQAAQKgAAAAIFQAAQKgAAAAIFQAAQKgAAAAIFQAAQKgAAAAIFQAAAKECAAAIFQAAAKECAAAIFQAAAKECAAAIFQAAAKECAAAgVAAAAKECAAAgVAAAAKECAAAgVAAAAKECAAAgVAAAAKECAAAgVAAAAIQKAAAgVAAAAIQKAAAgVAAAAIQKAAAgVAAAAIQKAACAUAEAAIQKAACAUAEAAIQKAACAUAEAAIQKAACAUAEAAIQKAACAUAEAABAqAACAUAEAABAqAACAUAEAABAqAACAUAEAABAqAAAAQgUAABAqAAAAQgUAABAqAAAAQgUAABAqAAAAQgUAABAqAAAAQgUAAECoAAAAQgUAAECoAAAAQgUAAECoAAAAQgUAAECoAAAAQgUAAECoAAAACBUAAECoAAAACBUAAECoAAAACBUAAECoAAAACBUAAAChAgAACBUAAAChAgAACBUAAAChAgAACBUAAAChAgAACBUAAAChAgAAIFQAAAChAgAAIFQAAAChAgAAIFQAAAChAgAAIFQAAACECgAAIFQAAACECgAAIFQAAACECgAAIFQAAACECgAAIFQAAACECgAAgFABAACECgAAgFABAACECgAAgFABAACECgAAgFABAAAQKgAAgFABAAAQKgAAgFABAAAQKgAAgFABAAAQKgAAgFABAAAQKgAAAEIFAAAQKgAAAEIFAAAQKgAAAEIFAAAQKgAAAEIFAABAqAAAAEIFAABAqAAAAEIFAABAqAAAAEIFAABAqAAAAEIFAABAqAAAAAgVAABAqAAAAAgVAABAqAAAAAgVAABAqAAAAAgVAAAAoQIAAAgVAAAAoQIAAAgVAAAAoQIAAAgVAAAAoQIAAAgVAAAAoQIAACBUAAAAoQIAACBUAAAAoQIAACBUAAAAoQIAACBUAAAAhAoAACBUAAAAhAoAACBUAAAAhAoAACBUAAAAhAoAACBUAAAAhAoAAIBQAQAAhAoAAIBQAQAAhAoAAIBQAQAAhAoAAIBQAQAAECoAAIBQAQAAECoAAIBQAQAAECoAAIBQAQAAECoAAIBQAQAAECoAAABCBQAAECoAAABCBQAAECoAAABCBQAAECoAAABCBQAAEComAAAAhAoAAIBQAQAAhAoAAIBQAQAAhAoAAIBQAQAAhAoAAIBQAQAAECoAAIBQAQAAECoAAIBQAQAAECoAAIBQAQAAECoAAIBQAQAAECoAAABCBQAAECoAAABCBQAAECoAAABCBQAAECoAAABCBQAAQKgAAABCBQAAQKgAAABCBQAAQKgAAABCBQAAQKgAAABCBQAAQKgAAAAIFQAAQKgAAAAIFQAAQKgAAAAIFQAAQKgAAAAIFQAAAKECAAAIFQAAAKECAAAIFQAAAKECAAAIFQAAAKECAAAIFQAAAKECAAAgVAAAAKECAAAgVAAAAKECAAAgVAAAAKECAAAgVAAAAIQKAAAgVAAAAIQKAAAgVAAAAIQKAAAgVAAAAIQKAAAgVAAAAIQKAACAUAEAAIQKAACAUAEAAIQKAACAUAEAAIQKAACAUAEAABAqAACAUAEAABAqAACAUAEAABAqAACAUAEAABAqAACAUAEAABAqAAAAQgUAABAqAAAAQgUAABAqAAAAQgUAABAqAAAAQgUAAECoAAAAQgUAAECoAAAAQgUAAECoAAAAQgUAAECoAAAAQgUAAECoAAAACBUAAECoAAAACBUAAECoAAAACBUAAECoAAAACBUAAAChAgAACBUAAAChAgAACBUAAAChAgAACBUAAAChAgAACBUAAAChAgAAIFQAAAChAgAAIFQAAAChAgAAIFQAAAChAgAAIFQAAACECgAAIFQAAACECgAAIFQAAACECgAAIFQAAACECgAAIFQAAACECgAAgFABAACECgAAgFABAACECgAAgFABAAD+umaChc7zvO9hBwAAmBFxCJWV7ntc12UHAACYcRzvXr8AAIDtCBUAAECoAAAACBUAAECoAAAACBUAAECoAAAACBUAAECoAAAACBUAAAChAgAACBUAAAChAgAACBUAAAChAgAACBUAAAChAgAACBUAAAChAgAAIFQAAAChAgAAIFQAAAChAgAAIFQAAAChAgAAIFQAAACECgAAIFQAAACECgAAIFQAAACECgAAIFQAAACECgAAIFQAAACECgAAgFABAABeSs1MK6wyxniexw4AADCjtSZUAACA7Xj9AgAAhAoAAIBQAQAAhAoAAIBQAQAAhAoAAIBQAQAAhAoAAIBQAQAAECoAAIBQAQAAECoAAIBQAQAAECoAAIBQAQAAECoAAIBQAQAAECoAAABCBQAAECoAAABCBQAAECoAAABCBQAAECoAAABCBQAAQKgAAABCBQAAQKgAAABCBQAAQKgAAABCBQAAQKgAAABCBQAAQKgAAAAIFQAAQKgAAAAIFQAAQKgAAAAIFQAAQKgAAAD8pmaChXrvRgAAgEkRUTPTEAAAwFa8fgEAAEIFAABAqAAAAEIFAABAqAAAAEIFAABAqAAAAEIFAABAqAAAAAgVAABAqAAAAAgVAABAqAAAAAgVAABAqAAAAAgVAABAqAAAAAgVAAAAoQIAAAgVAAAAoQIAAAgVAAAAoQIAAAgVAAAAoQIAACBUAAAAoQIAACBUAAAAoQIAACBUAAAAoQIAACBUAAAAoQIAACBUAAAAhAoAAPBSmgkW6r0bAQAAJkVEzUxDAAAAW/H6BQAACBUAAAChAgAACBUAAAChAgAACBUAAAChAgAACBUAAAChAgAAIFQAAAChAgAAIFQAAAChAgAAIFQAAAChAgAAIFQAAAChAgAAIFQAAACECgAAIFQAAACECgAAIFQAAACECgAAIFQAAACECgAAgFABAACECgAAgFABAACECgAAgFABAACECgAAgFABAACECgAAgFABAAAQKgAAgFABAACY0UywUO/dCAAAMCkifgAn2DScnRrxigAAAABJRU5ErkJggg=="/><div class="t m0 x7f ha y32 ff6 fs7 fc3 sc0 ls74 wsa5">20</div><div class="t m0 x11 h8 y278 ff7 fs5 fc4 sc0 ls4a wsae">Wytyczne grupow<span class="_ _0"></span>e</div><div class="t m0 x11 h8 y299 ff6 fs5 fc4 sc0 ls4a wseb">Dokument<span class="_ _0"></span>y w for<span class="_ _0"></span>mie wyty<span class="_ _0"></span>czny<span class="_ _0"></span>ch grupowych s<span class="_ _1"></span>tanda<span class="_ _2"></span>ryzują kluczowe pr<span class="_ _0"></span>ocesy i wpr<span class="_ _0"></span>owadza<span class="_ _0"></span>ją wspólne zasad<span class="_ _0"></span>y działania w spółkach </div><div class="t m0 x11 h8 y29a ff6 fs5 fc4 sc0 ls4a wsb2">Grupy Apat<span class="_ _1"></span>or<span class="_ _1"></span>.<span class="_ _0"></span> Dotycz<span class="_ _0"></span>ą takich obszar<span class="_ _0"></span>ów,<span class="_ _1"></span> jak:</div><div class="t m0 x37 h8 y29b ff8 fs5 fc1 sc0 ls0 ws0"> <span class="_ _33"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ls4a wsfb">zarządzanie st<span class="_ _0"></span>ra<span class="_ _0"></span>tegią Grupy Apa<span class="_ _0"></span>tor<span class="_ _f"></span>,</span></span></div><div class="t m0 x37 h8 y29c ff8 fs5 fc1 sc0 ls0 ws0"> <span class="_ _33"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ls4a wsfb">kod<span class="_ _0"></span>eks etyczn<span class="_ _0"></span>y Grupy Apat<span class="_ _1"></span>or<span class="_ _0"></span>,<span class="_ _1"></span> </span></span></div><div class="t m0 x37 h8 y29d ff8 fs5 fc1 sc0 ls0 ws0"> <span class="_ _33"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ls4a ws33">compliance,</span></span></div><div class="t m0 x37 h8 y29e ff8 fs5 fc1 sc0 ls0 ws0"> <span class="_ _33"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ls4a">st<span class="_ _0"></span>rat<span class="_ _1"></span>egia CSR,</span></span></div><div class="t m0 x37 h8 y27f ff8 fs5 fc1 sc0 ls0 ws0"> <span class="_ _33"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ls4a wsfc">infor<span class="_ _0"></span>macy<span class="_ _0"></span>jne (m.in.<span class="_ _0"></span> zasad<span class="_ _0"></span>y komunika<span class="_ _0"></span>cji,<span class="_ _1"></span> zasady przekazywania infor<span class="_ _1"></span>macj<span class="_ _2"></span>i pouf<span class="_ _0"></span>ny<span class="_ _0"></span>ch,<span class="_ _1"></span> regulacji w dokumentach k<span class="_ _0"></span>or<span class="_ _0"></span>poracy<span class="_ _0"></span>jny<span class="_ _0"></span>ch </span></span></div><div class="t m0 x1d h8 y29f ff6 fs5 fc4 sc0 ls4a ws33">spółek),</div><div class="t m0 x37 h8 y2a0 ff8 fs5 fc1 sc0 ls0 ws0"> <span class="_ _33"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ls4a ws9">finansowe (m.in.<span class="_ _1"></span> ubezpieczenia i kredyt parasolo<span class="_ _0"></span>wy<span class="_ _0"></span>,<span class="_ _1"></span> zabezpieczenia przed ryzykiem finansowym),</span></span></div><div class="t m0 x37 h8 y2a1 ff8 fs5 fc1 sc0 ls0 ws0"> <span class="_ _33"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ls4a ws11">obszaro<span class="_ _0"></span>we (dot<span class="_ _0"></span>yczą<span class="_ _0"></span>cej m.in.<span class="_ _0"></span> procesu z<span class="_ _0"></span>akupów,<span class="_ _1"></span> IT<span class="_ _1"></span>,<span class="_ _1"></span> ochrony śr<span class="_ _0"></span>odowiska<span class="_ _1"></span>,<span class="_ _1"></span> marketingu <span class="_ _0"></span>i promocji).</span></span></div><div class="t m0 x11 h8 y283 ff6 fs5 fc4 sc0 ls4a ws9">W 2023 roku w Grupie <span class="_ _0"></span>Apat<span class="_ _0"></span>or aktyw<span class="_ _0"></span>nie działały trzy k<span class="_ _0"></span>omit<span class="_ _0"></span>ety g<span class="_ _0"></span>rupowe:</div><div class="t m0 x37 h8 y284 ff8 fs5 fc1 sc0 ls0 ws0"> <span class="_ _33"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ls4a ws18">K<span class="_ _0"></span>omit<span class="_ _0"></span>et Finansowy – odpowiedzialny m.in.<span class="_ _1"></span> za analizę i ocenę bieżącej sytuacji finanso<span class="_ _0"></span>wej spółek Grupy <span class="_ _0"></span>Apat<span class="_ _0"></span>or<span class="_ _1"></span>,<span class="_ _1"></span> <span class="_ _2"></span>przeds<span class="_ _0"></span>tawianie </span></span></div><div class="t m0 x1d h8 y285 ff6 fs5 fc4 sc0 ls4a wsfd">prognoz dla k<span class="_ _0"></span>olejn<span class="_ _0"></span>ych okr<span class="_ _0"></span>esów w odniesieniu do z<span class="_ _0"></span>atwier<span class="_ _0"></span>dzonego budżet<span class="_ _0"></span>u,<span class="_ _1"></span> analizę otoczenia regulac<span class="_ _0"></span>yjnego w z<span class="_ _0"></span>akresie zmian <span class="_ _72"></span><span class="ls0 ws0"> </span></div><div class="t m0 x1d h8 y2a2 ff6 fs5 fc4 sc0 ls4a ws0">i ich ist<span class="_ _1"></span>otności,</div><div class="t m0 x37 h8 y2a3 ff8 fs5 fc1 sc0 ls0 ws0"> <span class="_ _33"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ls4a wsfe">K<span class="_ _0"></span>omit<span class="_ _0"></span>et Pełnomocników S<span class="_ _0"></span>ys<span class="_ _0"></span>temów Zarz<span class="_ _0"></span>ądzania – odpowiedzialny z<span class="_ _0"></span>a dosk<span class="_ _0"></span>onalenie sy<span class="_ _0"></span>st<span class="_ _0"></span>emów zarz<span class="_ _0"></span>ądzania w Grupie Apa<span class="_ _0"></span>tor </span></span></div><div class="t m0 x1d h8 y2a4 ff6 fs5 fc4 sc0 ls4a wsb6">poprzez ich int<span class="_ _0"></span>egrację w wybr<span class="_ _0"></span>any<span class="_ _0"></span>ch obszarach,</div><div class="t m0 x37 h8 y2a5 ff8 fs5 fc1 sc0 ls0 ws0"> <span class="_ _33"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ls4a">K<span class="_ _0"></span>omit<span class="_ _0"></span>et R&amp;D – skupiający się na int<span class="_ _1"></span>egracji i wdrażaniu wspóln<span class="_ _0"></span>ych ro<span class="_ _0"></span>związań R&amp;D w Grupie Apa<span class="_ _0"></span>tor<span class="_ _f"></span>.</span></span></div><div class="t m0 x11 h8 y2a6 ff7 fs5 fc4 sc0 ls4a ws0">Zintegr<span class="_ _0"></span>owan<span class="_ _0"></span>y Sys<span class="_ _0"></span>tem Zarządzania</div><div class="t m0 x11 h8 y2a7 ff6 fs5 fc4 sc0 ls4a wsff">Spółki Grupy <span class="_ _0"></span>Apat<span class="_ _0"></span>or prowa<span class="_ _0"></span>dzą działalność zgodni<span class="_ _0"></span>e z przyjęty<span class="_ _0"></span>m Zint<span class="_ _0"></span>egrowan<span class="_ _0"></span>ym Sys<span class="_ _0"></span>t<span class="_ _0"></span>emem Zarządzania obejmującym polit<span class="_ _0"></span>yki <span class="_ _34"></span><span class="ls0 ws0"> </span></div><div class="t m0 x11 h8 y2a8 ff6 fs5 fc4 sc0 ls5a ws0">w zakresie:</div><div class="t m0 x37 h8 y2a9 ff8 fs5 fc1 sc0 ls0 ws0"> <span class="_ _33"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ls4a wsb2">zarządzania jak<span class="_ _0"></span>ością<span class="_ _1"></span>,</span></span></div><div class="t m0 x37 h8 y2aa ff8 fs5 fc1 sc0 ls0 ws0"> <span class="_ _33"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ls4a ws9">zarządzania śr<span class="_ _0"></span>odowisk<span class="_ _0"></span>owego,</span></span></div><div class="t m0 x37 h8 y2ab ff8 fs5 fc1 sc0 ls0 ws0"> <span class="_ _33"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ls4a ws9">zarządzania bezpieczeńs<span class="_ _0"></span>twem i higieną pr<span class="_ _0"></span>acy<span class="_ _0"></span>,</span></span></div><div class="t m0 x37 h8 y2ac ff8 fs5 fc1 sc0 ls0 ws0"> <span class="_ _33"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ls4a">bezpieczeńst<span class="_ _0"></span>wa inf<span class="_ _0"></span>ormacji.</span></span></div><div class="t m0 x11 h8 y2ad ff6 fs5 fc4 sc0 ls4a ws100">Sys<span class="_ _0"></span>tem<span class="_ _0"></span>y Zarządzania są do<span class="_ _0"></span>st<span class="_ _0"></span>osow<span class="_ _0"></span>ane do specyfiki działalno<span class="_ _0"></span>ści poszczególn<span class="_ _0"></span>ych spółek.<span class="_ _1"></span> Krajowe spółk<span class="_ _0"></span>i Grupy pr<span class="_ _0"></span>owadzące działal<span class="ls0 ws0">-</span></div><div class="t m0 x11 h8 y2ae ff6 fs5 fc4 sc0 ls4a ws9">ność produk<span class="_ _0"></span>cy<span class="_ _0"></span>jną działają w oparciu o nas<span class="_ _0"></span>t<span class="_ _0"></span>ępujące normy:</div><div class="t m0 x80 h8 y2af ff6 fs5 fc4 sc0 ls0 ws11">Rodza<span class="_ _0"></span>j nor<span class="_ _0"></span>my<span class="_ _80"> </span><span class="ws0">Apat<span class="_ _0"></span>or<span class="_ _81"> </span>Apat<span class="_ _0"></span>or Metrix<span class="_ _82"> </span>Apat<span class="_ _0"></span>or Powogaz<span class="_ _83"> </span><span class="ls75 ws101">FA<span class="_ _2"></span>P<span class="_ _2"></span> PA<span class="_ _2"></span>FA<span class="_ _1b"></span>L<span class="_ _84"> </span></span><span class="ws102">Apat<span class="_ _0"></span>or T<span class="_ _f"></span>elemetria</span></span></div><div class="t m0 x80 h8 y2b0 ff6 fs5 fc4 sc0 ls0 ws0">PN-EN ISO 9001:2015<span class="_ _85"> </span>X<span class="_ _86"> </span>X<span class="_ _87"> </span>X<span class="_ _88"> </span>X<span class="_ _88"> </span>X</div><div class="t m0 x80 h8 y2b1 ff6 fs5 fc4 sc0 ls0 wsb2">PN-EN ISO 14001:2015<span class="_ _68"> </span><span class="ws0">X<span class="_ _86"> </span>X<span class="_ _87"> </span>X<span class="_ _88"> </span>X<span class="_ _88"> </span>X</span></div><div class="t m0 x80 h8 y2b2 ff6 fs5 fc4 sc0 ls0 ws0">PN-ISO 45001:2018<span class="_ _89"> </span>X<span class="_ _86"> </span>X<span class="_ _87"> </span>X<span class="_ _88"> </span>X<span class="_ _88"> </span>X</div><div class="t m0 x80 h8 y2b3 ff6 fs5 fc4 sc0 ls0 ws0">PN ISO/IEC 27001:2014-12<span class="_ _8a"> </span>X<span class="_ _86"> </span>X<span class="_ _8b"> </span>X</div><div class="t m2 x1b hc y255 ff8 fs9 fc0 sc0 ls0 ws0">GOVER<span class="_ _0"></span>NANCE - Ład kor<span class="_ _0"></span>poracy<span class="_ _0"></span>jny</div></div><div class="pi" ></div></div><div id="pf15" class="pf w0 h0" ><div class="pc pc15 w0 h0"><img class="bi x11 y2b4 w4 h3b" alt="" src="data:image/png;base64,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"/><div class="t m0 x58 ha y32 ff6 fs7 fc3 sc0 ls76 ws47">21</div><div class="t m0 x11 h8 y278 ff7 fs5 fc4 sc0 ls4a wsae">Polityk<span class="_ _0"></span>a zintegr<span class="_ _0"></span>owanego s<span class="_ _0"></span>ys<span class="_ _0"></span>temu zarządz<span class="_ _0"></span>ania w Apat<span class="_ _0"></span>or SA</div><div class="t m0 x11 h8 y299 ff6 fs5 fc4 sc0 ls4a ws103">Zint<span class="_ _0"></span>egrowan<span class="_ _0"></span>y Sys<span class="_ _0"></span>tem Zarz<span class="_ _0"></span>ądzania obejmuje wszys<span class="_ _0"></span>tk<span class="_ _0"></span>ie kluczowe dla spółk<span class="_ _0"></span>i obszary działania: jak<span class="_ _0"></span>ość,<span class="_ _1"></span> środo<span class="_ _0"></span>wisko,<span class="_ _1"></span> BHP oraz bez<span class="ls0 ws0">-</span></div><div class="t m0 x11 h8 y29a ff6 fs5 fc4 sc0 ls4a ws104">pieczeńst<span class="_ _0"></span>wo inf<span class="_ _0"></span>ormacji.<span class="_ _1"></span> Integr<span class="_ _0"></span>acja sys<span class="_ _0"></span>t<span class="_ _0"></span>emów pozwala na us<span class="_ _0"></span>pójnienie procesów<span class="_ _0"></span>,<span class="_ _1"></span> procedur i pr<span class="_ _0"></span>aktyk <span class="_ _0"></span>działania<span class="_ _1"></span>,<span class="_ _0"></span> lepsze planow<span class="_ _0"></span>anie </div><div class="t m0 x11 h8 y29b ff6 fs5 fc4 sc0 ls4a ws9">zasobów i w ef<span class="_ _0"></span>ek<span class="_ _0"></span>cie,<span class="_ _1"></span> ciągłe zwiększanie efekt<span class="_ _0"></span>ywnoś<span class="_ _0"></span>ci organizacji.</div><div class="t m0 x81 h3c y2b5 ff17 fs25 fc6 sc0 ls0 ws0"><span class="_ _32"> </span><span class="ff18 fcc">Cele ﬁ<span class="ls77 ws105">nan</span>sowe</span></div><div class="t m0 x81 h3c y2b6 ff17 fs25 fc6 sc0 ls0 ws0"><span class="_ _32"> </span><span class="ff18 fcc">Cele procesu sprz<span class="ls77 ws105">eda<span class="ls78 ws106">ży</span></span> </span></div><div class="t m0 x81 h3c y2b7 ff17 fs25 fc6 sc0 ls0 ws0"><span class="_ _32"> </span><span class="ff18 fcc">Cele procesu zak<span class="ls77 ws105">upó</span>w</span></div><div class="t m0 x81 h3c y2b8 ff17 fs25 fc6 sc0 ls0 ws0"><span class="_ _32"> </span><span class="ff18 fcc">Cele procesu pr<span class="ls77 ws105">odu</span>kcji, <span class="_ _0"></span>w tym </span></div><div class="t m0 x44 h3c y2b9 ff18 fs25 fcc sc0 ls0 ws0">wskaźniki jakości </div><div class="t m0 x81 h3c y2ba ff17 fs25 fc6 sc0 ls0 ws0"><span class="_ _32"> </span><span class="ff18 fcc">Cele procesu zarz<span class="_ _0"></span><span class="ls77 ws105">ąd<span class="ls0 ws0">z</span>an<span class="ls0 ws0">ia </span></span></span></div><div class="t m0 x44 h3c y2bb ff18 fs25 fcc sc0 ls0 ws0">zas<span class="ls77 ws105">oba</span>mi l<span class="ls77 ws105">ud</span>z<span class="_ _0"></span>kimi</div><div class="t m0 x82 h3c y2b5 ff17 fs25 fc6 sc0 ls0 ws0"><span class="_ _32"> </span><span class="ff18 fcc">Zarz<span class="ls77 ws105">ąd</span>z<span class="ls77 ws105">an</span>ie <span class="ls77 ws105">odpa<span class="ls79 ws107">da</span></span>mi</span></div><div class="t m0 x82 h3c y2b6 ff17 fs25 fc6 sc0 ls0 ws0"><span class="_ _32"> </span><span class="ff18 fcc">Zarz<span class="ls77 ws105">ąd</span>z<span class="ls77 ws105">an</span>ie m<span class="ls77 ws105">ed</span>iami </span></div><div class="t m0 x82 h3c y2b7 ff17 fs25 fc6 sc0 ls0 ws0"><span class="_ _32"> </span><span class="ff18 fcc ls77 ws105">Ene<span class="ls0 ws0">rgochł<span class="ls79 ws107">on</span>ność </span></span></div><div class="t m0 x82 h3c y2b8 ff17 fs25 fc6 sc0 ls0 ws0"><span class="_ _32"> </span><span class="ff18 fcc">Zu<span class="ls78 ws106">ży</span>cie w<span class="ls77 ws105">od</span>y </span></div><div class="t m0 x83 h3c y2b5 ff17 fs25 fc6 sc0 ls0 ws0"><span class="_ _32"> </span><span class="ff18 fcc">Dost<span class="ls77 ws105">ępn</span>ość systemów </span></div><div class="t m0 x84 h3c y2bc ff18 fs25 fcc sc0 ls0 ws0">krytyczny<span class="_ _0"></span>ch </div><div class="t m0 x83 h3c y2bd ff17 fs25 fc6 sc0 ls0 ws0"><span class="_ _32"> </span><span class="ff18 fcc">Zarz<span class="ls77 ws105">ąd</span>z<span class="ls77 ws105">an</span>ie incy<span class="_ _0"></span><span class="ls77 ws105">den<span class="ls0 ws0">ta<span class="ls7a ws108">mi</span> </span></span></span></div><div class="t m0 x85 h3c y2b5 ff17 fs25 fc6 sc0 ls0 ws0"><span class="_ _32"> </span><span class="ff18 fcc">Wypadkowość</span></div><div class="t m0 x86 h3d y2be ff19 fs26 fc0 sc0 ls0 ws0">Polityka zintegrowanego systemu zarządzania</div><div class="t m0 x87 h3c y2bf ff18 fs25 fcd sc0 ls0 ws0">C<span class="ls77 ws105">ELE</span> SYSTEMU</div><div class="t m0 x7a h3c y2c0 ff18 fs25 fcd sc0 ls0 ws0">ZARZĄDZANIA </div><div class="t m0 x7d h3e y2c1 ff1a fs25 fcd sc0 ls0 ws0">JAKOŚCIĄ<span class="_ _1"></span> </div><div class="t m0 x88 h3c y2c2 ff18 fs25 fcd sc0 ls0 ws0">IS<span class="ls7b ws109">O <span class="ls77 ws105">900</span></span>1</div><div class="t m0 x89 h3c y2bf ff18 fs25 fcd sc0 ls0 ws0">C<span class="ls77 ws105">ELE</span> SYSTEMU</div><div class="t m0 x8a h3c y2c0 ff18 fs25 fcd sc0 ls0 ws0">ZARZĄDZANIA </div><div class="t m0 x8b h3e y2c1 ff1a fs25 fcd sc0 ls0 ws0">ŚRODOWISKIEM</div><div class="t m0 x77 h3c y2c2 ff18 fs25 fcd sc0 ls0 ws0">IS<span class="ls7b ws109">O <span class="ls77 ws105">1400</span></span>1</div><div class="t m0 x8c h3c y2bf ff18 fs25 fcd sc0 ls0 ws0">C<span class="ls77 ws105">ELE</span> SYSTEMU</div><div class="t m0 x20 h3c y2c0 ff18 fs25 fcd sc0 ls0 ws0">ZARZĄDZANIA </div><div class="t m0 x8d h3e y2c1 ff1a fs25 fcd sc0 ls0 ws0">BEZPIECZEŃSTWA<span class="_ _1"></span> </div><div class="t m0 x8e h3e y2c3 ff1a fs25 fcd sc0 ls0 ws0">INFORMA<span class="_ _0"></span>CJI</div><div class="t m0 x8f h3c y2c2 ff18 fs25 fcd sc0 ls0 ws0">IS<span class="ls7b ws109">O <span class="ls77 ws105">2700</span></span>1</div><div class="t m0 x90 h3c y2bf ff18 fs25 fcd sc0 ls0 ws0">C<span class="ls77 ws105">ELE</span> SYSTEMU</div><div class="t m0 x91 h3c y2c0 ff18 fs25 fcd sc0 ls0 ws0">ZARZĄDZANIA </div><div class="t m0 x92 h3e y2c1 ff1a fs25 fcd sc0 ls0 ws0">BEZPIECZEŃSTWEM </div><div class="t m0 x93 h3e y2c3 ff1a fs25 fcd sc0 ls0 ws0">PRACY</div><div class="t m0 x94 h3c y2c2 ff18 fs25 fcd sc0 ls0 ws0">IS<span class="ls7b ws109">O <span class="ls77 ws105">4500</span></span>1</div><div class="t m0 x11 h8 y2c4 ff6 fs5 fc4 sc0 ls4a ws9">Element<span class="_ _0"></span>y sys<span class="_ _0"></span>temu z<span class="_ _0"></span>arządzania w Apa<span class="_ _0"></span>tor S<span class="_ _0"></span>A prezent<span class="_ _1"></span>uje poniższy schemat:</div><div class="t m0 x95 h3f y2c5 ff1b fs27 fc0 sc0 ls0 ws0">Audyty zewnętrzne: certyﬁkacyjne i w nadzorze</div><div class="t m0 x96 h3f y2c6 ff1b fs27 fc0 sc0 ls0 ws0">Certyﬁkaty </div><div class="t m0 x51 h3f y2c7 ff1b fs27 fc0 sc0 ls0 ws0">na zgodność </div><div class="t m0 x24 h3f y2c8 ff1b fs27 fc0 sc0 ls0 ws0">z normami</div><div class="t m0 x97 h40 y2c9 ff1c fs27 fca sc0 ls0 ws0">Audyty wewnętrzne procesów / obszarów funkcjonalnych</div><div class="t m0 x44 h40 y2ca ff1c fs27 fca sc0 ls0 ws0">Procesy</div><div class="t m0 x1d h40 y2cb ff1c fs27 fca sc0 ls0 ws0">biznesowe</div><div class="t m0 x98 h40 y2ca ff1c fs27 fca sc0 ls0 ws0">Sprawozdanie</div><div class="t m0 x99 h40 y2cb ff1c fs27 fca sc0 ls0 ws0">roczne</div><div class="t m0 x57 h41 y2cc ff1b fs28 fc6 sc0 ls0 ws0">PRZEGLĄD SYSTEMU ZARZĄ<span class="_ _0"></span>DZANIA<span class="_ _0"></span> </div><div class="t m0 x28 h41 y2cd ff1b fs28 fc6 sc0 ls0 ws0">Ustalenie <span class="ls7c ws10a">ce</span>ló<span class="ls7d ws10b">w </span>dla </div><div class="t m0 x28 h41 y2ce ff1b fs28 fc6 sc0 ls0 ws0">pro<span class="ls7c ws10a">ces</span>ów/obszarów<span class="_ _2"></span>  </div><div class="t m0 x29 h42 y2cf ff1c fs28 fc6 sc0 ls0 ws0">Pr<span class="ls7e ws10c">zy</span>pis<span class="ls7c ws10a">an</span>ie zas<span class="ls7c ws10a">obó</span>w   </div><div class="t m0 x29 h42 y2d0 ff1c fs28 fc6 sc0 ls7c ws10a">i odpo<span class="ls0 ws0">wiedzial<span class="ls7f ws10d">no</span>ści <span class="_ _1"></span>za </span></div><div class="t m0 x29 h42 y2d1 ff1c fs28 fc6 sc0 ls0 ws0">ich r<span class="ls7c ws10a">ea<span class="ls80 ws10e">li</span></span>zację </div><div class="t m0 x9a h41 y2d2 ff1b fs28 fc6 sc0 ls0 ws0">Monitoring r<span class="ls7c ws10a">ea<span class="ls81 ws10f">li</span></span>za<span class="_ _2"></span>cji </div><div class="t m0 x9a h41 y2d3 ff1b fs28 fc6 sc0 ls7c ws10a">ce<span class="ls0 ws0">lów bizn</span>es<span class="ls0 ws0">owych </span></div><div class="t m0 x9a h42 y2d4 ff1c fs28 fc6 sc0 ls81 ws10f">Omawianie wyników </div><div class="t m0 x9a h42 y2d5 ff1c fs28 fc6 sc0 ls81 ws10f">na spotkaniach </div><div class="t m0 x9a h42 y2d6 ff1c fs28 fc6 sc0 ls81 ws10f">menedżerskich</div><div class="t m0 x9b h41 y2d7 ff1b fs28 fc6 sc0 ls0 ws0">Podejmowanie działań </div><div class="t m0 x9b h41 y2d8 ff1b fs28 fc6 sc0 ls0 ws0">dotycz<span class="ls7c ws10a">ąc</span>y<span class="_ _1"></span>c<span class="_ _2"></span>h popraw<span class="_ _2"></span>y </div><div class="t m0 x9b h41 y2d9 ff1b fs28 fc6 sc0 ls0 ws0">wyników</div><div class="t m0 x9b h42 y2da ff1c fs28 fc6 sc0 ls0 ws0">Dział<span class="ls7c ws10a">an</span>ia <span class="_ _0"></span>korekcyj<span class="ls7c ws10a">ne</span> </div><div class="t m0 x9b h42 y2db ff1c fs28 fc6 sc0 ls0 ws0">i korygujące</div><div class="t m0 x11 h8 y2dc ff6 fs5 fc4 sc0 ls4a ws110">Analogiczne Zint<span class="_ _0"></span>egrowane S<span class="_ _0"></span>yst<span class="_ _1"></span>emy Zarządzania funkcj<span class="_ _0"></span>onują w pozost<span class="_ _0"></span>ałych spółk<span class="_ _0"></span>ach Grupy Apa<span class="_ _0"></span>t<span class="_ _0"></span>or posiadających <span class="_ _0"></span>wdrożone <span class="_ _34"></span><span class="ls0 ws0"> </span></div><div class="t m0 x11 h8 y2dd ff6 fs5 fc4 sc0 ls4a ws9">i certyfik<span class="_ _0"></span>owane sy<span class="_ _0"></span>st<span class="_ _0"></span>emy z<span class="_ _0"></span>arządzania<span class="_ _1"></span>.</div><div class="t m2 x12 hc y255 ff8 fs9 fc0 sc0 ls0 ws0">GOVER<span class="_ _0"></span>NANCE - Ład kor<span class="_ _0"></span>poracy<span class="_ _0"></span>jny</div></div><div class="pi" ></div></div><div id="pf16" class="pf w0 h0" ><div class="pc pc16 w0 h0"><img class="bi x0 y2de w8 h43" alt="" 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"/><div class="t m0 x7f ha y32 ff6 fs7 fc3 sc0 ls0 ws0">22</div><div class="t m0 x9c h16 y2df ff6 fsf fc1 sc0 ls0 ws0">3.2.2.<span class="_ _1"></span> Strukt<span class="_ _1"></span>ura Grupy <span class="_ _0"></span>Apat<span class="_ _1"></span>or</div><div class="t m0 x9c h8 y2e0 ff6 fs5 fc4 sc0 ls4a ws9">Strukt<span class="_ _0"></span>ura Gr<span class="_ _0"></span>upy Apa<span class="_ _0"></span>tor na dzień 31 gr<span class="_ _0"></span>udnia 2023 r<span class="_ _1"></span>.<span class="_ _1"></span> <span class="_ _2"></span>przeds<span class="_ _0"></span>tawia się nas<span class="_ _0"></span>t<span class="_ _0"></span>ępująco</div><div class="t m0 x9d h44 y2e1 ff1d fs29 fc0 sc0 ls82 ws111">100<span class="ls0 ws0">%</span></div><div class="t m0 x44 h45 y2e2 ff1d fs2a fc1 sc0 ls0 ws0">Apator</div><div class="t m0 x44 h45 y2e3 ff1d fs2a fc1 sc0 ls0 ws0">Metrix</div><div class="t m0 x9e h44 y2e1 ff1d fs29 fc0 sc0 ls82 ws111">100<span class="ls0 ws0">%</span></div><div class="t m0 x9f h45 y2e4 ff1d fs2a fc1 sc0 ls0 ws0">F<span class="_ _0"></span>A<span class="_ _0"></span>P </div><div class="t m0 xa0 h45 y2e5 ff1d fs2a fc1 sc0 ls0 ws0">Pafal</div><div class="t m0 xa1 h44 y2e1 ff1d fs29 fc0 sc0 ls82 ws111">100<span class="ls0 ws0">%</span></div><div class="t m0 xa2 h45 y2e2 ff1d fs2a fc1 sc0 ls0 ws0">Apator</div><div class="t m0 xa3 h45 y2e3 ff1d fs2a fc1 sc0 ls0 ws0">Powogaz</div><div class="t m0 xa4 h44 y2e1 ff1d fs29 fc0 sc0 ls82 ws111">100<span class="ls0 ws0">%</span></div><div class="t m0 xa5 h45 y2e2 ff1d fs2a fc1 sc0 ls0 ws0">Apator</div><div class="t m0 xa5 h45 y2e3 ff1d fs2a fc1 sc0 ls0 ws0">Rector</div><div class="t m0 xa6 h44 y2e1 ff1d fs29 fc0 sc0 ls82 ws111">100<span class="ls0 ws0">%</span></div><div class="t m0 xa7 h45 y2e2 ff1d fs2a fc1 sc0 ls0 ws0">Apator</div><div class="t m0 xa7 h45 y2e3 ff1d fs2a fc1 sc0 ls0 ws0">Mining</div><div class="t m0 x55 h44 y2e1 ff1d fs29 fc0 sc0 ls82 ws111">100<span class="ls0 ws0">%</span></div><div class="t m0 xa8 h45 y2e2 ff1d fs2a fc1 sc0 ls0 ws0">Apator</div><div class="t m0 xa9 h45 y2e3 ff1d fs2a fc1 sc0 ls0 ws0">GmbH</div><div class="t m0 x9d h44 y2e6 ff1d fs29 fc0 sc0 ls82 ws111">100<span class="ls0 ws0">%</span></div><div class="t m0 xaa h45 y2e7 ff1d fs2a fc1 sc0 ls0 ws0">GWi</div><div class="t m0 xab h44 y2e8 ff1d fs29 fc0 sc0 ls82 ws111">100<span class="ls0 ws0">%</span></div><div class="t m0 x1 h45 y2e9 ff1d fs2a fc1 sc0 ls0 ws0">Apator</div><div class="t m0 x5d h45 y2ea ff1d fs2a fc1 sc0 ls0 ws0">Metra</div><div class="t m0 x66 h44 y2e8 ff1d fs29 fc0 sc0 ls82 ws111">100<span class="ls0 ws0">%</span></div><div class="t m0 xac h45 y2e9 ff1d fs2a fc1 sc0 ls0 ws0">Apator</div><div class="t m0 xac h45 y2ea ff1d fs2a fc1 sc0 ls0 ws0">Miitors</div><div class="t m0 x49 h46 y2eb ff1d fs2b fc1 sc0 ls0 ws0">71,89% A<span class="ls83 ws112">pa</span>tor <span class="_ _2"></span>Pow<span class="ls83 ws112">oga</span>z</div><div class="t m0 x49 h46 y2ec ff1d fs2b fc1 sc0 ls83 ws112">20<span class="ls0 ws0">,8% A</span>pa<span class="ls0 ws0">tor</span></div><div class="t m0 x57 h45 y2ed ff1d fs2a fc1 sc0 ls0 ws0">Apator</div><div class="t m0 x46 h45 y2ee ff1d fs2a fc1 sc0 ls0 ws0">T<span class="_ _1"></span>elemetria</div><div class="t m0 xad h44 y2ef ff1d fs29 fc0 sc0 ls0 ws0">92<span class="_ _1"></span>,69%</div><div class="t m2 x1b hc y255 ff8 fs9 fc0 sc0 ls0 ws0">GOVER<span class="_ _0"></span>NANCE - Ład kor<span class="_ _0"></span>poracy<span class="_ _0"></span>jny</div><div class="t m0 x11 h8 y2f0 ff6 fs5 fc4 sc0 ls4a wsb6">Główne zakład<span class="_ _0"></span>y produk<span class="_ _0"></span>cyjne w P<span class="_ _0"></span>olsce</div><div class="t m0 x82 h47 y2f1 ff1e fs2c fc0 sc0 ls0 ws0">Osta<span class="ls84 ws113">sz</span>ewo k. T<span class="_ _0"></span>orunia</div><div class="t m0 xae h47 y2f2 ff1e fs2c fc4 sc0 ls0 ws0">Produ<span class="ls85 ws114">kc</span>ja </div><div class="t m0 xae h47 y2f3 ff1e fs2c fc4 sc0 ls0 ws0">li<span class="ls85 ws114">cz</span>nikó<span class="ls86 ws115">w </span>energii </div><div class="t m0 xae h47 y2f4 ff1e fs2c fc4 sc0 ls0 ws0">ele<span class="ls85 ws114">kt</span>ry<span class="ls85 ws114">cz</span>nej </div><div class="t m0 xae h47 y2f5 ff1e fs2c fc4 sc0 ls0 ws0">i aparatury </div><div class="t m0 xae h47 y2f6 ff1f fs2c fc4 sc0 ls0 ws0">łą<span class="ff1e ls85 ws114">cz</span><span class="ff1e">eniowej </span></div><div class="t m0 x7 h47 y2f7 ff1e fs2c fc0 sc0 ls0 ws0">Jary<span class="ls84 ws113">szk</span>i <span class="ls85 ws114">k.</span> <span class="_ _0"></span>Poznania</div><div class="t m0 xae h47 y2f8 ff1e fs2c fc4 sc0 ls0 ws0">Produ<span class="ls85 ws114">kc</span>ja </div><div class="t m0 xae h47 y2f9 ff1e fs2c fc4 sc0 ls0 ws0">wodomierzy</div><div class="t m0 xae h47 y2fa ff1e fs2c fc4 sc0 ls0 ws0">i c<span class="ff1f">iepło</span>mierzy </div><div class="t m0 xaf h47 y2f1 ff1f fs2c fc0 sc0 ls0 ws0">Ł<span class="ff1e">ó</span>dź</div><div class="t m0 xb0 h47 y2f2 ff1e fs2c fc4 sc0 ls0 ws0">Produ<span class="ls85 ws114">kc</span>ja </div><div class="t m0 x5c h47 y2f3 ff1e fs2c fc4 sc0 ls0 ws0">automatyki </div><div class="t m0 xb1 h47 y2f4 ff1e fs2c fc4 sc0 ls0 ws0">zabezpie<span class="ls87 ws116">cz</span>eniowej </div><div class="t m0 xb2 h47 y2f5 ff1e fs2c fc4 sc0 ls0 ws0">i telemechaniki </div><div class="t m0 xb3 h47 y2f7 ff1e fs2c fc0 sc0 ls0 ws0">T<span class="ls85 ws114">cz</span>ew</div><div class="t m0 xb0 h47 y2f8 ff1e fs2c fc4 sc0 ls0 ws0">Produ<span class="ls85 ws114">kc</span>ja </div><div class="t m0 xb4 h47 y2f9 ff1e fs2c fc4 sc0 ls0 ws0">gazomierzy</div><div class="t m0 x7 h48 y2fb ff1f fs2c fc0 sc0 ls84 ws113">Słupsk</div><div class="t m0 xae h47 y2fc ff1e fs2c fc4 sc0 ls0 ws0">Systemy</div><div class="t m0 xae h48 y2fd ff1f fs2c fc4 sc0 ls86 ws115">i urządzenia</div><div class="t m0 xae h47 y2fe ff1e fs2c fc4 sc0 ls0 ws0">do zdalnego</div><div class="t m0 xae h47 y2ff ff1e fs2c fc4 sc0 ls0 ws0">odczytu</div></div><div class="pi" ></div></div><div id="pf17" class="pf w0 h0" ><div class="pc pc17 w0 h0"><img class="bi xb5 y86 w9 h49" alt="" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAPgAAAHfCAIAAADybYJmAAAACXBIWXMAABYlAAAWJQFJUiTwAAAK3klEQVR42u3afWyU9QHA8YeXjq4VyoAbVchAatQUwclQp5AwpBAVthHnSwquOhbHxDHCiPGNUXAKvkSd7zIFlyowX8ZMQLtAByMBCQZwtEKIEQrOEeSgWLS1Ewr74zHn7e56vRZOhHw+f/Wuz/O7h4dvn+f3PPd0OHbsWJCZI81Hf3Dbn6t3RkuG9K+8/7rOnToGcIpoQ6wz5q+q3hkNgqBq8665S9bbd5yGob/1zo4n3tgUe1lesXbd1o/sPk4VHTKZuuz6uP7snz+X8GZhj/zq+ZMiBXl2IqfDEf1I89HLpr2U/P7euoaSO/5ypPmoncjpEHrZQ2/urWtI+avqndEZ81fZiZzyoS9etW3J6m1pFnjijU1vvbPDfuQUnqPX1EYHT16YySi1L/26f++C49mOXR/XB0Gwbff+4n698nNzUk79jzQf/Wj/py2N0LdX1zR3PNOMn37YeAkrNjQdjtY3hj9v272/IL9Ln15dW9qY+IWTHefeo/2hNzQdPufm+S1NWpIvTP+9aEr77qyn/KDSkcWL7/pxJtfE8QYPiNxx/Q8nXFHcpvFbHTZ5rZra6AuVW+JvQyXvkFvHXTTj2kvyc3Ni58aJDyxLM3jJkP6PTr5i0NkRUX6tU5fxs5dmWHl4YVr20Jvt24JbHvt78gctWb2tHbcvq3dGJz6wrKY2mqXxY2eAMXe9kqbycIeUV6y9e+GazIet2rxr8OSF4ZmHE65zyncPzll4zcf1VW0Z6IaNmxsX5+ZNGN2mj6+pjcauAQp75I+8sF/s5ZQnV2x5blJLK84pG37OWd8JgmDD9j3R+s+37o6GX2YFQfBC5ZbHp5RkPn6kIG/Rnf939ogdektHFo+7tCj2fr/e3YIgeHXN9vi/nNiWhF5cUVO1eVfsAmbmxMuTp2FpNv7trf8xjfmaQv/vuprPZi8cFwRnvTBr/CvvZjLK6usuLPrVfQeWrswZNCBnUFHmH/+3de9/dTyePylSkHd5cZ+pT68MD881tdGWTuVloy8IgwgnKg1Nh8/4yaPhr6L1n7dp/PzcnITZTiz0cZcWJfwqCILlG3bEj5mwhROuKL735XXlFWvDlys37UoeIWHj46+FNmzfk7w8J37qcjT6yYFr7wl/vnjmU7XP3VzYIz/97Hzfs2Xnznrmy8jGTD/W0JT5HODZ5e/Gptfhke+GH52fMtP0uuR0yur4LUn5d1g2+oI2DRK/h3t2+7Yos39EP9J8YMLs5r114avmvXX5k+d9sOzh8bOXxk7HCddPlXOuOTju9vhV9o+/M7Lyj5l89obte2JzgFuu+n74Q6Qgb/CASHgqf3b5u3eXXpbyGrdi5XvxE4YN2/ec2PGzKmHj408RQ88tFGXWQz80t6KpamP8O01VG7s89HLl/TfNXbI+djoOPXnb6N/8dMihe19MXuXQvS92m/WLVj/71TXbv5rixx1ofzb8vDDEvXUNG7bvGTawb/K6CRsT78ZRxcc/frp52pbdx7nT02z8xeedKcrsht701vr68gXJS9SXL+gyauisG4eNuqjf8OmLwlPt678fP2xg3/SrdBk2KM0HNzQdjr9xMe2Zf8R+3ro7Gv/H0KYQ55QNv/qSouyNHwRB/BXtCTR4QGTepBGeHcpu6Eejn0TH3t7SQgeuvaewumLYwL77Xpt636K3wzsJmazSMdK9pQXWVH+YcL8v5WJPvLFp7qQRsbvRLd3r6Ne7W59eXeO/pjnO8bMqtvEz/rQqnFwV9sjf9PTNHvHPcuhHmveVTEuzUPPeugMTZkcqH4kU5H155y7jVYLOnVIu8NjSjRlu4prqD8ODdMobFy05zvEzlPK+UMXK99KvFdv4fr27hSfJvXUNc5esn3XjMEVmMfQDZX84XN3K8ypNVRsPza2IzbzbsUq8aH1j7Oq2ZEj/56dfmbDAtt37x858PZZsW0PM6vjjLi2KnR8GT16YcG5ZvmFH/Nnj8oF90gw1bGDf0pHF4fLlFWuHnlvY7j85Wgm9cfHKxiUZfTVUX77gW0PPz736snaskvD+K//86jJx+jVDk4/N/XsXFPbID0/rVZt3Resb2zR5zer41484PzblSH9lWTqyuNVvf56ffuXqLbvD0cbOfH3fa1NN07Oh44GJc9pwpBx7+xeb32/TKnW/nJfif7fyX7GfRwz+XsoVbx13UcpwM5HV8Tt36rhi3g2lI4tbnYg/PmVUq6Pl5+Ys+N1VsZcT5i3ziH82dNhXMi3h/mAanQp7FDw4pe6m+zL/gLzSkp6LZye8Gf9ER0vHvPjH/cLHBuMfM8zkWcW2jp+8eqQgL811amyETxu/qKmNdj+jS3G/Xi1tXvzHJf82foPT/9NoZ+jN+w7uK5nW6oQ7CILckqE9F8/uGOl+NPpJW1exoznJU5eOke6FmxbmlZakX67rb6+LVD4SJtuOVeAkH9Fjz6N/9tRfD059LOVCPReVp3wssR2rwEkOPQiCwzU7omOmxx5cCSfl310/v3P/Fr+XbscqcBKmLvEvcgYVFVZX5JYMjc2wz/zg1fTJtmMVOMlH9C8daW5a8U4QBMn3v1vUjlXgJIcOp/fUBYQOQgehg9BB6CB0EDoIHaGD0EHoIHQQOggdhA5CB6EjdBA6CB2EDkIHoYPQQeggdIQOQgehg9BB6CB0EDoIHYSO0EHoIHQQOggdhA5CB6GD0BE6CB2EDkIHoYPQQeggdIQOQgehg9BB6CB0EDoIHYSO0EHoIHQQOggdhA5CB6GD0BE6CB2EDkIHoYPQQeggdBA6Qgehg9BB6CB0EDoIHYQOQkfoIHQQOggdhA5CB6GD0EHoCB2EDkIHoYPQQeggdBA6CB2hg9BB6CB0EDoIHYQOQgehI3QQOggdhA5CB6GD0EHoIHSEDkIHoYPQQeggdBA6CB2EjtBB6CB0EDoIHYQOQgehI3QQOggdhA5CB6GD0EHoIHSEDqe5znYB2dNhzIPfhM0oHVnsiI6pCwgdhA5CB6GD0EHoIHSEDkIHoYPQQeggdBA6CB2EjtBB6CB0EDoIHYQOQgehg9AROggdhA5CB6GD0EHoIHQQOkIHoYPQQeggdBA6CB2EDkJH6CB0EDoIHYQOQgehg9BB6AgdhA5CB6GD0EHoIHQQOggdoYPQQeggdBA6CB2EDkIHoSN0EDoIHYQOQgehg9BB6CB0hA5CB6GD0EHoIHQQOggdodsFCB2EDkIHoYPQQeggdBA6Qgehg9BB6CB0EDoIHYQOQkfoIHQQOggdhA5CB6GD0EHoCB2EDkIHoYPQQeggdBA6CB2hg9BB6CB0EDoIHYQOQgehI3QQOggdhA5CB6GD0EHoIHSEDkIHoYPQQeggdBA6CB2EjtBB6CB0EDoIHYQOQgehg9AROggdhA5CB6GD0EHoIHQQOkIHoYPQQeggdBA6CB2EjtBB6CB0EDoIHYQOQgehg9AROggdhA5CB6GD0EHoIHQQOkIHoYPQQeggdBA6CB2EDkJH6CB0EDoIHYQOQgehg9BB6AgdhA5CB6GD0EHoIHQQOggdoYPQQeggdBA6CB2EDkIHoSN0EDoIHYQOQgehg9BB6CB0hA5CB6GD0EHoIHQQOggdhI7QQeggdBA6CB2EDkIHoYPQEToIHYQOQgehg9BB6CB0hA5CB6GD0EHoIHQQOggdhI7QQeggdBA6CB2EDkIHoYPQEToIHYQOQgehg9BB6CB0EDpCB6GD0OEb7n8sVtjO4XxkygAAAABJRU5ErkJggg=="/><div class="t m0 x58 ha y32 ff6 fs7 fc3 sc0 ls0 ws0">23</div><div class="t m2 x12 hc y256 ff8 fs9 fc0 sc0 ls70 ws43">Ład korpor<span class="_ _0"></span>acy<span class="_ _0"></span>jny</div><div class="t m0 x11 hb y87 ff6 fs8 fc1 sc0 ls39 wsb">3.<span class="_ _1"></span>3.<span class="_ _f"></span> K<span class="_ _0"></span>ODEKS<span class="_ _0"></span> ETYCZNY<span class="_ _1"></span> GRU<span class="_ _2"></span>PY<span class="_ _1"></span> AP<span class="_ _f"></span>A<span class="_ _29"></span>TOR</div><div class="t m0 x11 h8 y300 ff7 fs5 fc4 sc0 ls4a wsa">K<span class="_ _0"></span>odeks etyczn<span class="_ _0"></span>y Grupy Apat<span class="_ _0"></span>or<span class="ff6 wsad"> st<span class="_ _0"></span>anowi zbiór nadrzędny<span class="_ _0"></span>ch zasad wyznacza<span class="_ _0"></span>jących ram<span class="_ _0"></span>y post<span class="_ _1"></span>ępowania w działalności biznesowej.<span class="_ _0"></span> </span></div><div class="t m0 x11 h8 y301 ff6 fs5 fc4 sc0 ls4a wseb">Zawiera on przykład<span class="_ _0"></span>y dobrych pr<span class="_ _0"></span>aktyk i wsk<span class="_ _0"></span>azówk<span class="_ _0"></span>i obowiązujące zarów<span class="_ _0"></span>no w relacjach biznesowy<span class="_ _0"></span>ch z klientami,<span class="_ _1"></span> dosta<span class="_ _0"></span>wcami,<span class="_ _1"></span> par<span class="_ _2"></span>t<span class="ls0 ws0">-</span></div><div class="t m0 x11 h8 y302 ff6 fs5 fc4 sc0 ls4a ws9">nerami biznesowymi,<span class="_ _1"></span> jak ró<span class="_ _0"></span>wnież będących pod<span class="_ _0"></span>st<span class="_ _0"></span>awą współprac<span class="_ _0"></span>y wewnąt<span class="_ _0"></span>rz Grupy<span class="_ _1"></span>,<span class="_ _0"></span> w relacjach między członkami zespołu.</div><div class="t m0 x11 h8 y303 ff6 fs5 fc4 sc0 ls4a wse8">Wdr<span class="_ _0"></span>ożeniu K<span class="_ _1"></span>odeksu etycznego <span class="_ _0"></span>w Grupie Apat<span class="_ _1"></span>or towarzyszyła szer<span class="_ _0"></span>oka kampania eduk<span class="_ _0"></span>acyjna w gr<span class="_ _0"></span>onie pracow<span class="_ _0"></span>ników<span class="_ _1"></span>. W<span class="_ _0"></span> 2023 roku,<span class="_ _1"></span> </div><div class="t m0 x11 h8 y304 ff6 fs5 fc4 sc0 ls4a ws103">w ramach przypomnienia zasad et<span class="_ _0"></span>yczny<span class="_ _0"></span>ch obowiązujący<span class="_ _0"></span>ch w organizacji,<span class="_ _1"></span> w wybrany<span class="_ _0"></span>ch spółkach przepr<span class="_ _0"></span>owadzono szk<span class="_ _0"></span>olenia we<span class="ls0 ws0">-</span></div><div class="t m0 x11 h8 y305 ff6 fs5 fc4 sc0 ls4a ws9">wnętrzne do<span class="_ _0"></span>ty<span class="_ _0"></span>czące przeciwdziałaniu mobbingowi i dy<span class="_ _0"></span>skryminacji.</div><div class="t m0 x11 h8 y306 ff6 fs5 fc4 sc0 ls4a ws117">Zapisy K<span class="_ _0"></span>odeks<span class="_ _0"></span>u etyczneg<span class="_ _0"></span>o Grupy Apa<span class="_ _0"></span>t<span class="_ _0"></span>or są cyklicznie poddawane wewnęt<span class="_ _0"></span>rznej weryfikacji przez zespół ds<span class="_ _0"></span>.<span class="_ _0"></span> compliance oraz wy<span class="ls0 ws0">-</span></div><div class="t m0 x11 h8 y307 ff6 fs5 fc4 sc0 ls4a ws13">brany<span class="_ _0"></span>ch menedżerów Grup<span class="_ _0"></span>y Apa<span class="_ _0"></span>tor<span class="_ _f"></span>.<span class="_ _0"></span> K<span class="_ _0"></span>odeks et<span class="_ _0"></span>yczn<span class="_ _0"></span>y Grupy <span class="_ _0"></span>Apat<span class="_ _0"></span>or jes<span class="_ _0"></span>t udos<span class="_ _0"></span>t<span class="_ _0"></span>ępniony na   <span class="fc1 ws33">www<span class="_ _0"></span>.apat<span class="_ _0"></span>or<span class="_ _f"></span>.com<span class="fc4 ws13"> w polskiej i angielsk<span class="_ _0"></span>iej </span></span></div><div class="t m0 x11 h8 y308 ff6 fs5 fc4 sc0 ls4a ws102">wersji <span class="_ _0"></span>język<span class="_ _0"></span>owej.<span class="_ _0"></span> Ponown<span class="_ _0"></span>y przegląd K<span class="_ _0"></span>odeks<span class="_ _0"></span>u ety<span class="_ _0"></span>cznego zos<span class="_ _0"></span>tał zaplanowan<span class="_ _0"></span>y w 2024 roku,<span class="_ _1"></span> w ramach prac nad akt<span class="_ _0"></span>ualizacją Str<span class="_ _0"></span>at<span class="_ _0"></span>e<span class="ls0 ws0">-</span></div><div class="t m0 x11 h8 y309 ff6 fs5 fc4 sc0 ls4a ws0">gii ESG Grupy Apa<span class="_ _0"></span>tor<span class="_ _f"></span>.<span class="_ _0"></span> </div><div class="t m0 x11 h8 y30a ff6 fs5 fc4 sc0 ls4a ws118">W umowach z partner<span class="_ _0"></span>ami biznesowymi (do<span class="_ _0"></span>sta<span class="_ _0"></span>wcami,<span class="_ _1"></span> kooperant<span class="_ _0"></span>ami) wprowad<span class="_ _0"></span>zono klauzule et<span class="_ _0"></span>yczne,<span class="_ _1"></span> na podstawie k<span class="_ _0"></span>tóry<span class="_ _0"></span>ch st<span class="_ _0"></span>ron<span class="_ _0"></span>y </div><div class="t m0 x11 h8 y30b ff6 fs5 fc4 sc0 ls4a wsaa">umowy zobowiązują się do przes<span class="_ _0"></span>trzegania zasad et<span class="_ _0"></span>yczn<span class="_ _0"></span>ych w t<span class="_ _0"></span>ym: procedur ant<span class="_ _0"></span>yk<span class="_ _0"></span>orupcy<span class="_ _0"></span>jny<span class="_ _0"></span>ch,<span class="_ _1"></span> braku k<span class="_ _0"></span>onfliktu int<span class="_ _1"></span>eresów,<span class="_ _1"></span> prze<span class="ls0 ws0">-</span></div><div class="t m0 x11 h8 y30c ff6 fs5 fc4 sc0 ls4a ws119">st<span class="_ _0"></span>rzegania praw człowiek<span class="_ _0"></span>a i praw pr<span class="_ _0"></span>acowniczych,<span class="_ _1"></span> przepisów <span class="_ _0"></span>RODO or<span class="_ _0"></span>az przest<span class="_ _0"></span>rzegania st<span class="_ _0"></span>andardów ESG.<span class="_ _1"></span> W przypadku ws<span class="_ _0"></span>pół<span class="ls0 ws0">-</span></div><div class="t m0 x11 h8 y30d ff6 fs5 fc4 sc0 ls4a ws11a">pracy opart<span class="_ _0"></span>ej na zamówieniu i potwier<span class="_ _0"></span>dzeniu przyjęcia zamówienia d<span class="_ _0"></span>ost<span class="_ _0"></span>awca/<span class="_ _0"></span>partner biznesowy <span class="_ _0"></span>jest zo<span class="_ _0"></span>bligowany d<span class="_ _0"></span>o podpisania </div><div class="t m0 x11 h8 y30e ff6 fs5 fc4 sc0 ls4a ws9">oświadczenia o z<span class="_ _0"></span>apoznaniu się z zasadami określon<span class="_ _0"></span>ymi w K<span class="_ _1"></span>odeksie etyczn<span class="_ _0"></span>ym Grupy <span class="_ _0"></span>Apat<span class="_ _0"></span>or<span class="_ _f"></span>.</div><div class="t m0 x11 h8 y30f ff6 fs5 fc4 sc0 ls4a ws11b">W ramach do<span class="_ _0"></span>skonal<span class="_ _0"></span>enia procesu compliance w Grupie Apa<span class="_ _0"></span>tor<span class="_ _1"></span>,<span class="_ _1"></span> w 2024 roku zaplanowano przegląd dok<span class="_ _0"></span>umentacji i ujednolicenie </div><div class="t m0 x11 h8 y310 ff6 fs5 fc4 sc0 ls4a ws11c">zapisów do<span class="_ _0"></span>t.<span class="_ _0"></span> klauzul ety<span class="_ _0"></span>czny<span class="_ _0"></span>ch st<span class="_ _1"></span>osowanych w spółk<span class="_ _0"></span>ach oraz weryfik<span class="_ _0"></span>ację ich s<span class="_ _0"></span>tos<span class="_ _0"></span>owania przez kon<span class="_ _0"></span>tra<span class="_ _0"></span>hentó<span class="_ _0"></span>w (w porozumieniu <span class="_ _72"></span><span class="ls0 ws0"> </span></div><div class="t m0 x11 h8 y311 ff6 fs5 fc4 sc0 ls4a ws9">z działami zakupów odpowiedzialn<span class="_ _0"></span>ymi za współpr<span class="_ _0"></span>acę z dos<span class="_ _0"></span>tawcami).</div><div class="t m0 x11 hb y312 ff6 fs8 fc1 sc0 ls39 ws11d">3.<span class="_ _f"></span>4<span class="_ _1"></span>.<span class="_ _1"></span> KLUCZ<span class="_ _0"></span>OWE POLITYKI<span class="_ _0"></span> <span class="_ _0"></span>W<span class="_ _0"></span> RAMACH ŁADU K<span class="_ _1"></span>ORPORA<span class="ls0 ws0"></span></div><div class="t m0 x59 hb y313 ff6 fs8 fc1 sc0 ls39 wse8">CY<span class="_ _72"></span>J<span class="_ _2"></span>N<span class="_ _2"></span>EGO</div><div class="t m0 x11 h16 y314 ff6 fsf fc1 sc0 ls0 ws0">3.<span class="_ _1"></span>4.<span class="_ _29"></span>1<span class="_ _1"></span>.<span class="_ _0"></span> Po<span class="_ _0"></span>lity<span class="_ _0"></span>ka w ob<span class="_ _0"></span>szarze przeciwdziałania k<span class="_ _1"></span>orupcji i ła<span class="_ _2"></span>pownict<span class="_ _0"></span>wu</div><div class="t m0 x11 h8 y315 ff6 fs5 fc4 sc0 ls4a ws11e">Spółki Grupy <span class="_ _0"></span>Apat<span class="_ _0"></span>or deklarują działalność w zg<span class="_ _0"></span>odzie z obowiązującym pr<span class="_ _0"></span>awem,<span class="_ _1"></span> przestrzeganie wyso<span class="_ _0"></span>kich s<span class="_ _0"></span>tandardów et<span class="_ _0"></span>yczn<span class="_ _0"></span>ych </div><div class="t m0 x11 h8 y316 ff6 fs5 fc4 sc0 ls4a ws11f">oraz pro<span class="_ _0"></span>wadzenie polityk<span class="_ _0"></span>i zerow<span class="_ _0"></span>ej t<span class="_ _0"></span>olerancji dla wszelk<span class="_ _0"></span>ich przejawów korupcji.<span class="_ _1"></span> W Grupie s<span class="_ _0"></span>yst<span class="_ _1"></span>ematycznie analizowane są pot<span class="_ _0"></span>en<span class="ls0 ws0">-</span></div><div class="t m0 x11 h8 y317 ff6 fs5 fc4 sc0 ls4a wsb4">cjalne zagroż<span class="_ _0"></span>enia korupc<span class="_ _0"></span>yjne,<span class="_ _1"></span> kt<span class="_ _0"></span>óre mogą wys<span class="_ _0"></span>tąpić w realizowan<span class="_ _0"></span>ych działaniach oraz s<span class="_ _0"></span>t<span class="_ _0"></span>osowane są śr<span class="_ _0"></span>odki zar<span class="_ _0"></span>adcze zmniejsza<span class="_ _0"></span>jące </div><div class="t m0 x11 h8 y318 ff6 fs5 fc4 sc0 ls4a ws9">prawd<span class="_ _0"></span>opodobieńs<span class="_ _0"></span>two wys<span class="_ _0"></span>tąpienia działania k<span class="_ _0"></span>orupcyj<span class="_ _0"></span>nego.<span class="_ _0"></span> </div><div class="t m0 x11 h8 y319 ff6 fs5 fc4 sc0 ls4a ws120">Pos<span class="_ _0"></span>tępo<span class="_ _0"></span>wanie w tym zakr<span class="_ _0"></span>esie precyzuje <span class="ff7 ws121">K<span class="_ _0"></span>odeks etyczn<span class="_ _0"></span>y Grupy Apa<span class="_ _0"></span>tor<span class="ff6 ws122">,<span class="_ _1"></span> w który<span class="_ _0"></span>m sf<span class="_ _0"></span>ormuło<span class="_ _0"></span>wana zost<span class="_ _0"></span>ała nadrzędna zasada<span class="_ _1"></span>,<span class="_ _0"></span> <span class="_ _34"></span><span class="ls0 ws0"> </span></span></span></div><div class="t m0 x11 h8 y31a ff6 fs5 fc4 sc0 ls4a ws123">w myśl kt<span class="_ _1"></span>órej <span class="ff7 ws124">Grupa Apator nie ak<span class="_ _1"></span>ceptuje żadn<span class="_ _0"></span>ych działań narusza<span class="_ _1"></span>jących bezst<span class="_ _0"></span>ronne podejmo<span class="_ _0"></span>wanie decy<span class="_ _0"></span>zji biznesowy<span class="_ _0"></span>ch<span class="ff6 ls88 ws125">. </span></span></div><div class="t m0 x11 h8 y31b ff6 fs5 fc4 sc0 ls4a ws126">Oznacza ona m.in.,<span class="_ _1"></span> że praco<span class="_ _0"></span>wnikom Gr<span class="_ _0"></span>upy nie wolno przy<span class="_ _0"></span>jmować ani o<span class="_ _0"></span>fer<span class="_ _0"></span>ować k<span class="_ _1"></span>orz<span class="_ _2"></span>yści ma<span class="_ _0"></span>terialn<span class="_ _0"></span>ych mogący<span class="_ _0"></span>ch mieć wpływ <span class="_ _34"></span><span class="ls0 ws0"> </span></div><div class="t m0 x11 h8 y31c ff6 fs5 fc4 sc0 ls4a ws9">na działania i decyzje bizneso<span class="_ _0"></span>we.<span class="_ _0"></span> </div><div class="t m0 x11 h8 y31d ff6 fs5 fc4 sc0 ls4a ws9">W Grupie <span class="_ _0"></span>Apat<span class="_ _0"></span>or zakaz<span class="_ _0"></span>ane są wszelkie przejawy korupcji,<span class="_ _1"></span> obejmujące:</div><div class="t m0 x37 h8 y31e ff8 fs5 fc1 sc0 ls0 ws0"> <span class="_ _33"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ls4a wsec">przekazanie,<span class="_ _1"></span> obietnicę przek<span class="_ _0"></span>azania<span class="_ _1"></span>,<span class="_ _0"></span> of<span class="_ _0"></span>erow<span class="_ _0"></span>anie lub nakłanianie do grat<span class="_ _0"></span>yfikacji pod post<span class="_ _0"></span>acią zapłat<span class="_ _0"></span>y<span class="_ _0"></span>,<span class="_ _1"></span> podarunku,<span class="_ _1"></span> wyjazdu czy innej<span class="_ _2"></span> </span></span></div><div class="t m0 x1d h8 y31f ff6 fs5 fc4 sc0 ls4a ws9">korzyś<span class="_ _0"></span>ci,<span class="_ _1"></span> w celu osiągnięcia lub w podziękowaniu z<span class="_ _0"></span>a osiągnięcie k<span class="_ _0"></span>orzyści biznesowej,</div><div class="t m0 x37 h8 y320 ff8 fs5 fc1 sc0 ls0 ws0"> <span class="_ _33"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ls4a wse1">przyjęcie podarunku,<span class="_ _1"></span> wyjazdu,<span class="_ _1"></span> zaprosz<span class="_ _0"></span>enia czy innej korzyści lub <span class="_ _0"></span>t<span class="_ _0"></span>eż obietnic ich ot<span class="_ _0"></span>rzymania od osob<span class="_ _0"></span>y trzeciej (z wy<span class="_ _0"></span>jąt<span class="_ _0"></span>kami wska<span class="ls0 ws0">-</span></span></span></div><div class="t m0 x1d h8 y321 ff6 fs5 fc4 sc0 ls4a ws0">zanymi w K<span class="_ _1"></span>odeksie ety<span class="_ _0"></span>cznym Grup<span class="_ _0"></span>y Apa<span class="_ _0"></span>tor),</div><div class="t m2 x12 hc y255 ff8 fs9 fc0 sc0 ls0 ws0">GOVER<span class="_ _0"></span>NANCE - Ład kor<span class="_ _0"></span>poracy<span class="_ _0"></span>jny</div></div><div class="pi" ></div></div><div id="pf18" class="pf w0 h0" ><div class="pc pc18 w0 h0"><img class="bi x0 y86 w3 h1e" alt="" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAC0AAAEqCAIAAAAOCk7BAAAACXBIWXMAABYlAAAWJQFJUiTwAAAAvUlEQVR42u3OMQEAMAgDsDJveEM21zxwJApS6ckBLzd4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh8C72XAyGZlwlcAAAAAElFTkSuQmCC"/><div class="t m0 x7f ha y32 ff6 fs7 fc3 sc0 ls8 wsa">24</div><div class="t m0 x37 h8 y278 ff8 fs5 fc1 sc0 ls0 ws0"> <span class="_ _33"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ls4a wsba">wyk<span class="_ _0"></span>orzyst<span class="_ _0"></span>ywanie środk<span class="_ _1"></span>ów firmowych d<span class="_ _0"></span>o celów prywat<span class="_ _0"></span>nych l<span class="_ _0"></span>ub korzyś<span class="_ _0"></span>ci osobis<span class="_ _0"></span>tych or<span class="_ _0"></span>az świadome,<span class="_ _1"></span> niezgodne z ogólnie przy<span class="ls0 ws0">-</span></span></span></div><div class="t m0 x1d h8 y279 ff6 fs5 fc4 sc0 ls4a ws9">jęty<span class="_ _0"></span>mi zasadami dyspono<span class="_ _0"></span>wanie środkami pochodząc<span class="_ _0"></span>ymi z mająt<span class="_ _0"></span>ku spółki,</div><div class="t m0 x37 h8 y27a ff8 fs5 fc1 sc0 ls0 ws0"> <span class="_ _33"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ls4a ws33">udzielanie lub obietnicę udziel<span class="_ _0"></span>enia pośrednik<span class="_ _0"></span>owi k<span class="_ _0"></span>orzyści mająt<span class="_ _0"></span>k<span class="_ _0"></span>owej lub osobis<span class="_ _0"></span>t<span class="_ _0"></span>ej w zamian za pośrednict<span class="_ _0"></span>wo np.<span class="_ _1"></span> <span class="_ _2"></span>poparcie wy<span class="ls0 ws0">-</span></span></span></div><div class="t m0 x1d h8 y27b ff6 fs5 fc4 sc0 ls4a ws9">boru dos<span class="_ _0"></span>tawcy<span class="_ _1"></span>,<span class="_ _1"></span> kontr<span class="_ _0"></span>ahenta<span class="_ _1"></span>,<span class="_ _1"></span> usługodawcy<span class="_ _0"></span>,</div><div class="t m0 x37 h8 y27c ff8 fs5 fc1 sc0 ls0 ws0"> <span class="_ _33"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ls4a ws9">nepotyzm,<span class="_ _1"></span> kumot<span class="_ _0"></span>ers<span class="_ _0"></span>two – f<span class="_ _1"></span>aworyzowanie krewny<span class="_ _0"></span>ch,<span class="_ _1"></span> powinowaty<span class="_ _0"></span>ch lub osób pozo<span class="_ _0"></span>sta<span class="_ _0"></span>jących w r<span class="_ _0"></span>elacjach kol<span class="_ _0"></span>eżeńskich.</span></span></div><div class="t m0 x11 h8 y29d ff6 fs5 fc4 sc0 ls4a ws9">W<span class="_ _0"></span>ażny<span class="_ _0"></span>mi elementami sy<span class="_ _0"></span>st<span class="_ _0"></span>emu przeciwdziałania zagr<span class="_ _0"></span>ożeniom k<span class="_ _0"></span>orupcy<span class="_ _0"></span>jnym w Grupi<span class="_ _0"></span>e Apat<span class="_ _0"></span>or są ponadt<span class="_ _0"></span>o:</div><div class="t m0 x37 h8 y29e ff8 fs5 fc1 sc0 ls0 ws0"> <span class="_ _33"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ls4a ws1b">jednoznaczne i przejrzyst<span class="_ _1"></span>e <span class="_ _2"></span>procedury pos<span class="_ _1"></span>tępowania<span class="_ _1"></span>,<span class="_ _0"></span> znane i dos<span class="_ _0"></span>tępne z<span class="_ _0"></span>arówno pr<span class="_ _0"></span>acownikom Gr<span class="_ _0"></span>upy<span class="_ _1"></span>,<span class="_ _0"></span> jak i klient<span class="_ _0"></span>om oraz podmio<span class="ls0 ws0">-</span></span></span></div><div class="t m0 x1d h8 y27f ff6 fs5 fc4 sc0 ls4a wsb6">tom współpr<span class="_ _0"></span>acującym,<span class="_ _1"></span> </div><div class="t m0 x37 h8 y29f ff8 fs5 fc1 sc0 ls0 ws0"> <span class="_ _33"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ls4a ws127">monit<span class="_ _0"></span>orowanie wszy<span class="_ _0"></span>st<span class="_ _0"></span>kich pr<span class="_ _0"></span>ocesów pod ką<span class="_ _0"></span>tem mo<span class="_ _0"></span>żliwości wys<span class="_ _0"></span>tąpienia w nich <span class="_ _0"></span>zagro<span class="_ _0"></span>żeń k<span class="_ _0"></span>orupcyj<span class="_ _0"></span>nych <span class="_ _0"></span>oraz analizowanie ryzy<span class="ls0 ws0">-</span></span></span></div><div class="t m0 x1d h8 y2a0 ff6 fs5 fc4 sc0 ls4a ws9">ka wys<span class="_ _0"></span>tąpienia działania k<span class="_ _0"></span>orupcyj<span class="_ _0"></span>nego,<span class="_ _1"></span> </div><div class="t m0 x37 h8 y2a1 ff8 fs5 fc1 sc0 ls0 ws0"> <span class="_ _33"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ls4a ws11e">zwiększanie świadomo<span class="_ _0"></span>ści pracownik<span class="_ _0"></span>ów Grup<span class="_ _0"></span>y poprzez podnoszenie kult<span class="_ _0"></span>ury organizacji,<span class="_ _1"></span> usprawnianie k<span class="_ _0"></span>omunikacji wewnęt<span class="_ _0"></span>rz<span class="ls0 ws0">-</span></span></span></div><div class="t m0 x1d h8 y322 ff6 fs5 fc4 sc0 ls4a ws9">nej,<span class="_ _1"></span> doskonalenie s<span class="_ _0"></span>ys<span class="_ _0"></span>temó<span class="_ _0"></span>w motywac<span class="_ _0"></span>yjn<span class="_ _0"></span>ych,<span class="_ _1"></span> </div><div class="t m0 x37 h8 y323 ff8 fs5 fc1 sc0 ls0 ws0"> <span class="_ _33"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ls4a ws11e">budowanie przywództw<span class="_ _0"></span>a etyczneg<span class="_ _0"></span>o związanego z k<span class="_ _0"></span>omunikacją wewnęt<span class="_ _0"></span>rzną<span class="_ _1"></span>,<span class="_ _0"></span> promocją post<span class="_ _0"></span>aw ety<span class="_ _0"></span>czny<span class="_ _0"></span>ch,<span class="_ _1"></span> wzmacnianiem wi<span class="ls0 ws0">-</span></span></span></div><div class="t m0 x1d h8 y324 ff6 fs5 fc4 sc0 ls4a ws9">zerunku et<span class="_ _0"></span>ycznej organizacji,</div><div class="t m0 x37 h8 y325 ff8 fs5 fc1 sc0 ls0 ws0"> <span class="_ _33"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ls4a ws9">skiero<span class="_ _0"></span>wane do pracownik<span class="_ _1"></span>ów działania edukacyjne w zakr<span class="_ _0"></span>esie ety<span class="_ _0"></span>ki i przeciwdziałania kor<span class="_ _0"></span>upcji.</span></span></div><div class="t m0 x11 h8 y2a3 ff6 fs5 fc4 sc0 ls4a ws128">Zasady polit<span class="_ _0"></span>yki ant<span class="_ _0"></span>yk<span class="_ _0"></span>orupcy<span class="_ _0"></span>jnej dot<span class="_ _0"></span>yczą <span class="_ _0"></span>wszyst<span class="_ _0"></span>kich pr<span class="_ _0"></span>acownik<span class="_ _0"></span>ów Grup<span class="_ _0"></span>y Apat<span class="_ _1"></span>or<span class="_ _0"></span>,<span class="_ _1"></span> jej or<span class="_ _0"></span>ganów,<span class="_ _1"></span> jak rów<span class="_ _0"></span>nież współpr<span class="_ _0"></span>acownikó<span class="_ _0"></span>w <span class="_ _34"></span><span class="ls0 ws0"> </span></div><div class="t m0 x11 h8 y2a4 ff6 fs5 fc4 sc0 ls4a ws9">i partnerów biznesowy<span class="_ _0"></span>ch działający<span class="_ _0"></span>ch w imieniu spółek Grupy <span class="_ _0"></span>Apat<span class="_ _0"></span>or<span class="_ _f"></span>.</div><div class="t m0 x11 h8 y326 ff6 fs5 fc4 sc0 ls4a ws31">Kadra z<span class="_ _0"></span>arządza<span class="_ _0"></span>jąca jes<span class="_ _0"></span>t zobowiązana d<span class="_ _0"></span>o przyjęcia kluczowej r<span class="_ _0"></span>oli w kreowaniu kul<span class="_ _0"></span>tury or<span class="_ _0"></span>ganizacyjnej,<span class="_ _1"></span> w kt<span class="_ _0"></span>órej k<span class="_ _0"></span>orupcja nie będzie </div><div class="t m0 x11 h8 y2a6 ff6 fs5 fc4 sc0 ls4a ws9">miała szansy zais<span class="_ _1"></span>tnienia i będzie tra<span class="_ _0"></span>kto<span class="_ _0"></span>wana jak<span class="_ _0"></span>o zjawisk<span class="_ _0"></span>o kat<span class="_ _0"></span>egory<span class="_ _0"></span>cznie nieakcept<span class="_ _1"></span>owane.</div><div class="t m0 x11 h8 y2a7 ff6 fs5 fc4 sc0 ls4a wse">Każdy z pr<span class="_ _0"></span>acownik<span class="_ _0"></span>ów Grupy <span class="_ _0"></span>Apat<span class="_ _0"></span>or ma obowiązek zapobiegania<span class="_ _1"></span>,<span class="_ _0"></span> zgłaszania or<span class="_ _0"></span>az wykrywania przypadk<span class="_ _0"></span>ów kor<span class="_ _0"></span>upcji.<span class="_ _0"></span> Sposób pos<span class="_ _0"></span>tę<span class="ls0 ws0">-</span></div><div class="t m0 x11 h8 y2a8 ff6 fs5 fc4 sc0 ls4a ws125">powania z tak<span class="_ _0"></span>imi zgłoszeniami j<span class="_ _0"></span>est okr<span class="_ _0"></span>eślony <span class="_ _0"></span>w Wyt<span class="_ _0"></span>ycznej grupowej <span class="_ _1"></span>„Identyf<span class="_ _0"></span>ikacja wymagań prawn<span class="_ _0"></span>ych i zarządz<span class="_ _0"></span>anie zgodnością </div><div class="t m0 x11 h8 y2a9 ff6 fs5 fc4 sc0 ls4a wse8">(compliance)”<span class="_ _29"></span>.<span class="_ _0"></span> Ścieżka zgłoszenia naruszeń,<span class="_ _1"></span> ale t<span class="_ _0"></span>akże przekazywania ewent<span class="_ _0"></span>ualny<span class="_ _0"></span>ch pytań lub dziel<span class="_ _0"></span>enia się przez pracownik<span class="_ _0"></span>ów wąt<span class="ls0 ws0">-</span></div><div class="t m0 x11 h8 y2aa ff6 fs5 fc4 sc0 ls4a ws9">pliwościami nat<span class="_ _0"></span>ury etycznej zo<span class="_ _0"></span>st<span class="_ _0"></span>ała przedst<span class="_ _0"></span>awiona również w K<span class="_ _1"></span>odeksie etyczn<span class="_ _0"></span>ym Grup<span class="_ _0"></span>y Apat<span class="_ _1"></span>or<span class="_ _1"></span>. </div><div class="t m0 x11 h8 y327 ff7 fs5 fc4 sc0 ls4a ws129">Ochrona to<span class="_ _0"></span>żsamości sy<span class="_ _0"></span>gnalis<span class="_ _0"></span>ty<span class="ff6 ls0 ws0"> </span></div><div class="t m0 x11 h8 y328 ff6 fs5 fc4 sc0 ls4a ws10">W Grupie <span class="_ _0"></span>Apat<span class="_ _0"></span>or zost<span class="_ _0"></span>ał ust<span class="_ _0"></span>anowiony s<span class="_ _0"></span>yst<span class="_ _1"></span>em zgłaszania naruszeń,<span class="_ _0"></span> kt<span class="_ _0"></span>óry umożliwia pracownik<span class="_ _0"></span>om,<span class="_ _1"></span> współpracownik<span class="_ _0"></span>om,<span class="_ _1"></span> kont<span class="_ _0"></span>rahen<span class="ls0 ws0">-</span></div><div class="t m0 x11 h8 y329 ff6 fs5 fc4 sc0 ls4a ws12a">tom,<span class="_ _1"></span> partnerom,<span class="_ _1"></span> w t<span class="_ _0"></span>ym biznesowym i wszy<span class="_ _0"></span>st<span class="_ _0"></span>kim oso<span class="_ _0"></span>bom wyk<span class="_ _0"></span>onującym jakiek<span class="_ _1"></span>olwiek czynności w imieniu lub na rzecz spółek Grupy </div><div class="t m0 x11 h8 y32a ff6 fs5 fc4 sc0 ls4a wsf3">Apat<span class="_ _0"></span>or przekazywanie inf<span class="_ _0"></span>ormacji i zgłosz<span class="_ _0"></span>enie naruszeń w sposób pouf<span class="_ _0"></span>ny or<span class="_ _0"></span>az zapewnia<span class="_ _0"></span>jący anonimowość w celu ochron<span class="_ _0"></span>y t<span class="_ _0"></span>ożsa<span class="ls0 ws0">-</span></div><div class="t m0 x11 h8 y32b ff6 fs5 fc4 sc0 ls4a ws9">mości sy<span class="_ _0"></span>gnalist<span class="_ _0"></span>y<span class="_ _1"></span>. <span class="_ _0"></span>Więcej szczegółów w ro<span class="_ _0"></span>zdziale: <span class="fc1">Działanie sys<span class="_ _1"></span>temu compliance<span class="fc4 ls0 ws0">.</span></span></div><div class="t m0 x11 h8 y32c ff7 fs5 fc4 sc0 ls4a ws129">Model trzech linii obron<span class="_ _0"></span>y</div><div class="t m0 x11 h8 y32d ff6 fs5 fc4 sc0 ls4a ws0">Model wpro<span class="_ _0"></span>wadza <span class="_ _0"></span>jednolit<span class="_ _0"></span>e zasady podziału ról i odpowiedzia<span class="_ _0"></span>lności w Grupie Apa<span class="_ _0"></span>tor w z<span class="_ _0"></span>akresie funk<span class="_ _0"></span>cjonalnej k<span class="_ _0"></span>ontr<span class="_ _0"></span>oli wewnętrz<span class="ls0">-</span></div><div class="t m0 x11 h8 y32e ff6 fs5 fc4 sc0 ls4a ws102">nej,<span class="_ _1"></span> zarządzania ryzykiem oraz zgodno<span class="_ _0"></span>ści działalności z pra<span class="_ _0"></span>wem (compliance),<span class="_ _1"></span> a także wspólny zes<span class="_ _0"></span>taw <span class="_ _0"></span>technik i narzędzi.<span class="_ _0"></span> Zapewnia </div><div class="t m0 x11 h8 y32f ff6 fs5 fc4 sc0 ls4a ws12b">nie t<span class="_ _0"></span>ylko <span class="_ _0"></span>wypełnienie obowiązk<span class="_ _0"></span>ów wynik<span class="_ _0"></span>ających z przy<span class="_ _0"></span>jęcia <span class="_ _1"></span>„Dobrych Prakt<span class="_ _0"></span>yk Spółek Not<span class="_ _1"></span>owanych na GPW 2021”,<span class="_ _1"></span> ale przede </div><div class="t m0 x11 h8 y330 ff6 fs5 fc4 sc0 ls4a ws12c">wszyst<span class="_ _0"></span>kim pozwala sk<span class="_ _0"></span>ut<span class="_ _0"></span>ecznie eliminować i minimalizować ryzyka we wszys<span class="_ _0"></span>t<span class="_ _0"></span>kich obszar<span class="_ _0"></span>ach działalności,<span class="_ _1"></span> w ty<span class="_ _0"></span>m ryzyka wys<span class="_ _0"></span>tępo<span class="ls0 ws0">-</span></div><div class="t m0 x11 h8 y331 ff6 fs5 fc4 sc0 ls4a ws9">wania zjawiska k<span class="_ _0"></span>orupcji i łapownictwu.<span class="_ _1"></span> Więcej szczegółów w r<span class="_ _0"></span>ozdziale: <span class="fce ls5a wsc">Zarządzanie ryzykiem</span></div><div class="t m2 x1b hc y255 ff8 fs9 fc0 sc0 ls0 ws0">GOVER<span class="_ _0"></span>NANCE - Ład kor<span class="_ _0"></span>poracy<span class="_ _0"></span>jny</div></div><div class="pi" ></div></div><div id="pf19" class="pf w0 h0" ><div class="pc pc19 w0 h0"><img class="bi x89 y332 wa h4a" alt="" src="data:image/png;base64,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"/><div class="t m0 xb6 ha y32 ff6 fs7 fc3 sc0 ls0 ws0">25</div><div class="t m0 x11 h16 yd6 ff6 fsf fc1 sc0 ls0 ws80">3.<span class="_ _1"></span>4.2.<span class="_ _1"></span> Polit<span class="_ _0"></span>yk<span class="_ _0"></span>a w zakr<span class="_ _0"></span>esie respek<span class="_ _0"></span>t<span class="_ _0"></span>owania pr<span class="_ _0"></span>aw człowiek<span class="_ _0"></span>a</div><div class="t m0 x11 h8 y258 ff6 fs5 fc4 sc0 ls4a ws12d">Grupa Apat<span class="_ _1"></span>or dąży do stworzenia śr<span class="_ _0"></span>odowisk<span class="_ _0"></span>a pracy i współpr<span class="_ _0"></span>acy z ot<span class="_ _0"></span>oczeniem biznesowy<span class="_ _0"></span>m,<span class="_ _1"></span> w którym <span class="ff7 ws12e">pr<span class="_ _0"></span>awa człowi<span class="_ _0"></span>eka są bez<span class="ls0 ws0">-</span></span></div><div class="t m0 x11 h8 y259 ff7 fs5 fc4 sc0 ls4a wsb6">względnie res<span class="_ _0"></span>pektow<span class="_ _0"></span>ane oraz <span class="_ _0"></span>wdraż<span class="_ _0"></span>a prakt<span class="_ _0"></span>yki w celu zapobiegania s<span class="_ _0"></span>ytuacj<span class="_ _0"></span>om,<span class="_ _0"></span> w który<span class="_ _0"></span>ch mogłoby do<span class="_ _0"></span>jść do narus<span class="_ _0"></span>zenia praw </div><div class="t m0 x11 h8 y25a ff7 fs5 fc4 sc0 ls4a ws33">człowieka<span class="_ _1"></span>.<span class="_ _2"></span><span class="ff6 ls0 ws0"> </span></div><div class="t m0 x11 h8 y25b ff6 fs5 fc4 sc0 ls4a ws12c">Podmiot<span class="_ _0"></span>y Grupy przes<span class="_ _0"></span>trzegają polsk<span class="_ _0"></span>iego i międzynarodo<span class="_ _0"></span>wego prawa <span class="_ _0"></span>w ty<span class="_ _0"></span>m zakresie or<span class="_ _0"></span>az działają zg<span class="_ _0"></span>odnie z najwyższymi s<span class="_ _0"></span>tandar<span class="_ _0"></span><span class="ls0 ws0">-</span></div><div class="t m0 x11 h8 y25c ff6 fs5 fc4 sc0 ls4a ws12f">dami zdefiniowan<span class="_ _0"></span>ymi w wewnęt<span class="_ _0"></span>rznych d<span class="_ _0"></span>okumentach.<span class="_ _1"></span> Najważniejsze z nich t<span class="_ _0"></span>o: K<span class="_ _0"></span>odeks et<span class="_ _0"></span>yczn<span class="_ _0"></span>y Grupy Apa<span class="_ _0"></span>t<span class="_ _0"></span>or<span class="_ _1"></span>,<span class="_ _0"></span> Str<span class="_ _0"></span>at<span class="_ _0"></span>egia personalna<span class="_ _1"></span>,<span class="_ _0"></span> </div><div class="t m0 x11 h8 y25d ff6 fs5 fc4 sc0 ls4a ws9">Str<span class="_ _0"></span>at<span class="_ _0"></span>egia CSR oraz R<span class="_ _0"></span>egulaminy pracy poszcz<span class="_ _0"></span>ególny<span class="_ _0"></span>ch spółek.</div><div class="t m0 x11 h8 y333 ff6 fs5 fc4 sc0 ls4a ws9">Zo<span class="_ _0"></span>bowiązania Grupy w z<span class="_ _0"></span>akresie poszanow<span class="_ _0"></span>ania praw człowieka obejmują nas<span class="_ _0"></span>tępujące obsz<span class="_ _0"></span>ary:</div><div class="t m0 x37 h8 y334 ff8 fs5 fc1 sc0 ls0 ws0"> <span class="_ _33"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ls4a ws130">Pracownic<span class="_ _0"></span>y – wszyscy praco<span class="_ _0"></span>wnicy t<span class="_ _0"></span>rakt<span class="_ _1"></span>owani są z szacunkiem,<span class="_ _1"></span> niezależnie od zajmow<span class="_ _0"></span>anego st<span class="_ _0"></span>anowiska<span class="_ _1"></span>,<span class="_ _1"></span> <span class="_ _2"></span>płci,<span class="_ _1"></span> wieku,<span class="_ _1"></span> pochodze<span class="ls0 ws0">-</span></span></span></div><div class="t m0 x1d h8 y335 ff6 fs5 fc4 sc0 ls4a ws131">nia narodowego i et<span class="_ _0"></span>nicznego,<span class="_ _1"></span> orientacji seksua<span class="_ _0"></span>lnej,<span class="_ _1"></span> sytuacji rodzinnej,<span class="_ _1"></span> (nie)pełnosprawno<span class="_ _0"></span>ści oraz pogląd<span class="_ _0"></span>ów polity<span class="_ _0"></span>cznych i r<span class="_ _0"></span>eli<span class="ls0 ws0">-</span></div><div class="t m0 x1d h8 y336 ff6 fs5 fc4 sc0 ls4a wsa7">gijnych.<span class="_ _1"></span> Podmioty Grup<span class="_ _0"></span>y przest<span class="_ _0"></span>rzegają wszys<span class="_ _0"></span>tk<span class="_ _0"></span>ich obowiązujących przepisó<span class="_ _0"></span>w dot<span class="_ _0"></span>yczący<span class="_ _0"></span>ch warunk<span class="_ _0"></span>ów za<span class="_ _0"></span>trudnienia<span class="_ _1"></span>,<span class="_ _1"></span> doskonalą </div><div class="t m0 x1d h8 y337 ff6 fs5 fc4 sc0 ls4a wsc">procesy z<span class="_ _0"></span>arządzania zaso<span class="_ _0"></span>bami ludzkimi,<span class="_ _1"></span> dbają o przyjazną atmo<span class="_ _0"></span>sf<span class="_ _0"></span>erę w miejscu prac<span class="_ _0"></span>y<span class="_ _1"></span>. Przeciwdziała<span class="_ _0"></span>ją zachowaniom mobbingo<span class="ls0 ws0">-</span></div><div class="t m0 x1d h8 y338 ff6 fs5 fc4 sc0 ls4a ws9">wym i przypadk<span class="_ _0"></span>om dyskryminacji.</div><div class="t m0 x37 h8 y339 ff8 fs5 fc1 sc0 ls0 ws0"> <span class="_ _33"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ls4a ws56">K<span class="_ _0"></span>ontr<span class="_ _0"></span>ahenci – pracownicy s<span class="_ _0"></span>półek Grupy Apa<span class="_ _0"></span>t<span class="_ _0"></span>or zobowiązują się szanować i pr<span class="_ _0"></span>opagować pra<span class="_ _0"></span>wa człowieka w r<span class="_ _0"></span>elacjach z dost<span class="_ _0"></span>aw<span class="ls0 ws0">-</span></span></span></div><div class="t m0 x1d h8 y33a ff6 fs5 fc4 sc0 ls4a ws132">cami,<span class="_ _1"></span> klientami i partnerami biznesowymi or<span class="_ _0"></span>az dopełnić st<span class="_ _0"></span>aranności w celu wery<span class="_ _0"></span>fikacji,<span class="_ _1"></span> czy kluczowi partnerzy przestrzega<span class="_ _0"></span>ją </div><div class="t m0 x1d h8 y33b ff6 fs5 fc4 sc0 ls4a ws133">praw człowiek<span class="_ _0"></span>a<span class="_ _1"></span>. W<span class="_ _1"></span>e współpracy ze st<span class="_ _0"></span>ra<span class="_ _0"></span>tegiczn<span class="_ _0"></span>ymi dos<span class="_ _0"></span>tawc<span class="_ _0"></span>ami i kooper<span class="_ _0"></span>antami opracow<span class="_ _0"></span>ano w 2023 roku dodat<span class="_ _0"></span>k<span class="_ _0"></span>owe kryt<span class="_ _0"></span>eria </div><div class="t m0 x1d h8 y33c ff6 fs5 fc4 sc0 ls4a ws9">ESG w celu skut<span class="_ _0"></span>eczniejszej weryfika<span class="_ _0"></span>cji respekt<span class="_ _0"></span>owania przez nich praw człowieka i wy<span class="_ _0"></span>mogów śr<span class="_ _0"></span>odowisk<span class="_ _0"></span>owych.</div><div class="t m0 x37 h8 y33d ff8 fs5 fc1 sc0 ls0 ws0"> <span class="_ _33"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ls4a ws1c">Akcj<span class="_ _0"></span>onariusze – Apat<span class="_ _1"></span>or SA prowadzi działalnoś<span class="_ _0"></span>ć w tak<span class="_ _0"></span>i sposób,<span class="_ _1"></span> aby zabezpiecz<span class="_ _0"></span>ać int<span class="_ _0"></span>eresy a<span class="_ _0"></span>kcjonariuszy spółk<span class="_ _0"></span>i.<span class="_ _0"></span> Ogromną w<span class="_ _0"></span>agę </span></span></div><div class="t m0 x1d h8 y33e ff6 fs5 fc4 sc0 ls4a ws117">przywiązuje również d<span class="_ _0"></span>o rzetelneg<span class="_ _0"></span>o i bieżącego inf<span class="_ _0"></span>ormo<span class="_ _0"></span>wania akcj<span class="_ _0"></span>onariuszy o aktualnej s<span class="_ _0"></span>ytuacji podmiot<span class="_ _0"></span>ów Grup<span class="_ _0"></span>y oraz zdarze<span class="ls0 ws0">-</span></div><div class="t m0 x1d h8 y33f ff6 fs5 fc4 sc0 ls4a ws11">niach,<span class="_ _1"></span> któr<span class="_ _0"></span>e mają pot<span class="_ _0"></span>encjalny <span class="_ _0"></span>wpływ na wyniki <span class="_ _0"></span>Grupy<span class="_ _1"></span>.</div><div class="t m0 x11 h8 y340 ff6 fs5 fc4 sc0 ls4a ws1c">W ramach proces<span class="_ _0"></span>u należytej s<span class="_ _0"></span>tar<span class="_ _0"></span>anności,<span class="_ _1"></span> w celu  zapewnienia  przest<span class="_ _0"></span>rzegania Wyty<span class="_ _0"></span>czny<span class="_ _0"></span>ch  OECD  dla przedsiębiors<span class="_ _1"></span>tw  wielonaro<span class="ls0 ws0">-</span></div><div class="t m0 x11 h8 y341 ff6 fs5 fc4 sc0 ls4a wsae">dowych  or<span class="_ _0"></span>az  Wyt<span class="_ _0"></span>yczn<span class="_ _0"></span>ych  ONZ  dot<span class="_ _0"></span>ycz<span class="_ _0"></span>ących biznesu i pr<span class="_ _0"></span>aw człowieka<span class="_ _1"></span>,<span class="_ _1"></span> w tym zasad i pr<span class="_ _0"></span>aw określon<span class="_ _0"></span>ych w o<span class="_ _0"></span>śmiu podst<span class="_ _0"></span>awowych </div><div class="t m0 x11 h8 y342 ff6 fs5 fc4 sc0 ls4a wsa7">kon<span class="_ _0"></span>wencjach wskazan<span class="_ _0"></span>ych w Deklarac<span class="_ _0"></span>ji Międzynarodowej Or<span class="_ _0"></span>ganizacji Pracy do<span class="_ _0"></span>ty<span class="_ _0"></span>czącej pods<span class="_ _0"></span>tawowy<span class="_ _0"></span>ch zasad i praw w pr<span class="_ _0"></span>acy oraz </div><div class="t m0 x11 h8 y343 ff6 fs5 fc4 sc0 ls4a ws134">zasad i pr<span class="_ _0"></span>aw określ<span class="_ _0"></span>onych <span class="_ _0"></span>w Międzynarod<span class="_ _0"></span>owej karci<span class="_ _0"></span>e praw człowiek<span class="_ _0"></span>a<span class="_ _1"></span>,<span class="_ _0"></span> Grupa <span class="_ _0"></span>Apat<span class="_ _0"></span>or przyjęła met<span class="_ _1"></span>odykę ocen<span class="_ _0"></span>y przes<span class="_ _0"></span>trzegania mini<span class="ls0 ws0">-</span></div><div class="t m0 x11 h8 y344 ff6 fs5 fc4 sc0 ls4a ws0">malny<span class="_ _0"></span>ch gwarancji socjalny<span class="_ _0"></span>ch zgodną  z  rek<span class="_ _1"></span>omendacj<span class="_ _2"></span>ami Plat<span class="_ _0"></span>for<span class="_ _0"></span>m On Sus<span class="_ _0"></span>tainable Finance.<span class="_ _0"></span> </div><div class="t m0 x11 h8 y345 ff6 fs5 fc4 sc0 ls4a wsb6">Wyniki analizy zamieszczone w rozdzial<span class="_ _0"></span>e: <span class="fc1 ws9">Kwalifikacja działalnoś<span class="_ _0"></span>ci zgodnie z T<span class="_ _f"></span>aksonomią UE<span class="fc4 ls0 ws0">.</span></span></div><div class="t m0 x11 h8 y346 ff7 fs5 fc4 sc0 ls4a ws1b">Równość s<span class="_ _0"></span>zans i wzaj<span class="_ _0"></span>emne poszanowanie</div><div class="t m0 x11 h8 y347 ff6 fs5 fc4 sc0 ls4a ws9">W Grupie <span class="_ _0"></span>Apat<span class="_ _0"></span>or st<span class="_ _0"></span>osow<span class="_ _0"></span>ane są zasady ró<span class="_ _0"></span>wnego t<span class="_ _0"></span>rakt<span class="_ _1"></span>owania wszystk<span class="_ _0"></span>ich pracownik<span class="_ _0"></span>ów w odniesieniu do:</div><div class="t m0 x37 h8 y348 ff8 fs5 fc1 sc0 ls0 ws0"> <span class="_ _33"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ls4a ws11">nawiązania i ro<span class="_ _0"></span>związania s<span class="_ _0"></span>tos<span class="_ _0"></span>unku pracy<span class="_ _1"></span>,<span class="_ _0"></span> </span></span></div><div class="t m0 x37 h8 y349 ff8 fs5 fc1 sc0 ls0 ws0"> <span class="_ _33"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ls4a ws9">warunk<span class="_ _0"></span>ów zat<span class="_ _0"></span>rudnienia<span class="_ _1"></span>,<span class="_ _0"></span> </span></span></div><div class="t m0 x37 h8 y34a ff8 fs5 fc1 sc0 ls0 ws0"> <span class="_ _33"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ls5c ws12c">awansu<span class="_ _2"></span>,</span></span></div><div class="t m0 x37 h8 y34b ff8 fs5 fc1 sc0 ls0 ws0"> <span class="_ _33"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ls4a ws9">dos<span class="_ _0"></span>tępu d<span class="_ _0"></span>o szko<span class="_ _0"></span>leń w celu podnoszenia kwalifikacji z<span class="_ _0"></span>awodowy<span class="_ _0"></span>ch. </span></span></div><div class="t m0 x11 h8 y34c ff6 fs5 fc4 sc0 ls4a ws135">Równe <span class="_ _0"></span>tr<span class="_ _0"></span>akt<span class="_ _0"></span>owanie oznacza niedy<span class="_ _0"></span>skryminowanie bezpośr<span class="_ _0"></span>ednio ani pośrednio w <span class="_ _0"></span>jakik<span class="_ _0"></span>olwiek sposób bez wz<span class="_ _0"></span>ględu na płeć,<span class="_ _1"></span> wiek,<span class="_ _0"></span> </div><div class="t m0 x11 h8 y34d ff6 fs5 fc4 sc0 ls4a ws11a">niepełnospraw<span class="_ _0"></span>ność,<span class="_ _1"></span> rasę,<span class="_ _1"></span> religię,<span class="_ _1"></span> narodowość,<span class="_ _1"></span> przek<span class="_ _0"></span>onania polity<span class="_ _0"></span>czne,<span class="_ _1"></span> przynależność związk<span class="_ _0"></span>ową<span class="_ _1"></span>,<span class="_ _1"></span> pochodzenie etniczne,<span class="_ _1"></span> wyznanie,<span class="_ _0"></span> </div><div class="t m0 x11 h8 y34e ff6 fs5 fc4 sc0 ls4a ws134">orientację s<span class="_ _0"></span>eksualną<span class="_ _1"></span>,<span class="_ _0"></span> a t<span class="_ _0"></span>akże bez względu na za<span class="_ _0"></span>trudnienie na czas o<span class="_ _0"></span>kreślon<span class="_ _0"></span>y lub nieokreślon<span class="_ _0"></span>y albo w pełnym lub w niepełn<span class="_ _0"></span>ym wy<span class="ls0 ws0">-</span></div><div class="t m0 x11 h8 y34f ff6 fs5 fc4 sc0 ls4a ws9">miarze czasu prac<span class="_ _0"></span>y<span class="_ _0"></span>.</div><div class="t m0 x11 h8 y350 ff7 fs5 fc4 sc0 ls4a ws9">Różnor<span class="_ _0"></span>odność w miejs<span class="_ _0"></span>cu pracy</div><div class="t m0 x11 h8 y351 ff6 fs5 fc4 sc0 ls4a ws10">Spółki Grupy <span class="_ _0"></span>Apat<span class="_ _0"></span>or – ze względu na spec<span class="_ _0"></span>yfikę działania na rynku przetar<span class="_ _0"></span>gów publiczny<span class="_ _0"></span>ch – okresow<span class="_ _0"></span>o do realizacji zwiększon<span class="_ _0"></span>ych </div><div class="t m0 x11 h8 y352 ff6 fs5 fc4 sc0 ls4a ws136">zamówień podnoszą pozi<span class="_ _0"></span>om zat<span class="_ _0"></span>rudnienia w ob<span class="_ _0"></span>szarze produk<span class="_ _1"></span>cj<span class="_ _2"></span>i,<span class="_ _1"></span> posiłkując się wsparciem <span class="_ _0"></span>agencji pracy <span class="_ _0"></span>ty<span class="_ _0"></span>mczasowej.<span class="_ _1"></span> W<span class="_ _0"></span>śród za<span class="ls0 ws0">-</span></div><div class="t m0 x11 h8 y353 ff6 fs5 fc4 sc0 ls4a wsf9">trudnian<span class="_ _0"></span>ych pracow<span class="_ _0"></span>ników <span class="_ _0"></span>tymcz<span class="_ _0"></span>asowych są z<span class="_ _0"></span>arówno ob<span class="_ _0"></span>ywat<span class="_ _0"></span>ele Pol<span class="_ _0"></span>ski,<span class="_ _1"></span> jak również cu<span class="_ _0"></span>dzoziemcy (głównie ze <span class="_ _0"></span>W<span class="_ _0"></span>schodu).<span class="_ _1"></span> Niezależ<span class="ls0 ws0">-</span></div><div class="t m0 x11 h8 y354 ff6 fs5 fc4 sc0 ls4a wsa7">nie od for<span class="_ _0"></span>my z<span class="_ _0"></span>atr<span class="_ _0"></span>udnienia praca na podobn<span class="_ _0"></span>ych s<span class="_ _0"></span>tanowiskach <span class="_ _0"></span>jes<span class="_ _0"></span>t wynagradz<span class="_ _0"></span>ana według jednak<span class="_ _1"></span>owych zasad.<span class="_ _1"></span> W zależności od z<span class="_ _0"></span>a<span class="ls0 ws0">-</span></div><div class="t m2 x12 hc y255 ff8 fs9 fc0 sc0 ls0 ws0">GOVER<span class="_ _0"></span>NANCE - Ład kor<span class="_ _0"></span>poracy<span class="_ _0"></span>jny</div></div><div class="pi" ></div></div><div id="pf1a" class="pf w0 h0" ><div class="pc pc1a w0 h0"><img class="bi x0 y355 w6 h4b" alt="" src="data:image/png;base64,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"/><div class="t m0 x7f ha y32 ff6 fs7 fc3 sc0 ls72 wsf7">26</div><div class="t m0 x11 h8 y278 ff6 fs5 fc4 sc0 ls4a wseb">kresu pozos<span class="_ _1"></span>tałych świadczeń of<span class="_ _0"></span>ero<span class="_ _0"></span>wanych przez pr<span class="_ _0"></span>acodawcę w danym r<span class="_ _0"></span>oku,<span class="_ _1"></span> wszyscy pracow<span class="_ _0"></span>nicy otrzy<span class="_ _0"></span>mują upominki świąt<span class="_ _0"></span>eczne,<span class="_ _1"></span> </div><div class="t m0 x11 h8 y279 ff6 fs5 fc4 sc0 ls4a ws9">uczest<span class="_ _0"></span>niczą w spot<span class="_ _1"></span>kaniach integrac<span class="_ _0"></span>yjn<span class="_ _0"></span>ych.<span class="_ _1"></span> Firma dba o adaptację cudzo<span class="_ _0"></span>ziemców i dobrą a<span class="_ _0"></span>tmos<span class="_ _0"></span>fer<span class="_ _0"></span>ę pracy c<span class="_ _0"></span>ałego zespołu.</div><div class="t m0 x11 h8 y29a ff6 fs5 fc4 sc0 ls4a ws11f">W Grupie <span class="_ _0"></span>Apat<span class="_ _0"></span>or nie opracowano oso<span class="_ _0"></span>bnej Polityk<span class="_ _0"></span>i różnor<span class="_ _0"></span>odności w odniesieniu do pr<span class="_ _0"></span>acownikó<span class="_ _0"></span>w<span class="_ _0"></span>.<span class="_ _0"></span> Pods<span class="_ _0"></span>tawą działania są w <span class="_ _0"></span>tym </div><div class="t m0 x11 h8 y29b ff6 fs5 fc4 sc0 ls4a ws137">obszarze zapis<span class="_ _0"></span>y K<span class="_ _0"></span>odeksu et<span class="_ _0"></span>ycznego Gr<span class="_ _0"></span>upy Apa<span class="_ _0"></span>tor<span class="_ _1"></span>,<span class="_ _1"></span> Stra<span class="_ _0"></span>tegii per<span class="_ _0"></span>sonalnej i CSR oraz R<span class="_ _0"></span>egulaminów pracy poszcz<span class="_ _0"></span>ególny<span class="_ _0"></span>ch spółek.<span class="_ _0"></span> </div><div class="t m0 x11 h8 y29c ff6 fs5 fc4 sc0 ls4a wsf4">Wszys<span class="_ _0"></span>cy pracownic<span class="_ _0"></span>y Grupy <span class="_ _0"></span>Apat<span class="_ _0"></span>or podlegają jednolit<span class="_ _0"></span>ym za<span class="_ _0"></span>sadom w zakr<span class="_ _0"></span>esie możliwości rozw<span class="_ _0"></span>oju oraz sy<span class="_ _0"></span>st<span class="_ _1"></span>emu wynagradzania <span class="_ _72"></span><span class="ls0 ws0"> </span></div><div class="t m0 x11 h8 y29d ff6 fs5 fc4 sc0 ls4a ws9">i premiowania<span class="_ _1"></span>,<span class="_ _1"></span> który jes<span class="_ _1"></span>t ściśle powiązany z zadaniami i zaangażowaniem oraz wy<span class="_ _0"></span>nikami osiąganymi przez pra<span class="_ _0"></span>cownika<span class="_ _1"></span>.</div><div class="t m0 x11 h8 y29e ff6 fs5 fc4 sc0 ls0 ws0"> </div><div class="t m0 x37 h8 y27f ff8 fs5 fc1 sc0 ls0 ws0"> <span class="_ _33"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ls4a">W 2023 roku udział k<span class="_ _1"></span>obiet w Grupie Apat<span class="_ _0"></span>or wynosił 46% ogółu praco<span class="_ _0"></span>wnikó<span class="_ _0"></span>w wobec 47% <span class="_ _0"></span>w 2022 roku.</span></span></div><div class="t m0 x37 h8 y29f ff8 fs5 fc1 sc0 ls0 ws0"> <span class="_ _33"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ls4a ws138">W 2023 roku wzr<span class="_ _0"></span>ósł w Grupie Apa<span class="_ _0"></span>tor od<span class="_ _0"></span>set<span class="_ _0"></span>ek pracownik<span class="_ _0"></span>ów obcokr<span class="_ _0"></span>ajo<span class="_ _0"></span>wców z 3,0% pracow<span class="_ _0"></span>ników ogółem <span class="_ _0"></span>w 2022 roku <span class="_ _34"></span><span class="ls0 ws0"> </span></span></span></div><div class="t m0 x1d h8 y2a0 ff6 fs5 fc4 sc0 ls4a ws9">do 3,5% ogółu pr<span class="_ _0"></span>acownikó<span class="_ _0"></span>w zat<span class="_ _0"></span>rudnianych w 2023 ro<span class="_ _0"></span>ku.</div><div class="t m0 x37 h8 y2a1 ff8 fs5 fc1 sc0 ls0 ws0"> <span class="_ _33"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ls4a ws9">Osoby z niepełnospr<span class="_ _0"></span>awnością s<span class="_ _0"></span>tanowiły w Grupie <span class="_ _0"></span>Apat<span class="_ _0"></span>or 3,0% ogółu praco<span class="_ _0"></span>wników (w 2022 rok<span class="_ _0"></span>u 2,8%).</span></span></div><div class="t m0 x11 h8 y283 ff6 fs5 fc4 sc0 ls4a ws139">Więcej infor<span class="_ _0"></span>macji dot<span class="_ _0"></span>yczą<span class="_ _0"></span>cych działań na rzecz respekt<span class="_ _0"></span>owania praw czło<span class="_ _0"></span>wieka w odniesieniu do pr<span class="_ _0"></span>acownik<span class="_ _0"></span>ów,<span class="_ _1"></span> w ty<span class="_ _0"></span>m wskaźniki </div><div class="t m0 x11 h8 y284 ff6 fs5 fc4 sc0 ls4a wsb6">równo<span class="_ _0"></span>ści wynagrodz<span class="_ _0"></span>eń kobiet i mężczyzn zapr<span class="_ _0"></span>ezent<span class="_ _0"></span>owano w rozdzial<span class="_ _0"></span>e: <span class="fc1 ws9">Relacje z pr<span class="_ _0"></span>acownikami<span class="fc4 ls0 ws0">.</span></span></div><div class="t m0 x11 h8 y356 ff7 fs5 fc4 sc0 ls4a ws1b">Różnor<span class="_ _0"></span>odność w organach nadzorczy<span class="_ _0"></span>ch</div><div class="t m0 x11 h8 y357 ff6 fs5 fc4 sc0 ls4a ws13a">Zg<span class="_ _0"></span>odnie z wyty<span class="_ _0"></span>cznymi <span class="_ _1"></span>„Dobrych Pr<span class="_ _0"></span>akty<span class="_ _0"></span>k Spółek Not<span class="_ _0"></span>owany<span class="_ _0"></span>ch na GPW 2021” Apa<span class="_ _0"></span>tor SA<span class="_ _0"></span> opracow<span class="_ _0"></span>ał polityk<span class="_ _1"></span>ę <span class="_ _2"></span>różnor<span class="_ _0"></span>odności <span class="_ _8c"></span><span class="ls0 ws0"> </span></div><div class="t m0 x11 h8 y358 ff6 fs5 fc4 sc0 ls4a ws13b">w odniesieniu do organów spółk<span class="_ _0"></span>i i kluczowych <span class="_ _0"></span>jej menedżerów<span class="_ _0"></span>,<span class="_ _1"></span> jednak nie zawier<span class="_ _0"></span>a ona mierzalny<span class="_ _0"></span>ch celów i t<span class="_ _0"></span>er<span class="_ _0"></span>minów osiągnięcia </div><div class="t m0 x11 h8 y359 ff6 fs5 fc4 sc0 ls4a ws11">odpowiednich parytet<span class="_ _1"></span>ów.<span class="_ _0"></span> </div><div class="t m0 x11 h8 y35a ff6 fs5 fc4 sc0 ls4a wsea">Skład osobowy Rad<span class="_ _0"></span>y Nadzorczej wy<span class="_ _0"></span>nika z decyzji podejmowan<span class="_ _0"></span>ych przez W<span class="_ _1"></span>alne Zgr<span class="_ _0"></span>omadzenie Ak<span class="_ _0"></span>cjonariuszy<span class="_ _1"></span>,<span class="_ _0"></span> natomia<span class="_ _0"></span>st skład </div><div class="t m0 x11 h8 y35b ff6 fs5 fc4 sc0 ls4a ws13c">osobowy Zarządu l<span class="_ _0"></span>eży w kompet<span class="_ _1"></span>encj<span class="_ _2"></span>ach Rady Nadz<span class="_ _0"></span>orczej danej spółki.<span class="_ _1"></span> Grupa Apat<span class="_ _0"></span>or dos<span class="_ _0"></span>trzega rosnące znacz<span class="_ _0"></span>enie tworzenia r<span class="_ _0"></span>óż<span class="ls0 ws0">-</span></div><div class="t m0 x11 h8 y35c ff6 fs5 fc4 sc0 ls4a wsfe">norodnego śr<span class="_ _0"></span>odowisk<span class="_ _0"></span>a pracy<span class="_ _1"></span>. <span class="_ _0"></span>W związku z powyższy<span class="_ _0"></span>m przy wyborze władz spółek oraz k<span class="_ _0"></span>adry menedżerskiej właściw<span class="_ _0"></span>e organy </div><div class="t m0 x11 h8 y35d ff6 fs5 fc4 sc0 ls4a ws13d">dążą do zapewnienia ws<span class="_ _0"></span>zechst<span class="_ _0"></span>ronności i r<span class="_ _0"></span>óżnorodnoś<span class="_ _0"></span>ci,<span class="_ _1"></span> szczególnie w obszarze kier<span class="_ _0"></span>unków <span class="_ _0"></span>wykształcenia<span class="_ _1"></span>,<span class="_ _1"></span> wieku,<span class="_ _0"></span> doś<span class="_ _0"></span>wiadczenia </div><div class="t m0 x11 h8 y35e ff6 fs5 fc4 sc0 ls4a wsb5">zawodow<span class="_ _0"></span>ego oraz płci.<span class="_ _1"></span> Niemniej,<span class="_ _0"></span> ze względu na specy<span class="_ _0"></span>fikę br<span class="_ _0"></span>anży i techniczn<span class="_ _0"></span>y charakt<span class="_ _1"></span>er działalności decydującym as<span class="_ _0"></span>pekt<span class="_ _0"></span>em są tu </div><div class="t m0 x11 h8 y35f ff6 fs5 fc4 sc0 ls4a ws9">przede wszys<span class="_ _0"></span>tk<span class="_ _0"></span>im odpowiednie k<span class="_ _0"></span>ompetencj<span class="_ _0"></span>e oraz meryt<span class="_ _0"></span>oryczne przygo<span class="_ _0"></span>tow<span class="_ _0"></span>anie do pełnienia określonej funk<span class="_ _0"></span>cji.</div><div class="t m0 x11 h24 y360 ff6 fs13 fc1 sc0 ls0 ws13e">W<span class="_ _0"></span>skaźniki w ob<span class="_ _0"></span>szarze przeciwdziałania k<span class="_ _0"></span>orupcji i łapownict<span class="_ _0"></span>wu oraz r<span class="_ _0"></span>espekt<span class="_ _0"></span>owania pr<span class="_ _0"></span>aw </div><div class="t m0 x11 h24 y361 ff6 fs13 fc1 sc0 ls0 ws0">człowieka</div><div class="t m0 x1c h8 y362 ff7 fs5 fc4 sc0 ls0 ws0">Przeciwdziałanie k<span class="_ _1"></span>orupcji i łapownictwu<span class="_ _8d"> </span><span class="ws9">2023 r<span class="_ _f"></span>.<span class="_ _4b"> </span>2022 r<span class="_ _f"></span>.</span></div><div class="t m0 x1c h8 y363 ff6 fs5 fc4 sc0 ls0 ws9">Liczba zgłoszeń przypadk<span class="_ _0"></span>ów wys<span class="_ _0"></span>tąpienia k<span class="_ _0"></span>orupcji i łapownictwa**<span class="_ _8e"> </span><span class="ws0">0<span class="_ _68"> </span>0</span></div><div class="t m0 x1c h8 y364 ff6 fs5 fc4 sc0 ls0 ws11">Liczba podmiot<span class="_ _0"></span>ów GK <span class="_ _0"></span>Apat<span class="_ _0"></span>or oceniony<span class="_ _0"></span>ch pod wzgl<span class="_ _0"></span>ędem ryzyka wy<span class="_ _0"></span>stąpienia <span class="_ _0"></span>korupcji*<span class="_ _8f"> </span><span class="ls89 ws13f">10<span class="_ _4a"> </span>10</span></div><div class="t m0 x1c h8 y365 ff6 fs5 fc4 sc0 ls0 ws11">Odset<span class="_ _0"></span>ek podmiot<span class="_ _0"></span>ów GK <span class="_ _0"></span>Apat<span class="_ _0"></span>or ocenion<span class="_ _0"></span>ych pod wzgl<span class="_ _0"></span>ędem ryzyka <span class="_ _0"></span>wyst<span class="_ _0"></span>ąpienia kor<span class="_ _0"></span>upcji<span class="_ _69"> </span><span class="ws0">100%<span class="_ _90"> </span>100%</span></div><div class="t m0 x1c h8 y366 ff6 fs5 fc4 sc0 ls0 ws11">W<span class="_ _0"></span>artoś<span class="_ _0"></span>ć darowizn na rzecz partii po<span class="_ _0"></span>lityczn<span class="_ _0"></span>ych i <span class="_ _0"></span>inst<span class="_ _0"></span>ytuc<span class="_ _0"></span>ji o podobny<span class="_ _0"></span>m charakt<span class="_ _0"></span>erze<span class="_ _91"> </span><span class="ws0">0<span class="_ _68"> </span>0</span></div><div class="t m0 x1c h8 y367 ff7 fs5 fc4 sc0 ls0 wsae">Poszanow<span class="_ _0"></span>anie praw czło<span class="_ _0"></span>wieka<span class="_ _92"> </span><span class="ws9">2023 r<span class="_ _f"></span>.<span class="_ _4b"> </span>2<span class="_ _2"></span>022 r<span class="_ _f"></span>.</span></div><div class="t m0 x1c h8 y368 ff6 fs5 fc4 sc0 ls4a ws9">Liczba zgłoszeń przypadk<span class="_ _0"></span>ów wys<span class="_ _0"></span>tąpienia przejawów dyskry<span class="_ _0"></span>minacji/mobbingu/ z<span class="_ _0"></span>ast<span class="_ _0"></span>raszania it<span class="_ _0"></span>p.**<span class="_ _93"> </span><span class="ls0 ws0">0<span class="_ _94"> </span>0</span></div><div class="t m0 x1c h8 y369 ff6 fs5 fc4 sc0 ls0 ws11">Liczba podmiot<span class="_ _0"></span>ów Grup<span class="_ _0"></span>y oceniony<span class="_ _0"></span>ch pod względ<span class="_ _0"></span>em ryzyka wys<span class="_ _1"></span>tąpienia przypadków łamania </div><div class="t m0 x1c h8 y36a ff6 fs5 fc4 sc0 ls0 ws9">praw człowiek<span class="_ _0"></span>a*</div><div class="t m0 xb7 h8 y36b ff6 fs5 fc4 sc0 ls89 ws13f">10<span class="_ _4c"> </span>10</div><div class="t m0 x1c h8 y36c ff6 fs5 fc4 sc0 ls0 ws11">Odset<span class="_ _0"></span>ek podmiot<span class="_ _0"></span>ów Grup<span class="_ _0"></span>y oceniony<span class="_ _0"></span>ch pod wzgl<span class="_ _0"></span>ędem ryzyka wy<span class="_ _0"></span>st<span class="_ _0"></span>ąpienia przypadków <span class="_ _0"></span>łamania </div><div class="t m0 x1c h8 y36d ff6 fs5 fc4 sc0 ls0 ws9">praw człowiek<span class="_ _0"></span>a</div><div class="t m0 xb8 h8 y36e ff6 fs5 fc4 sc0 ls0 ws0">100%<span class="_ _49"> </span>100%</div><div class="t m0 x11 hc y36f ff6 fs9 fc4 sc0 ls0 ws93">*W zes<span class="_ _0"></span>tawieniu nie uwzględniono spółk<span class="_ _0"></span>i Apat<span class="_ _0"></span>or Mining (działalność poza cor<span class="_ _0"></span>e biznesem).</div><div class="t m0 x11 hc y370 ff6 fs9 fc4 sc0 ls0 ws93">**W powyższym zes<span class="_ _0"></span>tawieniu uwzgl<span class="_ _0"></span>ędniono zgłoszenia<span class="_ _1"></span>,<span class="_ _0"></span> kt<span class="_ _0"></span>óre zos<span class="_ _0"></span>tały uznane za zasadne..</div><div class="t m2 x1b hc y255 ff8 fs9 fc0 sc0 ls0 ws0">GOVER<span class="_ _0"></span>NANCE - Ład kor<span class="_ _0"></span>poracy<span class="_ _0"></span>jny</div></div><div class="pi" ></div></div><div id="pf1b" class="pf w0 h0" ><div class="pc pc1b w0 h0"><img class="bi xb5 y86 w9 h49" alt="" src="data:image/png;base64,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"/><div class="t m0 xb6 ha y32 ff6 fs7 fc3 sc0 ls8a ws140">27</div><div class="t m0 x11 h16 yd6 ff6 fsf fc1 sc0 ls0 ws80">3.<span class="_ _1"></span>4.3.<span class="_ _1"></span> Polit<span class="_ _1"></span>yka w zakr<span class="_ _0"></span>esie bezpieczeńs<span class="_ _1"></span>twa i ochron<span class="_ _1"></span>y da<span class="_ _2"></span>n<span class="_ _0"></span>ych</div><div class="t m0 x11 h8 y258 ff6 fs5 fc4 sc0 ls4a ws9">W Grupie <span class="_ _0"></span>Apat<span class="_ _0"></span>or wprow<span class="_ _0"></span>adzono szereg wew<span class="_ _0"></span>nętrzn<span class="_ _0"></span>ych regulacji okr<span class="_ _0"></span>eślający<span class="_ _0"></span>ch polityk<span class="_ _0"></span>i bezpieczeńst<span class="_ _0"></span>wa związane z:</div><div class="t m0 x37 h8 y259 ff8 fs5 fc1 sc0 ls0 ws0"> <span class="_ _33"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ls4a">bezpieczeńst<span class="_ _0"></span>wem inf<span class="_ _0"></span>ormacji,</span></span></div><div class="t m0 x37 h8 y25a ff8 fs5 fc1 sc0 ls0 ws0"> <span class="_ _33"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ls4a ws7">bezpieczeńst<span class="_ _0"></span>wem t<span class="_ _0"></span>eleinfor<span class="_ _1"></span>matyczn<span class="_ _0"></span>ym,</span></span></div><div class="t m0 x37 h8 y371 ff8 fs5 fc1 sc0 ls0 ws0"> <span class="_ _33"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ls4a ws9">ochroną dany<span class="_ _0"></span>ch osobowy<span class="_ _0"></span>ch,</span></span></div><div class="t m0 x37 h8 y372 ff8 fs5 fc1 sc0 ls0 ws0"> <span class="_ _33"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ls4a ws9">opty<span class="_ _0"></span>malizacją obszaru cy<span class="_ _0"></span>berbezpieczeńst<span class="_ _0"></span>wa w spółkach Gr<span class="_ _0"></span>upy Apa<span class="_ _0"></span>tor<span class="_ _f"></span>.</span></span></div><div class="t m0 x11 h8 y25d ff7 fs5 fc4 sc0 ls4a ws0">Bezpieczeńs<span class="_ _0"></span>two infor<span class="_ _0"></span>macji</div><div class="t m0 x11 h8 y25e ff6 fs5 fc4 sc0 ls4a ws141">Sys<span class="_ _0"></span>tem Z<span class="_ _0"></span>arządzania Bezpieczeńs<span class="_ _0"></span>twem Inf<span class="_ _0"></span>ormacji w spółk<span class="_ _0"></span>ach Grupy <span class="_ _0"></span>Apat<span class="_ _0"></span>or s<span class="_ _0"></span>tanowi część Zint<span class="_ _0"></span>egro<span class="_ _0"></span>wanego Sys<span class="_ _0"></span>t<span class="_ _0"></span>emu Zarządza<span class="ls0 ws0">-</span></div><div class="t m0 x11 h8 y373 ff6 fs5 fc4 sc0 ls4a ws16">nia i odnosi się do us<span class="_ _0"></span>tanawiania<span class="_ _1"></span>,<span class="_ _0"></span> wdra<span class="_ _0"></span>żania<span class="_ _1"></span>,<span class="_ _0"></span> eksploa<span class="_ _0"></span>tacji,<span class="_ _1"></span> monitoro<span class="_ _0"></span>wania<span class="_ _1"></span>,<span class="_ _0"></span> ut<span class="_ _0"></span>rzymywania i do<span class="_ _0"></span>skonal<span class="_ _0"></span>enia bezpieczeńst<span class="_ _0"></span>wa inf<span class="_ _0"></span>ormacji.<span class="_ _0"></span> </div><div class="t m0 x11 h8 y374 ff6 fs5 fc4 sc0 ls4a ws17">Zd<span class="_ _0"></span>ecydo<span class="_ _0"></span>wana większość spółek Gr<span class="_ _0"></span>upy działa zgodnie z wy<span class="_ _0"></span>mogami normy PN-ISO<span class="_ _1"></span>/<span class="_ _2"></span>IEC 27001 (trwa przygot<span class="_ _0"></span>owanie do w<span class="_ _0"></span>drożenia </div><div class="t m0 x11 h8 y375 ff6 fs5 fc4 sc0 ls4a wsfb">norm<span class="_ _0"></span>y w spółce Apator Powogaz).</div><div class="t m0 x11 h8 y337 ff6 fs5 fc4 sc0 ls4a ws142">Główne wyt<span class="_ _0"></span>yczne sy<span class="_ _0"></span>st<span class="_ _0"></span>emu zawart<span class="_ _0"></span>o w Procedurze pr<span class="_ _0"></span>ocesu bezpieczeńs<span class="_ _0"></span>twa inf<span class="_ _0"></span>or<span class="_ _0"></span>macji.<span class="_ _0"></span> Procedur<span class="_ _0"></span>a określa szczeg<span class="_ _0"></span>ółowo zasady <span class="_ _34"></span><span class="ls0 ws0"> </span></div><div class="t m0 x11 h8 y338 ff6 fs5 fc4 sc0 ls4a ws9">zarządzania inf<span class="_ _0"></span>ormac<span class="_ _0"></span>ją oraz przebieg procesu,<span class="_ _1"></span> w szczególnoś<span class="_ _0"></span>ci: </div><div class="t m0 x37 h8 y339 ff8 fs5 fc1 sc0 ls0 ws0"> <span class="_ _33"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ls4a ws9">Charakt<span class="_ _0"></span>erys<span class="_ _0"></span>tyk<span class="_ _1"></span>ę obszaru przetwarzania infor<span class="_ _1"></span>macj<span class="_ _2"></span>i</span></span></div><div class="t m0 x37 h8 y33a ff8 fs5 fc1 sc0 ls0 ws0"> <span class="_ _33"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ls4a">Klasyfika<span class="_ _0"></span>cję infor<span class="_ _1"></span>macj<span class="_ _2"></span>i </span></span></div><div class="t m0 x37 h8 y33b ff8 fs5 fc1 sc0 ls0 ws0"> <span class="_ _33"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ls4a">Zasady zarz<span class="_ _0"></span>ądzania i inwentaryza<span class="_ _0"></span>cji aktywów inf<span class="_ _0"></span>or<span class="_ _0"></span>macyj<span class="_ _0"></span>nych</span></span></div><div class="t m0 x37 h8 y33c ff8 fs5 fc1 sc0 ls0 ws0"> <span class="_ _33"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ls4a ws9">Sposób pos<span class="_ _0"></span>tępo<span class="_ _0"></span>wania z incyden<span class="_ _0"></span>tami bezpieczeńst<span class="_ _0"></span>wa</span></span></div><div class="t m0 x37 h8 y33d ff8 fs5 fc1 sc0 ls0 ws0"> <span class="_ _33"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ls4a ws9">Sposób zarządz<span class="_ _0"></span>anie ryzykiem</span></span></div><div class="t m0 x37 h8 y33e ff8 fs5 fc1 sc0 ls0 ws0"> <span class="_ _33"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ls4a ws9">Pos<span class="_ _0"></span>tępo<span class="_ _0"></span>wanie w celu zapewnienia ciągłość działania s<span class="_ _0"></span>yst<span class="_ _1"></span>emu bezpieczeństwa inf<span class="_ _0"></span>or<span class="_ _0"></span>macji</span></span></div><div class="t m0 x37 h8 y33f ff8 fs5 fc1 sc0 ls0 ws0"> <span class="_ _33"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ls4a ws9">Obszary bezpieczeńs<span class="_ _0"></span>twa inf<span class="_ _0"></span>or<span class="_ _0"></span>macji</span></span></div><div class="t m0 x37 h8 y376 ff8 fs5 fc1 sc0 ls0 ws0"> <span class="_ _33"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ls4a ws11">Sposoby moni<span class="_ _0"></span>tor<span class="_ _0"></span>owania i do<span class="_ _0"></span>skonal<span class="_ _0"></span>enia procesu </span></span></div><div class="t m0 x11 h8 y341 ff6 fs5 fc4 sc0 ls4a ws143">Przyjęt<span class="_ _0"></span>e zasad<span class="_ _0"></span>y i zabezpieczenia opart<span class="_ _0"></span>e są o rezult<span class="_ _0"></span>aty i w<span class="_ _0"></span>nioski wynik<span class="_ _0"></span>ające z procesów sz<span class="_ _0"></span>acowania i post<span class="_ _1"></span>ępowania z ryz<span class="_ _2"></span>yk<span class="_ _0"></span>iem,<span class="_ _0"></span> </div><div class="t m0 x11 h8 y342 ff6 fs5 fc4 sc0 ls4a ws144">analizowania wymagań prawn<span class="_ _0"></span>ych oraz wy<span class="_ _0"></span>magań kont<span class="_ _0"></span>rakt<span class="_ _1"></span>owych w odniesieniu do bezpieczeńs<span class="_ _0"></span>twa inf<span class="_ _0"></span>ormacji.<span class="_ _1"></span> Syst<span class="_ _0"></span>em podlega </div><div class="t m0 x11 h8 y343 ff6 fs5 fc4 sc0 ls4a ws9">okresowy<span class="_ _0"></span>m audyt<span class="_ _0"></span>om certyf<span class="_ _0"></span>ikacyj<span class="_ _0"></span>nym.</div><div class="t m0 x11 h8 y377 ff7 fs5 fc4 sc0 ls4a wsae">Ochrona dan<span class="_ _0"></span>ych osobowy<span class="_ _0"></span>ch</div><div class="t m0 x11 h8 y378 ff6 fs5 fc4 sc0 ls4a ws145">Uwzględnia<span class="_ _0"></span>jąc charakt<span class="_ _0"></span>er<span class="_ _1"></span>,<span class="_ _1"></span> zakres,<span class="_ _1"></span> kont<span class="_ _0"></span>eks<span class="_ _0"></span>t i cele przetwarzania or<span class="_ _0"></span>az ryzyko naruszenia pr<span class="_ _0"></span>aw lub wolności o<span class="_ _0"></span>sób fizyczn<span class="_ _0"></span>ych <span class="_ _38"></span><span class="ls0 ws0"> </span></div><div class="t m0 x11 h8 y346 ff6 fs5 fc4 sc0 ls4a ws146">o różny<span class="_ _0"></span>m prawdopod<span class="_ _0"></span>obieńst<span class="_ _0"></span>wie i wadze zagr<span class="_ _0"></span>ożenia<span class="_ _1"></span>,<span class="_ _1"></span> w celu zapewnienia przetwarzania danych o<span class="_ _0"></span>sobowych zg<span class="_ _0"></span>odnie z przepisami </div><div class="t m0 x11 h8 y379 ff6 fs5 fc4 sc0 ls4a ws147">prawa<span class="_ _1"></span>,<span class="_ _1"></span> Apat<span class="_ _0"></span>or SA (ADO) wpr<span class="_ _0"></span>owadził P<span class="_ _0"></span>olityk<span class="_ _1"></span>ę ochrony danych os<span class="_ _0"></span>obowych,<span class="_ _1"></span> kt<span class="_ _0"></span>órej adresa<span class="_ _0"></span>t<span class="_ _0"></span>em są wszyst<span class="_ _0"></span>kie os<span class="_ _0"></span>oby za<span class="_ _0"></span>trudnione <span class="_ _34"></span><span class="ls0 ws0"> </span></div><div class="t m0 x11 h8 y37a ff6 fs5 fc4 sc0 ls4a ws9">w Apat<span class="_ _1"></span>or SA lub upoważnione do przetwarz<span class="_ _0"></span>ania danych w imieniu spółk<span class="_ _0"></span>i. </div><div class="t m0 x11 h8 y37b ff6 fs5 fc4 sc0 ls4a ws9">Polity<span class="_ _0"></span>ka okr<span class="_ _0"></span>eśla w szczególności:</div><div class="t m0 x37 h8 y37c ff8 fs5 fc1 sc0 ls0 ws0"> <span class="_ _33"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ls4a">upoważnienia i obowiązk<span class="_ _0"></span>i infor<span class="_ _1"></span>macyjne,</span></span></div><div class="t m0 x37 h8 y37d ff8 fs5 fc1 sc0 ls0 ws0"> <span class="_ _33"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ls4a ws9">zasady powierz<span class="_ _0"></span>ania i udost<span class="_ _1"></span>ępnia<span class="_ _2"></span>nia dany<span class="_ _0"></span>ch osobowy<span class="_ _0"></span>ch,</span></span></div><div class="t m0 x37 h8 y37e ff8 fs5 fc1 sc0 ls0 ws0"> <span class="_ _33"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ls4a ws9">sposoby pos<span class="_ _1"></span>tępowania w przypadku wys<span class="_ _0"></span>tąpienia incyd<span class="_ _0"></span>entu ochr<span class="_ _0"></span>ony dan<span class="_ _0"></span>ych osobowy<span class="_ _0"></span>ch,</span></span></div><div class="t m0 x37 h8 y37f ff8 fs5 fc1 sc0 ls0 ws0"> <span class="_ _33"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ls4a ws9">sposoby z<span class="_ _0"></span>abezpieczenia dany<span class="_ _0"></span>ch osobowy<span class="_ _0"></span>ch,</span></span></div><div class="t m0 x37 h8 y380 ff8 fs5 fc1 sc0 ls0 ws0"> <span class="_ _33"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ls4a ws11">szko<span class="_ _0"></span>lenia pracow<span class="_ _0"></span>ników<span class="_ _0"></span>,</span></span></div><div class="t m0 x37 h8 y381 ff8 fs5 fc1 sc0 ls0 ws0"> <span class="_ _33"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ls4a ws9">prawa o<span class="_ _0"></span>sób,<span class="_ _1"></span> który<span class="_ _0"></span>ch dane doty<span class="_ _0"></span>czą i realizacja <span class="_ _0"></span>ty<span class="_ _0"></span>ch praw,</span></span></div><div class="t m0 x37 h8 y382 ff8 fs5 fc1 sc0 ls0 ws0"> <span class="_ _33"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ls4a">działanie Inspekt<span class="_ _0"></span>ora Ochr<span class="_ _0"></span>ony Dany<span class="_ _0"></span>ch.</span></span></div><div class="t m0 x11 h8 y383 ff7 fs5 fc4 sc0 ls4a ws129">Bezpieczeńs<span class="_ _0"></span>two teleinf<span class="_ _0"></span>ormat<span class="_ _0"></span>yczne</div><div class="t m0 x11 h8 y384 ff6 fs5 fc4 sc0 ls4a ws148">Spółki Grupy <span class="_ _0"></span>Apat<span class="_ _0"></span>or wdro<span class="_ _0"></span>żyły inst<span class="_ _0"></span>rukcj<span class="_ _0"></span>e ogólnos<span class="_ _0"></span>yst<span class="_ _1"></span>emowe w zakresie bezpieczeńs<span class="_ _0"></span>twa <span class="_ _0"></span>teleinf<span class="_ _1"></span>ormaty<span class="_ _0"></span>cznego.<span class="_ _1"></span> Określają one </div><div class="t m0 x11 h8 y385 ff6 fs5 fc4 sc0 ls4a wsfc">szczegółowe pr<span class="_ _0"></span>ocedury i sposoby działania ma<span class="_ _0"></span>jące na celu zapewnienie należytej s<span class="_ _0"></span>tarannoś<span class="_ _0"></span>ci w zakresie przet<span class="_ _0"></span>warzania dany<span class="_ _0"></span>ch </div><div class="t m0 x11 h8 y386 ff6 fs5 fc4 sc0 ls4a wse9">osobowy<span class="_ _0"></span>ch osób fizyczn<span class="_ _0"></span>ych zgodnie z o<span class="_ _0"></span>bowiązującymi przepisami prawa or<span class="_ _0"></span>az wzmacnia<span class="_ _0"></span>jące obszar bezpieczeńs<span class="_ _0"></span>twa cyf<span class="_ _0"></span>ro<span class="_ _0"></span>wego.<span class="_ _0"></span> <span class="_ _72"></span><span class="ls0 ws0"> </span></div><div class="t m2 x12 hc y255 ff8 fs9 fc0 sc0 ls0 ws0">GOVER<span class="_ _0"></span>NANCE - Ład kor<span class="_ _0"></span>poracy<span class="_ _0"></span>jny</div></div><div class="pi" ></div></div><div id="pf1c" class="pf w0 h0" ><div class="pc pc1c w0 h0"><img class="bi x0 y86 w3 h1e" alt="" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAC0AAAEqCAIAAAAOCk7BAAAACXBIWXMAABYlAAAWJQFJUiTwAAAAvUlEQVR42u3OMQEAMAgDsDJveEM21zxwJApS6ckBLzd4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh8C72XAyGZlwlcAAAAAElFTkSuQmCC"/><div class="t m0 x7f ha y32 ff6 fs7 fc3 sc0 ls72 wsf7">28</div><div class="t m0 x11 h8 y278 ff6 fs5 fc4 sc0 ls4a ws9">Precyzują one w szczeg<span class="_ _0"></span>ólności.<span class="_ _0"></span> </div><div class="t m0 x37 h8 y279 ff8 fs5 fc1 sc0 ls0 ws0"> <span class="_ _33"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ls4a ws7">reguły zarządzania infr<span class="_ _0"></span>as<span class="_ _0"></span>trukt<span class="_ _0"></span>urą t<span class="_ _1"></span>eleinforma<span class="_ _0"></span>ty<span class="_ _0"></span>czną<span class="_ _1"></span>,</span></span></div><div class="t m0 x37 h8 y27a ff8 fs5 fc1 sc0 ls0 ws0"> <span class="_ _33"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ls4a ws104">kon<span class="_ _0"></span>trol<span class="_ _0"></span>ę dos<span class="_ _0"></span>tępu,<span class="_ _1"></span> w t<span class="_ _0"></span>ym bezpieczeńs<span class="_ _0"></span>two fizy<span class="_ _0"></span>czne i środowi<span class="_ _0"></span>skow<span class="_ _0"></span>e,<span class="_ _1"></span> proces zarządzania upraw<span class="_ _0"></span>nieniami,<span class="_ _1"></span> <span class="_ _2"></span>polit<span class="_ _0"></span>ykę z<span class="_ _0"></span>abezpieczeń </span></span></div><div class="t m0 x1d h8 y27b ff6 fs5 fc4 sc0 ls4a ws9">krypt<span class="_ _0"></span>ografi<span class="_ _0"></span>cznych,<span class="_ _1"></span> polityk<span class="_ _1"></span>ę haseł,<span class="_ _0"></span> zasad<span class="_ _0"></span>y czyst<span class="_ _0"></span>ego biurk<span class="_ _0"></span>a i ekranu,</div><div class="t m0 x37 h8 y27c ff8 fs5 fc1 sc0 ls0 ws0"> <span class="_ _33"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ls4a ws135">zarządzanie opr<span class="_ _0"></span>ogramowaniem,<span class="_ _1"></span> w t<span class="_ _0"></span>ym bezpieczeńs<span class="_ _0"></span>two oprogr<span class="_ _0"></span>amowania<span class="_ _1"></span>,<span class="_ _1"></span> zarządzania zmianami,<span class="_ _0"></span> monitor<span class="_ _0"></span>owanie i nadzór nad </span></span></div><div class="t m0 x1d h8 y27d ff6 fs5 fc4 sc0 ls4a ws9">sys<span class="_ _0"></span>t<span class="_ _0"></span>emami,<span class="_ _1"></span> zasady audyt<span class="_ _0"></span>ów sy<span class="_ _0"></span>st<span class="_ _0"></span>emów inf<span class="_ _0"></span>orma<span class="_ _0"></span>ty<span class="_ _0"></span>cznych,</div><div class="t m0 x37 h8 y27e ff8 fs5 fc1 sc0 ls0 ws0"> <span class="_ _33"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ls4a ws9">bezpieczeńst<span class="_ _0"></span>wo osobow<span class="_ _0"></span>e,<span class="_ _1"></span> w tym odpowiedzialnoś<span class="_ _0"></span>ć i kwalifikacje pr<span class="_ _0"></span>acownik<span class="_ _0"></span>ów,<span class="_ _1"></span> szk<span class="_ _0"></span>olenia pracownik<span class="_ _1"></span>ów,</span></span></div><div class="t m0 x37 h8 y387 ff8 fs5 fc1 sc0 ls0 ws0"> <span class="_ _33"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ls4a ws129">ciągłość działania środ<span class="_ _0"></span>owiska t<span class="_ _1"></span>eleinfor<span class="_ _0"></span>maty<span class="_ _0"></span>cznego,<span class="_ _1"></span> w ty<span class="_ _0"></span>m zasady <span class="_ _0"></span>tworzenia k<span class="_ _0"></span>opii zapasowy<span class="_ _0"></span>ch (plan ciągłości działania okreś<span class="_ _0"></span>lo<span class="ls0 ws0">-</span></span></span></div><div class="t m0 x1d h8 y388 ff6 fs5 fc4 sc0 ls4a ws9">ny w doda<span class="_ _0"></span>tk<span class="_ _1"></span>owej,<span class="_ _0"></span> szczegółowej ins<span class="_ _0"></span>truk<span class="_ _1"></span>cj<span class="_ _2"></span>i),</div><div class="t m0 x37 h8 y389 ff8 fs5 fc1 sc0 ls0 ws0"> <span class="_ _33"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ls4a wsb6">zarządzanie wy<span class="_ _0"></span>jątk<span class="_ _0"></span>ami bezpieczeńst<span class="_ _0"></span>wa IT<span class="_ _1"></span>,</span></span></div><div class="t m0 x37 h8 y38a ff8 fs5 fc1 sc0 ls0 ws0"> <span class="_ _33"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ls4a ws9">ocena i ograniczenie ryzyka<span class="_ _1"></span>,</span></span></div><div class="t m0 x37 h8 y38b ff8 fs5 fc1 sc0 ls0 ws0"> <span class="_ _33"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ls4a">zarządzanie incy<span class="_ _0"></span>dentami bezpieczeńs<span class="_ _1"></span>twa tel<span class="_ _0"></span>einfor<span class="_ _0"></span>mat<span class="_ _0"></span>ycznego (d<span class="_ _0"></span>odat<span class="_ _0"></span>ko<span class="_ _0"></span>wa szczegółow<span class="_ _0"></span>a inst<span class="_ _0"></span>ruk<span class="_ _0"></span>cja),</span></span></div><div class="t m0 x37 h8 y38c ff8 fs5 fc1 sc0 ls0 ws0"> <span class="_ _33"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ls4a ws9">bezpieczeńst<span class="_ _0"></span>wo dos<span class="_ _0"></span>t<span class="_ _0"></span>ępu podmiotó<span class="_ _0"></span>w zewnętrzn<span class="_ _0"></span>ych (doda<span class="_ _0"></span>tk<span class="_ _1"></span>owa szczegółowa ins<span class="_ _0"></span>truk<span class="_ _0"></span>cja).</span></span></div><div class="t m0 x11 h8 y324 ff6 fs5 fc4 sc0 ls4a wsfb">T<span class="_ _f"></span>empo rozwoju t<span class="_ _0"></span>echnologii,<span class="_ _1"></span> gwałto<span class="_ _0"></span>wny przyr<span class="_ _0"></span>ost g<span class="_ _0"></span>enerowan<span class="_ _0"></span>ych i przetwarzan<span class="_ _0"></span>ych dany<span class="_ _0"></span>ch (co st<span class="_ _0"></span>anowi poważne wyzwanie dla sy<span class="_ _0"></span>s<span class="ls0 ws0">-</span></div><div class="t m0 x11 h8 y325 ff6 fs5 fc4 sc0 ls4a wsb">temó<span class="_ _0"></span>w,<span class="_ _1"></span> w szczególności s<span class="_ _0"></span>ys<span class="_ _0"></span>temów ba<span class="_ _0"></span>ckup’<span class="_ _0"></span>u) or<span class="_ _0"></span>az k<span class="_ _0"></span>onieczność objęcia bezpoś<span class="_ _0"></span>rednim wsparciem IT wi<span class="_ _0"></span>elu lokalizacji w Grupie <span class="_ _0"></span>Apa<span class="ls0 ws0">-</span></div><div class="t m0 x11 h8 y38d ff6 fs5 fc4 sc0 ls4a ws13b">tor r<span class="_ _0"></span>odzi  wiele nowe wyzwań związan<span class="_ _0"></span>ych z cyberbezpi<span class="_ _0"></span>eczeńst<span class="_ _0"></span>wem.<span class="_ _0"></span> W<span class="_ _0"></span> Grupie Apa<span class="_ _0"></span>tor wpr<span class="_ _0"></span>owadzono <span class="_ _0"></span>Wyty<span class="_ _0"></span>czną grupową <span class="_ _1"></span>„Opty<span class="ls0 ws0">-</span></div><div class="t m0 x11 h8 y38e ff6 fs5 fc4 sc0 ls4a ws149">malizacja obszaru cy<span class="_ _0"></span>berbezpieczeńst<span class="_ _0"></span>wa w spółkach Grup<span class="_ _0"></span>y Apa<span class="_ _0"></span>tor”,<span class="_ _1"></span> kt<span class="_ _0"></span>órej celem <span class="_ _0"></span>jes<span class="_ _0"></span>t określenie z<span class="_ _0"></span>akresu działań podejmowan<span class="_ _0"></span>ych </div><div class="t m0 x11 h8 y38f ff6 fs5 fc4 sc0 ls4a ws4b">przez zarządy s<span class="_ _0"></span>półek Grupy Apa<span class="_ _0"></span>t<span class="_ _0"></span>or w celu weryfikacji poziomu s<span class="_ _0"></span>t<span class="_ _0"></span>osowany<span class="_ _0"></span>ch zabezpieczeń inf<span class="_ _0"></span>ras<span class="_ _0"></span>tru<span class="_ _0"></span>ktury inf<span class="_ _0"></span>or<span class="_ _0"></span>maty<span class="_ _0"></span>cznej.<span class="_ _0"></span> Wyt<span class="_ _0"></span>yczna </div><div class="t m0 x11 h8 y390 ff6 fs5 fc4 sc0 ls4a ws9">wprow<span class="_ _0"></span>adza t<span class="_ _0"></span>akże plan spójnych działań,<span class="_ _1"></span> kt<span class="_ _0"></span>óre wzmacnia<span class="_ _0"></span>ją obszar cyberbezpiecz<span class="_ _0"></span>eńst<span class="_ _0"></span>wa Grupy<span class="_ _1"></span>.</div><div class="t m0 x11 h8 y391 ff6 fs5 fc4 sc0 ls4a ws9">Wyty<span class="_ _0"></span>czna określa szczeg<span class="_ _0"></span>ółowy zakres działań w z<span class="_ _0"></span>akresie:</div><div class="t m0 x37 h8 y392 ff8 fs5 fc1 sc0 ls0 ws0"> <span class="_ _33"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ls4a">wyk<span class="_ _0"></span>onywania t<span class="_ _1"></span>estów penet<span class="_ _0"></span>racy<span class="_ _0"></span>jny<span class="_ _0"></span>ch infr<span class="_ _0"></span>ast<span class="_ _0"></span>rukt<span class="_ _0"></span>ury infor<span class="_ _1"></span>matycznej,</span></span></div><div class="t m0 x37 h8 y393 ff8 fs5 fc1 sc0 ls0 ws0"> <span class="_ _33"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ls4a ws9">przeprow<span class="_ _0"></span>adzenia cyklu szk<span class="_ _0"></span>oleń dla pr<span class="_ _0"></span>acownikó<span class="_ _0"></span>w,</span></span></div><div class="t m0 x37 h8 y394 ff8 fs5 fc1 sc0 ls0 ws0"> <span class="_ _33"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ls4a wsb6">objęcia s<span class="_ _0"></span>tałym monit<span class="_ _0"></span>oringiem wejściowego i wy<span class="_ _0"></span>jścioweg<span class="_ _0"></span>o ruchu inter<span class="_ _1"></span>netowego,</span></span></div><div class="t m0 x37 h8 y395 ff8 fs5 fc1 sc0 ls0 ws0"> <span class="_ _33"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ls4a ws11">prowadz<span class="_ _0"></span>enia weryfikacji k<span class="_ _1"></span>ont pocztowych pod <span class="_ _0"></span>względem ich minima<span class="_ _0"></span>lnej funkcj<span class="_ _0"></span>onalności,</span></span></div><div class="t m0 x37 h8 y396 ff8 fs5 fc1 sc0 ls0 ws0"> <span class="_ _33"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ls4a">weryfikacji i modyfik<span class="_ _0"></span>acji st<span class="_ _0"></span>rukt<span class="_ _0"></span>ury Activ<span class="_ _0"></span>e Direct<span class="_ _0"></span>ory<span class="_ _1"></span>.</span></span></div><div class="t m0 x11 h8 y397 ff6 fs5 fc4 sc0 ls4a ws14a">W 2023 roku wdr<span class="_ _0"></span>ożono szer<span class="_ _0"></span>eg działań z zakresu podnoszenia poziomu bezpiecz<span class="_ _0"></span>eńst<span class="_ _0"></span>wa<span class="_ _1"></span>,<span class="_ _0"></span> m.in.<span class="_ _0"></span> wdro<span class="_ _0"></span>żono dodat<span class="_ _0"></span>k<span class="_ _0"></span>owe sys<span class="_ _1"></span>temy </div><div class="t m0 x11 h8 y398 ff6 fs5 fc4 sc0 ls4a ws14b">ochron<span class="_ _0"></span>y przed złośliwym oprogr<span class="_ _0"></span>amowaniem (antywirus,<span class="_ _1"></span> EDR),<span class="_ _1"></span> sys<span class="_ _0"></span>tem<span class="_ _0"></span>y zabezpieczenia zdalneg<span class="_ _0"></span>o dos<span class="_ _0"></span>tępu,<span class="_ _1"></span> sys<span class="_ _1"></span>temy krypt<span class="_ _1"></span>ograficz<span class="ls0 ws0">-</span></div><div class="t m0 x11 h8 y399 ff6 fs5 fc4 sc0 ls4a ws14c">ne oraz nawiązano współpr<span class="_ _0"></span>acę z podmiot<span class="_ _0"></span>em zewnętrzn<span class="_ _0"></span>ym świadcz<span class="_ _0"></span>ącym usługę ciągłeg<span class="_ _0"></span>o monitoringu głów<span class="_ _0"></span>ny<span class="_ _0"></span>ch zasobów i łączy </div><div class="t m0 x11 h8 y39a ff6 fs5 fc4 sc0 ls4a ws0">int<span class="_ _0"></span>ernet<span class="_ _0"></span>owy<span class="_ _0"></span>ch (SOC). </div><div class="t m0 x11 h8 y39b ff6 fs5 fc4 sc0 ls4a wsb0">W Grupie pro<span class="_ _0"></span>wadzone są cykliczne działania eduk<span class="_ _0"></span>acyjne podnosz<span class="_ _0"></span>ące świadomość pr<span class="_ _0"></span>acownik<span class="_ _0"></span>ów w zakresie bezpi<span class="_ _0"></span>eczeńst<span class="_ _0"></span>wa cy<span class="ls0 ws0">-</span></div><div class="t m0 x11 h8 y39c ff6 fs5 fc4 sc0 ls4a ws14d">fr<span class="_ _0"></span>owego oraz w<span class="_ _0"></span>eryfikacja przekazanej i przyswojonej wiedzy w t<span class="_ _0"></span>ym zak<span class="_ _0"></span>resie.<span class="_ _1"></span> W 2023 roku w Apat<span class="_ _1"></span>or <span class="_ _2"></span>SA<span class="_ _0"></span> przeprowadzono seri<span class="_ _0"></span>ę </div><div class="t m0 x11 h8 y39d ff6 fs5 fc4 sc0 ls4a ws14e">czter<span class="_ _0"></span>ech multimedialn<span class="_ _0"></span>ych szk<span class="_ _0"></span>oleń z z<span class="_ _0"></span>akresu cy<span class="_ _0"></span>berbezpieczeńst<span class="_ _0"></span>wa<span class="_ _1"></span>. Szk<span class="_ _0"></span>olenia d<span class="_ _0"></span>oty<span class="_ _0"></span>czyły t<span class="_ _0"></span>ematy<span class="_ _0"></span>ki bezpiecznego k<span class="_ _0"></span>orzys<span class="_ _0"></span>tania z Int<span class="_ _0"></span>er<span class="_ _0"></span><span class="ls0 ws0">-</span></div><div class="t m0 x11 h8 y39e ff6 fs5 fc4 sc0 ls4a wse1">netu,<span class="_ _1"></span> rozpo<span class="_ _0"></span>znawania i reago<span class="_ _0"></span>wania na wiadomości p<span class="_ _0"></span>hishingowe or<span class="_ _0"></span>az akt<span class="_ _0"></span>ualności w z<span class="_ _0"></span>akresie na<span class="_ _0"></span>jnowszych <span class="_ _0"></span>typó<span class="_ _0"></span>w atak<span class="_ _1"></span>ów na szerokie </div><div class="t m0 x11 h8 y39f ff6 fs5 fc4 sc0 ls4a ws16">rzesze użytk<span class="_ _1"></span>owników globalnej sieci.<span class="_ _1"></span>  Prakty<span class="_ _0"></span>cznym <span class="_ _0"></span>t<span class="_ _0"></span>est<span class="_ _0"></span>em zdob<span class="_ _0"></span>ytej wiedzy b<span class="_ _0"></span>yło poddanie losowej grup<span class="_ _0"></span>y osób t<span class="_ _1"></span>estowi w pos<span class="_ _1"></span>taci </div><div class="t m0 x11 h8 y3a0 ff6 fs5 fc4 sc0 ls4a ws26">akcji phishingu lub v<span class="_ _0"></span>ishingu (rozmowa <span class="_ _0"></span>t<span class="_ _0"></span>elefoniczna<span class="_ _1"></span>,<span class="_ _1"></span> któr<span class="_ _0"></span>a ma na celu skłonić użytk<span class="_ _0"></span>ownika do wy<span class="_ _0"></span>konania s<span class="_ _0"></span>t<span class="_ _0"></span>osown<span class="_ _0"></span>ych działań).<span class="_ _0"></span> <span class="_ _95"></span><span class="ls0 ws0"> </span></div><div class="t m0 x11 h8 y3a1 ff6 fs5 fc4 sc0 ls4a ws14f">W przypadku o<span class="_ _0"></span>siągnięcia niewys<span class="_ _0"></span>tarcza<span class="_ _0"></span>jącego poziomu wiedzy przez pr<span class="_ _0"></span>acownik<span class="_ _0"></span>ów,<span class="_ _1"></span> są oni podda<span class="_ _0"></span>wani dodat<span class="_ _0"></span>k<span class="_ _0"></span>owej weryfik<span class="_ _0"></span>acji <span class="_ _34"></span><span class="ls0 ws0"> </span></div><div class="t m0 x11 h8 y3a2 ff6 fs5 fc4 sc0 ls4a ws9">w post<span class="_ _0"></span>aci t<span class="_ _0"></span>est<span class="_ _0"></span>ów z t<span class="_ _1"></span>eorii zagadnień cybersecurit<span class="_ _0"></span>y<span class="_ _1"></span>.</div><div class="t m0 x11 h8 y3a3 ff6 fs5 fc4 sc0 ls4a ws150">W  Apa<span class="_ _0"></span>tor P<span class="_ _0"></span>owogaz zrealizowano d<span class="_ _0"></span>odatk<span class="_ _1"></span>owo cykl szk<span class="_ _0"></span>oleń z obszaru R<span class="_ _0"></span>ODO.<span class="_ _0"></span> T<span class="_ _f"></span>rwają przygot<span class="_ _0"></span>owania do przeprow<span class="_ _0"></span>adzenia t<span class="_ _0"></span>es<span class="_ _0"></span>tów </div><div class="t m0 x11 h8 y3a4 ff6 fs5 fc4 sc0 ls4a ws0">penetr<span class="_ _0"></span>acyjn<span class="_ _0"></span>ych inf<span class="_ _0"></span>ras<span class="_ _0"></span>truk<span class="_ _0"></span>tury inf<span class="_ _0"></span>or<span class="_ _0"></span>maty<span class="_ _0"></span>cznej w t<span class="_ _0"></span>ej spółce.</div><div class="t m2 x1b hc y255 ff8 fs9 fc0 sc0 ls0 ws0">GOVER<span class="_ _0"></span>NANCE - Ład kor<span class="_ _0"></span>poracy<span class="_ _0"></span>jny</div></div><div class="pi" ></div></div><div id="pf1d" class="pf w0 h0" ><div class="pc pc1d w0 h0"><img class="bi x11 y3a5 w4 h4c" alt="" src="data:image/png;base64,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"/><div class="t m0 xb6 ha y32 ff6 fs7 fc3 sc0 ls8b ws151">29</div><div class="t m0 x1c h8 y3a6 ff7 fs5 fc4 sc0 ls4a wsf">Ws<span class="_ _0"></span>kaźniki bezpieczeńs<span class="_ _0"></span>twa inf<span class="_ _0"></span>ormacji*<span class="_ _96"> </span><span class="ws9">2023 r<span class="_ _f"></span>.<span class="_ _97"> </span>2022 r<span class="_ _f"></span>.</span></div><div class="t m0 x1c h8 y3a7 ff6 fs5 fc4 sc0 ls4d ws0">SLA (ro<span class="_ _0"></span>związywanie incydent<span class="_ _1"></span>ów IT wg założony<span class="_ _0"></span>ch limitó<span class="_ _0"></span>w SLA)</div><div class="t m0 x1c h8 y3a8 ff6 fs5 fc4 sc0 ls4d ws9">Wsk<span class="_ _0"></span>aźnik dos<span class="_ _0"></span>tępnoś<span class="_ _0"></span>ci kryty<span class="_ _0"></span>cznych s<span class="_ _0"></span>ys<span class="_ _0"></span>temó<span class="_ _0"></span>w IT</div><div class="t m0 xb9 h8 y3a7 ff6 fs5 fc4 sc0 ls8c ws133">89,4</div><div class="t m0 xba h8 y3a8 ff6 fs5 fc4 sc0 ls5 ws4">100,0</div><div class="t m0 xbb h8 y3a7 ff6 fs5 fc4 sc0 ls8d wsa9">91,0</div><div class="t m0 xbb h8 y3a8 ff6 fs5 fc4 sc0 ls8e wsf3">95<span class="_ _2"></span>,7</div><div class="t m0 x11 hc y3a9 ff6 fs9 fc4 sc0 ls0 ws70">* np.<span class="_ _0"></span> ERP<span class="_ _1"></span>,<span class="_ _1"></span> identyfikacja<span class="_ _1"></span>,<span class="_ _0"></span> proces<span class="_ _0"></span>y produk<span class="_ _0"></span>cyjne</div><div class="t m0 x11 h24 y199 ff6 fs13 fc1 sc0 ls8f wsbc">W<span class="_ _0"></span>skaźniki w ob<span class="_ _0"></span>szarze bezpieczeńs<span class="_ _0"></span>tw<span class="_ _0"></span>a inf<span class="_ _0"></span>or<span class="_ _0"></span>macji</div><div class="t m0 xb6 ha y32 ff6 fs7 fc3 sc0 ls8b ws151">29</div><div class="t m0 x11 hb y3aa ff6 fs8 fc1 sc0 ls55 wsb">3.<span class="_ _1"></span>5.<span class="_ _f"></span> DZIAŁAN<span class="_ _2"></span>I<span class="_ _2"></span>E S<span class="_ _1"></span>YS<span class="_ _f"></span>TEMU COMPLIANCE</div><div class="t m0 x11 h16 y3ab ff6 fsf fc1 sc0 ls0 ws80">3.5.<span class="_ _29"></span>1<span class="_ _1"></span>.<span class="_ _1"></span> Opis <span class="_ _2"></span>polit<span class="_ _0"></span>yk i spos<span class="_ _0"></span>obów działania</div><div class="t m0 x11 h8 y3ac ff6 fs5 fc4 sc0 ls0 ws9">Zasady działania sy<span class="_ _0"></span>st<span class="_ _0"></span>emu compliance precyzuj<span class="_ _0"></span>e Wyty<span class="_ _0"></span>czna grupowa <span class="_ _1"></span>„Ident<span class="_ _0"></span>yfikacja wymagań prawn<span class="_ _0"></span>ych i z<span class="_ _0"></span>arządzanie zgodno<span class="ws0">-</span></div><div class="t m0 x11 h8 y3ad ff6 fs5 fc4 sc0 ls0 ws9">ścią (compliance)”<span class="_ _29"></span>.<span class="_ _0"></span> Celem działań w t<span class="_ _0"></span>ym obsz<span class="_ _0"></span>arze jes<span class="_ _0"></span>t: </div><div class="t m0 x37 h8 y3ae ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 wse9">zapewnienie,<span class="_ _1"></span> że prowadzona przez spółki Grup<span class="_ _0"></span>y Apat<span class="_ _1"></span>or działalność gospodarcza <span class="_ _0"></span>jest zg<span class="_ _0"></span>odna z obowiązującymi przepisami </span></span></div><div class="t m0 x1d h8 y3af ff6 fs5 fc4 sc0 ls0 ws9">prawa or<span class="_ _0"></span>az zasadami i procedur<span class="_ _0"></span>ami ety<span class="_ _0"></span>cznymi za<span class="_ _0"></span>wartymi w K<span class="_ _1"></span>odeksie etyczn<span class="_ _0"></span>ym Grup<span class="_ _0"></span>y Apat<span class="_ _0"></span>or<span class="_ _1"></span>,</div><div class="t m0 x37 h8 y3b0 ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ws152">zwiększanie świadomości pra<span class="_ _0"></span>wnej pracownik<span class="_ _0"></span>ów oraz ochr<span class="_ _0"></span>ona przed popełnianiem czynów zabronion<span class="_ _0"></span>ych lub podjęci<span class="_ _0"></span>em in<span class="ws0">-</span></span></span></div><div class="t m0 x1d h8 y3b1 ff6 fs5 fc4 sc0 ls0 ws9">nych d<span class="_ _0"></span>ziałań niezgodnych z pr<span class="_ _0"></span>awem,<span class="_ _1"></span> </div><div class="t m0 x37 h8 y3b2 ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ws31">ochrona spółek Grupy <span class="_ _0"></span>Apat<span class="_ _1"></span>or przed ryzykiem sankcji pra<span class="_ _0"></span>wny<span class="_ _0"></span>ch wynika<span class="_ _0"></span>jących z niezg<span class="_ _0"></span>odnego z praw<span class="_ _0"></span>em działania pracowni<span class="ws0">-</span></span></span></div><div class="t m0 x1d h8 y3b3 ff6 fs5 fc4 sc0 ls0 ws9">kó<span class="_ _0"></span>w lub spółek oraz przed ut<span class="_ _0"></span>ra<span class="_ _0"></span>tą dobr<span class="_ _0"></span>ej reput<span class="_ _0"></span>acji spółek,</div><div class="t m0 x37 h8 y3b4 ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 wsad">wsparcie pracownik<span class="_ _0"></span>ów w id<span class="_ _0"></span>entyf<span class="_ _0"></span>ikacji przepisów pr<span class="_ _0"></span>awa mający<span class="_ _0"></span>ch wpływ na ich d<span class="_ _0"></span>ziałalność or<span class="_ _0"></span>az w implement<span class="_ _0"></span>acji obowiąz<span class="ws0">-</span></span></span></div><div class="t m0 x1d h8 y3b5 ff6 fs5 fc4 sc0 ls0 ws11">kó<span class="_ _0"></span>w prawn<span class="_ _0"></span>ych do <span class="_ _0"></span>wewnętrzn<span class="_ _0"></span>ych pr<span class="_ _0"></span>ocedur<span class="_ _1"></span>,</div><div class="t m0 x37 h8 y3b6 ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ws9">określenie t<span class="_ _0"></span>rybu post<span class="_ _1"></span>ępowania z na<span class="_ _2"></span>ruszeniami i zasad ochr<span class="_ _0"></span>ony os<span class="_ _0"></span>ób zgłasza<span class="_ _0"></span>jących naruszenia (sy<span class="_ _0"></span>gnalist<span class="_ _1"></span>ów).</span></span></div><div class="t m0 x11 h8 y3b7 ff6 fs5 fc4 sc0 ls0 ws9">W Grupie <span class="_ _0"></span>Apat<span class="_ _0"></span>or powołano Zespół d<span class="_ _0"></span>s.<span class="_ _0"></span> Compliance,<span class="_ _1"></span> któr<span class="_ _0"></span>ego zadaniem j<span class="_ _0"></span>est:</div><div class="t m0 x37 h8 y3b8 ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 wsd5">wsparcie pracownik<span class="_ _0"></span>ów i k<span class="_ _0"></span>ierownik<span class="_ _0"></span>ów w <span class="_ _0"></span>identy<span class="_ _0"></span>fikacji projek<span class="_ _0"></span>to<span class="_ _0"></span>wanych <span class="_ _0"></span>lub uchwal<span class="_ _0"></span>onych <span class="_ _0"></span>akt<span class="_ _0"></span>ów prawn<span class="_ _0"></span>ych ma<span class="_ _0"></span>jących w<span class="_ _0"></span>pływ </span></span></div><div class="t m0 x1d h8 y3b9 ff6 fs5 fc4 sc0 ls0 wsf0">na działalność spółek Grup<span class="_ _0"></span>y Apat<span class="_ _0"></span>or i dys<span class="_ _1"></span>trybucja infor<span class="_ _0"></span>macji do właściwej spółki lub k<span class="_ _1"></span>omórki organizacyjnej spółce <span class="_ _0"></span>Apat<span class="_ _0"></span>or SA,</div><div class="t m0 x37 h8 y3ba ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ws11">wsparcie pracownik<span class="_ _0"></span>ów i k<span class="_ _0"></span>ierownik<span class="_ _0"></span>ów w <span class="_ _0"></span>implementacji wy<span class="_ _0"></span>magań prawn<span class="_ _0"></span>ych do <span class="_ _0"></span>wewnętrzn<span class="_ _0"></span>ych pr<span class="_ _0"></span>ocedur poszczególn<span class="_ _0"></span>ych </span></span></div><div class="t m0 x1d h8 y3bb ff6 fs5 fc4 sc0 ls0 ws9">spółek lub wyty<span class="_ _0"></span>czny<span class="_ _0"></span>ch grupowych,</div><div class="t m0 x37 h8 y3bc ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 wsb6">wsparcie auditor<span class="_ _0"></span>ów w procesie weryfik<span class="_ _0"></span>acji działań dost<span class="_ _1"></span>osowawczych (implement<span class="_ _0"></span>ujących),</span></span></div><div class="t m0 x37 h8 y3bd ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ws9">prowadzenie pos<span class="_ _0"></span>tępo<span class="_ _0"></span>wań wyjaśnia<span class="_ _0"></span>jących do<span class="_ _0"></span>tycz<span class="_ _0"></span>ących zgło<span class="_ _0"></span>szony<span class="_ _0"></span>ch nadużyć.</span></span></div><div class="t m0 x11 h8 y3be ff6 fs5 fc4 sc0 ls0 ws9">Podczas c<span class="_ _0"></span>ykliczny<span class="_ _0"></span>ch spotk<span class="_ _0"></span>ań Zes<span class="_ _0"></span>pół dok<span class="_ _0"></span>onuje analizy nowych lub zmieniony<span class="_ _0"></span>ch akt<span class="_ _0"></span>ów prawn<span class="_ _0"></span>ych,<span class="_ _1"></span> określa ich wpływ na Spółk<span class="_ _0"></span>ę </div><div class="t m0 x11 h8 y3bf ff6 fs5 fc4 sc0 ls0 ws9">oraz Grupę a nas<span class="_ _0"></span>tępnie d<span class="_ _0"></span>ys<span class="_ _0"></span>trybuuje inf<span class="_ _1"></span>ormacje do właściwy<span class="_ _0"></span>ch osób w organizacji.</div><div class="t m2 x12 hc y3c0 ff8 fs9 fc0 sc0 ls70 ws70">Przyjazne miejsce pr<span class="_ _0"></span>acy<span class="_ _98"></span><span class="ls0 ws0">GOVER<span class="_ _0"></span>NANCE - Ład kor<span class="_ _0"></span>poracy<span class="_ _0"></span>jny</span></div><div class="t m0 x1c h8 y3c1 ff7 fs5 fc4 sc0 ls4a wsf">Ws<span class="_ _0"></span>kaźniki dos<span class="_ _0"></span>tępności kryty<span class="_ _0"></span>czny<span class="_ _0"></span>ch sy<span class="_ _0"></span>stemó<span class="_ _0"></span>w <span class="_ _99"> </span><span class="ws9">2023 r<span class="_ _f"></span>.<span class="_ _97"> </span>2022 r<span class="_ _f"></span>.</span></div><div class="t m0 x1c h8 y3c2 ff6 fs5 fc4 sc0 ls4d ws9">Wsk<span class="_ _0"></span>aźnik dos<span class="_ _0"></span>tępnoś<span class="_ _0"></span>ci kryty<span class="_ _0"></span>cznych s<span class="_ _0"></span>ys<span class="_ _0"></span>temó<span class="_ _0"></span>w IT - Inter<span class="_ _1"></span>net</div><div class="t m0 x1c h8 y3c3 ff6 fs5 fc4 sc0 ls4a ws9">Wsk<span class="_ _0"></span>aźnik dos<span class="_ _0"></span>tępnoś<span class="_ _0"></span>ci kryty<span class="_ _0"></span>cznych s<span class="_ _0"></span>ys<span class="_ _0"></span>temó<span class="_ _0"></span>w IT - lokalne usługi i zas<span class="_ _0"></span>oby sieciowe*</div><div class="t m0 xba h8 y3c2 ff6 fs5 fc4 sc0 ls5 ws4">100,0</div><div class="t m0 xb9 h8 y3c3 ff6 fs5 fc4 sc0 ls57 wsb4">98,9</div><div class="t m0 xbc h8 y3c2 ff6 fs5 fc4 sc0 ls57 wsb4">99,9</div><div class="t m0 xbc h8 y3c3 ff6 fs5 fc4 sc0 ls5 ws4">99,2</div><div class="t m0 x11 h8 y3c4 ff7 fs5 fc4 sc0 ls0 ws0">Apator SA</div><div class="t m0 x11 h8 y3c5 ff7 fs5 fc4 sc0 ls0 ws0">Apator Met<span class="_ _0"></span>rix SA</div><div class="t m0 x11 h8 y3c6 ff6 fs5 fc4 sc0 ls0 wsa7">W 2024 roku poszerz<span class="_ _0"></span>ono zakres działań w Grupie <span class="_ _0"></span>Apat<span class="_ _0"></span>or w celu wzmocnienia poziomu s<span class="_ _0"></span>tos<span class="_ _0"></span>owany<span class="_ _0"></span>ch zabezpieczeń inf<span class="_ _0"></span>ras<span class="_ _0"></span>truk<span class="_ _1"></span><span class="ws0">-</span></div><div class="t m0 x11 h8 y3c7 ff6 fs5 fc4 sc0 ls0 ws153">tury inf<span class="_ _0"></span>or<span class="_ _0"></span>maty<span class="_ _0"></span>cznej (aktualiz<span class="_ _0"></span>acja wytycznej grupo<span class="_ _0"></span>wej).<span class="_ _0"></span> Jednym z działań b<span class="_ _0"></span>yło zobowiązanie spółek bezpośr<span class="_ _0"></span>ednio zależn<span class="_ _0"></span>ych <span class="_ _34"></span><span class="ws0"> </span></div><div class="t m0 x11 h8 y3c8 ff6 fs5 fc4 sc0 ls0 ws154">od Apa<span class="_ _0"></span>tor S<span class="_ _0"></span>A do r<span class="_ _0"></span>ozszerzenia z<span class="_ _0"></span>akresu monit<span class="_ _1"></span>orowanych <span class="_ _0"></span>i raport<span class="_ _0"></span>owany<span class="_ _0"></span>ch wskaźnik<span class="_ _0"></span>ów bezpieczeńs<span class="_ _0"></span>twa <span class="_ _0"></span>infor<span class="_ _0"></span>macji,<span class="_ _1"></span> m.in. <span class="_ _0"></span>wpro<span class="ws0">-</span></div><div class="t m0 x11 h8 y3c9 ff6 fs5 fc4 sc0 ls0 ws155">wadzono obligat<span class="_ _0"></span>oryjne k<span class="_ _0"></span>wartalne pomiary dos<span class="_ _0"></span>tępnoś<span class="_ _0"></span>ci kluczowych s<span class="_ _0"></span>ys<span class="_ _0"></span>temó<span class="_ _0"></span>w infor<span class="_ _0"></span>mat<span class="_ _0"></span>yczn<span class="_ _0"></span>ych.<span class="_ _1"></span> Wskaźnik<span class="_ _0"></span>i bezpieczeńst<span class="_ _0"></span>wa <span class="_ _8c"></span><span class="ws0"> </span></div><div class="t m0 x11 h8 y3ca ff6 fs5 fc4 sc0 ls0 ws141">infor<span class="_ _0"></span>macji dla pozos<span class="_ _0"></span>tałych s<span class="_ _0"></span>półek będą prezent<span class="_ _0"></span>owane w k<span class="_ _0"></span>olejny<span class="_ _0"></span>ch okresach s<span class="_ _0"></span>prawozda<span class="_ _0"></span>wczych (począwszy od Raport<span class="_ _0"></span>u ESG <span class="_ _95"></span><span class="ws0"> </span></div><div class="t m0 x11 h8 y3cb ff6 fs5 fc4 sc0 ls0 ws0">za 2024 rok).</div></div><div class="pi" ></div></div><div id="pf1e" class="pf w0 h0" ><div class="pc pc1e w0 h0"><img class="bi x0 y86 w3 h1e" alt="" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAC0AAAEqCAIAAAAOCk7BAAAACXBIWXMAABYlAAAWJQFJUiTwAAAAvUlEQVR42u3OMQEAMAgDsDJveEM21zxwJApS6ckBLzd4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh8C72XAyGZlwlcAAAAAElFTkSuQmCC"/><div class="t m0 x7f ha y32 ff6 fs7 fc3 sc0 ls0 ws0">30</div><div class="t m0 x11 h8 y278 ff7 fs5 fc4 sc0 ls0 ws9">Zgłaszanie naru<span class="_ _0"></span>szeń</div><div class="t m0 x11 h8 y3cc ff6 fs5 fc4 sc0 ls0 ws156">Wyty<span class="_ _0"></span>czna grupowa <span class="_ _1"></span>„Identyf<span class="_ _0"></span>ikacja wymagań prawn<span class="_ _0"></span>ych i zarządz<span class="_ _0"></span>anie zgodnością (compliance)” precyzuje s<span class="_ _0"></span>posób zgłaszania </div><div class="t m0 x11 h8 y3cd ff6 fs5 fc4 sc0 ls0 wsfe">naruszeń prawa<span class="_ _1"></span>.<span class="_ _0"></span> W przypadk<span class="_ _0"></span>u zidenty<span class="_ _0"></span>fikow<span class="_ _0"></span>ania jakichk<span class="_ _0"></span>olwiek naruszeń w działaniu k<span class="_ _0"></span>omórki or<span class="_ _0"></span>ganizacyjnej lub spółk<span class="_ _0"></span>i,<span class="_ _1"></span> każdy </div><div class="t m0 x11 h8 y3ce ff6 fs5 fc4 sc0 ls0 ws157">pracownik <span class="_ _0"></span>jes<span class="_ _0"></span>t zobowiązany d<span class="_ _0"></span>o zgłaszania inf<span class="_ _0"></span>ormacji.<span class="_ _1"></span> Naruszenia prawa zgłaszać mogą również ws<span class="_ _0"></span>półpracownic<span class="_ _0"></span>y<span class="_ _0"></span>,<span class="_ _1"></span> kont<span class="_ _0"></span>rahenci </div><div class="t m0 x11 h8 y3cf ff6 fs5 fc4 sc0 ls0 ws9">i pozost<span class="_ _0"></span>ali inter<span class="_ _0"></span>esariusze spółki (inf<span class="_ _0"></span>or<span class="_ _0"></span>mację zamieszczono na s<span class="_ _0"></span>tr<span class="_ _0"></span>onie <span class="fc1 ws0">www<span class="_ _0"></span>.apator<span class="_ _f"></span>.com<span class="fc4">).</span></span></div><div class="t m0 x11 h8 y3d0 ff6 fs5 fc4 sc0 ls0 ws11">Naruszenia można zgłasz<span class="_ _0"></span>ać poprzez:</div><div class="t m0 x37 h8 y3d1 ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ws9">wiadomość e-mail na adres: compliance@apator<span class="_ _f"></span>.com,<span class="_ _1"></span> </span></span></div><div class="t m0 x37 h8 y3d2 ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4">pisemnie na adres Zakładu Apa<span class="_ _0"></span>tor SA<span class="_ _0"></span> w Os<span class="_ _0"></span>taszewie – z dopisk<span class="_ _0"></span>iem <span class="_ _1"></span>„do rąk własny<span class="_ _0"></span>ch Członka Z<span class="_ _0"></span>espołu ds.<span class="_ _1"></span> Compliance”,</span></span></div><div class="t m0 x37 h8 y3d3 ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ws9">za pomocą skrzynek dos<span class="_ _0"></span>tępn<span class="_ _0"></span>ych w spółk<span class="_ _0"></span>ach Grupy Apa<span class="_ _0"></span>t<span class="_ _0"></span>or opatrzon<span class="_ _0"></span>ych opisem <span class="_ _1"></span>„Z<span class="_ _0"></span>głoszenie naruszeń - do rąk własn<span class="_ _0"></span>ych </span></span></div><div class="t m0 x1d h8 y3d4 ff6 fs5 fc4 sc0 ls0 ws0">Członka Z<span class="_ _0"></span>espołu ds.<span class="_ _1"></span> Compliance”<span class="_ _29"></span>.</div><div class="t m0 x11 h8 y3d5 ff6 fs5 fc4 sc0 ls0 ws9">W celu wy<span class="_ _0"></span>jaśnienia naruszeń w spółce st<span class="_ _1"></span>osowane są następu<span class="_ _0"></span>jące metody: </div><div class="t m0 x37 h8 y3d6 ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ws9">wywiady z pracownikami (wy<span class="_ _0"></span>jaśnienia),</span></span></div><div class="t m0 x37 h8 y3d7 ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 wsb6">kontr<span class="_ _0"></span>ola wewnęt<span class="_ _0"></span>rzna inst<span class="_ _0"></span>ytu<span class="_ _0"></span>cjonalna<span class="_ _1"></span>,</span></span></div><div class="t m0 x37 h8 y3d8 ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 wsb6">audyt wewnętrzn<span class="_ _0"></span>y<span class="_ _1"></span>.</span></span></div><div class="t m0 x11 h8 y3d9 ff6 fs5 fc4 sc0 ls0 ws158">Zgło<span class="_ _0"></span>szenia rozpat<span class="_ _0"></span>ruje Z<span class="_ _0"></span>espół ds<span class="_ _0"></span>.<span class="_ _0"></span> Compliance i po konsul<span class="_ _0"></span>tacjach z pracownik<span class="_ _0"></span>ami danego działu/<span class="_ _1"></span>obszaru,<span class="_ _1"></span> któreg<span class="_ _0"></span>o dot<span class="_ _0"></span>yczy spra<span class="ws0">-</span></div><div class="t m0 x11 h8 y3da ff6 fs5 fc4 sc0 ls0 ws101">wa<span class="_ _1"></span>,<span class="_ _0"></span> s<span class="_ _0"></span>tos<span class="_ _0"></span>ownie do char<span class="_ _0"></span>akt<span class="_ _0"></span>eru zgłoszenia<span class="_ _1"></span>,<span class="_ _1"></span> <span class="_ _2"></span>przekaz<span class="_ _0"></span>uje infor<span class="_ _1"></span>mację Zarządowi i Radzie Nadzorczej odpowiedniej spółk<span class="_ _0"></span>i.<span class="_ _0"></span> Inf<span class="_ _0"></span>ormacja </div><div class="t m0 x11 h8 y3db ff6 fs5 fc4 sc0 ls0 ws159">zawiera: sz<span class="_ _0"></span>czegółowy opis zgłoszenia/spr<span class="_ _0"></span>awy ora<span class="_ _0"></span>z t<span class="_ _0"></span>ermin,<span class="_ _1"></span> do kt<span class="_ _0"></span>óreg<span class="_ _0"></span>o należy przekazać wy<span class="_ _0"></span>jaśnienia (stanowisk<span class="_ _1"></span>o co do prawdzi<span class="ws0">-</span></div><div class="t m0 x11 h8 y3dc ff6 fs5 fc4 sc0 ls0 wsad">wości zgłoszenia<span class="_ _1"></span>,<span class="_ _1"></span> opis przyczyn niezgodności,<span class="_ _1"></span> propozycje działań).<span class="_ _1"></span> Obowiązkiem wszyst<span class="_ _1"></span>kich członków Z<span class="_ _0"></span>espołu ds.<span class="_ _1"></span> Compliance </div><div class="t m0 x11 h8 y3dd ff6 fs5 fc4 sc0 ls0 ws10">oraz osó<span class="_ _0"></span>b zaangażowany<span class="_ _0"></span>ch w proces rozpa<span class="_ _0"></span>trywania zgłoszenia<span class="_ _1"></span>,<span class="_ _1"></span> jes<span class="_ _0"></span>t dochowanie pouf<span class="_ _0"></span>ności wszys<span class="_ _0"></span>tk<span class="_ _0"></span>ich pozyskany<span class="_ _0"></span>ch inf<span class="_ _0"></span>ormacji.<span class="_ _1"></span> </div><div class="t m0 x11 h8 y3de ff6 fs5 fc4 sc0 ls0 ws9">Dost<span class="_ _1"></span>ęp do danych osobowy<span class="_ _0"></span>ch osob<span class="_ _0"></span>y zgłaszającej ma j<span class="_ _0"></span>edynie Z<span class="_ _0"></span>espół ds.<span class="_ _1"></span> Compliance.</div><div class="t m0 x11 h8 y3df ff6 fs5 fc4 sc0 ls0 ws9">Żadna osoba nie może ponieść bezpośr<span class="_ _0"></span>ednio lub pośrednio negat<span class="_ _0"></span>ywny<span class="_ _0"></span>ch k<span class="_ _0"></span>onsekwencji związan<span class="_ _0"></span>ych z dok<span class="_ _1"></span>ona<span class="_ _2"></span>ny<span class="_ _0"></span>m zgłoszeniem.<span class="_ _1"></span> </div><div class="t m0 x11 h8 y3e0 ff6 fs5 fc4 sc0 ls0 ws9">W szczegó<span class="_ _0"></span>lności dok<span class="_ _0"></span>onane zgłoszenie nie może by<span class="_ _0"></span>ć pods<span class="_ _0"></span>tawą do r<span class="_ _0"></span>ozwiązania umowy o pracę lub zmian<span class="_ _0"></span>y warunk<span class="_ _0"></span>ów pracy lub </div><div class="t m0 x11 h8 y3e1 ff6 fs5 fc4 sc0 ls0 ws11">płacy na mniej k<span class="_ _0"></span>orzyst<span class="_ _0"></span>ne.</div><div class="t m0 x11 h8 y3e2 ff6 fs5 fc4 sc0 ls0 wsf9">Rada Nadzor<span class="_ _0"></span>cza Apa<span class="_ _0"></span>tor <span class="_ _0"></span>SA d<span class="_ _0"></span>okonuj<span class="_ _0"></span>e na swoim posiedzeniu nie rz<span class="_ _0"></span>adziej niż raz na pół r<span class="_ _0"></span>oku przeglądu wszys<span class="_ _1"></span>tkich zgłoszeń <span class="_ _0"></span>z t<span class="_ _0"></span>ego </div><div class="t m0 x11 h8 y3e3 ff6 fs5 fc4 sc0 ls0 ws9">okresu w<span class="_ _0"></span>raz z opisem podjęt<span class="_ _0"></span>ych działań weryf<span class="_ _0"></span>ikujących oraz,<span class="_ _1"></span> j<span class="_ _0"></span>eżeli były uzasadnione,<span class="_ _1"></span> również działań naprawczy<span class="_ _0"></span>ch.</div><div class="t m0 x11 h8 y3e4 ff6 fs5 fc4 sc0 ls0 ws15a">Działanie sys<span class="_ _0"></span>t<span class="_ _0"></span>emu oraz Z<span class="_ _0"></span>espołu ds.<span class="_ _1"></span> Compliance jest podda<span class="_ _0"></span>wane ocenie przez Radę Nadzor<span class="_ _0"></span>czą Apa<span class="_ _0"></span>tor S<span class="_ _0"></span>A w ramach rocznej </div><div class="t m0 x11 h8 y3e5 ff6 fs5 fc4 sc0 ls0 ws9">„Oceny sku<span class="_ _0"></span>teczno<span class="_ _0"></span>ści sys<span class="_ _0"></span>t<span class="_ _0"></span>emu kon<span class="_ _0"></span>tro<span class="_ _0"></span>li wewnętrznej,<span class="_ _1"></span> zarządzania ryzykiem i compliance”<span class="_ _37"></span>.</div><div class="t m0 x11 h16 y3e6 ff6 fsf fc1 sc0 ls0 ws80">3.5.2.<span class="_ _1"></span> Podejmow<span class="_ _0"></span>ane działania i uzyskane rezul<span class="_ _0"></span>ta<span class="_ _0"></span>t<span class="_ _0"></span>y</div><div class="t m0 x11 h8 y3e7 ff6 fs5 fc4 sc0 ls4d ws11">W ramach <span class="_ _0"></span>sys<span class="_ _0"></span>t<span class="_ _0"></span>emu compliance w 2023 roku przepr<span class="_ _0"></span>owadzono nas<span class="_ _0"></span>t<span class="_ _0"></span>ępujące działania:</div><div class="t m0 x11 h8 y3e8 ff7 fs5 fc4 sc0 ls4d ws9">Monitoring i k<span class="_ _1"></span>omunikacja zmian w prawie,<span class="_ _1"></span> m.in.:<span class="_ _2"></span><span class="ff6 ls0 ws0"> </span></div><div class="t m0 x37 h8 y3e9 ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _33"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ls4d"> <span class="_ _37"></span>prawa i obowiązk<span class="_ _0"></span>i Rad Nadzor<span class="_ _0"></span>czych,<span class="_ _0"></span> </span></span></div><div class="t m0 x37 h8 y3ea ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _33"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ls4d ws9">prawo k<span class="_ _0"></span>orpor<span class="_ _0"></span>acy<span class="_ _0"></span>jne i holdingowe,</span></span></div><div class="t m0 x37 h8 y3eb ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _33"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ls4d ws9">Prawo zamówień publiczn<span class="_ _0"></span>ych,</span></span></div><div class="t m0 x37 h8 y3ec ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _33"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ls4d ws9"> <span class="_ _37"></span>zbiór kluczowych akt<span class="_ _1"></span>ów prawnych w z<span class="_ _0"></span>akresie ochr<span class="_ _0"></span>ony śr<span class="_ _0"></span>odowiska<span class="_ _1"></span>,<span class="_ _0"></span> </span></span></div><div class="t m0 x37 h8 y3ed ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _33"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ls4d">Polski Ład i przepisy poda<span class="_ _0"></span>tk<span class="_ _0"></span>owe,</span></span></div><div class="t m0 x37 h8 y3ee ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _33"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ls4d ws11">Kod<span class="_ _0"></span>eks pracy<span class="_ _1"></span>,</span></span></div><div class="t m0 x37 h8 y3ef ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _33"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ls4d">przepisy BHP<span class="_ _1"></span>,</span></span></div><div class="t m0 x37 h8 y3f0 ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _33"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ls4d ws15b">przepisy „covid<span class="_ _0"></span>owe”<span class="_ _37"></span>.</span></span></div><div class="t m0 x11 h8 y3f1 ff7 fs5 fc4 sc0 ls4d ws1b">Dokument<span class="_ _0"></span>y i regulacje wewnęt<span class="_ _0"></span>rzne,<span class="_ _1"></span> w tym:</div><div class="t m0 x37 h8 y3f2 ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _33"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ls4d"> <span class="_ _37"></span>propozycje <span class="_ _0"></span>zmian do wyty<span class="_ _0"></span>cznych,<span class="_ _1"></span> procedur  i ins<span class="_ _0"></span>tr<span class="_ _0"></span>ukcji,</span></span></div><div class="t m0 x37 h8 y3f3 ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _33"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ls4d ws9">aktualizacja s<span class="_ _0"></span>tat<span class="_ _0"></span>ut<span class="_ _1"></span>ów,<span class="_ _1"></span> regulaminów i umów spółek,</span></span></div><div class="t m0 x37 h8 y3f4 ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _33"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ls4d ws11">aktualizacja wy<span class="_ _0"></span>kazów pełnomocnict<span class="_ _0"></span>w i prokury<span class="_ _1"></span>.</span></span></div><div class="t m2 x1b hc y255 ff8 fs9 fc0 sc0 ls0 ws0">GOVER<span class="_ _0"></span>NANCE - Ład kor<span class="_ _0"></span>poracy<span class="_ _0"></span>jny</div></div><div class="pi" ></div></div><div id="pf1f" class="pf w0 h0" ><div class="pc pc1f w0 h0"><img class="bi xb5 y86 w9 h49" alt="" src="data:image/png;base64,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"/><div class="t m0 x58 ha y32 ff6 fs7 fc3 sc0 ls8b ws151">31</div><div class="t m2 x12 hc y255 ff8 fs9 fc0 sc0 ls0 ws0">GOVER<span class="_ _0"></span>NANCE - Ład kor<span class="_ _0"></span>poracy<span class="_ _0"></span>jny</div><div class="t m0 x11 h8 y278 ff7 fs5 fc4 sc0 ls4d ws129">Obsługa prawna<span class="_ _1"></span>, w ty<span class="_ _0"></span>m:</div><div class="t m0 x37 h8 y3f5 ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _33"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ls4d ws11">opiniowanie i przygo<span class="_ _0"></span>towyw<span class="_ _0"></span>anie projekt<span class="_ _1"></span>ów umów,</span></span></div><div class="t m0 x37 h8 y3f6 ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _33"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ls4d ws9">sporządzanie opinii prawn<span class="_ _0"></span>ych,</span></span></div><div class="t m0 x37 h8 y3f7 ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _33"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ls4d ws11">udział w procesach negocjacji,<span class="_ _1"></span> </span></span></div><div class="t m0 x37 h8 y3f8 ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _33"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ls4d">obsługa prawna zgr<span class="_ _0"></span>omadzeń wspólnik<span class="_ _0"></span>ów i posiedzeń RN,</span></span></div><div class="t m0 x37 h8 y3f9 ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _33"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ls4d ws11">inter<span class="_ _0"></span>pret<span class="_ _0"></span>acja akt<span class="_ _0"></span>ów praw<span class="_ _0"></span>nych <span class="_ _0"></span>i udzielanie porad pr<span class="_ _0"></span>awny<span class="_ _0"></span>ch,<span class="_ _0"></span> </span></span></div><div class="t m0 x37 h8 y3fa ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _33"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ls4d wsb6">reprezen<span class="_ _0"></span>tacja w post<span class="_ _0"></span>ępowaniach sądo<span class="_ _0"></span>wych.</span></span></div><div class="t m0 x11 h8 y3fb ff7 fs5 fc4 sc0 ls4d ws1b">Szk<span class="_ _0"></span>olenia wew<span class="_ _0"></span>nętrzne</div><div class="t m0 x37 h8 y3fc ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _33"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ls4d wsb6">zmiany w prawie,<span class="_ _1"></span> w ty<span class="_ _0"></span>m,</span></span></div><div class="t m0 xbd h8 y3fd ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ff11">–<span class="_ _2f"> </span><span class="ff6 fc4 ls4d ws15c"> Prawo <span class="_ _2a"> </span>zamówień <span class="_ _2b"> </span>publicznych,</span></span></div><div class="t m0 xbd h8 y3fe ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ff11">–<span class="_ _2f"> </span><span class="ff6 fc4 ls4d wsb6">zabezpieczanie wyk<span class="_ _0"></span>onania umów,</span></span></div><div class="t m0 xbd h8 y3ff ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ff11">–<span class="_ _2f"> </span><span class="ff6 fc4 ls4d ws11">prawo pr<span class="_ _0"></span>acy<span class="_ _0"></span>,</span></span></div><div class="t m0 x37 h8 y400 ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _33"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ls4d ws9">regulacje wewnęt<span class="_ _0"></span>rzne,<span class="_ _1"></span> zawieranie umów<span class="_ _1"></span>.</span></span></div><div class="t m0 x11 h8 y401 ff7 fs5 fc4 sc0 ls4d ws1b">Audyty w<span class="_ _0"></span>ewnętrzne</div><div class="t m0 x37 h8 y402 ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _33"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ls4d ws130">audyt pracy aud<span class="_ _0"></span>yt<span class="_ _0"></span>ora wewnęt<span class="_ _0"></span>rznego or<span class="_ _0"></span>az Dyrekt<span class="_ _1"></span>ora ds.<span class="_ _0"></span> Finansowy<span class="_ _0"></span>ch Grupy Apa<span class="_ _0"></span>t<span class="_ _0"></span>or (sprawoz<span class="_ _0"></span>dania z audyt<span class="_ _0"></span>ów zos<span class="_ _0"></span>tały przeds<span class="_ _0"></span>tawio<span class="ls0 ws0">-</span></span></span></div><div class="t m0 x1d h8 y403 ff6 fs5 fc4 sc0 ls4d ws11">ne na posiedzeniu K<span class="_ _1"></span>omitetu <span class="_ _0"></span>Audyt<span class="_ _0"></span>u w 2023 r<span class="_ _f"></span>.),</div><div class="t m0 x37 h8 y404 ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _33"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ls4d ws15d">częściowe audyt<span class="_ _0"></span>y w wybr<span class="_ _0"></span>anych obs<span class="_ _0"></span>zarach,<span class="_ _1"></span> m.in.<span class="_ _0"></span> w zakresie s<span class="_ _0"></span>posobu i zakr<span class="_ _0"></span>esu obsługi prawnej w wy<span class="_ _0"></span>brany<span class="_ _0"></span>ch spółkach Grup<span class="_ _0"></span>y <span class="_ _95"></span><span class="ls0 ws0"> </span></span></span></div><div class="t m0 x1d h8 y405 ff6 fs5 fc4 sc0 ls4d ws15e">Apat<span class="_ _0"></span>or<span class="_ _1"></span>,<span class="_ _1"></span> sposobów opiniowania oraz wery<span class="_ _0"></span>fikacji umów pod kąt<span class="_ _1"></span>em <span class="_ _2"></span>ryzyk praw<span class="_ _0"></span>nych,<span class="_ _1"></span> uregul<span class="_ _0"></span>owania kwes<span class="_ _0"></span>tii pr<span class="_ _0"></span>awny<span class="_ _0"></span>ch związany<span class="_ _0"></span>ch <span class="_ _72"></span><span class="ls0 ws0"> </span></div><div class="t m0 x1d h8 y406 ff6 fs5 fc4 sc0 ls4d ws0">z prawami au<span class="_ _0"></span>tor<span class="_ _0"></span>skimi.</div><div class="t m0 x11 h8 y407 ff6 fs5 fc4 sc0 ls4d ws11f">Planowane w 2024 roku działania obejmują m.in.<span class="_ _0"></span> zwiększanie k<span class="_ _0"></span>ompet<span class="_ _0"></span>encji związanych z r<span class="_ _0"></span>osnącymi wy<span class="_ _0"></span>mogami regulacyjn<span class="_ _0"></span>ymi w UE </div><div class="t m0 x11 h8 y408 ff6 fs5 fc4 sc0 ls4d ws15f">wpływa<span class="_ _0"></span>jącymi na działalność Grup<span class="_ _0"></span>y Apat<span class="_ _0"></span>or lub j<span class="_ _0"></span>ej klientó<span class="_ _0"></span>w,<span class="_ _1"></span> rozszerzenie zespołu d<span class="_ _0"></span>s.<span class="_ _1"></span> compl<span class="_ _2"></span>iance o przeds<span class="_ _0"></span>tawicieli spółek z grup<span class="_ _0"></span>y<span class="_ _2"></span> <span class="_ _34"></span><span class="ls0 ws0"> </span></div><div class="t m0 x11 h8 y409 ff6 fs5 fc4 sc0 ls4d ws160">kapitałow<span class="_ _0"></span>ej w celu poprawy przepływu infor<span class="_ _0"></span>macji oraz k<span class="_ _1"></span>ontynuowanie proces<span class="_ _0"></span>u szkol<span class="_ _0"></span>eń dla pracownik<span class="_ _0"></span>ów w celu poszerzenia <span class="_ _39"></span><span class="ls0 ws0"> </span></div><div class="t m0 x11 h8 y40a ff6 fs5 fc4 sc0 ls4d ws9">ich świadomości pr<span class="_ _0"></span>awnej.</div><div class="t m0 x11 hb y40b ff6 fs8 fc1 sc0 ls55 wsb">3.<span class="_ _1"></span>6<span class="_ _0"></span>.<span class="_ _f"></span> ZARZĄDZANI<span class="_ _2"></span>E R<span class="_ _1"></span>YZYKIEM W<span class="_ _1"></span> GRU<span class="_ _2"></span>PI<span class="_ _2"></span>E <span class="_ _0"></span>AP<span class="_ _f"></span>A<span class="_ _29"></span>TOR</div><div class="t m0 x11 h16 y40c ff6 fsf fc1 sc0 ls0 ws80">3.6<span class="_ _0"></span>.<span class="_ _29"></span>1<span class="_ _1"></span>.<span class="_ _0"></span> Opis polity<span class="_ _0"></span>k i sposobów działania</div><div class="t m0 x11 h8 y40d ff6 fs5 fc4 sc0 ls0 ws118">Zarządzanie ryzykiem w Grupie <span class="_ _0"></span>Apat<span class="_ _0"></span>or ma na celu zapewnienie,<span class="_ _1"></span> że wszyst<span class="_ _0"></span>kie is<span class="_ _0"></span>t<span class="_ _0"></span>otne czynniki ryzyk<span class="_ _0"></span>a są na bieżąco ident<span class="_ _0"></span>yfiko<span class="_ _0"></span>wa<span class="ws0">-</span></div><div class="t m0 x11 h8 y40e ff6 fs5 fc4 sc0 ls0 ws159">ne,<span class="_ _1"></span> analizowane i kontr<span class="_ _0"></span>olow<span class="_ _0"></span>ane.<span class="_ _0"></span> Zarządzanie ryzykiem realizow<span class="_ _0"></span>ane jes<span class="_ _0"></span>t w oparciu o model <span class="_ _0"></span>trzech linii obron<span class="_ _0"></span>y oraz <span class="_ _0"></span>jednolit<span class="_ _0"></span>e zasa<span class="ws0">-</span></div><div class="t m0 x11 h8 y40f ff6 fs5 fc4 sc0 ls0 ws101">dy i met<span class="_ _0"></span>odyk<span class="_ _1"></span>ę opracowaną na pods<span class="_ _0"></span>tawie międzynar<span class="_ _0"></span>odowej nor<span class="_ _0"></span>my ISO 3<span class="_ _0"></span>1001<span class="_ _0"></span>.<span class="_ _0"></span> W<span class="_ _0"></span> poszczególn<span class="_ _0"></span>ych s<span class="_ _0"></span>półkach Grup<span class="_ _0"></span>y zarządzanie </div><div class="t m0 x11 h8 y410 ff6 fs5 fc4 sc0 ls0 ws9">ryzykiem s<span class="_ _0"></span>tanowi int<span class="_ _0"></span>egralną częś<span class="_ _0"></span>ć ich sys<span class="_ _0"></span>t<span class="_ _0"></span>emów zarządzania or<span class="_ _0"></span>az pozos<span class="_ _0"></span>taje pod nadzor<span class="_ _0"></span>em spółki dominującej.</div><div class="t m0 x11 h8 y411 ff6 fs5 fc4 sc0 ls0 ws9">Przyjęt<span class="_ _0"></span>e w Grupie zasa<span class="_ _0"></span>dy zarządz<span class="_ _0"></span>ania ryzykiem obejmują kont<span class="_ _0"></span>rol<span class="_ _0"></span>ę ryzyka w podziale na:</div><div class="t m0 x37 h8 y412 ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ws9">ryzyko finansowe związ<span class="_ _0"></span>ane z zarządzaniem finansami,</span></span></div><div class="t m0 x37 h8 y413 ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ws9">ryzyko s<span class="_ _0"></span>tra<span class="_ _0"></span>t<span class="_ _0"></span>egiczne związane z rozwojem i bud<span class="_ _0"></span>ową wart<span class="_ _0"></span>ości Grupy <span class="_ _0"></span>Apat<span class="_ _0"></span>or<span class="_ _1"></span>,<span class="_ _1"></span> </span></span></div><div class="t m0 x37 h8 y414 ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ws9">ryzyko operac<span class="_ _0"></span>yjne,<span class="_ _1"></span> obejmujące bieżącą realizacj<span class="_ _0"></span>ę zadań,<span class="_ _1"></span> zgodność z przepisami prawa<span class="_ _1"></span>,<span class="_ _1"></span> bezpieczeństwo pr<span class="_ _0"></span>acy<span class="_ _0"></span>,<span class="_ _1"></span> bezpieczeń<span class="ws0">-</span></span></span></div><div class="t m0 x1d h8 y415 ff6 fs5 fc4 sc0 ls0 ws9">st<span class="_ _0"></span>wo infor<span class="_ _0"></span>macji oraz ochr<span class="_ _0"></span>onę środ<span class="_ _0"></span>owiska<span class="_ _1"></span>.</div><div class="t m0 x11 h8 y416 ff6 fs5 fc4 sc0 ls0 ws132">Zasady zarzą<span class="_ _0"></span>dzania ryzykiem zos<span class="_ _0"></span>tały okr<span class="_ _0"></span>eślone w Wyt<span class="_ _0"></span>ycznej grupow<span class="_ _0"></span>ej <span class="_ _0"></span>„Proces z<span class="_ _0"></span>arządzania ryzykiem w Grupie <span class="_ _0"></span>Apat<span class="_ _0"></span>or”<span class="_ _37"></span>. Wy<span class="ws0">-</span></div><div class="t m0 x11 h8 y417 ff6 fs5 fc4 sc0 ls0 wse8">ty<span class="_ _0"></span>czna wprow<span class="_ _0"></span>adza jedno<span class="_ _0"></span>lite z<span class="_ _0"></span>asady podziału ról i odpowiedzialnoś<span class="_ _0"></span>ci w zakresie funk<span class="_ _1"></span>cjonalnej kontr<span class="_ _0"></span>oli wewnętrznej,<span class="_ _1"></span> zarządzania </div><div class="t m0 x11 h8 y418 ff6 fs5 fc4 sc0 ls0 ws9">ryzykiem or<span class="_ _0"></span>az zgodności działalnoś<span class="_ _0"></span>ci z prawem (compliance),<span class="_ _1"></span> a także wspóln<span class="_ _0"></span>y zest<span class="_ _0"></span>aw t<span class="_ _0"></span>echnik i narzędzi w Grupie.</div><div class="t m0 x11 h8 y419 ff6 fs5 fc4 sc0 ls0 ws9">Strukt<span class="_ _0"></span>ura k<span class="_ _1"></span>ontroli ryzyka:</div><div class="t m0 x37 h8 y41a ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 wsb4">I linia obrony – st<span class="_ _0"></span>anowi nadzór i kon<span class="_ _0"></span>tro<span class="_ _0"></span>lę realizowaną w ramach spr<span class="_ _0"></span>awowan<span class="_ _0"></span>ych funk<span class="_ _0"></span>cji kiero<span class="_ _0"></span>wniczych i zarząd<span class="_ _0"></span>czych (zarzą<span class="ws0">-</span></span></span></div><div class="t m0 x1d h8 y41b ff6 fs5 fc4 sc0 ls0 ws9">dzania operacy<span class="_ _0"></span>jnego),</div><div class="t m0 x37 h8 y41c ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ws1a">I<span class="_ _2"></span>I linia obron<span class="_ _0"></span>y – t<span class="_ _0"></span>o kon<span class="_ _0"></span>trola popr<span class="_ _0"></span>awności działania i zgodno<span class="_ _0"></span>ści z regulacjami wewnęt<span class="_ _0"></span>rznymi i zew<span class="_ _0"></span>nętrzny<span class="_ _0"></span>mi realizowana przez </span></span></div><div class="t m0 x1d h8 y41d ff6 fs5 fc4 sc0 ls0 ws9">dedyk<span class="_ _1"></span>owane komórki,</div><div class="t m0 x37 h8 y41e ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ws161">I<span class="_ _2"></span>II linia obrony – t<span class="_ _0"></span>o niezależna działalno<span class="_ _0"></span>ść weryfikująca i dor<span class="_ _0"></span>adcza<span class="_ _1"></span>,<span class="_ _1"></span> której celem <span class="_ _0"></span>jes<span class="_ _0"></span>t uspraw<span class="_ _0"></span>nienie operacy<span class="_ _0"></span>jne organizacji <span class="_ _34"></span><span class="ws0"> </span></span></span></div><div class="t m0 x1d h8 y41f ff6 fs5 fc4 sc0 ls0 wsb6">i wniesienie do niej wart<span class="_ _0"></span>ości dodanej,<span class="_ _1"></span> realizowana przez audyt<span class="_ _0"></span>ora wewnęt<span class="_ _0"></span>rznego.</div></div><div class="pi" ></div></div><div id="pf20" class="pf w0 h0" ><div class="pc pc20 w0 h0"><img class="bi x0 y420 w6 h4d" alt="" src="data:image/png;base64,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"/><div class="t m0 x7f ha y32 ff6 fs7 fc3 sc0 ls0 ws0">32</div><div class="t m0 x11 h8 y421 ff6 fs5 fc4 sc0 ls0 ws1c">C<span class="_ _0"></span>ykliczny przegląd ryzyk<span class="_ _0"></span>a odbywa się r<span class="_ _0"></span>az w roku zgodnie z wyt<span class="_ _0"></span>yczną k<span class="_ _1"></span>orporacy<span class="_ _0"></span>jną <span class="_ _1"></span>„Proces zarządzania ryzykiem w Gr<span class="_ _0"></span>upie Apa<span class="ws0">-</span></div><div class="t m0 x11 h8 y422 ff6 fs5 fc4 sc0 ls0 ws159">tor”<span class="_ _37"></span>.<span class="_ _0"></span>  Opracowywane są k<span class="_ _0"></span>arty ryzyka i mapy ryzyka (odpowiedzialno<span class="_ _0"></span>ść po st<span class="_ _0"></span>ronie właścicieli biznesowy<span class="_ _0"></span>ch).<span class="_ _0"></span> Po zak<span class="_ _1"></span>ończeniu roku </div><div class="t m0 x11 h8 y423 ff6 fs5 fc4 sc0 ls0 ws162">sporządzan<span class="_ _0"></span>y jes<span class="_ _0"></span>t raport ryzyka  Grup<span class="_ _0"></span>y Apat<span class="_ _1"></span>or<span class="_ _0"></span>,<span class="_ _1"></span> który po ak<span class="_ _0"></span>cepta<span class="_ _0"></span>cji Zarządu Apat<span class="_ _1"></span>or SA przedst<span class="_ _0"></span>awiany j<span class="_ _0"></span>est K<span class="_ _1"></span>omitet<span class="_ _0"></span>owi Aud<span class="_ _0"></span>ytu </div><div class="t m0 x11 h8 y424 ff6 fs5 fc4 sc0 ls0 ws4b">Rady Nadzor<span class="_ _0"></span>czej Apat<span class="_ _1"></span>or SA. Na t<span class="_ _1"></span>ej <span class="_ _2"></span>pods<span class="_ _0"></span>tawie K<span class="_ _1"></span>omitet dok<span class="_ _0"></span>onuje ocen<span class="_ _0"></span>y skut<span class="_ _0"></span>eczności s<span class="_ _0"></span>yst<span class="_ _1"></span>emu kontr<span class="_ _0"></span>oli wewnętrznej i zarzą<span class="_ _0"></span>dzania </div><div class="t m0 x11 h8 y425 ff6 fs5 fc4 sc0 ls0 ws0">ryzykiem,<span class="_ _1"></span> compliance i audytu w<span class="_ _0"></span>ewnętrznego<span class="_ _0"></span>.</div><div class="t m0 x11 h8 y426 ff7 fs5 fc4 sc0 ls0 ws1b">Audyt wew<span class="_ _0"></span>nętrzn<span class="_ _0"></span>y</div><div class="t m0 x11 h8 y427 ff6 fs5 fc4 sc0 ls0 ws9">Funk<span class="_ _0"></span>cjonowanie aud<span class="_ _0"></span>ytu w<span class="_ _0"></span>ewnętrznego w Grupi<span class="_ _0"></span>e Apat<span class="_ _0"></span>or odbyw<span class="_ _0"></span>a się na podsta<span class="_ _0"></span>wie wyty<span class="_ _0"></span>cznej grupowej,<span class="_ _1"></span> któr<span class="_ _0"></span>a reguluje pods<span class="_ _0"></span>ta<span class="ws0">-</span></div><div class="t m0 x11 h8 y428 ff6 fs5 fc4 sc0 ls0 ws9">wowe zasad<span class="_ _0"></span>y przeprowadz<span class="_ _0"></span>ania audyt<span class="_ _0"></span>ów wewnęt<span class="_ _0"></span>rznych or<span class="_ _0"></span>az k<span class="_ _0"></span>ompet<span class="_ _0"></span>encje i zakres upr<span class="_ _0"></span>awnień aud<span class="_ _0"></span>ytor<span class="_ _0"></span>a wewnęt<span class="_ _0"></span>rznego.</div><div class="t m0 x11 h8 y429 ff6 fs5 fc4 sc0 ls0 ws0">Zasady funk<span class="_ _0"></span>cjonowania aud<span class="_ _0"></span>ytu w<span class="_ _0"></span>ewnętrznego w Gr<span class="_ _0"></span>upie Apat<span class="_ _1"></span>or:</div><div class="t m0 x37 h8 y42a ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 wsaa">Audytor w<span class="_ _0"></span>ewnętrzn<span class="_ _0"></span>y jes<span class="_ _0"></span>t upraw<span class="_ _0"></span>niony do przepr<span class="_ _0"></span>owadzania w spółk<span class="_ _0"></span>ach Grupy Apa<span class="_ _0"></span>tor au<span class="_ _0"></span>dytu: f<span class="_ _0"></span>inansowego,<span class="_ _1"></span> operacy<span class="_ _0"></span>jnego,<span class="_ _1"></span> </span></span></div><div class="t m0 x1d h8 y42b ff6 fs5 fc4 sc0 ls0 ws9">sys<span class="_ _0"></span>t<span class="_ _0"></span>emowego,<span class="_ _1"></span> infor<span class="_ _0"></span>mat<span class="_ _0"></span>ycznego,<span class="_ _1"></span> zgodności lub inneg<span class="_ _0"></span>o zleconego przez K<span class="_ _0"></span>omit<span class="_ _0"></span>et Aud<span class="_ _0"></span>ytu,</div><div class="t m0 x37 h8 y42c ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 wsae">Audytor w<span class="_ _0"></span>ewnętrzn<span class="_ _0"></span>y raportuj<span class="_ _0"></span>e bezpośrednio d<span class="_ _0"></span>o Prezesa Zarządu <span class="_ _0"></span>Apat<span class="_ _0"></span>or SA,<span class="_ _1"></span> Komi<span class="_ _0"></span>tet<span class="_ _0"></span>u Au<span class="_ _0"></span>dyt<span class="_ _0"></span>u i Rady Nadzor<span class="_ _0"></span>czej Apat<span class="_ _1"></span>or SA </span></span></div><div class="t m0 x77 h4e y42d ff20 fs2d fc0 sc0 ls0 ws0">RADA NADZORCZA APATOR SA</div><div class="t m0 xbe h4e y42e ff20 fs2d fc0 sc0 ls0 ws0">KOMITET AUDYTU APATOR SA</div><div class="t m0 xbe h4e y42f ff20 fs2d fc0 sc0 ls0 ws0">KOMITET AUDYTU APATOR SA</div><div class="t m6 xbf h4e y430 ff20 fs2d fc0 sc0 ls0 ws0">ŚCISŁE KIEROWNICTWO</div><div class="t m0 xc0 h4f y431 ff20 fs2e fc4 sc0 ls0 ws0">Zarządzanie oper<span class="_ _0"></span>acyjne</div><div class="t m0 xc1 h4f y432 ff20 fs2e fc4 sc0 ls0 ws0">(realizacja celów <span class="_ _0"></span>biznesowych)</div><div class="t m0 x3c h4f y433 ff20 fs2e fcf sc0 ls0 ws0">I linia obron<span class="_ _0"></span>y</div><div class="t m0 xc2 h50 y434 ff21 fs2e fc4 sc0 ls90 ws163">Nadzór i k<span class="_ _1"></span>ontrola realizowana <span class="_ _0"></span>w </div><div class="t m0 xc2 h50 y435 ff21 fs2e fc4 sc0 ls90 ws163">ramach bieżą<span class="_ _0"></span>cego zarządz<span class="_ _0"></span>ania<span class="_ _0"></span>,<span class="_ _1"></span> w tym:</div><div class="t m0 xc2 h50 y436 ff22 fs2e fc4 sc0 ls0 ws0">▪<span class="_ _9a"> </span><span class="ff21">kont<span class="_ _0"></span>rola wewnęt<span class="_ _0"></span>rzna funkcj<span class="_ _0"></span>onal-</span></div><div class="t m0 xc3 h50 y437 ff21 fs2e fc4 sc0 ls0 ws0">na zgodnie z odpowiedzialnością </div><div class="t m0 xc3 h50 y438 ff21 fs2e fc4 sc0 ls0 ws0">(schemat organizacy<span class="_ _0"></span>jny)</div><div class="t m0 xc2 h50 y439 ff22 fs2e fc4 sc0 ls0 ws0">▪<span class="_ _9a"> </span><span class="ff21 ls91 ws164">bieżące zarządzanie ryzykiem</span></div><div class="t m0 x67 h4f y431 ff20 fs2e fc4 sc0 ls0 ws0">Skuteczno<span class="_ _0"></span>ść </div><div class="t m0 x43 h4f y432 ff20 fs2e fc4 sc0 ls0 ws0">sys<span class="_ _0"></span>temów zarząd<span class="_ _0"></span>zania</div><div class="t m0 xc4 h4f y433 ff20 fs2e fcf sc0 ls0 ws0">II linia obrony</div><div class="t m0 xc5 h50 y434 ff21 fs2e fc4 sc0 ls0 ws0">Nadzór i kon<span class="_ _0"></span>trola zarz<span class="_ _0"></span>ądzania </div><div class="t m0 xc5 h50 y435 ff21 fs2e fc4 sc0 ls0 ws0">operacy<span class="_ _0"></span>jnego:</div><div class="t m0 xc5 h50 y436 ff22 fs2e fc4 sc0 ls0 ws0">▪<span class="_ _9a"> </span><span class="ff21">audyty: ISO<span class="_ _0"></span>,<span class="_ _1"></span> 5S, klient<span class="_ _0"></span>a<span class="_ _0"></span>,<span class="_ _1"></span> M<span class="_ _2"></span>ID</span></div><div class="t m0 xc5 h50 y437 ff22 fs2e fc4 sc0 ls0 ws0">▪<span class="_ _9a"> </span><span class="ff21">kont<span class="_ _0"></span>rola wew<span class="_ _0"></span>.<span class="_ _0"></span> inst<span class="_ _0"></span>ytucj<span class="_ _0"></span>onalna</span></div><div class="t m0 xc5 h50 y438 ff22 fs2e fc4 sc0 ls0 ws0">▪<span class="_ _9a"> </span><span class="ff21">przegląd ryzyka przez właścicieli </span></div><div class="t m0 xc6 h50 y439 ff21 fs2e fc4 sc0 ls0 ws0">biznesowych</div><div class="t m0 xc5 h50 y43a ff22 fs2e fc4 sc0 ls0 ws0">▪<span class="_ _9a"> </span><span class="ff21">kont<span class="_ _0"></span>roling ﬁnansowych</span></div><div class="t m0 xc5 h50 y43b ff22 fs2e fc4 sc0 ls0 ws0">▪<span class="_ _9a"> </span><span class="ff21">kont<span class="_ _0"></span>rola praw<span class="_ _0"></span>na i compliance</span></div><div class="t m0 xc5 h50 y43c ff22 fs2e fc4 sc0 ls0 ws0">▪<span class="_ _9a"> </span><span class="ff21">kont<span class="_ _0"></span>rola ﬁnansowa (K<span class="_ _1"></span>omitet ryzyk </span></div><div class="t m0 xc6 h50 y43d ff21 fs2e fc4 sc0 ls0 ws0">ﬁnansowych)</div><div class="t m0 xa6 h4f y431 ff20 fs2e fc4 sc0 ls90 ws163">Audy<span class="_ _2"></span>t </div><div class="t m0 x3f h4f y432 ff20 fs2e fc4 sc0 ls0 ws0">wewnętrzn<span class="_ _0"></span>y</div><div class="t m0 xc7 h4f y433 ff20 fs2e fcf sc0 ls0 ws0">III linia obrony</div><div class="t m0 xc8 h4f y43e ff20 fs2e fc4 sc0 ls0 ws0">Skuteczno<span class="_ _0"></span>ść i efektywno<span class="_ _0"></span>ść w odniesieniu do zało<span class="_ _0"></span>żeń st<span class="_ _0"></span>rat<span class="_ _0"></span>egiczny<span class="_ _0"></span>ch i budżetowy<span class="_ _0"></span>ch</div><div class="t m0 x31 h4f y43f ff20 fs2e fc4 sc0 ls0 ws0">Bieżący monitoring,<span class="_ _1"></span> </div><div class="t m0 x59 h4f y440 ff20 fs2e fc4 sc0 ls0 ws0">planowanie/<span class="_ _1"></span>prognozowanie <span class="_ _0"></span>kroczące</div><div class="t m0 x16 h50 y441 ff21 fs2e fc4 sc0 ls0 ws0">spotk<span class="_ _0"></span>ania operacy<span class="_ _0"></span>jne (komórki,<span class="_ _1"></span> pionu,<span class="_ _0"></span> </div><div class="t m0 x59 h50 y442 ff21 fs2e fc4 sc0 ls0 ws0">jakościow<span class="_ _0"></span>e,<span class="_ _0"></span> wydziału<span class="_ _0"></span>),<span class="_ _1"></span> na<span class="_ _2"></span>rad<span class="_ _0"></span>y Manage-</div><div class="t m0 xc1 h50 y443 ff21 fs2e fc4 sc0 ls0 ws0">ment T<span class="_ _1"></span>eam,<span class="_ _1"></span> posiedzenia Zarządu</div><div class="t m0 xc9 h4f y440 ff20 fs2e fc4 sc0 ls0 ws0">Raportowanie </div><div class="t m0 xc6 h50 y441 ff21 fs2e fc4 sc0 ls0 ws0">raporty zarzą<span class="_ _0"></span>dcze,<span class="_ _1"></span> poaudytowe,<span class="_ _1"></span> </div><div class="t m0 x65 h50 y442 ff21 fs2e fc4 sc0 ls0 ws0">okresowe,<span class="_ _1"></span> roczne</div><div class="t m0 xca h4f y444 ff20 fs2e fc4 sc0 ls0 ws0">Raportowanie zgodnie z <span class="_ _0"></span>planem </div><div class="t m0 xb9 h4f y445 ff20 fs2e fc4 sc0 ls0 ws0">pracy aud<span class="_ _0"></span>ytora</div><div class="t m0 x3d h4f y446 ff20 fs2e fc4 sc0 ls0 ws0">KADRA ZARZĄD<span class="_ _0"></span>ZAJĄCA </div><div class="t m0 xcb h4f y447 ff20 fs2e fc4 sc0 ls0 ws0">ZGODNIE ZE STRUK<span class="_ _0"></span>TURĄ </div><div class="t m0 xcc h4f y448 ff20 fs2e fc4 sc0 ls0 ws0">ORGANIZACY<span class="_ _29"></span>JNĄ</div><div class="t m0 xc6 h4f y446 ff20 fs2e fc4 sc0 ls0 ws0">K<span class="_ _0"></span>ONTROLING,<span class="_ _0"></span> WŁAŚCICIELE </div><div class="t m0 x42 h4f y447 ff20 fs2e fc4 sc0 ls0 ws0">BIZNESOWI,<span class="_ _0"></span> KANCELARIA </div><div class="t m0 xcd h4f y448 ff20 fs2e fc4 sc0 ls0 ws0">PRAWNA,<span class="_ _1"></span> PEŁNOMOCNIK ISO</div><div class="t m0 xce h51 y449 ff20 fs2f fc4 sc0 ls0 ws0">TRZY LINIE OBRON<span class="_ _1"></span>Y</div><div class="t m0 x3a h4f y44a ff20 fs2e fc4 sc0 ls92 ws165">AU<span class="_ _2"></span>DY<span class="_ _2"></span>T<span class="_ _2"></span>OR<span class="_ _2"></span> </div><div class="t m0 xcf h4f y44b ff20 fs2e fc4 sc0 ls0 ws0">WEWNĘTRZNY</div><div class="t m0 x30 h50 y44c ff21 fs2e fc4 sc0 ls0 ws0">Niezależna działalność d<span class="_ _0"></span>oradcza </div><div class="t m0 x30 h50 y44d ff21 fs2e fc4 sc0 ls0 ws0">i weryﬁkująca<span class="_ _0"></span>,<span class="_ _1"></span> której celem <span class="_ _0"></span>jest:</div><div class="t m0 x30 h50 y44e ff22 fs2e fc4 sc0 ls0 ws0">▪<span class="_ _9a"> </span><span class="ff21">zbadanie i usprawnienie oper<span class="_ _0"></span>acyj-</span></div><div class="t m0 xd0 h50 y44f ff21 fs2e fc4 sc0 ls0 ws0">ne organizacji</div><div class="t m0 x30 h50 y450 ff22 fs2e fc4 sc0 ls0 ws0">▪<span class="_ _9a"> </span><span class="ff21">wniesienie do organizacji w<span class="_ _0"></span>artości </span></div><div class="t m0 xd0 h50 y451 ff21 fs2e fc4 sc0 ls0 ws0">dodanej</div><div class="t m0 x5e h4e y452 ff20 fs2d fc0 sc0 ls0 ws0">Audyt </div><div class="t m0 xd1 h4e y453 ff20 fs2d fc0 sc0 ls0 ws0">zewnętrzny</div><div class="t m0 x26 h4e y454 ff20 fs2d fc0 sc0 ls0 ws0">finansowy,</div><div class="t m0 xd2 h4e y455 ff20 fs2d fc0 sc0 ls0 ws0">ESG</div><div class="t m0 xd3 h4e y456 ff20 fs2d fc0 sc0 ls0 ws0">SPÓŁKI </div><div class="t m0 xd4 h4e y457 ff20 fs2d fc0 sc0 ls0 ws0">GRUPY </div><div class="t m0 xd5 h4e y458 ff20 fs2d fc0 sc0 ls0 ws0">APATOR </div><div class="t m0 xbc h52 y459 ff21 fs2d fc0 sc0 ls0 ws0">Rady </div><div class="t m0 x71 h52 y45a ff21 fs2d fc0 sc0 ls0 ws0">Nadzorcze,</div><div class="t m0 xd3 h52 y45b ff21 fs2d fc0 sc0 ls0 ws0">Zarządy, </div><div class="t m0 x96 h52 y45c ff21 fs2d fc0 sc0 ls0 ws0">kierownictwo</div><div class="t m0 x11 h8 y278 ff6 fs5 fc4 sc0 ls0 ws9">Podejście do ocen<span class="_ _0"></span>y skut<span class="_ _1"></span>eczności syst<span class="_ _1"></span>emu kontr<span class="_ _0"></span>oli wewnętrznej,<span class="_ _1"></span> zarządzania ryzykiem i compliance w Grupie <span class="_ _0"></span>Apat<span class="_ _0"></span>or prezent<span class="_ _0"></span>uje </div><div class="t m0 x11 h8 y3f5 ff6 fs5 fc4 sc0 ls0 ws9">poniższy schemat:</div><div class="t m2 x1b hc y255 ff8 fs9 fc0 sc0 ls0 ws0">GOVER<span class="_ _0"></span>NANCE - Ład kor<span class="_ _0"></span>poracy<span class="_ _0"></span>jny</div></div><div class="pi" ></div></div><div id="pf21" class="pf w0 h0" ><div class="pc pc21 w0 h0"><img class="bi xb5 y86 w9 h49" alt="" src="data:image/png;base64,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"/><div class="t m0 xb6 ha y32 ff6 fs7 fc3 sc0 ls0 ws0">33</div><div class="t m0 x1d h8 y278 ff6 fs5 fc4 sc0 ls0 ws0">oraz Pr<span class="_ _0"></span>ezesa Zarządu i Rady Na<span class="_ _0"></span>dzorczej audy<span class="_ _0"></span>tow<span class="_ _0"></span>anej Spółki,</div><div class="t m0 x37 h8 y3f5 ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ws14d">Rada Nadzorcza <span class="_ _0"></span>Apat<span class="_ _0"></span>or SA,<span class="_ _1"></span> na pods<span class="_ _0"></span>tawie r<span class="_ _0"></span>ekomendacji K<span class="_ _1"></span>omitet<span class="_ _0"></span>u Aud<span class="_ _0"></span>ytu,<span class="_ _1"></span> wyr<span class="_ _0"></span>aża zgod<span class="_ _0"></span>ę na powołanie i odwołanie o<span class="_ _0"></span>soby </span></span></div><div class="t m0 x1d h8 y3f6 ff6 fs5 fc4 sc0 ls0 wsb2">kierującej funkcją Audyt<span class="_ _0"></span>u W<span class="_ _0"></span>ewnętrzneg<span class="_ _0"></span>o oraz zmiany jej wynagrodzenia<span class="_ _1"></span>,</div><div class="t m0 x37 h8 y3f7 ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ws11">Komit<span class="_ _0"></span>et <span class="_ _0"></span>Audyt<span class="_ _0"></span>u monit<span class="_ _0"></span>oruje niezależno<span class="_ _0"></span>ść audyt<span class="_ _0"></span>u,</span></span></div><div class="t m0 x37 h8 y3f8 ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 wsab">Audytor wew<span class="_ _0"></span>nętrzn<span class="_ _0"></span>y sporządza raport z przepro<span class="_ _0"></span>wadzonego aud<span class="_ _0"></span>ytu wew<span class="_ _0"></span>nętrznego,<span class="_ _1"></span> w kt<span class="_ _0"></span>órym  przeds<span class="_ _0"></span>tawia<span class="_ _1"></span>,<span class="_ _0"></span> w sposób <span class="_ _0"></span>jasny<span class="_ _1"></span>,<span class="_ _0"></span> </span></span></div><div class="t m0 x1d h8 y3f9 ff6 fs5 fc4 sc0 ls0 wsb6">rzet<span class="_ _0"></span>elny i zwięzły<span class="_ _1"></span>,<span class="_ _0"></span> ust<span class="_ _0"></span>alenia i wnioski poczynione w <span class="_ _0"></span>tr<span class="_ _0"></span>akcie aud<span class="_ _0"></span>ytu w<span class="_ _0"></span>ewnętrznego or<span class="_ _0"></span>az wys<span class="_ _0"></span>tawia rek<span class="_ _0"></span>omendacje,</div><div class="t m0 x37 h8 y3fa ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ws166">Audytor przek<span class="_ _0"></span>azuje Radzie Nadzor<span class="_ _0"></span>czej Apa<span class="_ _0"></span>tor SA<span class="_ _0"></span> cały raport z aud<span class="_ _0"></span>ytu wr<span class="_ _0"></span>az z rek<span class="_ _1"></span>omendacj<span class="_ _2"></span>ami oraz Rad<span class="_ _0"></span>zie Nadzorczej <span class="_ _39"></span><span class="ws0"> </span></span></span></div><div class="t m0 x1d h8 y45d ff6 fs5 fc4 sc0 ls0 ws9">i Prezesowi Zarz<span class="_ _0"></span>ądu Spółki t<span class="_ _0"></span>ę część r<span class="_ _0"></span>aportu,<span class="_ _1"></span> któr<span class="_ _0"></span>a dot<span class="_ _0"></span>yczy danej spółki,</div><div class="t m0 x37 h8 y45e ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ws12d">Osoby odpowiedzialne za realiz<span class="_ _0"></span>ację rek<span class="_ _0"></span>omendacji,<span class="_ _1"></span> po ich wdrożeniu przesyła<span class="_ _0"></span>ją do audyt<span class="_ _0"></span>ora wew<span class="_ _0"></span>nętrznego zwięzły k<span class="_ _0"></span>omuni<span class="ws0">-</span></span></span></div><div class="t m0 x1d h8 y45f ff6 fs5 fc4 sc0 ls0 ws0">kat o ich fina<span class="_ _0"></span>lizacji,</div><div class="t m0 x37 h8 y460 ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ws1a">Do 31 marca każdeg<span class="_ _0"></span>o roku aud<span class="_ _0"></span>ytor wew<span class="_ _0"></span>nętrzn<span class="_ _0"></span>y sporządza i przek<span class="_ _0"></span>azuje Prezes<span class="_ _0"></span>owi Zarządu Apa<span class="_ _0"></span>tor S<span class="_ _0"></span>A or<span class="_ _0"></span>az Radzie Nadzorcz<span class="_ _0"></span>ej </span></span></div><div class="t m0 x1d h8 y461 ff6 fs5 fc4 sc0 ls0 ws167">Apat<span class="_ _0"></span>or SA spr<span class="_ _0"></span>awozdanie podsumo<span class="_ _0"></span>wujące z wykonania aud<span class="_ _0"></span>ytu za r<span class="_ _0"></span>ok poprzedni wraz z inf<span class="_ _1"></span>ormacją o podjętych w spółk<span class="_ _0"></span>ach </div><div class="t m0 x1d h8 y462 ff6 fs5 fc4 sc0 ls0 ws0">działaniach,</div><div class="t m0 x37 h8 y463 ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ws168">Co najmniej raz w roku aud<span class="_ _0"></span>yt<span class="_ _0"></span>or wewnętrzn<span class="_ _0"></span>y i Zarząd przeds<span class="_ _0"></span>tawia<span class="_ _0"></span>ją Radzie Nadzorcz<span class="_ _0"></span>ej własną ocenę skut<span class="_ _0"></span>eczności funk<span class="_ _0"></span>cjono<span class="ws0">-</span></span></span></div><div class="t m0 x1d h8 y464 ff6 fs5 fc4 sc0 ls0 ws9">wania sys<span class="_ _0"></span>t<span class="_ _0"></span>emów k<span class="_ _0"></span>ontr<span class="_ _0"></span>oli wewnętrznej,<span class="_ _1"></span> zarządzania ryzykiem i compliance.</div><div class="t m0 x11 h16 y465 ff6 fsf fc1 sc0 ls0 ws80">3.6<span class="_ _0"></span>.2.<span class="_ _1"></span> Podejmowane działania i uzyskane r<span class="_ _0"></span>ezult<span class="_ _0"></span>at<span class="_ _1"></span>y</div><div class="t m0 x11 h8 y466 ff6 fs5 fc4 sc0 ls0 ws11">Działania przeprowadz<span class="_ _0"></span>one w 2023 roku:</div><div class="t m0 x37 h8 y467 ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ws9">dokon<span class="_ _0"></span>ywano przeglądu ryzyk zgodnie z wyt<span class="_ _0"></span>yczną grupow<span class="_ _0"></span>ą<span class="_ _1"></span>,</span></span></div><div class="t m0 x37 h8 y468 ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ws169">audytor w<span class="_ _0"></span>ewnętrzn<span class="_ _0"></span>y przeprowadził <span class="_ _0"></span>trzy audyt<span class="_ _0"></span>y wewnęt<span class="_ _0"></span>rzne.<span class="_ _0"></span> Ponad<span class="_ _0"></span>to aud<span class="_ _0"></span>yt<span class="_ _0"></span>or wspierał Zarząd <span class="_ _0"></span>Apat<span class="_ _0"></span>or SA w pr<span class="_ _0"></span>ojekta<span class="_ _0"></span>ch </span></span></div><div class="t m0 x1d h8 y469 ff6 fs5 fc4 sc0 ls0 ws9">inwes<span class="_ _0"></span>tyc<span class="_ _0"></span>yjn<span class="_ _0"></span>ych or<span class="_ _0"></span>az przygot<span class="_ _0"></span>owywał analizy doraźne,</div><div class="t m0 x37 h8 y46a ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ws16a">w ramach przeprowadzon<span class="_ _0"></span>ych a<span class="_ _0"></span>udyt<span class="_ _0"></span>ów,<span class="_ _1"></span> zgodnie <span class="_ _0"></span>z przyjęt<span class="_ _0"></span>ym przez Rad<span class="_ _0"></span>ę Nadzorcz<span class="_ _0"></span>ą planem na 2023 r<span class="_ _f"></span>.,<span class="_ _0"></span> analizie poddano na<span class="ws0">-</span></span></span></div><div class="t m0 x1d h8 y46b ff6 fs5 fc4 sc0 ls0 ws9">st<span class="_ _0"></span>ępujące zagadnienia: </div><div class="t m0 xbd h8 y46c ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ff11">–<span class="_ _3b"> </span><span class="ff6 fc4">przebieg i perspektywy inwes<span class="_ _0"></span>ty<span class="_ _0"></span>cji <span class="_ _1"></span>„Relokacja Apa<span class="_ _0"></span>t<span class="_ _0"></span>or Powogaz SA<span class="_ _f"></span>”,<span class="_ _1"></span> </span></span></div><div class="t m0 xbd h8 y46d ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ff11">–<span class="_ _3b"> </span><span class="ff6 fc4">wdrożenie sys<span class="_ _0"></span>t<span class="_ _0"></span>emu MES w Apat<span class="_ _0"></span>or SA.</span></span></div><div class="t m0 x11 h8 y46e ff6 fs5 fc4 sc0 ls0 ws0">W<span class="_ _0"></span>nioski i rek<span class="_ _1"></span>omendacje audytor<span class="_ _0"></span>a st<span class="_ _0"></span>ały się pods<span class="_ _0"></span>tawą za<span class="_ _0"></span>leceń Rady Nadzor<span class="_ _0"></span>czej do wdr<span class="_ _0"></span>ożenia przez Zarząd.</div><div class="t m0 x11 h14 y46f ff6 fsd fc1 sc0 ls0 ws0">3.<span class="_ _1"></span>7<span class="_ _37"></span>.<span class="_ _1"></span> Ryzyka w ob<span class="_ _0"></span>szarze ESG</div><div class="t m0 x11 h8 y470 ff6 fs5 fc4 sc0 ls0 wsb8">Czynniki ryzyka i zagr<span class="_ _0"></span>ożeń związane z działalnoś<span class="_ _0"></span>cią biznesową zos<span class="_ _0"></span>tały szczeg<span class="_ _0"></span>ółowo opisane w Sprawo<span class="_ _0"></span>zdaniu Zarządu z działal<span class="ws0">-</span></div><div class="t m0 x11 h8 y471 ff6 fs5 fc4 sc0 ls0 ws16b">ności Grupy <span class="_ _0"></span>Apat<span class="_ _0"></span>or za 2023 rok.<span class="_ _1"></span> Przedstawione w niniejszym r<span class="_ _0"></span>aporcie zes<span class="_ _0"></span>tawienie obejmuje ryzyka ESG <span class="_ _0"></span>tj.<span class="_ _1"></span> związane z obszarem </div><div class="t m0 x11 h8 y472 ff6 fs5 fc4 sc0 ls0 ws9">ładu kor<span class="_ _1"></span>poracyjnego,<span class="_ _1"></span> środ<span class="_ _0"></span>owiskiem i klimat<span class="_ _0"></span>em,<span class="_ _1"></span> a także ze społeczn<span class="_ _0"></span>ym oddziaływ<span class="_ _0"></span>aniem Grupy Apa<span class="_ _0"></span>tor<span class="_ _f"></span>.</div><div class="t m0 x11 h16 y473 ff6 fsf fc1 sc0 ls0 ws80">3.<span class="_ _1"></span>7<span class="_ _29"></span>.<span class="_ _f"></span>1<span class="_ _1"></span>.<span class="_ _1"></span> Ryzyka w obsz<span class="_ _0"></span>arze ładu k<span class="_ _0"></span>or<span class="_ _0"></span>por<span class="_ _0"></span>acy<span class="_ _0"></span>jnego<span class="_ _0"></span>/<span class="_ _f"></span>etyki</div><div class="t m0 x11 h24 y474 ff6 fs13 fc1 sc0 ls0 wsbc">Ryzyka w o<span class="_ _0"></span>bszarze przeciwdziałania k<span class="_ _0"></span>orupcji i łapownict<span class="_ _0"></span>wu</div><div class="t m0 x11 h8 y3e9 ff7 fs5 fc4 sc0 ls0 ws9">1.<span class="_ _1"></span> <span class="_ _9b"> </span>Ryzyk<span class="_ _0"></span>o nadużyć (pr<span class="_ _0"></span>acowniczych)</div><div class="t m0 x11 h8 y475 ff6 fs5 fc4 sc0 ls0 ws9">Działania zapobiegawcze:</div><div class="t m0 x37 h8 y476 ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ws128">upowszechnianie postaw et<span class="_ _0"></span>yczn<span class="_ _0"></span>ych i ety<span class="_ _0"></span>czny<span class="_ _0"></span>ch wzorców pos<span class="_ _0"></span>t<span class="_ _0"></span>ępowania zawart<span class="_ _0"></span>ych w K<span class="_ _1"></span>odeksie etyczn<span class="_ _0"></span>ym i pozos<span class="_ _0"></span>tałych <span class="_ _8c"></span><span class="ws0"> </span></span></span></div><div class="t m0 x1d h8 y477 ff6 fs5 fc4 sc0 ls0 ws11">dokumenta<span class="_ _0"></span>ch na poziomie Grupy <span class="_ _0"></span>i poszczególn<span class="_ _0"></span>ych spółek,</div><div class="t m0 x37 h8 y478 ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ws9">szkolenia pr<span class="_ _0"></span>acownikó<span class="_ _0"></span>w z obszaru et<span class="_ _0"></span>yki,<span class="_ _1"></span> kult<span class="_ _0"></span>ury organizacji i zasad ładu k<span class="_ _0"></span>or<span class="_ _0"></span>poracy<span class="_ _0"></span>jnego,</span></span></div><div class="t m0 x37 h8 y479 ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ws16c">jednoznaczne zdefiniowanie i <span class="_ _0"></span>upowszechnianie wśr<span class="_ _0"></span>ód pracownik<span class="_ _0"></span>ów wiedzy nt.<span class="_ _1"></span> obowiązujących pr<span class="_ _0"></span>ocedur post<span class="_ _1"></span>ępowania <span class="_ _34"></span><span class="ws0"> </span></span></span></div><div class="t m0 x1d h8 y47a ff6 fs5 fc4 sc0 ls0 ws11">w przypadkach naduży<span class="_ _0"></span>ć,</div><div class="t m0 x37 h8 y47b ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ws9">syst<span class="_ _1"></span>em kontr<span class="_ _0"></span>oli wewnętrznej or<span class="_ _0"></span>az sys<span class="_ _0"></span>t<span class="_ _0"></span>ematy<span class="_ _0"></span>czny monit<span class="_ _0"></span>oring pod ką<span class="_ _0"></span>tem id<span class="_ _0"></span>entyfik<span class="_ _0"></span>acji potencjaln<span class="_ _0"></span>ych nadużyć,</span></span></div><div class="t m0 x37 h8 y3f1 ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ws9">audyty wewnęt<span class="_ _0"></span>rzne i zewnęt<span class="_ _0"></span>rzne dot<span class="_ _0"></span>yczące obowiąz<span class="_ _0"></span>ujących w Grupie regu<span class="_ _0"></span>lacji i realizowany<span class="_ _0"></span>ch procesów<span class="_ _1"></span>.</span></span></div><div class="t m0 x11 h8 y47c ff7 fs5 fc4 sc0 ls0 ws9">2.<span class="_ _0"></span> <span class="_ _36"> </span>Ryzyk<span class="_ _0"></span>o nieetyczneg<span class="_ _0"></span>o post<span class="_ _0"></span>ępowania w r<span class="_ _0"></span>elacjach z dos<span class="_ _0"></span>tawcami,<span class="_ _1"></span> kooper<span class="_ _0"></span>antami i partnerami <span class="_ _0"></span>biznesowymi</div><div class="t m0 x11 h8 y47d ff6 fs5 fc4 sc0 ls0 ws9">Działania zapobiegawcze:</div><div class="t m0 x37 h8 y47e ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ws9">zgodność działalności z praw<span class="_ _0"></span>em (compliance),</span></span></div><div class="t m0 x37 h8 y47f ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ws16d">promowanie we wszys<span class="_ _0"></span>tk<span class="_ _0"></span>ich aspektach działalnoś<span class="_ _0"></span>ci zasad (ety<span class="_ _0"></span>ka<span class="_ _1"></span>,<span class="_ _1"></span> uczciwość,<span class="_ _1"></span> <span class="_ _2"></span>partner<span class="_ _0"></span>stw<span class="_ _0"></span>o) służących bu<span class="_ _0"></span>dowaniu relacji z part<span class="ws0">-</span></span></span></div><div class="t m0 x1d h8 y480 ff6 fs5 fc4 sc0 ls0 ws9">nerami w oparciu o wz<span class="_ _0"></span>ajemne za<span class="_ _0"></span>uf<span class="_ _0"></span>anie i obust<span class="_ _0"></span>ronne k<span class="_ _0"></span>orzyści,</div><div class="t m2 x12 hc y255 ff8 fs9 fc0 sc0 ls0 ws0">GOVER<span class="_ _0"></span>NANCE - Ład kor<span class="_ _0"></span>poracy<span class="_ _0"></span>jny</div></div><div class="pi" ></div></div><div id="pf22" class="pf w0 h0" ><div class="pc pc22 w0 h0"><img class="bi x0 y86 w3 h1e" alt="" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAC0AAAEqCAIAAAAOCk7BAAAACXBIWXMAABYlAAAWJQFJUiTwAAAAvUlEQVR42u3OMQEAMAgDsDJveEM21zxwJApS6ckBLzd4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh8C72XAyGZlwlcAAAAAElFTkSuQmCC"/><div class="t m0 x7f ha y32 ff6 fs7 fc3 sc0 ls0 ws0">34</div><div class="t m0 x37 h8 y278 ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ws9">jasno określone kryt<span class="_ _0"></span>eria oceny i wyboru partner<span class="_ _0"></span>ów biznesowy<span class="_ _0"></span>ch,</span></span></div><div class="t m0 x37 h8 y3f5 ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ws9">nawiązywanie współpracy z dos<span class="_ _0"></span>tawc<span class="_ _0"></span>ami dającymi ręk<span class="_ _1"></span>ojmię wykonania umowy<span class="_ _1"></span>,</span></span></div><div class="t m0 x37 h8 y3f6 ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ws9">zobowiązanie dos<span class="_ _0"></span>tawców do z<span class="_ _0"></span>apoznania się i przestrz<span class="_ _0"></span>egania Kodek<span class="_ _0"></span>su ety<span class="_ _0"></span>cznego Grupy <span class="_ _0"></span>Apat<span class="_ _0"></span>or<span class="_ _1"></span>,</span></span></div><div class="t m0 x37 h8 y3f7 ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ws9">bieżące i okresowe ocen<span class="_ _0"></span>y dos<span class="_ _0"></span>tawców<span class="_ _1"></span>/audyt<span class="_ _0"></span>y u dos<span class="_ _0"></span>tawców<span class="_ _0"></span>,</span></span></div><div class="t m0 x37 h8 y3f8 ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ws9">szkolenia dla pr<span class="_ _0"></span>acownikó<span class="_ _0"></span>w z obszaru zak<span class="_ _0"></span>upów i współpracy z d<span class="_ _0"></span>ost<span class="_ _0"></span>awcami.</span></span></div><div class="t m0 x11 h8 y481 ff7 fs5 fc4 sc0 ls0 wsf">3.<span class="_ _0"></span> <span class="_ _36"> </span>Ryzyko k<span class="_ _1"></span>onfli<span class="_ _2"></span>kt<span class="_ _0"></span>u interesów</div><div class="t m0 x11 h8 y3d1 ff6 fs5 fc4 sc0 ls0 ws9">Działania zapobiegawcze:</div><div class="t m0 x37 h8 y3d2 ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ws16e">upowszechnianie (wśród pracownik<span class="_ _0"></span>ów i osób z<span class="_ _0"></span>arządza<span class="_ _0"></span>jących/<span class="_ _0"></span>nadzorujących) wied<span class="_ _0"></span>zy<span class="_ _0"></span>/świad<span class="_ _0"></span>omości nt.<span class="_ _0"></span> syt<span class="_ _0"></span>uacji pot<span class="_ _0"></span>encjalnie </span></span></div><div class="t m0 x1d h8 y3d3 ff6 fs5 fc4 sc0 ls0 ws9">konf<span class="_ _0"></span>liktowy<span class="_ _0"></span>ch oraz szk<span class="_ _1"></span>olenia w tym ob<span class="_ _0"></span>szarze,</div><div class="t m0 x37 h8 y3d4 ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ws9">bezwzględne przest<span class="_ _0"></span>rzeganie przepisów pra<span class="_ _0"></span>wa<span class="_ _1"></span>,<span class="_ _0"></span> pos<span class="_ _0"></span>tanowień <span class="_ _1"></span>„Dobrych Pr<span class="_ _0"></span>aktyk <span class="_ _0"></span>Spółek Not<span class="_ _0"></span>owany<span class="_ _0"></span>ch na GPW” oraz r<span class="_ _0"></span>egulami<span class="ws0">-</span></span></span></div><div class="t m0 x1d h8 y482 ff6 fs5 fc4 sc0 ls0 ws0">nów wewnęt<span class="_ _0"></span>rznych (R<span class="_ _0"></span>egulaminów Rad Nadzor<span class="_ _0"></span>czych,<span class="_ _1"></span> Regulaminów Zarządó<span class="_ _0"></span>w),</div><div class="t m0 x37 h8 y483 ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ws9">odpowiednie zapisy w umowach o pr<span class="_ _0"></span>acę/umowach ws<span class="_ _0"></span>półpracy<span class="_ _1"></span>.</span></span></div><div class="t m0 x11 h8 y3d7 ff7 fs5 fc4 sc0 ls0 wsae">4.<span class="_ _0"></span>  Ryzyk<span class="_ _0"></span>o manipulacji dan<span class="_ _0"></span>ymi (finansowy<span class="_ _0"></span>mi)</div><div class="t m0 x11 h8 y484 ff6 fs5 fc4 sc0 ls0 ws9">Działania zapobiegawcze:</div><div class="t m0 x37 h8 y3d9 ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ws130">wdrożenie najwyższy<span class="_ _0"></span>ch st<span class="_ _0"></span>andardów ładu k<span class="_ _0"></span>orpor<span class="_ _0"></span>acy<span class="_ _0"></span>jnego celem pro<span class="_ _0"></span>wadzenia przejrzyst<span class="_ _1"></span>e<span class="_ _2"></span>j i ef<span class="_ _0"></span>ektywnej polit<span class="_ _0"></span>yki inf<span class="_ _0"></span>or<span class="_ _0"></span>macyjnej,</span></span></div><div class="t m0 x37 h8 y3da ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ws9">poddawanie sprawozdań finanso<span class="_ _0"></span>wych audyt<span class="_ _1"></span>owi zewnętrznemu,</span></span></div><div class="t m0 x37 h8 y3db ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ws1b">świadome kształt<span class="_ _0"></span>owanie relacji inwes<span class="_ _0"></span>t<span class="_ _0"></span>orsk<span class="_ _0"></span>ich oraz przekazywanie o<span class="_ _0"></span>toczeniu rzet<span class="_ _1"></span>elnych infor<span class="_ _0"></span>macji o działalności Grup<span class="_ _0"></span>y reali<span class="ws0">-</span></span></span></div><div class="t m0 x1d h8 y3dc ff6 fs5 fc4 sc0 ls0 ws11">zowane m.in.<span class="_ _1"></span> poprzez:</div><div class="t m0 xbd h8 y3dd ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ff11">–<span class="_ _3b"> </span><span class="ff6 fc4 ws9">prowadzenie serwisu inwes<span class="_ _0"></span>t<span class="_ _0"></span>orskieg<span class="_ _0"></span>o,<span class="_ _1"></span> </span></span></div><div class="t m0 xbd h8 y3de ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ff11">–<span class="_ _3b"> </span><span class="ff6 fc4 ws9">publi<span class="_ _2"></span>k<span class="_ _0"></span>owanie raport<span class="_ _0"></span>ów bieżący<span class="_ _0"></span>ch i okreso<span class="_ _0"></span>wych,<span class="_ _1"></span> </span></span></div><div class="t m0 xbd h8 y485 ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ff11">–<span class="_ _3b"> </span><span class="ff6 fc4">organizowanie konf<span class="_ _0"></span>erencji dla mediów,<span class="_ _1"></span> inwes<span class="_ _0"></span>t<span class="_ _0"></span>orów i analit<span class="_ _0"></span>ykó<span class="_ _0"></span>w,<span class="_ _1"></span> </span></span></div><div class="t m0 xbd h8 y486 ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ff11">–<span class="_ _3b"> </span><span class="ff6 fc4">bieżące spotk<span class="_ _0"></span>ania z inwest<span class="_ _1"></span>orami i analitykami,<span class="_ _1"></span> </span></span></div><div class="t m0 xbd h8 y487 ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ff11">–<span class="_ _3b"> </span><span class="ff6 fc4 ws11">działanie rzeczni<span class="_ _2"></span>ka pr<span class="_ _0"></span>asowego,</span></span></div><div class="t m0 xbd h8 y488 ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ff11">–<span class="_ _3b"> </span><span class="ff6 fc4">współpracę z agencją inves<span class="_ _1"></span>tor relat<span class="_ _0"></span>ions,<span class="_ _1"></span> </span></span></div><div class="t m0 xbd h8 y489 ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ff11">–<span class="_ _3b"> </span><span class="ff6 fc4 ws16e">działania Komit<span class="_ _0"></span>etu <span class="_ _0"></span>Audyt<span class="_ _0"></span>u wspiera<span class="_ _0"></span>jącego Radę Nadz<span class="_ _0"></span>orczą <span class="_ _0"></span>Apat<span class="_ _0"></span>or SA w k<span class="_ _0"></span>west<span class="_ _0"></span>iach dot<span class="_ _0"></span>ycząc<span class="_ _0"></span>ych <span class="_ _0"></span>jednost<span class="_ _1"></span>kowej i sk<span class="_ _0"></span>onsoli<span class="ws0">-</span></span></span></div><div class="t m0 x45 h8 y48a ff6 fs5 fc4 sc0 ls0 ws16f">dowanej spra<span class="_ _0"></span>wozdawczoś<span class="_ _0"></span>ci finansowej,<span class="_ _1"></span> kont<span class="_ _0"></span>roli wewnęt<span class="_ _0"></span>rznej,<span class="_ _1"></span> zarządzania ryzykiem oraz ws<span class="_ _0"></span>półpracy z biegły<span class="_ _0"></span>mi rewiden<span class="ws0">-</span></div><div class="t m0 x45 h8 y48b ff6 fs5 fc4 sc0 ls0 ws0">tami.</div><div class="t m0 x11 h8 y48c ff7 fs5 fc4 sc0 ls0 wsae">5.<span class="_ _0"></span> <span class="_ _36"> </span>Ryzyk<span class="_ _0"></span>o brak<span class="_ _0"></span>u zgodności działa<span class="_ _0"></span>lności z pra<span class="_ _0"></span>wem (compliance)</div><div class="t m0 x11 h8 y48d ff6 fs5 fc4 sc0 ls0 ws9">Działania zapobiegawcze:</div><div class="t m0 x37 h8 y48e ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4">działanie Zespołu ds.<span class="_ _1"></span> Compliance,</span></span></div><div class="t m0 x37 h8 y48f ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 wsb6">działanie audytor<span class="_ _0"></span>a wewnętrzneg<span class="_ _0"></span>o,</span></span></div><div class="t m0 x37 h8 y490 ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ws9">audyty wewnęt<span class="_ _0"></span>rzne procedur pod ką<span class="_ _0"></span>tem z<span class="_ _0"></span>godności z prawem i z<span class="_ _0"></span>godności procesu z pr<span class="_ _0"></span>ocedurami,</span></span></div><div class="t m0 x37 h8 y491 ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ws9">proces opiniowania i akcep<span class="_ _0"></span>tacji umów<span class="_ _0"></span>,<span class="_ _1"></span> </span></span></div><div class="t m0 x37 h8 y492 ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ws9">baza wzorów umów i klauzul<span class="_ _0"></span>e obowiązujące,</span></span></div><div class="t m0 x37 h8 y493 ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ws9">ogólne warunki umów sprzedaży i zak<span class="_ _0"></span>upu,</span></span></div><div class="t m0 x37 h8 y494 ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4">audyty finansowe,</span></span></div><div class="t m0 x37 h8 y495 ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ws9">szkolenia z z<span class="_ _0"></span>akresu zgodno<span class="_ _0"></span>ści,</span></span></div><div class="t m0 x37 h8 y496 ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 wsb6">procedury weryfikacji k<span class="_ _0"></span>ontr<span class="_ _0"></span>ahent<span class="_ _0"></span>ów<span class="_ _0"></span>.</span></span></div><div class="t m0 x11 h24 y497 ff6 fs13 fc1 sc0 ls0 wsbc">Ryzyka w o<span class="_ _0"></span>bszarze res<span class="_ _0"></span>pekt<span class="_ _0"></span>owania praw czło<span class="_ _0"></span>wieka</div><div class="t m0 x11 h8 y498 ff7 fs5 fc4 sc0 ls0 wsae">1.<span class="_ _1"></span> <span class="_ _9b"> </span>Ryzyk<span class="_ _0"></span>o działań dy<span class="_ _0"></span>skryminacy<span class="_ _0"></span>jn<span class="_ _0"></span>ych wew<span class="_ _0"></span>nątrz or<span class="_ _0"></span>ganizacji</div><div class="t m0 x11 h8 y499 ff6 fs5 fc4 sc0 ls0 ws9">Działania zapobiegawcze:</div><div class="t m0 x37 h8 y49a ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ws9">szkolenia pr<span class="_ _0"></span>acownikó<span class="_ _0"></span>w z obszaru et<span class="_ _0"></span>yki,<span class="_ _1"></span> warto<span class="_ _0"></span>ści firmo<span class="_ _0"></span>wych,<span class="_ _1"></span> kult<span class="_ _0"></span>ury organizacji i obowiązującego pra<span class="_ _0"></span>wa<span class="_ _1"></span>,</span></span></div><div class="t m0 x37 h8 y49b ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 wse">upowszechnienie wśród pracow<span class="_ _0"></span>ników s<span class="_ _0"></span>tandard<span class="_ _0"></span>ów wewnęt<span class="_ _0"></span>rznych d<span class="_ _0"></span>oty<span class="_ _0"></span>czący<span class="_ _0"></span>ch zgłaszania nieprawidłow<span class="_ _0"></span>ości oraz ud<span class="_ _0"></span>zielania </span></span></div><div class="t m0 x1d h8 y49c ff6 fs5 fc4 sc0 ls0 wsb6">infor<span class="_ _0"></span>macji i wsparcia<span class="_ _1"></span>.</div><div class="t m2 x1b hc y255 ff8 fs9 fc0 sc0 ls0 ws0">GOVER<span class="_ _0"></span>NANCE - Ład kor<span class="_ _0"></span>poracy<span class="_ _0"></span>jny</div></div><div class="pi" ></div></div><div id="pf23" class="pf w0 h0" ><div class="pc pc23 w0 h0"><img class="bi xb5 y86 w9 h49" alt="" src="data:image/png;base64,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"/><div class="t m0 xb6 ha y32 ff6 fs7 fc3 sc0 ls0 ws0">35</div><div class="t m0 x11 h8 y278 ff7 fs5 fc4 sc0 ls0 ws9">2.<span class="_ _0"></span> <span class="_ _36"> </span>Ryzyk<span class="_ _0"></span>o nadużyć w<span class="_ _0"></span>ewnąt<span class="_ _0"></span>rz organizacji i w r<span class="_ _0"></span>elacjach z partner<span class="_ _0"></span>ami</div><div class="t m0 x11 h8 y3cc ff6 fs5 fc4 sc0 ls0 ws9">Działania zapobiegawcze:</div><div class="t m0 x37 h8 y3cd ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ws128">upowszechnianie postaw et<span class="_ _0"></span>yczn<span class="_ _0"></span>ych i ety<span class="_ _0"></span>czny<span class="_ _0"></span>ch wzorców pos<span class="_ _0"></span>t<span class="_ _0"></span>ępowania zawart<span class="_ _0"></span>ych w K<span class="_ _1"></span>odeksie etyczn<span class="_ _0"></span>ym i pozos<span class="_ _0"></span>tałych <span class="_ _8c"></span><span class="ws0"> </span></span></span></div><div class="t m0 x1d h8 y3ce ff6 fs5 fc4 sc0 ls0 ws11">dokumenta<span class="_ _0"></span>ch na poziomie Grupy <span class="_ _0"></span>i poszczególn<span class="_ _0"></span>ych spółek,</div><div class="t m0 x37 h8 y3cf ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ws9">szkolenia pr<span class="_ _0"></span>acownikó<span class="_ _0"></span>w z obszaru et<span class="_ _0"></span>yki,<span class="_ _1"></span> warto<span class="_ _0"></span>ści firmo<span class="_ _0"></span>wych,<span class="_ _1"></span> kult<span class="_ _0"></span>ury organizacji i obowiązującego pra<span class="_ _0"></span>wa<span class="_ _1"></span>,</span></span></div><div class="t m0 x37 h8 y481 ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 wsfb">syst<span class="_ _1"></span>em kontr<span class="_ _0"></span>oli wewnętrznej or<span class="_ _0"></span>az sys<span class="_ _0"></span>t<span class="_ _0"></span>ematy<span class="_ _0"></span>czny monit<span class="_ _0"></span>oring pod ką<span class="_ _0"></span>tem r<span class="_ _0"></span>espekt<span class="_ _0"></span>owania praw człowiek<span class="_ _0"></span>a wewnąt<span class="_ _0"></span>rz organiza<span class="ws0">-</span></span></span></div><div class="t m0 x1d h8 y49d ff6 fs5 fc4 sc0 ls0 ws11">cji i w relacjach z part<span class="_ _0"></span>nerami,</div><div class="t m0 x37 h8 y3fb ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ws11">audyty wew<span class="_ _0"></span>nętrzne i z<span class="_ _0"></span>ewnętrzne d<span class="_ _0"></span>oty<span class="_ _0"></span>czące przes<span class="_ _0"></span>trzegania obowiązujący<span class="_ _0"></span>ch w Grupie r<span class="_ _0"></span>egulacji i realizow<span class="_ _0"></span>anych pr<span class="_ _0"></span>ocesów<span class="_ _0"></span>.</span></span></div><div class="t m0 x11 h16 y49e ff6 fsf fc1 sc0 ls0 ws80">3.<span class="_ _1"></span>7<span class="_ _29"></span>.2.<span class="_ _0"></span> Ryzyk<span class="_ _0"></span>a w obsz<span class="_ _0"></span>arze zagadnień pracow<span class="_ _0"></span>niczych</div><div class="t m0 x11 h8 y49f ff7 fs5 fc4 sc0 ls0 ws18">1.<span class="_ _1"></span> <span class="_ _32"> </span>R<span class="_ _2"></span>yzyk<span class="_ _1"></span>o dostępności ka<span class="_ _0"></span>dry (znalezienia praco<span class="_ _0"></span>wnik<span class="_ _0"></span>ów o odpowiednich kw<span class="_ _0"></span>alifikacjach or<span class="_ _0"></span>az utr<span class="_ _0"></span>at<span class="_ _0"></span>y kluczowy<span class="_ _0"></span>ch pracow<span class="_ _0"></span>ni<span class="ws0">-</span></div><div class="t m0 x11 h8 y4a0 ff7 fs5 fc4 sc0 ls93 ws12d">ków<span class="_ _2"></span>)</div><div class="t m0 x11 h8 y465 ff6 fs5 fc4 sc0 ls0 ws9">Działania zapobiegawcze:</div><div class="t m0 x37 h8 y4a1 ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ws9">wzmocnienie i rozwój funk<span class="_ _0"></span>cji H<span class="_ _2"></span>R,<span class="_ _1"></span> realizacja programu HR dla ko<span class="_ _0"></span>lejny<span class="_ _0"></span>ch linii biznesowych,<span class="_ _1"></span> </span></span></div><div class="t m0 x37 h8 y4a2 ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ws9">odpowiednio wczesne planowanie zasobów ludzk<span class="_ _0"></span>ich (roczne i k<span class="_ _0"></span>ilkuletnie plany z<span class="_ _0"></span>atru<span class="_ _0"></span>dnienia),</span></span></div><div class="t m0 x37 h8 y4a3 ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ws16e">działania employer br<span class="_ _0"></span>andingowe w obszarze rekr<span class="_ _0"></span>utacji zewnęt<span class="_ _0"></span>rzny<span class="_ _0"></span>ch (udział w tar<span class="_ _0"></span>gach pracy<span class="_ _1"></span>,<span class="_ _0"></span> współprac<span class="_ _0"></span>a z uczelniami,<span class="_ _1"></span> pro<span class="ws0">-</span></span></span></div><div class="t m0 x1d h8 y4a4 ff6 fs5 fc4 sc0 ls0 ws9">gramy s<span class="_ _1"></span>tażowe,<span class="_ _1"></span> <span class="_ _2"></span>pra<span class="_ _0"></span>ktyk<span class="_ _0"></span>i zawodow<span class="_ _0"></span>e) oraz prow<span class="_ _0"></span>adzenie rekru<span class="_ _0"></span>tacji wewnęt<span class="_ _0"></span>rzny<span class="_ _0"></span>ch,</div><div class="t m0 x37 h8 y4a5 ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ws149">wdrożony pr<span class="_ _0"></span>oces onboardingu,<span class="_ _1"></span> właściwe wdrożenie pr<span class="_ _0"></span>acownika w z<span class="_ _0"></span>akres zadań,<span class="_ _1"></span> przeszko<span class="_ _0"></span>lenie i jasne okr<span class="_ _0"></span>eślenie odpowie<span class="ws0">-</span></span></span></div><div class="t m0 x1d h8 y4a6 ff6 fs5 fc4 sc0 ls0 ws11">dzialności nowoz<span class="_ _0"></span>atr<span class="_ _0"></span>udnionego pracow<span class="_ _0"></span>nika<span class="_ _1"></span>,</div><div class="t m0 x37 h8 y4a7 ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ws131">budowa i rozwój k<span class="_ _0"></span>ompet<span class="_ _0"></span>encji pracownik<span class="_ _0"></span>ów ora<span class="_ _0"></span>z rozwój umiejęt<span class="_ _0"></span>ności zarządz<span class="_ _0"></span>ania zespołami wśród menedżeró<span class="_ _0"></span>w i osób na </span></span></div><div class="t m0 x1d h8 y4a8 ff6 fs5 fc4 sc0 ls0 ws9">st<span class="_ _0"></span>anowiskach kier<span class="_ _0"></span>owniczych,</div><div class="t m0 x37 h8 y4a9 ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ws170">budowa skut<span class="_ _0"></span>eczny<span class="_ _0"></span>ch sys<span class="_ _1"></span>temów motywa<span class="_ _0"></span>cyjn<span class="_ _0"></span>ych (sy<span class="_ _0"></span>st<span class="_ _0"></span>em zarządz<span class="_ _0"></span>ania przez cele),<span class="_ _1"></span> docenianie osiągnięć i inicjatyw (s<span class="_ _0"></span>yst<span class="_ _1"></span>em </span></span></div><div class="t m0 x1d h8 y4aa ff6 fs5 fc4 sc0 ls0 ws9">okresowy<span class="_ _0"></span>ch ocen k<span class="_ _0"></span>ompetencji),<span class="_ _1"></span> benefit<span class="_ _0"></span>y pozapłacowe,</div><div class="t m0 x37 h8 y4ab ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ws11">polityka wy<span class="_ _0"></span>nagrodzeń <span class="_ _0"></span>całko<span class="_ _0"></span>wity<span class="_ _0"></span>ch oparta na medianie rynko<span class="_ _0"></span>wej,</span></span></div><div class="t m0 x37 h8 y4ac ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ws9">świadoma i jasna k<span class="_ _0"></span>omunikacja z pracownikami.</span></span></div><div class="t m0 x11 h8 y4ad ff7 fs5 fc4 sc0 ls0 wsae">2.<span class="_ _0"></span> <span class="_ _36"> </span>Ryzyk<span class="_ _0"></span>o brak<span class="_ _0"></span>u zgodności z RODO </div><div class="t m0 x11 h8 y4ae ff6 fs5 fc4 sc0 ls0 ws9">Działania zapobiegawcze:</div><div class="t m0 x37 h8 y4af ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ws9">dost<span class="_ _0"></span>osow<span class="_ _0"></span>anie regulacji wewnętrzn<span class="_ _0"></span>ych i do<span class="_ _0"></span>kumentacji k<span class="_ _0"></span>orpor<span class="_ _0"></span>acy<span class="_ _0"></span>jnej  do wymogów R<span class="_ _0"></span>ODO,</span></span></div><div class="t m0 x37 h8 y4b0 ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ws9">dost<span class="_ _0"></span>osow<span class="_ _0"></span>anie  zasad udos<span class="_ _0"></span>t<span class="_ _0"></span>ępniania i powierzania danych,</span></span></div><div class="t m0 x37 h8 y4b1 ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ws11">kształtow<span class="_ _0"></span>anie świadomości pr<span class="_ _0"></span>acownik<span class="_ _0"></span>ów m.in.<span class="_ _1"></span> poprzez szkolenia<span class="_ _1"></span>,<span class="_ _1"></span> publikacje wewnętrzne,</span></span></div><div class="t m0 x37 h8 y4b2 ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ws9">dost<span class="_ _0"></span>osow<span class="_ _0"></span>anie  do wymogów R<span class="_ _0"></span>ODO klauzul infor<span class="_ _1"></span>macyjnych or<span class="_ _0"></span>az zgód na przetwarz<span class="_ _0"></span>anie i przechowywanie danych,<span class="_ _1"></span> </span></span></div><div class="t m0 x37 h8 y4b3 ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ws9">dost<span class="_ _0"></span>osow<span class="_ _0"></span>anie do wymogów R<span class="_ _0"></span>ODO zapisów umów z k<span class="_ _0"></span>ontr<span class="_ _0"></span>ahentami,</span></span></div><div class="t m0 x37 h8 y4b4 ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ws7">walidacja zabezpieczeń techniczny<span class="_ _0"></span>ch i teleinf<span class="_ _1"></span>ormaty<span class="_ _0"></span>czny<span class="_ _0"></span>ch,<span class="_ _1"></span> </span></span></div><div class="t m0 x37 h8 y4b5 ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4">działanie Inspektor<span class="_ _0"></span>a Ochron<span class="_ _0"></span>y Danych</span></span></div><div class="t m0 x37 h8 y4b6 ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ws9">audyty wewnęt<span class="_ _0"></span>rzne w zakr<span class="_ _0"></span>esie zgodności z R<span class="_ _0"></span>ODO.</span></span></div><div class="t m0 x11 h8 y4b7 ff7 fs5 fc4 sc0 ls0 wsf">3.<span class="_ _0"></span> <span class="_ _36"> </span>Ryzyko br<span class="_ _0"></span>aku iden<span class="_ _0"></span>tyfikacji z kul<span class="_ _0"></span>tur<span class="_ _0"></span>ą organizacji</div><div class="t m0 x11 h8 y4b8 ff6 fs5 fc4 sc0 ls0 ws9">Działania zapobiegawcze:</div><div class="t m0 x37 h8 y4b9 ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ws9">sprzyjający rozwo<span class="_ _0"></span>jowi pracownik<span class="_ _0"></span>ów<span class="_ _0"></span>,<span class="_ _1"></span> oparty na jasnych kryt<span class="_ _1"></span>eriach syst<span class="_ _0"></span>em wynagr<span class="_ _0"></span>odzeń,</span></span></div><div class="t m0 x37 h8 y4ba ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4">Zakładowe Układy Zbior<span class="_ _0"></span>owe Prac<span class="_ _0"></span>y<span class="_ _0"></span>,</span></span></div><div class="t m0 x37 h8 y4bb ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ws9">działalność związków z<span class="_ _0"></span>awodowy<span class="_ _0"></span>ch,</span></span></div><div class="t m0 x37 h8 y4bc ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ws150">umożliwienie pracownikom o<span class="_ _0"></span>trzym<span class="_ _0"></span>ywania infor<span class="_ _0"></span>macji zwr<span class="_ _0"></span>otnej o ef<span class="_ _0"></span>ektach pr<span class="_ _0"></span>acy dzięki Sys<span class="_ _1"></span>temowi Okresowy<span class="_ _0"></span>ch Ocen K<span class="_ _0"></span>om<span class="ws0">-</span></span></span></div><div class="t m0 x1d h8 y4bd ff6 fs5 fc4 sc0 ls0 ws0">petencji,</div><div class="t m0 x37 h8 y4be ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ws9">promocja wartości f<span class="_ _0"></span>irmowy<span class="_ _0"></span>ch i działań zgodny<span class="_ _0"></span>ch z K<span class="_ _0"></span>odeksem et<span class="_ _0"></span>yczn<span class="_ _0"></span>ym i kult<span class="_ _0"></span>urą or<span class="_ _0"></span>ganizacyj<span class="_ _0"></span>ną<span class="_ _1"></span>,</span></span></div><div class="t m0 x37 h8 y4bf ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 wsb2">konsekwen<span class="_ _0"></span>tne przeciwdziałanie i zw<span class="_ _0"></span>alczanie negat<span class="_ _0"></span>ywny<span class="_ _0"></span>ch zachow<span class="_ _0"></span>ań (dyskryminacja<span class="_ _1"></span>,<span class="_ _1"></span> zast<span class="_ _0"></span>raszanie,<span class="_ _1"></span> mobbing,<span class="_ _1"></span> molest<span class="_ _1"></span>owanie),</span></span></div><div class="t m0 x37 h8 y4c0 ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ws9">działania o charakterze s<span class="_ _0"></span>ocjalnym,<span class="_ _1"></span> sprzyjające int<span class="_ _1"></span>egracji wśród pracownik<span class="_ _0"></span>ów i ident<span class="_ _0"></span>yfikacji z kul<span class="_ _0"></span>tur<span class="_ _0"></span>ą Grupy<span class="_ _1"></span>.</span></span></div><div class="t m2 x12 hc y255 ff8 fs9 fc0 sc0 ls0 ws0">GOVER<span class="_ _0"></span>NANCE - Ład kor<span class="_ _0"></span>poracy<span class="_ _0"></span>jny</div></div><div class="pi" ></div></div><div id="pf24" class="pf w0 h0" ><div class="pc pc24 w0 h0"><img class="bi x0 y86 w3 h1e" alt="" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAC0AAAEqCAIAAAAOCk7BAAAACXBIWXMAABYlAAAWJQFJUiTwAAAAvUlEQVR42u3OMQEAMAgDsDJveEM21zxwJApS6ckBLzd4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh8C72XAyGZlwlcAAAAAElFTkSuQmCC"/><div class="t m0 x7f ha y32 ff6 fs7 fc3 sc0 ls0 ws0">36</div><div class="t m0 x11 h8 y278 ff7 fs5 fc4 sc0 ls0 ws1b">4.<span class="_ _0"></span>  Ryzyk<span class="_ _0"></span>o w zakresie zapew<span class="_ _0"></span>nienia bezpieczny<span class="_ _0"></span>ch warunk<span class="_ _1"></span>ów pracy</div><div class="t m0 x11 h8 y3cc ff6 fs5 fc4 sc0 ls0 ws9">Działania zapobiegawcze - odpowiednie procedury zarz<span class="_ _0"></span>ądzania ryzykiem zawod<span class="_ _0"></span>owym:</div><div class="t m0 x37 h8 y3cd ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ws9">audyty wewnęt<span class="_ _0"></span>rzne i oceny poszczeg<span class="_ _0"></span>ólny<span class="_ _0"></span>ch st<span class="_ _0"></span>anowisk pracy pod ką<span class="_ _0"></span>tem bezpieczeńs<span class="_ _1"></span>twa pracy<span class="_ _1"></span>,<span class="_ _0"></span> </span></span></div><div class="t m0 x37 h8 y3ce ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ws171">techniczne wyposażenie s<span class="_ _1"></span>tanowisk pracy i organizacja pracy zg<span class="_ _0"></span>odne z wymaganiami przepisów prawn<span class="_ _0"></span>ych,<span class="_ _1"></span> w ty<span class="_ _0"></span>m Kod<span class="_ _0"></span>eksu </span></span></div><div class="t m0 x1d h8 y3cf ff6 fs5 fc4 sc0 ls94 ws13b">P<span class="_ _2"></span>ra<span class="_ _2"></span>c<span class="_ _2"></span>y,</div><div class="t m0 x37 h8 y481 ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ws9">organizacja stanowisk pr<span class="_ _0"></span>acy z uwzględnieniem z<span class="_ _0"></span>asad ergonomii,</span></span></div><div class="t m0 x37 h8 y49d ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ws9">sto<span class="_ _0"></span>sowanie śr<span class="_ _0"></span>odków ochr<span class="_ _0"></span>onny<span class="_ _0"></span>ch oraz <span class="_ _0"></span>techniczn<span class="_ _0"></span>ych śr<span class="_ _0"></span>odkó<span class="_ _0"></span>w pracy spełnia<span class="_ _0"></span>jących okr<span class="_ _0"></span>eślone wymagania<span class="_ _1"></span>,</span></span></div><div class="t m0 x37 h8 y3fb ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ws31">zatrudnianie pr<span class="_ _0"></span>acownikó<span class="_ _0"></span>w o kwalifikacjach ora<span class="_ _0"></span>z warunkach zdr<span class="_ _0"></span>owot<span class="_ _0"></span>nych i f<span class="_ _0"></span>izyczny<span class="_ _0"></span>ch adekwa<span class="_ _0"></span>tn<span class="_ _0"></span>ych do wymog<span class="_ _0"></span>ów określ<span class="_ _0"></span>o<span class="ws0">-</span></span></span></div><div class="t m0 x1d h8 y3fc ff6 fs5 fc4 sc0 ls0 ws9">nego st<span class="_ _0"></span>anowiska<span class="_ _1"></span>,</div><div class="t m0 x37 h8 y3fd ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ws9">wstępne,<span class="_ _1"></span> okr<span class="_ _0"></span>esowe i  k<span class="_ _0"></span>ontr<span class="_ _0"></span>olne badania lekarsk<span class="_ _0"></span>ie,</span></span></div><div class="t m0 x37 h8 y3fe ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ws9">wstępne i o<span class="_ _0"></span>kresowe sz<span class="_ _0"></span>kol<span class="_ _0"></span>enia w zakresie BHP<span class="_ _1"></span>,<span class="_ _1"></span> instrukt<span class="_ _0"></span>aże s<span class="_ _0"></span>tanowisk<span class="_ _0"></span>owe,<span class="_ _1"></span> działania edukacyjne,</span></span></div><div class="t m0 x37 h8 y3ff ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ws172">działania Społecznych Inspekt<span class="_ _0"></span>orów Pr<span class="_ _0"></span>acy or<span class="_ _0"></span>az K<span class="_ _0"></span>omisji BHP obejmujące m.in. cykliczne przegląd<span class="_ _0"></span>y warunk<span class="_ _0"></span>ów prac<span class="_ _0"></span>y<span class="_ _0"></span>,<span class="_ _1"></span> okresowe </span></span></div><div class="t m0 x1d h8 y400 ff6 fs5 fc4 sc0 ls0 ws9">oceny s<span class="_ _0"></span>tanu bezpieczeńs<span class="_ _0"></span>twa i higieny<span class="_ _1"></span>,<span class="_ _1"></span> formułow<span class="_ _0"></span>anie wniosk<span class="_ _0"></span>ów dot<span class="_ _0"></span>ycząc<span class="_ _0"></span>ych poprawy w<span class="_ _0"></span>arunkó<span class="_ _0"></span>w pracy<span class="_ _1"></span>,</div><div class="t m0 x37 h8 y4c1 ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 wsb6">syst<span class="_ _1"></span>ematyczne monit<span class="_ _0"></span>orow<span class="_ _0"></span>anie zagrożeń w ob<span class="_ _0"></span>szarze wyk<span class="_ _0"></span>onywan<span class="_ _0"></span>ych prac,<span class="_ _1"></span> audyt<span class="_ _0"></span>y wewnęt<span class="_ _0"></span>rzne,</span></span></div><div class="t m0 x37 h8 y4c2 ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 wsae">procedury post<span class="_ _0"></span>ępowania w przypadku wys<span class="_ _0"></span>tąpienia zagr<span class="_ _0"></span>ożenia<span class="_ _1"></span>,<span class="_ _1"></span> wypadku lub awarii oraz syt<span class="_ _1"></span>uacj<span class="_ _2"></span>i kryzysowy<span class="_ _0"></span>ch (np.<span class="_ _1"></span> epidemii),</span></span></div><div class="t m0 x37 h8 y4c3 ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ws9">procedury post<span class="_ _0"></span>ępowania w s<span class="_ _0"></span>ytuacji zwiększonej z<span class="_ _0"></span>achorowalno<span class="_ _0"></span>ści spowodow<span class="_ _0"></span>anych inf<span class="_ _0"></span>ek<span class="_ _0"></span>cjami wirusowymi,</span></span></div><div class="t m0 x37 h8 y4c4 ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ws9">akcje eduk<span class="_ _0"></span>acyjne o char<span class="_ _0"></span>akt<span class="_ _0"></span>erze prewency<span class="_ _0"></span>jny<span class="_ _0"></span>m i podnoszące świadomość <span class="_ _0"></span>w zakresie z<span class="_ _0"></span>asad higieny i zdr<span class="_ _0"></span>owia<span class="_ _0"></span>.</span></span></div><div class="t m0 x11 h16 y4c5 ff6 fsf fc1 sc0 ls0 ws80">3.<span class="_ _1"></span>7<span class="_ _29"></span>.3.<span class="_ _1"></span> Ryzyka w obsz<span class="_ _0"></span>arze zarządz<span class="_ _0"></span>ania kwes<span class="_ _0"></span>tiami społeczn<span class="_ _1"></span>ymi</div><div class="t m0 x11 h24 y4c6 ff6 fs13 fc1 sc0 ls0 wsbc">Ryzyka w o<span class="_ _0"></span>bszarze zarz<span class="_ _0"></span>ądzania kwes<span class="_ _0"></span>t<span class="_ _0"></span>iami społecznymi</div><div class="t m0 x11 h8 y4c7 ff7 fs5 fc4 sc0 ls0 ws1b">1.<span class="_ _1"></span> <span class="_ _9b"> </span>Ryzyk<span class="_ _0"></span>o w relacjach z klientami</div><div class="t m0 x11 h8 y4c8 ff6 fs5 fc4 sc0 ls0 ws9">Działania zapobiegawcze:</div><div class="t m0 x37 h8 y4c9 ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ws9">weryfikacja umów pod kąt<span class="_ _0"></span>em zgodności z pr<span class="_ _0"></span>awem,</span></span></div><div class="t m0 x37 h8 y4ca ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ws9">szkolenia pr<span class="_ _0"></span>acownikó<span class="_ _0"></span>w z zakres<span class="_ _0"></span>u obsługi klienta w całym c<span class="_ _0"></span>yklu życia produ<span class="_ _0"></span>ktu,</span></span></div><div class="t m0 x37 h8 y4cb ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ws9">przestrzeganie K<span class="_ _0"></span>odeks<span class="_ _0"></span>u etyczneg<span class="_ _0"></span>o i szko<span class="_ _0"></span>lenia w t<span class="_ _0"></span>ym zakr<span class="_ _0"></span>esie,</span></span></div><div class="t m0 x37 h8 y4cc ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ws9">monitoring sat<span class="_ _0"></span>ys<span class="_ _0"></span>fak<span class="_ _0"></span>cji klienta<span class="_ _1"></span>,</span></span></div><div class="t m0 x37 h8 y4cd ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ws9">audyty wewnęt<span class="_ _0"></span>rzne i zewnęt<span class="_ _0"></span>rzne dot<span class="_ _0"></span>yczące obowiąz<span class="_ _0"></span>ujących w Grupie regu<span class="_ _0"></span>lacji i realizowany<span class="_ _0"></span>ch procesów<span class="_ _1"></span>.</span></span></div><div class="t m0 x11 h8 y4ce ff7 fs5 fc4 sc0 ls0 wsf">2.<span class="_ _0"></span> <span class="_ _36"> </span>Ryzyk<span class="_ _0"></span>o w relacjach z loka<span class="_ _0"></span>lnymi s<span class="_ _0"></span>połecznościami</div><div class="t m0 x11 h8 y4cf ff6 fs5 fc4 sc0 ls0 ws9">Działania zapobiegawcze:</div><div class="t m0 x37 h8 y4d0 ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ws9">współpraca i dialog z organizacjami NGO i partnerami społeczn<span class="_ _0"></span>ymi,</span></span></div><div class="t m0 x37 h8 y4d1 ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ws9">umowy regulujące współpracę z partnerami społeczn<span class="_ _0"></span>ymi,<span class="_ _1"></span> potwierdz<span class="_ _0"></span>ane raportami z wyk<span class="_ _0"></span>onanych ś<span class="_ _0"></span>wiadczeń,</span></span></div><div class="t m0 x37 h8 y4d2 ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ws11">bieżące infor<span class="_ _0"></span>mowanie o r<span class="_ _0"></span>ealizowany<span class="_ _0"></span>ch projek<span class="_ _0"></span>tach.</span></span></div><div class="t m0 x11 h8 y4d3 ff7 fs5 fc4 sc0 lse ws18">3.<span class="_ _0"></span> <span class="_ _36"> </span>Ryz<span class="_ _2"></span>yk<span class="_ _0"></span>o reputacji</div><div class="t m0 x11 h8 y4d4 ff6 fs5 fc4 sc0 ls0 ws9">Działania zapobiegawcze:</div><div class="t m0 x37 h8 y4d5 ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ws11c">prowadzenie polity<span class="_ _0"></span>ki inf<span class="_ _0"></span>ormac<span class="_ _0"></span>yjnej zgodnej z <span class="_ _1"></span>„Dobrymi Prak<span class="_ _0"></span>tyk<span class="_ _0"></span>ami Spółek Not<span class="_ _0"></span>owany<span class="_ _0"></span>ch na GPW&quot; i wewnętrzn<span class="_ _0"></span>ymi regula<span class="ws0">-</span></span></span></div><div class="t m0 x1d h8 y4d6 ff6 fs5 fc4 sc0 ls0 ws173">cjami; zapewnianie łatwego i nied<span class="_ _0"></span>yskryminującego nikog<span class="_ _0"></span>o dos<span class="_ _0"></span>tępu d<span class="_ _0"></span>o ujawnianych inf<span class="_ _0"></span>or<span class="_ _0"></span>macji w oparciu o różne narzędzia </div><div class="t m0 x1d h8 y4d7 ff6 fs5 fc4 sc0 ls0 ws0">komunik<span class="_ _0"></span>acji,</div><div class="t m0 x37 h8 y4d8 ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ws9">szkolenia pr<span class="_ _0"></span>acownikó<span class="_ _0"></span>w z obszaru et<span class="_ _0"></span>yki,<span class="_ _1"></span> kult<span class="_ _0"></span>ury organizacji i obowiązującego pr<span class="_ _0"></span>awa<span class="_ _1"></span>,</span></span></div><div class="t m0 x37 h8 y4d9 ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ws174">cykliczne spotk<span class="_ _0"></span>ania Zarządów poszczeg<span class="_ _0"></span>ólnych s<span class="_ _0"></span>półek Grupy z praco<span class="_ _0"></span>wnikami oraz pr<span class="_ _0"></span>owadzenie sku<span class="_ _0"></span>tecznej k<span class="_ _0"></span>omunikacji <span class="_ _39"></span><span class="ws0"> </span></span></span></div><div class="t m0 x1d h8 y4da ff6 fs5 fc4 sc0 ls0 ws0">wewnętrznej,</div><div class="t m0 x37 h8 y4db ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ws9">otwarta<span class="_ _1"></span>,<span class="_ _0"></span> rzet<span class="_ _0"></span>elna komunik<span class="_ _0"></span>acja<span class="_ _1"></span>,<span class="_ _0"></span> prowadzenie sk<span class="_ _0"></span>ut<span class="_ _0"></span>eczny<span class="_ _0"></span>ch działań marketing<span class="_ _0"></span>owych i PR.</span></span></div><div class="t m2 x1b hc y255 ff8 fs9 fc0 sc0 ls0 ws0">GOVER<span class="_ _0"></span>NANCE - Ład kor<span class="_ _0"></span>poracy<span class="_ _0"></span>jny</div></div><div class="pi" ></div></div><div id="pf25" class="pf w0 h0" ><div class="pc pc25 w0 h0"><img class="bi xb5 y86 w9 h49" alt="" src="data:image/png;base64,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"/><div class="t m0 xb6 ha y32 ff6 fs7 fc3 sc0 ls95 ws175">37</div><div class="t m0 x11 h16 yd6 ff6 fsf fc1 sc0 ls0 ws80">3.<span class="_ _1"></span>7<span class="_ _29"></span>.<span class="_ _0"></span>4<span class="_ _0"></span>.<span class="_ _1"></span> Ryzyka w ob<span class="_ _0"></span>szarze śr<span class="_ _0"></span>odowis<span class="_ _0"></span>ka nat<span class="_ _1"></span>uralnego</div><div class="t m0 x11 h8 y4dc ff7 fs5 fc4 sc0 ls0 ws10">1.<span class="_ _1"></span> <span class="_ _32"> </span>R<span class="_ _2"></span>yzyk<span class="_ _1"></span>o niespełnienia obowiązujący<span class="_ _0"></span>ch przepisów pr<span class="_ _0"></span>awny<span class="_ _0"></span>ch,<span class="_ _0"></span> w k<span class="_ _1"></span>onsekwencji nałożenia k<span class="_ _0"></span>ar<span class="_ _1"></span>/zwiększenia opłat za <span class="_ _0"></span>k<span class="_ _0"></span>orzy<span class="ws0">-</span></div><div class="t m0 x11 h8 y4dd ff7 fs5 fc4 sc0 ls0 wsf">stanie ze ś<span class="_ _0"></span>rodowisk<span class="_ _0"></span>a natur<span class="_ _0"></span>alnego</div><div class="t m0 x11 h8 y4de ff6 fs5 fc4 sc0 ls0 ws9">Działania zapobiegawcze:</div><div class="t m0 x37 h8 y4df ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 wsb">syst<span class="_ _1"></span>ematyczny moni<span class="_ _0"></span>toring <span class="_ _0"></span>obowiązujących prz<span class="_ _0"></span>episów praw<span class="_ _0"></span>nych <span class="_ _0"></span>(zmiany is<span class="_ _0"></span>tniejących przepi<span class="_ _0"></span>sów,<span class="_ _1"></span> nowe regu<span class="_ _0"></span>lacje) i t<span class="_ _1"></span>erminów </span></span></div><div class="t m0 x1d h8 y4e0 ff6 fs5 fc4 sc0 ls0 ws9">ich obowiązywania<span class="_ _1"></span>,</div><div class="t m0 x37 h8 y4e1 ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 wsab">monitoro<span class="_ _0"></span>wanie podst<span class="_ _0"></span>awowych o<span class="_ _0"></span>bszarów działalno<span class="_ _0"></span>ści poszczególn<span class="_ _0"></span>ych spółek Grup<span class="_ _0"></span>y Apat<span class="_ _1"></span>or <span class="_ _2"></span>pod ką<span class="_ _0"></span>tem zg<span class="_ _0"></span>odności z obowią<span class="ws0">-</span></span></span></div><div class="t m0 x1d h8 y4e2 ff6 fs5 fc4 sc0 ls0 ws11">zującymi przepisami,</div><div class="t m0 x37 h8 y4e3 ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ws9">dost<span class="_ _0"></span>osowyw<span class="_ _0"></span>anie przepisów<span class="_ _0"></span>/r<span class="_ _0"></span>egulacji wewnęt<span class="_ _0"></span>rznych Grup<span class="_ _0"></span>y do zmienia<span class="_ _0"></span>jących się przepisów pr<span class="_ _0"></span>awny<span class="_ _0"></span>ch,</span></span></div><div class="t m0 x37 h8 y4e4 ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ws9">raportowanie d<span class="_ _0"></span>o właściwych or<span class="_ _0"></span>ganów i insty<span class="_ _0"></span>tucji odpowiedzialn<span class="_ _0"></span>ych za z<span class="_ _0"></span>arządzanie środ<span class="_ _0"></span>owiskiem nat<span class="_ _0"></span>uraln<span class="_ _0"></span>ym,</span></span></div><div class="t m0 x37 h8 y4e5 ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ws176">odpowiednie mechanizmy finansowe służące zabezpieczeniu ś<span class="_ _0"></span>rodk<span class="_ _0"></span>ów finansowych na <span class="_ _0"></span>ter<span class="_ _0"></span>minową r<span class="_ _0"></span>ealizację ewent<span class="_ _0"></span>ualny<span class="_ _0"></span>ch </span></span></div><div class="t m0 x1d h8 y4e6 ff6 fs5 fc4 sc0 ls0 ws9">wymaganych pła<span class="_ _0"></span>tności (opła<span class="_ _0"></span>ty<span class="_ _1"></span>,<span class="_ _0"></span> odszk<span class="_ _0"></span>odow<span class="_ _0"></span>ania),</div><div class="t m0 x37 h8 y4e7 ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ws9">szkolenia pr<span class="_ _0"></span>acownikó<span class="_ _0"></span>w dot<span class="_ _0"></span>yczące ochr<span class="_ _0"></span>ony śr<span class="_ _0"></span>odowiska na<span class="_ _0"></span>tur<span class="_ _0"></span>alnego.</span></span></div><div class="t m0 x11 h8 y4e8 ff7 fs5 fc4 sc0 ls0 ws121">2.<span class="_ _0"></span> <span class="_ _1b"></span>Ryzyk<span class="_ _0"></span>o pows<span class="_ _0"></span>tania/zwiększenia oddziaływ<span class="_ _0"></span>ania na środo<span class="_ _0"></span>wisk<span class="_ _0"></span>o nat<span class="_ _0"></span>uralne w za<span class="_ _0"></span>kresie: 1<span class="_ _1"></span>. wielk<span class="_ _0"></span>ości zużycia <span class="_ _0"></span>surowcó<span class="_ _0"></span>w,<span class="_ _0"></span> <span class="_ _34"></span><span class="ws0"> </span></div><div class="t m0 x11 h8 y4e9 ff7 fs5 fc4 sc0 ls0 ws168">w tym s<span class="_ _0"></span>urowców nieodna<span class="_ _0"></span>wialny<span class="_ _0"></span>ch,<span class="_ _0"></span> 2.<span class="_ _0"></span> wielk<span class="_ _1"></span>ości emisji zanieczyszczeń (czynnik<span class="_ _1"></span>ów szkodliwy<span class="_ _0"></span>ch dla środo<span class="_ _0"></span>wiska) powodują<span class="ws0">-</span></div><div class="t m0 x11 h8 y4ea ff7 fs5 fc4 sc0 ls0 wsf">cego pogorszenie s<span class="_ _0"></span>tanu środ<span class="_ _0"></span>owiska przyr<span class="_ _0"></span>odniczego (powiet<span class="_ _0"></span>rze,<span class="_ _0"></span> wody<span class="_ _1"></span>,<span class="_ _0"></span> gleby it<span class="_ _0"></span>p.) </div><div class="t m0 x11 h8 y4eb ff6 fs5 fc4 sc0 ls0 ws9">Działania zapobiegawcze:</div><div class="t m0 x37 h8 y4ec ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4">stały monit<span class="_ _0"></span>oring oddziaływań śr<span class="_ _0"></span>odowisk<span class="_ _0"></span>owych w r<span class="_ _0"></span>amach Sys<span class="_ _0"></span>temu Z<span class="_ _0"></span>arządzania Środo<span class="_ _0"></span>wisko<span class="_ _0"></span>wego,</span></span></div><div class="t m0 x37 h8 y4ed ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ws11b">analiza aspektów śr<span class="_ _0"></span>odowisk<span class="_ _0"></span>owych na k<span class="_ _0"></span>ażdym et<span class="_ _0"></span>apie łańcucha tworzenia wart<span class="_ _0"></span>ości,<span class="_ _1"></span> służąca iden<span class="_ _0"></span>tyfikac<span class="_ _0"></span>ji działań mogących </span></span></div><div class="t m0 x1d h8 y4ee ff6 fs5 fc4 sc0 ls0 ws9">wzaj<span class="_ _0"></span>emnie oddziaływać ze śr<span class="_ _0"></span>odowiskiem,</div><div class="t m0 x37 h8 y4ef ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ws11">uwzględnianie przesłanek środo<span class="_ _0"></span>wiskowy<span class="_ _0"></span>ch na etapie planow<span class="_ _0"></span>ania procesów pr<span class="_ _0"></span>odukc<span class="_ _0"></span>yjn<span class="_ _0"></span>ych i ich <span class="_ _0"></span>opty<span class="_ _0"></span>malizacji,</span></span></div><div class="t m0 x37 h8 y4f0 ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ws9">wdrażanie rozwiąz<span class="_ _0"></span>ań/technologii zmniejsza<span class="_ _0"></span>jących sk<span class="_ _0"></span>alę oddziaływania pr<span class="_ _0"></span>owadzonej działalności na śr<span class="_ _0"></span>odowisk<span class="_ _0"></span>o,</span></span></div><div class="t m0 x37 h8 y4f1 ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ws9">wdrażanie rozwiąz<span class="_ _0"></span>ań i techno<span class="_ _0"></span>logii do zarządzania i op<span class="_ _0"></span>tymalizacji zuży<span class="_ _0"></span>cia energii elekt<span class="_ _0"></span>rycznej,<span class="_ _1"></span> wody<span class="_ _1"></span>,<span class="_ _0"></span> ciepła<span class="_ _1"></span>,<span class="_ _0"></span> gazu,</span></span></div><div class="t m0 x37 h8 y4f2 ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ws9">audyty sy<span class="_ _0"></span>st<span class="_ _1"></span>emu zarządzania środowisk<span class="_ _0"></span>owego,</span></span></div><div class="t m0 x37 h8 y4f3 ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ws9">coroczne przeglądy sy<span class="_ _0"></span>st<span class="_ _0"></span>emu zarządz<span class="_ _0"></span>ania środowisk<span class="_ _1"></span>owego.</span></span></div><div class="t m0 x11 h14 y4f4 ff6 fsd fc1 sc0 ls0 ws94">3.8.<span class="_ _1"></span> Ryzyk<span class="_ _0"></span>a i szanse związ<span class="_ _0"></span>ane z klimat<span class="_ _1"></span>em</div><div class="t m0 x11 h8 y4f5 ff6 fs5 fc4 sc0 ls0 wsb7">W ramach prac nad ak<span class="_ _0"></span>tualizacją s<span class="_ _0"></span>tr<span class="_ _0"></span>at<span class="_ _0"></span>egii ESG Grupy Apa<span class="_ _0"></span>tor or<span class="_ _0"></span>az przygot<span class="_ _1"></span>owaniem do spełnienia wymogów dy<span class="_ _0"></span>rekt<span class="_ _0"></span>ywy CSRD </div><div class="t m0 x11 h8 y4f6 ff6 fs5 fc4 sc0 ls0 ws177">(Corpor<span class="_ _0"></span>at<span class="_ _0"></span>e Sus<span class="_ _0"></span>tainability R<span class="_ _0"></span>eporting Direct<span class="_ _0"></span>ive) or<span class="_ _0"></span>az s<span class="_ _0"></span>tandardów r<span class="_ _0"></span>aportowania zr<span class="_ _0"></span>ównoważ<span class="_ _0"></span>onego rozwoju ES<span class="_ _0"></span>RS (European <span class="_ _39"></span><span class="ws0"> </span></div><div class="t m0 x11 h8 y4f7 ff6 fs5 fc4 sc0 ls0 ws1a">Sust<span class="_ _0"></span>ainability Report<span class="_ _0"></span>ing Standard),<span class="_ _1"></span> dok<span class="_ _0"></span>onano identy<span class="_ _0"></span>fikacji i oceny ryzyk klimat<span class="_ _0"></span>yczn<span class="_ _0"></span>ych związan<span class="_ _0"></span>ych z bieżącą or<span class="_ _0"></span>az przyszłą dzia<span class="ws0">-</span></div><div class="t m0 x11 h8 y4f8 ff6 fs5 fc4 sc0 ls0 wsfb">łalnością Grupy Apat<span class="_ _1"></span>or<span class="_ _1"></span>.<span class="_ _0"></span> </div><div class="t m0 x11 h8 y4f9 ff6 fs5 fc4 sc0 ls0 ws9">Zg<span class="_ _0"></span>odnie z rek<span class="_ _0"></span>omendacjami Grupy Zadaniowej ds.<span class="_ _1"></span> Ujawniania Infor<span class="_ _0"></span>macji Finansowych Z<span class="_ _0"></span>wiązany<span class="_ _0"></span>ch z Klimat<span class="_ _0"></span>em (TCFD) uwzgl<span class="_ _0"></span>ęd<span class="ws0">-</span></div><div class="t m0 x11 h8 y4fa ff6 fs5 fc4 sc0 ls0 ws9">niono kluczowe czynniki biznes<span class="_ _0"></span>owe związane z klimat<span class="_ _0"></span>em t<span class="_ _0"></span>j.:</div><div class="t m0 x37 h8 y4fb ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ws9">wpływ przedsiębiors<span class="_ _0"></span>twa na zmiany klimat<span class="_ _0"></span>yczne,<span class="_ _1"></span> </span></span></div><div class="t m0 x37 h8 y4fc ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ws9">wpływ zmian klimatyczn<span class="_ _0"></span>ych na przedsiębior<span class="_ _0"></span>st<span class="_ _0"></span>wo.</span></span></div><div class="t m0 x11 h8 y4fd ff7 fs5 fc4 sc0 ls0 ws9">Metody<span class="_ _0"></span>ka prac<span class="_ _0"></span>y:</div><div class="t m0 x11 h8 y4fe ff6 fs5 fc4 sc0 ls8c ws133">1. <span class="_ _9c"> </span><span class="ls0 ws11">Analiza wymogó<span class="_ _0"></span>w regulacy<span class="_ _0"></span>jny<span class="_ _0"></span>ch i rek<span class="_ _0"></span>omendacji T<span class="_ _0"></span>CFD,</span></div><div class="t m0 x11 h8 y4ff ff6 fs5 fc4 sc0 ls88 ws125">2<span class="_ _2"></span>. <span class="_ _2c"> </span><span class="ls0 ws9">Ocena raportowania k<span class="_ _0"></span>west<span class="_ _0"></span>ii klimaty<span class="_ _0"></span>czny<span class="_ _0"></span>ch w Grupie Apa<span class="_ _0"></span>tor (fir<span class="_ _0"></span>ma dor<span class="_ _0"></span>adcza),</span></div><div class="t m0 x11 h8 y500 ff6 fs5 fc4 sc0 ls88 ws125">3<span class="_ _2"></span>. <span class="_ _2c"> </span><span class="ls0 ws9">Wypracowanie ws<span class="_ _0"></span>tępneg<span class="_ _0"></span>o zest<span class="_ _0"></span>awienia ryzyk i szans klimaty<span class="_ _0"></span>czny<span class="_ _0"></span>ch – wewnętrzn<span class="_ _0"></span>y zespół eksper<span class="_ _0"></span>cki,</span></div><div class="t m0 x11 h8 y501 ff6 fs5 fc4 sc0 ls88 ws125">4. <span class="_ _2c"> </span><span class="ls0 ws178">Konsul<span class="_ _0"></span>tacje w Grupie <span class="_ _0"></span>Apat<span class="_ _0"></span>or – weryfikacja i uzupełnienie z<span class="_ _0"></span>estawi<span class="_ _0"></span>enia przez osoby zarz<span class="_ _0"></span>ądzające obsz<span class="_ _0"></span>arem śr<span class="_ _0"></span>odowisk<span class="_ _0"></span>o <span class="_ _39"></span><span class="ws0"> </span></span></div><div class="t m0 x1d h8 y502 ff6 fs5 fc4 sc0 ls0 ws0">w spółkach Grup<span class="_ _0"></span>y Apat<span class="_ _1"></span>or (ZESPÓŁ ŚRODOWISK<span class="_ _0"></span>O),</div><div class="t m0 x11 h8 y503 ff6 fs5 fc4 sc0 ls88 ws125">5<span class="_ _2"></span>. <span class="_ _2c"> </span><span class="ls0 ws129">Opracowanie zes<span class="_ _0"></span>tawienia ryzyk i szans klima<span class="_ _0"></span>tyczn<span class="_ _0"></span>ych dla Grup<span class="_ _0"></span>y Apat<span class="_ _1"></span>or z określeniem rodza<span class="_ _0"></span>ju ryzyk/szans,<span class="_ _1"></span> czynników i sku<span class="_ _0"></span>t<span class="ws0">-</span></span></div><div class="t m0 x1d h8 y504 ff6 fs5 fc4 sc0 ls0 ws9">kó<span class="_ _0"></span>w oraz perspekt<span class="_ _0"></span>ywy oddziaływania na biznes (kr<span class="_ _0"></span>ótk<span class="_ _1"></span>o-,<span class="_ _0"></span> średnio- lub dług<span class="_ _0"></span>ot<span class="_ _0"></span>erminow<span class="_ _0"></span>e),</div><div class="t m0 x11 h8 y505 ff6 fs5 fc4 sc0 ls88 ws125">6<span class="_ _2"></span>.  <span class="ls0 wsf3">Ocena eksperck<span class="_ _0"></span>a ryzyk i szans pod kąt<span class="_ _0"></span>em prawd<span class="_ _0"></span>opodobieńs<span class="_ _0"></span>twa i siły oddziaływ<span class="_ _0"></span>ania (skut<span class="_ _0"></span>kó<span class="_ _0"></span>w) przez ZESPÓŁ ŚRODOWI<span class="ws0">-</span></span></div><div class="t m0 x1d h8 y506 ff6 fs5 fc4 sc0 ls0 ws102">SK<span class="_ _0"></span>O oraz TOP MANAGEMENT<span class="_ _1"></span>,</div><div class="t m0 x11 h8 y507 ff6 fs5 fc4 sc0 ls96 ws137">7.<span class="_ _2"></span> <span class="_ _32"> </span><span class="ls0 ws11">Sporządzenie matryc<span class="_ _0"></span>y ryzyk klimat<span class="_ _0"></span>yczny<span class="_ _0"></span>ch,</span></div><div class="t m0 x11 h8 y508 ff6 fs5 fc4 sc0 ls88 ws125">8<span class="_ _2"></span>.  <span class="ls0 ws11">Włączenie ryzyk klimat<span class="_ _0"></span>yczn<span class="_ _0"></span>ych d<span class="_ _0"></span>o procesu z<span class="_ _0"></span>arządzania ryzykiem <span class="_ _0"></span>w Grupie Apa<span class="_ _0"></span>t<span class="_ _0"></span>or (2024 rok),</span></div><div class="t m0 x11 h8 y509 ff6 fs5 fc4 sc0 ls88 ws125">9<span class="_ _2"></span>.  <span class="ls0 ws7">Str<span class="_ _0"></span>at<span class="_ _0"></span>egiczna odpowiedź Grupy <span class="_ _0"></span>Apat<span class="_ _0"></span>or na zagrożenia i sz<span class="_ _0"></span>anse związane z klimat<span class="_ _0"></span>em – w ramach akt<span class="_ _0"></span>ualizowanej Str<span class="_ _0"></span>at<span class="_ _0"></span>egii ESG </span></div><div class="t m0 x1d h8 y50a ff6 fs5 fc4 sc0 ls0 wsfb">Grupy Apat<span class="_ _1"></span>or <span class="_ _2"></span>(2024 rok).</div><div class="t m2 x12 hc y255 ff8 fs9 fc0 sc0 ls0 ws0">GOVER<span class="_ _0"></span>NANCE - Ład kor<span class="_ _0"></span>poracy<span class="_ _0"></span>jny</div></div><div class="pi" ></div></div><div id="pf26" class="pf w0 h0" ><div class="pc pc26 w0 h0"><img class="bi x0 y50b w6 h53" alt="" src="data:image/png;base64,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"/><div class="t m0 x7f ha y32 ff6 fs7 fc3 sc0 ls0 ws0">38</div><div class="t m0 x11 h8 y278 ff6 fs5 fc4 sc0 ls0 ws11">W wyniku analizy zident<span class="_ _0"></span>yfiko<span class="_ _0"></span>wano dla Grupy Apa<span class="_ _0"></span>t<span class="_ _0"></span>or łącznie 9 szans i 15 zagr<span class="_ _0"></span>ożeń związan<span class="_ _0"></span>ych z klimat<span class="_ _0"></span>em.<span class="_ _1"></span> Analiza obejmowała </div><div class="t m0 x11 h8 y3f5 ff6 fs5 fc4 sc0 ls0 ws9">ryzyka związane ze zmianami klimat<span class="_ _0"></span>u t<span class="_ _0"></span>j.:</div><div class="t m0 x37 h8 y3f6 ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ws153">ryzyka o charakt<span class="_ _0"></span>erze fizyczn<span class="_ _0"></span>ym - związane z eks<span class="_ _0"></span>tr<span class="_ _0"></span>emalnymi z<span class="_ _0"></span>jawiskami pogodowymi lub s<span class="_ _0"></span>t<span class="_ _0"></span>opniowymi,<span class="_ _1"></span> kumulującymi się </span></span></div><div class="t m0 x1d h8 y3f7 ff6 fs5 fc4 sc0 ls0 ws117">zmianami nast<span class="_ _0"></span>ępującymi w średnim i długim okr<span class="_ _0"></span>esie (m.in.<span class="_ _0"></span> wzr<span class="_ _0"></span>ost śr<span class="_ _0"></span>edniej t<span class="_ _0"></span>empera<span class="_ _0"></span>tury<span class="_ _1"></span>,<span class="_ _0"></span> zmiany wzor<span class="_ _0"></span>ca opadów czy podno<span class="ws0">-</span></div><div class="t m0 x1d h8 y3f8 ff6 fs5 fc4 sc0 ls0 ws11">szenie się poziomu mórz).</div><div class="t m0 x37 h8 y3f9 ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 wsfd">ryzyka tr<span class="_ _0"></span>ansf<span class="_ _0"></span>ormacji (przejścia) - d<span class="_ _0"></span>oty<span class="_ _0"></span>czące m.in.<span class="_ _1"></span> <span class="_ _2"></span>polity<span class="_ _0"></span>ki i ref<span class="_ _0"></span>orm r<span class="_ _0"></span>egulacyj<span class="_ _0"></span>nych związ<span class="_ _0"></span>anych z obniż<span class="_ _0"></span>aniem wielko<span class="_ _0"></span>ści emisji,<span class="_ _1"></span> </span></span></div><div class="t m0 x1d h8 y3fa ff6 fs5 fc4 sc0 ls0 ws9">post<span class="_ _1"></span>ępem techniczny<span class="_ _0"></span>m oraz zmianami oczekiwań int<span class="_ _1"></span>eresariuszy w zakresie działań na rzecz klimatu.</div><div class="t m0 x11 h8 y3fb ff6 fs5 fc4 sc0 ls0 ws9">Efek<span class="_ _0"></span>tem ocen<span class="_ _0"></span>y ryzyk pod kąt<span class="_ _0"></span>em prawd<span class="_ _0"></span>opodobieńs<span class="_ _0"></span>twa i siły oddziaływ<span class="_ _0"></span>ania jes<span class="_ _0"></span>t matry<span class="_ _0"></span>ca ryzyk klimaty<span class="_ _0"></span>czny<span class="_ _0"></span>ch.</div><div class="t m2 x1b hc y255 ff8 fs9 fc0 sc0 ls0 ws0">GOVER<span class="_ _0"></span>NANCE - Ład kor<span class="_ _0"></span>poracy<span class="_ _0"></span>jny</div><div class="t m0 x11 h8 y50c ff7 fs5 fc4 sc0 ls0 ws7">Zesta<span class="_ _0"></span>wienie ryzyk klimatycz<span class="_ _0"></span>nych dla Grupy Apa<span class="_ _0"></span>tor</div><div class="t m0 x1c h8 y50d ff6 fs5 fc0 sc0 ls8 wsa">Lp.<span class="_ _9d"> </span><span class="ls0 ws11">Kat<span class="_ _1"></span>egoria ryzyka<span class="_ _4b"> </span>P<span class="_ _0"></span>odkat<span class="_ _1"></span>egoria ryzyka</span></div><div class="t m0 xd6 h8 y50e ff6 fs5 fc0 sc0 ls0 ws0">Charakt<span class="_ _0"></span>er </div><div class="t m0 xd6 h8 y50f ff6 fs5 fc0 sc0 ls5a wsb9">ryz<span class="_ _2"></span>yka</div><div class="t m0 x8c h8 y50d ff6 fs5 fc0 sc0 lsf wsc">Nazwa ryzyka</div><div class="t m0 x1c h8 y510 ff6 fs5 fc4 sc0 ls0 ws0">1</div><div class="t m0 x7c h8 y511 ff6 fs5 fc4 sc0 ls0 ws9">Ryzyk<span class="_ _0"></span>o ﬁzyczne </div><div class="t m0 x7c h8 y512 ff6 fs5 fc4 sc0 ls0 ws0">(długot<span class="_ _0"></span>rwałe)</div><div class="t m0 xd7 h8 y511 ff6 fs5 fc4 sc0 ls0 wsb6">Zmiany wzor<span class="_ _0"></span>ców </div><div class="t m0 xd7 h8 y512 ff6 fs5 fc4 sc0 ls0 ws0">klimaty<span class="_ _0"></span>czny<span class="_ _0"></span>ch</div><div class="t m0 xd6 h8 y510 ff6 fs5 fc4 sc0 lsf ws12">zagrożenie</div><div class="t m0 x8c h8 y513 ff6 fs5 fc4 sc0 ls0 ws9">Wzros<span class="_ _0"></span>t średniej <span class="_ _0"></span>temper<span class="_ _0"></span>at<span class="_ _0"></span>ury<span class="_ _0"></span>,<span class="_ _1"></span> ekst<span class="_ _0"></span>remalne zjawisk<span class="_ _0"></span>a </div><div class="t m0 x8c h8 y510 ff6 fs5 fc4 sc0 ls0 ws0">pogodowe,<span class="_ _1"></span> pust<span class="_ _0"></span>ynnienie Eur<span class="_ _0"></span>opy (susze),<span class="_ _1"></span> zachwiania </div><div class="t m0 x8c h8 y514 ff6 fs5 fc4 sc0 ls0 ws9">na rynku surow<span class="_ _0"></span>ców</div><div class="t m0 x1c h8 y515 ff6 fs5 fc0 sc0 ls0 ws0">2</div><div class="t m0 x7c h8 y516 ff6 fs5 fc0 sc0 ls0 ws9">Ryzyk<span class="_ _0"></span>o ﬁzyczne </div><div class="t m0 x7c h8 y517 ff6 fs5 fc0 sc0 ls0 ws0">(długot<span class="_ _0"></span>rwałe)</div><div class="t m0 xd7 h8 y516 ff6 fs5 fc0 sc0 ls0 wsb6">Zmiany wzor<span class="_ _0"></span>ców </div><div class="t m0 xd7 h8 y517 ff6 fs5 fc0 sc0 ls0 ws0">klimaty<span class="_ _0"></span>czny<span class="_ _0"></span>ch</div><div class="t m0 xd6 h8 y515 ff6 fs5 fc0 sc0 lsf ws12">szansa</div><div class="t m0 x8c h8 y518 ff6 fs5 fc0 sc0 ls0 ws9">Wzros<span class="_ _0"></span>t średniej <span class="_ _0"></span>temper<span class="_ _0"></span>at<span class="_ _0"></span>ury<span class="_ _0"></span>,<span class="_ _1"></span> ekst<span class="_ _0"></span>remalne zjawisk<span class="_ _0"></span>a </div><div class="t m0 x8c h8 y515 ff6 fs5 fc0 sc0 ls0 ws0">pogodowe,<span class="_ _1"></span> pust<span class="_ _0"></span>ynnienie Eur<span class="_ _0"></span>opy (susze),<span class="_ _1"></span> zachwiania </div><div class="t m0 x8c h8 y519 ff6 fs5 fc0 sc0 ls0 ws9">na rynku surow<span class="_ _0"></span>ców</div><div class="t m0 x1c h8 y51a ff6 fs5 fc4 sc0 ls0 ws0">3</div><div class="t m0 x7c h8 y51b ff6 fs5 fc4 sc0 ls0 ws9">Ryzyk<span class="_ _0"></span>o ﬁzyczne </div><div class="t m0 x7c h8 y51c ff6 fs5 fc4 sc0 ls0 ws0">(ost<span class="_ _0"></span>re)</div><div class="t m0 xd7 h8 y51b ff6 fs5 fc4 sc0 ls0 ws9">Nagłe zdarzenia </div><div class="t m0 xd7 h8 y51c ff6 fs5 fc4 sc0 ls0 ws0">pogodowe</div><div class="t m0 xd6 h8 y51a ff6 fs5 fc4 sc0 lsf ws12">zagrożenie</div><div class="t m0 x8c h8 y51d ff6 fs5 fc4 sc0 ls0 ws11">Niespodziewane nasilone zjawisk<span class="_ _0"></span>o pogodo<span class="_ _0"></span>we </div><div class="t m0 x8c h8 y51a ff6 fs5 fc4 sc0 ls0 ws0">(cyklon,<span class="_ _1"></span> huragan,<span class="_ _1"></span> powódź i in.) dot<span class="_ _0"></span>yka<span class="_ _0"></span>jące fabryk<span class="_ _0"></span>i </div><div class="t m0 x8c h8 y51e ff6 fs5 fc4 sc0 ls0 ws9">Grupy Apa<span class="_ _0"></span>t<span class="_ _0"></span>or lub jej kluczo<span class="_ _0"></span>wych dos<span class="_ _0"></span>tawcó<span class="_ _0"></span>w</div><div class="t m0 x1c h8 y51f ff6 fs5 fc0 sc0 ls0 ws0">4<span class="_ _82"> </span><span class="ws11">Ryzyk<span class="_ _1"></span>o przejścia<span class="_ _9e"> </span><span class="ws0">Polity<span class="_ _0"></span>czne<span class="_ _9f"> </span><span class="lsf ws12">szansa</span></span></span></div><div class="t m0 x8c h8 y520 ff6 fs5 fc0 sc0 ls0 ws9">Polity<span class="_ _0"></span>ka klimat<span class="_ _0"></span>yczna UE w odniesieniu do </div><div class="t m0 x8c h8 y521 ff6 fs5 fc0 sc0 ls0 ws9">tr<span class="_ _0"></span>ansf<span class="_ _0"></span>ormacji ener<span class="_ _0"></span>gety<span class="_ _0"></span>cznej i neutr<span class="_ _0"></span>alności </div><div class="t m0 x8c h8 y522 ff6 fs5 fc0 sc0 ls0 ws0">klimaty<span class="_ _0"></span>cznej gospodarki UE (Gr<span class="_ _0"></span>een Deal,<span class="_ _1"></span> Fit for 55 </div><div class="t m0 x8c h8 y523 ff6 fs5 fc0 sc0 ls0 ws0">i in.) oraz Blue Deal (zr<span class="_ _0"></span>ównoważ<span class="_ _0"></span>ona gospodarka </div><div class="t m0 x8c h8 y524 ff6 fs5 fc0 sc0 ls0 ws0">wodna)</div><div class="t m0 x1c h8 y525 ff6 fs5 fc0 sc0 ls0 ws0">5<span class="_ _82"> </span><span class="ws11">Ryzyko przejścia<span class="_ _4b"> </span></span>Polit<span class="_ _0"></span>yczne<span class="_ _9f"> </span><span class="lsf ws12">szansa<span class="_ _a0"> </span></span><span class="ws9">Polity<span class="_ _0"></span>ka energ<span class="_ _0"></span>ety<span class="_ _0"></span>czna Polsk<span class="_ _0"></span>i do 2040</span></div><div class="t m0 x1c h8 y526 ff6 fs5 fc0 sc0 ls0 ws0">6<span class="_ _a1"> </span><span class="ws11">Ryzyk<span class="_ _0"></span>o przejścia<span class="_ _4b"> </span><span class="ws0">Polity<span class="_ _0"></span>czne<span class="_ _9f"> </span><span class="lsf ws12">szansa</span></span></span></div><div class="t m0 x8c h8 y527 ff6 fs5 fc0 sc0 ls0 ws9">Odbudowanie relacji z UE/ odblok<span class="_ _0"></span>owanie KPO na </div><div class="t m0 x8c h8 y528 ff6 fs5 fc0 sc0 ls0 ws9">tr<span class="_ _0"></span>ansf<span class="_ _0"></span>ormację ener<span class="_ _0"></span>get<span class="_ _0"></span>yczną</div><div class="t m0 x1c h8 y529 ff6 fs5 fc0 sc0 ls0 ws0">7<span class="_ _84"> </span><span class="ws11">Ryzyk<span class="_ _0"></span>o przejścia<span class="_ _4b"> </span><span class="ws0">Prawne/<span class="_ _1"></span>rynkowe<span class="_ _a2"> </span><span class="lsf ws12">szansa</span></span></span></div><div class="t m0 x8c h8 y52a ff6 fs5 fc0 sc0 ls0 ws9">Ust<span class="_ _0"></span>awa prawo ener<span class="_ _0"></span>get<span class="_ _0"></span>yczne - rollou<span class="_ _0"></span>t liczników ee </div><div class="t m0 x8c h8 y52b ff6 fs5 fc0 sc0 ls0 ws7">smart podstawą t<span class="_ _0"></span>worzenia int<span class="_ _0"></span>eligentn<span class="_ _0"></span>ych sieci</div><div class="t m0 x1c h8 y52c ff6 fs5 fc0 sc0 ls0 ws0">8<span class="_ _a1"> </span><span class="ws11">Ryzyk<span class="_ _0"></span>o przejścia<span class="_ _4b"> </span><span class="ws0">Prawne/<span class="_ _0"></span>rynk<span class="_ _0"></span>owe<span class="_ _a2"> </span><span class="lsf ws12">zagro<span class="_ _0"></span>żenie</span></span></span></div><div class="t m0 x8c h8 y52d ff6 fs5 fc0 sc0 ls0 ws9">Ust<span class="_ _0"></span>awa prawo ener<span class="_ _0"></span>get<span class="_ _0"></span>yczne - rollou<span class="_ _0"></span>t liczników ee </div><div class="t m0 x8c h8 y52e ff6 fs5 fc0 sc0 ls0 ws7">smart podstawą t<span class="_ _0"></span>worzenia int<span class="_ _0"></span>eligentn<span class="_ _0"></span>ych sieci</div><div class="t m0 x1c h8 y52f ff6 fs5 fc0 sc0 ls0 ws0">9<span class="_ _a1"> </span><span class="ws11">Ryzyk<span class="_ _0"></span>o przejścia<span class="_ _4b"> </span><span class="ws0">Prawne/<span class="_ _0"></span>rynk<span class="_ _0"></span>owe<span class="_ _a2"> </span><span class="lsf ws12">szansa</span></span></span></div><div class="t m0 x8c h8 y530 ff6 fs5 fc0 sc0 ls0 ws9">Ust<span class="_ _0"></span>awa o ef<span class="_ _0"></span>ektywno<span class="_ _0"></span>ści energet<span class="_ _0"></span>ycznej - ro<span class="_ _0"></span>llout </div><div class="t m0 x8c h8 y531 ff6 fs5 fc0 sc0 ls0 ws9">wodomierzy i ciepłomierzy</div><div class="t m0 x1c h8 y532 ff6 fs5 fc4 sc0 ls89 ws13f">10<span class="_ _a3"> </span><span class="ls0 ws11">Ryzyk<span class="_ _0"></span>o przejścia<span class="_ _4b"> </span><span class="ws0">Prawne<span class="_ _a4"> </span><span class="lsf ws12">zagrożenie<span class="_ _84"> </span></span><span class="ws9">Spełnienie wymog<span class="_ _0"></span>ów ust<span class="_ _0"></span>awy o elekt<span class="_ _0"></span>romobilności</span></span></span></div><div class="t m0 x1c h8 y533 ff6 fs5 fc4 sc0 ls5d wsf">11<span class="_ _26"> </span><span class="ls0 ws11">Ryzyk<span class="_ _0"></span>o przejścia<span class="_ _4b"> </span><span class="ws0">Prawne<span class="_ _a4"> </span><span class="lsf ws12">zagro<span class="_ _0"></span>żenie</span></span></span></div><div class="t m0 x8c h8 y534 ff6 fs5 fc4 sc0 ls0 wsb6">Spełnienie rosnący<span class="_ _0"></span>ch wymogów spr<span class="_ _0"></span>awozdaw<span class="_ _0"></span>czych </div><div class="t m0 x8c h8 y535 ff6 fs5 fc4 sc0 ls0 ws9">w zakresie ESG</div></div><div class="pi" ></div></div><div id="pf27" class="pf w0 h0" ><div class="pc pc27 w0 h0"><img class="bi x11 y536 w6 h54" alt="" src="data:image/png;base64,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"/><div class="t m0 xb6 ha y32 ff6 fs7 fc3 sc0 ls0 ws0">39</div><div class="t m0 x1c h8 y537 ff6 fs5 fc0 sc0 ls8 wsa">Lp.<span class="_ _9d"> </span><span class="ls0 ws11">Kat<span class="_ _1"></span>egoria ryzyka<span class="_ _4b"> </span>P<span class="_ _0"></span>odkat<span class="_ _1"></span>egoria ryzyka</span></div><div class="t m0 xd6 h8 y538 ff6 fs5 fc0 sc0 ls0 ws0">Charakt<span class="_ _0"></span>er </div><div class="t m0 xd6 h8 y539 ff6 fs5 fc0 sc0 ls5a wsb9">ryz<span class="_ _2"></span>yka</div><div class="t m0 x8c h8 y537 ff6 fs5 fc0 sc0 lsf wsc">Nazwa ryzyka</div><div class="t m0 x1c h8 y53a ff6 fs5 fc4 sc0 ls5a wsb9">12<span class="_ _a5"> </span><span class="ls0 ws11">Ryzyk<span class="_ _0"></span>o przejścia<span class="_ _4b"> </span><span class="ws0">Prawne/<span class="_ _0"></span>rynk<span class="_ _0"></span>owe<span class="_ _a2"> </span><span class="lsf ws12">zagrożenie</span></span></span></div><div class="t m0 x8c h8 y53b ff6 fs5 fc4 sc0 ls0 ws9">Spełnienie obecny<span class="_ _0"></span>ch i nowych przepisów do<span class="_ _0"></span>t.<span class="_ _0"></span> </div><div class="t m0 x8c h8 y53c ff6 fs5 fc4 sc0 ls0 ws9">ochron<span class="_ _0"></span>y środowisk<span class="_ _0"></span>a</div><div class="t m0 x1c h8 y53d ff6 fs5 fc4 sc0 ls15 ws18">13<span class="_ _a5"> </span><span class="ls0 ws11">Ryzyk<span class="_ _0"></span>o przejścia<span class="_ _4b"> </span><span class="ws0">Prawne<span class="_ _a4"> </span><span class="lsf ws12">zagroż<span class="_ _0"></span>enie</span></span></span></div><div class="t m0 x8c h8 y53e ff6 fs5 fc4 sc0 ls0 ws9">Ryzyk<span class="_ _0"></span>o związane z monitor<span class="_ _0"></span>owaniem i zarządz<span class="_ _0"></span>aniem </div><div class="t m0 x8c h8 y53d ff6 fs5 fc4 sc0 ls0 ws9">emisjami bezpośrednimi i pośr<span class="_ _0"></span>ednimi gazów </div><div class="t m0 x8c h8 y53f ff6 fs5 fc4 sc0 ls0 ws0">cieplarnian<span class="_ _0"></span>ych i inny<span class="_ _0"></span>ch zanieczyszczeń powiet<span class="_ _0"></span>rza</div><div class="t m0 x1c h8 y540 ff6 fs5 fc4 sc0 ls5c ws12c">14<span class="_ _a5"> </span><span class="ls0 ws11">R<span class="_ _0"></span>yzyko przejś<span class="_ _0"></span>cia<span class="_ _4b"> </span><span class="ws0">Prawne<span class="_ _a4"> </span><span class="lsf ws12">zagrożenie</span></span></span></div><div class="t m0 x8c h8 y541 ff6 fs5 fc4 sc0 ls0 ws9">Wzros<span class="_ _0"></span>t k<span class="_ _0"></span>oszt<span class="_ _0"></span>ów prowadzenia działa<span class="_ _0"></span>lności w związku </div><div class="t m0 x8c h8 y540 ff6 fs5 fc4 sc0 ls0 ws9">z rosnący<span class="_ _0"></span>mi opłatami śr<span class="_ _0"></span>odowisk<span class="_ _0"></span>owymi (opłat<span class="_ _0"></span>y </div><div class="t m0 x8c h8 y542 ff6 fs5 fc4 sc0 ls0 ws9">produkt<span class="_ _1"></span>owe,<span class="_ _0"></span> gospodark<span class="_ _0"></span>a odpadami,<span class="_ _1"></span> baterie i in.)</div><div class="t m0 x1c h8 y543 ff6 fs5 fc4 sc0 ls7 ws9">15<span class="_ _a6"> </span><span class="ls0 ws11">Ryzyk<span class="_ _0"></span>o przejścia<span class="_ _4b"> </span><span class="ws0">T<span class="_ _f"></span>echnologiczne<span class="_ _a7"> </span><span class="lsf ws12">zagrożenie</span></span></span></div><div class="t m0 x8c h8 y544 ff6 fs5 fc4 sc0 ls0 ws0">Energochłonne  i mat<span class="_ _1"></span>eriałochłonne technologie </div><div class="t m0 x8c h8 y545 ff6 fs5 fc4 sc0 ls0 ws9">wytwarzania<span class="_ _1"></span>,<span class="_ _1"></span> starzejąca się infr<span class="_ _0"></span>ast<span class="_ _0"></span>rukt<span class="_ _0"></span>ura<span class="_ _1"></span>,<span class="_ _1"></span> </div><div class="t m0 x8c h8 y546 ff6 fs5 fc4 sc0 ls0 ws7">niewyst<span class="_ _0"></span>arcza<span class="_ _0"></span>jące tempo wymian<span class="_ _0"></span>y infras<span class="_ _0"></span>tru<span class="_ _0"></span>ktury na </div><div class="t m0 x8c h8 y547 ff6 fs5 fc4 sc0 ls0 ws9">efekt<span class="_ _0"></span>ywną śr<span class="_ _0"></span>odowisk<span class="_ _0"></span>owo </div><div class="t m0 x1c h8 y548 ff6 fs5 fc4 sc0 ls8 wsa">16<span class="_ _a3"> </span><span class="ls0 ws11">Ryzyk<span class="_ _0"></span>o przejścia<span class="_ _4b"> </span><span class="ws0">T<span class="_ _f"></span>echnologiczne<span class="_ _a7"> </span><span class="lsf ws12">zagrożenie</span></span></span></div><div class="t m0 x8c h8 y549 ff6 fs5 fc4 sc0 ls0 ws9">Wysokie k<span class="_ _1"></span>oszty dos<span class="_ _0"></span>tos<span class="_ _0"></span>owania infr<span class="_ _0"></span>ast<span class="_ _0"></span>rukt<span class="_ _0"></span>ury do </div><div class="t m0 x8c h8 y548 ff6 fs5 fc4 sc0 ls0 ws9">wymogów śr<span class="_ _0"></span>odowisk<span class="_ _0"></span>owych i klima<span class="_ _0"></span>ty<span class="_ _0"></span>cznych,<span class="_ _1"></span> w t<span class="_ _0"></span>ym </div><div class="t m0 x8c h8 y54a ff6 fs5 fc4 sc0 ls0 ws0">zeroemis<span class="_ _0"></span>yjności</div><div class="t m0 x1c h8 y54b ff6 fs5 fc0 sc0 ls97 ws117">17<span class="_ _a8"> </span><span class="ls0 ws11">Ryzyk<span class="_ _0"></span>o przejścia<span class="_ _4b"> </span><span class="ws0">T<span class="_ _f"></span>echnologiczne<span class="_ _a7"> </span><span class="lsf ws12">szansa</span></span></span></div><div class="t m0 x8c h8 y54c ff6 fs5 fc0 sc0 ls0 ws9">Możliwość zas<span class="_ _0"></span>t<span class="_ _0"></span>osowania własn<span class="_ _0"></span>ych r<span class="_ _0"></span>ozwiązań do </div><div class="t m0 x8c h8 y54d ff6 fs5 fc0 sc0 ls0 ws9">poprawy ef<span class="_ _0"></span>ekt<span class="_ _0"></span>ywności energ<span class="_ _0"></span>ety<span class="_ _0"></span>cznej działalności</div><div class="t m0 x1c h8 y54e ff6 fs5 fc0 sc0 ls15 ws18">18<span class="_ _a3"> </span><span class="ls0 ws11">Ryzyk<span class="_ _0"></span>o przejścia<span class="_ _4b"> </span><span class="ws0">T<span class="_ _f"></span>echnologiczne<span class="_ _a7"> </span><span class="lsf ws12">szansa<span class="_ _a0"> </span></span><span class="ws9">Własne źródła OZE</span></span></span></div><div class="t m0 x1c h8 y54f ff6 fs5 fc0 sc0 lsf ws12">19<span class="_ _a3"> </span><span class="ls0 ws11">Ryzyk<span class="_ _0"></span>o przejścia<span class="_ _4b"> </span><span class="ls15 ws18">Rynkowe/<span class="_ _0"></span>prawne<span class="_ _a9"> </span><span class="lsf ws12">zagrożenie</span></span></span></div><div class="t m0 x8c h8 y550 ff6 fs5 fc0 sc0 ls0 ws11">Ograniczanie pojemno<span class="_ _0"></span>ści rynku gazomierzy  w </div><div class="t m0 x8c h8 y551 ff6 fs5 fc0 sc0 ls0 ws9">związku z polityk<span class="_ _0"></span>ą energet<span class="_ _0"></span>yczną UE</div><div class="t m0 x1c h8 y552 ff6 fs5 fc0 sc0 ls9 wsb">20<span class="_ _10"> </span><span class="ls0 ws11">Ryzyk<span class="_ _1"></span>o przejścia<span class="_ _9e"> </span><span class="ls15 ws18">Rynkowe<span class="_ _aa"> </span><span class="lsf ws12">zagrożenie</span></span></span></div><div class="t m0 x8c h8 y553 ff6 fs5 fc0 sc0 ls0 ws9">Rosnące i r<span class="_ _0"></span>adyk<span class="_ _0"></span>alne oczekiwania klient<span class="_ _0"></span>ów dot<span class="_ _0"></span>ycz<span class="_ _0"></span>ące </div><div class="t m0 x8c h8 y554 ff6 fs5 fc0 sc0 ls0 ws0">kwes<span class="_ _0"></span>tii ESG (np.<span class="_ _1"></span> redukcja śladu węg<span class="_ _0"></span>lowego </div><div class="t m0 x8c h8 y555 ff6 fs5 fc0 sc0 ls0 ws9">produkt<span class="_ _1"></span>ów,<span class="_ _1"></span> wzrost udziału sur<span class="_ _0"></span>owców z r<span class="_ _0"></span>ecyklingu w </div><div class="t m0 x8c h8 y556 ff6 fs5 fc0 sc0 ls0 ws16f">obiegu zamkniętym,<span class="_ _1"></span> &quot;<span class="_ _0"></span>odchudzone&quot; produkt<span class="_ _0"></span>y)</div><div class="t m0 x1c h8 y557 ff6 fs5 fc0 sc0 ls98 wsae">21<span class="_ _a6"> </span><span class="ls0 ws11">Ryzyk<span class="_ _0"></span>o przejścia<span class="_ _4b"> </span><span class="ls15 ws18">Rynkowe<span class="_ _aa"> </span><span class="lsf ws12">szansa</span></span></span></div><div class="t m0 x8c h8 y558 ff6 fs5 fc0 sc0 ls0 ws9">Rosnące i r<span class="_ _0"></span>adyk<span class="_ _0"></span>alne oczekiwania klient<span class="_ _0"></span>ów </div><div class="t m0 x8c h8 y559 ff6 fs5 fc0 sc0 ls0 ws0">dot<span class="_ _0"></span>yczące k<span class="_ _0"></span>west<span class="_ _0"></span>ii ESG (np.<span class="_ _1"></span> <span class="_ _2"></span>pochodzenie produk<span class="_ _0"></span>tów<span class="_ _0"></span>,<span class="_ _1"></span> </div><div class="t m0 x8c h8 y55a ff6 fs5 fc0 sc0 ls0 ws9">certyﬁko<span class="_ _0"></span>wani dos<span class="_ _0"></span>tawcy<span class="_ _1"></span>,<span class="_ _0"></span> ślad węgl<span class="_ _0"></span>owy - krót<span class="_ _0"></span>szy </div><div class="t m0 x8c h8 y55b ff6 fs5 fc0 sc0 ls0 ws9">łańcuch dos<span class="_ _0"></span>taw)</div><div class="t m0 x1c h8 y55c ff6 fs5 fc4 sc0 ls0 ws0">22<span class="_ _10"> </span><span class="ws11">Ryzyko przejścia<span class="_ _4b"> </span><span class="ls15 ws18">Rynkowe<span class="_ _aa"> </span><span class="lsf ws12">zagrożenie</span></span></span></div><div class="t m0 x8c h8 y55d ff6 fs5 fc4 sc0 ls0 ws11">Brak przełożenia r<span class="_ _0"></span>osnącej w<span class="_ _0"></span>agi aspekt<span class="_ _0"></span>ów </div><div class="t m0 x8c h8 y55c ff6 fs5 fc4 sc0 ls0 ws9">środo<span class="_ _0"></span>wiskowy<span class="_ _0"></span>ch na decyzje z<span class="_ _0"></span>akupowe klient<span class="_ _0"></span>ów </div><div class="t m0 x8c h8 y55e ff6 fs5 fc4 sc0 ls0 wsb6">(punktacja w przetargach)</div><div class="t m0 x1c h8 y55f ff6 fs5 fc4 sc0 ls0 ws0">23<span class="_ _9"> </span><span class="ws11">Ryzyk<span class="_ _0"></span>o przejścia<span class="_ _4b"> </span><span class="ls15 ws18">Rynkowe<span class="_ _aa"> </span><span class="lsf ws12">zagrożenie</span></span></span></div><div class="t m0 x8c h8 y560 ff6 fs5 fc4 sc0 ls0 ws9">Wyższy ko<span class="_ _0"></span>szt kapitału wynik<span class="_ _0"></span>ający z niespełnienia </div><div class="t m0 x8c h8 y561 ff6 fs5 fc4 sc0 ls0 ws16f">kryterió<span class="_ _0"></span>w &quot;zielonego<span class="_ _0"></span>&quot; ﬁnansowania</div><div class="t m0 x1c h8 y562 ff6 fs5 fc4 sc0 ls99 ws100">24<span class="_ _10"> </span><span class="ls0 ws11">Ryzyko prz<span class="_ _0"></span>ejścia<span class="_ _4b"> </span><span class="ws0">Reputac<span class="_ _0"></span>yjne<span class="_ _ab"> </span><span class="lsf ws12">zagrożenie</span></span></span></div><div class="t m0 x8c h8 y563 ff6 fs5 fc4 sc0 ls0 ws7">Niewyst<span class="_ _0"></span>arcza<span class="_ _0"></span>jące tempo wdr<span class="_ _0"></span>ażania rozwiązań <span class="ws0"> </span></div><div class="t m0 x8c h8 y562 ff6 fs5 fc4 sc0 ls0 ws9">w zakresie ef<span class="_ _1"></span>ektywności energ<span class="_ _0"></span>ety<span class="_ _0"></span>cznej,<span class="_ _1"></span> surowcowej <span class="ws0"> </span></div><div class="t m0 x8c h8 y564 ff6 fs5 fc4 sc0 ls0 ws0">i OZE we własnej działalnoś<span class="_ _0"></span>ci  (spójność organizacji)</div><div class="t m0 x11 h8 y565 ff6 fs5 fc4 sc0 ls0 ws9">*Kol<span class="_ _0"></span>orem odznaczono zag<span class="_ _0"></span>rożenia - czerwone or<span class="_ _0"></span>az szanse - zielone,<span class="_ _1"></span> kt<span class="_ _0"></span>óre oceniono <span class="_ _0"></span>jako ryzyka k<span class="_ _0"></span>luczowe.</div><div class="t m2 x12 hc y255 ff8 fs9 fc0 sc0 ls0 ws0">GOVER<span class="_ _0"></span>NANCE - Ład kor<span class="_ _0"></span>poracy<span class="_ _0"></span>jny</div></div><div class="pi" ></div></div><div id="pf28" class="pf w0 h0" ><div class="pc pc28 w0 h0"><img class="bi x0 y566 wb h55" alt="" 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"/><div class="t m0 x7f ha y32 ff6 fs7 fc3 sc0 ls6d wse2">40</div><div class="t m0 x11 h8 y278 ff7 fs5 fc4 sc0 ls0 ws7">Mat<span class="_ _0"></span>ryca ryzyk klimaty<span class="_ _0"></span>czny<span class="_ _0"></span>ch dla Grupy Apator</div><div class="t m0 xd8 h8 y567 ff23 fs5 fc8 sc0 ls0 ws0">1<span class="_ _56"> </span>2<span class="_ _3f"> </span>3<span class="_ _3f"> </span>4<span class="_ _4c"> </span>5</div><div class="t m0 xd9 h8 y568 ff23 fs5 fc8 sc0 ls0 ws0">1</div><div class="t m0 xd9 h8 y569 ff23 fs5 fc8 sc0 ls0 ws0">2</div><div class="t m0 xd9 h8 y56a ff23 fs5 fc8 sc0 ls0 ws0">3</div><div class="t m0 xd9 h8 y56b ff23 fs5 fc8 sc0 ls0 ws0">4</div><div class="t m0 xd9 h8 y56c ff23 fs5 fc8 sc0 ls0 ws0">5</div><div class="t m7 xda h56 y56d ff23 fs30 fc10 sc0 ls0 ws0">Dotkliwość skut<span class="_ _2"></span>ków</div><div class="t m0 xdb h56 y56e ff23 fs30 fc10 sc0 ls0 ws0">Prawdopodobieństwo <span class="_ _2"></span>wystąpienia</div><div class="t m0 xdc h56 y56f ff23 fs30 fc11 sc0 ls0 ws0">ryzyko </div><div class="t m0 xdc h56 y570 ff23 fs30 fc11 sc0 ls0 ws0">kluczowe</div><div class="t m0 x33 h56 y571 ff23 fs30 fc12 sc0 ls0 ws0">ryzyko</div><div class="t m0 xdd h56 y572 ff23 fs30 fc12 sc0 ls0 ws0">niskie</div><div class="t m0 x57 ha y573 ff24 fs7 fc10 sc0 ls0 ws0">1</div><div class="t m0 xde ha y574 ff24 fs7 fc10 sc0 ls0 ws0">3</div><div class="t m0 xdf ha y575 ff24 fs7 fc10 sc0 ls0 ws0">10</div><div class="t m0 x57 ha y576 ff24 fs7 fc10 sc0 ls0 ws0">11</div><div class="t m0 x47 ha y577 ff24 fs7 fc10 sc0 ls0 ws0">12</div><div class="t m0 xe0 ha y578 ff24 fs7 fc10 sc0 ls0 ws0">13</div><div class="t m0 xe1 ha y579 ff24 fs7 fc10 sc0 ls0 ws0">14</div><div class="t m0 x83 ha y57a ff24 fs7 fc10 sc0 ls0 ws0">15</div><div class="t m0 xe2 ha y57b ff24 fs7 fc10 sc0 ls0 ws0">16</div><div class="t m0 xe3 ha y57c ff24 fs7 fc6 sc0 ls0 ws0">19</div><div class="t m0 xe4 ha y57d ff24 fs7 fc10 sc0 ls0 ws0">20</div><div class="t m0 xe5 ha y57e ff24 fs7 fc10 sc0 ls0 ws0">22</div><div class="t m0 x8e ha y57f ff24 fs7 fc10 sc0 ls0 ws0">23</div><div class="t m0 x6f ha y580 ff24 fs7 fc10 sc0 ls0 ws0">24</div><div class="t m0 x35 ha y581 ff24 fs7 fc6 sc0 ls0 ws0">8</div><div class="t m0 x20 ha y582 ff24 fs7 fc0 sc0 ls0 ws0">2</div><div class="t m0 xe6 ha y583 ff24 fs7 fc0 sc0 ls0 ws0">4</div><div class="t m0 xe7 ha y584 ff24 fs7 fc0 sc0 ls0 ws0">5</div><div class="t m0 x79 ha y585 ff24 fs7 fc0 sc0 ls0 ws0">6</div><div class="t m0 xe8 ha y586 ff24 fs7 fc0 sc0 ls0 ws0">7</div><div class="t m0 xe8 ha y587 ff24 fs7 fc0 sc0 ls0 ws0">9</div><div class="t m0 xe9 ha y588 ff24 fs7 fc0 sc0 ls0 ws0">17</div><div class="t m0 xea ha y589 ff24 fs7 fc0 sc0 ls0 ws0">18</div><div class="t m0 xeb ha y58a ff24 fs7 fc0 sc0 ls0 ws0">21</div><div class="t m0 x11 h8 y58b ff7 fs5 fc4 sc0 ls0 wsae">Kluczowe zag<span class="_ _0"></span>rożenia dla Grup<span class="_ _0"></span>y Apat<span class="_ _0"></span>or związane z klima<span class="_ _0"></span>tem</div><div class="t m0 x80 h8 y58c ff6 fs5 fc0 sc0 ls0 ws0">Kat<span class="_ _1"></span>egoria </div><div class="t m0 x80 h8 y58d ff6 fs5 fc0 sc0 ls5a wsb9">ryz<span class="_ _2"></span>yka</div><div class="t m0 xec h8 y58c ff6 fs5 fc0 sc0 ls0 ws0">Podka<span class="_ _0"></span>teg<span class="_ _0"></span>oria </div><div class="t m0 xec h8 y58d ff6 fs5 fc0 sc0 ls5a wsb9">ryz<span class="_ _2"></span>yka</div><div class="t m0 xed h8 y58e ff6 fs5 fc0 sc0 lsf wsc">Nazwa ryzyka<span class="_ _ac"> </span><span class="ls0 ws11">Czynniki ryzyka<span class="_ _a9"> </span><span class="ws9">Działania zapobiegawcze</span></span></div><div class="t m0 x80 h8 y58f ff6 fs5 fc4 sc0 ls9a wsa8">Ry<span class="_ _2"></span>z<span class="_ _2"></span>yko<span class="_ _2"></span> </div><div class="t m0 x80 h8 y590 ff6 fs5 fc4 sc0 ls0 ws0">przejścia </div><div class="t m0 xec h8 y58f ff6 fs5 fc4 sc0 ls0 ws0">Prawne/</div><div class="t m0 xec h8 y590 ff6 fs5 fc4 sc0 ls15 ws18">rynkowe</div><div class="t m0 xed h8 y58f ff6 fs5 fc4 sc0 ls0 ws12f">Ust<span class="_ _0"></span>awa prawo ener<span class="_ _0"></span>get<span class="_ _0"></span>yczne </div><div class="t m0 xed h8 y590 ff6 fs5 fc4 sc0 ls0 ws9">- rollou<span class="_ _0"></span>t liczników ee </div><div class="t m0 xed h8 y591 ff6 fs5 fc4 sc0 ls0 ws7">smart podstawą t<span class="_ _0"></span>worzenia </div><div class="t m0 xed h8 y592 ff6 fs5 fc4 sc0 ls0 ws9">int<span class="_ _0"></span>eligentn<span class="_ _0"></span>ych sieci</div><div class="t m0 x4d h8 y593 ff6 fs5 fc4 sc0 ls0 ws9">Wzros<span class="_ _0"></span>t k<span class="_ _0"></span>onkurencji,<span class="_ _1"></span> </div><div class="t m0 x4d h8 y594 ff6 fs5 fc4 sc0 ls0 ws11">presja na marże</div><div class="t m0 xee h8 y593 ff6 fs5 fc4 sc0 ls0 ws9">Opty<span class="_ _0"></span>malizacja procesów oper<span class="_ _0"></span>acyjn<span class="_ _0"></span>ych,<span class="_ _1"></span> </div><div class="t m0 xee h8 y594 ff6 fs5 fc4 sc0 ls0 ws9">poszukiwanie k<span class="_ _1"></span>onkurencyjn<span class="_ _0"></span>ych </div><div class="t m0 xee h8 y595 ff6 fs5 fc4 sc0 ls0 wsb6">źródeł do<span class="_ _0"></span>st<span class="_ _0"></span>aw,<span class="_ _1"></span> wdrażane nowy<span class="_ _0"></span>ch </div><div class="t m0 xee h8 y596 ff6 fs5 fc4 sc0 ls0 ws9">zopty<span class="_ _0"></span>malizowany<span class="_ _0"></span>ch  kons<span class="_ _1"></span>trukcji </div><div class="t m0 xee h8 y597 ff6 fs5 fc4 sc0 lsf ws12">produkt<span class="_ _0"></span>ów</div><div class="t m0 x80 h8 y598 ff6 fs5 fc4 sc0 ls9a wsa8">Ry<span class="_ _2"></span>z<span class="_ _2"></span>yko<span class="_ _2"></span> </div><div class="t m0 x80 h8 y599 ff6 fs5 fc4 sc0 ls0 ws0">przejścia </div><div class="t m0 xec h8 y598 ff6 fs5 fc4 sc0 ls15 ws18">Rynkowe/</div><div class="t m0 xec h8 y599 ff6 fs5 fc4 sc0 ls0 ws0">prawne</div><div class="t m0 xed h8 y598 ff6 fs5 fc4 sc0 ls0 ws11">Ograniczanie pojemno<span class="_ _0"></span>ści </div><div class="t m0 xed h8 y599 ff6 fs5 fc4 sc0 ls0 wsb6">rynku gazomierzy  w </div><div class="t m0 xed h8 y59a ff6 fs5 fc4 sc0 ls0 ws9">związku z polityk<span class="_ _0"></span>ą </div><div class="t m0 xed h8 y59b ff6 fs5 fc4 sc0 ls0 ws0">energet<span class="_ _0"></span>yczną UE</div><div class="t m0 x4d h8 y59c ff6 fs5 fc4 sc0 ls0 ws11">Zmiana priorytet<span class="_ _1"></span>ów </div><div class="t m0 x4d h8 y59d ff6 fs5 fc4 sc0 ls0 ws0">st<span class="_ _0"></span>rat<span class="_ _1"></span>egicznych </div><div class="t m0 x4d h8 y59e ff6 fs5 fc4 sc0 ls0 ws9">w odniesieniu do </div><div class="t m0 x4d h8 y59f ff6 fs5 fc4 sc0 ls0 wsb6">rynku gazu w UE</div><div class="t m0 xee h8 y5a0 ff6 fs5 fc4 sc0 ls0 ws9">Wdr<span class="_ _0"></span>ażanie nowych,<span class="_ _1"></span> zopt<span class="_ _0"></span>ymalizowan<span class="_ _0"></span>ych </div><div class="t m0 xee h8 y5a1 ff6 fs5 fc4 sc0 ls0 ws9">gazomierzy dla zapewnienia </div><div class="t m0 xee h8 y5a2 ff6 fs5 fc4 sc0 ls0 ws9">konkur<span class="_ _0"></span>ency<span class="_ _0"></span>jności i dot<span class="_ _0"></span>arcie do nowy<span class="_ _0"></span>ch </div><div class="t m0 xee h8 y5a3 ff6 fs5 fc4 sc0 ls0 ws9">rynk<span class="_ _0"></span>ów,<span class="_ _1"></span> dywer<span class="_ _0"></span>syﬁkacja of<span class="_ _0"></span>erty segmen<span class="_ _0"></span>tu </div><div class="t m0 xee h8 y5a4 ff6 fs5 fc4 sc0 lsf ws12">Gaz</div><div class="t m0 x80 h8 y5a5 ff6 fs5 fc4 sc0 ls9a wsa8">Ry<span class="_ _2"></span>z<span class="_ _2"></span>yko<span class="_ _2"></span> </div><div class="t m0 x80 h8 y5a6 ff6 fs5 fc4 sc0 ls0 ws0">przejścia </div><div class="t m0 xec h8 y5a5 ff6 fs5 fc4 sc0 ls15 ws18">Rynkowe<span class="_ _74"> </span><span class="ls0 ws0">Rosnące i rady<span class="_ _0"></span>kalne </span></div><div class="t m0 xed h8 y5a6 ff6 fs5 fc4 sc0 ls0 ws9">oczekiwania klient<span class="_ _0"></span>ów </div><div class="t m0 xed h8 y5a7 ff6 fs5 fc4 sc0 ls0 ws0">dot<span class="_ _0"></span>yczące k<span class="_ _0"></span>west<span class="_ _0"></span>ii ESG (np.<span class="_ _1"></span> </div><div class="t m0 xed h8 y5a8 ff6 fs5 fc4 sc0 ls0 wsb6">reduk<span class="_ _0"></span>cja śladu węglow<span class="_ _0"></span>ego </div><div class="t m0 xed h8 y5a9 ff6 fs5 fc4 sc0 ls0 wsb6">produkt<span class="_ _1"></span>ów,<span class="_ _1"></span> wzrost udziału </div><div class="t m0 xed h8 y5aa ff6 fs5 fc4 sc0 ls0 ws9">surowcó<span class="_ _0"></span>w z recyklingu </div><div class="t m0 xed h8 y5ab ff6 fs5 fc4 sc0 ls0 ws9">w obiegu zamknięty<span class="_ _0"></span>m,<span class="_ _1"></span> </div><div class="t m0 xed h8 y5ac ff6 fs5 fc4 sc0 ls0 ws11">&quot;<span class="_ _0"></span>odchudzone&quot; pr<span class="_ _0"></span>odukty) </div><div class="t m0 x4d h8 y5ad ff6 fs5 fc4 sc0 ls0 ws9">Presja rynku do<span class="_ _0"></span>t.<span class="_ _0"></span> </div><div class="t m0 x4d h8 y5ae ff6 fs5 fc4 sc0 ls0 ws11">spełniania przez </div><div class="t m0 x4d h8 y5af ff6 fs5 fc4 sc0 ls15 ws18">dostawców </div><div class="t m0 x4d h8 y5b0 ff6 fs5 fc4 sc0 ls0 ws0">kryterió<span class="_ _0"></span>w ESG</div><div class="t m0 xee h8 y5b1 ff6 fs5 fc4 sc0 ls0 ws9">Dosk<span class="_ _0"></span>onalenie procesu z<span class="_ _0"></span>arządzania i </div><div class="t m0 xee h8 y5b2 ff6 fs5 fc4 sc0 ls0 ws102">raport<span class="_ _0"></span>owania int<span class="_ _0"></span>eresariuszom  zagadnień </div><div class="t m0 xee h8 y5b3 ff6 fs5 fc4 sc0 ls0 ws9">ESG,<span class="_ _1"></span> monitoring i dos<span class="_ _0"></span>t<span class="_ _0"></span>osowanie </div><div class="t m0 xee h8 y5b4 ff6 fs5 fc4 sc0 ls0 wsb6">organizacji do wymog<span class="_ _0"></span>ów regulacy<span class="_ _0"></span>jny<span class="_ _0"></span>ch </div><div class="t m0 xee h8 y5b5 ff6 fs5 fc4 sc0 ls0 ws0">(CSRD,<span class="_ _1"></span> ESRS,<span class="_ _1"></span> T<span class="_ _1"></span>aksonomia UE i in.),<span class="_ _1"></span> </div><div class="t m0 xee h8 y5b6 ff6 fs5 fc4 sc0 ls0 ws0">inicjatywy ESG</div><div class="t m2 x1b hc y255 ff8 fs9 fc0 sc0 ls0 ws0">GOVER<span class="_ _0"></span>NANCE - Ład kor<span class="_ _0"></span>poracy<span class="_ _0"></span>jny</div></div><div class="pi" ></div></div><div id="pf29" class="pf w0 h0" ><div class="pc pc29 w0 h0"><img class="bi x11 y5b7 w6 h57" alt="" 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"/><div class="t m0 xb6 ha y32 ff6 fs7 fc3 sc0 ls3 ws2">41</div><div class="t m0 x11 h8 y278 ff7 fs5 fc4 sc0 ls0 wsae">Kluczowe s<span class="_ _0"></span>zanse dla Grupy Apa<span class="_ _0"></span>tor związane z k<span class="_ _0"></span>limatem</div><div class="t m0 x1c h8 y5b8 ff6 fs5 fc0 sc0 ls0 ws0">Kat<span class="_ _1"></span>egoria </div><div class="t m0 x1c h8 y5b9 ff6 fs5 fc0 sc0 ls5a wsb9">ryz<span class="_ _2"></span>yka</div><div class="t m0 x5b h8 y5b8 ff6 fs5 fc0 sc0 ls0 ws0">Podka<span class="_ _0"></span>teg<span class="_ _0"></span>oria </div><div class="t m0 x5b h8 y5b9 ff6 fs5 fc0 sc0 ls5a wsb9">ryz<span class="_ _2"></span>yka</div><div class="t m0 xef h8 y5ba ff6 fs5 fc0 sc0 lsf wsc">Nazwa ryzyka<span class="_ _ac"> </span><span class="ls0 ws11">Czynniki ryzyka<span class="_ _61"> </span><span class="ws9">Działania zapobiegawcze</span></span></div><div class="t m0 x1c h8 y5bb ff6 fs5 fc4 sc0 ls9a wsa8">Ry<span class="_ _2"></span>z<span class="_ _2"></span>yko<span class="_ _2"></span> </div><div class="t m0 x1c h8 y5bc ff6 fs5 fc4 sc0 ls0 ws0">ﬁzyczne </div><div class="t m0 x1c h8 y5bd ff6 fs5 fc4 sc0 ls0 ws0">(długo-</div><div class="t m0 x1c h8 y5be ff6 fs5 fc4 sc0 ls0 ws0">trwałe)</div><div class="t m0 x5b h8 y5bf ff6 fs5 fc4 sc0 ls0 wsb6">Zmiany wzor<span class="_ _1"></span><span class="ws0">-</span></div><div class="t m0 x5b h8 y5c0 ff6 fs5 fc4 sc0 ls0 ws9">ców klima<span class="ws0">-</span></div><div class="t m0 x5b h8 y5c1 ff6 fs5 fc4 sc0 ls0 ws0">ty<span class="_ _0"></span>cznych</div><div class="t m0 xef h8 y5c2 ff6 fs5 fc4 sc0 ls0 ws7">Wzros<span class="_ _0"></span>t średniej t<span class="_ _0"></span>empera<span class="ws0">-</span></div><div class="t m0 xef h8 y5c3 ff6 fs5 fc4 sc0 ls0 ws9">tury<span class="_ _1"></span>,<span class="_ _0"></span> eks<span class="_ _0"></span>tr<span class="_ _0"></span>emalne zjawiska </div><div class="t m0 xef h8 y5c4 ff6 fs5 fc4 sc0 ls0 ws11">pogodowe,<span class="_ _1"></span> pust<span class="_ _0"></span>ynnienie </div><div class="t m0 xef h8 y5c5 ff6 fs5 fc4 sc0 ls0 ws9">Europy (s<span class="_ _0"></span>usze),<span class="_ _1"></span> zachwiania </div><div class="t m0 xef h8 y5c6 ff6 fs5 fc4 sc0 ls0 ws9">na rynku surow<span class="_ _0"></span>ców</div><div class="t m0 x4e h8 y5c7 ff6 fs5 fc4 sc0 ls0 ws9">Wzros<span class="_ _0"></span>t k<span class="_ _0"></span>onkurencji,<span class="_ _1"></span> </div><div class="t m0 x4e h8 y5c8 ff6 fs5 fc4 sc0 ls0 ws11">presja na marże</div><div class="t m0 xe7 h8 y5c7 ff6 fs5 fc4 sc0 ls0 ws9">Opty<span class="_ _0"></span>malizacja procesów oper<span class="_ _0"></span>acyjn<span class="_ _0"></span>ych,<span class="_ _1"></span> </div><div class="t m0 xe7 h8 y5c8 ff6 fs5 fc4 sc0 ls0 ws9">poszukiwanie k<span class="_ _1"></span>onkurencyjn<span class="_ _0"></span>ych źród<span class="_ _0"></span>eł </div><div class="t m0 xe7 h8 y5c9 ff6 fs5 fc4 sc0 ls0 wsb6">dos<span class="_ _0"></span>taw,<span class="_ _1"></span> wdr<span class="_ _0"></span>ażane nowych zopt<span class="_ _0"></span>ymali<span class="ws0">-</span></div><div class="t m0 xe7 h8 y5ca ff6 fs5 fc4 sc0 ls0 ws9">zowany<span class="_ _0"></span>ch  kon<span class="_ _0"></span>st<span class="_ _0"></span>rukc<span class="_ _0"></span>ji produkt<span class="_ _0"></span>ów</div><div class="t m0 x1c h8 y5cb ff6 fs5 fc4 sc0 ls9a wsa8">Ry<span class="_ _2"></span>z<span class="_ _2"></span>yko<span class="_ _2"></span> </div><div class="t m0 x1c h8 y5cc ff6 fs5 fc4 sc0 ls0 ws0">przejścia </div><div class="t m0 x5b h8 y5cb ff6 fs5 fc4 sc0 ls0 ws0">Polity<span class="_ _0"></span>czne<span class="_ _ad"> </span><span class="wsb6">Polity<span class="_ _0"></span>ka klimat<span class="_ _0"></span>yczna UE w </span></div><div class="t m0 xef h8 y5cc ff6 fs5 fc4 sc0 ls0 ws7">odniesieniu do tr<span class="_ _0"></span>ansf<span class="_ _0"></span>ormacji </div><div class="t m0 xef h8 y5cd ff6 fs5 fc4 sc0 ls0 ws0">energet<span class="_ _0"></span>ycznej i neut<span class="_ _0"></span>ralnoś<span class="_ _0"></span>ci </div><div class="t m0 xef h8 y5ce ff6 fs5 fc4 sc0 ls0 ws9">klimaty<span class="_ _0"></span>cznej gospodarki UE </div><div class="t m0 xef h8 y5cf ff6 fs5 fc4 sc0 ls0 ws0">(Green Deal,<span class="_ _1"></span> Fit for 55 i in.) </div><div class="t m0 xef h8 y5d0 ff6 fs5 fc4 sc0 ls0 ws0">oraz Blue Deal (zr<span class="_ _0"></span>ównowa-</div><div class="t m0 xef h8 y5d1 ff6 fs5 fc4 sc0 ls0 wsb6">żona gospodarka w<span class="_ _0"></span>odna)</div><div class="t m0 x4e h8 y5d2 ff6 fs5 fc4 sc0 ls0 ws9">Przepisy sprzy<span class="_ _0"></span>jające </div><div class="t m0 x4e h8 y5d3 ff6 fs5 fc4 sc0 ls0 ws11">wdraż<span class="_ _0"></span>aniu rozwiązań </div><div class="t m0 x4e h8 y5d4 ff6 fs5 fc4 sc0 ls0 ws0">efekt<span class="_ _0"></span>ywności<span class="_ _0"></span>owych </div><div class="t m0 x4e h8 y5d5 ff6 fs5 fc4 sc0 ls0 ws9">(media energet<span class="_ _0"></span>yczne,<span class="_ _1"></span> </div><div class="t m0 x4e h8 y5d6 ff6 fs5 fc4 sc0 ls0 ws0">woda<span class="_ _1"></span>,<span class="_ _0"></span> OZE)</div><div class="t m0 xe7 h8 y5d7 ff6 fs5 fc4 sc0 ls0 ws9">Rozwój o<span class="_ _0"></span>fert<span class="_ _0"></span>y rozwiązań (urz<span class="_ _0"></span>ądzenia<span class="_ _1"></span>,<span class="_ _0"></span> </div><div class="t m0 xe7 h8 y5d8 ff6 fs5 fc4 sc0 ls0 ws7">sys<span class="_ _0"></span>t<span class="_ _0"></span>emy) wspiera<span class="_ _0"></span>jących t<span class="_ _0"></span>rans<span class="_ _0"></span>for<span class="_ _0"></span>mację </div><div class="t m0 xe7 h8 y5d9 ff6 fs5 fc4 sc0 ls0 ws9">energet<span class="_ _0"></span>yczną i zr<span class="_ _0"></span>ównoważone g<span class="_ _0"></span>ospo<span class="ws0">-</span></div><div class="t m0 xe7 h8 y5da ff6 fs5 fc4 sc0 ls0 ws15b">darowanie <span class="_ _2"></span>wodą<span class="_ _1"></span>,<span class="_ _1"></span> ,<span class="_ _0"></span> <span class="_ _2"></span>budowa <span class="_ _2"></span><span class="ws0"> </span></div><div class="t m0 xe7 h8 y5db ff6 fs5 fc4 sc0 ls0 wsb6">i opty<span class="_ _0"></span>malizacja wyk<span class="_ _0"></span>orzystania mocy </div><div class="t m0 xe7 h8 y5dc ff6 fs5 fc4 sc0 lsf ws12">produk<span class="_ _0"></span>cyjn<span class="_ _0"></span>ych</div><div class="t m0 x1c h8 y5dd ff6 fs5 fc4 sc0 ls9a wsa8">Ry<span class="_ _2"></span>z<span class="_ _2"></span>yko<span class="_ _2"></span> </div><div class="t m0 x1c h8 y5de ff6 fs5 fc4 sc0 ls0 ws0">przejścia </div><div class="t m0 x5b h8 y5dd ff6 fs5 fc4 sc0 ls0 ws0">Polity<span class="_ _0"></span>czne<span class="_ _ad"> </span><span class="ws9">Polity<span class="_ _0"></span>ka energ<span class="_ _0"></span>ety<span class="_ _0"></span>czna Pol<span class="ws0">-</span></span></div><div class="t m0 xef h8 y5de ff6 fs5 fc4 sc0 ls0 ws9">ski do 2040 </div><div class="t m0 x4e h8 y5dd ff6 fs5 fc4 sc0 ls0 ws9">Przepisy sprzy<span class="_ _0"></span>jające </div><div class="t m0 x4e h8 y5de ff6 fs5 fc4 sc0 ls0 ws11">wdraż<span class="_ _0"></span>aniu rozwiązań </div><div class="t m0 x4e h8 y5df ff6 fs5 fc4 sc0 ls0 ws0">efekt<span class="_ _0"></span>ywności<span class="_ _0"></span>owych </div><div class="t m0 x4e h8 y5e0 ff6 fs5 fc4 sc0 ls0 ws9">(media energet<span class="_ _0"></span>yczne,<span class="_ _1"></span> </div><div class="t m0 x4e h8 y5e1 ff6 fs5 fc4 sc0 ls0 ws0">woda<span class="_ _1"></span>,<span class="_ _0"></span> OZE)</div><div class="t m0 xe7 h8 y5e2 ff6 fs5 fc4 sc0 ls0 ws9">Rozwój o<span class="_ _0"></span>fert<span class="_ _0"></span>y w zakr<span class="_ _0"></span>esie efekt<span class="_ _0"></span>ywnoś<span class="_ _0"></span>ci </div><div class="t m0 xe7 h8 y5e3 ff6 fs5 fc4 sc0 ls0 ws9">energet<span class="_ _0"></span>ycznej,<span class="_ _1"></span> zarządzania mediami </div><div class="t m0 xe7 h8 y5e4 ff6 fs5 fc4 sc0 ls0 ws9">oraz ro<span class="_ _0"></span>związań dedyk<span class="_ _1"></span>owanych dla OZE</div><div class="t m0 x1c he y5e5 ff6 fsa fc4 sc0 ls6c wsdf">Ry<span class="_ _2"></span>z<span class="_ _2"></span>yko<span class="_ _2"></span> </div><div class="t m0 x1c he y5e6 ff6 fsa fc4 sc0 ls0 ws0">przejścia </div><div class="t m0 x5b he y5e5 ff6 fsa fc4 sc0 ls0 ws0">Polit<span class="_ _0"></span>yczne<span class="_ _a8"> </span><span class="ws2a">Odbudowanie relacji z </span></div><div class="t m0 xef he y5e6 ff6 fsa fc4 sc0 ls0 ws2a">UE/ odbloko<span class="_ _0"></span>wanie KPO </div><div class="t m0 xef he y5e7 ff6 fsa fc4 sc0 ls0 ws81">na tr<span class="_ _0"></span>ansf<span class="_ _0"></span>orma<span class="_ _0"></span>cję energe<span class="ws0">-</span></div><div class="t m0 xef he y5e8 ff6 fsa fc4 sc0 ls0 ws0">ty<span class="_ _0"></span>czną</div><div class="t m0 x4e he y5e5 ff6 fsa fc4 sc0 ls0 ws2a">Zwiększ<span class="_ _0"></span>one środki </div><div class="t m0 x4e he y5e6 ff6 fsa fc4 sc0 ls0 ws6a">na rynku na finan<span class="ws0">-</span></div><div class="t m0 x4e he y5e7 ff6 fsa fc4 sc0 ls0 ws0">sowanie inwes<span class="_ _1"></span>tycji </div><div class="t m0 x4e he y5e8 ff6 fsa fc4 sc0 ls0 ws81">zw<span class="_ _0"></span>.<span class="_ _0"></span> z tr<span class="_ _0"></span>ansf<span class="_ _0"></span>ormac<span class="_ _0"></span>ją<span class="_ _1"></span>,<span class="_ _0"></span> </div><div class="t m0 x4e he y5e9 ff6 fsa fc4 sc0 ls0 ws2a">efek<span class="_ _0"></span>tywno<span class="_ _0"></span>ścią ener<span class="_ _0"></span><span class="ws0">-</span></div><div class="t m0 x4e he y5ea ff6 fsa fc4 sc0 ls0 ws0">gety<span class="_ _0"></span>czną<span class="_ _1"></span>,<span class="_ _1"></span> OZE</div><div class="t m0 xe7 he y5e5 ff6 fsa fc4 sc0 ls0 ws2a">Dotar<span class="_ _0"></span>cie z of<span class="_ _0"></span>ertą do pot<span class="_ _0"></span>encjalny<span class="_ _0"></span>ch </div><div class="t m0 xe7 he y5e6 ff6 fsa fc4 sc0 ls0 ws2a">beneficjent<span class="_ _0"></span>ów śr<span class="_ _0"></span>odk<span class="_ _0"></span>ów pomoco<span class="ws0">-</span></div><div class="t m0 xe7 he y5e7 ff6 fsa fc4 sc0 ls0 ws0">wych</div><div class="t m0 x1c he y5eb ff6 fsa fc4 sc0 ls6c wsdf">Ry<span class="_ _2"></span>z<span class="_ _2"></span>yko<span class="_ _2"></span> </div><div class="t m0 x1c he y5ec ff6 fsa fc4 sc0 ls0 ws0">przejścia </div><div class="t m0 x5b he y5eb ff6 fsa fc4 sc0 ls0 ws0">Prawne/</div><div class="t m0 x5b he y5ec ff6 fsa fc4 sc0 ls47 ws70">rynkowe</div><div class="t m0 xef he y5eb ff6 fsa fc4 sc0 ls0 ws2a">Ust<span class="_ _0"></span>awa Pr<span class="_ _0"></span>awo energe<span class="ws0">-</span></div><div class="t m0 xef he y5ec ff6 fsa fc4 sc0 ls0 ws2a">ty<span class="_ _0"></span>czne - rollou<span class="_ _0"></span>t liczników </div><div class="t m0 xef he y5ed ff6 fsa fc4 sc0 ls0 ws81">ee smart <span class="_ _2"></span>pods<span class="_ _0"></span>tawą t<span class="_ _0"></span>wo<span class="ws0">-</span></div><div class="t m0 xef he y5ee ff6 fsa fc4 sc0 ls0 wsb">rzenia int<span class="_ _0"></span>eligentn<span class="_ _0"></span>ych sieci</div><div class="t m0 x4e he y5eb ff6 fsa fc4 sc0 ls0 ws34">Przepisy wpr<span class="_ _0"></span>owa<span class="ws0">-</span></div><div class="t m0 x4e he y5ec ff6 fsa fc4 sc0 ls0 ws2a">dzające har<span class="_ _0"></span>mono<span class="ws0">-</span></div><div class="t m0 x4e he y5ed ff6 fsa fc4 sc0 ls0 ws34">gram wdr<span class="_ _0"></span>ażania </div><div class="t m0 x4e he y5ee ff6 fsa fc4 sc0 ls0 ws34">rollou<span class="_ _0"></span>t<span class="_ _0"></span>u w PL</div><div class="t m0 xe7 he y5eb ff6 fsa fc4 sc0 ls0 ws2a">Aktyw<span class="_ _0"></span>ny udział w ogłasz<span class="_ _0"></span>anych </div><div class="t m0 xe7 he y5ec ff6 fsa fc4 sc0 ls0 ws81">przetargach,<span class="_ _1"></span> dialogi techniczne <span class="ws0"> </span></div><div class="t m0 xe7 he y5ed ff6 fsa fc4 sc0 ls0 ws2a">i ścisła współpr<span class="_ _0"></span>aca z klientami</div><div class="t m0 x1c he y5ef ff6 fsa fc4 sc0 ls6c wsdf">Ry<span class="_ _2"></span>z<span class="_ _2"></span>yko<span class="_ _2"></span> </div><div class="t m0 x1c he y5f0 ff6 fsa fc4 sc0 ls0 ws0">przejścia </div><div class="t m0 x5b he y5ef ff6 fsa fc4 sc0 ls0 ws0">Prawne/</div><div class="t m0 x5b he y5f0 ff6 fsa fc4 sc0 ls47 ws70">rynkowe</div><div class="t m0 xef he y5ef ff6 fsa fc4 sc0 ls0 ws2a">Ust<span class="_ _0"></span>awa o ef<span class="_ _0"></span>ekt<span class="_ _0"></span>ywności </div><div class="t m0 xef he y5f0 ff6 fsa fc4 sc0 ls0 ws0">energet<span class="_ _0"></span>ycznej - r<span class="_ _0"></span>ollout </div><div class="t m0 xef he y5f1 ff6 fsa fc4 sc0 ls0 ws2a">wodomierzy i ciepłomie<span class="ws0">-</span></div><div class="t m0 xef he y5f2 ff6 fsa fc4 sc0 ls0 ws0">rzy </div><div class="t m0 x4e he y5ef ff6 fsa fc4 sc0 ls0 ws34">Przepisy wpr<span class="_ _0"></span>owa<span class="ws0">-</span></div><div class="t m0 x4e he y5f0 ff6 fsa fc4 sc0 ls0 ws2a">dzające obo<span class="_ _0"></span>wiązek </div><div class="t m0 x4e he y5f1 ff6 fsa fc4 sc0 ls0 ws2a">mont<span class="_ _0"></span>owania urzą<span class="ws0">-</span></div><div class="t m0 x4e he y5f2 ff6 fsa fc4 sc0 ls0 ws2a">dzeń ze zdaln<span class="_ _0"></span>ym </div><div class="t m0 x4e he y5f3 ff6 fsa fc4 sc0 ls0 ws2a">odczyt<span class="_ _0"></span>em do k<span class="_ _0"></span>ońca </div><div class="t m0 x4e he y5f4 ff6 fsa fc4 sc0 ls0 ws6a">2026 r<span class="_ _f"></span>.</div><div class="t m0 xe7 he y5ef ff6 fsa fc4 sc0 ls0 ws2a">Aktyw<span class="_ _0"></span>ny udział w ogłasz<span class="_ _0"></span>anych </div><div class="t m0 xe7 he y5f0 ff6 fsa fc4 sc0 ls0 ws34">przetargach,<span class="_ _1"></span>  działalność wspier<span class="_ _0"></span>a<span class="ws0">-</span></div><div class="t m0 xe7 he y5f1 ff6 fsa fc4 sc0 ls0 ws2a">jąca dotar<span class="_ _0"></span>cie do ro<span class="_ _0"></span>zproszonej grup<span class="_ _0"></span>y </div><div class="t m0 xe7 he y5f2 ff6 fsa fc4 sc0 ls0 ws34">klient<span class="_ _0"></span>ów (spółdzielnie,<span class="_ _1"></span> wspólnot<span class="_ _0"></span>y </div><div class="t m0 xe7 he y5f3 ff6 fsa fc4 sc0 ls0 ws2a">mieszkaniowe),<span class="_ _1"></span> szk<span class="_ _0"></span>olenia<span class="_ _1"></span>,<span class="_ _1"></span> dialogi </div><div class="t m0 xe7 he y5f4 ff6 fsa fc4 sc0 ls0 ws34">techniczne i ś<span class="_ _0"></span>cisła współpraca <span class="ws0"> </span></div><div class="t m0 xe7 he y5f5 ff6 fsa fc4 sc0 ls0 ws2a">z klientami</div><div class="t m0 x1c he y5f6 ff6 fsa fc4 sc0 ls6c wsdf">Ry<span class="_ _2"></span>z<span class="_ _2"></span>yko<span class="_ _2"></span> </div><div class="t m0 x1c he y5f7 ff6 fsa fc4 sc0 ls0 ws0">przejścia </div><div class="t m0 x5b he y5f6 ff6 fsa fc4 sc0 ls0 ws0">T<span class="_ _f"></span>echnolo-</div><div class="t m0 x5b he y5f7 ff6 fsa fc4 sc0 ls0 ws0">giczne </div><div class="t m0 xef he y5f6 ff6 fsa fc4 sc0 ls0 ws2a">Możliwość zas<span class="_ _1"></span>tosowania </div><div class="t m0 xef he y5f7 ff6 fsa fc4 sc0 ls0 ws2a">własny<span class="_ _0"></span>ch rozwiązań d<span class="_ _0"></span>o </div><div class="t m0 xef he y5f8 ff6 fsa fc4 sc0 ls0 ws2a">poprawy ef<span class="_ _0"></span>ekt<span class="_ _0"></span>ywności </div><div class="t m0 xef he y5f9 ff6 fsa fc4 sc0 ls0 ws2a">energet<span class="_ _0"></span>ycznej działal<span class="ws0">-</span></div><div class="t m0 xef he y5fa ff6 fsa fc4 sc0 ls66 ws6a">ności</div><div class="t m0 x4e he y5f6 ff6 fsa fc4 sc0 ls0 ws6a">Własne rozwiąz<span class="_ _0"></span>ania </div><div class="t m0 x4e he y5f7 ff6 fsa fc4 sc0 ls0 ws2a">i know-how</div><div class="t m0 xe7 he y5f6 ff6 fsa fc4 sc0 ls0 ws34">Działania wspiera<span class="_ _0"></span>jące efekt<span class="_ _0"></span>ywnoś<span class="_ _0"></span>ć </div><div class="t m0 xe7 he y5f7 ff6 fsa fc4 sc0 ls0 ws81">operacy<span class="_ _0"></span>jną<span class="_ _1"></span>,<span class="_ _1"></span> tworzenie innowacji <span class="ws0"> </span></div><div class="t m0 xe7 he y5f8 ff6 fsa fc4 sc0 ls0 ws2a">i rozwiązań dla klient<span class="_ _1"></span>ów,<span class="_ _1"></span> pozyski<span class="ws0">-</span></div><div class="t m0 xe7 he y5f9 ff6 fsa fc4 sc0 ls0 ws6a">wanie nowych <span class="_ _0"></span>atr<span class="_ _0"></span>ak<span class="_ _0"></span>cy<span class="_ _0"></span>jny<span class="_ _0"></span>ch nisz </div><div class="t m0 xe7 he y5fa ff6 fsa fc4 sc0 ls0 ws0">rynk<span class="_ _0"></span>owych</div><div class="t m2 x12 hc y255 ff8 fs9 fc0 sc0 ls0 ws0">GOVER<span class="_ _0"></span>NANCE - Ład kor<span class="_ _0"></span>poracy<span class="_ _0"></span>jny</div></div><div class="pi" ></div></div><div id="pf2a" class="pf w0 h0" ><div class="pc pc2a w0 h0"><img class="bi x0 y5fb w1 h58" alt="" src="data:image/png;base64,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"/><div class="t m0 x7f ha y32 ff6 fs7 fc3 sc0 ls6d wse2">42</div><div class="t m0 x1c h8 y5fc ff6 fs5 fc0 sc0 ls0 ws0">Kat<span class="_ _1"></span>egoria </div><div class="t m0 x1c h8 y5fd ff6 fs5 fc0 sc0 ls5a wsb9">ryz<span class="_ _2"></span>yka</div><div class="t m0 x5b h8 y5fc ff6 fs5 fc0 sc0 ls0 ws0">Podka<span class="_ _0"></span>teg<span class="_ _0"></span>oria </div><div class="t m0 x5b h8 y5fd ff6 fs5 fc0 sc0 ls5a wsb9">ryz<span class="_ _2"></span>yka</div><div class="t m0 xef h8 y5fe ff6 fs5 fc0 sc0 lsf wsc">Nazwa ryzyka<span class="_ _ac"> </span><span class="ls0 ws11">Czynniki ryzyka<span class="_ _61"> </span><span class="ws9">Działania zapobiegawcze</span></span></div><div class="t m0 x1c he y5ff ff6 fsa fc4 sc0 ls6c wsdf">Ry<span class="_ _2"></span>z<span class="_ _2"></span>yko<span class="_ _2"></span> </div><div class="t m0 x1c he y600 ff6 fsa fc4 sc0 ls0 ws0">przejścia </div><div class="t m0 x5b he y5ff ff6 fsa fc4 sc0 ls0 ws0">T<span class="_ _f"></span>echnolo-</div><div class="t m0 x5b he y600 ff6 fsa fc4 sc0 ls0 ws0">giczne </div><div class="t m0 xef he y5ff ff6 fsa fc4 sc0 ls0 ws2a">Własne źródła OZE<span class="_ _63"> </span>Własne źródło ener<span class="_ _0"></span><span class="ws0">-</span></div><div class="t m0 x4e he y600 ff6 fsa fc4 sc0 ls0 ws0">gii odnawialnej - in-</div><div class="t m0 x4e he y601 ff6 fsa fc4 sc0 ls0 ws0">st<span class="_ _0"></span>alacja PV (ok <span class="_ _0"></span>12% </div><div class="t m0 x4e he y602 ff6 fsa fc4 sc0 ls0 ws2a">rocznego z<span class="_ _0"></span>apotrze<span class="ws0">-</span></div><div class="t m0 x4e he y603 ff6 fsa fc4 sc0 ls0 ws34">bowania zakładu w </div><div class="t m0 x4e he y604 ff6 fsa fc4 sc0 ls0 ws0">Ost<span class="_ _0"></span>aszewie)</div><div class="t m0 xe7 he y5ff ff6 fsa fc4 sc0 ls0 ws2a">Obniżenie emisy<span class="_ _0"></span>jności dzięk<span class="_ _0"></span>i </div><div class="t m0 xe7 he y600 ff6 fsa fc4 sc0 ls0 ws34">wyk<span class="_ _0"></span>orzyst<span class="_ _0"></span>aniu OZE  we własnej </div><div class="t m0 xe7 he y601 ff6 fsa fc4 sc0 ls0 ws2a">działalności - zmniejszenie śladu </div><div class="t m0 xe7 he y602 ff6 fsa fc4 sc0 ls0 ws81">węgloweg<span class="_ _0"></span>o,<span class="_ _1"></span> możliwość tes<span class="_ _0"></span>t<span class="_ _0"></span>owania </div><div class="t m0 xe7 he y603 ff6 fsa fc4 sc0 ls0 ws2a">własny<span class="_ _0"></span>ch rozwiązań dla OZ<span class="_ _0"></span>E</div><div class="t m0 x1c he y605 ff6 fsa fc4 sc0 ls6c wsdf">Ry<span class="_ _2"></span>z<span class="_ _2"></span>yko<span class="_ _2"></span> </div><div class="t m0 x1c he y606 ff6 fsa fc4 sc0 ls0 ws0">przejścia </div><div class="t m0 x5b he y605 ff6 fsa fc4 sc0 ls47 ws70">Rynkowe<span class="_ _ae"> </span><span class="ls0 ws0">Rosnące i r<span class="_ _0"></span>adyk<span class="_ _0"></span>alne </span></div><div class="t m0 xef he y606 ff6 fsa fc4 sc0 ls0 ws2a">oczekiwania klient<span class="_ _1"></span>ów do<span class="ws0">-</span></div><div class="t m0 xef he y607 ff6 fsa fc4 sc0 ls0 ws0">ty<span class="_ _0"></span>czące kwes<span class="_ _0"></span>tii ESG (np<span class="_ _0"></span>.<span class="_ _0"></span> </div><div class="t m0 xef he y608 ff6 fsa fc4 sc0 ls0 ws6a">pochodzenie produk<span class="_ _0"></span>tó<span class="_ _0"></span>w,<span class="_ _1"></span> </div><div class="t m0 xef he y609 ff6 fsa fc4 sc0 ls0 ws2a">certyfik<span class="_ _0"></span>owani do<span class="_ _0"></span>st<span class="_ _0"></span>awcy<span class="_ _1"></span>,<span class="_ _1"></span>  </div><div class="t m0 xef he y60a ff6 fsa fc4 sc0 ls0 ws34">ślad węglowy - kr<span class="_ _0"></span>ót<span class="_ _0"></span>szy </div><div class="t m0 xef he y60b ff6 fsa fc4 sc0 ls0 ws2a">łańcuch dos<span class="_ _0"></span>taw)</div><div class="t m0 x4e he y605 ff6 fsa fc4 sc0 ls0 ws34">Lepsza pozycja w </div><div class="t m0 x4e he y606 ff6 fsa fc4 sc0 ls0 ws2a">przetargach do<span class="ws0">-</span></div><div class="t m0 x4e he y607 ff6 fsa fc4 sc0 ls0 ws2a">st<span class="_ _0"></span>awców europej<span class="ws0">-</span></div><div class="t m0 x4e he y608 ff6 fsa fc4 sc0 ls0 ws0">skich (cert<span class="_ _0"></span>yfikacje,<span class="_ _1"></span> </div><div class="t m0 x4e he y609 ff6 fsa fc4 sc0 ls0 ws0">krót<span class="_ _0"></span>sze łańcuchy </div><div class="t m0 x4e he y60a ff6 fsa fc4 sc0 ls6b wsde">do<span class="_ _2"></span>staw<span class="_ _2"></span>)</div><div class="t m0 xe7 he y605 ff6 fsa fc4 sc0 ls0 ws2a">Dosk<span class="_ _0"></span>onalenie procesu z<span class="_ _0"></span>arządzania </div><div class="t m0 xe7 he y606 ff6 fsa fc4 sc0 ls0 ws0">i raport<span class="_ _0"></span>owania int<span class="_ _0"></span>eresariuszom  </div><div class="t m0 xe7 he y607 ff6 fsa fc4 sc0 ls0 ws0">zagadnień ESG,<span class="_ _1"></span> monitoring i d<span class="_ _0"></span>ost<span class="_ _1"></span>o-</div><div class="t m0 xe7 he y608 ff6 fsa fc4 sc0 ls0 ws2a">sowanie or<span class="_ _0"></span>ganizacji do wymogów </div><div class="t m0 xe7 he y609 ff6 fsa fc4 sc0 ls0 wsa5">regulacy<span class="_ _0"></span>jn<span class="_ _0"></span>ych (CSRD<span class="_ _0"></span>,<span class="_ _1"></span> ESRS,<span class="_ _1"></span> T<span class="_ _f"></span>akso<span class="ws0">-</span></div><div class="t m0 xe7 he y60a ff6 fsa fc4 sc0 ls0 ws0">nomia UE i in.),<span class="_ _1"></span> inicjatywy ESG</div><div class="t m2 x1b hc y255 ff8 fs9 fc0 sc0 ls0 ws0">GOVER<span class="_ _0"></span>NANCE - Ład kor<span class="_ _0"></span>poracy<span class="_ _0"></span>jny</div></div><div class="pi" ></div></div><div id="pf2b" class="pf w0 h0" ><div class="pc pc2b w0 h0"><img class="bi x0 y59 w1 hf" alt="" 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"/><div class="t m0 x80 h10 y5a ff6 fsb fc1 sc0 ls0 ws0">4<span class="_ _f"></span>.<span class="_ _29"></span> SOCIAL –  </div><div class="t m0 x59 h10 y23a ff6 fsb fc1 sc0 ls0 wsae">Obsz<span class="_ _1"></span>a<span class="_ _2"></span>r społeczn<span class="_ _1"></span>y</div></div><div class="pi" ></div></div><div id="pf2c" class="pf w0 h0" ><div class="pc pc2c w0 h0"><img class="bi x0 y86 w4 h49" alt="" src="data:image/png;base64,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"/><div class="t m0 x7f ha y32 ff6 fs7 fc3 sc0 ls9b ws80">44</div><div class="t m0 x11 h14 y60c ff6 fsd fc1 sc0 ls9c ws5f">4<span class="_ _1"></span>.<span class="_ _29"></span>1<span class="_ _f"></span>.<span class="_ _1"></span> REL<span class="_ _2"></span>ACJE Z PRACOWN<span class="_ _2"></span>I<span class="_ _2"></span>KAM<span class="_ _2"></span>I</div><div class="t m0 x11 h8 y60d ff6 fs5 fc4 sc0 ls0 wsaa">Spółki Grupy <span class="_ _0"></span>Apat<span class="_ _0"></span>or działają w br<span class="_ _0"></span>anży t<span class="_ _0"></span>echnologicznej i przemysłowej k<span class="_ _0"></span>oord<span class="_ _0"></span>ynując pełen łańcuch warto<span class="_ _0"></span>ści: od procesu pro<span class="ws0">-</span></div><div class="t m0 x11 h8 y60e ff6 fs5 fc4 sc0 ls0 ws14c">jekt<span class="_ _0"></span>owania i przyg<span class="_ _0"></span>ot<span class="_ _0"></span>owania do w<span class="_ _0"></span>drożenia nowy<span class="_ _0"></span>ch rozwiąz<span class="_ _0"></span>ań na rynek,<span class="_ _1"></span> po ich wytworzenie w<span class="_ _0"></span>e własny<span class="_ _0"></span>ch spółkach <span class="_ _0"></span>i zakładach </div><div class="t m0 x11 h8 y60f ff6 fs5 fc4 sc0 ls0 ws11">przemysłowy<span class="_ _0"></span>ch a nas<span class="_ _0"></span>tępnie <span class="_ _0"></span>dys<span class="_ _0"></span>trybuc<span class="_ _0"></span>ję produkt<span class="_ _1"></span>ów i usług na rynku.<span class="_ _0"></span> </div><div class="t m0 x11 h8 y610 ff6 fs5 fc4 sc0 ls0 ws4">Wdr<span class="_ _0"></span>ażanie nowy<span class="_ _0"></span>ch t<span class="_ _0"></span>echnologii i bud<span class="_ _0"></span>owanie przewagi na wys<span class="_ _0"></span>oko <span class="_ _0"></span>konk<span class="_ _0"></span>urency<span class="_ _0"></span>jnym ry<span class="_ _0"></span>nku wymaga <span class="ff7 wsba">inwes<span class="_ _0"></span>ty<span class="_ _0"></span>cji w kapitał ludz<span class="_ _0"></span>ki,<span class="_ _0"></span> </span></div><div class="t m0 x11 h8 y611 ff7 fs5 fc4 sc0 ls0 wsb2">intelekt<span class="_ _0"></span>ualn<span class="_ _0"></span>y oraz rela<span class="_ _0"></span>cyjn<span class="_ _0"></span>y<span class="ff6 wsb8">,<span class="_ _1"></span> któr<span class="_ _0"></span>e są sumą zgr<span class="_ _0"></span>omadzonej w Grupie eksperck<span class="_ _0"></span>iej wiedzy<span class="_ _0"></span>,<span class="_ _1"></span> doświadczenia i specjalis<span class="_ _0"></span>ty<span class="_ _0"></span>cznych k<span class="_ _1"></span>om<span class="ws0">-</span></span></div><div class="t m0 x11 h8 y612 ff6 fs5 fc4 sc0 ls0 wsab">petencji zespołu,<span class="_ _1"></span> wypr<span class="_ _0"></span>acowany<span class="_ _0"></span>ch i spra<span class="_ _0"></span>wdzony<span class="_ _0"></span>ch procedur działania<span class="_ _1"></span>,<span class="_ _0"></span> własności in<span class="_ _0"></span>tel<span class="_ _0"></span>ektualn<span class="_ _0"></span>ych (pa<span class="_ _0"></span>tent<span class="_ _0"></span>y<span class="_ _1"></span>,<span class="_ _0"></span> znaki t<span class="_ _1"></span>owarowe i in.),<span class="_ _1"></span> </div><div class="t m0 x11 h8 y613 ff6 fs5 fc4 sc0 ls0 ws9">technol<span class="_ _0"></span>ogii produk<span class="_ _0"></span>cyjn<span class="_ _0"></span>ych or<span class="_ _0"></span>az trw<span class="_ _0"></span>ałych relacji z klientami,<span class="_ _1"></span> dos<span class="_ _0"></span>tawcami i partner<span class="_ _0"></span>ami t<span class="_ _0"></span>echnologicznymi.<span class="_ _1"></span> </div><div class="t m0 x11 h8 y614 ff6 fs5 fc4 sc0 ls0 ws159">Pods<span class="_ _0"></span>tawą <span class="_ _0"></span>działania jes<span class="_ _0"></span>t t<span class="_ _0"></span>worzenie przyjaznego,<span class="_ _1"></span> nas<span class="_ _0"></span>tawionego <span class="ff7 wsf9">na r<span class="_ _0"></span>ozwó<span class="_ _0"></span>j miejsca pr<span class="_ _0"></span>acy<span class="ff6 ws1a"> or<span class="_ _0"></span>az <span class="ff7 ws12f">kształtow<span class="_ _0"></span>anie kult<span class="_ _0"></span>ury organizacji </span></span></span></div><div class="t m0 x11 h8 y615 ff7 fs5 fc4 sc0 ls0 ws119">wok<span class="_ _0"></span>ół wartości firmowy<span class="_ _0"></span>ch<span class="ff6 ws179">,<span class="_ _1"></span> któr<span class="_ _0"></span>e st<span class="_ _0"></span>anowią: odpowiedzialność,<span class="_ _1"></span> rozwój,<span class="_ _1"></span> współprac<span class="_ _0"></span>a i zwinność.<span class="_ _0"></span> Kierunk<span class="_ _0"></span>i działań w obszarze </span></div><div class="t m0 x11 h8 y616 ff6 fs5 fc4 sc0 ls0 ws9">dot<span class="_ _0"></span>yczący<span class="_ _0"></span>m pracownik<span class="_ _0"></span>ów do<span class="_ _0"></span>tycz<span class="_ _0"></span>ą:</div><div class="t m0 x37 h8 y617 ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ws9">doskonal<span class="_ _0"></span>enia procesów zarządz<span class="_ _0"></span>ania zasobami ludzkimi,<span class="_ _1"></span> </span></span></div><div class="t m0 x37 h8 y618 ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ws11">wdrażania narzędzi wspier<span class="_ _0"></span>ający<span class="_ _0"></span>ch rozwój pr<span class="_ _0"></span>acownik<span class="_ _0"></span>ów,</span></span></div><div class="t m0 x37 h8 y619 ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ws9">budowania zaangażowania<span class="_ _1"></span>,<span class="_ _0"></span> lojalności i mot<span class="_ _0"></span>ywacji zespołu.</span></span></div><div class="t m0 x11 h8 y61a ff6 fs5 fc4 sc0 ls0 ws33">Kluczowym elemen<span class="_ _0"></span>tem k<span class="_ _0"></span>ształt<span class="_ _0"></span>owania dobr<span class="_ _0"></span>ego miejsca pracy <span class="_ _0"></span>jes<span class="_ _0"></span>t <span class="ff7 ws18">zapewnienie bezpieczeńs<span class="_ _0"></span>twa pr<span class="_ _0"></span>acownik<span class="_ _1"></span>ów<span class="ff6 ws33">. Spółki opr<span class="_ _0"></span>aco<span class="ws0">-</span></span></span></div><div class="t m0 x11 h8 y61b ff6 fs5 fc4 sc0 ls0 ws31">wały niezbędne procedury or<span class="_ _0"></span>az podejmują sukces<span class="_ _0"></span>ywne działania ukierunk<span class="_ _1"></span>owane na el<span class="_ _2"></span>iminację zag<span class="_ _0"></span>rożeń wypa<span class="_ _0"></span>dkowy<span class="_ _0"></span>ch i mini<span class="ws0">-</span></div><div class="t m0 x11 h8 y61c ff6 fs5 fc4 sc0 ls0 ws11">malizowanie czynnik<span class="_ _0"></span>ów szk<span class="_ _0"></span>odliwych oddziaływu<span class="_ _0"></span>jących na praco<span class="_ _0"></span>wnika w miejscu pr<span class="_ _0"></span>acy<span class="_ _1"></span>.</div><div class="t m2 x5a hc y61d ff8 fs9 fc0 sc0 ls70 ws0">SOCIAL - Obszar społeczn<span class="_ _0"></span>y</div></div><div class="pi" ></div></div><div id="pf2d" class="pf w0 h0" ><div class="pc pc2d w0 h0"><img class="bi x11 y61e w4 h59" alt="" src="data:image/png;base64,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"/><div class="t m0 xb6 ha y32 ff6 fs7 fc3 sc0 ls0 ws0">45</div><div class="t m0 x1c h8 y61f ff7 fs5 fc4 sc0 ls4a ws7">Zat<span class="_ _0"></span>rudnienie w Grupie Apator*<span class="_ _d"> </span><span class="ws9">2023 r<span class="_ _f"></span>.<span class="_ _af"> </span>2022 r<span class="_ _f"></span>.<span class="_ _b0"> </span>Dynamika r<span class="_ _1"></span>/<span class="_ _1"></span>r [%]</span></div><div class="t m0 x1c h8 y620 ff6 fs5 fc4 sc0 ls4a ws7">Średnior<span class="_ _0"></span>oczne zatrudnieni<span class="_ _0"></span>e [RJ<span class="_ _2"></span>R**],<span class="_ _1"></span> w tym:</div><div class="t m0 xf0 h8 y621 ff7 fs5 fc4 sc0 ls4d ws1b">objęci układami z<span class="_ _0"></span>biorowymi</div><div class="t m0 xf1 h8 y620 ff6 fs5 fc4 sc0 ls4d ws0">2 284,3    </div><div class="t m0 xf2 h8 y621 ff6 fs5 fc4 sc0 ls4d ws0">1 450,9    </div><div class="t m0 xf3 h8 y620 ff6 fs5 fc4 sc0 ls9d ws133">2<span class="_ _2"></span> 2<span class="_ _2"></span>74,<span class="_ _2"></span>2<span class="_ _1b"></span>    </div><div class="t m0 xf4 h8 y621 ff6 fs5 fc4 sc0 ls4f wsb7">1<span class="_ _2"></span> 4<span class="_ _1b"></span>17,1<span class="_ _1b"></span> </div><div class="t m0 xbc h8 y620 ff6 fs5 fc4 sc0 ls4d wsac">100%</div><div class="t m0 xbc h8 y621 ff6 fs5 fc4 sc0 ls4d wsac">102%</div><div class="t m0 x1c h8 y622 ff6 fs5 fc4 sc0 ls4d ws11">Zatr<span class="_ _0"></span>udnienie na k<span class="_ _0"></span>oniec roku <span class="_ _0"></span>[osoby],<span class="_ _1"></span> w t<span class="_ _0"></span>ym:</div><div class="t m0 xf5 h8 y623 ff6 fs5 fc4 sc0 ls58 ws14b">kobiet<span class="_ _0"></span>y</div><div class="t m0 xf6 h8 y624 ff6 fs5 fc4 sc0 ls4a ws33">mężczyźni</div><div class="t m0 x8f h8 y622 ff6 fs5 fc4 sc0 ls58 ws12">  2 289   </div><div class="t m0 xf7 h8 y623 ff6 fs5 fc4 sc0 ls4d ws0"> 1 05<span class="_ _0"></span>7    </div><div class="t m0 xf7 h8 y624 ff6 fs5 fc4 sc0 ls4d wsb2"> 1 232<span class="_ _2"></span> </div><div class="t m0 xf8 h8 y622 ff6 fs5 fc4 sc0 ls4d ws0"> 2 408</div><div class="t m0 xb9 h8 y623 ff6 fs5 fc4 sc0 ls4d wse">1 132<span class="_ _2"></span>   </div><div class="t m0 xcf h8 y624 ff6 fs5 fc4 sc0 ls0 ws0">1 276<span class="wse">   </span></div><div class="t m0 xf9 h8 y622 ff6 fs5 fc4 sc0 ls9e wsa7">95%</div><div class="t m0 xf9 h8 y623 ff6 fs5 fc4 sc0 ls58 ws14b">93%</div><div class="t m0 xf9 h8 y624 ff6 fs5 fc4 sc0 ls9f ws17a">97%</div><div class="t m0 x1c h8 y625 ff7 fs5 fc4 sc0 ls4a ws9">Zat<span class="_ _0"></span>rudnienie na k<span class="_ _0"></span>oniec rok<span class="_ _0"></span>u [osob<span class="_ _0"></span>y],<span class="_ _0"></span> w t<span class="_ _0"></span>ym:</div><div class="t m0 x1c h8 y626 ff7 fs5 fc4 sc0 ls4a wsae">1.<span class="_ _1"></span> Pełne etaty</div><div class="t m0 xfa h8 y627 ff6 fs5 fc4 sc0 ls5a wsb9">kobiet<span class="_ _0"></span>y</div><div class="t m0 xf6 h8 y628 ff6 fs5 fc4 sc0 ls4a ws33">mężczyźni</div><div class="t m0 x1c h8 y629 ff7 fs5 fc4 sc0 ls4a wsae">2.<span class="_ _0"></span> Niepełne etaty</div><div class="t m0 xfa h8 y62a ff6 fs5 fc4 sc0 ls5a wsb9">kobiet<span class="_ _0"></span>y</div><div class="t m0 xf6 h8 y62b ff6 fs5 fc4 sc0 ls4a ws33">mężczyźni</div><div class="t m0 xfb h8 y626 ff7 fs5 fc4 sc0 ls0 ws0"> 2 25<span class="_ _0"></span>7    </div><div class="t m0 xeb h8 y627 ff7 fs5 fc4 sc0 ls0 ws0"> <span class="ff6">1 038    </span></div><div class="t m0 xfc h8 y628 ff6 fs5 fc4 sc0 ls0 wsb2"> 1 219 <span class="_ _2"></span><span class="ff7 ws0">  </span></div><div class="t m0 xa4 h8 y62c ff7 fs5 fc4 sc0 ls0 ws0"> </div><div class="t m0 xfd h8 y629 ff7 fs5 fc4 sc0 ls0 ws0"> 32    </div><div class="t m0 xfe h8 y62a ff6 fs5 fc4 sc0 lsf ws12"> 19    </div><div class="t m0 xff h8 y62b ff6 fs5 fc4 sc0 ls15 ws7"> 13  <span class="_ _2"></span><span class="ff7 ls0 ws0">  </span></div><div class="t m0 xf8 h8 y626 ff7 fs5 fc4 sc0 ls0 ws0"> 2 370    </div><div class="t m0 x100 h8 y627 ff7 fs5 fc4 sc0 ls0 ws0"> <span class="ff6">1 111    </span></div><div class="t m0 x101 h8 y628 ff6 fs5 fc4 sc0 ls0 wsb2"> 1 259 <span class="ff7 ws0">  </span></div><div class="t m0 x73 h8 y62c ff7 fs5 fc4 sc0 ls0 ws0"> </div><div class="t m0 x102 h8 y629 ff7 fs5 fc4 sc0 ls0 ws0"> 38    </div><div class="t m0 x14 h8 y62a ff6 fs5 fc4 sc0 ls0 ws0"> 21    </div><div class="t m0 x3b h8 y62b ff6 fs5 fc4 sc0 ls97 ws134"> 17<span class="_ _2"></span>  <span class="ff7 ls0 ws0">  </span></div><div class="t m0 x103 h8 y626 ff7 fs5 fc4 sc0 lsa0 ws17b">95%</div><div class="t m0 xf9 h8 y627 ff6 fs5 fc4 sc0 lsf ws12">93%</div><div class="t m0 xf9 h8 y628 ff6 fs5 fc4 sc0 ls99 ws100">97%</div><div class="t m0 x103 h8 y629 ff7 fs5 fc4 sc0 ls5e ws12e">84%</div><div class="t m0 x104 h8 y62a ff6 fs5 fc4 sc0 ls0 ws0">90%</div><div class="t m0 xf9 h8 y62b ff6 fs5 fc4 sc0 ls0 ws0">76%</div><div class="t m0 x1c h8 y62d ff6 fs5 fc4 sc0 ls4a ws11">Zatr<span class="_ _0"></span>udnienie na k<span class="_ _0"></span>oniec roku <span class="_ _0"></span>[etat<span class="_ _0"></span>y],<span class="_ _1"></span> w ty<span class="_ _0"></span>m:</div><div class="t m0 xfa h8 y62e ff6 fs5 fc4 sc0 ls5a wsb9">kobiet<span class="_ _0"></span>y</div><div class="t m0 xf6 h8 y62f ff6 fs5 fc4 sc0 ls4a ws33">mężczyźni</div><div class="t m0 x8e h8 y62d ff7 fs5 fc4 sc0 ls0 ws0">2 284,3</div><div class="t m0 x21 h8 y62e ff6 fs5 fc4 sc0 ls4d ws0">  1 055,2    </div><div class="t m0 x8f h8 y62f ff6 fs5 fc4 sc0 ls4d ws0">1 229,<span class="_ _1"></span>1</div><div class="t m0 x105 h8 y62d ff7 fs5 fc4 sc0 ls0 ws1b">2 397<span class="_ _f"></span>,0</div><div class="t m0 xf3 h8 y62e ff6 fs5 fc4 sc0 ls8d wsae"> 1 126<span class="_ _2"></span>,2<span class="_ _2"></span>    </div><div class="t m0 x106 h8 y62f ff6 fs5 fc4 sc0 ls5 ws10">1 270,8</div><div class="t m0 x103 h8 y62d ff7 fs5 fc4 sc0 lsa0 ws17b">95%</div><div class="t m0 x104 h8 y62e ff6 fs5 fc4 sc0 lse ws11">94%</div><div class="t m0 xf9 h8 y62f ff6 fs5 fc4 sc0 ls99 ws100">97%</div><div class="t m0 x1c h8 y630 ff7 fs5 fc4 sc0 ls4a ws9">Zat<span class="_ _0"></span>rudnienie na k<span class="_ _0"></span>oniec rok<span class="_ _0"></span>u [etaty],<span class="_ _1"></span> w ty<span class="_ _0"></span>m:</div><div class="t m0 x1c h8 y631 ff7 fs5 fc4 sc0 ls4a ws9">1.<span class="_ _1"></span> Umowy na czas nieokreś<span class="_ _0"></span>lony</div><div class="t m0 xfa h8 y632 ff6 fs5 fc4 sc0 ls5a wsb9">kobiet<span class="_ _0"></span>y</div><div class="t m0 xf6 h8 y633 ff6 fs5 fc4 sc0 ls4a ws33">mężczyźni</div><div class="t m0 x1c h8 y634 ff7 fs5 fc4 sc0 ls4a wsae">2.<span class="_ _0"></span> Umowy na czas okr<span class="_ _0"></span>eślon<span class="_ _0"></span>y</div><div class="t m0 xfa h8 y635 ff6 fs5 fc4 sc0 ls5a wsb9">kobiet<span class="_ _0"></span>y</div><div class="t m0 xf6 h8 y636 ff6 fs5 fc4 sc0 ls4a ws33">mężczyźni</div><div class="t m0 x1c h8 y637 ff7 fs5 fc4 sc0 ls4a ws9">3.<span class="_ _0"></span> Umowy na ok<span class="_ _0"></span>res próbn<span class="_ _0"></span>y</div><div class="t m0 xfa h8 y638 ff6 fs5 fc4 sc0 ls5a wsb9">kobiet<span class="_ _0"></span>y</div><div class="t m0 xf6 h8 y639 ff6 fs5 fc4 sc0 ls4a ws33">mężczyźni</div><div class="t m0 x107 h8 y631 ff7 fs5 fc4 sc0 ls58 ws12"> 1 868,3<span class="_ _2"></span> <span class="_ _0"></span>   </div><div class="t m0 xfc h8 y632 ff7 fs5 fc4 sc0 ls0 ws0"> <span class="ff6 ls50 wsad">812,2<span class="_ _2"></span>    </span></div><div class="t m0 x108 h8 y633 ff6 fs5 fc4 sc0 ls4d wsb2"> 1 056,<span class="_ _0"></span>1 <span class="ff7 ls0 wse">   </span></div><div class="t m0 xfc h8 y634 ff7 fs5 fc4 sc0 lsa1 ws8a">4<span class="_ _1b"></span>0<span class="_ _1b"></span>7,<span class="_ _1b"></span>0</div><div class="t m0 xfb h8 y635 ff6 fs5 fc4 sc0 ls9f ws100"> 242,0<span class="_ _2"></span>    </div><div class="t m0 xfc h8 y636 ff6 fs5 fc4 sc0 ls93 ws15"> 165,0<span class="_ _2"></span><span class="ff7 ls0 wse">    </span></div><div class="t m0 x5c h8 y637 ff7 fs5 fc4 sc0 lsa2 ws13c">9,0</div><div class="t m0 xff h8 y638 ff6 fs5 fc4 sc0 ls8d wsa9">1,0</div><div class="t m0 x5c h8 y639 ff6 fs5 fc4 sc0 ls18 ws1c">8,0</div><div class="t m0 x105 h8 y631 ff7 fs5 fc4 sc0 ls52 ws18"> 1 893,3<span class="_ _2"></span>    </div><div class="t m0 xf4 h8 y632 ff7 fs5 fc4 sc0 ls0 ws0"> <span class="ff6 ls50 wsad">816,5<span class="_ _2"></span>    </span></div><div class="t m0 x109 h8 y633 ff6 fs5 fc4 sc0 ls4d wsb2"> 1 076,8 <span class="ff7 ls0 wse">   </span></div><div class="t m0 xf8 h8 y634 ff7 fs5 fc4 sc0 ls13 ws16">468<span class="_ _2"></span>,8</div><div class="t m0 xf8 h8 y635 ff6 fs5 fc4 sc0 ls5 ws10"> 290,8    </div><div class="t m0 x10a h8 y636 ff6 fs5 fc4 sc0 lsa3 ws134"> 178<span class="_ _2"></span>,<span class="_ _2"></span>0<span class="_ _2"></span><span class="ff7 ls0 wse">    </span></div><div class="t m0 xb9 h8 y637 ff7 fs5 fc4 sc0 ls5b wsad">35,0</div><div class="t m0 x39 h8 y638 ff6 fs5 fc4 sc0 ls5 ws4">19,0</div><div class="t m0 xc7 h8 y639 ff6 fs5 fc4 sc0 ls8 wsa">16,0</div><div class="t m0 x103 h8 y631 ff7 fs5 fc4 sc0 ls4a ws33">99%</div><div class="t m0 x104 h8 y632 ff6 fs5 fc4 sc0 ls0 ws0">99%</div><div class="t m0 x104 h8 y633 ff6 fs5 fc4 sc0 ls0 ws0">98%</div><div class="t m0 x104 h8 y634 ff7 fs5 fc4 sc0 ls13 ws16">87%</div><div class="t m0 x104 h8 y635 ff6 fs5 fc4 sc0 lsf ws12">83%</div><div class="t m0 x104 h8 y636 ff6 fs5 fc4 sc0 lsf ws12">93%</div><div class="t m0 x103 h8 y637 ff7 fs5 fc4 sc0 ls10 ws13">26%</div><div class="t m0 x55 h8 y638 ff6 fs5 fc4 sc0 ls18 ws1c">5%</div><div class="t m0 x104 h8 y639 ff6 fs5 fc4 sc0 ls0 ws0">50%</div><div class="t m0 x1c h8 y63a ff6 fs5 fc4 sc0 ls55 ws9">Zatr<span class="_ _0"></span>udnienie w oddziałach poza głów<span class="_ _0"></span>nymi siedzibami spółek [eta<span class="_ _0"></span>ty]<span class="_ _44"> </span><span class="ws14c">185,3<span class="_ _67"> </span><span class="ls8d wsa9">2<span class="_ _2"></span>12,6<span class="_ _86"> </span><span class="ls5 ws4">87<span class="_ _2"></span>%</span></span></span></div><div class="t m0 x11 h16 yd6 ff6 fsf fc1 sc0 ls61 ws0">4<span class="_ _0"></span>.<span class="_ _29"></span>1<span class="_ _1"></span>.<span class="_ _f"></span>1<span class="_ _1"></span>.<span class="_ _0"></span> St<span class="_ _0"></span>rukt<span class="_ _1"></span>ura za<span class="_ _0"></span>tru<span class="_ _0"></span>dnienia w Grupie <span class="_ _0"></span>Apat<span class="_ _1"></span>or</div><div class="t m0 x11 h8 y4dc ff6 fs5 fc4 sc0 ls0 ws9">Grupa Apat<span class="_ _1"></span>or zatrudniała na k<span class="_ _0"></span>oniec 2023 roku 2 289 pracownik<span class="_ _1"></span>ów,<span class="_ _1"></span> z czego 46% stanowiły k<span class="_ _0"></span>obiety a 54% mężczyźni</div><div class="t m0 x11 h8 y63b ff7 fs5 fc4 sc0 ls0 ws1b">Ws<span class="_ _0"></span>kaźniki zat<span class="_ _0"></span>rudnienia<span class="_ _1"></span>, w t<span class="_ _0"></span>ym uwzgl<span class="_ _0"></span>ędniające for<span class="_ _0"></span>mę zat<span class="_ _0"></span>rudnienia</div><div class="t m0 x11 hc y63c ff6 fs9 fc4 sc0 ls0 ws17c">* Bez pracownik<span class="_ _0"></span>ów przeb<span class="_ _0"></span>ywający<span class="_ _0"></span>ch na urlopach macierzyńskich <span class="_ _0"></span>oraz na url<span class="_ _0"></span>opach na warunkach url<span class="_ _0"></span>opu macierzyńskiego,<span class="_ _1"></span> k<span class="_ _0"></span>orzysta<span class="_ _0"></span>jących <span class="_ _8c"></span><span class="ws0"> </span></div><div class="t m0 x11 hc y63d ff6 fs9 fc4 sc0 ls0 ws93">z urlopów ojcowsk<span class="_ _0"></span>ich,<span class="_ _1"></span> rodzicielskich lub wychow<span class="_ _0"></span>awczych,<span class="_ _1"></span> w celu przygot<span class="_ _0"></span>owania zawodow<span class="_ _0"></span>ego.</div><div class="t m0 x11 hc y63e ff6 fs9 fc4 sc0 ls0 ws17d">** RJR - roczne j<span class="_ _0"></span>ednost<span class="_ _0"></span>ki r<span class="_ _0"></span>obocze,<span class="_ _1"></span> tj.<span class="_ _0"></span> liczba pra<span class="_ _0"></span>cowników <span class="_ _0"></span>zatr<span class="_ _0"></span>udnionych prz<span class="_ _0"></span>eliczona na pełne etat<span class="_ _0"></span>y w obrębi<span class="_ _0"></span>e danego przedsiębior<span class="_ _0"></span>stw<span class="_ _0"></span>a <span class="_ _34"></span><span class="ws0"> </span></div><div class="t m0 x11 hc y63f ff6 fs9 fc4 sc0 ls0 ws94">lub w jego imieniu w ciągu całeg<span class="_ _0"></span>o roku ref<span class="_ _0"></span>erency<span class="_ _0"></span>jnego.</div><div class="t m0 x11 h8 y640 ff7 fs5 fc4 sc0 ls0 ws152">Ws<span class="_ _0"></span>kaźniki za<span class="_ _0"></span>trudnienia uw<span class="_ _0"></span>zględnia<span class="_ _0"></span>jące wsk<span class="_ _0"></span>aźniki różnor<span class="_ _0"></span>odności: podział na płeć,<span class="_ _1"></span> zatrudnianie os<span class="_ _0"></span>ób z niepełnospr<span class="_ _0"></span>awno<span class="ws0">-</span></div><div class="t m0 x11 h8 y641 ff7 fs5 fc4 sc0 ls0 wsae">ściami,<span class="_ _0"></span> zat<span class="_ _0"></span>rudnienie obcokr<span class="_ _0"></span>a<span class="_ _0"></span>jowców</div><div class="t m0 x1c h8 y642 ff7 fs5 fc4 sc0 ls4a wsae">Zat<span class="_ _0"></span>rudnienie osób niepełnos<span class="_ _0"></span>prawn<span class="_ _0"></span>ych<span class="_ _b1"> </span><span class="ws9">2023 r<span class="_ _f"></span>.<span class="_ _af"> </span>2022 r<span class="_ _f"></span>.<span class="_ _b2"> </span>Dynamika r<span class="_ _1"></span>/<span class="_ _1"></span>r [%]</span></div><div class="t m0 x1c h8 y643 ff7 fs5 fc4 sc0 ls4a wsae">Liczba zat<span class="_ _0"></span>rudnion<span class="_ _0"></span>ych osób niepełnos<span class="_ _0"></span>praw<span class="_ _0"></span>nych</div><div class="t m0 x8b h8 y644 ff6 fs5 fc4 sc0 ls4d ws11">st<span class="_ _0"></span>an na koniec r<span class="_ _0"></span>oku [oso<span class="_ _0"></span>by]</div><div class="t m0 x10b h8 y645 ff6 fs5 fc4 sc0 ls4a ws0">średnior<span class="_ _0"></span>ocznie [osoby]</div><div class="t m0 x10c h8 y643 ff6 fs5 fc4 sc0 ls0 ws0"> </div><div class="t m0 x8f h8 y644 ff6 fs5 fc4 sc0 ls5 ws4">69,0</div><div class="t m0 x8f h8 y645 ff6 fs5 fc4 sc0 ls93 wsa">62,8<span class="_ _2"></span>    <span class="ls0 wse">    </span></div><div class="t m0 x3f h8 y643 ff6 fs5 fc4 sc0 ls0 ws0"> </div><div class="t m0 xcf h8 y644 ff6 fs5 fc4 sc0 ls4f wsaa">67,<span class="_ _1b"></span>0</div><div class="t m0 x10a h8 y645 ff6 fs5 fc4 sc0 ls52 ws18">66,8<span class="_ _2"></span> <span class="_ _0"></span>   <span class="ls0 wse">    </span></div><div class="t m0 x10d h8 y644 ff6 fs5 fc4 sc0 ls58 ws14b">103%</div><div class="t m0 x10e h8 y645 ff6 fs5 fc4 sc0 ls55 ws14c">94%</div><div class="t m2 x10f hc y61d ff8 fs9 fc0 sc0 ls70 ws0">SOCIAL - Obszar społeczn<span class="_ _0"></span>y</div></div><div class="pi" ></div></div><div id="pf2e" class="pf w0 h0" ><div class="pc pc2e w0 h0"><img class="bi x0 y646 wb h5a" alt="" src="data:image/png;base64,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"/><div class="t m0 x7f ha y32 ff6 fs7 fc3 sc0 lsa4 ws95">46</div><div class="t m0 x1c h8 y647 ff7 fs5 fc4 sc0 ls4a wsae">Zat<span class="_ _0"></span>rudnienie obcokr<span class="_ _0"></span>aj<span class="_ _0"></span>owców<span class="_ _b3"> </span><span class="ws9">2023 r<span class="_ _f"></span>.<span class="_ _97"> </span>2022 r<span class="_ _f"></span>.<span class="_ _81"> </span>Dynamika r<span class="_ _1"></span>/<span class="_ _0"></span>r [%]</span></div><div class="t m0 x1c h8 y648 ff7 fs5 fc4 sc0 ls4a wsf">Liczba zat<span class="_ _0"></span>rudniony<span class="_ _0"></span>ch obyw<span class="_ _0"></span>ateli pańs<span class="_ _0"></span>twa sie<span class="_ _0"></span>dziby spółki</div><div class="t m0 x8b h8 y649 ff6 fs5 fc4 sc0 ls4d ws11">st<span class="_ _0"></span>an na koniec r<span class="_ _0"></span>oku [oso<span class="_ _0"></span>by]</div><div class="t m0 x10b h8 y64a ff6 fs5 fc4 sc0 ls4a ws0">średnior<span class="_ _0"></span>ocznie [osoby]</div><div class="t m0 x8e h8 y649 ff6 fs5 fc4 sc0 ls4d ws0"> 2 206,0<span class="_ _2"></span> <span class="_ _0"></span>   </div><div class="t m0 x107 h8 y64a ff6 fs5 fc4 sc0 ls52 ws18"> 2 186,8    </div><div class="t m0 x23 h8 y649 ff6 fs5 fc4 sc0 ls4d ws0"> 2 337<span class="_ _1"></span>,0    </div><div class="t m0 x23 h8 y64a ff6 fs5 fc4 sc0 ls4d ws0"> 2 222,3    </div><div class="t m0 x10e h8 y649 ff6 fs5 fc4 sc0 ls55 ws14c">94%</div><div class="t m0 x10e h8 y64a ff6 fs5 fc4 sc0 ls4d wsac">98%</div><div class="t m0 x1c h8 y64b ff7 fs5 fc4 sc0 ls4a wsae">Liczba zat<span class="_ _0"></span>rudnion<span class="_ _0"></span>ych obcokr<span class="_ _0"></span>a<span class="_ _0"></span>jowców</div><div class="t m0 x8b h8 y64c ff6 fs5 fc4 sc0 ls4d ws11">st<span class="_ _0"></span>an na koniec r<span class="_ _0"></span>oku [oso<span class="_ _0"></span>by]</div><div class="t m0 x10b h8 y64d ff6 fs5 fc4 sc0 ls4a ws0">średnior<span class="_ _0"></span>ocznie [osoby]</div><div class="t m0 x8f h8 y64c ff6 fs5 fc4 sc0 ls50 wsad">  81,0<span class="_ _1b"></span> <span class="_ _0"></span>   </div><div class="t m0 x8f h8 y64d ff6 fs5 fc4 sc0 ls8c wsba"> 66,4</div><div class="t m0 xcf h8 y64c ff6 fs5 fc4 sc0 ls0 wse">  71<span class="_ _0"></span>,<span class="_ _0"></span>0    </div><div class="t m0 xcf h8 y64d ff6 fs5 fc4 sc0 ls93 wsa"> 52,3</div><div class="t m0 x110 h8 y64c ff6 fs5 fc4 sc0 ls4b ws17e">114<span class="_ _2"></span>%</div><div class="t m0 x10d h8 y64d ff6 fs5 fc4 sc0 ls8d wsa9">127%</div><div class="t m0 x11 he y64e ff7 fsa fc4 sc0 ls0 wsa5">Zmiany w za<span class="_ _0"></span>trudnieniu w ciągu r<span class="_ _0"></span>oku,<span class="_ _1"></span> wskaźnik rota<span class="_ _0"></span>cji</div><div class="t m0 x1c h8 y64f ff7 fs5 fc4 sc0 ls4a ws7">Zmiany zat<span class="_ _0"></span>rudnienia w Grupie Apat<span class="_ _0"></span>or<span class="_ _b4"> </span><span class="ws9">2023 r<span class="_ _f"></span>.<span class="_ _af"> </span>2022 r<span class="_ _f"></span>.<span class="_ _b0"> </span>Dynamika r<span class="_ _1"></span>/<span class="_ _1"></span>r [%]</span></div><div class="t m0 x1c h8 y650 ff7 fs5 fc4 sc0 ls4a ws1b">Pracow<span class="_ _0"></span>nicy nowoza<span class="_ _0"></span>trudnieni w ciągu r<span class="_ _0"></span>oku [osob<span class="_ _0"></span>y],<span class="_ _0"></span> w ty<span class="_ _0"></span>m:</div><div class="t m0 x77 h8 y651 ff6 fs5 fc4 sc0 ls4d ws11">pracownic<span class="_ _0"></span>y produk<span class="_ _0"></span>cy<span class="_ _0"></span>jni</div><div class="t m0 x89 h8 y652 ff6 fs5 fc4 sc0 ls4d ws11">pracownic<span class="_ _0"></span>y nieproduk<span class="_ _0"></span>cy<span class="_ _0"></span>jni</div><div class="t m0 xeb h8 y650 ff7 fs5 fc4 sc0 lsa5 ws11a">314</div><div class="t m0 xeb h8 y651 ff6 fs5 fc4 sc0 ls93 ws12d">216</div><div class="t m0 xfc h8 y652 ff6 fs5 fc4 sc0 ls4d wsac">98 <span class="ls0 wse">    </span></div><div class="t m0 xba h8 y650 ff7 fs5 fc4 sc0 lsa6 ws103">67<span class="_ _2"></span>1</div><div class="t m0 xba h8 y651 ff6 fs5 fc4 sc0 ls50 ws146">375</div><div class="t m0 xdc h8 y652 ff6 fs5 fc4 sc0 ls97 ws117">296<span class="_ _2"></span> <span class="_ _1"></span><span class="ls0 wse">    </span></div><div class="t m0 x10e h8 y650 ff7 fs5 fc4 sc0 ls4b ws17e">47%</div><div class="t m0 x10e h8 y651 ff6 fs5 fc4 sc0 ls4d wsac">58%</div><div class="t m0 x10e h8 y652 ff6 fs5 fc4 sc0 ls58 ws14b">33%</div><div class="t m0 x1c h8 y653 ff7 fs5 fc4 sc0 ls4a ws1b">Pracow<span class="_ _0"></span>nicy zwolnieni w ciągu rok<span class="_ _0"></span>u [osoby],<span class="_ _1"></span> w tym:</div><div class="t m0 x77 h8 y654 ff6 fs5 fc4 sc0 ls4d ws11">pracownic<span class="_ _0"></span>y produk<span class="_ _0"></span>cy<span class="_ _0"></span>jni</div><div class="t m0 x89 h8 y655 ff6 fs5 fc4 sc0 ls4d ws11">pracownic<span class="_ _0"></span>y nieproduk<span class="_ _0"></span>cy<span class="_ _0"></span>jni</div><div class="t m0 x111 h8 y653 ff6 fs5 fc4 sc0 ls0 ws0"> <span class="ff7 ls4d wsac">422</span></div><div class="t m0 xfb h8 y654 ff6 fs5 fc4 sc0 ls4d ws0"> 322    </div><div class="t m0 xeb h8 y655 ff6 fs5 fc4 sc0 ls4d wse">100<span class="_ _2"></span>   <span class="_ _2"></span><span class="ls0 ws0"> </span></div><div class="t m0 x10a h8 y653 ff6 fs5 fc4 sc0 ls0 ws0"> <span class="ff7 ls4d wsac">425</span></div><div class="t m0 xcf h8 y654 ff6 fs5 fc4 sc0 ls9e ws1c"> 262<span class="_ _2"></span> <span class="_ _0"></span>   </div><div class="t m0 xba h8 y655 ff6 fs5 fc4 sc0 ls93 ws16f">163<span class="_ _2"></span>   <span class="_ _2"></span><span class="ls0 ws0"> </span></div><div class="t m0 x110 h8 y653 ff7 fs5 fc4 sc0 ls4d wsac">99%</div><div class="t m0 x10d h8 y654 ff6 fs5 fc4 sc0 ls8d wsa9">123%</div><div class="t m0 x72 h8 y655 ff6 fs5 fc4 sc0 lsa7 ws17f">61%</div><div class="t m0 x112 h8 y656 ff6 fs5 fc4 sc0 ls4d ws9">odejścia dobr<span class="_ _0"></span>owolne</div><div class="t m0 xab h8 y657 ff6 fs5 fc4 sc0 ls4d ws7">odejścia niedobrowo<span class="_ _0"></span>lne,<span class="_ _1"></span> w tym:</div><div class="t m0 x113 h8 y658 ff6 fs5 fc4 sc0 ls4d ws9">przejścia na emerytury<span class="_ _1"></span>/r<span class="_ _0"></span>enty</div><div class="t m0 xeb h8 y656 ff6 fs5 fc4 sc0 ls58 ws12">195    </div><div class="t m0 xeb h8 y657 ff6 fs5 fc4 sc0 ls13 ws16">227</div><div class="t m0 xfc h8 y658 ff6 fs5 fc4 sc0 ls58 ws12">89    </div><div class="t m0 xdc h8 y656 ff6 fs5 fc4 sc0 ls9f ws100">297<span class="_ _2"></span> <span class="_ _0"></span>   </div><div class="t m0 xba h8 y657 ff6 fs5 fc4 sc0 ls8d wsa9">128</div><div class="t m0 xb9 h8 y658 ff6 fs5 fc4 sc0 ls4d ws0">45    </div><div class="t m0 x10e h8 y656 ff6 fs5 fc4 sc0 ls4d wsac">66%</div><div class="t m0 x110 h8 y657 ff6 fs5 fc4 sc0 lsa3 ws171">17<span class="_ _2"></span>7<span class="_ _2"></span>%</div><div class="t m0 x10d h8 y658 ff6 fs5 fc4 sc0 ls4d wsac">198%<span class="ls0 ws0"> </span></div><div class="t m0 x1c h8 y659 ff7 fs5 fc4 sc0 ls4d ws9">Ws<span class="_ _0"></span>kaźnik ro<span class="_ _0"></span>tacji [%]*<span class="_ _b5"> </span><span class="ff6 ls8c ws133">18,4<span class="_ _89"> </span><span class="ls4f wsaa">1<span class="_ _2"></span>7,<span class="_ _2"></span>6<span class="_ _b6"> </span><span class="ls55 ws14c">104%</span></span></span></div><div class="t m0 x11 hc y65a ff6 fs9 fc4 sc0 ls0 ws70">* W<span class="_ _0"></span>skaźnik policzony <span class="_ _0"></span>wg wzoru: (Liczba <span class="_ _0"></span>odejść z prac<span class="_ _0"></span>y w ciągu ro<span class="_ _0"></span>ku [osoby]/Za<span class="_ _0"></span>trudnienie na k<span class="_ _0"></span>oniec rok<span class="_ _0"></span>u [osoby])*100</div><div class="t m0 x11 h16 y65b ff6 fsf fc1 sc0 ls61 ws80">4<span class="_ _0"></span>.<span class="_ _29"></span>1<span class="_ _1"></span>.<span class="_ _2"></span>2.<span class="_ _1"></span> Opis polityk i spo<span class="_ _0"></span>sobów działania</div><div class="t m0 x11 h8 y65c ff6 fs5 fc4 sc0 ls0 ws172">Zasady pr<span class="_ _0"></span>acy w poszczeg<span class="_ _0"></span>ólny<span class="_ _0"></span>ch spółkach Gr<span class="_ _0"></span>upy regulują powszechnie <span class="_ _0"></span>obowiązujące przepisy pr<span class="_ _0"></span>awa (w <span class="_ _0"></span>ty<span class="_ _0"></span>m K<span class="_ _0"></span>odeks Pr<span class="_ _0"></span>acy) or<span class="_ _0"></span>az </div><div class="t m0 x11 h8 y65d ff6 fs5 fc4 sc0 ls0 ws0">wewnętrzne pr<span class="_ _0"></span>ocedury<span class="_ _0"></span>,<span class="_ _1"></span> instr<span class="_ _0"></span>ukcj<span class="_ _0"></span>e i regulaminy<span class="_ _1"></span>,<span class="_ _0"></span> w t<span class="_ _0"></span>ym <span class="ff7 ws9">Regulamin<span class="_ _0"></span>y pr<span class="_ _0"></span>acy<span class="ff6"> oraz </span><span class="ws0">Zakła<span class="_ _0"></span>dowe Układ<span class="_ _0"></span>y Zbiorowe Pr<span class="_ _0"></span>acy<span class="ff6 ls88 ws125">. </span></span></span></div><div class="t m0 x11 h8 y65e ff6 fs5 fc4 sc0 ls0 ws180">Kluczową ro<span class="_ _0"></span>lę w określ<span class="_ _0"></span>eniu podejścia do zarządz<span class="_ _0"></span>ania kwest<span class="_ _0"></span>iami pracowniczy<span class="_ _0"></span>mi na poziomie Grupy odgrywa <span class="ff7 ls15 ws14d">Polityka perso<span class="ls0 ws0">-</span></span></div><div class="t m0 x11 h8 y65f ff7 fs5 fc4 sc0 ls0 ws181">nalna Grupy Apat<span class="_ _0"></span>or<span class="ff6 ws170">.<span class="_ _0"></span> Zasady pos<span class="_ _0"></span>t<span class="_ _0"></span>ępowania w zgodzie z r<span class="_ _0"></span>egulacjami zewnętrzny<span class="_ _0"></span>mi i wewnęt<span class="_ _0"></span>rznymi okr<span class="_ _0"></span>eśla <span class="ff7 wsaa">K<span class="_ _0"></span>odeks ety<span class="_ _0"></span>czny </span></span></div><div class="t m0 x11 h8 y660 ff7 fs5 fc4 sc0 ls0 wsb2">Grupy Apa<span class="_ _0"></span>tor<span class="ff6 wsf">,<span class="_ _1"></span> zaś rolę uzupełnia<span class="_ _0"></span>jącą w zakr<span class="_ _0"></span>esie definiowania s<span class="_ _0"></span>tandardó<span class="_ _0"></span>w polityki w<span class="_ _0"></span>obec pracownik<span class="_ _0"></span>ów spełnia m.in.<span class="_ _1"></span> <span class="_ _2"></span><span class="ff7 ws0">Str<span class="_ _0"></span>at<span class="_ _0"></span>egia </span></span></div><div class="t m0 x11 h8 y661 ff7 fs5 fc4 sc0 ls0 wsf">społecznej odpowied<span class="_ _0"></span>zialności biznesu (CSR)<span class="ff6 ws9">,<span class="_ _1"></span> obejmująca horyzont 2019-23.<span class="_ _0"></span> </span></div><div class="t m0 x11 h8 y662 ff6 fs5 fc4 sc0 ls0 ws168">Pods<span class="_ _0"></span>tawow<span class="_ _0"></span>e prawa i <span class="_ _0"></span>obowiązki pr<span class="_ _0"></span>acodawcy or<span class="_ _0"></span>az pracow<span class="_ _0"></span>nika precyz<span class="_ _0"></span>ują zapisy r<span class="_ _0"></span>egulaminów pracy o<span class="_ _0"></span>bowiązujące we wszys<span class="_ _0"></span>t<span class="_ _0"></span>kich </div><div class="t m0 x11 h8 y663 ff6 fs5 fc4 sc0 ls0 ws182">kra<span class="_ _0"></span>jowych spółk<span class="_ _0"></span>ach Grupy <span class="_ _0"></span>Apat<span class="_ _0"></span>or<span class="_ _f"></span>. Zawi<span class="_ _0"></span>erają one wy<span class="_ _0"></span>magane prawem uregulo<span class="_ _0"></span>wania dot<span class="_ _0"></span>yczące: or<span class="_ _0"></span>ganizacji pracy<span class="_ _1"></span>,<span class="_ _0"></span> warunk<span class="_ _0"></span>ów </div><div class="t m0 x11 h8 y664 ff6 fs5 fc4 sc0 ls0 ws7">przebywania na <span class="_ _0"></span>ter<span class="_ _0"></span>enie zakładu pr<span class="_ _0"></span>acy w <span class="_ _0"></span>tr<span class="_ _0"></span>akcie pr<span class="_ _0"></span>acy<span class="_ _1"></span>,<span class="_ _0"></span> a <span class="_ _0"></span>także po <span class="_ _0"></span>jej zak<span class="_ _0"></span>ończeniu,<span class="_ _1"></span> wyposażenia pr<span class="_ _0"></span>acownik<span class="_ _0"></span>ów (w t<span class="_ _0"></span>ym m.in.<span class="_ _1"></span> środki </div><div class="t m0 x11 h8 y665 ff6 fs5 fc4 sc0 ls0 wsc">ochron<span class="_ _0"></span>y indywidualnej,<span class="_ _1"></span> odzież i obuwie r<span class="_ _0"></span>obocze),<span class="_ _1"></span> sys<span class="_ _0"></span>temu <span class="_ _0"></span>i rozkładu <span class="_ _0"></span>czasu prac<span class="_ _0"></span>y<span class="_ _0"></span>,<span class="_ _1"></span> a takż<span class="_ _0"></span>e okresó<span class="_ _0"></span>w rozliczeniowy<span class="_ _0"></span>ch,<span class="_ _1"></span> pory nocnej,<span class="_ _0"></span> </div><div class="t m0 x11 h8 y666 ff6 fs5 fc4 sc0 ls0 ws17">częst<span class="_ _1"></span>otliwości wypła<span class="_ _0"></span>ty wynagr<span class="_ _0"></span>odzenia i jeg<span class="_ _0"></span>o wysok<span class="_ _0"></span>ości,<span class="_ _1"></span> prac dozwol<span class="_ _0"></span>onych i wz<span class="_ _0"></span>broniony<span class="_ _0"></span>ch k<span class="_ _0"></span>obietom; wy<span class="_ _0"></span>kazu s<span class="_ _0"></span>tanowisk pracy </div><div class="t m0 x11 h8 y667 ff6 fs5 fc4 sc0 ls0 ws158">dozwolon<span class="_ _0"></span>ych pr<span class="_ _0"></span>acownikom młodocian<span class="_ _0"></span>ym,<span class="_ _1"></span> obowiązk<span class="_ _0"></span>om dot<span class="_ _0"></span>yczący<span class="_ _0"></span>m bezpieczeńs<span class="_ _0"></span>twa i higieny pr<span class="_ _0"></span>acy<span class="_ _1"></span>,<span class="_ _0"></span> sposobom potwier<span class="_ _0"></span>dzania </div><div class="t m0 x11 h8 y668 ff6 fs5 fc4 sc0 ls0 ws11">obecności i us<span class="_ _0"></span>prawiedliwiania nieobecności w pr<span class="_ _0"></span>acy<span class="_ _1"></span>.</div><div class="t m0 x11 h8 y669 ff6 fs5 fc4 sc0 ls0 ws9">Regulaminy pr<span class="_ _0"></span>acy w spółkach Gr<span class="_ _0"></span>upy Apa<span class="_ _0"></span>tor z<span class="_ _0"></span>awiera<span class="_ _0"></span>ją także:</div><div class="t m0 x37 h8 y66a ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ws11">zasady rów<span class="_ _0"></span>nego t<span class="_ _0"></span>rakt<span class="_ _1"></span>owania pracowników <span class="_ _0"></span>w zat<span class="_ _0"></span>rudnieniu,</span></span></div><div class="t m0 x37 h8 y66b ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 wsb6">zasady wewnęt<span class="_ _0"></span>rznej polityki ant<span class="_ _0"></span>ymobbingow<span class="_ _0"></span>ej.</span></span></div><div class="t m0 x11 h8 y66c ff6 fs5 fc4 sc0 ls0 ws17e">Każdy pr<span class="_ _0"></span>acownik ma pr<span class="_ _0"></span>awo złożyć <span class="_ _0"></span>zawiadomienie o narusz<span class="_ _0"></span>eniu regulaminu prac<span class="_ _0"></span>y osobom z<span class="_ _0"></span>arządzający<span class="_ _0"></span>m (Dyr<span class="_ _0"></span>ekt<span class="_ _0"></span>or Generaln<span class="_ _0"></span>y<span class="_ _0"></span>,<span class="_ _1"></span> </div><div class="t m0 x11 h8 y66d ff6 fs5 fc4 sc0 ls0 ws103">dyr<span class="_ _0"></span>ekt<span class="_ _0"></span>orzy pionów,<span class="_ _1"></span> kierow<span class="_ _0"></span>nicy k<span class="_ _0"></span>omórek organizac<span class="_ _0"></span>yjn<span class="_ _0"></span>ych) lub bezpośr<span class="_ _0"></span>edniemu przełożonemu pracow<span class="_ _0"></span>nika<span class="_ _1"></span>. Zawiadomienia r<span class="_ _0"></span>oz<span class="ws0">-</span></div><div class="t m0 x11 h8 y66e ff6 fs5 fc4 sc0 ls0 ws9">patryw<span class="_ _0"></span>ane są niezwłocznie,<span class="_ _1"></span> <span class="_ _2"></span>nie później niż w t<span class="_ _0"></span>erminie <span class="_ _0"></span>14 dni od dnia ich zło<span class="_ _0"></span>żenia<span class="_ _0"></span>.<span class="_ _1"></span> </div><div class="t m2 x5a hc y61d ff8 fs9 fc0 sc0 ls70 ws0">SOCIAL - Obszar społeczn<span class="_ _0"></span>y</div></div><div class="pi" ></div></div><div id="pf2f" class="pf w0 h0" ><div class="pc pc2f w0 h0"><img class="bi xb5 y86 w9 h49" alt="" src="data:image/png;base64,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"/><div class="t m0 xb6 ha y32 ff6 fs7 fc3 sc0 lsa8 ws183">47</div><div class="t m0 x11 h8 y66f ff7 fs5 fc4 sc0 ls0 wsf">Cele st<span class="_ _0"></span>ra<span class="_ _0"></span>tegii bizneso<span class="_ _0"></span>wej w zakr<span class="_ _0"></span>esie HR</div><div class="t m0 x37 h8 y670 ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ws9">rozwinąć kompe<span class="_ _0"></span>tencje k<span class="_ _0"></span>luczowe dla realizacji s<span class="_ _0"></span>tr<span class="_ _0"></span>at<span class="_ _0"></span>egii,</span></span></div><div class="t m0 x37 h8 y671 ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ws9">skutecznie przy<span class="_ _0"></span>ciągać i utrzymać klu<span class="_ _0"></span>czowych praco<span class="_ _0"></span>wników<span class="_ _0"></span>,</span></span></div><div class="t m0 x37 h8 y672 ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ws9">rozwijać i promować kul<span class="_ _0"></span>tur<span class="_ _0"></span>ę organizacy<span class="_ _0"></span>jną zorient<span class="_ _0"></span>owaną na klienta<span class="_ _1"></span>,</span></span></div><div class="t m0 x37 h8 y673 ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ws9">budować odpowiedzialność z<span class="_ _0"></span>a deklaracje w<span class="_ _0"></span>ewnętrzne i zewnęt<span class="_ _0"></span>rzne,</span></span></div><div class="t m0 x37 h8 y674 ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 wsb6">sprawnie wymieniać się inf<span class="_ _0"></span>or<span class="_ _0"></span>macją i wiedzą wewnąt<span class="_ _0"></span>rz Grupy<span class="_ _1"></span>.</span></span></div><div class="t m0 x11 h24 y675 ff6 fs13 fc1 sc0 ls0 wsbc">Z<span class="_ _0"></span>obowiązania wy<span class="_ _0"></span>nikające ze s<span class="_ _1"></span>trat<span class="_ _1"></span>egii CSR na lata 2019-23</div><div class="t m0 x11 h8 y676 ff7 fs5 fc4 sc0 ls0 ws0">W wy<span class="_ _0"></span>miarze UCZENIA SIĘ I R<span class="_ _0"></span>OZWOJU Grupa Apa<span class="_ _0"></span>tor podj<span class="_ _0"></span>ęła się nas<span class="_ _0"></span>tępujący<span class="_ _0"></span>ch zobowiąz<span class="_ _0"></span>ań:</div><div class="t m0 x37 h8 y677 ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4">Bliżej pracownika - inwes<span class="_ _0"></span>tujem<span class="_ _0"></span>y w ludzi,<span class="_ _1"></span> rozwój ich k<span class="_ _1"></span>ompetencji i środowisk<span class="_ _1"></span>o <span class="_ _2"></span>prac<span class="_ _0"></span>y poprzez:</span></span></div><div class="t m0 xbd h8 y678 ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ff11">–<span class="_ _3b"> </span><span class="ff6 fc4 ws11">doskonalenie r<span class="_ _0"></span>elacji z praco<span class="_ _0"></span>wnikami,</span></span></div><div class="t m0 xbd h8 y679 ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ff11">–<span class="_ _3b"> </span><span class="ff6 fc4 ws9">zapewnienie bezpieczeństw<span class="_ _0"></span>a i higieny pracy<span class="_ _1"></span>.</span></span></div><div class="t m0 x37 h8 y67a ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ws9">Doskonalimy kul<span class="_ _0"></span>tur<span class="_ _0"></span>ę organizacy<span class="_ _0"></span>jną i k<span class="_ _0"></span>omunikację or<span class="_ _0"></span>az dbamy o dobry wizerunek mark<span class="_ _0"></span>i Apat<span class="_ _0"></span>or<span class="_ _1"></span>,<span class="_ _1"></span> poprzez:</span></span></div><div class="t m0 xbd h8 y67b ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ff11">–<span class="_ _3b"> </span><span class="ff6 fc4 ws14b">wdrażanie nowych narzędzi IT wspiera<span class="_ _0"></span>jących cy<span class="_ _0"></span>fryzacj<span class="_ _0"></span>ę procesów biznesowy<span class="_ _0"></span>ch,<span class="_ _1"></span> współpracę w spółkach i Grupie <span class="_ _0"></span>Apat<span class="_ _0"></span>or </span></span></div><div class="t m0 x45 h8 y67c ff6 fs5 fc4 sc0 ls0 ws9">oraz bezpieczeńs<span class="_ _0"></span>two inf<span class="_ _0"></span>or<span class="_ _0"></span>macji,</div><div class="t m0 xbd h8 y67d ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ff11">–<span class="_ _3b"> </span><span class="ff6 fc4 ws9">doskonalenie k<span class="_ _1"></span>omuni<span class="_ _2"></span>kacji.</span></span></div><div class="t m0 x11 h8 y67e ff7 fs5 fc4 sc0 ls0 ws7">Rozwó<span class="_ _0"></span>j k<span class="_ _0"></span>ompetencji w Grupie Apat<span class="_ _0"></span>or</div><div class="t m0 x11 h8 y67f ff6 fs5 fc4 sc0 ls0 ws134">Wdr<span class="_ _0"></span>ożon<span class="_ _0"></span>y w spółkach Grup<span class="_ _0"></span>y Apat<span class="_ _0"></span>or model k<span class="_ _0"></span>ompet<span class="_ _0"></span>encji stanowi spój<span class="_ _0"></span>ny sy<span class="_ _0"></span>st<span class="_ _0"></span>em opisujący zes<span class="_ _0"></span>taw wszys<span class="_ _0"></span>t<span class="_ _0"></span>kich k<span class="_ _0"></span>ompet<span class="_ _0"></span>encji wy<span class="ws0">-</span></div><div class="t m0 x11 h8 y680 ff6 fs5 fc4 sc0 ls0 ws12b">maganych w or<span class="_ _0"></span>ganizacji na różnych s<span class="_ _1"></span>tanowiskach wraz z oczek<span class="_ _0"></span>iwanym poziomem ich spełniania<span class="_ _1"></span>,<span class="_ _1"></span> pozwalający pracownik<span class="_ _1"></span>om <span class="_ _72"></span> <span class="_ _34"></span><span class="ws0"> </span></div><div class="t m0 x11 h8 y681 ff6 fs5 fc4 sc0 ls0 ws184">na skut<span class="_ _0"></span>eczne wyk<span class="_ _0"></span>onyw<span class="_ _0"></span>anie zadań na ich stanowisk<span class="_ _0"></span>ach pracy<span class="_ _1"></span>.<span class="_ _0"></span> Odnosi się on do wiedzy<span class="_ _1"></span>,<span class="_ _0"></span> umiejętnoś<span class="_ _0"></span>ci oraz cech osobo<span class="_ _0"></span>wościo<span class="ws0">-</span></div><div class="t m0 x11 h8 y682 ff6 fs5 fc4 sc0 ls0 ws9">wych.<span class="_ _1"></span> Model kompet<span class="_ _0"></span>encji stanowi pod<span class="_ _0"></span>staw<span class="_ _0"></span>ę procesów k<span class="_ _0"></span>adrowy<span class="_ _0"></span>ch.<span class="_ _0"></span> </div><div class="t m0 x11 h8 y683 ff6 fs5 fc4 sc0 ls0 ws9">Model k<span class="_ _0"></span>ompetencji s<span class="_ _0"></span>tanowi pods<span class="_ _0"></span>tawę pr<span class="_ _0"></span>ocesów kadr<span class="_ _0"></span>owych:</div><div class="t m0 x37 h8 y684 ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ws9">rekrutacji i sel<span class="_ _0"></span>ekcji k<span class="_ _0"></span>andyda<span class="_ _0"></span>tów d<span class="_ _0"></span>o pracy<span class="_ _1"></span>,</span></span></div><div class="t m0 x37 h8 y685 ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ws9">tworzenia sys<span class="_ _0"></span>t<span class="_ _0"></span>emu ocen pracowniczy<span class="_ _0"></span>ch,</span></span></div><div class="t m0 x37 h8 y686 ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ws9">analiz<span class="_ _2"></span>y potrz<span class="_ _0"></span>eb szkol<span class="_ _0"></span>eniowych,</span></span></div><div class="t m0 x37 h8 y687 ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ws9">oceny efekt<span class="_ _1"></span>ów przeprowadzony<span class="_ _0"></span>ch szk<span class="_ _0"></span>oleń,</span></span></div><div class="t m0 x37 h8 y688 ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ws9">kształtow<span class="_ _0"></span>ania ścieżek kariery zawod<span class="_ _0"></span>owej,</span></span></div><div class="t m0 x37 h8 y689 ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ws9">podejmowania decyzji w zakr<span class="_ _0"></span>esie zmian kadro<span class="_ _0"></span>wych w spółkach.</span></span></div><div class="t m0 x11 h8 y68a ff6 fs5 fc4 sc0 ls0 ws118">Każdemu s<span class="_ _0"></span>tanowisku przypisano pro<span class="_ _0"></span>fil kompet<span class="_ _1"></span>encyjny<span class="_ _1"></span>,<span class="_ _0"></span> czyli zest<span class="_ _0"></span>awy k<span class="_ _0"></span>ompetencji wr<span class="_ _0"></span>az z okr<span class="_ _0"></span>eślonymi poziomami spełnienia wy<span class="ws0">-</span></div><div class="t m0 x11 h8 y68b ff6 fs5 fc4 sc0 ls0 wsa8">maganymi na k<span class="_ _0"></span>onkretn<span class="_ _0"></span>ych s<span class="_ _0"></span>tanowisk<span class="_ _0"></span>ach,<span class="_ _1"></span> dzięki czemu pracownicy d<span class="_ _0"></span>okładnie wiedzą<span class="_ _1"></span>,<span class="_ _1"></span> jakie są w st<span class="_ _1"></span>osunku do nich oczekiwania<span class="_ _1"></span>. </div><div class="t m0 x11 h8 y68c ff6 fs5 fc4 sc0 ls0 ws185">Macierz kompet<span class="_ _1"></span>encji zawiera także wsk<span class="_ _0"></span>aźniki i miernik<span class="_ _0"></span>i pozwalające ocenić poziom i pos<span class="_ _0"></span>tęp w z<span class="_ _0"></span>dobywaniu danej k<span class="_ _0"></span>ompet<span class="_ _0"></span>encji.<span class="_ _0"></span> </div><div class="t m0 x11 h8 y68d ff6 fs5 fc4 sc0 ls0 ws9">Poziom<span class="_ _0"></span>y kompet<span class="_ _1"></span>encj<span class="_ _2"></span>i są pods<span class="_ _0"></span>tawą przepr<span class="_ _0"></span>owadzan<span class="_ _0"></span>ych coroczn<span class="_ _0"></span>ych ocen pr<span class="_ _0"></span>acownikó<span class="_ _0"></span>w.</div><div class="t m0 x11 h8 y68e ff6 fs5 fc4 sc0 ls0 ws12d">Kluczowe k<span class="_ _0"></span>ompet<span class="_ _0"></span>encje pracownik<span class="_ _0"></span>ów w Grupie <span class="_ _0"></span>Apat<span class="_ _0"></span>or oparte są na czt<span class="_ _0"></span>erech w<span class="_ _0"></span>artościach fir<span class="_ _1"></span>mowych.<span class="_ _0"></span> One z kol<span class="_ _0"></span>ei zost<span class="_ _0"></span>ały prze<span class="ws0">-</span></div><div class="t m0 x11 h8 y68f ff6 fs5 fc4 sc0 ls0 ws9">niesione na zest<span class="_ _0"></span>aw kompet<span class="_ _1"></span>encj<span class="_ _2"></span>i menedżersk<span class="_ _0"></span>ich i funkc<span class="_ _0"></span>yjn<span class="_ _0"></span>ych.<span class="_ _1"></span> </div><div class="t m2 x10f hc y61d ff8 fs9 fc0 sc0 ls70 ws0">SOCIAL - Obszar społeczn<span class="_ _0"></span>y</div></div><div class="pi" ></div></div><div id="pf30" class="pf w0 h0" ><div class="pc pc30 w0 h0"><img class="bi x0 y690 w4 h5b" alt="" src="data:image/png;base64,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"/><div class="t m0 x7f ha y32 ff6 fs7 fc3 sc0 lsa4 ws95">48</div><div class="t m0 x26 h5c y691 ff25 fs31 fc13 sc0 ls0 ws0">1</div><div class="t m0 x114 h5c y692 ff25 fs31 fc13 sc0 ls0 ws0">2</div><div class="t m0 xd1 h5c y693 ff25 fs31 fc13 sc0 ls0 ws0">3</div><div class="t m0 x114 h5c y694 ff25 fs31 fc13 sc0 ls0 ws0">4</div><div class="t m0 x115 h8 y695 ff6 fs5 fc14 sc0 ls4d ws186">Świadomoś<span class="_ _0"></span>ć celów biznesowy<span class="_ _0"></span>ch i zaangażowanie <span class="_ _39"></span><span class="ls0 ws0"> </span></div><div class="t m0 x115 h8 y696 ff6 fs5 fc14 sc0 ls4d ws187">w ich realizacj<span class="_ _0"></span>ę,<span class="_ _1"></span> nastawienie na o<span class="_ _0"></span>siąganie i wzros<span class="_ _0"></span>t </div><div class="t m0 x115 h8 y697 ff6 fs5 fc14 sc0 ls4d wse3">wynikó<span class="_ _0"></span>w firm<span class="_ _0"></span>y<span class="_ _0"></span>,<span class="_ _1"></span> szacunek do powierzonego k<span class="_ _0"></span>apitału,<span class="_ _0"></span> </div><div class="t m0 x115 h8 y698 ff6 fs5 fc14 sc0 ls4d ws135">dbałość o narzędzia i miejsce pracy<span class="_ _1"></span>,<span class="_ _0"></span> uczciwoś<span class="_ _0"></span>ć i sza<span class="ls0 ws0">-</span></div><div class="t m0 x115 h8 y699 ff6 fs5 fc14 sc0 ls4d ws188">cunek w relacjach z inny<span class="_ _0"></span>mi,<span class="_ _1"></span> dotrzymyw<span class="_ _0"></span>anie słowa </div><div class="t m0 x115 h8 y69a ff6 fs5 fc14 sc0 ls4d ws189">danego klientom i ws<span class="_ _0"></span>półpracownik<span class="_ _0"></span>om,<span class="_ _1"></span> rzetelność <span class="_ _b7"></span><span class="ls0 ws0"> </span></div><div class="t m0 x115 h8 y69b ff6 fs5 fc14 sc0 ls4d ws18a">i zaangażowanie w realizacji zadań i obowią<span class="_ _0"></span>zków </div><div class="t m0 x115 h8 y69c ff6 fs5 fc14 sc0 ls4d ws18b">służbowych,<span class="_ _1"></span> dbałość o jak<span class="_ _1"></span>ość i ter<span class="_ _0"></span>minowość r<span class="_ _0"></span>ealizo<span class="ls0 ws0">-</span></div><div class="t m0 x115 h8 y69d ff6 fs5 fc14 sc0 ls4d ws4b">wany<span class="_ _0"></span>ch zadań,<span class="_ _1"></span>  dostar<span class="_ _0"></span>czanie produkt<span class="_ _1"></span>ów w i<span class="_ _2"></span>loś<span class="_ _0"></span>ci,<span class="_ _1"></span> jako<span class="ls0 ws0">-</span></div><div class="t m0 x115 h8 y69e ff6 fs5 fc14 sc0 ls4d ws131">ści i czasie wymagan<span class="_ _0"></span>ym przez klienta<span class="_ _1"></span>,<span class="_ _1"></span> <span class="_ _2"></span>przes<span class="_ _0"></span>trzeganie </div><div class="t m0 x115 h8 y69f ff6 fs5 fc14 sc0 ls4d ws0">zasad i procedur<span class="_ _f"></span>.</div><div class="t m0 x115 h8 y6a0 ff6 fs5 fc14 sc0 ls4d wsea">Got<span class="_ _0"></span>owość d<span class="_ _0"></span>o podejmowania wyzwań,<span class="_ _1"></span> akt<span class="_ _0"></span>ywne po<span class="ls0 ws0">-</span></div><div class="t m0 x115 h8 y6a1 ff6 fs5 fc14 sc0 ls4d ws18c">szukiwanie nowy<span class="_ _0"></span>ch rynk<span class="_ _0"></span>ów,<span class="_ _1"></span> rozwiąz<span class="_ _0"></span>ań,<span class="_ _1"></span> produkt<span class="_ _0"></span>ów </div><div class="t m0 x115 h8 y6a2 ff6 fs5 fc14 sc0 ls4d ws13f">lub usprawnień,<span class="_ _1"></span> śledzenie tr<span class="_ _0"></span>endów rynk<span class="_ _0"></span>owych i tech<span class="ls0 ws0">-</span></div><div class="t m0 x115 h8 y6a3 ff6 fs5 fc14 sc0 ls4d ws13d">nologiczny<span class="_ _0"></span>ch,<span class="_ _1"></span> stałe poszuk<span class="_ _0"></span>iwanie unikalny<span class="_ _0"></span>ch rozwią<span class="ls0 ws0">-</span></div><div class="t m0 x115 h8 y6a4 ff6 fs5 fc14 sc0 ls4d ws122">zań budujących przewagi k<span class="_ _1"></span>onkurencyjne organizacji <span class="_ _34"></span><span class="ls0 ws0"> </span></div><div class="t m0 x115 h8 y6a5 ff6 fs5 fc14 sc0 ls4d ws14a">i rozwija<span class="_ _0"></span>jących biznes,<span class="_ _1"></span> wdr<span class="_ _0"></span>ażanie przełomowych in<span class="ls0 ws0">-</span></div><div class="t m0 x115 h8 y6a6 ff6 fs5 fc14 sc0 ls4d ws172">nowacji,<span class="_ _1"></span> dbałość o efek<span class="_ _0"></span>tywnoś<span class="_ _0"></span>ć i opłacalność działań,<span class="_ _0"></span> </div><div class="t m0 x115 h8 y6a7 ff6 fs5 fc14 sc0 ls4d ws12d">efekt<span class="_ _0"></span>ywne zarz<span class="_ _0"></span>ądzanie zasobami,<span class="_ _1"></span> proakt<span class="_ _0"></span>ywna post<span class="_ _0"></span>a<span class="ls0 ws0">-</span></div><div class="t m0 x115 h8 y6a8 ff6 fs5 fc14 sc0 ls4d ws135">wa<span class="_ _1"></span>,<span class="_ _0"></span> krea<span class="_ _0"></span>tywno<span class="_ _0"></span>ść i odwaga<span class="_ _1"></span>,<span class="_ _1"></span> wychodzenie poza sche<span class="ls0 ws0">-</span></div><div class="t m0 x115 h8 y6a9 ff6 fs5 fc14 sc0 ls4d ws131">maty<span class="_ _1"></span>,<span class="_ _1"></span> przekładanie koncepcji na k<span class="_ _0"></span>onkret<span class="_ _0"></span>ne rozwiąz<span class="_ _0"></span>a<span class="ls0 ws0">-</span></div><div class="t m0 x115 h8 y6aa ff6 fs5 fc14 sc0 ls4d ws133">nia i plany działania<span class="_ _1"></span>,<span class="_ _0"></span> akt<span class="_ _0"></span>ualizacja i rozwój wiedzy or<span class="_ _0"></span>az </div><div class="t m0 x115 h8 y6ab ff6 fs5 fc14 sc0 ls4d ws18d">kompet<span class="_ _1"></span>encji<span class="_ _2"></span>,<span class="_ _1"></span> chęć uczenia się,<span class="_ _1"></span> ciekawość i szer<span class="_ _0"></span>okie </div><div class="t m0 x115 h8 y6ac ff6 fs5 fc14 sc0 ls4d ws11">spojrzenie na biznes i r<span class="_ _0"></span>elacje międzyludzk<span class="_ _0"></span>ie.</div><div class="t m0 x108 h8 y6ad ff6 fs5 fc14 sc0 ls4d ws18e">Otwart<span class="_ _0"></span>ość na zachodzące zmian<span class="_ _0"></span>y<span class="_ _0"></span>,<span class="_ _1"></span> umiejętność int<span class="_ _1"></span>e<span class="ls0 ws0">-</span></div><div class="t m0 x108 h8 y6ae ff6 fs5 fc14 sc0 ls4d wsf4">ligentnego i spr<span class="_ _0"></span>awnego d<span class="_ _0"></span>ost<span class="_ _1"></span>osowania naszych dzia<span class="ls0 ws0">-</span></div><div class="t m0 x108 h8 y6af ff6 fs5 fc14 sc0 ls4d ws18f">łań do potrzeb klient<span class="_ _0"></span>a<span class="_ _1"></span>,<span class="_ _0"></span> rynku i organizacji,<span class="_ _1"></span> aktywne </div><div class="t m0 x108 h8 y6b0 ff6 fs5 fc14 sc0 ls4d ws148">wdraż<span class="_ _0"></span>anie i komunik<span class="_ _0"></span>owanie zmian,<span class="_ _1"></span> przewidywanie </div><div class="t m0 x108 h8 y6b1 ff6 fs5 fc14 sc0 ls4d ws168">skut<span class="_ _0"></span>k<span class="_ _0"></span>ów oraz ocen<span class="_ _0"></span>y podjęty<span class="_ _0"></span>ch lub planowanych dzia<span class="ls0 ws0">-</span></div><div class="t m0 x108 h8 y6b2 ff6 fs5 fc14 sc0 ls4d ws128">łań,<span class="_ _1"></span> elasty<span class="_ _0"></span>czność działania z uwzględnieniem cel<span class="_ _0"></span>ów </div><div class="t m0 x108 h8 y6b3 ff6 fs5 fc14 sc0 ls4d wsb3">finansowych,<span class="_ _1"></span> ef<span class="_ _0"></span>ektywno<span class="_ _0"></span>ściowych  i w<span class="_ _0"></span>arunków funk<span class="_ _1"></span><span class="ls0 ws0">-</span></div><div class="t m0 x108 h8 y6b4 ff6 fs5 fc14 sc0 ls4d ws1a">cjonowania organizacji,<span class="_ _1"></span> umiejętnoś<span class="_ _0"></span>ć argument<span class="_ _0"></span>owania </div><div class="t m0 x108 h8 y6b5 ff6 fs5 fc14 sc0 ls4d ws9">i budowania ak<span class="_ _0"></span>ceptacji dla zmian.</div><div class="t m0 x108 h8 y6b6 ff6 fs5 fc14 sc0 ls4d ws190">Otwart<span class="_ _0"></span>ość na potrzeb<span class="_ _0"></span>y klienta zewnęt<span class="_ _0"></span>rznego i we<span class="ls0 ws0">-</span></div><div class="t m0 x108 h8 y6b7 ff6 fs5 fc14 sc0 ls4d ws170">wnętrznego,<span class="_ _1"></span> budow<span class="_ _0"></span>anie relacji opartych na zau<span class="_ _0"></span>f<span class="_ _0"></span>aniu<span class="_ _2"></span> </div><div class="t m0 x108 h8 y6b8 ff6 fs5 fc14 sc0 ls4d ws128">i szacunku,<span class="_ _1"></span> wspier<span class="_ _0"></span>anie innych,<span class="_ _1"></span> partner<span class="_ _0"></span>skie podejście </div><div class="t m0 x108 h8 y6b9 ff6 fs5 fc14 sc0 ls4d ws135">do relacji z <span class="_ _0"></span>innymi,<span class="_ _1"></span> otw<span class="_ _0"></span>artość na <span class="_ _0"></span>inne punkty <span class="_ _0"></span>widze<span class="ls0 ws0">-</span></div><div class="t m0 x108 h8 y6ba ff6 fs5 fc14 sc0 ls4d wsa7">nia<span class="_ _1"></span>,<span class="_ _0"></span> umiejętnoś<span class="_ _0"></span>ć pracy w zespol<span class="_ _0"></span>e i współdziałania dla </div><div class="t m0 x108 h8 y6bb ff6 fs5 fc14 sc0 ls4d ws172">realizacji celów or<span class="_ _0"></span>ganizacji,<span class="_ _1"></span> gotow<span class="_ _0"></span>ość do k<span class="_ _0"></span>ompromis<span class="_ _0"></span>u,<span class="_ _0"></span> </div><div class="t m0 x108 h8 y6bc ff6 fs5 fc14 sc0 ls4d ws191">umiejętność k<span class="_ _1"></span>omunikacji i otwartoś<span class="_ _0"></span>ć na infor<span class="_ _0"></span>macje </div><div class="t m0 x108 h8 y6bd ff6 fs5 fc14 sc0 ls4d ws128">zwro<span class="_ _0"></span>tne,<span class="_ _1"></span> przełamywanie barier i <span class="_ _1"></span>„<span class="_ _2"></span>silosó<span class="_ _0"></span>w”,<span class="_ _1"></span> dzielenie<span class="_ _2"></span> </div><div class="t m0 x108 h8 y6be ff6 fs5 fc14 sc0 ls4d ws192">się wiedzą<span class="_ _1"></span>,<span class="_ _1"></span> kultura o<span class="_ _0"></span>sobist<span class="_ _0"></span>a  i empatia <span class="_ _0"></span>w relacjach <span class="_ _34"></span><span class="ls0 ws0"> </span></div><div class="t m0 x108 h8 y6bf ff6 fs5 fc14 sc0 ls4d ws9">z innymi,<span class="_ _1"></span> budowanie <span class="_ _1"></span>„ducha zespołu”<span class="_ _37"></span>.</div><div class="t m0 x116 h56 y6c0 ff7 fs30 fc1 sc0 lsa9 ws193">ODPOWIEDZIALNOŚĆ</div><div class="t m0 x116 h56 y6c1 ff7 fs30 fc15 sc0 ls50 ws146">ROZW<span class="_ _2"></span>ÓJ</div><div class="t m0 x117 h56 y6c2 ff7 fs30 fc16 sc0 lsa9 ws193">ZWINNOŚĆ</div><div class="t m0 xa6 h56 y6c3 ff7 fs30 fc17 sc0 lsa9 ws193">WSPÓŁPRACA</div><div class="t m0 x11 h16 yd6 ff6 fsf fc1 sc0 ls0 ws80">Kluczowe k<span class="_ _1"></span>ompetencj<span class="_ _0"></span>e opart<span class="_ _0"></span>e na warto<span class="_ _0"></span>ściach Grup<span class="_ _0"></span>y Apa<span class="_ _0"></span>t<span class="_ _0"></span>or</div><div class="t m0 x11 h8 y6c4 ff7 fs5 fc4 sc0 ls0 ws1b">Sys<span class="_ _0"></span>tem wyna<span class="_ _0"></span>grad<span class="_ _0"></span>zania</div><div class="t m0 x11 h8 y6c5 ff6 fs5 fc4 sc0 ls0 ws143">Zg<span class="_ _0"></span>odnie z wdr<span class="_ _0"></span>ożoną w spółk<span class="_ _0"></span>ach Grupy <span class="_ _0"></span>Apat<span class="_ _0"></span>or Po<span class="_ _0"></span>lityk<span class="_ _0"></span>ą personalną s<span class="_ _0"></span>yst<span class="_ _1"></span>em wynagradzania pr<span class="_ _0"></span>acownikó<span class="_ _0"></span>w na poszczególn<span class="_ _0"></span>ych </div><div class="t m0 x11 h8 y6c6 ff6 fs5 fc4 sc0 ls0 ws149">st<span class="_ _0"></span>anowiskach kształt<span class="_ _1"></span>owany jes<span class="_ _0"></span>t w oparciu o benchmarki rynk<span class="_ _1"></span>owe (taryfikat<span class="_ _0"></span>or płacowy oparty na medianie rynkowej) i ściśl<span class="_ _0"></span>e </div><div class="t m0 x11 h8 y6c7 ff6 fs5 fc4 sc0 ls0 ws14e">powiązany z z<span class="_ _0"></span>adaniami,<span class="_ _1"></span> zaang<span class="_ _2"></span>ażowaniem,<span class="_ _1"></span> wynikami osiągany<span class="_ _0"></span>mi przez pracownika or<span class="_ _0"></span>az jeg<span class="_ _0"></span>o st<span class="_ _0"></span>ażem pracy<span class="_ _1"></span>.<span class="_ _0"></span> Spółki dbają o przej<span class="ws0">-</span></div><div class="t m0 x11 h8 y6c8 ff6 fs5 fc4 sc0 ls0 ws7">rzyst<span class="_ _1"></span>ość tego procesu.<span class="_ _1"></span> </div><div class="t m0 x11 h8 y6c9 ff6 fs5 fc4 sc0 ls0 ws180">Pods<span class="_ _0"></span>tawą polit<span class="_ _0"></span>yki wy<span class="_ _0"></span>nagrodzeń <span class="_ _0"></span>jest w<span class="_ _0"></span>drożona mat<span class="_ _0"></span>ryca k<span class="_ _1"></span>ompetencji z mapą stanowisk i jasno okr<span class="_ _0"></span>eślon<span class="_ _0"></span>ymi kryt<span class="_ _0"></span>eriami oceny<span class="_ _1"></span>,<span class="_ _0"></span> </div><div class="t m0 x11 h8 y6ca ff6 fs5 fc4 sc0 ls0 ws11">awansów i wy<span class="_ _0"></span>nagrodzeń pr<span class="_ _0"></span>acownik<span class="_ _0"></span>ów<span class="_ _0"></span>.<span class="_ _0"></span> T<span class="_ _f"></span>e narzędzia minimalizują ryzyka ewent<span class="_ _0"></span>ualny<span class="_ _0"></span>ch nierów<span class="_ _0"></span>ności.<span class="_ _1"></span> Syst<span class="_ _0"></span>em premiow<span class="_ _0"></span>ania uza<span class="ws0">-</span></div><div class="t m0 x11 h8 y6cb ff6 fs5 fc4 sc0 ls0 ws9">leżniony <span class="_ _0"></span>jes<span class="_ _0"></span>t natomia<span class="_ _0"></span>st od s<span class="_ _0"></span>t<span class="_ _0"></span>opnia realizacji wyznaczony<span class="_ _0"></span>ch celów<span class="_ _1"></span>. </div><div class="t m2 x5a hc y61d ff8 fs9 fc0 sc0 ls70 ws0">SOCIAL - Obszar społeczn<span class="_ _0"></span>y</div></div><div class="pi" ></div></div><div id="pf31" class="pf w0 h0" ><div class="pc pc31 w0 h0"><img class="bi xb5 y86 w9 h49" alt="" src="data:image/png;base64,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"/><div class="t m0 xb6 ha y32 ff6 fs7 fc3 sc0 lsaa ws194">49</div><div class="t m0 x11 h8 y278 ff7 fs5 fc4 sc0 ls0 ws9">Szk<span class="_ _0"></span>olenia pr<span class="_ _0"></span>acownik<span class="_ _1"></span>ów</div><div class="t m0 x11 h8 y3cc ff6 fs5 fc4 sc0 ls0 wseb">T<span class="_ _1"></span>worzenie inspirującego miejsca d<span class="_ _0"></span>o rozwoju z<span class="_ _0"></span>awodowego or<span class="_ _0"></span>az środ<span class="_ _0"></span>owiska wyzwala<span class="_ _0"></span>jącego energię pr<span class="_ _0"></span>acownika wymaga us<span class="_ _0"></span>yst<span class="_ _1"></span>e<span class="ws0">-</span></div><div class="t m0 x11 h8 y3cd ff6 fs5 fc4 sc0 ls0 ws1c">maty<span class="_ _0"></span>zowanego podejścia do or<span class="_ _0"></span>ganizacji szko<span class="_ _0"></span>leń obejmującego proces planowania<span class="_ _1"></span>,<span class="_ _1"></span> wnioskowania i zasad<span class="_ _0"></span>y finansowania<span class="_ _1"></span>. Spółk<span class="_ _0"></span>i </div><div class="t m0 x11 h8 y3ce ff6 fs5 fc4 sc0 ls0 ws9">Grupy Apa<span class="_ _0"></span>t<span class="_ _0"></span>or opracowały i w<span class="_ _0"></span>drożyły własne procedury w z<span class="_ _0"></span>akresie or<span class="_ _0"></span>ganizacji szkol<span class="_ _0"></span>eń pracownik<span class="_ _0"></span>ów<span class="_ _0"></span>.</div><div class="t m0 x11 h8 y6cc ff6 fs5 fc4 sc0 ls0 ws11">Działanie spółek Grupy <span class="_ _0"></span>Apat<span class="_ _1"></span>or opiera się na wsparciu r<span class="_ _0"></span>ozwoju pr<span class="_ _0"></span>acownik<span class="_ _0"></span>ów na wielu polach,<span class="_ _1"></span> m.in.<span class="_ _0"></span> poprzez:</div><div class="t m0 x37 h8 y3d0 ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ws195">organizację szk<span class="_ _0"></span>oleń o charakt<span class="_ _1"></span>erze obligatoryjn<span class="_ _0"></span>ym,<span class="_ _1"></span> niezbędnych d<span class="_ _0"></span>o wyk<span class="_ _0"></span>onywania obowiązk<span class="_ _1"></span>ów zawodowych (szk<span class="_ _0"></span>olenie </span></span></div><div class="t m0 x1d h8 y3d1 ff6 fs5 fc4 sc0 ls0 ws9">wst<span class="_ _0"></span>ępne ora<span class="_ _0"></span>z okresowe),</div><div class="t m0 x37 h8 y3d2 ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ws9">organizację szk<span class="_ _0"></span>oleń specjalist<span class="_ _0"></span>yczn<span class="_ _0"></span>ych związan<span class="_ _0"></span>ych z poszerzaniem k<span class="_ _0"></span>ompet<span class="_ _0"></span>encji zawodowy<span class="_ _0"></span>ch pracow<span class="_ _0"></span>nika<span class="_ _1"></span>,</span></span></div><div class="t m0 x37 h8 y3d3 ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ws9">dofinansowanie do nauki <span class="_ _0"></span>język<span class="_ _0"></span>ów obcy<span class="_ _0"></span>ch,</span></span></div><div class="t m0 x37 h8 y3d4 ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 wsb6">szkolenia wspier<span class="_ _0"></span>ające k<span class="_ _0"></span>ompet<span class="_ _0"></span>encje miękkie,</span></span></div><div class="t m0 x37 h8 y482 ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ws9">dofinansowanie do nauki i s<span class="_ _0"></span>t<span class="_ _0"></span>udiów,</span></span></div><div class="t m0 x37 h8 y483 ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ws9">wsparcie w zakresie r<span class="_ _0"></span>ozwoju osobis<span class="_ _0"></span>t<span class="_ _0"></span>ego pracow<span class="_ _0"></span>nika<span class="_ _1"></span>.</span></span></div><div class="t m0 x11 h8 y3d7 ff6 fs5 fc4 sc0 ls0 ws196">Progr<span class="_ _0"></span>amy rozwoju pr<span class="_ _0"></span>acownik<span class="_ _0"></span>ów realizowane są w opar<span class="_ _0"></span>ciu o sporządzane w cyk<span class="_ _0"></span>lu roczny<span class="_ _0"></span>m Plany szk<span class="_ _0"></span>oleń,<span class="_ _1"></span> któr<span class="_ _0"></span>e są ściśle po<span class="ws0">-</span></div><div class="t m0 x11 h8 y3d8 ff6 fs5 fc4 sc0 ls0 ws170">wiązane z kierunk<span class="_ _0"></span>ami rozwoju i celami st<span class="_ _0"></span>ra<span class="_ _0"></span>tegii bizneso<span class="_ _0"></span>wej Grupy Apa<span class="_ _0"></span>t<span class="_ _0"></span>or oraz zapot<span class="_ _0"></span>rzebowaniem na określ<span class="_ _0"></span>one kompet<span class="_ _1"></span>encje </div><div class="t m0 x11 h8 y6cd ff6 fs5 fc4 sc0 ls0 ws197">w spółkach.<span class="_ _1"></span> Podczas coroczn<span class="_ _0"></span>ych rozmó<span class="_ _0"></span>w oceniający<span class="_ _0"></span>ch usta<span class="_ _0"></span>lane są potrzeby r<span class="_ _0"></span>ozwoju osobis<span class="_ _0"></span>t<span class="_ _0"></span>ego pracow<span class="_ _0"></span>nika oraz k<span class="_ _1"></span>onkretne </div><div class="t m0 x11 h8 y6ce ff6 fs5 fc4 sc0 ls0 ws13c">wymagania w zakresie k<span class="_ _1"></span>ompetencji twar<span class="_ _0"></span>dych i miękk<span class="_ _0"></span>ich dla danego st<span class="_ _0"></span>anowiska pracy<span class="_ _1"></span>.<span class="_ _0"></span> Zakres i budż<span class="_ _0"></span>et szkol<span class="_ _0"></span>eń uzależnion<span class="_ _0"></span>y jes<span class="_ _0"></span>t </div><div class="t m0 x11 h8 y6cf ff6 fs5 fc4 sc0 ls0 ws9">od możliwości i syt<span class="_ _0"></span>uacji finansowej danej spółki.</div><div class="t m0 x11 h8 y3dc ff7 fs5 fc4 sc0 ls0 ws0">Onboarding</div><div class="t m0 x11 h8 y6d0 ff6 fs5 fc4 sc0 ls0 wsa9">Jednym z z<span class="_ _0"></span>adań procesu zarządz<span class="_ _0"></span>ania zasobami ludzkimi <span class="_ _0"></span>jes<span class="_ _0"></span>t prawidłowa adapt<span class="_ _0"></span>acja pracownika na s<span class="_ _0"></span>tanowisku prac<span class="_ _0"></span>y<span class="_ _1"></span>. Pierwsze </div><div class="t m0 x11 h8 y6d1 ff6 fs5 fc4 sc0 ls0 wsa8">krok<span class="_ _0"></span>i nowego pracownik<span class="_ _0"></span>a w firmie,<span class="_ _1"></span> dobr<span class="_ _0"></span>e wprow<span class="_ _0"></span>adzenie go w nowe obowiązk<span class="_ _0"></span>i i zapoznanie z kult<span class="_ _0"></span>urą or<span class="_ _0"></span>ganizacy<span class="_ _0"></span>jną<span class="_ _1"></span>,<span class="_ _0"></span> pozwalają </div><div class="t m0 x11 h8 y3df ff6 fs5 fc4 sc0 ls0 ws17e">nie t<span class="_ _0"></span>ylk<span class="_ _0"></span>o zbudow<span class="_ _0"></span>ać pozytywn<span class="_ _0"></span>y obra<span class="_ _0"></span>z spółki,<span class="_ _1"></span> ale przede <span class="_ _0"></span>wszyst<span class="_ _0"></span>kim przekłada<span class="_ _0"></span>ją się na większe <span class="_ _0"></span>zaangażowanie i mot<span class="_ _0"></span>ywację no<span class="ws0">-</span></div><div class="t m0 x11 h8 y3e0 ff6 fs5 fc4 sc0 ls0 wsb6">wego pracow<span class="_ _0"></span>nika w wyk<span class="_ _0"></span>onywane zadania<span class="_ _1"></span>.</div><div class="t m0 x11 h8 y6d2 ff6 fs5 fc4 sc0 ls0 wsa9">Progr<span class="_ _0"></span>amy adaptacji praco<span class="_ _0"></span>wników s<span class="_ _0"></span>kierow<span class="_ _0"></span>ane są do osób nowo za<span class="_ _0"></span>trudnion<span class="_ _0"></span>ych,<span class="_ _1"></span> zmieniający<span class="_ _0"></span>ch st<span class="_ _0"></span>anowisko pr<span class="_ _0"></span>acy oraz pow<span class="_ _0"></span>raca<span class="ws0">-</span></div><div class="t m0 x11 h8 y3e2 ff6 fs5 fc4 sc0 ls0 ws173">jących do pr<span class="_ _0"></span>acy po dłuższ<span class="_ _0"></span>ej przerwie trwa<span class="_ _0"></span>jącej minimum sześć miesięcy<span class="_ _1"></span>.<span class="_ _0"></span> Każda <span class="_ _0"></span>ze spółek Grup<span class="_ _0"></span>y realizuje <span class="_ _0"></span>je według <span class="_ _0"></span>własny<span class="_ _0"></span>ch </div><div class="t m0 x11 h8 y3e3 ff6 fs5 fc4 sc0 ls0 ws9">zasad,<span class="_ _1"></span> dost<span class="_ _1"></span>osowując działania do specyfiki i potrz<span class="_ _0"></span>eb danej firmy<span class="_ _1"></span>.</div><div class="t m0 x11 h8 y6d3 ff6 fs5 fc4 sc0 ls0 ws4">W zal<span class="_ _0"></span>eżności od rodza<span class="_ _0"></span>ju st<span class="_ _0"></span>anowisk pracownic<span class="_ _0"></span>y przechodzą kilkuetapowy pr<span class="_ _0"></span>oces onboardingu,<span class="_ _1"></span> któr<span class="_ _0"></span>ego celem j<span class="_ _0"></span>est w<span class="_ _0"></span>prowadze<span class="ws0">-</span></div><div class="t m0 x11 h8 y6d4 ff6 fs5 fc4 sc0 ls0 ws198">nie pracownika <span class="_ _0"></span>w kluczowe zagadnienia do<span class="_ _0"></span>ty<span class="_ _0"></span>czące funk<span class="_ _0"></span>cjonowania w organizacji or<span class="_ _0"></span>az na danym s<span class="_ _0"></span>tanowisku prac<span class="_ _0"></span>y<span class="_ _1"></span>. <span class="_ _0"></span>Wew<span class="_ _0"></span>nętrzne </div><div class="t m0 x11 h8 y6d5 ff6 fs5 fc4 sc0 ls0 ws182">zasady onboar<span class="_ _0"></span>dingowe w spółkach okr<span class="_ _0"></span>eślają obowiąz<span class="_ _0"></span>ki,<span class="_ _1"></span> odpowiedzialności oraz upr<span class="_ _0"></span>awnienia osó<span class="_ _0"></span>b w organizacji (działy HR,<span class="_ _0"></span> </div><div class="t m0 x11 h8 y6d6 ff6 fs5 fc4 sc0 ls0 wsab">bezpośrednich przeło<span class="_ _0"></span>żony<span class="_ _0"></span>ch oraz <span class="_ _0"></span>tr<span class="_ _0"></span>enerów wew<span class="_ _0"></span>nętrzn<span class="_ _0"></span>ych).<span class="_ _1"></span> Każdy nowo za<span class="_ _0"></span>trudnion<span class="_ _0"></span>y praco<span class="_ _0"></span>wnik przechodzi wieloetapowy <span class="_ _0"></span>cykl </div><div class="t m0 x11 h8 y6d7 ff6 fs5 fc4 sc0 ls0 wsb9">spot<span class="_ _0"></span>kań,<span class="_ _1"></span> podczas kt<span class="_ _0"></span>órych ot<span class="_ _0"></span>rzymuje pełen zakr<span class="_ _0"></span>es infor<span class="_ _0"></span>macji o spółce,<span class="_ _1"></span> zost<span class="_ _0"></span>aje opr<span class="_ _0"></span>owadzon<span class="_ _0"></span>y i przedst<span class="_ _0"></span>awiony w wybr<span class="_ _0"></span>any<span class="_ _0"></span>ch dzia<span class="ws0">-</span></div><div class="t m0 x11 h8 y6d8 ff6 fs5 fc4 sc0 ls0 ws173">łach,<span class="_ _1"></span> z którymi będzie miał k<span class="_ _0"></span>ontak<span class="_ _0"></span>t,<span class="_ _1"></span> uczestniczy w obligat<span class="_ _0"></span>oryjn<span class="_ _0"></span>ych szk<span class="_ _1"></span>oleniach (oprócz szko<span class="_ _0"></span>leń BHP i stanowisk<span class="_ _0"></span>owych,<span class="_ _1"></span> takż<span class="_ _0"></span>e <span class="_ _72"></span><span class="ws0"> </span></div><div class="t m0 x11 h8 y6d9 ff6 fs5 fc4 sc0 ls0 ws9">w zakresie niezbędn<span class="_ _0"></span>ych s<span class="_ _0"></span>yst<span class="_ _1"></span>emów i procesów IT),<span class="_ _1"></span> otrzymuje t<span class="_ _0"></span>akże upominek powitaln<span class="_ _0"></span>y od firm<span class="_ _0"></span>y<span class="_ _1"></span>. </div><div class="t m0 x11 h8 y6da ff7 fs5 fc4 sc0 ls0 wsae">Świadczenia doda<span class="_ _0"></span>tk<span class="_ _1"></span>owe dla pracownik<span class="_ _1"></span>ów</div><div class="t m0 x11 h8 y6db ff6 fs5 fc4 sc0 ls0 ws173">Spółki Grupy <span class="_ _0"></span>Apat<span class="_ _0"></span>or<span class="_ _1"></span>,<span class="_ _1"></span> w zależności od specyfik<span class="_ _0"></span>i działania danej spółki i potrzeb j<span class="_ _0"></span>ej pracownik<span class="_ _0"></span>ów,<span class="_ _1"></span> of<span class="_ _0"></span>erują swoim praco<span class="_ _0"></span>wnikom </div><div class="t m0 x11 h8 y6dc ff6 fs5 fc4 sc0 ls0 ws7">szereg różnor<span class="_ _0"></span>odny<span class="_ _0"></span>ch świadczeń,<span class="_ _1"></span> w tym:</div><div class="t m0 x37 h8 y6dd ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ws12">świadczenia w ramach Zakładoweg<span class="_ _0"></span>o Funduszu Ś<span class="_ _0"></span>wiadczeń Socjalny<span class="_ _0"></span>ch (m.in.<span class="_ _0"></span> zapomogi i pożyczk<span class="_ _0"></span>i,<span class="_ _1"></span> dofinansowanie do wypo<span class="ws0">-</span></span></span></div><div class="t m0 x1d h8 y6de ff6 fs5 fc4 sc0 ls0 ws9">czynku,<span class="_ _1"></span> dodat<span class="_ _0"></span>kow<span class="_ _0"></span>e świadczenia z oka<span class="_ _0"></span>zji świąt i in.),</div><div class="t m0 x37 h8 y6df ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ws9">ubezpieczenie grupowe,</span></span></div><div class="t m0 x37 h8 y6e0 ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ws9">dopłaty do prywa<span class="_ _0"></span>tnej opieki med<span class="_ _0"></span>ycznej,</span></span></div><div class="t m0 x37 h8 y6e1 ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ws9">dofinansowania do kart<span class="_ _0"></span>y sport<span class="_ _0"></span>owej,</span></span></div><div class="t m0 x37 h8 y6e2 ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ws9">dofinansowanie do nauki,</span></span></div><div class="t m0 x37 h8 y6e3 ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ws9">dofinansowanie akt<span class="_ _0"></span>ywności sport<span class="_ _0"></span>owych pr<span class="_ _0"></span>acownik<span class="_ _0"></span>ów,</span></span></div><div class="t m0 x37 h8 y6e4 ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ws9">dost<span class="_ _0"></span>ęp do plat<span class="_ _0"></span>for<span class="_ _1"></span>my do nauki język<span class="_ _1"></span>ów obcych (Apat<span class="_ _0"></span>or SA or<span class="_ _0"></span>az Apat<span class="_ _1"></span>or Powogaz),</span></span></div><div class="t m0 x37 h8 y6e5 ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ws9">dost<span class="_ _0"></span>ęp do bibliot<span class="_ _0"></span>eki (Apat<span class="_ _1"></span>or Rector) or<span class="_ _0"></span>az bibliotek<span class="_ _0"></span>i cyf<span class="_ _0"></span>rowej (Apat<span class="_ _1"></span>or SA),</span></span></div><div class="t m0 x37 h8 y6e6 ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ws9">dofinansowanie dojazdó<span class="_ _0"></span>w pracownik<span class="_ _0"></span>ów do prac<span class="_ _0"></span>y (Apat<span class="_ _0"></span>or Powogaz),</span></span></div><div class="t m0 x37 h8 y6e7 ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4">dofinansowanie posiłk<span class="_ _0"></span>ów i ciepłych napojów (Apa<span class="_ _0"></span>t<span class="_ _0"></span>or Powogaz),</span></span></div><div class="t m0 x37 h8 y6e8 ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ws11">dofinansowanie do miejsc<span class="_ _0"></span>a parkingoweg<span class="_ _0"></span>o w centr<span class="_ _0"></span>um miast<span class="_ _0"></span>a (Apat<span class="_ _0"></span>or Rect<span class="_ _1"></span>or),</span></span></div><div class="t m0 x37 h8 y6e9 ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ws9">50% koszt<span class="_ _0"></span>ów uzyskania przychod<span class="_ _0"></span>ów z ty<span class="_ _0"></span>tułu k<span class="_ _0"></span>orzys<span class="_ _0"></span>tania z praw aut<span class="_ _1"></span>orskich lub ich sprzedaży (Apat<span class="_ _0"></span>or SA),</span></span></div><div class="t m0 x37 h8 y6ea ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ws9">samochody służbowe na użytek prywat<span class="_ _0"></span>ny (na wybr<span class="_ _0"></span>any<span class="_ _0"></span>ch st<span class="_ _0"></span>anowiskach).</span></span></div><div class="t m2 x10f hc y61d ff8 fs9 fc0 sc0 ls70 ws0">SOCIAL - Obszar społeczn<span class="_ _0"></span>y</div></div><div class="pi" ></div></div><div id="pf32" class="pf w0 h0" ><div class="pc pc32 w0 h0"><img class="bi x0 y86 w3 h1e" alt="" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAC0AAAEqCAIAAAAOCk7BAAAACXBIWXMAABYlAAAWJQFJUiTwAAAAvUlEQVR42u3OMQEAMAgDsDJveEM21zxwJApS6ckBLzd4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh8C72XAyGZlwlcAAAAAElFTkSuQmCC"/><div class="t m0 x7f ha y32 ff6 fs7 fc3 sc0 ls0 ws0">50</div><div class="t m0 x11 h8 y278 ff6 fs5 fc4 sc0 ls0 ws125">Wszys<span class="_ _0"></span>cy pracow<span class="_ _0"></span>nicy za<span class="_ _0"></span>trudnieni przez <span class="_ _0"></span>spółki (t<span class="_ _0"></span>j.<span class="_ _0"></span> za<span class="_ _0"></span>trudnieni na cz<span class="_ _0"></span>as nieokreśl<span class="_ _0"></span>ony w pełn<span class="_ _0"></span>ym wymiarze <span class="_ _0"></span>czasu prac<span class="_ _0"></span>y<span class="_ _0"></span>,<span class="_ _1"></span> na podst<span class="_ _0"></span>a<span class="ws0">-</span></div><div class="t m0 x11 h8 y3f5 ff6 fs5 fc4 sc0 ls0 ws9">wie umów na czas określ<span class="_ _0"></span>ony<span class="_ _1"></span>,<span class="_ _0"></span> w niepełnym <span class="_ _0"></span>wymiarze godzin lub niegwarant<span class="_ _1"></span>owanych) ot<span class="_ _0"></span>rzymują pełen dost<span class="_ _1"></span>ęp do świadczeń.</div><div class="t m0 x11 h14 y6eb ff6 fsd fc1 sc0 lsab ws94">4<span class="_ _0"></span>.<span class="_ _37"></span>1<span class="_ _1"></span>.3.<span class="_ _1"></span> Podejmowane działania i uzyskane rez<span class="_ _0"></span>ult<span class="_ _0"></span>at<span class="_ _1"></span>y</div><div class="t m0 x11 h24 y6ec ff6 fs13 fc1 sc0 ls0 wsbc">Rozw<span class="_ _0"></span>ój k<span class="_ _0"></span>ompet<span class="_ _0"></span>encji i inicjatywy s<span class="_ _0"></span>zk<span class="_ _0"></span>oleniowe pr<span class="_ _0"></span>acownik<span class="_ _0"></span>ów</div><div class="t m0 x11 h8 y6ed ff6 fs5 fc4 sc0 ls0 ws190">W 2023 roku w spółk<span class="_ _0"></span>ach Grupy Apa<span class="_ _0"></span>tor przepr<span class="_ _0"></span>owadzono wiel<span class="_ _0"></span>e inicjatyw r<span class="_ _0"></span>ozwojowy<span class="_ _0"></span>ch,<span class="_ _1"></span> budujących zarów<span class="_ _0"></span>no kompet<span class="_ _1"></span>encje <span class="_ _34"></span><span class="ws0"> </span></div><div class="t m0 x11 h8 y6ee ff6 fs5 fc4 sc0 ls0 ws9">tward<span class="_ _0"></span>e,<span class="_ _1"></span> jak i miękkie,<span class="_ _1"></span> organizowanych przez partner<span class="_ _0"></span>ów zewnęt<span class="_ _0"></span>rznych or<span class="_ _0"></span>az t<span class="_ _0"></span>rener<span class="_ _0"></span>ów wewnętrzn<span class="_ _0"></span>ych.</div><div class="t m0 x11 h8 y6ef ff6 fs5 fc4 sc0 ls0 ws9">Szko<span class="_ _0"></span>lenia obejmowały szer<span class="_ _0"></span>eg zagadnień i obszar<span class="_ _0"></span>ów t<span class="_ _0"></span>emat<span class="_ _0"></span>yczn<span class="_ _0"></span>ych,<span class="_ _1"></span> m.in.:</div><div class="t m0 x11 h8 y6f0 ff8 fs5 fc1 sc0 ls57 wsb4">1. <span class="_ _9b"> </span><span class="ff6 fc4 ls0 ws0">Cy<span class="_ _0"></span>berbezpieczeńst<span class="_ _0"></span>wo,</span></div><div class="t m0 x11 h8 y6f1 ff8 fs5 fc1 sc0 ls57 wsb4">2<span class="_ _2"></span>. <span class="_ _36"> </span><span class="ff6 fc4 ls0 ws199">Zmiany regulacyjne,<span class="_ _1"></span> dos<span class="_ _0"></span>t<span class="_ _0"></span>osowanie or<span class="_ _0"></span>ganizacji do nowych przepisów (np.<span class="_ _1"></span> Prawo ochron<span class="_ _0"></span>y środ<span class="_ _0"></span>owiska or<span class="_ _0"></span>az ust<span class="_ _0"></span>awy powiązane,<span class="_ _1"></span> </span></div><div class="t m0 x1d h8 y6f2 ff6 fs5 fc4 sc0 ls0 wse3">Intr<span class="_ _0"></span>ast<span class="_ _0"></span>at I procedury celne – szk<span class="_ _0"></span>olenie dla wszys<span class="_ _1"></span>tkich pracownik<span class="_ _0"></span>ów działu logis<span class="_ _0"></span>ty<span class="_ _0"></span>ki i księgow<span class="_ _0"></span>ości,<span class="_ _1"></span>  Kurs Pr<span class="_ _0"></span>awa zamówień </div><div class="t m0 x1d h8 y6f3 ff6 fs5 fc4 sc0 ls0 ws4b">publicznych - s<span class="_ _0"></span>pecjalisty<span class="_ _0"></span>czne warszt<span class="_ _0"></span>aty pr<span class="_ _0"></span>akty<span class="_ _0"></span>czne,<span class="_ _1"></span> Zamówienia publiczne na dostawy i usługi IT<span class="_ _1"></span>,<span class="_ _1"></span> szkolenie z z<span class="_ _0"></span>akresu z<span class="_ _0"></span>at<span class="_ _0"></span>orów </div><div class="t m0 x1d h8 y6f4 ff6 fs5 fc4 sc0 ls0 ws0">płatniczy<span class="_ _0"></span>ch,<span class="_ _1"></span> KSEF - zmiany w wys<span class="_ _0"></span>tawianiu f<span class="_ _0"></span>akt<span class="_ _0"></span>ur<span class="_ _1"></span>,<span class="_ _0"></span> Cen<span class="_ _0"></span>y tr<span class="_ _0"></span>ansf<span class="_ _0"></span>erowe 2023),</div><div class="t m0 x11 h8 y6f5 ff8 fs5 fc1 sc0 ls57 wsb4">3<span class="_ _2"></span>. <span class="_ _2c"> </span><span class="ff6 fc4 ls0 ws9">Norm<span class="_ _0"></span>y i certyfika<span class="_ _0"></span>ty br<span class="_ _0"></span>anżowe (np.<span class="_ _1"></span> szkolenie z do<span class="_ _0"></span>skonal<span class="_ _0"></span>enia wiedzy z zakres<span class="_ _0"></span>u norm or<span class="_ _0"></span>az zarządzania sy<span class="_ _0"></span>st<span class="_ _0"></span>emami ISO),</span></div><div class="t m0 x11 h8 y6f6 ff8 fs5 fc1 sc0 ls57 wsb4">4. <span class="_ _36"> </span><span class="ff6 fc4 ls0 ws103">Efektywno<span class="_ _0"></span>ść w organizacji (np.<span class="_ _1"></span> LEAN,<span class="_ _1"></span> Rapor<span class="_ _2"></span>t 8D - sku<span class="_ _0"></span>teczna met<span class="_ _0"></span>oda rozwiązyw<span class="_ _0"></span>ania problemów<span class="_ _0"></span>,<span class="_ _1"></span> <span class="_ _0"></span>„Marno<span class="_ _0"></span>tr<span class="_ _0"></span>awst<span class="_ _0"></span>wo w pro<span class="ws0">-</span></span></div><div class="t m0 x1d h8 y6f7 ff6 fs5 fc4 sc0 ls0 ws0">cesie”),</div><div class="t m0 x11 h8 y6f8 ff8 fs5 fc1 sc0 ls57 wsb4">5<span class="_ _2"></span>. <span class="_ _36"> </span><span class="ff6 fc4 ls0 ws13">Zarządzanie zespołem (np.<span class="_ _0"></span> <span class="_ _1"></span>„Efekt<span class="_ _0"></span>ywny zes<span class="_ _0"></span>pół” dla kluczowej kadry k<span class="_ _0"></span>ierownicz<span class="_ _0"></span>ej,<span class="_ _1"></span> Psychologia Lider<span class="_ _0"></span>a<span class="_ _1"></span>,<span class="_ _0"></span> T<span class="_ _f"></span>eam Coaching<span class="_ _2"></span>/ Budo<span class="ws0">-</span></span></div><div class="t m0 x1d h8 y6f9 ff6 fs5 fc4 sc0 ls0 ws9">wanie zespołu<span class="_ _0"></span>),</div><div class="t m0 x11 h8 y6fa ff8 fs5 fc1 sc0 ls57 wsb4">6<span class="_ _2"></span>.  <span class="ff6 fc4 ls0 ws12a">Szk<span class="_ _0"></span>olenia specjalis<span class="_ _0"></span>tyczne i <span class="_ _0"></span>t<span class="_ _0"></span>echniczne (np.<span class="_ _0"></span> szk<span class="_ _0"></span>olenie Oper<span class="_ _0"></span>at<span class="_ _0"></span>or W<span class="_ _0"></span>ózka Jez<span class="_ _0"></span>dniowego wr<span class="_ _0"></span>az z egzaminem UDT<span class="_ _1"></span>,<span class="_ _1"></span> uprawnienia ener<span class="_ _0"></span><span class="ws0">-</span></span></div><div class="t m0 x1d h8 y6fb ff6 fs5 fc4 sc0 ls0 ws9">gety<span class="_ _0"></span>czne,<span class="_ _1"></span> szkolenie z P<span class="_ _1"></span>ARMI AOI/SPI dla inżynierów pr<span class="_ _0"></span>ocesu,<span class="_ _1"></span> Programowanie i ob<span class="_ _0"></span>sługa robot<span class="_ _0"></span>ów przemysło<span class="_ _0"></span>wych),</div><div class="t m0 x11 h8 y6fc ff8 fs5 fc1 sc0 lsac ws170">7.<span class="_ _2"></span> <span class="_ _32"> </span><span class="ff6 fc4 ls0 ws179">Szkolenia podnosz<span class="_ _0"></span>ące umiejętnoś<span class="_ _0"></span>ci pracownik<span class="_ _0"></span>ów w zakr<span class="_ _0"></span>esie st<span class="_ _1"></span>osowania narzędzi (np. z<span class="_ _0"></span>ewnętrzn<span class="_ _0"></span>y oraz wewnęt<span class="_ _0"></span>rzny kur<span class="_ _0"></span>s </span></div><div class="t m0 x1d h8 y6fd ff6 fs5 fc4 sc0 ls0 ws14e">Excel dla pr<span class="_ _0"></span>acownik<span class="_ _0"></span>ów administ<span class="_ _0"></span>racy<span class="_ _0"></span>jny<span class="_ _0"></span>ch i brygadzis<span class="_ _0"></span>t<span class="_ _0"></span>ów,<span class="_ _1"></span> cykl szk<span class="_ _0"></span>oleń wew<span class="_ _0"></span>nętrzny<span class="_ _0"></span>ch pods<span class="_ _0"></span>tawy SQL i PL/SQL dla średnio<span class="ws0">-</span></div><div class="t m0 x1d h8 y6fe ff6 fs5 fc4 sc0 ls0 ws0">zaawansow<span class="_ _0"></span>anych,<span class="_ _1"></span> Agile Produ<span class="_ _0"></span>ct Design – zwinne projekt<span class="_ _1"></span>owanie produktó<span class="_ _0"></span>w i usług).</div><div class="t m0 x11 h8 y6ff ff6 fs5 fc4 sc0 ls0 ws13b">Spółki udos<span class="_ _0"></span>t<span class="_ _0"></span>ępniają swoim pr<span class="_ _0"></span>acownik<span class="_ _0"></span>om narzędzia i platf<span class="_ _0"></span>orm<span class="_ _0"></span>y szk<span class="_ _0"></span>oleniowe np.<span class="_ _1"></span> Expert4you dla pracownik<span class="_ _0"></span>ów finansów i kadr<span class="_ _1"></span>,<span class="_ _1"></span> </div><div class="t m0 x11 h8 y700 ff6 fs5 fc4 sc0 ls0 ws12d">Udemy f<span class="_ _0"></span>or Business,<span class="_ _1"></span> etu<span class="_ _0"></span>t<span class="_ _0"></span>or oraz Prep<span class="_ _0"></span>ly do nauki <span class="_ _0"></span>język<span class="_ _0"></span>ów obcy<span class="_ _0"></span>ch,<span class="_ _1"></span> Akademia Lean dla specjalist<span class="_ _0"></span>ów ds.<span class="_ _1"></span> lean manufact<span class="_ _0"></span>uring,<span class="_ _1"></span> Plu<span class="ws0">-</span></div><div class="t m0 x11 h8 y701 ff6 fs5 fc4 sc0 ls0 ws9">ralSigh<span class="_ _0"></span>t dla działów R&amp;D.<span class="_ _0"></span> </div><div class="t m0 x11 h8 y702 ff6 fs5 fc4 sc0 ls0 wsb">W ramach uruchomionej w <span class="_ _0"></span>Apat<span class="_ _0"></span>or Rect<span class="_ _0"></span>or własnej plat<span class="_ _0"></span>for<span class="_ _0"></span>my e-l<span class="_ _0"></span>earningow<span class="_ _0"></span>ej pracownik<span class="_ _0"></span>om udos<span class="_ _0"></span>t<span class="_ _0"></span>ępniono szerok<span class="_ _0"></span>i zakres szk<span class="_ _1"></span>oleń,<span class="_ _0"></span> </div><div class="t m0 x11 h8 y703 ff6 fs5 fc4 sc0 ls0 ws0">m.in.:   </div><div class="t m0 x37 h8 y704 ff8 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ws9">dotycz<span class="_ _0"></span>ących do<span class="_ _0"></span>star<span class="_ _0"></span>czany<span class="_ _0"></span>ch przez spółkę aplikacji dla klient<span class="_ _0"></span>ów<span class="_ _0"></span>,<span class="_ _1"></span> </span></span></div><div class="t m0 x37 h8 y705 ff8 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ws11">szkolenia miękkie <span class="_ _0"></span>(np.<span class="_ _0"></span> ef<span class="_ _0"></span>ekt<span class="_ _0"></span>ywność os<span class="_ _0"></span>obist<span class="_ _0"></span>a<span class="_ _1"></span>,<span class="_ _0"></span> przeciwdziałanie mobbingowi,<span class="_ _1"></span> moc doceniania),<span class="_ _1"></span>  </span></span></div><div class="t m0 x37 h8 y706 ff8 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ws9">z zakresu sys<span class="_ _0"></span>t<span class="_ _0"></span>emów,<span class="_ _1"></span> z kt<span class="_ _0"></span>órych k<span class="_ _0"></span>orzys<span class="_ _0"></span>ta spółka (np<span class="_ _0"></span>.<span class="_ _0"></span> JI<span class="_ _2"></span>RA).<span class="_ _1"></span> </span></span></div><div class="t m0 x11 h8 y707 ff6 fs5 fc4 sc0 ls0 ws181">Apat<span class="_ _0"></span>or SA cy<span class="_ _0"></span>klicznie organizuje szk<span class="_ _0"></span>olenia do<span class="_ _0"></span>ty<span class="_ _0"></span>czące nowych produ<span class="_ _0"></span>któ<span class="_ _0"></span>w (np.<span class="_ _0"></span> magazyny ener<span class="_ _0"></span>gii) oraz E-Akad<span class="_ _0"></span>emię OZE – cykl </div><div class="t m0 x11 h8 y708 ff6 fs5 fc4 sc0 ls0 ws9">szko<span class="_ _0"></span>leń online,<span class="_ _1"></span> w których mogą wziąć udział z<span class="_ _0"></span>arówno klienci,<span class="_ _1"></span> jak i pracownic<span class="_ _0"></span>y zaint<span class="_ _0"></span>eresow<span class="_ _0"></span>ani t<span class="_ _0"></span>ematy<span class="_ _0"></span>ką OZE.</div><div class="t m0 x11 h8 y709 ff6 fs5 fc4 sc0 ls0 ws9">Przykłady pozos<span class="_ _0"></span>tały<span class="_ _0"></span>ch działań z zakresu bud<span class="_ _0"></span>owania k<span class="_ _0"></span>ompetencji pr<span class="_ _0"></span>acownikó<span class="_ _0"></span>w:</div><div class="t m0 x11 h8 y70a ff7 fs5 fc4 sc0 ls0 ws0">TWI (T<span class="_ _1"></span>raining <span class="_ _1"></span>Within Indust<span class="_ _0"></span>ry) <span class="ff6"> </span></div><div class="t m0 x11 h8 y70b ff6 fs5 fc4 sc0 ls0 ws16">K<span class="_ _0"></span>onty<span class="_ _0"></span>nuacja cyklu szk<span class="_ _0"></span>oleniowego <span class="_ _0"></span>w Apat<span class="_ _0"></span>or SA,<span class="_ _1"></span> podczas kt<span class="_ _0"></span>óreg<span class="_ _0"></span>o nacisk jes<span class="_ _0"></span>t kładziony na t<span class="_ _0"></span>rening nowy<span class="_ _0"></span>ch operat<span class="_ _1"></span>orów oraz za<span class="ws0">-</span></div><div class="t m0 x11 h8 y70c ff6 fs5 fc4 sc0 ls0 ws150">rządzanie ich rozw<span class="_ _0"></span>ojem według us<span class="_ _0"></span>talon<span class="_ _0"></span>ych s<span class="_ _0"></span>tandardó<span class="_ _0"></span>w.<span class="_ _1"></span> T<span class="_ _1"></span>a grupa za<span class="_ _0"></span>wodowa ma bardzo duż<span class="_ _0"></span>e przełożenie na harmonogr<span class="_ _0"></span>amo<span class="ws0">-</span></div><div class="t m0 x11 h8 y70d ff6 fs5 fc4 sc0 ls0 ws11">wanie produk<span class="_ _0"></span>cji,<span class="_ _1"></span> jakość pr<span class="_ _0"></span>odukt<span class="_ _0"></span>ów oraz r<span class="_ _0"></span>ent<span class="_ _0"></span>owność spółk<span class="_ _0"></span>i.<span class="_ _0"></span> W<span class="_ _0"></span> kol<span class="_ _0"></span>ejnym et<span class="_ _0"></span>apie planowane jes<span class="_ _0"></span>t utworz<span class="_ _0"></span>enie pokoju szk<span class="_ _1"></span>oleń (tzw.<span class="_ _1"></span> </div><div class="t m0 x11 h8 y70e ff6 fs5 fc4 sc0 ls0 ws12c">DOJO),<span class="_ _1"></span> w którym pr<span class="_ _0"></span>acownicy będą mogli ćwiczyć nab<span class="_ _0"></span>ycie nowych k<span class="_ _1"></span>ompetencji w t<span class="_ _0"></span>est<span class="_ _1"></span>owym środowisku (poz<span class="_ _0"></span>a linią produkc<span class="_ _0"></span>yj<span class="ws0">-</span></div><div class="t m0 x11 h8 y70f ff6 fs5 fc4 sc0 ls0 ws9">ną) pod czujnym ok<span class="_ _0"></span>iem tr<span class="_ _0"></span>enera<span class="_ _1"></span>.<span class="_ _0"></span> </div><div class="t m0 x11 h8 y710 ff7 fs5 fc4 sc0 ls0 wsae">Szk<span class="_ _0"></span>olenie na zgodnoś<span class="_ _0"></span>ć z normą IPC 610A </div><div class="t m0 x11 h8 y711 ff6 fs5 fc4 sc0 ls0 ws19a">Szko<span class="_ _0"></span>lenie dot<span class="_ _0"></span>yczy s<span class="_ _0"></span>tandardu <span class="_ _0"></span>jakości mont<span class="_ _0"></span>ażu układów elek<span class="_ _0"></span>tr<span class="_ _0"></span>onicznych w <span class="_ _0"></span>Apat<span class="_ _0"></span>or SA.<span class="_ _1"></span> Na <span class="_ _2"></span>pods<span class="_ _0"></span>tawie zd<span class="_ _0"></span>obyt<span class="_ _0"></span>ej wiedzy naby<span class="ws0">-</span></div><div class="t m0 x11 h8 y712 ff6 fs5 fc4 sc0 ls0 ws16a">tej podcz<span class="_ _0"></span>as zewnętrzn<span class="_ _0"></span>ych szk<span class="_ _0"></span>oleń z<span class="_ _0"></span>akończon<span class="_ _0"></span>ym cert<span class="_ _0"></span>yfikat<span class="_ _0"></span>em,<span class="_ _1"></span> wybrani pracow<span class="_ _0"></span>nicy s<span class="_ _0"></span>tworzyli mat<span class="_ _0"></span>eriały edukacy<span class="_ _0"></span>jne i prowa<span class="_ _0"></span>dzą </div><div class="t m0 x11 h8 y713 ff6 fs5 fc4 sc0 ls0 ws11">szko<span class="_ _0"></span>lenia wewnęt<span class="_ _0"></span>rzne dla pozos<span class="_ _0"></span>tały<span class="_ _0"></span>ch pracow<span class="_ _0"></span>ników wy<span class="_ _0"></span>działu produk<span class="_ _1"></span>cj<span class="_ _2"></span>i elek<span class="_ _0"></span>tronik<span class="_ _0"></span>i na t<span class="_ _0"></span>emat s<span class="_ _0"></span>tandardu mon<span class="_ _0"></span>tażu pcb<span class="_ _0"></span>’a<span class="_ _1"></span>. </div><div class="t m0 x11 h8 y714 ff7 fs5 fc4 sc0 ls0 ws9">Standaryzacja pra<span class="_ _0"></span>cy</div><div class="t m0 x11 h8 y715 ff6 fs5 fc4 sc0 ls0 ws137">Apat<span class="_ _0"></span>or SA suk<span class="_ _1"></span>cesywnie podejmuje działania w celu ust<span class="_ _0"></span>andaryzowania pracy na wydziałach mont<span class="_ _0"></span>ażu aparat<span class="_ _0"></span>ury łączeniowej,<span class="_ _1"></span> </div><div class="t m2 x5a hc y61d ff8 fs9 fc0 sc0 ls70 ws0">SOCIAL - Obszar społeczn<span class="_ _0"></span>y</div></div><div class="pi" ></div></div><div id="pf33" class="pf w0 h0" ><div class="pc pc33 w0 h0"><img class="bi xb5 y86 w9 h49" alt="" src="data:image/png;base64,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"/><div class="t m0 x58 ha y32 ff6 fs7 fc3 sc0 lsad ws19b">51</div><div class="t m0 x11 h8 y278 ff6 fs5 fc4 sc0 ls0 ws137">zwiększania świadomo<span class="_ _0"></span>ści pracownik<span class="_ _0"></span>ów<span class="_ _0"></span>,<span class="_ _1"></span> sprawnego wpr<span class="_ _0"></span>owadzania nowy<span class="_ _0"></span>ch operat<span class="_ _1"></span>orów oraz wyk<span class="_ _0"></span>onyw<span class="_ _0"></span>ania operacji w ściśle </div><div class="t m0 x11 h8 y3f5 ff6 fs5 fc4 sc0 ls0 ws103">określonej k<span class="_ _1"></span>olejności.<span class="_ _0"></span> W<span class="_ _0"></span> t<span class="_ _0"></span>ym celu przyg<span class="_ _0"></span>ot<span class="_ _0"></span>owano ins<span class="_ _0"></span>truk<span class="_ _0"></span>cje s<span class="_ _0"></span>tanowisk<span class="_ _0"></span>owe <span class="_ _0"></span>ty<span class="_ _0"></span>pu <span class="_ _1"></span>„LEGO” – w postaci pr<span class="_ _0"></span>os<span class="_ _0"></span>ty<span class="_ _0"></span>ch rysunk<span class="_ _0"></span>ów<span class="_ _0"></span>/sche<span class="ws0">-</span></div><div class="t m0 x11 h8 y3f6 ff6 fs5 fc4 sc0 ls0 ws100">mat<span class="_ _0"></span>ów or<span class="_ _0"></span>az krót<span class="_ _1"></span>kich materiałów <span class="_ _0"></span>video.<span class="_ _1"></span> Udost<span class="_ _1"></span>ępniono je na każd<span class="_ _0"></span>ym s<span class="_ _0"></span>tanowisku pr<span class="_ _0"></span>odukc<span class="_ _0"></span>yjn<span class="_ _0"></span>ym na monit<span class="_ _0"></span>orach (w r<span class="_ _0"></span>amach sys<span class="_ _1"></span>te<span class="ws0">-</span></div><div class="t m0 x11 h8 y3f7 ff6 fs5 fc4 sc0 ls0 ws0">mu MES). </div><div class="t m0 x11 h8 y3cf ff7 fs5 fc4 sc0 ls0 ws0">T<span class="_ _f"></span>alent Revi<span class="_ _0"></span>ew Process</div><div class="t m0 x11 h8 y481 ff6 fs5 fc4 sc0 ls0 wse1">W spółce Apa<span class="_ _0"></span>t<span class="_ _0"></span>or Powogaz prowadz<span class="_ _0"></span>ony j<span class="_ _0"></span>est cy<span class="_ _0"></span>kliczny proces <span class="_ _0"></span>tzw.<span class="_ _1"></span> T<span class="_ _1"></span>alent R<span class="_ _0"></span>eview Proces<span class="_ _0"></span>s,<span class="_ _1"></span> który daj<span class="_ _0"></span>e podst<span class="_ _0"></span>awy do analizy sposo<span class="ws0">-</span></div><div class="t m0 x11 h8 y49d ff6 fs5 fc4 sc0 ls0 ws56">bów pozyskiwania i u<span class="_ _0"></span>trzym<span class="_ _0"></span>ywania talen<span class="_ _0"></span>tów w or<span class="_ _0"></span>ganizacji.<span class="_ _0"></span> Celem działania j<span class="_ _0"></span>est id<span class="_ _0"></span>entyfik<span class="_ _0"></span>acja i skut<span class="_ _0"></span>eczne zarządzanie kluczo<span class="_ _0"></span>wymi </div><div class="t m0 x11 h8 y3fb ff6 fs5 fc4 sc0 ls0 wsb9">pracownik<span class="_ _0"></span>ami,<span class="_ _1"></span> zaspokojenie ich ambicji w zak<span class="_ _0"></span>resie rozw<span class="_ _0"></span>oju oraz opr<span class="_ _0"></span>acowanie planów suk<span class="_ _0"></span>cesji w celu zapewnienia niezbędny<span class="_ _0"></span>ch </div><div class="t m0 x11 h8 y3fc ff6 fs5 fc4 sc0 ls0 ws9">kompet<span class="_ _1"></span>encji do realizacji celów st<span class="_ _0"></span>rat<span class="_ _1"></span>eg<span class="_ _2"></span>ii biznesowej spółk<span class="_ _0"></span>i.</div><div class="t m0 x11 h8 y3d4 ff7 fs5 fc4 sc0 ls0 ws0">Domain-Driven Desig<span class="_ _0"></span>n</div><div class="t m0 x11 h8 y482 ff6 fs5 fc4 sc0 ls0 ws132">Szko<span class="_ _0"></span>lenie umożliwiło pracownik<span class="_ _0"></span>om Apa<span class="_ _0"></span>tor P<span class="_ _0"></span>owogaz nauczenie się pryncypió<span class="_ _0"></span>w oraz celów wy<span class="_ _0"></span>korzys<span class="_ _1"></span>tania Domain-Drive De<span class="ws0">-</span></div><div class="t m0 x11 h8 y483 ff6 fs5 fc4 sc0 ls0 ws1a">sign,<span class="_ _1"></span> sposobów odkrywania<span class="_ _1"></span>,<span class="_ _0"></span> des<span class="_ _0"></span>ty<span class="_ _0"></span>lacji i klasyfikacji subd<span class="_ _0"></span>omen biznesowych,<span class="_ _1"></span> int<span class="_ _0"></span>egracji Bounded Con<span class="_ _0"></span>text<span class="_ _1"></span>ów w oparciu o Domain </div><div class="t m0 x11 h8 y716 ff6 fs5 fc4 sc0 ls0 wsf9">Message Flo<span class="_ _0"></span>w Modeling,<span class="_ _1"></span> jak rów<span class="_ _0"></span>nież tw<span class="_ _0"></span>orzenia modeli współpra<span class="_ _0"></span>cy pomiędzy zespołami proj<span class="_ _0"></span>ekt<span class="_ _0"></span>owymi przy wyk<span class="_ _0"></span>orzys<span class="_ _0"></span>taniu map </div><div class="t m0 x11 h8 y401 ff6 fs5 fc4 sc0 ls9a wsa8">kon<span class="_ _2"></span>tek<span class="_ _2"></span>stó<span class="_ _2"></span>w.</div><div class="t m0 x11 h8 y6cd ff7 fs5 fc4 sc0 ls0 ws9">Leadership progr<span class="_ _0"></span>am</div><div class="t m0 x11 h8 y6ce ff6 fs5 fc4 sc0 ls0 ws33">W ramach do<span class="_ _0"></span>skonal<span class="_ _0"></span>enia kompet<span class="_ _1"></span>encj<span class="_ _2"></span>i menedżersk<span class="_ _0"></span>ich w obszarze oper<span class="_ _0"></span>acyjn<span class="_ _0"></span>ym w Apa<span class="_ _0"></span>t<span class="_ _0"></span>or Powogaz k<span class="_ _0"></span>onty<span class="_ _0"></span>nuowano w 2023 roku </div><div class="t m0 x11 h8 y6cf ff6 fs5 fc4 sc0 ls0 wsb8">realizację Lead<span class="_ _0"></span>ership progr<span class="_ _0"></span>am,<span class="_ _1"></span> który obejmuje cy<span class="_ _0"></span>kl warszta<span class="_ _0"></span>t<span class="_ _0"></span>ów dla kiero<span class="_ _0"></span>wników i bry<span class="_ _0"></span>gadzist<span class="_ _1"></span>ów.<span class="_ _0"></span> Szk<span class="_ _0"></span>olenia poprzedziła diagnoza </div><div class="t m0 x11 h8 y717 ff6 fs5 fc4 sc0 ls0 wsb3">kompet<span class="_ _1"></span>encji <span class="_ _2"></span>menedżersk<span class="_ _0"></span>ich uczes<span class="_ _0"></span>tnikó<span class="_ _0"></span>w,<span class="_ _1"></span> w kol<span class="_ _0"></span>ejnym et<span class="_ _0"></span>apie pracownicy będą poszerz<span class="_ _0"></span>ać swoją wiedzę w zakr<span class="_ _0"></span>esie ważn<span class="_ _0"></span>ych dla </div><div class="t m0 x11 h8 y718 ff6 fs5 fc4 sc0 ls0 ws9">zarządzania zespołami k<span class="_ _0"></span>ompet<span class="_ _0"></span>encji i umiejętności (m.in.<span class="_ _1"></span> przywództwo,<span class="_ _1"></span> zarządzanie zespołami,<span class="_ _1"></span> rozwiązywanie konf<span class="_ _0"></span>liktów i in.).<span class="_ _1"></span> </div><div class="t m0 x11 h8 y3de ff7 fs5 fc4 sc0 ls0 ws0">Scrum Mast<span class="_ _0"></span>er</div><div class="t m0 x11 h8 y485 ff6 fs5 fc4 sc0 ls0 ws17">Szko<span class="_ _0"></span>lenie mające na celu <span class="_ _0"></span>zapoznanie pracow<span class="_ _0"></span>ników <span class="_ _0"></span>Apat<span class="_ _0"></span>or Pow<span class="_ _0"></span>ogaz z t<span class="_ _0"></span>echnikami i narzędziami prac<span class="_ _0"></span>y warszt<span class="_ _0"></span>at<span class="_ _0"></span>owej oraz <span class="_ _0"></span>aspek<span class="_ _0"></span><span class="ws0">-</span></div><div class="t m0 x11 h8 y486 ff6 fs5 fc4 sc0 ls0 wsb">tami fac<span class="_ _0"></span>ylitacji i coachingu.<span class="_ _1"></span> Celem szkolenia b<span class="_ _0"></span>yło przygot<span class="_ _0"></span>owanie do ef<span class="_ _0"></span>ekt<span class="_ _0"></span>ywnego wdr<span class="_ _0"></span>ażania i zarządzania SCRUM w organizacji </div><div class="t m0 x11 h8 y487 ff6 fs5 fc4 sc0 ls0 ws9">oraz podnoszenie ef<span class="_ _0"></span>ekt<span class="_ _0"></span>ywności zespołów<span class="_ _1"></span>. </div><div class="t m0 x11 h8 y719 ff7 fs5 fc4 sc0 ls0 ws0">Akademia Blau<span class="_ _0"></span>t </div><div class="t m0 x11 h8 y71a ff6 fs5 fc4 sc0 ls0 wsb4">W<span class="_ _0"></span>arszta<span class="_ _0"></span>t dla pracownik<span class="_ _0"></span>ów Apa<span class="_ _0"></span>tor R<span class="_ _0"></span>ect<span class="_ _0"></span>or z zakres<span class="_ _0"></span>u komunika<span class="_ _0"></span>cji.<span class="_ _0"></span> Szkol<span class="_ _0"></span>enie miało na celu usprawnienie k<span class="_ _0"></span>omunikacji w zespol<span class="_ _0"></span>e,<span class="_ _1"></span> </div><div class="t m0 x11 h8 y71b ff6 fs5 fc4 sc0 ls0 ws9">budowanie kul<span class="_ _0"></span>tury inf<span class="_ _0"></span>orma<span class="_ _0"></span>cji zwrot<span class="_ _0"></span>nej,<span class="_ _1"></span> efektyw<span class="_ _0"></span>ną wymianę infor<span class="_ _0"></span>macji i opinii.</div><div class="t m0 x11 h8 y3e5 ff7 fs5 fc4 sc0 ls0 wsae">Szk<span class="_ _0"></span>olenie z pro<span class="_ _0"></span>jekto<span class="_ _0"></span>wania oświet<span class="_ _1"></span>lenia ulicznego</div><div class="t m0 x11 h8 y71c ff6 fs5 fc4 sc0 ls0 ws12e">Celem szk<span class="_ _0"></span>olenia było z<span class="_ _0"></span>apoznanie uczest<span class="_ _0"></span>ników z as<span class="_ _0"></span>pektami f<span class="_ _0"></span>ormalno-pr<span class="_ _0"></span>awny<span class="_ _0"></span>mi oraz t<span class="_ _1"></span>echniczno-ekonomicznymi pr<span class="_ _0"></span>awidłowego </div><div class="t m0 x11 h8 y48d ff6 fs5 fc4 sc0 ls0 wsb9">oświet<span class="_ _0"></span>lenia dróg i ulic.<span class="_ _1"></span> Szczególny nacisk położony zo<span class="_ _0"></span>stał na zwiększ<span class="_ _0"></span>enie bezpieczeńst<span class="_ _0"></span>wa <span class="_ _1"></span>„niechroniony<span class="_ _0"></span>ch uczest<span class="_ _0"></span>ników ruchu” </div><div class="t m0 x11 h8 y48e ff6 fs5 fc4 sc0 ls0 wsfd">poprzez właściwe oświet<span class="_ _1"></span>lenie przejść dla pieszych. <span class="_ _0"></span>Analiza t<span class="_ _0"></span>echniczny<span class="_ _0"></span>ch rozwiąz<span class="_ _0"></span>ań połączona ze st<span class="_ _0"></span>udium przypadku bogat<span class="_ _0"></span>o </div><div class="t m0 x11 h8 y48f ff6 fs5 fc4 sc0 ls0 ws149">obrazow<span class="_ _0"></span>anego zdjęciami wr<span class="_ _0"></span>az z ich st<span class="_ _0"></span>roną finansow<span class="_ _0"></span>ą pozwoli uczest<span class="_ _0"></span>nikom op<span class="_ _0"></span>tymalnie d<span class="_ _0"></span>obierać poszczeg<span class="_ _0"></span>ólne rozwiązania do </div><div class="t m0 x11 h8 y490 ff6 fs5 fc4 sc0 ls0 ws16d">konkr<span class="_ _0"></span>etn<span class="_ _0"></span>ych zas<span class="_ _1"></span>tosowań na drodze.P<span class="_ _0"></span>odczas szk<span class="_ _0"></span>olenia omówione z<span class="_ _0"></span>ost<span class="_ _0"></span>ały wyty<span class="_ _0"></span>czne projekt<span class="_ _0"></span>owania urząd<span class="_ _0"></span>zeń do oświet<span class="_ _0"></span>lania dróg </div><div class="t m0 x11 h8 y491 ff6 fs5 fc4 sc0 ls0 ws11">i przejść dla pieszych <span class="_ _0"></span>oraz przebieg inspek<span class="_ _1"></span>cji oświetlenia przejść <span class="_ _0"></span>dla pieszych.</div><div class="t m0 x11 h8 y71d ff7 fs5 fc4 sc0 ls0 ws0">Szk<span class="_ _0"></span>olenie z <span class="_ _0"></span>sieciami Utility Netw<span class="_ _0"></span>ork w Ar<span class="_ _0"></span>cGIS </div><div class="t m0 x11 h8 y71e ff6 fs5 fc4 sc0 ls0 ws11">Podczas <span class="_ _0"></span>szko<span class="_ _0"></span>lenia pracow<span class="_ _0"></span>nicy Apa<span class="_ _0"></span>tor <span class="_ _0"></span>Rect<span class="_ _0"></span>or poznali nast<span class="_ _1"></span>ępujące zagadnienia:  </div><div class="t m0 x37 h8 y71f ff8 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 wsf">wdrażanie rozwiązań sieci użyt<span class="_ _0"></span>eczności publicznej Utilit<span class="_ _0"></span>y Network i dodaw<span class="_ _0"></span>anie reguł,<span class="_ _1"></span> w celu dokładnego modelowania łącz<span class="ws0">-</span></span></span></div><div class="t m0 x1d h8 y720 ff6 fs5 fc4 sc0 ls0 ws9">ności i relacji między obiektami dan<span class="_ _0"></span>ych,</div><div class="t m0 x37 h8 y721 ff8 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ws139">zast<span class="_ _0"></span>osowanie s<span class="_ _0"></span>tandardow<span class="_ _0"></span>ej procedury organizacji prac przy t<span class="_ _0"></span>worzeniu i edyt<span class="_ _0"></span>owaniu obiekt<span class="_ _1"></span>ów i komponent<span class="_ _0"></span>ów sieciowych,<span class="_ _1"></span> <span class="_ _72"></span><span class="ws0"> </span></span></span></div><div class="t m0 x1d h8 y722 ff6 fs5 fc4 sc0 ls0 ws9">z jednoczesn<span class="_ _0"></span>ym zacho<span class="_ _0"></span>waniem int<span class="_ _0"></span>egralności dan<span class="_ _0"></span>ych,<span class="_ _1"></span> </div><div class="t m0 x37 h8 y723 ff8 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ws9">przeprowadzanie śledzenia przepływu w sieci,<span class="_ _1"></span> w celu zident<span class="_ _0"></span>yfik<span class="_ _0"></span>owania źródła za<span class="_ _0"></span>kłóceń i dot<span class="_ _0"></span>knięty<span class="_ _0"></span>ch nimi klientów<span class="_ _0"></span>,<span class="_ _1"></span> </span></span></div><div class="t m0 x37 h8 y724 ff8 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ws9">tworzenie i udost<span class="_ _1"></span>ępnienie diagramu służącego do dy<span class="_ _0"></span>namicznej wizualizacji sieci.</span></span></div><div class="t m0 x11 h8 y725 ff7 fs5 fc4 sc0 ls0 ws0">PRINCE2 FOUNDA<span class="_ _f"></span>TION<span class="ff6"> </span></div><div class="t m0 x11 h8 y726 ff6 fs5 fc4 sc0 ls0 wsae">K<span class="_ _0"></span>onty<span class="_ _0"></span>nuacja szkol<span class="_ _0"></span>eń dla pracownik<span class="_ _0"></span>ów Apa<span class="_ _0"></span>tor R<span class="_ _0"></span>ector z z<span class="_ _0"></span>akresu met<span class="_ _0"></span>ody<span class="_ _0"></span>ki zarządz<span class="_ _0"></span>ania projekt<span class="_ _0"></span>em.<span class="_ _0"></span> Uczes<span class="_ _0"></span>tnicy pozna<span class="_ _0"></span>ją podst<span class="_ _0"></span>awo<span class="ws0">-</span></div><div class="t m0 x11 h8 y727 ff6 fs5 fc4 sc0 ls0 ws18">we reguły <span class="_ _0"></span>tej met<span class="_ _1"></span>odyki,<span class="_ _1"></span> w ty<span class="_ _0"></span>m sposob<span class="_ _0"></span>y zarządzania ryzyk<span class="_ _0"></span>iem,<span class="_ _1"></span> jako<span class="_ _0"></span>ścią i prow<span class="_ _0"></span>adzeniem nadzoru.<span class="_ _1"></span> Uczą się rów<span class="_ _0"></span>nież,<span class="_ _1"></span> jak zwiększyć </div><div class="t m0 x11 h8 y728 ff6 fs5 fc4 sc0 ls0 ws9">szanse na osiągnięcie suk<span class="_ _0"></span>cesu i zało<span class="_ _0"></span>żonego celu biznesowego<span class="_ _0"></span>.<span class="_ _0"></span> Szk<span class="_ _0"></span>olenie przygo<span class="_ _0"></span>towuj<span class="_ _0"></span>e uczest<span class="_ _0"></span>nikó<span class="_ _0"></span>w do certyfik<span class="_ _0"></span>acji.<span class="_ _0"></span> </div><div class="t m0 x11 h8 y6e7 ff7 fs5 fc4 sc0 ls0 ws0">BPMN (Business Process Model and No<span class="_ _0"></span>tati<span class="_ _0"></span>on)</div><div class="t m0 x11 h8 y6e8 ff6 fs5 fc4 sc0 ls0 ws14b">Pięciu pracownik<span class="_ _0"></span>ów spółki <span class="_ _0"></span>Apat<span class="_ _0"></span>or Rect<span class="_ _0"></span>or<span class="_ _1"></span>,<span class="_ _1"></span> otrzymało certy<span class="_ _0"></span>fikacje umiejęt<span class="_ _0"></span>ności modelowania or<span class="_ _0"></span>az analizy procesów z wyk<span class="_ _0"></span>orzy<span class="ws0">-</span></div><div class="t m0 x11 h8 y6e9 ff6 fs5 fc4 sc0 ls0 ws0">st<span class="_ _0"></span>aniem BPMN. </div><div class="t m2 x10f hc y61d ff8 fs9 fc0 sc0 ls70 ws0">SOCIAL - Obszar społeczn<span class="_ _0"></span>y</div></div><div class="pi" ></div></div><div id="pf34" class="pf w0 h0" ><div class="pc pc34 w0 h0"><img class="bi x0 y86 w3 h1e" alt="" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAC0AAAEqCAIAAAAOCk7BAAAACXBIWXMAABYlAAAWJQFJUiTwAAAAvUlEQVR42u3OMQEAMAgDsDJveEM21zxwJApS6ckBLzd4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh8C72XAyGZlwlcAAAAAElFTkSuQmCC"/><div class="t m0 x7f ha y32 ff6 fs7 fc3 sc0 lsae ws19c">52</div><div class="t m0 x11 h8 y278 ff7 fs5 fc4 sc0 ls0 ws129">Analiza tr<span class="_ _0"></span>ansak<span class="_ _1"></span>cyjna</div><div class="t m0 x11 h8 y3f5 ff6 fs5 fc4 sc0 ls0 ws141">30 pracownik<span class="_ _0"></span>ów spółki <span class="_ _0"></span>Apat<span class="_ _0"></span>or Rect<span class="_ _0"></span>or wzięło udział w szk<span class="_ _1"></span>oleniu z analiz<span class="_ _2"></span>y t<span class="_ _0"></span>ransak<span class="_ _0"></span>cy<span class="_ _0"></span>jnej E.<span class="_ _0"></span> Berne,<span class="_ _1"></span> kt<span class="_ _0"></span>óra ma zas<span class="_ _0"></span>t<span class="_ _0"></span>osowanie za<span class="ws0">-</span></div><div class="t m0 x11 h8 y3f6 ff6 fs5 fc4 sc0 ls0 ws26">równo w pr<span class="_ _0"></span>ocesie rozwoju os<span class="_ _0"></span>obist<span class="_ _1"></span>ego,<span class="_ _0"></span> jak i w rozw<span class="_ _0"></span>oju organizacji.<span class="_ _1"></span> <span class="_ _2"></span>Podcz<span class="_ _0"></span>as szk<span class="_ _0"></span>olenia poruszano m.in.<span class="_ _0"></span> zagadnienia związane <span class="_ _34"></span><span class="ws0"> </span></div><div class="t m0 x11 h8 y3f7 ff6 fs5 fc4 sc0 ls0 ws11">z relacjami,<span class="_ _1"></span> motywacją<span class="_ _1"></span>,<span class="_ _1"></span> potrzebami psy<span class="_ _0"></span>chologicznymi.<span class="_ _1"></span> </div><div class="t m0 x11 h8 y3cf ff7 fs5 fc4 sc0 ls0 wsae">Bibliotek<span class="_ _0"></span>a cyfro<span class="_ _0"></span>wa dla praco<span class="_ _0"></span>wnik<span class="_ _0"></span>ów</div><div class="t m0 x11 h8 y481 ff6 fs5 fc4 sc0 ls0 ws146">W ramach wspier<span class="_ _0"></span>ania rozwoju os<span class="_ _0"></span>obist<span class="_ _0"></span>ego pr<span class="_ _0"></span>acownicy Apa<span class="_ _0"></span>t<span class="_ _0"></span>or SA ot<span class="_ _0"></span>rzymali dos<span class="_ _0"></span>tęp d<span class="_ _0"></span>o cyfr<span class="_ _0"></span>owej plat<span class="_ _0"></span>for<span class="_ _0"></span>my z<span class="_ _0"></span>awiera<span class="_ _0"></span>jącej 60 tys<span class="_ _0"></span>.<span class="_ _0"></span> </div><div class="t m0 x11 h8 y49d ff6 fs5 fc4 sc0 ls0 ws1e">ebookó<span class="_ _0"></span>w i 4.5 <span class="_ _0"></span>tys<span class="_ _0"></span>.<span class="_ _0"></span> audiobook<span class="_ _0"></span>ów<span class="_ _0"></span>.<span class="_ _0"></span> Pracow<span class="_ _0"></span>nicy mogli korzys<span class="_ _1"></span>tać z biblioteki pełnej książek o r<span class="_ _0"></span>óżnorodnej t<span class="_ _1"></span>ematyce m.in.<span class="_ _1"></span> kolek<span class="_ _0"></span>cji <span class="_ _72"></span><span class="ws0"> </span></div><div class="t m0 x11 h8 y3fb ff6 fs5 fc4 sc0 ls0 ws1a">z dziedziny  biznesu,<span class="_ _1"></span> rozwoju,<span class="_ _1"></span> praw<span class="_ _0"></span>a oraz podręcznik<span class="_ _0"></span>ów do nauki <span class="_ _0"></span>język<span class="_ _0"></span>ów obcy<span class="_ _0"></span>ch.<span class="_ _0"></span> W<span class="_ _0"></span> 2023 roku akt<span class="_ _0"></span>ywnie z plat<span class="_ _0"></span>for<span class="_ _0"></span>my k<span class="_ _1"></span>orz<span class="_ _2"></span>ys<span class="_ _0"></span>tało </div><div class="t m0 x11 h8 y3fc ff6 fs5 fc4 sc0 ls0 ws9">ok.<span class="_ _0"></span> 220 osób.</div><div class="t m0 x11 h8 y3d4 ff7 fs5 fc4 sc0 ls0 ws0">Progr<span class="_ _0"></span>am Pomy<span class="_ _0"></span>słów Praco<span class="_ _0"></span>wniczych </div><div class="t m0 x11 h8 y482 ff6 fs5 fc4 sc0 ls0 ws12">Każdeg<span class="_ _0"></span>o roku Apa<span class="_ _0"></span>tor z<span class="_ _0"></span>achęca załogę d<span class="_ _0"></span>o kreat<span class="_ _0"></span>ywności i przejmow<span class="_ _0"></span>ania inicjatywy na swoim s<span class="_ _0"></span>tanowisku pr<span class="_ _0"></span>acy w ramach prow<span class="_ _0"></span>a<span class="ws0">-</span></div><div class="t m0 x11 h8 y483 ff6 fs5 fc4 sc0 ls0 ws196">dzonego od lat Pr<span class="_ _0"></span>ogramu Pom<span class="_ _0"></span>ysłów Pr<span class="_ _0"></span>acowniczych.<span class="_ _1"></span> Pracownicy mają możliwoś<span class="_ _0"></span>ć zgłaszania uspraw<span class="_ _0"></span>nień nie ty<span class="_ _0"></span>lko na swoim </div><div class="t m0 x11 h8 y716 ff6 fs5 fc4 sc0 ls0 ws150">st<span class="_ _0"></span>anowisku pracy<span class="_ _1"></span>,<span class="_ _1"></span> ale również w c<span class="_ _0"></span>ałej firmie.<span class="_ _1"></span> Jeśli pomysł zos<span class="_ _1"></span>tanie zaakcept<span class="_ _1"></span>owany i wdro<span class="_ _0"></span>żony<span class="_ _1"></span>,<span class="_ _0"></span> praco<span class="_ _0"></span>wnik może liczyć na wy<span class="ws0">-</span></div><div class="t m0 x11 h8 y401 ff6 fs5 fc4 sc0 ls0 ws12b">płat<span class="_ _0"></span>ę wynagr<span class="_ _0"></span>odzenia<span class="_ _1"></span>,<span class="_ _0"></span> zgodnie <span class="_ _0"></span>z kryt<span class="_ _0"></span>eriami oceny pomy<span class="_ _0"></span>słów<span class="_ _0"></span>.<span class="_ _0"></span> Ocenie podlega<span class="_ _0"></span>ją: wpływ na jak<span class="_ _0"></span>ość,<span class="_ _1"></span> wpływ na pr<span class="_ _0"></span>oduktyw<span class="_ _0"></span>ność,<span class="_ _1"></span> </div><div class="t m0 x11 h8 y402 ff6 fs5 fc4 sc0 ls0 ws14b">innowacy<span class="_ _0"></span>jność,<span class="_ _1"></span> oszczędności,<span class="_ _1"></span> BHP i ochrona środowisk<span class="_ _0"></span>a<span class="_ _1"></span>,<span class="_ _0"></span> k<span class="_ _0"></span>omunikacja i sys<span class="_ _0"></span>t<span class="_ _0"></span>em pracy<span class="_ _1"></span>.<span class="_ _0"></span> Dodat<span class="_ _0"></span>kow<span class="_ _0"></span>ą zachętą dla pr<span class="_ _0"></span>acownikó<span class="_ _0"></span>w są </div><div class="t m0 x11 h8 y403 ff6 fs5 fc4 sc0 ls0 ws11">nagrody r<span class="_ _0"></span>oczne przyznawane w  <span class="_ _0"></span>kat<span class="_ _0"></span>egoriach: na<span class="_ _0"></span>jlepszy zes<span class="_ _0"></span>pół oraz na<span class="_ _0"></span>jlepszy pom<span class="_ _0"></span>ysł.<span class="_ _0"></span> </div><div class="t m0 x11 h8 y404 ff6 fs5 fc4 sc0 ls0 ws13d">W edy<span class="_ _0"></span>cji Progr<span class="_ _0"></span>amu obejmującego okres od 01<span class="_ _1"></span>.09.2022 <span class="_ _2"></span>r<span class="_ _f"></span>. d<span class="_ _0"></span>o 31<span class="_ _1"></span>.08.2<span class="_ _2"></span>023 r<span class="_ _f"></span>. zr<span class="_ _0"></span>ealizowano 18 pr<span class="_ _0"></span>ojekt<span class="_ _0"></span>ów zgłoszon<span class="_ _0"></span>ych przez pra<span class="ws0">-</span></div><div class="t m0 x11 h8 y405 ff6 fs5 fc4 sc0 ls0 ws9">cownik<span class="_ _0"></span>ów<span class="_ _0"></span>.<span class="_ _0"></span> Wy<span class="_ _0"></span>generow<span class="_ _0"></span>ały one ponad 200 tys.<span class="_ _1"></span> zł oszczędności w skali roku.</div><div class="t m0 x11 h8 y718 ff7 fs5 fc4 sc0 ls0 ws0">W<span class="_ _0"></span>arszta<span class="_ _0"></span>ty SGA w <span class="_ _0"></span>Apat<span class="_ _0"></span>or Powogaz</div><div class="t m0 x11 h8 y407 ff6 fs5 fc4 sc0 ls0 ws171">Progr<span class="_ _0"></span>am SGA (ang.<span class="_ _0"></span> Small Group <span class="_ _0"></span>Activit<span class="_ _0"></span>i) pozwala wypr<span class="_ _0"></span>acować opt<span class="_ _0"></span>ymalizację <span class="_ _0"></span>wewnętrzn<span class="_ _0"></span>ych proces<span class="_ _0"></span>ów,<span class="_ _1"></span> poszukiwać wi<span class="_ _0"></span>ększej </div><div class="t m0 x11 h8 y408 ff6 fs5 fc4 sc0 ls0 ws19d">efekt<span class="_ _0"></span>ywności <span class="_ _0"></span>i pozytywn<span class="_ _0"></span>ych zmian.<span class="_ _1"></span> Polega on na zaangażow<span class="_ _0"></span>aniu pracownik<span class="_ _0"></span>ów,<span class="_ _1"></span> kt<span class="_ _0"></span>órzy w mały<span class="_ _0"></span>ch grupach proj<span class="_ _0"></span>ekt<span class="_ _0"></span>owych pr<span class="_ _0"></span>acują </div><div class="t m0 x11 h8 y409 ff6 fs5 fc4 sc0 ls0 ws197">nad rozwiązaniem k<span class="_ _0"></span>onkret<span class="_ _0"></span>ny<span class="_ _0"></span>ch zagadnień.<span class="_ _1"></span> W I edycji progr<span class="_ _0"></span>amu realizowanego w 2023 roku <span class="_ _0"></span>1<span class="_ _0"></span>7  uczes<span class="_ _0"></span>tnik<span class="_ _0"></span>ów w 4 zespołach </div><div class="t m0 x11 h8 y40a ff6 fs5 fc4 sc0 ls0 ws7">opracowało r<span class="_ _0"></span>ozwiązania dla probl<span class="_ _0"></span>emów zdefiniow<span class="_ _0"></span>anych w ob<span class="_ _0"></span>szarach: magazynu,<span class="_ _1"></span> obsługi reklamacji,<span class="_ _1"></span> szkoleń pr<span class="_ _0"></span>acownik<span class="_ _0"></span>ów oraz </div><div class="t m0 x11 h8 y729 ff6 fs5 fc4 sc0 ls0 ws152">gospodarki odpad<span class="_ _0"></span>ów<span class="_ _0"></span>.<span class="_ _0"></span> Progr<span class="_ _0"></span>am pokazał,<span class="_ _1"></span> że oddolne inicjat<span class="_ _0"></span>ywy mają olbrzymią siłę i rzeczywis<span class="_ _0"></span>ty wpływ na bud<span class="_ _0"></span>owanie kult<span class="_ _0"></span>ury </div><div class="t m0 x11 h8 y72a ff6 fs5 fc4 sc0 ls0 wsb6">LEAN w organizacji.</div><div class="t m0 x11 h24 y72b ff6 fs13 fc1 sc0 ls0 wsbc">Emplo<span class="_ _0"></span>yer br<span class="_ _0"></span>anding zewnętrzn<span class="_ _0"></span>y i wewnęt<span class="_ _0"></span>rzny</div><div class="t m0 x11 h8 y72c ff7 fs5 fc4 sc0 ls0 ws9">Budowanie mar<span class="_ _0"></span>ki pracoda<span class="_ _0"></span>wcy</div><div class="t m0 x11 h8 y72d ff6 fs5 fc4 sc0 ls0 ws19e">W ramach <span class="_ _0"></span>działań promujących mark<span class="_ _0"></span>ę pracoda<span class="_ _0"></span>wcy spółki <span class="_ _0"></span>Grupy <span class="_ _0"></span>Apat<span class="_ _0"></span>or w 2023 roku <span class="_ _0"></span>brały udział <span class="_ _0"></span>w nast<span class="_ _0"></span>ępujących <span class="_ _0"></span>inicjatyw<span class="_ _0"></span>ach:</div><div class="t m0 x37 h8 y72e ff8 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ws17b">targi pracy na Uniwers<span class="_ _0"></span>ytecie Mik<span class="_ _0"></span>ołaja K<span class="_ _1"></span>opernika w T<span class="_ _f"></span>oruniu,<span class="_ _1"></span> Uniwersyt<span class="_ _0"></span>ecie Zielonogór<span class="_ _0"></span>skim,<span class="_ _1"></span> Polit<span class="_ _0"></span>echnice Bydg<span class="_ _0"></span>oskiej im.<span class="_ _1"></span> Jana </span></span></div><div class="t m0 x1d h8 y72f ff6 fs5 fc4 sc0 ls0 ws0">i Jędrzeja Śniadeckich,<span class="_ _1"></span> Polit<span class="_ _0"></span>echnice Poznańskiej,</div><div class="t m0 x37 h8 y730 ff8 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4">współpraca z Biurami Karier Uniwer<span class="_ _0"></span>syt<span class="_ _0"></span>et<span class="_ _0"></span>u Mikoła<span class="_ _0"></span>ja Koper<span class="_ _1"></span>ni<span class="_ _2"></span>ka<span class="_ _1"></span>,<span class="_ _1"></span> Uniwersyt<span class="_ _0"></span>etu Ziel<span class="_ _0"></span>onogórsk<span class="_ _0"></span>iego,</span></span></div><div class="t m0 x37 h8 y731 ff8 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ws9">prowadzenie progr<span class="_ _0"></span>amów st<span class="_ _0"></span>ażowych,</span></span></div><div class="t m0 x37 h8 y732 ff8 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ws11">publi<span class="_ _2"></span>kacja i pr<span class="_ _0"></span>omocja pracodawcy <span class="_ _0"></span>w ramach publik<span class="_ _0"></span>owany<span class="_ _0"></span>ch of<span class="_ _0"></span>ert pracy<span class="_ _1"></span>,<span class="_ _1"></span> </span></span></div><div class="t m0 x37 h8 y733 ff8 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ws9">działalność sponsorska spółek (obecno<span class="_ _0"></span>ść marki w ot<span class="_ _0"></span>oczeniu społeczn<span class="_ _0"></span>ym),</span></span></div><div class="t m0 x37 h8 y734 ff8 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ws14c">Ca<span class="_ _2"></span>ndidat<span class="_ _0"></span>e Experience: pr<span class="_ _0"></span>oces rekru<span class="_ _0"></span>tacji,<span class="_ _1"></span> rozmowy r<span class="_ _0"></span>ekrutac<span class="_ _0"></span>yjne,<span class="_ _1"></span> infor<span class="_ _1"></span>macja zwrotna bez <span class="_ _0"></span>względu na wy<span class="_ _0"></span>nik rekru<span class="_ _0"></span>tacji,<span class="_ _1"></span> proces </span></span></div><div class="t m0 x1d h8 y735 ff6 fs5 fc4 sc0 ls0 ws0">pre-onboardingowy<span class="_ _1"></span>,</div><div class="t m0 x37 h8 y736 ff8 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ws9">l<span class="_ _2"></span>iczne k<span class="_ _0"></span>onfer<span class="_ _0"></span>encje br<span class="_ _0"></span>anżowe,<span class="_ _1"></span> w tym udział pr<span class="_ _0"></span>acownik<span class="_ _0"></span>ów w k<span class="_ _0"></span>onfer<span class="_ _0"></span>encjach w roli ekspert<span class="_ _0"></span>ów<span class="_ _0"></span>.<span class="_ _0"></span> </span></span></div><div class="t m0 x11 h8 y737 ff7 fs5 fc4 sc0 ls0 ws1b">Zaangażowanie i wor<span class="_ _0"></span>k-lif<span class="_ _0"></span>e balance<span class="ff6 ws0"> </span></div><div class="t m0 x11 h8 y738 ff6 fs5 fc4 sc0 ls0 ws176">Spółki Grupy <span class="_ _0"></span>Apat<span class="_ _0"></span>or podejmują wiele różnor<span class="_ _0"></span>odny<span class="_ _0"></span>ch działań mających na celu zapewnienie poczucia sa<span class="_ _0"></span>tys<span class="_ _0"></span>f<span class="_ _0"></span>akcji i z<span class="_ _0"></span>adowolenia </div><div class="t m0 x11 h8 y739 ff6 fs5 fc4 sc0 ls0 ws103">z pracy<span class="_ _1"></span>,<span class="_ _1"></span> jednocześnie szanując i wspi<span class="_ _0"></span>erając r<span class="_ _0"></span>ównowag<span class="_ _0"></span>ę między życiem z<span class="_ _0"></span>awodowym a pryw<span class="_ _0"></span>atn<span class="_ _0"></span>ym pr<span class="_ _0"></span>acownikó<span class="_ _0"></span>w<span class="_ _0"></span>.<span class="_ _0"></span> Przykładowe </div><div class="t m0 x11 h8 y73a ff6 fs5 fc4 sc0 ls0 ws0">działania:</div><div class="t m0 x37 h8 y73b ff8 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ws18">podstawow<span class="_ _0"></span>e standar<span class="_ _0"></span>dy za<span class="_ _0"></span>trudnienia: s<span class="_ _0"></span>tała umowa<span class="_ _1"></span>,<span class="_ _1"></span> możliwość awansu pionowego i poziomego,<span class="_ _1"></span> rekru<span class="_ _0"></span>tacje wew<span class="_ _0"></span>nętrzne – t<span class="_ _1"></span>e </span></span></div><div class="t m0 x1d h8 y73c ff6 fs5 fc4 sc0 ls0 ws9">czynniki pozwala<span class="_ _0"></span>ją pracownik<span class="_ _0"></span>owi czuć się s<span class="_ _0"></span>tabilnie w firmi<span class="_ _0"></span>e,</div><div class="t m0 x37 h8 y73d ff8 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ws9">elastyczn<span class="_ _0"></span>y t<span class="_ _0"></span>ryb pracy: pr<span class="_ _0"></span>aca 100% zdalna<span class="_ _1"></span>,<span class="_ _1"></span> hybrydowa i s<span class="_ _0"></span>tacj<span class="_ _0"></span>onarna<span class="_ _1"></span>,</span></span></div><div class="t m0 x37 h8 y73e ff8 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ws9">ruchomy czas pracy dla pr<span class="_ _0"></span>acownik<span class="_ _0"></span>ów administ<span class="_ _0"></span>racy<span class="_ _0"></span>jny<span class="_ _0"></span>ch,</span></span></div><div class="t m0 x37 h8 y73f ff8 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ws9">premia uznaniowa (pieniężna lub rzeczowa) jak<span class="_ _0"></span>o docenienie i mot<span class="_ _0"></span>ywacja do działania<span class="_ _1"></span>,</span></span></div><div class="t m0 x37 h8 y740 ff8 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ws9">szkolenia dla pracow<span class="_ _0"></span>ników<span class="_ _1"></span>/ warsztat<span class="_ _0"></span>y zespołowe i indywidualne z k<span class="_ _1"></span>ompetencji miękkich,</span></span></div><div class="t m0 x37 h8 y741 ff8 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ws9">dofinansowanie do prywat<span class="_ _0"></span>nej opieki medy<span class="_ _0"></span>cznej,</span></span></div><div class="t m0 x37 h8 y742 ff8 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ws9">promowanie badań profilakt<span class="_ _0"></span>yczny<span class="_ _0"></span>ch oraz od<span class="_ _0"></span>dawania krwi,</span></span></div><div class="t m0 x37 h8 y743 ff8 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ws9">promocja zdrowia psy<span class="_ _0"></span>chicznego – szk<span class="_ _0"></span>olenia udos<span class="_ _1"></span>tępnione na platf<span class="_ _0"></span>ormie fir<span class="_ _1"></span>mowej,</span></span></div><div class="t m2 x5a hc y61d ff8 fs9 fc0 sc0 ls70 ws0">SOCIAL - Obszar społeczn<span class="_ _0"></span>y</div></div><div class="pi" ></div></div><div id="pf35" class="pf w0 h0" ><div class="pc pc35 w0 h0"><img class="bi x11 y744 w4 h5d" alt="" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAABDYAAAMhCAIAAACcxaa2AAAACXBIWXMAABYlAAAWJQFJUiTwAAAV6UlEQVR42u3de2xV9QHA8cNrdK1QVrijChkIRk2ROlnVKSQMKUSFbcT5SMFVx+KYOMYYMb4YBaegLurEJ1NwqQLzMUYC2gU6GAlIMICjFUKM0OIcKVyoFm3tpI/9ccndtbe93BYKtH4+f93H+f3O6cn9o9+c37m3S2NjYwAAQOdSV9/wvbv+XLIvnDticNHDN3Xv1tU5oaPwYQUA6IRmL15fsi8cBEHxjvIFK7Y4IUgUAADOmLff3bto1fbo04LCTZt3fey00FF0sdALAKAzKT9Ydf5PX2jyYmZGWsniqaH0VOeHs5+rKAAAnUddfcNVM1+Jf72isjr3nr/U1Tc4RUgUAABOn/zH3qqorG72rZJ94dmL1ztFSBQAAE6T5et3r9iwO8EGi1Ztf/vdvU4UZzn3ogAAdAalZeHsaUuT2bLslV8O7p9+MvsqP1gVBMHu/YezBvVLS+nR7C0udfUNHx/+rKUZBvbrleB7kBPMn3jaWE0GVtceC1fVRB7v3n84Pa3ngH69WjqY2I3jneTZQ6IAAHR+1bXHLrh9cUtLvJrIzEj797LpbfullGZ3lDcma/l9P4zPjPi79mNlDwndc/P3J1+T1ar5Tzht/KjSsvBLRTtjv+Is/oTcOfGy2TdekZbSI/LK8vW7pzyyOsHkuSMGPzHtmuHnh3z22oOFXgAAHd6keSuT7JMgCCoqq/Mfe6ttO7rjyb/H72jFht1t+FLjkn3hKY+sLi0Lt9P8EXX1DePvey1Bn0ROSEHhpvuXbkx+2uId5dnTlkau9nDKdXcKAAA6tE/mL73hYFVxa4bcsm1HzfKU1MnjWrWj0rJw9F6XzIy0MZcOij6d/vTanS9MbWng/PxRF5z3rSAItu45EK76Ytf+cORnJYMgeKlo51PTc5OfP5Seuuzer1yxiV7uyBuTNfHKodHXB/XvHQTB6xv3xDZP9EgiXl5bWryjPPJ40artc6ZcHb9oLcHBv7PrPxZ9SRQAAL7iv5tLP5+3dGIQnPfS3EmvvZfMkA03XTr0Fw8dWbmux/AhPYYPTX5ff9v8QfRx5FdWrs4aMOPZdUEQlOwLl5aFW1r4lD/uksi/8pFlXdW1x8750RORt8JVX7Rq/rSUHk3WhkUTZeKVQ5u8FQTBmq17Y+dscoSTr8l68NXNBYWbIk/XbS+Pn6HJwcfe87N1z4H47Tl5FnoBAHRUDeFPj9z4QOTx5XOeKXvh9syMtATbZ2akHXo+/8K5zx3Pg/GzGqtrk9xXXX3D82uOJ1D2kFDkasMtP7i42cBIrGePbu06f0uaLaj8cZe0apLYM9y39zd9CNuDqygAAB1TXf2RyfPqKyojz+orKtOmLfxw9R8mzVsZXbwUK3fE4KL5N3wy8e7YIYcn3Rta98dk9rZ1z4Hoiqk7rvtu5EEoPTV7SCiy8On5Ne/dn3dVs3fhF657P3Z51dY9B07t/O2qycHHXpbJuTDTx1CiAABw3NEFhbXF22JfqS3e1vOxV4sevm3Bii3RxUsRT9817lc/HnH0wZfjhxx98OXec392wt29vnFP9HHsxY2fjLookhAVldVb9xwYOWxg/NgmBxPr1rFZJz9/Aht27j/J85zg4C+/6FyfQ4kCAEAQBEHt21uqCpbEv15VsKTn2Jy5t44ce9mgUbOWBUGQmZH25u8mjRw2MPGQniOHJ9hdde2x2C/FmvncP6KPd+0Px2ZMqxJifv6o668Y2n7zB0EQe8/9KZQ9JLRw6uhmfxAGiQIA8LXTEP40POHult49cuMDmSWFI4cNPPTGjIeWvRP5lqpkhnQN9Wlpg40lH8U+bemf/kWrti+YOjr66yKxKRK7VmpQ/94D+vWK/cHEk5y/XUUPfvaf1keWomVmpG1/9vbTv+RMogAAcFaqqz+UOzPB+/UVlUcmzwsVPR5KTz3+fb5JDwm6d2t2gydXbkvy6DaWfBS5MBIr+qVYLTnJ+ZPU7HeOFa57P/Go6MEP6t87cmGqorJ6wYotc28d6cMoUQAACI7k//5Yyd7E29QWbzu6oDB6h0kbhsQKV9VE77/PHTH4xVnXNtlg9/7DE+a8GY2N1iZEu84/8cqh0Wsy2dOWNrmes2br3tgrNlcPG5BgqpHDBuaNyYpsX1C4KefCzDbHEhIFAKCTqFm+rmZFUj/SWFWw5Bs5F6dcf1UbhjR5/bV//v9G9lk35MRfDxncPz0zIy2yCKp4R3m4qqZVN2m06/w3j744ukArSHjve96YrBP+DuOLs67dsHN/ZLYJc9489MYMt6O0B0voAAA6jCNT5ie/cXjC3V/u+KBVQyp/vrCZ/8uL/hV9PDr7O80OvHPiZc0mRzLadf7u3bquXXhL3pgT/MDi/PxRT00fe8LZ0lJ6LPntddGnkxeurqtv8LE85bo0NjY6CwAAHUJ43G+afGtwAt0yM9IfnV5520PJz5+al9t3+bwmL5YfrIo+buk6Q3XtsXBVTfT/+FB6al19w8eHP4u8EntnfLy2zR8/PJSemuBO+ugMn9V8WVoW7nNOz6xB/Vo6vNjdxb8be8CJ/zQkCgBAJ9cQ/vRQ7swT3lgSBEFKbk7f5fO6hvq0YYjzzJml+QAAOs6/bqE+mduXpublJt6s169vChU9HomNNgyBM8tVFACAjufzZ/76yYwnm32r77KC1MnjTskQkCgAACTrWOne8PhZ9RWV0Ve6ZWZ8e8vi7oPPPYVD4PSz0AsAoEPqMXxoZklhSm5O5GlKbs65H76eODbaMAROP1dRAAA6srr62rXvBkEQ/3smp3IISBQAAODryUIvAABAogAAAEgUAABAogAAAEgUAABAogAAAEgUAABAogAAAEgUAABAogAAAEgUAABAogAAAEgUAAAAiQIAAEgUAAAAiQIAAEgUAAAAiQIAAEgUAAAAiQIAAEgUAAAAiQIAAEgUAAAAiQIAAEgUAAAAiQIAACBRAAAAiQIAACBRAAAAiQIAACBRAAAAiQIAACBRAAAAiQIAACBRAAAAiQIAACBRAAAAiQIAACBRAAAAJAoAACBRAAAAJAoAACBRAAAAJAoAACBRAAAAJAoAACBRAAAAJAoAACBRAAAAJAoAACBRAAAAJAoAAIBEAQAAJAoAAIBEAQAAJAoAAIBEAQAAJAoAAIBEAQAAJAoAAIBEAQAAJAoAAIBEAQAAJAoAAIBEAQAAkCgAAIBEAQAAkCgAAIBEAQAAkCgAAIBEAQAAkCgAAIBEAQAAkCgAAIBEAQAAkCgAAIBEAQAAkCgAAAASBQAAkCgAAAASBQAAkCgAAAASBQAAkCgAAAASBQAAkCgAAAASBQAAkCgAAAASBQAAkCgAAAASBQAAQKIAAAASBQAAQKIAAAASBQAAQKIAAAASBQAAQKIAAAASBQAAQKIAAAASBQAAQKIAAAASBQAAQKIAAABIFAAAQKIAAABIFAAAQKIAAABIFAAAQKIAAABIFAAAQKIAAABIFAAAQKIAAABIFAAAQKIAAABIFAAAAIkCAABIFAAAAIkCAABIFAAAAIkCAABIFAAAAIkCAABIFAAAAIkCAABIFAAAAIkCAABIFAAAAIkCAAAgUQAAAIkCAAAgUQAAAIkCAAAgUQAAAIkCAAAgUQAAAIkCAAAgUQAAAIkCAAAgUQAAAIkCAAAgUQAAACQKAAAgUQAAACQKAAAgUQAAACQKAAAgUQAAACQKAAAgUQAAACQKAADw9dDdKQAAALqMf/RsOIy8MVmuogAAAGcRiQIAAEgUAAAAiQIAAEgUAAAAiQIAAEgUAAAAiQIAAEgUAAAAiQIAAEgUAAAAiQIAAEgUAAAAiQIAACBRAAAAiQIAACBRAAAAiQIAACBRAAAAiQIAACBRAAAAiQIAACBRAAAAiQIAACBRAAAAiQIAACBRAAAAJAoAACBRAAAAJAoAACBRAAAAJAoAACBRAAAAJAoAACBRAAAAJAoAACBRAAAAJAoAACBRAAAAJAoAAIBEAQAAJAoAAIBEAQAAJAoAAIBEAQAAJAoAAIBEAQAAJAoAAIBEAQAAJAoAAIBEAQAAJAoAAIBEAQAAkCgAAIBEAQAAkCgAAIBEAQAAkCgAAIBEAQAAkCgAAIBEAQAAkCgAAIBEAQAAkCgAAIBEAQAAkCgAAAASBQAAkCgAAAASBQAAkCgAAAASBQAAkCgAAAASBQAAkCgAAAASBQAAkCgAAAASBQAAkCgAAAASBQAAQKIAAAASBQAAQKIAAAASBQAAQKIAAAASBQAAQKIAAAASBQAAQKIAAAASBQAAQKIAAAASBQAAQKIAAABIFAAAQKIAAABIFAAAQKIAAABIFAAAQKIAAABIFAAAQKIAAABIFAAAQKIAAABIFAAAQKIAAABIFAAAAIkCAABIFAAAAIkCAABIFAAAAIkCAABIFAAAAIkCAABIFAAAAIkCAABIFAAAAIkCAABIFAAAAIkCAAAgUQAAAIkCAAAgUQAAAIkCAAAgUQAAAIkCAAAgUQAAAIkCAAAgUQAAAIkCAAAgUQAAAIkCAAAgUQAAACQKAAAgUQAAACQKAAAgUQAAACQKAAAgUQAAACQKAAAgUQAAACQKAAAgUQAAACQKAAAgUQAAACQKAACARAEAACQKAACARAEAACQKAACARAEAACQKAACARAEAACQKAACARAEAACQKAACARAEAACQKAACARAEAAJAoAACARAEAAJAoAACARAEAAJAoAACARAEAAJAoAACARAEAAJAoAACARAEAAJAoAACARAEAAJAoAAAAEgUAAJAoAAAAEgUAAJAoAAAAEgUAAJAoAAAAEgUAAJAoAAAAEgUAAJAoAAAAEgUAAJAoAAAAEgUAAECiAAAAEgUAAECiAAAAEgUAAECiAAAAEgUAAECiAAAAEgUAAECiAAAAEgUAAECiAAAAEgUAAECiAAAASBQAAECiAAAASBQAAECiAAAASBQAAECiAAAASBQAAECiAAAASBQAAECiAAAASBQAAECiAAAASBQAAACJAgAASBQAAACJAgAASBQAAACJAgAASBQAAACJAgAASBQAAACJAgAASBQAAACJAgAASBQAAACJAgAAIFEAAACJAgAAIFEAAACJAgAAIFEAAACJAgAAIFEAAACJAgAAIFEAAACJAgAAIFEAAACJAgAAIFEAAAAkCgAAIFEAAAAkCgAAIFEAAAAkCgAAIFEAAAAkCgAAIFEAAAAkCgAAIFEAAAAkCgAAIFGcAgAAQKIAAABIFAAAQKIAAABIFAAAQKIAAABIFAAAQKIAAABIFAAAQKIAAABIFAAAQKIAAABIFAAAAIkCAABIFAAAAIkCAABIFAAAAIkCAABIFAAAAIkCAABIFAAAAIkCAABIFAAAAIkCAABIFAAAAIkCAAAgUQAAAIkCAAAgUQAAAIkCAAAgUQAAAIkCAAAgUQAAAIkCAAAgUQAAAIkCAAAgUQAAAIkCAAAgUQAAACQKAAAgUQAAACQKAAAgUQAAACQKAAAgUQAAACQKAAAgUQAAACQKAAAgUQAAACQKAAAgUQAAAM6cLo2Njc4CAABwlnAVBQAAkCgAAAASBQAAkCgAAAASBQAAkCgAAAASBQAAkCgAAAASBQAAkCgAAAASBQAAkCgAAAASBQAAQKIAAAASBQAAQKIAAAASBQAAQKIAAAASBQAAQKIAAAASBQAAQKIAAAASBQAAQKIAAAASBQAAQKIAAABIFAAAQKIAAABIFAAAQKIAAABIFAAAQKIAAABIFAAAQKIAAABIFAAAQKIAAABIFAAAQKIAAABIFAAAAIkCAABIFAAAAIkCAABIFAAAAIkCAABIFAAAAIkCAABIFAAAAIkCAABIFAAAAIkCAABIFAAAAIkCAAAgUQAAAIkCAAAgUQAAAIkCAAAgUQAAAIkCAAAgUQAAAIkCAAAgUQAAAIkCAAAgUQAAAIkCAAAgUQAAACQKAAAgUQAAACQKAAAgUQAAACQKAAAgUQAAACQKAAAgUQAAACQKAAAgUQAAACQKAAAgUQAAACQKAACARAEAACQKAACARAEAACQKAACARAEAACQKAACARAEAACQKAACARAEAACQKAACARAEAACQKAACARAEAAJAoAACARAEAAJAoAACARAEAAJAoAACARAEAAJAoAACARAEAAJAoAACARAEAAJAoAACARAEAAJAoAAAAEgUAAJAoAAAAEgUAAJAoAAAAEgUAAJAoAAAAEgUAAJAoAAAAEgUAAJAoAAAAEgUAAJAoAAAAEgUAAECiAAAAEgUAAECiAAAAEgUAAECiAAAAEgUAAECiAAAAEgUAAECiAAAAEgUAAECiAAAAEgUAAECiAAAASBQAAECiAAAASBQAAECiAAAASBQAAECiAAAASBQAAECiAAAASBQAAECiAAAASBQAAECiAAAASBQAAACJAgAASBQAAACJAgAASBQAAACJAgAASBQAAACJAgAASBQAAACJAgAASBQAAACJAgAASBQAAACJAgAAIFEAAACJAgAAIFEAAACJAgAAIFEAAACJAgAAIFEAAACJAgAAIFEAAACJAgAAIFEAAACJAgAAIFEAAAAkCgAAIFEAAAAkCgAAIFEAAAAkCgAAIFEAAAAkCgAAIFEAAAAkCgAAIFEAAAAkCgAAIFEAAAAkCgAAgEQBAAAkCgAAgEQBAAAkCgAAgEQBAAAkCgAAgEQBAAAkCgAAgEQBAAAkCgAAgEQBAAAkCgAAgEQBAACQKAAAgEQBAACQKAAAgEQBAACQKAAAgEQBAACQKAAAgEQBAACQKAAAgEQBAACQKAAAgEQBAACQKAAAABIFAACQKAAAABIFAACQKAAAABIFAACQKAAAABIFAACQKAAAABIFAACQKAAAABIFAACQKAAAABIFAABAogAAABIFAABAogAAABIFAABAogAAABIFAABAogAAABIFAABAogAAABIFAABAogAAABIFAABAogAAAEgUAABAogAAAEgUAABAogAAAEgUAABAogAAAEgUAABAogAAAEgUAABAogAAAEgUAABAojgFAACARAEAAJAoAACARAEAAJAoAACARAEAAJAoAACARAEAAJAoAACARAEAAJAoAACARAEAAJAoAAAAEgUAAJAoAAAAEgUAAJAoAAAAEgUAAJAoAAAAEgUAAJAoAAAAEgUAAJAoAAAAEgUAAJAoAAAAEgUAAECiAAAAEgUAAECiAAAAEgUAAECiAAAAEgUAAECiAAAAEgUAAECiAAAAEgUAAECiAAAAEgUAAECiAAAASBQAAECiAAAASBQAAECiAAAASBQAAECiAAAASBQAAECiAAAASBQAAECiAAAASBQAAECiAAAASBQAAACJAgAASBQAAACJAgAASBQAAACJAgAASBQAAACJAgAASBQAAACJAgAASBQAAACJAgAASBQAAACJAgAAIFEAAACJAgAAIFEAAACJAgAAIFEAAACJAgAAIFEAAACJAgAAIFEAAACJAgAAcLp0cQrgbNDY2OgkAAAEQfA/DXPnSsI2gYMAAAAASUVORK5CYII="/><div class="t m0 xb6 ha y32 ff6 fs7 fc3 sc0 ls0 ws0">53</div><div class="t m0 x37 h8 y278 ff8 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ws9">integracj<span class="_ _0"></span>e zespołowe,</span></span></div><div class="t m0 x37 h8 y3f5 ff8 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4">promowanie i święt<span class="_ _0"></span>owanie Dnia Doceniania Pracownik<span class="_ _0"></span>ów<span class="_ _0"></span>,<span class="_ _1"></span> wspólne celebrowanie popular<span class="_ _0"></span>ny<span class="_ _0"></span>ch świąt,<span class="_ _1"></span> </span></span></div><div class="t m0 x37 h8 y3f6 ff8 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ws9">organizacja inicjatyw sport<span class="_ _0"></span>owych w poszczeg<span class="_ _0"></span>ólnych s<span class="_ _0"></span>półkach,</span></span></div><div class="t m0 x37 h8 y3f7 ff8 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4">wsparcie pasji sportowych pr<span class="_ _0"></span>acownik<span class="_ _0"></span>ów m.in.<span class="_ _0"></span> P<span class="_ _0"></span>arszywa 1<span class="_ _0"></span>2,<span class="_ _1"></span> Bieg Winobr<span class="_ _0"></span>aniowy<span class="_ _0"></span>,<span class="_ _1"></span> Ultr<span class="_ _0"></span>amarat<span class="_ _0"></span>on,<span class="_ _1"></span> Poland Business Run,<span class="_ _1"></span> </span></span></div><div class="t m0 x37 h8 y3f8 ff8 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ws132">dba<span class="_ _2"></span>nie o zdr<span class="_ _0"></span>owie fizyczne pracow<span class="_ _0"></span>ników<span class="_ _0"></span>,<span class="_ _1"></span> m.in. poprzez do<span class="_ _0"></span>finansowanie hal sport<span class="_ _0"></span>owych or<span class="_ _0"></span>az boisk Orlik dla pracownik<span class="_ _0"></span>ów <span class="_ _95"></span><span class="ws0"> </span></span></span></div><div class="t m0 x1d h8 y3f9 ff6 fs5 fc4 sc0 ls0 ws9">do gry w piłkę nożną or<span class="_ _0"></span>az siat<span class="_ _0"></span>k<span class="_ _0"></span>ówk<span class="_ _0"></span>ę,<span class="_ _1"></span> aby mogli aktywnie spędz<span class="_ _0"></span>ać czas t<span class="_ _0"></span>akże po godzinach pracy<span class="_ _1"></span>,</div><div class="t m0 x37 h8 y3fa ff8 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4">organizacja akcji charytat<span class="_ _0"></span>ywny<span class="_ _0"></span>ch i inicjat<span class="_ _0"></span>yw środowis<span class="_ _0"></span>kowy<span class="_ _0"></span>ch angażujących praco<span class="_ _0"></span>wników<span class="_ _0"></span>,<span class="_ _1"></span> </span></span></div><div class="t m0 x37 h8 y45d ff8 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 wseb">przestrzeń w biurze do odpoczy<span class="_ _0"></span>nku i wyciszenia się,<span class="_ _1"></span> zaopat<span class="_ _0"></span>rzona w gry planszowe,<span class="_ _1"></span> bibliotecz<span class="_ _0"></span>kę,<span class="_ _1"></span> k<span class="_ _0"></span>onsolę Xbo<span class="_ _0"></span>x,<span class="_ _1"></span> piłki do siedze<span class="ws0">-</span></span></span></div><div class="t m0 x1d h8 y45e ff6 fs5 fc4 sc0 ls0 ws0">nia<span class="_ _1"></span>,<span class="_ _0"></span> poduszki masujące (Apat<span class="_ _1"></span>or Rector),</div><div class="t m0 x37 h8 y45f ff8 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ws15">akcje specjalne np.<span class="_ _1"></span> <span class="_ _2"></span>Dzień Ro<span class="_ _0"></span>zmait<span class="_ _0"></span>ości (cyklicznie raz w <span class="_ _0"></span>ty<span class="_ _0"></span>godniu) - z<span class="_ _0"></span>apewnienie zdrowy<span class="_ _0"></span>ch przekąsek w biurze,<span class="_ _1"></span> dni <span class="_ _1"></span>„temat<span class="_ _0"></span>ycz<span class="ws0">-</span></span></span></div><div class="t m0 x1d h8 y460 ff6 fs5 fc4 sc0 ls0 ws9">ne” np.<span class="_ _0"></span> popcornu,<span class="_ _1"></span> t<span class="_ _0"></span>os<span class="_ _0"></span>tó<span class="_ _0"></span>w,<span class="_ _1"></span> lodów<span class="_ _0"></span>,<span class="_ _1"></span> czekolady (Apa<span class="_ _0"></span>t<span class="_ _0"></span>or Rect<span class="_ _0"></span>or).</div><div class="t m0 x11 h8 y3ff ff7 fs5 fc4 sc0 ls0 ws1b">Dzielenie się wiedz<span class="_ _0"></span>ą</div><div class="t m0 x11 h8 y400 ff6 fs5 fc4 sc0 ls0 ws157">Pods<span class="_ _0"></span>tawow<span class="_ _0"></span>ą for<span class="_ _0"></span>mą dzielenia się wiedz<span class="_ _0"></span>ą jes<span class="_ _0"></span>t bieżąca k<span class="_ _1"></span>omuni<span class="_ _2"></span>kacja między pracownik<span class="_ _0"></span>ami i zespołami (spotk<span class="_ _0"></span>ania operacy<span class="_ _0"></span>jne,<span class="_ _1"></span> wy<span class="ws0">-</span></div><div class="t m0 x11 h8 y4c1 ff6 fs5 fc4 sc0 ls0 ws11">miana i współdzielenie inf<span class="_ _0"></span>ormacji i mat<span class="_ _1"></span>eriałów na firmowych plat<span class="_ _0"></span>for<span class="_ _1"></span>mach chmurowych).<span class="_ _0"></span> Ponad<span class="_ _0"></span>to,<span class="_ _1"></span> na poziomie całej Grupy or<span class="_ _0"></span>az </div><div class="t m0 x11 h8 y4c2 ff6 fs5 fc4 sc0 ls0 ws9">poszczególn<span class="_ _0"></span>ych spółek podejmow<span class="_ _0"></span>ano dodat<span class="_ _0"></span>kow<span class="_ _0"></span>e inicjatywy np.:</div><div class="t m0 x37 h8 y4c3 ff8 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ws9">organizacja  i udost<span class="_ _0"></span>ępnianie mat<span class="_ _0"></span>eriałów ze szk<span class="_ _0"></span>oleń e-lear<span class="_ _0"></span>ningowy<span class="_ _0"></span>ch doty<span class="_ _0"></span>czący<span class="_ _0"></span>ch rozwiązań Grup<span class="_ _0"></span>y Apat<span class="_ _1"></span>or<span class="_ _0"></span>,</span></span></div><div class="t m0 x37 h8 y4c4 ff8 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ws9">udost<span class="_ _0"></span>ępnianie wiedzy zdobyt<span class="_ _1"></span>e<span class="_ _2"></span>j podczas inn<span class="_ _0"></span>ych szk<span class="_ _0"></span>oleń (wew<span class="_ _0"></span>nętrzne plat<span class="_ _0"></span>for<span class="_ _0"></span>my e-l<span class="_ _0"></span>earningow<span class="_ _0"></span>e),</span></span></div><div class="t m0 x37 h8 y745 ff8 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ws9">organizacja warsztat<span class="_ _0"></span>ów wewnę<span class="_ _0"></span>trzny<span class="_ _0"></span>ch – dzielenie się wiedzą z z<span class="_ _0"></span>akresu <span class="_ _0"></span>tr<span class="_ _0"></span>endów,<span class="_ _1"></span> rynk<span class="_ _0"></span>ów,<span class="_ _1"></span> t<span class="_ _0"></span>echnologii,<span class="_ _1"></span> konkur<span class="_ _0"></span>encji i in.,</span></span></div><div class="t m0 x37 h8 y746 ff8 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ws9">raporty z targ<span class="_ _0"></span>ów,<span class="_ _1"></span> k<span class="_ _0"></span>onfer<span class="_ _0"></span>encji i sympozj<span class="_ _0"></span>ów branżowy<span class="_ _0"></span>ch,<span class="_ _1"></span> w który<span class="_ _0"></span>ch brali udział pracow<span class="_ _0"></span>nicy<span class="_ _1"></span>,</span></span></div><div class="t m0 x37 h8 y747 ff8 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ws9">raporty z prac zespołów ro<span class="_ _0"></span>boczych w ramach or<span class="_ _0"></span>ganizacji branżowych,</span></span></div><div class="t m0 x37 h8 y748 ff8 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ws14e">a<span class="_ _2"></span>rty<span class="_ _0"></span>kuły w magazynie firmo<span class="_ _0"></span>wym,<span class="_ _1"></span> newslettery<span class="_ _1"></span>,<span class="_ _1"></span> audycje w fir<span class="_ _0"></span>mowym r<span class="_ _0"></span>adiowęźle (Apat<span class="_ _0"></span>or SA) i inne działania w ramach k<span class="_ _0"></span>am<span class="ws0">-</span></span></span></div><div class="t m0 x1d h8 y749 ff6 fs5 fc4 sc0 ls0 ws9">panii edukacy<span class="_ _0"></span>jny<span class="_ _0"></span>ch dla pracownik<span class="_ _0"></span>ów<span class="_ _0"></span>.</div><div class="t m0 x11 h24 y74a ff6 fs13 fc1 sc0 ls0 wsbc">Kształt<span class="_ _1"></span>owanie kult<span class="_ _0"></span>ury organizacy<span class="_ _0"></span>jnej</div><div class="t m0 x11 h8 y74b ff7 fs5 fc4 sc0 ls0 ws0">K<span class="_ _0"></span>OMUNIKACJA<span class="_ _0"></span> Z PRACOWNIKAMI</div><div class="t m0 x11 h8 y74c ff6 fs5 fc4 sc0 ls0 ws7">Celem działań k<span class="_ _0"></span>omunikacyj<span class="_ _0"></span>nych w Grupi<span class="_ _0"></span>e Apat<span class="_ _0"></span>or j<span class="_ _0"></span>est bieżą<span class="_ _0"></span>ce infor<span class="_ _0"></span>mowanie pracow<span class="_ _0"></span>ników o ak<span class="_ _0"></span>tualnej syt<span class="_ _1"></span>uacj<span class="_ _2"></span>i spółek,<span class="_ _1"></span> wynikach </div><div class="t m0 x11 h8 y74d ff6 fs5 fc4 sc0 ls0 ws16e">finansowych,<span class="_ _1"></span> ist<span class="_ _1"></span>otnych zmianach,<span class="_ _1"></span> perspekt<span class="_ _0"></span>ywach i planowany<span class="_ _0"></span>ch działaniach,<span class="_ _1"></span> a także inicjat<span class="_ _0"></span>ywach i wydarzeniach d<span class="_ _0"></span>oty<span class="_ _0"></span>czący<span class="_ _0"></span>ch </div><div class="t m0 x11 h8 y74e ff6 fs5 fc4 sc0 ls0 wsfb">działalności całej Grupy Apat<span class="_ _0"></span>or<span class="_ _f"></span>.</div><div class="t m0 x11 h8 y74f ff6 fs5 fc4 sc0 ls0 ws11">K<span class="_ _0"></span>omunikacja z pracow<span class="_ _0"></span>nikami w spółka<span class="_ _0"></span>ch Grupy <span class="_ _0"></span>Apat<span class="_ _0"></span>or przybiera r<span class="_ _0"></span>óżnorodne <span class="_ _0"></span>for<span class="_ _0"></span>my:</div><div class="t m0 x37 h8 y750 ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ws8a">spotkania pr<span class="_ _0"></span>acownikó<span class="_ _0"></span>w z Zarządami spółek - odbywa<span class="_ _0"></span>ją się zwykle cy<span class="_ _0"></span>klicznie a ich przedmiotem <span class="_ _0"></span>jes<span class="_ _0"></span>t omówienie ef<span class="_ _0"></span>ektó<span class="_ _0"></span>w </span></span></div><div class="t m0 x1d h8 y751 ff6 fs5 fc4 sc0 ls0 ws11">działalności spółk<span class="_ _0"></span>i,<span class="_ _1"></span> realizowanych pr<span class="_ _0"></span>ojekt<span class="_ _1"></span>ów,<span class="_ _1"></span> planów na najbliższe miesiące or<span class="_ _0"></span>az bieżący<span class="_ _0"></span>ch t<span class="_ _0"></span>emat<span class="_ _0"></span>ów or<span class="_ _0"></span>ganizacyjn<span class="_ _0"></span>ych,</div><div class="t m0 x37 h8 y752 ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ws9">spotkania d<span class="_ _0"></span>yrek<span class="_ _1"></span>cj<span class="_ _2"></span>i i kier<span class="_ _0"></span>ownik<span class="_ _0"></span>ów z Zarządem – odbyw<span class="_ _0"></span>ają się odpowiednio w cy<span class="_ _0"></span>klu ty<span class="_ _0"></span>godniowym i miesięczn<span class="_ _0"></span>ym,</span></span></div><div class="t m0 x37 h8 y753 ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ws11">newslettery <span class="_ _0"></span>z przeglądem na<span class="_ _0"></span>jważniejszych wy<span class="_ _0"></span>darzeń,</span></span></div><div class="t m0 x37 h8 y754 ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ws9">cykliczne spotk<span class="_ _0"></span>ania przedst<span class="_ _0"></span>awicieli obszaró<span class="_ _0"></span>w merytory<span class="_ _0"></span>cznych ze s<span class="_ _0"></span>półek Grupy<span class="_ _1"></span>,</span></span></div><div class="t m0 x37 h8 y755 ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ws11">webinary i newslett<span class="_ _0"></span>ery poświęcone prezen<span class="_ _0"></span>tacji nowości pr<span class="_ _0"></span>odukt<span class="_ _0"></span>owych w <span class="_ _0"></span>of<span class="_ _0"></span>ercie,</span></span></div><div class="t m0 x37 h8 y756 ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ws157">bieżące działania infor<span class="_ _0"></span>macyjne poprzez k<span class="_ _0"></span>anały komunikacji d<span class="_ _0"></span>ost<span class="_ _1"></span>ępne w da<span class="_ _2"></span>nej spółce (np.<span class="_ _1"></span> <span class="_ _2"></span>poprzez ogłoszenia w HRsys,<span class="_ _1"></span> plan<span class="ws0">-</span></span></span></div><div class="t m0 x1d h8 y757 ff6 fs5 fc4 sc0 ls0 ws0">sze i plakat<span class="_ _0"></span>y<span class="_ _1"></span>,<span class="_ _0"></span> animacje na ekranach t<span class="_ _1"></span>elewizorów lub audy<span class="_ _0"></span>cje w fir<span class="_ _0"></span>mowym radiow<span class="_ _0"></span>ęźle).</div><div class="t m0 x11 h8 y758 ff7 fs5 fc4 sc0 ls0 ws0">Strumienie <span class="_ _0"></span>wartości i Lek<span class="_ _0"></span>cje <span class="_ _0"></span>jednot<span class="_ _0"></span>ematy<span class="_ _0"></span>czne</div><div class="t m0 x11 h8 y759 ff6 fs5 fc4 sc0 ls0 ws180">W celu bieżącej wy<span class="_ _0"></span>miany infor<span class="_ _1"></span>macj<span class="_ _2"></span>i i rozwiązyw<span class="_ _0"></span>ania problemów <span class="_ _0"></span>jakoś<span class="_ _0"></span>ciowych or<span class="_ _0"></span>az procesowy<span class="_ _0"></span>ch w spółkach produk<span class="_ _1"></span>cyjnych </div><div class="t m0 x11 h8 y75a ff6 fs5 fc4 sc0 ls0 wse9">organizowane są spot<span class="_ _0"></span>kania w s<span class="_ _0"></span>trumieniu w<span class="_ _0"></span>artoś<span class="_ _0"></span>ci.<span class="_ _0"></span> Prowadz<span class="_ _0"></span>ącym spo<span class="_ _0"></span>tk<span class="_ _0"></span>anie jes<span class="_ _0"></span>t kiero<span class="_ _0"></span>wnik wydziału lub inżynier pr<span class="_ _0"></span>ocesu,<span class="_ _1"></span> zaś </div><div class="t m0 x11 h8 y75b ff6 fs5 fc4 sc0 ls0 wsf3">uczest<span class="_ _0"></span>nikami brygadziści or<span class="_ _0"></span>az w zależno<span class="_ _0"></span>ści od potrzeb inspek<span class="_ _0"></span>torzy <span class="_ _0"></span>jakoś<span class="_ _0"></span>ci.<span class="_ _0"></span> Spot<span class="_ _0"></span>kania odbywa<span class="_ _0"></span>ją się codziennie na każd<span class="_ _0"></span>ym wy<span class="ws0">-</span></div><div class="t m0 x11 h8 y75c ff6 fs5 fc4 sc0 ls0 ws9">dziale produk<span class="_ _0"></span>cy<span class="_ _0"></span>jnym i <span class="_ _0"></span>trwa<span class="_ _0"></span>ją zwykle ok.<span class="_ _1"></span> 15 minut.</div><div class="t m0 x11 h8 y75d ff6 fs5 fc4 sc0 ls0 ws14e">Jednym ze s<span class="_ _0"></span>posobów przeciwdziałania wys<span class="_ _0"></span>t<span class="_ _0"></span>ępowaniu niezgodności są szk<span class="_ _1"></span>olenia w ramach tzw<span class="_ _0"></span>.<span class="_ _0"></span> Lekc<span class="_ _0"></span>ji jednot<span class="_ _0"></span>emat<span class="_ _0"></span>ycznej (zwa<span class="ws0">-</span></div><div class="t m0 x11 h8 y75e ff6 fs5 fc4 sc0 ls0 ws152">nej OPL) w Apat<span class="_ _0"></span>or SA,<span class="_ _1"></span> a w inny<span class="_ _0"></span>ch spółkach produk<span class="_ _1"></span>cyjny<span class="_ _0"></span>ch tzw<span class="_ _0"></span>.<span class="_ _0"></span> Alar<span class="_ _0"></span>m jak<span class="_ _0"></span>ościowy (zw<span class="_ _0"></span>any QC Al<span class="_ _0"></span>ert).<span class="_ _0"></span> Spotk<span class="_ _0"></span>ania odbywa<span class="_ _0"></span>ją się <span class="_ _72"></span><span class="ws0"> </span></div><div class="t m0 x11 h8 y75f ff6 fs5 fc4 sc0 ls0 ws11b">na bieżąco.<span class="_ _1"></span> Brygadziści zapoznają pracow<span class="_ _0"></span>ników z z<span class="_ _0"></span>aist<span class="_ _0"></span>niałą niezgodnością i przeds<span class="_ _0"></span>tawia<span class="_ _0"></span>ją sposób rozwiąz<span class="_ _0"></span>ania problemu.<span class="_ _1"></span> Pra<span class="ws0">-</span></div><div class="t m0 x11 h8 y760 ff6 fs5 fc4 sc0 ls0 ws9">cownicy są zobowią<span class="_ _0"></span>zani do zapoznania się ze wska<span class="_ _0"></span>zówkami or<span class="_ _0"></span>az rek<span class="_ _0"></span>omendacjami i zast<span class="_ _0"></span>osow<span class="_ _0"></span>anie ich w swojej pracy<span class="_ _1"></span>.</div><div class="t m2 x10f hc y61d ff8 fs9 fc0 sc0 ls70 ws0">SOCIAL - Obszar społeczn<span class="_ _0"></span>y</div></div><div class="pi" ></div></div><div id="pf36" class="pf w0 h0" ><div class="pc pc36 w0 h0"><img class="bi x0 y761 w4 h5e" alt="" src="data:image/png;base64,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"/><div class="t m0 x7f ha y32 ff6 fs7 fc3 sc0 ls0 ws0">54</div><div class="t m0 x1c h8 y762 ff7 fs5 fc4 sc0 ls4a ws9">Szk<span class="_ _0"></span>olenia pr<span class="_ _0"></span>acownik<span class="_ _1"></span>ów<span class="_ _b8"> </span>2023 r<span class="_ _f"></span>.<span class="_ _65"> </span>2022 r<span class="_ _f"></span>.<span class="_ _b0"> </span>Dyna<span class="_ _0"></span>mika r<span class="_ _1"></span>/<span class="_ _0"></span>r [%]</div><div class="t m0 x1c h8 y763 ff6 fs5 fc4 sc0 ls4d ws9">Całko<span class="_ _0"></span>wity budżet szk<span class="_ _1"></span>oleniowy [TPLN]</div><div class="t m0 x1c h8 y764 ff6 fs5 fc4 sc0 ls4d ws11">Budżet szk<span class="_ _0"></span>oleniowy na pr<span class="_ _0"></span>acownika [PLN]</div><div class="t m0 x21 h8 y765 ff6 fs5 fc4 sc0 ls4f wsb7">1<span class="_ _2"></span> 2<span class="_ _1b"></span>9<span class="_ _2"></span>7,<span class="_ _2"></span>0</div><div class="t m0 x108 h8 y766 ff6 fs5 fc4 sc0 ls4f wsaa">5<span class="_ _2"></span>6<span class="_ _2"></span>7,<span class="_ _2"></span>8<span class="_ _1b"></span> <span class="_ _0"></span><span class="ls0 wse">    </span></div><div class="t m0 xf3 h8 y765 ff6 fs5 fc4 sc0 ls4d ws0">1 456,2</div><div class="t m0 x118 h8 y766 ff6 fs5 fc4 sc0 ls9a wsa8">640,3 <span class="_ _0"></span><span class="ls0 wse">    </span></div><div class="t m0 x10d h8 y765 ff6 fs5 fc4 sc0 ls58 ws14b">89%</div><div class="t m0 x10d h8 y766 ff6 fs5 fc4 sc0 ls58 ws14b">89%</div><div class="t m0 x1c h8 y767 ff7 fs5 fc4 sc0 ls4a ws9">Progr<span class="_ _0"></span>amy ro<span class="_ _0"></span>zwoju umi<span class="_ _0"></span>ejętnoś<span class="_ _0"></span>ci menedżerskich<span class="_ _b9"> </span>2023 r<span class="_ _f"></span>.<span class="_ _56"> </span>2022 r<span class="_ _f"></span>.<span class="_ _81"> </span>Dynamika r<span class="_ _1"></span>/<span class="_ _0"></span>r [%]</div><div class="t m0 x1c h8 y768 ff6 fs5 fc4 sc0 ls4d ws9">Liczba osób,<span class="_ _1"></span> kt<span class="_ _0"></span>óre sk<span class="_ _0"></span>orzyst<span class="_ _0"></span>ały ze wsparcia <span class="ws0">finanso<span class="_ _0"></span>wego fir<span class="_ _0"></span>my na:</span></div><div class="t m0 xa1 h8 y769 ff6 fs5 fc4 sc0 ls4d ws9">1<span class="_ _0"></span>.<span class="_ _0"></span> s<span class="_ _0"></span>tudia pody<span class="_ _0"></span>plomowe</div><div class="t m0 x119 h8 y76a ff6 fs5 fc4 sc0 ls4d ws0">2.<span class="_ _0"></span> progr<span class="_ _0"></span>amy i s<span class="_ _0"></span>tudia MBA</div><div class="t m0 x11a h8 y76b ff6 fs5 fc4 sc0 ls4d ws11">3.<span class="_ _0"></span> pozos<span class="_ _0"></span>tałe</div><div class="t m0 x11b h8 y769 ff6 fs5 fc4 sc0 ls8d wsae"> 12</div><div class="t m0 x10c h8 y76a ff6 fs5 fc4 sc0 ls0 ws0">4</div><div class="t m0 x10c h8 y76b ff6 fs5 fc4 sc0 ls0 wse">5        </div><div class="t m0 x39 h8 y769 ff6 fs5 fc4 sc0 ls0 ws118"> 7</div><div class="t m0 x39 h8 y76a ff6 fs5 fc4 sc0 ls0 ws0">4</div><div class="t m0 x39 h8 y76b ff6 fs5 fc4 sc0 ls0 wse">4        </div><div class="t m0 x10d h8 y769 ff6 fs5 fc4 sc0 lsa3 ws171">17<span class="_ _2"></span>1<span class="_ _2"></span>%</div><div class="t m0 xd3 h8 y76a ff6 fs5 fc4 sc0 ls4d wsac">100%</div><div class="t m0 xd4 h8 y76b ff6 fs5 fc4 sc0 ls8d wsa9">125%</div><div class="t m0 x11 h8 y76c ff7 fs5 fc4 sc0 ls0 ws167">Stosunek na<span class="_ _0"></span>jniżs<span class="_ _0"></span>zego do na<span class="_ _0"></span>jwyższeg<span class="_ _0"></span>o wynagr<span class="_ _0"></span>odzenia w Grupie <span class="_ _0"></span>Apator or<span class="_ _0"></span>az s<span class="_ _0"></span>tosunek na<span class="_ _1"></span>jniższego wynagr<span class="_ _0"></span>odzenia do mi<span class="ws0">-</span></div><div class="t m0 x11 h8 y76d ff7 fs5 fc4 sc0 ls0 ws1b">nimalnego wyna<span class="_ _0"></span>grodzenia kr<span class="_ _0"></span>a<span class="_ _0"></span>jowego</div><div class="t m0 x37 h8 y76e ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ws12e">Stosunek najniż<span class="_ _0"></span>szego do najwyżs<span class="_ _0"></span>zego wynagr<span class="_ _0"></span>odzenia (bez uwzględnienia członk<span class="_ _0"></span>ów Zarządu<span class="_ _0"></span>) w kra<span class="_ _0"></span>jowy<span class="_ _0"></span>ch spółkach Grup<span class="_ _0"></span>y </span></span></div><div class="t m0 x1d h8 y76f ff6 fs5 fc4 sc0 ls0 wsb6">Apat<span class="_ _0"></span>or wynosił w 2023 r<span class="_ _f"></span>. od <span class="_ _0"></span>11,4% d<span class="_ _0"></span>o 22,3%.</div><div class="t m0 x37 h8 y770 ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ws9">Najniższe wynagr<span class="_ _0"></span>odzenie zawier<span class="_ _0"></span>ało się w granicach od <span class="_ _0"></span>100,0% do 1<span class="_ _0"></span>26,<span class="_ _1"></span>1% minimalnego wynagrodzenia kr<span class="_ _0"></span>ajoweg<span class="_ _0"></span>o.</span></span></div><div class="t m0 x11 h8 y278 ff7 fs5 fc4 sc0 ls0 ws0">INTEGRACJA<span class="_ _0"></span> PRACOWNIK<span class="_ _1"></span>ÓW</div><div class="t m0 x11 h8 y3cc ff6 fs5 fc4 sc0 ls0 wsf9">Każda ze spółek Grup<span class="_ _0"></span>y Apat<span class="_ _1"></span>or realizuje własne inicjatywy w z<span class="_ _0"></span>akresie int<span class="_ _0"></span>egra<span class="_ _0"></span>cji pracownik<span class="_ _0"></span>ów,<span class="_ _1"></span> dos<span class="_ _0"></span>to<span class="_ _0"></span>sowane do char<span class="_ _0"></span>akt<span class="_ _0"></span>eru dane<span class="ws0">-</span></div><div class="t m0 x11 h8 y3cd ff6 fs5 fc4 sc0 ls0 ws11">go zespołu.<span class="_ _1"></span> Wszy<span class="_ _0"></span>st<span class="_ _0"></span>kie podejmow<span class="_ _0"></span>ane akcj<span class="_ _0"></span>e mają na celu bud<span class="_ _0"></span>owanie przyjaznego miejsc<span class="_ _0"></span>a pracy i <span class="_ _0"></span>zaangażowania pracow<span class="_ _0"></span>ników<span class="_ _1"></span>. </div><div class="t m0 x11 h8 y771 ff6 fs5 fc4 sc0 ls0 ws9">Przykłady działań realizowan<span class="_ _0"></span>ych w spółk<span class="_ _0"></span>ach Grupy Apa<span class="_ _0"></span>t<span class="_ _0"></span>or:</div><div class="t m0 x37 h8 y6cc ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ws171">spotkania int<span class="_ _1"></span>egracyjne ogólno<span class="_ _0"></span>fir<span class="_ _0"></span>mowe lub zespołowe (np.<span class="_ _1"></span> w Apat<span class="_ _0"></span>or SA w 2023 roku o<span class="_ _0"></span>bowiązywały specjalne budżety in<span class="ws0">-</span></span></span></div><div class="t m0 x1d h8 y3d0 ff6 fs5 fc4 sc0 ls0 ws14b">tegr<span class="_ _0"></span>acy<span class="_ _0"></span>jne na poziomie zespołów – pracownic<span class="_ _0"></span>y spoty<span class="_ _0"></span>kali się w gronie pionów i działów<span class="_ _0"></span>,<span class="_ _1"></span> aby ich dobr<span class="_ _0"></span>e relacje przełożyły się <span class="_ _72"></span><span class="ws0"> </span></div><div class="t m0 x1d h8 y3d1 ff6 fs5 fc4 sc0 ls0 ws9">na dobrą a<span class="_ _0"></span>tmos<span class="_ _0"></span>fer<span class="_ _0"></span>ę oraz więk<span class="_ _0"></span>szą ef<span class="_ _0"></span>ektywno<span class="_ _0"></span>ść współprac<span class="_ _0"></span>y w ramach zespołów),</div><div class="t m0 x37 h8 y3d2 ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ws31">celebrowanie popularn<span class="_ _0"></span>ych świą<span class="_ _0"></span>t (np.<span class="_ _1"></span> <span class="_ _2"></span>Mik<span class="_ _0"></span>ołajk<span class="_ _0"></span>i,<span class="_ _1"></span> Dzień Kobiet,<span class="_ _1"></span> Tłust<span class="_ _0"></span>y Czwartek),<span class="_ _1"></span> kt<span class="_ _0"></span>óre s<span class="_ _0"></span>tanowią ok<span class="_ _0"></span>azję do budo<span class="_ _0"></span>wania pozy<span class="ws0">-</span></span></span></div><div class="t m0 x1d h8 y3d3 ff6 fs5 fc4 sc0 ls0 wsae">tywnej a<span class="_ _0"></span>tmos<span class="_ _0"></span>fery w zes<span class="_ _0"></span>pole.<span class="_ _0"></span> <span class="_ _0"></span>W Apa<span class="_ _0"></span>tor R<span class="_ _0"></span>ect<span class="_ _0"></span>or dodat<span class="_ _0"></span>k<span class="_ _0"></span>owo obchodzono Dzień Pr<span class="_ _0"></span>ogramis<span class="_ _0"></span>ty<span class="_ _1"></span>,<span class="_ _0"></span> Dzień R<span class="_ _0"></span>ectorian,<span class="_ _1"></span> a także o<span class="_ _0"></span>bchody </div><div class="t m0 x1d h8 y3d4 ff6 fs5 fc4 sc0 ls0 ws11f">Dnia K<span class="_ _0"></span>obiet i Dnia Chłopaka<span class="_ _1"></span>. Spółk<span class="_ _0"></span>i wprow<span class="_ _0"></span>adziły także d<span class="_ _0"></span>o swoich kal<span class="_ _0"></span>endarzy Dzień Doceniania<span class="_ _0"></span>,<span class="_ _1"></span> który odbyw<span class="_ _0"></span>a się co roku <span class="_ _95"></span><span class="ws0"> </span></div><div class="t m0 x1d h8 y482 ff6 fs5 fc4 sc0 ls0 ws9">w dniu 5.<span class="_ _0"></span> marca<span class="_ _1"></span>,</div><div class="t m0 x37 h8 y483 ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 wsb2">liczne akcje społeczne akt<span class="_ _0"></span>ywizujące pracownik<span class="_ _0"></span>ów spółek: zbiórk<span class="_ _0"></span>i darów dla hospicjum,<span class="_ _1"></span> Pomoc Dzieciom z Opiekuńczych Pla<span class="ws0">-</span></span></span></div><div class="t m0 x1d h8 y716 ff6 fs5 fc4 sc0 ls0 wse">cówek &quot;<span class="_ _f"></span>Anioły Dzieciom&quot;,<span class="_ _1"></span> W<span class="_ _0"></span>sparcie Domó<span class="_ _0"></span>w Pomocy Stars<span class="_ _0"></span>zym,<span class="_ _1"></span> akcja dla Schronisk<span class="_ _0"></span>a dla Zwierzą<span class="_ _0"></span>t,<span class="_ _1"></span> zbiórka książek na oddziały </div><div class="t m0 x1d h8 y401 ff6 fs5 fc4 sc0 ls0 ws100">onkol<span class="_ _0"></span>ogiczne (współpraca z F<span class="_ _0"></span>undacją Rak’<span class="_ _1"></span>n’R<span class="_ _0"></span>oll),<span class="_ _1"></span> zbiórka przyborów szk<span class="_ _0"></span>olny<span class="_ _0"></span>ch,<span class="_ _1"></span> książek,<span class="_ _1"></span> zabawek edukacy<span class="_ _0"></span>jny<span class="_ _0"></span>ch i gier dla Ze<span class="ws0">-</span></div><div class="t m0 x1d h8 y402 ff6 fs5 fc4 sc0 ls0 wsa9">społu Szk<span class="_ _0"></span>ół im.<span class="_ _0"></span> Unii Europejskiej w Chełmży i Ośr<span class="_ _0"></span>odka dla Dzieci i Młodzieży z <span class="_ _0"></span>Aut<span class="_ _0"></span>yzmem,<span class="_ _1"></span> zbieranie nakręt<span class="_ _0"></span>ek plast<span class="_ _0"></span>ikowy<span class="_ _0"></span>ch </div><div class="t m0 x1d h8 y403 ff6 fs5 fc4 sc0 ls0 ws0">na rzecz Hospicjum Nadzieja<span class="_ _1"></span>,</div><div class="t m0 x37 h8 y404 ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ws11f">integr<span class="_ _0"></span>acja na polu sportowym: z<span class="_ _0"></span>aangażowanie drużyn fir<span class="_ _0"></span>mowych w biegach charyta<span class="_ _0"></span>tywn<span class="_ _0"></span>ych i inn<span class="_ _0"></span>ych ak<span class="_ _0"></span>cjach sporto<span class="_ _0"></span>wych </span></span></div><div class="t m0 x1d h8 y405 ff6 fs5 fc4 sc0 ls0 ws16">np.<span class="_ _0"></span> P<span class="_ _0"></span>arszywa <span class="_ _0"></span>12,<span class="_ _1"></span> Bieg Winobr<span class="_ _0"></span>aniowy<span class="_ _1"></span>,<span class="_ _0"></span> Ultr<span class="_ _0"></span>amarat<span class="_ _1"></span>on,<span class="_ _0"></span> Poland Business Run (Apa<span class="_ _0"></span>tor R<span class="_ _0"></span>ect<span class="_ _0"></span>or<span class="_ _1"></span>,<span class="_ _1"></span> Apator P<span class="_ _0"></span>owogaz),<span class="_ _1"></span> organizacja fir<span class="_ _0"></span><span class="ws0">-</span></div><div class="t m0 x1d h8 y406 ff6 fs5 fc4 sc0 ls0 wse">mowych t<span class="_ _1"></span>urniejów sporto<span class="_ _0"></span>wych np.: T<span class="_ _1"></span>ur<span class="_ _0"></span>niej Fifa<span class="_ _1"></span>,<span class="_ _1"></span> T<span class="_ _1"></span>urniej Squasha w Apat<span class="_ _1"></span>or Rector<span class="_ _1"></span>,<span class="_ _1"></span> dofinansowanie hal sport<span class="_ _0"></span>owych or<span class="_ _0"></span>az boisk </div><div class="t m0 x1d h8 y772 ff6 fs5 fc4 sc0 ls0 ws9">Orlik dla pracownik<span class="_ _0"></span>ów do gry w piłkę nożną or<span class="_ _0"></span>az siat<span class="_ _0"></span>k<span class="_ _0"></span>ówk<span class="_ _0"></span>ę,<span class="_ _1"></span> aby mogli aktywnie spędz<span class="_ _0"></span>ać czas t<span class="_ _0"></span>akże po godzinach pracy<span class="_ _1"></span>,</div><div class="t m0 x37 h8 y773 ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 wsb6">organizacja akcji ek<span class="_ _0"></span>ologiczny<span class="_ _0"></span>ch np.<span class="_ _1"></span> Światowy Dzień R<span class="_ _0"></span>ecyklingu,<span class="_ _1"></span> Giełda Kwia<span class="_ _0"></span>tow<span class="_ _0"></span>a<span class="_ _1"></span>,<span class="_ _0"></span> Dobre pr<span class="_ _0"></span>akty<span class="_ _0"></span>ki dla Ziemi,<span class="_ _1"></span> Świat<span class="_ _0"></span>owy Dzień </span></span></div><div class="t m0 x1d h8 y774 ff6 fs5 fc4 sc0 ls0 ws13">Dojazdu Do Pracy R<span class="_ _0"></span>ower<span class="_ _0"></span>em w Apat<span class="_ _1"></span>or Rector<span class="_ _1"></span>,<span class="_ _1"></span> udział pracownik<span class="_ _0"></span>ów Apa<span class="_ _0"></span>tor P<span class="_ _0"></span>owogaz w inicjatywi<span class="_ _0"></span>e Klubu W<span class="_ _1"></span>ar<span class="_ _2"></span>ta P<span class="_ _0"></span>oznań S.A.<span class="_ _0"></span> </div><div class="t m0 x1d h8 y775 ff6 fs5 fc4 sc0 ls0 ws9">– akcja sadzenia drzew #<span class="_ _0"></span>AleZasadził or<span class="_ _0"></span>az sprząt<span class="_ _0"></span>anie W<span class="_ _0"></span>arty<span class="_ _1"></span>,</div><div class="t m0 x37 h8 y776 ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ws12">organizacja innych fir<span class="_ _0"></span>mowy<span class="_ _0"></span>ch akcji w <span class="_ _0"></span>Apat<span class="_ _0"></span>or Rect<span class="_ _0"></span>or<span class="_ _1"></span>,<span class="_ _1"></span> jak np.<span class="_ _0"></span> Dzień rozmait<span class="_ _1"></span>ości (2x w miesiącu przekąski <span class="_ _1"></span>„temat<span class="_ _0"></span>yczne”),<span class="_ _1"></span> Dzień </span></span></div><div class="t m0 x1d h8 y777 ff6 fs5 fc4 sc0 ls0 ws0">owocowy i in.,</div><div class="t m0 x37 h8 y778 ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 wsf2">organizacja Mikołaj<span class="_ _0"></span>kow<span class="_ _0"></span>ego kier<span class="_ _0"></span>maszu zabawek,<span class="_ _1"></span> gier<span class="_ _1"></span>,<span class="_ _1"></span> książek – pracownicy Apa<span class="_ _0"></span>t<span class="_ _0"></span>or SA przynosili spraw<span class="_ _0"></span>ne i niezniszczone </span></span></div><div class="t m0 x1d h8 y779 ff6 fs5 fc4 sc0 ls0 wse">rzeczy<span class="_ _0"></span>,<span class="_ _1"></span> z który<span class="_ _0"></span>ch już nie k<span class="_ _0"></span>orzyst<span class="_ _0"></span>ają<span class="_ _1"></span>,<span class="_ _1"></span> aby podzielić się z innymi.<span class="_ _0"></span> Mogli takż<span class="_ _0"></span>e wziąć coś z półki,<span class="_ _1"></span> aby sprawić r<span class="_ _0"></span>adość sw<span class="_ _0"></span>oim bliskim.<span class="_ _0"></span> </div><div class="t m0 x1d h8 y77a ff6 fs5 fc4 sc0 ls0 ws9">Akcji <span class="_ _0"></span>tow<span class="_ _0"></span>arzyszyło hasło: <span class="_ _1"></span>„Dajemy rzeczom drugie życie”<span class="_ _37"></span>.</div><div class="t m0 x11 h24 y77b ff6 fs13 fc1 sc0 ls0 ws43">W<span class="_ _0"></span>skaźniki w ob<span class="_ _0"></span>szarze: Miejsce prac<span class="_ _0"></span>y</div><div class="t m0 x11 h8 y77c ff7 fs5 fc4 sc0 ls0 ws9">Szk<span class="_ _0"></span>olenia i ro<span class="_ _0"></span>zwój pr<span class="_ _0"></span>acownik<span class="_ _1"></span>ów</div><div class="t m2 x5a hc y61d ff8 fs9 fc0 sc0 ls70 ws0">SOCIAL - Obszar społeczn<span class="_ _0"></span>y</div></div><div class="pi" ></div></div><div id="pf37" class="pf w0 h0" ><div class="pc pc37 w0 h0"><img class="bi x11 y77d w4 h5f" alt="" src="data:image/png;base64,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"/><div class="t m0 xb6 ha y32 ff6 fs7 fc3 sc0 ls0 ws0">55</div><div class="t m0 x1c h8 y77e ff7 fs5 fc4 sc0 ls4a ws0">Gender P<span class="_ _0"></span>ay Gap </div><div class="t m0 x1c h8 y77f ff7 fs5 fc4 sc0 ls4a wsf">– stanowis<span class="_ _0"></span>ka robot<span class="_ _0"></span>nicze</div><div class="t m0 x11c h8 y780 ff7 fs5 fc4 sc0 ls4a ws9">2023 r<span class="_ _f"></span>.<span class="_ _65"> </span>2022 r<span class="_ _f"></span>.</div><div class="t m0 x1c h8 y781 ff6 fs5 fc4 sc0 ls4d ws0">Apat<span class="_ _0"></span>or SA<span class="_ _ba"> </span><span class="ls4b ws17e">14,0<span class="_ _2"></span>%<span class="_ _bb"> </span><span class="ls9a wsa8">15,3%</span></span></div><div class="t m0 x1c h8 y782 ff6 fs5 fc4 sc0 ls4d ws0">Apat<span class="_ _0"></span>or Metrix <span class="_ _bc"> </span><span class="ls0">36,9%<span class="_ _97"> </span><span class="lsaf wsba">36,4%</span></span></div><div class="t m0 x1c h8 y783 ff6 fs5 fc4 sc0 ls4d ws0">Apat<span class="_ _0"></span>or Powogaz <span class="_ _bd"> </span><span class="lsaf wsba">32,4<span class="_ _2"></span>%<span class="_ _68"> </span></span><span class="ls0">22<span class="_ _0"></span>,0%</span></div><div class="t m0 x1c h8 y784 ff6 fs5 fc4 sc0 ls4d ws0">F<span class="_ _1"></span>AP Paf<span class="_ _0"></span>al<span class="_ _be"> </span><span class="lsb0 ws1e">2<span class="_ _2"></span>8<span class="_ _2"></span>,1<span class="_ _1b"></span>%<span class="_ _ab"> </span><span class="lse ws11">35,4%</span></span></div><div class="t m0 x1c h8 y785 ff6 fs5 fc4 sc0 ls4d ws0">Apat<span class="_ _0"></span>or Rect<span class="_ _0"></span>or<span class="_ _b3"> </span><span class="ls0">-<span class="_ _bf"> </span>-</span></div><div class="t m0 x1c h8 y786 ff6 fs5 fc4 sc0 ls4d ws102">Apat<span class="_ _0"></span>or T<span class="_ _f"></span>elemetria<span class="_ _c0"> </span><span class="ls0 ws0">30,6%<span class="_ _97"> </span>33,0%</span></div><div class="t m0 x11 h8 y787 ff7 fs5 fc4 sc0 ls0 ws184">Gender P<span class="_ _0"></span>ay Gap (GPG)<span class="ff6 ws196"> - <span class="_ _0"></span>jes<span class="_ _0"></span>t t<span class="_ _0"></span>o wskaźnik <span class="_ _0"></span>zróżnicowania <span class="_ _0"></span>wynagrodzeń <span class="_ _0"></span>ze wzgl<span class="_ _0"></span>ędu na płeć,<span class="_ _1"></span> stanowiący r<span class="_ _0"></span>óżnicę między prze<span class="ws0">-</span></span></div><div class="t m0 x11 h8 y788 ff6 fs5 fc4 sc0 ls0 wsaa">ciętną godzinow<span class="_ _0"></span>ą st<span class="_ _0"></span>awką wynag<span class="_ _0"></span>rodzenia bru<span class="_ _0"></span>tt<span class="_ _0"></span>o mężczyzn i kobiet wy<span class="_ _0"></span>rażoną poprzez procen<span class="_ _0"></span>t przeciętnej godzinowej s<span class="_ _0"></span>tawk<span class="_ _0"></span>i </div><div class="t m0 x11 h8 y3cc ff6 fs5 fc4 sc0 ls0 ws9">wynagrodz<span class="_ _0"></span>enia brutt<span class="_ _1"></span>o <span class="_ _2"></span>mężczyzn.</div><div class="t m0 x11 h8 y789 ff6 fs5 fc4 sc0 ls0 ws11">Dla poszczególn<span class="_ _0"></span>ych ka<span class="_ _0"></span>teg<span class="_ _0"></span>orii zaszereg<span class="_ _0"></span>owania pracownik<span class="_ _0"></span>ów<span class="_ _0"></span>,<span class="_ _1"></span> wskaźniki GPG w kra<span class="_ _0"></span>jowych spółk<span class="_ _0"></span>ach GK Apat<span class="_ _1"></span>or kształtow<span class="_ _0"></span>ały się </div><div class="t m0 x11 h8 y771 ff6 fs5 fc4 sc0 ls0 ws11">w sposób pok<span class="_ _0"></span>azany <span class="_ _0"></span>w tabelach poniżej.</div><div class="t m0 x1c h8 y78a ff7 fs5 fc4 sc0 ls4a ws0">Gender P<span class="_ _0"></span>ay Gap </div><div class="t m0 x1c h8 y78b ff7 fs5 fc4 sc0 ls4a wsf">– stanowis<span class="_ _0"></span>ka nierobot<span class="_ _0"></span>nicze,<span class="_ _1"></span> kierownicze</div><div class="t m0 x11c h8 y78c ff7 fs5 fc4 sc0 ls4a ws9">2023 r<span class="_ _f"></span>.<span class="_ _65"> </span>2022 r<span class="_ _f"></span>.</div><div class="t m0 x1c h8 y78d ff6 fs5 fc4 sc0 ls4d ws0">Apat<span class="_ _0"></span>or SA<span class="_ _c1"> </span><span class="ls8d wsa9">11,0<span class="_ _2"></span>%<span class="_ _c2"> </span><span class="ls8e wsf3">3,7<span class="_ _2"></span>%</span></span></div><div class="t m0 x1c h8 y78e ff6 fs5 fc4 sc0 ls4d ws0">Apat<span class="_ _0"></span>or Metrix <span class="_ _a"> </span><span class="lsd ws10">-10,5%<span class="_ _4d"> </span><span class="ls4a ws33">0,9%</span></span></div><div class="t m0 x1c h8 y78f ff6 fs5 fc4 sc0 ls4d ws0">Apat<span class="_ _0"></span>or Powogaz <span class="_ _c3"> </span><span class="ls0">-21,9%<span class="_ _56"> </span>-19,7%</span></div><div class="t m0 x1c h8 y790 ff6 fs5 fc4 sc0 ls4d ws0">F<span class="_ _1"></span>AP Paf<span class="_ _0"></span>al<span class="_ _1c"> </span><span class="lsb1 ws14e">52<span class="_ _2"></span>,7%<span class="_ _68"> </span><span class="lsaf wsba">4<span class="_ _2"></span>2,4%</span></span></div><div class="t m0 x1c h8 y791 ff6 fs5 fc4 sc0 ls4d ws0">Apat<span class="_ _0"></span>or Rect<span class="_ _0"></span>or<span class="_ _c4"> </span><span class="ls0">-8,0%<span class="_ _c5"> </span><span class="ls8 wsa">2,2%</span></span></div><div class="t m0 x1c h8 y792 ff6 fs5 fc4 sc0 ls4d ws102">Apat<span class="_ _0"></span>or T<span class="_ _f"></span>elemetria<span class="_ _c0"> </span><span class="lsd ws10">6<span class="_ _0"></span>9,5%<span class="_ _68"> </span><span class="lsb0 ws1e">2<span class="_ _1b"></span>6<span class="_ _2"></span>,1<span class="_ _2"></span>%</span></span></div><div class="t m0 x1c h8 y793 ff7 fs5 fc4 sc0 ls4a ws0">Gender P<span class="_ _0"></span>ay Gap </div><div class="t m0 x1c h8 y794 ff7 fs5 fc4 sc0 ls4a ws9">– stanowi<span class="_ _0"></span>ska nierobo<span class="_ _0"></span>tnicze,<span class="_ _1"></span> niekierownicze</div><div class="t m0 x11c h8 y795 ff7 fs5 fc4 sc0 ls4a ws9">2023 r<span class="_ _f"></span>.<span class="_ _65"> </span>2022 r<span class="_ _f"></span>.</div><div class="t m0 x1c h8 y796 ff6 fs5 fc4 sc0 ls4d ws0">Apat<span class="_ _0"></span>or SA<span class="_ _b3"> </span><span class="wsac">-22,5%<span class="_ _94"> </span><span class="ls4f wsaa">3<span class="_ _2"></span>7,<span class="_ _2"></span>3<span class="_ _1b"></span>%</span></span></div><div class="t m0 x1c h8 y797 ff6 fs5 fc4 sc0 ls4d ws0">Apat<span class="_ _0"></span>or Metrix <span class="_ _c6"> </span><span class="lsb1 ws14e">16<span class="_ _2"></span>,7%<span class="_ _c7"> </span><span class="ls4a ws33">18,9%</span></span></div><div class="t m0 x1c h8 y798 ff6 fs5 fc4 sc0 ls4d ws0">Apat<span class="_ _0"></span>or Powogaz <span class="_ _c8"> </span><span class="ls5a wsb9">11,9<span class="_ _2"></span>%<span class="_ _c7"> </span><span class="lsb1 ws14e">29<span class="_ _2"></span>,7%</span></span></div><div class="t m0 x1c h8 y799 ff6 fs5 fc4 sc0 ls4d ws0">F<span class="_ _1"></span>AP Paf<span class="_ _0"></span>al<span class="_ _be"> </span><span class="ls5a wsb9">41,0%<span class="_ _c7"> </span></span><span class="ls0">60,<span class="_ _1"></span>1%</span></div><div class="t m0 x1c h8 y79a ff6 fs5 fc4 sc0 ls4d ws0">Apat<span class="_ _0"></span>or Rect<span class="_ _0"></span>or<span class="_ _c9"> </span><span class="ls0">35,0%<span class="_ _68"> </span>32<span class="_ _0"></span>,2%</span></div><div class="t m0 x1c h8 y79b ff6 fs5 fc4 sc0 ls4d ws102">Apat<span class="_ _0"></span>or T<span class="_ _f"></span>elemetria<span class="_ _c0"> </span><span class="ls15 ws18">56,3%<span class="_ _94"> </span><span class="ls9a wsa8">51,<span class="_ _2"></span>8%</span></span></div><div class="t m0 x11 h8 y79c ff6 fs5 fc4 sc0 ls0 ws130">Z uwagi na specyfik<span class="_ _0"></span>ę działalności poszczególn<span class="_ _0"></span>ych spółek Gr<span class="_ _0"></span>upy Apa<span class="_ _0"></span>tor (spółk<span class="_ _0"></span>i produk<span class="_ _0"></span>cyjne,<span class="_ _1"></span> dy<span class="_ _0"></span>st<span class="_ _0"></span>rybucy<span class="_ _0"></span>jne,<span class="_ _1"></span> podmioty działające </div><div class="t m0 x11 h8 y79d ff6 fs5 fc4 sc0 ls0 ws33">w obszarze t<span class="_ _1"></span>echnologii ICT),<span class="_ _0"></span> ist<span class="_ _0"></span>nieją rozbieżności w z<span class="_ _0"></span>akresie wska<span class="_ _0"></span>źnika GPG i wynikają one m.in.<span class="_ _1"></span> z wysokiej reprezen<span class="_ _0"></span>tacji wyżej </div><div class="t m0 x11 h8 y79e ff6 fs5 fc4 sc0 ls0 ws19f">wynagradz<span class="_ _0"></span>anych s<span class="_ _1"></span>tanowisk inżynierskich i t<span class="_ _0"></span>echniczny<span class="_ _0"></span>ch (zgodnie z mat<span class="_ _0"></span>rycą k<span class="_ _0"></span>ompet<span class="_ _0"></span>encji) zajmo<span class="_ _0"></span>wanych głó<span class="_ _0"></span>wnie przez mężczyzn </div><div class="t m0 x11 h8 y79f ff6 fs5 fc4 sc0 ls0 ws14b">w podmiotach Grup<span class="_ _0"></span>y<span class="_ _0"></span>.<span class="_ _1"></span> Konieczne zróżni<span class="_ _0"></span>cowanie wynagr<span class="_ _0"></span>odzeń pracownik<span class="_ _0"></span>ów,<span class="_ _1"></span> wynika<span class="_ _0"></span>jące z ich umiejętnoś<span class="_ _0"></span>ci i kwalifikacji wyma<span class="ws0">-</span></div><div class="t m0 x11 h8 y7a0 ff6 fs5 fc4 sc0 ls0 wse3">ganych na okr<span class="_ _0"></span>eślony<span class="_ _0"></span>ch st<span class="_ _0"></span>anowiskach oraz k<span class="_ _1"></span>oniecznych do spr<span class="_ _0"></span>awowania okr<span class="_ _0"></span>eślonej funkcji,<span class="_ _1"></span> nie stanowi - z<span class="_ _0"></span>daniem Apat<span class="_ _0"></span>or SA </div><div class="t m0 x11 h8 y7a1 ff6 fs5 fc4 sc0 ls0 ws9">- przejawu dyskryminacji.<span class="_ _1"></span> W Grupie st<span class="_ _1"></span>osowane są przejrzyst<span class="_ _0"></span>e,<span class="_ _1"></span> sprawiedliwe,<span class="_ _1"></span> spójne i niedyskryminujące zasad<span class="_ _0"></span>y wynagra<span class="_ _0"></span>dzania<span class="_ _0"></span>.</div><div class="t m0 x11 h8 y7a2 ff6 fs5 fc4 sc0 ls0 ws0">W 2023 roku udział k<span class="_ _1"></span>obiet w Grupie Apat<span class="_ _0"></span>or wynosił 46% ogółu pra<span class="_ _0"></span>cownikó<span class="_ _0"></span>w (w 2022 roku: 47%).</div><div class="t m2 x10f hc y61d ff8 fs9 fc0 sc0 ls70 ws0">SOCIAL - Obszar społeczn<span class="_ _0"></span>y</div></div><div class="pi" ></div></div><div id="pf38" class="pf w0 h0" ><div class="pc pc38 w0 h0"><img class="bi x0 y7a3 wb h60" alt="" src="data:image/png;base64,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"/><div class="t m0 x7f ha y32 ff6 fs7 fc3 sc0 ls0 ws0">56</div><div class="t m0 x11 h8 y278 ff7 fs5 fc4 sc0 ls0 ws1b">Pozos<span class="_ _0"></span>tałe wska<span class="_ _0"></span>źniki doty<span class="_ _0"></span>czące Różnorodno<span class="_ _0"></span>ści</div><div class="t m0 x37 h8 y3cc ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ws1a0">Obcokrajow<span class="_ _0"></span>cy st<span class="_ _0"></span>anowili w Grupie Apat<span class="_ _0"></span>or 3,5% ogółu pr<span class="_ _0"></span>acownik<span class="_ _0"></span>ów zat<span class="_ _0"></span>rudniany<span class="_ _0"></span>ch w 2023 roku (w 2022 roku 3,0% praco<span class="_ _0"></span>w<span class="ws0">-</span></span></span></div><div class="t m0 x1d h8 y3cd ff6 fs5 fc4 sc0 ls0 ws9">ników og<span class="_ _0"></span>ółem).</div><div class="t m0 x37 h8 y3ce ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ws9">Osoby z niepełnospraw<span class="_ _0"></span>nością st<span class="_ _0"></span>anowiły w Grupie Apa<span class="_ _0"></span>tor 3,0% og<span class="_ _0"></span>ółu pracownik<span class="_ _0"></span>ów (w 2022 roku 2,8%).</span></span></div><div class="t m0 x11 h8 y3d0 ff7 fs5 fc4 sc0 ls0 wsae">W<span class="_ _0"></span>olność zrzeszania si<span class="_ _0"></span>ę i negocjacji zbioro<span class="_ _0"></span>wych</div><div class="t m0 x1c h8 y7a4 ff7 fs5 fc4 sc0 ls4a ws129">Średnioroczna liczba pra<span class="_ _0"></span>cownik<span class="_ _0"></span>ów (RJR),<span class="_ _0"></span> w tym:<span class="_ _ca"> </span><span class="ws9">2023 r<span class="_ _f"></span>.<span class="_ _af"> </span>2022 r<span class="_ _f"></span>.<span class="_ _68"> </span><span class="lsb2 ws143">2<span class="_ _1b"></span>0<span class="_ _28"></span>2<span class="_ _28"></span>1<span class="_ _28"></span> r.</span></span></div><div class="t m0 x1c h8 y7a5 ff6 fs5 fc4 sc0 ls4a ws9">1<span class="_ _0"></span>.<span class="_ _0"></span> objęci układami zbior<span class="_ _0"></span>owymi prac<span class="_ _0"></span>y [RJR]</div><div class="t m0 x1c h8 y7a6 ff6 fs5 fc4 sc0 ls4a ws9">2.<span class="_ _0"></span> poza układami zbior<span class="_ _0"></span>owymi [RJR]</div><div class="t m0 x11d h8 y7a5 ff6 fs5 fc4 sc0 ls4d ws0">   1 450,9 </div><div class="t m0 x108 h8 y7a6 ff6 fs5 fc4 sc0 ls4d ws0">   833,4</div><div class="t m0 xf3 h8 y7a5 ff6 fs5 fc4 sc0 ls4f wsb7">   1<span class="_ _2"></span> 4<span class="_ _2"></span>1<span class="_ _2"></span>7,1<span class="_ _1b"></span>    </div><div class="t m0 xf8 h8 y7a6 ff6 fs5 fc4 sc0 ls4f wsb7">   8<span class="_ _2"></span>5<span class="_ _2"></span>7,1</div><div class="t m0 x11e h8 y7a5 ff6 fs5 fc4 sc0 ls4d ws0">   1 299,<span class="_ _1"></span>1 </div><div class="t m0 xd3 h8 y7a6 ff6 fs5 fc4 sc0 ls53 ws1e">   1<span class="_ _2"></span> 0<span class="_ _2"></span>4<span class="_ _2"></span>1<span class="_ _1b"></span>,1</div><div class="t m0 x1c h8 y7a7 ff6 fs5 fc4 sc0 ls4d ws0">Razem [1+2]<span class="_ _cb"> </span>   2 284,3<span class="_ _a7"> </span><span class="ls9d ws133">   2<span class="_ _2"></span> 2<span class="_ _2"></span>74,<span class="_ _2"></span>2<span class="_ _1b"></span>    <span class="_ _a7"> </span></span>   2 340,2</div><div class="t m0 x11 hc y7a8 ff6 fs9 fc4 sc0 ls0 wse1">* RJR (roczne jednos<span class="_ _0"></span>tk<span class="_ _0"></span>i robocze) – liczba pracownik<span class="_ _0"></span>ów za<span class="_ _0"></span>trudnion<span class="_ _0"></span>ych na pełnych et<span class="_ _0"></span>atach w obr<span class="_ _0"></span>ębie danego przedsiębiors<span class="_ _0"></span>twa lu<span class="_ _0"></span>b w jego imieniu </div><div class="t m0 x11 hc y7a9 ff6 fs9 fc4 sc0 ls0 ws93">w ciągu całego uwzględnianego r<span class="_ _0"></span>oku.</div><div class="t m0 x11 h8 y7aa ff7 fs5 fc4 sc0 ls0 ws9">Dodat<span class="_ _0"></span>k<span class="_ _0"></span>owa<span class="_ _1"></span>, d<span class="_ _0"></span>obrowolna <span class="_ _0"></span>opieka medy<span class="_ _0"></span>czna dla praco<span class="_ _0"></span>wnik<span class="_ _0"></span>ów,<span class="_ _1"></span> współfinansowana prze<span class="_ _0"></span>z pracodaw<span class="_ _0"></span>cę</div><div class="t m0 x1c h8 y7ab ff7 fs5 fc4 sc0 ls4a ws9">P<span class="_ _0"></span>akiety med<span class="_ _0"></span>yczne<span class="_ _cc"> </span>2023 r<span class="_ _f"></span>.<span class="_ _5f"> </span>2022 r<span class="_ _f"></span>.</div><div class="t m0 x1c h8 y7ac ff6 fs5 fc4 sc0 ls4d ws9">Liczba pracownik<span class="_ _0"></span>ów k<span class="_ _0"></span>orzyst<span class="_ _0"></span>ający<span class="_ _0"></span>ch z dodat<span class="_ _0"></span>k<span class="_ _0"></span>owych pakiet<span class="_ _1"></span>ów medycznych</div><div class="t m0 x1c h8 y7ad ff6 fs5 fc4 sc0 ls4d ws9">Wydat<span class="_ _0"></span>ki spółk<span class="_ _0"></span>i związane z dofinanso<span class="_ _0"></span>waniem pracowniczy<span class="_ _0"></span>ch pakiet<span class="_ _0"></span>ów medyczn<span class="_ _0"></span>ych [w t<span class="_ _0"></span>ys.<span class="_ _1"></span> PLN]</div><div class="t m0 x11f h8 y7ac ff6 fs5 fc4 sc0 ls52 wsb5">964</div><div class="t m0 x120 h8 y7ad ff6 fs5 fc4 sc0 ls53 wsb0">6<span class="_ _2"></span>1<span class="_ _2"></span>2<span class="_ _2"></span>,1</div><div class="t m0 x121 h8 y7ac ff6 fs5 fc4 sc0 ls58 ws14b">993</div><div class="t m0 x122 h8 y7ad ff6 fs5 fc4 sc0 ls4c ws1a1">514,<span class="_ _2"></span>5</div><div class="t m2 x5a hc y61d ff8 fs9 fc0 sc0 ls70 ws0">SOCIAL - Obszar społeczn<span class="_ _0"></span>y</div></div><div class="pi" ></div></div><div id="pf39" class="pf w0 h0" ><div class="pc pc39 w0 h0"><img class="bi xb5 y86 w9 h49" alt="" src="data:image/png;base64,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"/><div class="t m0 xb6 ha y32 ff6 fs7 fc3 sc0 lsb3 ws1a2">57</div><div class="t m0 x11 h14 y60c ff6 fsd fc1 sc0 ls6c ws4e">4<span class="_ _1"></span>.2.<span class="_ _f"></span> BEZPI<span class="_ _2"></span>ECZEŃS<span class="_ _f"></span>T<span class="_ _2"></span>WO I HIGI<span class="_ _2"></span>ENA<span class="_ _0"></span> PRACY</div><div class="t m0 x11 h8 y60d ff6 fs5 fc4 sc0 ls0 ws1a3">Zapewnienie bezpieczeńs<span class="_ _0"></span>twa i higieny pr<span class="_ _0"></span>acy j<span class="_ _0"></span>est <span class="_ _0"></span>jedny<span class="_ _0"></span>m z priorytet<span class="_ _0"></span>ów Grupy <span class="_ _0"></span>Apat<span class="_ _0"></span>or<span class="_ _f"></span>.<span class="_ _0"></span> Spółki Grupy <span class="_ _0"></span>Apat<span class="_ _0"></span>or spełniają <span class="ff7 ls99 ws100">wyso<span class="ls0 ws0">-</span></span></div><div class="t m0 x11 h8 y60e ff7 fs5 fc4 sc0 ls0 ws0">kie standar<span class="_ _0"></span>dy w zakr<span class="_ _0"></span>esie zarządzania bezpi<span class="_ _0"></span>eczeństw<span class="_ _0"></span>em i higieną pracy<span class="ff6 ws157"> naki<span class="_ _0"></span>erowane na <span class="ff7 ws9">eliminac<span class="_ _0"></span>ję zagro<span class="_ _0"></span>żeń wypadk<span class="_ _1"></span>owych<span class="ff6 lsb4 ws152">, </span></span></span></div><div class="t m0 x11 h8 y60f ff6 fs5 fc4 sc0 ls0 ws11e">ograniczanie ryzyk do<span class="_ _0"></span>tycz<span class="_ _0"></span>ących BHP<span class="_ _1"></span>,<span class="_ _1"></span> dążenie do zmniejszania narażenia pracownik<span class="_ _0"></span>ów na czynniki szk<span class="_ _1"></span>odl<span class="_ _2"></span>iwe na st<span class="_ _0"></span>anowiskach </div><div class="t m0 x11 h8 y7ae ff6 fs5 fc4 sc0 ls0 ws9">pracy a <span class="_ _0"></span>także zapewnienie k<span class="_ _1"></span>onsultacji i współudziału pracownik<span class="_ _0"></span>ów i ich przeds<span class="_ _0"></span>tawicieli w zarz<span class="_ _0"></span>ądzaniu ty<span class="_ _0"></span>m obszar<span class="_ _0"></span>em.</div><div class="t m0 x11 h16 y7af ff6 fsf fc1 sc0 ls0 ws80">4<span class="_ _0"></span>.2.<span class="_ _29"></span>1<span class="_ _0"></span>.<span class="_ _1"></span> Opis polityk i spo<span class="_ _0"></span>sobów działania</div><div class="t m0 x11 h8 y7b0 ff6 fs5 fc4 sc0 ls0 ws11c">Pods<span class="_ _0"></span>tawą działania w ob<span class="_ _0"></span>szarze BHP jest bezwz<span class="_ _0"></span>ględne przest<span class="_ _0"></span>rzeganie obowiązujących  przepis<span class="_ _0"></span>ów prawa<span class="_ _1"></span>. P<span class="_ _0"></span>onadt<span class="_ _0"></span>o,<span class="_ _1"></span> w wybra<span class="ws0">-</span></div><div class="t m0 x11 h8 y7b1 ff6 fs5 fc4 sc0 ls0 ws1a4">nych s<span class="_ _0"></span>półkach Grupy w<span class="_ _0"></span>drożono s<span class="_ _0"></span>yst<span class="_ _1"></span>em zarządzania bezpieczeńst<span class="_ _0"></span>wem i higieną pracy według nor<span class="_ _0"></span>my PN-ISO 45001:2018.<span class="_ _1"></span> <span class="_ _34"></span><span class="ws0"> </span></div><div class="t m0 x11 h8 y7b2 ff6 fs5 fc4 sc0 ls0 ws0">Sposoby r<span class="_ _0"></span>ealizacji celów BHP reguluje t<span class="_ _0"></span>akże szereg w<span class="_ _0"></span>ewnętrzn<span class="_ _0"></span>ych procedur i ins<span class="_ _0"></span>tr<span class="_ _0"></span>ukcji.</div><div class="t m0 x11 h8 y7b3 ff6 fs5 fc4 sc0 ls0 wsfd">Grupa Apat<span class="_ _1"></span>or wspiera ochronę zdr<span class="_ _0"></span>owia swoich pracow<span class="_ _0"></span>ników<span class="_ _0"></span>,<span class="_ _1"></span> pracuje nad st<span class="_ _0"></span>ałą poprawą bezpieczeńs<span class="_ _0"></span>tw<span class="_ _0"></span>a i warunk<span class="_ _0"></span>ów pracy<span class="_ _1"></span>,<span class="_ _0"></span> </div><div class="t m0 x11 h8 y7b4 ff6 fs5 fc4 sc0 ls0 ws16e">wdraż<span class="_ _0"></span>a rozwiązania zapobiega<span class="_ _0"></span>jące wypadk<span class="_ _0"></span>om przy pracy<span class="_ _0"></span>,<span class="_ _1"></span> chorobom zaw<span class="_ _0"></span>odowym or<span class="_ _0"></span>az zdarzeniom pot<span class="_ _0"></span>encjalnie wypadk<span class="_ _0"></span>owym.<span class="_ _1"></span> </div><div class="t m0 x11 h8 y7b5 ff6 fs5 fc4 sc0 ls0 ws7">Realizowane działania w tym zakr<span class="_ _0"></span>esie t<span class="_ _0"></span>o m.in.:</div><div class="t m0 x37 h8 y7b6 ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ws9">identyﬁkacja zagr<span class="_ _0"></span>ożeń i ocena ryzyka zaw<span class="_ _0"></span>odowego dla k<span class="_ _0"></span>ażdego s<span class="_ _0"></span>tanowiska<span class="_ _1"></span>,</span></span></div><div class="t m0 x37 h8 y7b7 ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ws9">wstępne,<span class="_ _1"></span> okr<span class="_ _0"></span>esowe i k<span class="_ _0"></span>ontr<span class="_ _0"></span>olne badania lekarsk<span class="_ _0"></span>ie,<span class="_ _1"></span> środki ochr<span class="_ _0"></span>onne,<span class="_ _1"></span> szkolenia ws<span class="_ _0"></span>t<span class="_ _0"></span>ępne i okreso<span class="_ _0"></span>we w zakresi<span class="_ _0"></span>e zasad BHP<span class="_ _1"></span>,</span></span></div><div class="t m0 x37 h8 y7b8 ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ws13b">organizacja stanowisk pr<span class="_ _0"></span>acy zgodnie z obowiązując<span class="_ _0"></span>ymi przepisami i zasadami ergonomii,<span class="_ _1"></span> wpro<span class="_ _0"></span>wadzanie nowoczesn<span class="_ _0"></span>ych linii </span></span></div><div class="t m0 x1d h8 y7b9 ff6 fs5 fc4 sc0 ls0 ws9">technol<span class="_ _0"></span>ogicznych i urz<span class="_ _0"></span>ądzeń k<span class="_ _0"></span>orzyst<span class="_ _0"></span>nie wpływa<span class="_ _0"></span>jących na wyda<span class="_ _0"></span>jność i minimalizujących obciąż<span class="_ _0"></span>enie pracownik<span class="_ _0"></span>ów,</div><div class="t m0 x37 h8 y7ba ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4">monitoro<span class="_ _0"></span>wanie warunk<span class="_ _0"></span>ów pracy przez K<span class="_ _1"></span>omisje BH<span class="_ _2"></span>P<span class="_ _1"></span>,</span></span></div><div class="t m0 x37 h8 y7bb ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ws9">wydzielanie,<span class="_ _1"></span> znakowanie i przygot<span class="_ _1"></span>owywanie stanowisk prac<span class="_ _0"></span>y<span class="_ _0"></span>,<span class="_ _1"></span> dróg t<span class="_ _0"></span>ransport<span class="_ _0"></span>owych i śr<span class="_ _0"></span>odkó<span class="_ _0"></span>w przeciwpożarowy<span class="_ _0"></span>ch,</span></span></div><div class="t m0 x37 h8 y7bc ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ws9">monitoring zident<span class="_ _0"></span>yﬁkow<span class="_ _0"></span>anych z<span class="_ _0"></span>agrożeń.</span></span></div><div class="t m0 x11 h8 y7bd ff6 fs5 fc4 sc0 ls0 ws127">Planowanie i dosk<span class="_ _0"></span>onalenie proces<span class="_ _0"></span>u BHP odbywa się poprzez opracowywan<span class="_ _0"></span>y corocznie plan celów i zadań,<span class="_ _1"></span> kt<span class="_ _0"></span>órych sposó<span class="_ _0"></span>b reali<span class="ws0">-</span></div><div class="t m0 x11 h8 y7be ff6 fs5 fc4 sc0 ls0 ws9">zacji i monitor<span class="_ _0"></span>owania okr<span class="_ _0"></span>eślają s<span class="_ _0"></span>to<span class="_ _0"></span>sowne procedury<span class="_ _1"></span>.</div><div class="t m0 x11 h16 y7bf ff6 fsf fc1 sc0 ls0 ws80">4<span class="_ _0"></span>.2.2.<span class="_ _1"></span> Podejmowane działania i uzyskane rez<span class="_ _0"></span>ult<span class="_ _0"></span>at<span class="_ _0"></span>y</div><div class="t m0 x11 h8 y7c0 ff6 fs5 fc4 sc0 ls0 ws133">W 2023 roku spółki pod<span class="_ _0"></span>ejmowały szereg r<span class="_ _0"></span>óżnorodn<span class="_ _0"></span>ych działań w obszarze BHP<span class="_ _1"></span>,<span class="_ _1"></span> zarówno o charakt<span class="_ _1"></span>erze organizacyjn<span class="_ _0"></span>ym,<span class="_ _1"></span> edu<span class="ws0">-</span></div><div class="t m0 x11 h8 y7c1 ff6 fs5 fc4 sc0 ls0 ws19a">kacy<span class="_ _0"></span>jnym,<span class="_ _1"></span> jak i <span class="_ _0"></span>techniczn<span class="_ _0"></span>ym.<span class="_ _1"></span> Zakres działań obejmuje zarów<span class="_ _0"></span>no stałe,<span class="_ _1"></span> opisane w polityk<span class="_ _0"></span>ach oraz wew<span class="_ _0"></span>nętrzn<span class="_ _0"></span>ych procedur<span class="_ _0"></span>ach </div><div class="t m0 x11 h8 y7c2 ff6 fs5 fc4 sc0 ls0 ws9">inicjatywy w z<span class="_ _0"></span>akresie BHP<span class="_ _1"></span>,<span class="_ _1"></span> jak również dodat<span class="_ _0"></span>k<span class="_ _0"></span>owe akt<span class="_ _0"></span>ywności wynik<span class="_ _0"></span>ające z bieżący<span class="_ _0"></span>ch analiz i potrzeb spółek.</div><div class="t m0 x11 h8 y7c3 ff6 fs5 fc4 sc0 ls0 ws0">Wybrane inicjat<span class="_ _0"></span>ywy podejmowane w Apa<span class="_ _0"></span>t<span class="_ _0"></span>or SA:</div><div class="t m0 x37 h8 y7c4 ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ws14b">w ramach podnoszenia świadomo<span class="_ _0"></span>ści pracownik<span class="_ _1"></span>ów w zakresie pierwszej pomocy przepr<span class="_ _0"></span>owadzono sz<span class="_ _0"></span>kol<span class="_ _0"></span>enie z pierwszej po<span class="ws0">-</span></span></span></div><div class="t m0 x1d h8 y7c5 ff6 fs5 fc4 sc0 ls0 ws11">mocy przedmedy<span class="_ _0"></span>cznej,</div><div class="t m0 x37 h8 y7c6 ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 wsfc">utworzono Grupę Szybk<span class="_ _0"></span>iego Reag<span class="_ _0"></span>owania oraz przepr<span class="_ _0"></span>owadzono szk<span class="_ _0"></span>olenia dla zespołu GS<span class="_ _0"></span>R z zakresu zw<span class="_ _0"></span>alczania pożar<span class="_ _0"></span>ów <span class="_ _95"></span><span class="ws0"> </span></span></span></div><div class="t m0 x1d h8 y7c7 ff6 fs5 fc4 sc0 ls0 wse8">i ewakuacji,<span class="_ _1"></span> udzielanie pierwszej pomocy przedmedycznej z użyciem specjalist<span class="_ _0"></span>ycznego s<span class="_ _0"></span>przętu szk<span class="_ _1"></span>oleniowego (fant<span class="_ _1"></span>om osoby </div><div class="t m0 x1d h8 y7c8 ff6 fs5 fc4 sc0 ls0 ws9">dorosłej,<span class="_ _1"></span> fant<span class="_ _1"></span>om dzieci,<span class="_ _0"></span> symula<span class="_ _0"></span>t<span class="_ _0"></span>or zadławienia<span class="_ _1"></span>,<span class="_ _0"></span> półaut<span class="_ _0"></span>omat<span class="_ _0"></span>yczn<span class="_ _0"></span>y deﬁbrylat<span class="_ _0"></span>or t<span class="_ _0"></span>reningowy),</div><div class="t m0 x37 h8 y7c9 ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ws7">prowadzono szer<span class="_ _0"></span>okie działania edukac<span class="_ _0"></span>yjne do<span class="_ _0"></span>ty<span class="_ _0"></span>czące t<span class="_ _0"></span>emat<span class="_ _0"></span>yki BHP w ramach kampanii: <span class="_ _1"></span>„5 minut z BHP!”<span class="_ _29"></span>. Pod<span class="_ _0"></span>ejmowano za<span class="ws0">-</span></span></span></div><div class="t m0 x1d h8 y7ca ff6 fs5 fc4 sc0 ls0 ws56">gadnienia wypadk<span class="_ _0"></span>ów przy pracy i w drodze d<span class="_ _0"></span>o pracy<span class="_ _1"></span>,<span class="_ _0"></span> bezpiecznego używania śr<span class="_ _0"></span>odkó<span class="_ _0"></span>w chemicznych w miejscu pr<span class="_ _0"></span>acy<span class="_ _1"></span>,<span class="_ _0"></span> unikania </div><div class="t m0 x1d h8 y7cb ff6 fs5 fc4 sc0 ls0 ws11">niebezpieczeńst<span class="_ _0"></span>wa poraż<span class="_ _0"></span>enia prądem el<span class="_ _0"></span>ektry<span class="_ _0"></span>cznym</div><div class="t m0 x11 h8 y7cc ff6 fs5 fc4 sc0 ls0 ws1a5">Działania <span class="_ _2"></span>w <span class="_ _1b"></span>ramach <span class="_ _2"></span>podnoszenia <span class="_ _1b"></span>bezpieczeńs<span class="_ _0"></span>twa <span class="_ _2"></span>pracownik<span class="_ _0"></span>ów <span class="_ _2"></span>Apat<span class="_ _0"></span>or <span class="_ _2"></span>Metrix:                                                                                                                                 </div><div class="t m0 x37 h8 y7cd ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ws157">audyt skut<span class="_ _0"></span>eczności wdr<span class="_ _0"></span>ożenia działań k<span class="_ _0"></span>orygujących - weryﬁkacja wdr<span class="_ _0"></span>ożon<span class="_ _0"></span>ych rozwiąz<span class="_ _0"></span>ań po wypadkach przy pracy i zdarze<span class="ws0">-</span></span></span></div><div class="t m0 x1d h8 y7ce ff6 fs5 fc4 sc0 ls0 ws10">niach potenc<span class="_ _0"></span>jalnie wypadko<span class="_ _0"></span>wych zais<span class="_ _0"></span>tniały<span class="_ _0"></span>ch w latach 2010-2021,<span class="_ _1"></span> w tym m.in.<span class="_ _1"></span> audyty obszar<span class="_ _0"></span>ów,<span class="_ _1"></span> w kt<span class="_ _0"></span>órych z miały miejsce </div><div class="t m0 x1d h8 y7cf ff6 fs5 fc4 sc0 ls0 wsb6">wypadki przy pracy<span class="_ _1"></span>,<span class="_ _1"></span> wypracowanie wniosk<span class="_ _0"></span>ów i wdr<span class="_ _0"></span>ożenie działań kory<span class="_ _0"></span>gujących,</div><div class="t m0 x37 h8 y7d0 ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ws9">bezpieczeństwo podcz<span class="_ _0"></span>as użytk<span class="_ _0"></span>owania dr<span class="_ _0"></span>abin - inwentaryzacja<span class="_ _1"></span>,<span class="_ _1"></span> znakowanie,<span class="_ _1"></span> przeglądy<span class="_ _1"></span>,<span class="_ _0"></span> zmiana zapisów ins<span class="_ _0"></span>truk<span class="_ _1"></span>cj<span class="_ _2"></span>i,</span></span></div><div class="t m0 x37 h8 y7d1 ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ws1a6">wprowadzenie d<span class="_ _0"></span>o st<span class="_ _0"></span>osow<span class="_ _0"></span>ania okularów k<span class="_ _0"></span>orek<span class="_ _0"></span>cy<span class="_ _0"></span>jno-ochronn<span class="_ _0"></span>ych na s<span class="_ _0"></span>tanowisku klejenia na serwisach (umow<span class="_ _0"></span>a z okulist<span class="_ _0"></span>ą <span class="_ _34"></span><span class="ws0"> </span></span></span></div><div class="t m0 x1d h8 y7d2 ff6 fs5 fc4 sc0 ls0 ws9">i opty<span class="_ _0"></span>kiem,<span class="_ _1"></span> pełna refundacja koszt<span class="_ _1"></span>ów) jako środk<span class="_ _0"></span>i ochron<span class="_ _0"></span>y indywidualnej,</div><div class="t m0 x37 h8 y7d3 ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ws9">wymiana planów ewakuacyjn<span class="_ _0"></span>ych,</span></span></div><div class="t m0 x37 h8 y7d4 ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4">szkolenie z pierwszej pomocy medy<span class="_ _0"></span>cznej dla Działu Robot<span class="_ _0"></span>yzacji i <span class="_ _0"></span>Aut<span class="_ _0"></span>omat<span class="_ _0"></span>yzacji (loka<span class="_ _0"></span>lizacja Gdańsk),</span></span></div><div class="t m0 x37 h8 y7d5 ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ws7">mechanizm zgłaszania incydent<span class="_ _0"></span>ów BHP - dost<span class="_ _1"></span>ęp elektroniczn<span class="_ _0"></span>y dla wszyst<span class="_ _0"></span>kich pr<span class="_ _0"></span>acownikó<span class="_ _0"></span>w spółki przez aplikację Inf<span class="_ _0"></span>oKiosk.<span class="_ _0"></span> <span class="_ _2d"></span> </span></span></div><div class="t m0 x11 h8 y7d6 ff6 fs5 fc4 sc0 ls0 ws11">W spółce <span class="_ _0"></span>Apat<span class="_ _0"></span>or Pow<span class="_ _0"></span>ogaz,<span class="_ _1"></span> w ramach kon<span class="_ _0"></span>tynuacji pr<span class="_ _0"></span>ogramu popr<span class="_ _0"></span>awy warunk<span class="_ _0"></span>ów BHP i ppoż.: </div><div class="t m2 x10f hc y61d ff8 fs9 fc0 sc0 ls70 ws0">SOCIAL - Obszar społeczn<span class="_ _0"></span>y</div></div><div class="pi" ></div></div><div id="pf3a" class="pf w0 h0" ><div class="pc pc3a w0 h0"><img class="bi x0 y7d7 w8 h61" alt="" src="data:image/png;base64,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"/><div class="t m0 x7f ha y32 ff6 fs7 fc3 sc0 ls0 ws0">58</div><div class="t m0 x37 h8 y278 ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ws199">kont<span class="_ _0"></span>ynuowano cykliczne spo<span class="_ _0"></span>tk<span class="_ _0"></span>ania o t<span class="_ _0"></span>ematy<span class="_ _0"></span>ce dot<span class="_ _0"></span>yczącej bezpieczeńs<span class="_ _1"></span>twa pracy dla kier<span class="_ _0"></span>ownik<span class="_ _0"></span>ów poszczególn<span class="_ _0"></span>ych obsz<span class="_ _0"></span>arów,<span class="_ _1"></span> </span></span></div><div class="t m0 x1d h8 y3f5 ff6 fs5 fc4 sc0 ls0 ws9">spot<span class="_ _0"></span>kania odbywały się w k<span class="_ _0"></span>ażdy<span class="_ _0"></span>m miesiącu,<span class="_ _1"></span> <span class="_ _2"></span>na spot<span class="_ _0"></span>kaniach omawiano najw<span class="_ _0"></span>ażniejsze t<span class="_ _0"></span>emat<span class="_ _0"></span>y związane z BHP<span class="_ _1"></span>,</div><div class="t m0 x37 h8 y3f6 ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ws9">zorganizowano ćwiczenia ewakuacy<span class="_ _0"></span>jne na wszys<span class="_ _0"></span>tk<span class="_ _0"></span>ich zmianach roboczych,<span class="_ _1"></span> </span></span></div><div class="t m0 x37 h8 y3f7 ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ws9">kont<span class="_ _0"></span>ynuowano progr<span class="_ _0"></span>am infor<span class="_ _0"></span>macy<span class="_ _0"></span>jny <span class="_ _1"></span>„5 minut dla bezpieczeńst<span class="_ _0"></span>wa<span class="_ _0"></span>”,</span></span></div><div class="t m0 x37 h8 y3f8 ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ws9">kont<span class="_ _0"></span>ynuowano cykliczne przegląd<span class="_ _0"></span>y BHP z kierownikami poszczeg<span class="_ _0"></span>ólny<span class="_ _0"></span>ch zgodnie z przygot<span class="_ _1"></span>owanym planem,</span></span></div><div class="t m0 x37 h8 y3f9 ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ws9">zorganizowano konkur<span class="_ _0"></span>s dla pracownik<span class="_ _0"></span>ów z wiedzy w zakr<span class="_ _0"></span>esie BHP<span class="_ _1"></span>,<span class="_ _0"></span> </span></span></div><div class="t m0 x37 h8 y3fa ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ws9">dokonano przeglądu i akt<span class="_ _0"></span>ualizacji dokumen<span class="_ _0"></span>tacji sys<span class="_ _0"></span>t<span class="_ _0"></span>emowej,<span class="_ _1"></span> </span></span></div><div class="t m0 x37 h8 y45d ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ws11">zorganizowano  pok<span class="_ _0"></span>ój pierwszej pomocy<span class="_ _0"></span>,</span></span></div><div class="t m0 x37 h8 y45e ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ws9">zakupiono deﬁbrylat<span class="_ _0"></span>or AED or<span class="_ _0"></span>az przygot<span class="_ _1"></span>owano szkolenia z udzielania pierwszej  pomocy dla pracow<span class="_ _0"></span>ników<span class="_ _1"></span>. </span></span></div><div class="t m0 x11 h8 y3fd ff6 fs5 fc4 sc0 ls0 ws9">Pozos<span class="_ _0"></span>tałe działania podejmowane w r<span class="_ _0"></span>amach obszaru BHP w spółkach Grupy:</div><div class="t m0 x37 h8 y3fe ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ws9">przeprowadzenie pró<span class="_ _0"></span>bnych alar<span class="_ _0"></span>mów ewakuac<span class="_ _0"></span>yjn<span class="_ _0"></span>ych,</span></span></div><div class="t m0 x37 h8 y3ff ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ws9">cykle szk<span class="_ _0"></span>oleń z zakr<span class="_ _0"></span>esu BHP<span class="_ _1"></span>,<span class="_ _0"></span> m.in.:</span></span></div><div class="t m0 xbd h8 y400 ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ff11">–<span class="_ _3b"> </span><span class="ff6 fc4 ws11">ochrona ppoż.,<span class="_ _1"></span> </span></span></div><div class="t m0 xbd h8 y4c1 ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ff11">–<span class="_ _3b"> </span><span class="ff6 fc4 ws11">udzielanie pierwszej pomocy przedmedycznej,</span></span></div><div class="t m0 xbd h8 y4c2 ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ff11">–<span class="_ _3b"> </span><span class="ff6 fc4 ws9">szkolenia dla praco<span class="_ _0"></span>wników nowoprzy<span class="_ _0"></span>jęt<span class="_ _0"></span>ych: szk<span class="_ _0"></span>olenie ws<span class="_ _0"></span>t<span class="_ _0"></span>ępne ogóle BHP<span class="_ _1"></span>,<span class="_ _0"></span> szk<span class="_ _0"></span>olenie na s<span class="_ _0"></span>tanowisku prac<span class="_ _0"></span>y<span class="_ _0"></span>,</span></span></div><div class="t m0 xbd h8 y4c3 ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ff11">–<span class="_ _3b"> </span><span class="ff6 fc4 ws9">szkolenia okr<span class="_ _0"></span>esowe,</span></span></div><div class="t m0 xbd h8 y4c4 ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ff11">–<span class="_ _3b"> </span><span class="ff6 fc4 ws9">szkolenia z ocen<span class="_ _0"></span>y ryzyka zawodo<span class="_ _0"></span>wego,</span></span></div><div class="t m0 x37 h8 y745 ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ws9">doﬁnansowanie do okularów k<span class="_ _1"></span>orekcy<span class="_ _0"></span>jny<span class="_ _0"></span>ch,</span></span></div><div class="t m0 x37 h8 y746 ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ws11a">spółki propagują zdrowy s<span class="_ _0"></span>ty<span class="_ _0"></span>l życia pracow<span class="_ _0"></span>ników m.in.<span class="_ _1"></span> <span class="_ _2"></span>poprzez doﬁnansow<span class="_ _0"></span>anie opieki medycznej i k<span class="_ _0"></span>arty sport<span class="_ _0"></span>owej,<span class="_ _1"></span> dopłaty </span></span></div><div class="t m0 x1d h8 y747 ff6 fs5 fc4 sc0 ls0 ws9">do  wyna<span class="_ _0"></span>jmu boisk sporto<span class="_ _0"></span>wych oraz angażow<span class="_ _0"></span>anie pracownik<span class="_ _0"></span>ów w ak<span class="_ _0"></span>cje o charakt<span class="_ _1"></span>erze sportowym,</div><div class="t m0 x37 h8 y7d8 ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4">organizacja akcji edukac<span class="_ _0"></span>yjn<span class="_ _0"></span>ych np.<span class="_ _1"></span> Dnia Zdrowia Ps<span class="_ _0"></span>ychicznego<span class="_ _0"></span>.</span></span></div><div class="t m0 x11 h16 y7d9 ff6 fsf fc1 sc0 ls0 wsee">4<span class="_ _0"></span>.2.3.<span class="_ _1"></span> W<span class="_ _0"></span>skaźniki w obszarze BH<span class="_ _2"></span>P</div><div class="t m0 x11 h8 y7da ff7 fs5 fc4 sc0 ls0 ws1b">Liczba i rodza<span class="_ _0"></span>j wypadk<span class="_ _1"></span>ów</div><div class="t m0 x1c h8 y7db ff7 fs5 fc4 sc0 ls4a wsf">Bezpieczeńs<span class="_ _0"></span>two i higiena pracy<span class="_ _d"> </span><span class="ws9">2023 r<span class="_ _f"></span>.<span class="_ _97"> </span>2022 r<span class="_ _f"></span>.<span class="_ _81"> </span>Dynamika r<span class="_ _1"></span>/<span class="_ _1"></span>r [%]</span></div><div class="t m0 x1c h8 y7dc ff7 fs5 fc4 sc0 ls4a ws1b">Liczba wypadk<span class="_ _1"></span>ów przy pracy<span class="_ _0"></span>,<span class="_ _0"></span> w ty<span class="_ _0"></span>m:</div><div class="t m0 x42 h8 y7dd ff6 fs5 fc4 sc0 ls4d ws9">wypadki lek<span class="_ _0"></span>kie</div><div class="t m0 x48 h8 y7de ff6 fs5 fc4 sc0 ls4d ws9">wypadki śr<span class="_ _0"></span>ednie</div><div class="t m0 xd h8 y7df ff6 fs5 fc4 sc0 ls4d ws9">wypadki ciężk<span class="_ _0"></span>ie</div><div class="t m0 x123 h8 y7e0 ff6 fs5 fc4 sc0 ls4d ws9">wypadki śmiert<span class="_ _0"></span>elne</div><div class="t m0 xf7 h8 y7e1 ff7 fs5 fc4 sc0 ls4d wsac">23</div><div class="t m0 x11b h8 y7e2 ff6 fs5 fc4 sc0 ls4d wsac">23</div><div class="t m0 x10c h8 y7de ff6 fs5 fc4 sc0 ls0 ws0">0</div><div class="t m0 x10c h8 y7e3 ff6 fs5 fc4 sc0 ls0 ws0">0</div><div class="t m0 x10c h8 y7e4 ff6 fs5 fc4 sc0 ls0 ws59">0   </div><div class="t m0 x124 h8 y7e1 ff7 fs5 fc4 sc0 lsb5 wsb3">15</div><div class="t m0 x124 h8 y7e2 ff6 fs5 fc4 sc0 ls9a wsa8">15</div><div class="t m0 x125 h8 y7de ff6 fs5 fc4 sc0 ls0 ws0">0</div><div class="t m0 x125 h8 y7e3 ff6 fs5 fc4 sc0 ls0 ws0">0</div><div class="t m0 x125 h8 y7e4 ff6 fs5 fc4 sc0 ls0 ws59">0   </div><div class="t m0 xd4 h8 y7e1 ff7 fs5 fc4 sc0 ls93 ws12d">153%</div><div class="t m0 x10d h8 y7e2 ff6 fs5 fc4 sc0 ls58 ws14b">153%</div><div class="t m0 xf9 h8 y7de ff6 fs5 fc4 sc0 ls0 ws0">-</div><div class="t m0 xf9 h8 y7e3 ff6 fs5 fc4 sc0 ls0 ws0">-</div><div class="t m0 xf9 h8 y7e4 ff6 fs5 fc4 sc0 ls0 ws0">-</div><div class="t m0 x1c h8 y7e5 ff7 fs5 fc4 sc0 ls4a ws1b">Ws<span class="_ _0"></span>kaźnik częst<span class="_ _0"></span>ości wypa<span class="_ _0"></span>dk<span class="_ _0"></span>ów*<span class="_ _cd"> </span><span class="ff6 ls53 wsb0">1<span class="_ _2"></span>0<span class="_ _1b"></span>,1<span class="_ _1b"></span> <span class="_ _89"> </span><span class="ls8d wsa9">6<span class="_ _2"></span>,6<span class="_ _2"></span> <span class="_ _69"> </span><span class="ls58 ws14b">153%</span></span></span></div><div class="t m0 x11 hc y7e6 ff6 fs9 fc4 sc0 ls0 ws1a7">* W<span class="_ _0"></span>skaźnik policzony wg wzoru: (Liczba wy<span class="_ _0"></span>padków w ciągu r<span class="_ _0"></span>oku/Średnior<span class="_ _0"></span>oczne zatr<span class="_ _0"></span>udnienie[RJR])*1000. Liczba wy<span class="_ _0"></span>padków or<span class="_ _0"></span>az policzony na </div><div class="t m0 x11 hc y7e7 ff6 fs9 fc4 sc0 ls0 ws93">ich podst<span class="_ _0"></span>awie wskaźnik częs<span class="_ _0"></span>tości <span class="_ _0"></span>wypadkó<span class="_ _0"></span>w uwzględnia polsk<span class="_ _0"></span>ie spółki GK.</div><div class="t m0 x11 hc y7e8 ff6 fs9 fc4 sc0 ls0 ws1a8">** Ze <span class="_ _0"></span>względu na r<span class="_ _0"></span>óżnice w met<span class="_ _0"></span>odologii kwalifik<span class="_ _0"></span>owania wypa<span class="_ _0"></span>dków przy pr<span class="_ _0"></span>acy w <span class="_ _0"></span>Wielkiej Brytanii w por<span class="_ _0"></span>ównaniu do P<span class="_ _0"></span>olski,<span class="_ _1"></span> zdecyd<span class="_ _0"></span>owana </div><div class="t m0 x11 hc y7e9 ff6 fs9 fc4 sc0 ls0 ws1a9">większość wypadk<span class="_ _1"></span>ów prz<span class="_ _2"></span>y pracy (33 wy<span class="_ _0"></span>padki) wyka<span class="_ _0"></span>zanych w zes<span class="_ _0"></span>tawieniu z<span class="_ _0"></span>a 2021 dotyczyło bryt<span class="_ _0"></span>yjsk<span class="_ _0"></span>iej spółki GWi.<span class="_ _1"></span> W 2022 r<span class="_ _1"></span>.<span class="_ _0"></span> spółka znacząco </div><div class="t m0 x11 hc y7ea ff6 fs9 fc4 sc0 ls0 ws93">ograniczyła zakr<span class="_ _0"></span>es prowadzonej działalności pr<span class="_ _0"></span>odukc<span class="_ _0"></span>yjnej,<span class="_ _1"></span> w związku z czym liczba zanoto<span class="_ _0"></span>wanych w niej wypadk<span class="_ _1"></span>ów spadła do 2.</div><div class="t m0 x11 h8 y7eb ff7 fs5 fc4 sc0 ls0 ws0">Szk<span class="_ _0"></span>olenia BHP (do<span class="_ _0"></span>tyczy s<span class="_ _0"></span>półek produk<span class="_ _1"></span>cyjny<span class="_ _0"></span>ch)</div><div class="t m0 x1c h8 y7ec ff7 fs5 fc4 sc0 ls4a ws0">Szk<span class="_ _0"></span>olenia BHP<span class="_ _ce"> </span><span class="ws9">2023 r<span class="_ _f"></span>.<span class="_ _97"> </span>2022 r<span class="_ _f"></span>.<span class="_ _81"> </span>Dynamika r<span class="_ _1"></span>/<span class="_ _0"></span>r [%]</span></div><div class="t m0 x1c h8 y7ed ff6 fs5 fc4 sc0 ls4d ws11">Liczba przeszk<span class="_ _0"></span>olony<span class="_ _0"></span>ch pracow<span class="_ _0"></span>ników [o<span class="_ _0"></span>soby]</div><div class="t m0 x1c h8 y7ee ff6 fs5 fc4 sc0 ls4d ws9">Liczba godzin szk<span class="_ _0"></span>oleniowy<span class="_ _0"></span>ch</div><div class="t m0 xb4 h8 y7ed ff6 fs5 fc4 sc0 ls4d wsac">996</div><div class="t m0 x11b h8 y7ee ff6 fs5 fc4 sc0 ls13 ws17">5 627<span class="_ _2"></span>    </div><div class="t m0 xdc h8 y7ed ff6 fs5 fc4 sc0 ls4d ws0">1 549</div><div class="t m0 x10a h8 y7ee ff6 fs5 fc4 sc0 ls4d ws0">8 048<span class="_ _2"></span>    </div><div class="t m0 x10e h8 y7ed ff6 fs5 fc4 sc0 ls55 ws14c">64%</div><div class="t m0 x10e h8 y7ee ff6 fs5 fc4 sc0 ls4d wsac">70%</div><div class="t m0 x11 h8 y7ef ff7 fs5 fc4 sc0 ls0 ws9">Skargi pr<span class="_ _0"></span>acownik<span class="_ _1"></span>ów w zakresie BHP (w podziale na pr<span class="_ _0"></span>acownik<span class="_ _1"></span>ów produk<span class="_ _0"></span>cyj<span class="_ _0"></span>nych i a<span class="_ _0"></span>dminist<span class="_ _0"></span>racy<span class="_ _1"></span>jnych)</div><div class="t m0 x1c h8 y7f0 ff7 fs5 fc4 sc0 ls4a ws9">Skargi pr<span class="_ _0"></span>acownik<span class="_ _1"></span>ów<span class="_ _cf"> </span>2023 r<span class="_ _f"></span>.<span class="_ _97"> </span>2022 r<span class="_ _f"></span>.</div><div class="t m0 x1c h8 y7f1 ff7 fs5 fc4 sc0 ls4a ws9">Liczba skar<span class="_ _0"></span>g w zakr<span class="_ _0"></span>esie BHP zgłoszon<span class="_ _0"></span>ych przez pr<span class="_ _0"></span>acownik<span class="_ _1"></span>ów,<span class="_ _0"></span> w ty<span class="_ _0"></span>m przez:</div><div class="t m0 x11a h8 y7f2 ff6 fs5 fc4 sc0 ls4d ws0">1<span class="_ _0"></span>.<span class="_ _0"></span> pracow<span class="_ _0"></span>ników adminis<span class="_ _1"></span>tracyjn<span class="_ _0"></span>ych</div><div class="t m0 x41 h8 y7f3 ff6 fs5 fc4 sc0 ls4d ws11">2.<span class="_ _0"></span> pracow<span class="_ _0"></span>ników pr<span class="_ _0"></span>oduk<span class="_ _0"></span>cyjn<span class="_ _0"></span>ych</div><div class="t m0 x3b h8 y7f1 ff7 fs5 fc4 sc0 ls0 ws0">0</div><div class="t m0 x3b h8 y7f2 ff6 fs5 fc4 sc0 ls0 wse">0    </div><div class="t m0 x3b h8 y7f3 ff6 fs5 fc4 sc0 ls0 ws0">0</div><div class="t m0 x126 h8 y7f1 ff7 fs5 fc4 sc0 ls0 ws0">0</div><div class="t m0 x126 h8 y7f2 ff6 fs5 fc4 sc0 ls0 wse">0    </div><div class="t m0 x126 h8 y7f3 ff6 fs5 fc4 sc0 ls0 ws0">0</div><div class="t m2 x5a hc y61d ff8 fs9 fc0 sc0 ls70 ws0">SOCIAL - Obszar społeczn<span class="_ _0"></span>y</div></div><div class="pi" ></div></div><div id="pf3b" class="pf w0 h0" ><div class="pc pc3b w0 h0"><img class="bi x0 y7f4 w1 h62" alt="" 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"/><div class="t m0 xb6 ha y32 ff6 fs7 fc3 sc0 lsb6 ws1aa">59</div><div class="t m0 x11 h14 y60c ff6 fsd fc1 sc0 ls9c ws5f">4<span class="_ _1"></span>.3.<span class="_ _f"></span> RELACJ<span class="_ _2"></span>E Z KLIENT<span class="_ _f"></span>AM<span class="_ _2"></span>I</div><div class="t m0 x11 h8 y60d ff6 fs5 fc4 sc0 ls0 wsb9">Cele s<span class="_ _0"></span>tra<span class="_ _0"></span>t<span class="_ _0"></span>egii biznesowej Grupy Apa<span class="_ _0"></span>t<span class="_ _0"></span>or określane są przez pryzmat klient<span class="_ _0"></span>ów<span class="_ _0"></span>,<span class="_ _1"></span> których oczek<span class="_ _0"></span>iwania i potrzeb<span class="_ _0"></span>y det<span class="_ _0"></span>erminują k<span class="_ _0"></span>ieru<span class="ws0">-</span></div><div class="t m0 x11 h8 y60e ff6 fs5 fc4 sc0 ls0 ws9">nek działalności R&amp;D oraz r<span class="_ _0"></span>ozwój of<span class="_ _0"></span>erty pr<span class="_ _0"></span>odukt<span class="_ _0"></span>owej spółek Grupy <span class="_ _0"></span>Apat<span class="_ _0"></span>or<span class="_ _f"></span>.</div><div class="t m0 x11 h8 y7f5 ff6 fs5 fc4 sc0 ls0 ws9">Priorytet<span class="_ _0"></span>y Grupy <span class="_ _0"></span>Apat<span class="_ _0"></span>or w odniesieniu do relac<span class="_ _0"></span>ji z klientami:</div><div class="t m0 x37 h8 y610 ff7 fs5 fc1 sc0 ls0 ws0"> <span class="_ _33"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff7 fc4 wsf">jest<span class="_ _0"></span>eśmy za<span class="_ _0"></span>wsze blisk<span class="_ _1"></span>o klientów,</span></span></div><div class="t m0 x37 h8 y611 ff7 fs5 fc1 sc0 ls0 ws0"> <span class="_ _33"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff7 fc4 wsae">pomagamy klient<span class="_ _0"></span>om oszczędza<span class="_ _0"></span>ć oraz zarząd<span class="_ _0"></span>zać mediami i energią<span class="_ _1"></span>,</span></span></div><div class="t m0 x37 h8 y612 ff7 fs5 fc1 sc0 ls0 ws0"> <span class="_ _33"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff7 fc4">dostarcz<span class="_ _0"></span>amy im s<span class="_ _0"></span>ys<span class="_ _0"></span>temy i r<span class="_ _0"></span>ozwiązania ła<span class="_ _0"></span>twe w impl<span class="_ _0"></span>ementacji i obsłudze,</span></span></div><div class="t m0 x37 h8 y613 ff7 fs5 fc1 sc0 ls0 ws0"> <span class="_ _33"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff7 fc4 wsae">jest<span class="_ _0"></span>eśmy za<span class="_ _0"></span>uf<span class="_ _0"></span>any<span class="_ _0"></span>m partnerem.</span></span></div><div class="t m0 x11 h8 y614 ff6 fs5 fc4 sc0 ls0 ws1ab">Apat<span class="_ _0"></span>or pełni rolę dor<span class="_ _0"></span>adcy br<span class="_ _0"></span>anżowego,<span class="_ _1"></span> kt<span class="_ _0"></span>óry – przy ścisłej współpracy z klientami – opr<span class="_ _0"></span>acowuje rozwiąz<span class="_ _0"></span>ania odpowiadające </div><div class="t m0 x11 h8 y615 ff6 fs5 fc4 sc0 ls0 wsb3">ich potrzebom oraz t<span class="_ _0"></span>rendom rynk<span class="_ _0"></span>owym.<span class="_ _1"></span> <span class="_ _2"></span>K<span class="_ _0"></span>orzyst<span class="_ _0"></span>a przy tym z wieloletnieg<span class="_ _0"></span>o doświadczenia i wiedzy technicznej nabyt<span class="_ _0"></span>ej w toku </div><div class="t m0 x11 h8 y616 ff6 fs5 fc4 sc0 ls0 ws141">współpracy w s<span class="_ _0"></span>ekt<span class="_ _0"></span>orze energet<span class="_ _0"></span>yczn<span class="_ _0"></span>ym,<span class="_ _1"></span> wod-kan i gazowniczym,<span class="_ _1"></span> ale t<span class="_ _0"></span>akże w sekt<span class="_ _0"></span>orach nowy<span class="_ _0"></span>ch t<span class="_ _0"></span>echnologii inf<span class="_ _0"></span>orma<span class="_ _0"></span>ty<span class="_ _0"></span>cznych </div><div class="t m0 x11 h8 y7f6 ff6 fs5 fc4 sc0 ls0 ws0">oraz  au<span class="_ _0"></span>toma<span class="_ _0"></span>tyk<span class="_ _0"></span>i przemysłowej.</div><div class="t m0 x11 h8 y7f7 ff7 fs5 fc4 sc0 ls0 wsf">T<span class="_ _f"></span>radyc<span class="_ _0"></span>yjne grup<span class="_ _0"></span>y klient<span class="_ _0"></span>ów:</div><div class="t m0 x37 h8 y7f8 ff8 fs5 fc1 sc0 ls0 ws0"> <span class="_ _33"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff8 fc4 ls4a wsb6">zakłady ener<span class="_ _0"></span>gety<span class="_ _0"></span>czne/<span class="_ _1"></span>operat<span class="_ _0"></span>orzy </span></span></div><div class="t m0 x1d h8 y7f9 ff8 fs5 fc4 sc0 ls4a wsb6">sys<span class="_ _0"></span>t<span class="_ _0"></span>emów dys<span class="_ _0"></span>trybuc<span class="_ _0"></span>ji energii </div><div class="t m0 x1d h8 y7fa ff8 fs5 fc4 sc0 ls4a ws33">elektry<span class="_ _0"></span>cznej</div><div class="t m0 x37 h8 y7fb ff8 fs5 fc1 sc0 ls0 ws0"> <span class="_ _33"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff8 fc4 ls4a wsb6">hurtownie el<span class="_ _0"></span>ektr<span class="_ _0"></span>oenerget<span class="_ _0"></span>yczne,<span class="_ _1"></span> </span></span></div><div class="t m0 x1d h8 y7fc ff8 fs5 fc4 sc0 ls4a wsb6">przedsiębior<span class="_ _0"></span>stw<span class="_ _0"></span>a elektr<span class="_ _0"></span>omontażow<span class="_ _0"></span>e <span class="_ _29"></span><span class="ls0 ws0"> </span></div><div class="t m0 x1d h8 y7fd ff8 fs5 fc4 sc0 ls4a wsb6">i elektr<span class="_ _0"></span>oinst<span class="_ _0"></span>alacy<span class="_ _0"></span>jne,<span class="_ _1"></span> <span class="_ _2"></span>pro<span class="_ _0"></span>jektanci </div><div class="t m0 x37 h8 y7fe ff8 fs5 fc1 sc0 ls0 ws0"> <span class="_ _33"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff8 fc4 ls4a wsab">budownict<span class="_ _0"></span>wo,<span class="_ _1"></span> <span class="_ _2"></span>przem<span class="_ _0"></span>ysł,<span class="_ _1"></span> kolej</span></span></div><div class="t m0 x11 h8 y7ff ff7 fs5 fc4 sc0 ls0 wsf">Nowe grup<span class="_ _0"></span>y klientów</div><div class="t m0 x37 h8 y800 ff8 fs5 fc1 sc0 ls0 ws0"> <span class="_ _33"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff8 fc4 ls4a wsb6">szerok<span class="_ _0"></span>a grupa podmiot<span class="_ _0"></span>ów </span></span></div><div class="t m0 x1d h8 y801 ff8 fs5 fc4 sc0 ls4a wsab">działający<span class="_ _0"></span>ch w sekt<span class="_ _0"></span>orze OZE,<span class="_ _1"></span> </div><div class="t m0 x1d h8 y802 ff8 fs5 fc4 sc0 ls4a ws0">obejmująca: f<span class="_ _0"></span>army P<span class="_ _0"></span>V i wiat<span class="_ _0"></span>row<span class="_ _0"></span>e,<span class="_ _0"></span> </div><div class="t m0 x1d h8 y803 ff8 fs5 fc4 sc0 ls4a wsab">klast<span class="_ _0"></span>ry i spółdzielnie energ<span class="_ _0"></span>etyczne </div><div class="t m0 x1d h8 y804 ff8 fs5 fc4 sc0 ls4a wsb6">oraz magazyn<span class="_ _0"></span>y energii,</div><div class="t m0 x37 h8 y805 ff8 fs5 fc1 sc0 ls0 ws0"> <span class="_ _33"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff8 fc4 ls4a ws11">indywidualni pr<span class="_ _0"></span>osumenci </span></span></div><div class="t m0 x1d h8 y806 ff8 fs5 fc4 sc0 ls4a wsb6">wytwarza<span class="_ _0"></span>jący energię z OZE na </div><div class="t m0 x1d h8 y807 ff8 fs5 fc4 sc0 ls4a ws11">własne pot<span class="_ _0"></span>rzeby<span class="_ _1"></span>,</div><div class="t m0 x37 h8 y808 ff8 fs5 fc1 sc0 ls0 ws0"> <span class="_ _33"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff8 fc4 ls4a wsab">dos<span class="_ _0"></span>tawcy ro<span class="_ _0"></span>związań dla sekt<span class="_ _0"></span>ora </span></span></div><div class="t m0 x1d h8 y809 ff8 fs5 fc4 sc0 ls4a ws33">electr<span class="_ _0"></span>omobility<span class="_ _1"></span>.</div><div class="t m0 xa1 h8 y80a ff8 fs5 fc1 sc0 ls0 ws0"> <span class="_ _33"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff8 fc4 ls4a wsab">liczna<span class="_ _0"></span>,<span class="_ _1"></span> rozproszona gr<span class="_ _0"></span>upa klientó<span class="_ _0"></span>w: </span></span></div><div class="t m0 x74 h8 y80b ff8 fs5 fc4 sc0 ls4a wsb6">wodociągi,<span class="_ _1"></span> przedsiębiorst<span class="_ _0"></span>wa energii </div><div class="t m0 x74 h8 y80c ff8 fs5 fc4 sc0 ls4a wsab">cieplnej,<span class="_ _1"></span> spółdzielnie mieszkaniowe,<span class="_ _0"></span> </div><div class="t m0 x74 h8 y80d ff8 fs5 fc4 sc0 ls4a ws11">budownict<span class="_ _0"></span>wo,<span class="_ _1"></span> przemysł.</div><div class="t m0 x127 h8 y80a ff8 fs5 fc1 sc0 ls0 ws0"> <span class="_ _33"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff8 fc4 ls4a wsab">odbiorcy ins<span class="_ _0"></span>tyt<span class="_ _0"></span>ucjonalni or<span class="_ _0"></span>az spółki </span></span></div><div class="t m0 x128 h8 y80b ff8 fs5 fc4 sc0 ls4a ws33">gazownicze.</div><div class="t m0 x11 h8 y80e ff7 fs5 fc4 sc0 ls0 ws7">Klienci Grupy Apat<span class="_ _0"></span>or</div><div class="t m0 x11 h16 y80f ff6 fsf fc1 sc0 ls0 ws80">4<span class="_ _0"></span>.3.<span class="_ _29"></span>1<span class="_ _1"></span>.<span class="_ _0"></span> Opis polity<span class="_ _0"></span>k i sposobó<span class="_ _0"></span>w działania</div><div class="t m0 x11 h8 y810 ff6 fs5 fc4 sc0 ls0 ws10">Rozwiąz<span class="_ _0"></span>ania Grupy Apa<span class="_ _0"></span>tor są wy<span class="_ _0"></span>korzys<span class="_ _0"></span>t<span class="_ _0"></span>ywane w specjalist<span class="_ _0"></span>yczny<span class="_ _0"></span>ch sekt<span class="_ _0"></span>orach usłu<span class="_ _0"></span>g utilit<span class="_ _0"></span>y (dys<span class="_ _0"></span>trybucja gazu,<span class="_ _1"></span> energii elekt<span class="_ _0"></span>rycz<span class="ws0">-</span></div><div class="t m0 x11 h8 y811 ff6 fs5 fc4 sc0 ls0 wsac">nej,<span class="_ _1"></span> wody oraz usług k<span class="_ _0"></span>omunalny<span class="_ _0"></span>ch),<span class="_ _1"></span> przemyśle or<span class="_ _0"></span>az w nowo rozwijający<span class="_ _0"></span>m się sekt<span class="_ _0"></span>orze OZE,<span class="_ _1"></span> gdzie kluczowe znaczeni<span class="_ _0"></span>e ma wła<span class="ws0">-</span></div><div class="t m0 x11 h8 y812 ff6 fs5 fc4 sc0 ls0 wse1">ściwa iden<span class="_ _0"></span>tyﬁkacja pot<span class="_ _0"></span>rzeb klient<span class="_ _0"></span>ów,<span class="_ _1"></span> a nas<span class="_ _0"></span>tępnie prz<span class="_ _0"></span>ełożenie ich na działania z <span class="_ _0"></span>obszaru pro<span class="_ _0"></span>jekt<span class="_ _0"></span>owania<span class="_ _1"></span>,<span class="_ _0"></span> prac r<span class="_ _0"></span>ozwojo<span class="_ _0"></span>wych i zmian </div><div class="t m0 x11 h8 y813 ff6 fs5 fc4 sc0 ls0 ws146">kons<span class="_ _1"></span>trukcy<span class="_ _0"></span>jny<span class="_ _0"></span>ch.<span class="_ _0"></span> Of<span class="_ _0"></span>erta budowana <span class="_ _0"></span>jest w opar<span class="_ _0"></span>ciu o analizę aktualn<span class="_ _0"></span>ych pot<span class="_ _0"></span>rzeb klient<span class="_ _0"></span>ów,<span class="_ _1"></span> zaś prace r<span class="_ _0"></span>ozwojowe i k<span class="_ _1"></span>onstruk<span class="_ _0"></span>cy<span class="_ _0"></span>jne </div><div class="t m0 x11 h8 y814 ff6 fs5 fc4 sc0 ls0 wsa9">wypraco<span class="_ _0"></span>wywane są w t<span class="_ _0"></span>oku bieżący<span class="_ _0"></span>ch k<span class="_ _0"></span>onsultacji i dialog<span class="_ _0"></span>ów t<span class="_ _0"></span>echniczny<span class="_ _0"></span>ch  (poprzez osoby d<span class="_ _0"></span>edyk<span class="_ _0"></span>owane do k<span class="_ _1"></span>ontaktu z kluczo<span class="ws0">-</span></div><div class="t m0 x11 h8 y815 ff6 fs5 fc4 sc0 ls0 ws157">wymi klientami).<span class="_ _1"></span> Spółki zapewniają wsparcie meryt<span class="_ _0"></span>oryczne or<span class="_ _0"></span>ganizując klientom szk<span class="_ _0"></span>olenia i prez<span class="_ _0"></span>entacje or<span class="_ _0"></span>az zapewniając <span class="_ _0"></span>tech<span class="ws0">-</span></div><div class="t m0 x11 h8 y816 ff6 fs5 fc4 sc0 ls0 wsb6">niczne wsparcie posprzedażow<span class="_ _0"></span>e.</div><div class="t m2 x10f hc y61d ff8 fs9 fc0 sc0 ls70 ws0">SOCIAL - Obszar społeczn<span class="_ _0"></span>y</div></div><div class="pi" ></div></div><div id="pf3c" class="pf w0 h0" ><div class="pc pc3c w0 h0"><img class="bi x0 y817 wc h63" alt="" src="data:image/png;base64,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"/><div class="t m0 x7f ha y32 ff6 fs7 fc3 sc0 ls0 ws0">60</div><div class="t m0 x11 h24 y199 ff6 fs13 fc1 sc0 ls0 wsbc">Z<span class="_ _0"></span>obowiązania wy<span class="_ _0"></span>nikające ze s<span class="_ _1"></span>trat<span class="_ _1"></span>egii CSR na lata 2019-23</div><div class="t m0 x11 h8 y818 ff7 fs5 fc4 sc0 ls0 ws9">W wy<span class="_ _0"></span>miarze kluczo<span class="_ _0"></span>wych procesów Grupa <span class="_ _0"></span>Apat<span class="_ _0"></span>or podjęła się na<span class="_ _0"></span>st<span class="_ _0"></span>ępujących zo<span class="_ _0"></span>bowiązań:</div><div class="t m0 x37 h8 y819 ff7 fs5 fc1 sc0 ls0 ws0"> <span class="_ _33"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff7 fc4 ws1ac">Bliżej Klienta i <span class="_ _0"></span>„zielonej” <span class="_ _0"></span>energetyk<span class="_ _0"></span>i <span class="ff6 ws150">– doradz<span class="_ _0"></span>amy naszym klient<span class="_ _0"></span>om i pomagamy im efekt<span class="_ _0"></span>ywnie zarząd<span class="_ _0"></span>zać mediami,<span class="_ _0"></span> dzięki </span></span></span></div><div class="t m0 x1d h8 y81a ff6 fs5 fc4 sc0 ls0 ws19e">czemu przyczyniamy się d<span class="_ _0"></span>o oszczędzania zaso<span class="_ _0"></span>bów natur<span class="_ _0"></span>alny<span class="_ _0"></span>ch Ziemi.<span class="_ _0"></span> Nasze wyr<span class="_ _0"></span>oby są ła<span class="_ _0"></span>twe w użyt<span class="_ _0"></span>kow<span class="_ _0"></span>aniu oraz bezpieczne </div><div class="t m0 x1d h8 y81b ff6 fs5 fc4 sc0 ls0 ws9">dla użytk<span class="_ _0"></span>ownika i śr<span class="_ _0"></span>odowisk<span class="_ _0"></span>a<span class="_ _0"></span>.</div><div class="t m0 x1d h8 y81c ff6 fs5 fc4 sc0 ls0 ws0">Kluczowe inicjat<span class="_ _0"></span>ywy:</div><div class="t m0 xbd h8 y81d ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ff11">–<span class="_ _3b"> </span><span class="ff6 fc4 ws12c">promowanie i wdrażanie r<span class="_ _0"></span>ozwiązań dos<span class="_ _0"></span>t<span class="_ _0"></span>osowan<span class="_ _0"></span>ych do obecn<span class="_ _0"></span>ych i przyszły<span class="_ _0"></span>ch potrzeb rynku,<span class="_ _1"></span> wspiera<span class="_ _0"></span>jących ef<span class="_ _1"></span>ektywność </span></span></div><div class="t m0 x45 h8 y81e ff6 fs5 fc4 sc0 ls0 wsb6">energet<span class="_ _0"></span>yczną i wy<span class="_ _0"></span>chodzących naprzeciw wyzwaniom <span class="_ _0"></span>technol<span class="_ _0"></span>ogicznym,<span class="_ _1"></span> klimaty<span class="_ _0"></span>czny<span class="_ _0"></span>m i społecznym,</div><div class="t m0 xbd h8 y81f ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ff11">–<span class="_ _3b"> </span><span class="ff6 fc4 wse1">edukacja otoczenia społeczneg<span class="_ _0"></span>o i rynkow<span class="_ _0"></span>ego Grupy w z<span class="_ _0"></span>akresie ef<span class="_ _0"></span>ektyw<span class="_ _0"></span>ności energ<span class="_ _0"></span>ety<span class="_ _0"></span>cznej,<span class="_ _1"></span> zielonej energetyk<span class="_ _0"></span>i,<span class="_ _1"></span> rozwiązań <span class="_ _37"></span> </span></span></div><div class="t m0 x45 h8 y820 ff6 fs5 fc4 sc0 ls0 ws9">przyjazny<span class="_ _0"></span>ch środo<span class="_ _0"></span>wisku.</div><div class="t m0 x37 h8 y821 ff7 fs5 fc1 sc0 ls0 ws0"> <span class="_ _33"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff7 fc4 wsae">Społeczna odpowiedzialność za pr<span class="_ _0"></span>oduk<span class="ff6 ws7">t tj.:</span></span></span></div><div class="t m0 xbd h8 y822 ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ff11">–<span class="_ _3b"> </span><span class="ff6 fc4 ws11">stos<span class="_ _0"></span>owanie nowoczesn<span class="_ _0"></span>ych,<span class="_ _1"></span> proek<span class="_ _0"></span>ologiczny<span class="_ _0"></span>ch k<span class="_ _0"></span>onst<span class="_ _0"></span>ruk<span class="_ _0"></span>cji i t<span class="_ _1"></span>echnologii,</span></span></div><div class="t m0 xbd h8 y823 ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ff11">–<span class="_ _3b"> </span><span class="ff6 fc4 ws9">wytwarzanie produkt<span class="_ _0"></span>ów o długim czasie życia i dążenie d<span class="_ _0"></span>o ich bezawary<span class="_ _0"></span>jności.</span></span></div><div class="t m0 x1d h8 y824 ff6 fs5 fc4 sc0 ls0 ws0">Kluczowe inicjat<span class="_ _0"></span>ywy:</div><div class="t m0 xbd h8 y825 ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ff11">–<span class="_ _3b"> </span><span class="ff6 fc4">rozwój nowoczesny<span class="_ _0"></span>ch produkt<span class="_ _1"></span>ów i wdrażanie innowacji,</span></span></div><div class="t m0 xbd h8 y826 ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ff11">–<span class="_ _3b"> </span><span class="ff6 fc4 wsb2">dbałość o j<span class="_ _2"></span>ak<span class="_ _0"></span>ość produkt<span class="_ _0"></span>ów<span class="_ _0"></span>.</span></span></div><div class="t m0 x11 h8 y827 ff6 fs5 fc4 sc0 ls0 ws9">Realizacja w<span class="_ _0"></span>/w celów odb<span class="_ _0"></span>ywa się poprzez:</div><div class="t m0 x37 h8 y828 ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 wsc">rozwój nowoczesn<span class="_ _0"></span>ych produk<span class="_ _0"></span>tów i w<span class="_ _0"></span>drażanie innowa<span class="_ _0"></span>cji,<span class="_ _1"></span> w tym wzro<span class="_ _0"></span>st sprzedaży r<span class="_ _0"></span>ozwiązań klasy s<span class="_ _0"></span>mart oraz of<span class="_ _0"></span>erty dla sek<span class="_ _1"></span><span class="ws0">-</span></span></span></div><div class="t m0 x1d h8 y829 ff6 fs5 fc4 sc0 ls0 ws176">tor<span class="_ _0"></span>a OZE – wskaźnik<span class="_ _0"></span>i efekt<span class="_ _0"></span>ywności: nakład<span class="_ _0"></span>y inwes<span class="_ _0"></span>tyc<span class="_ _0"></span>yjne (CAPEX),<span class="_ _1"></span> udział sprzedaży poszczególn<span class="_ _0"></span>ych grup pr<span class="_ _0"></span>odukt<span class="_ _0"></span>owych </div><div class="t m0 x1d h8 y82a ff6 fs5 fc4 sc0 ls0 ws11">(analiza miksu produkt<span class="_ _1"></span>owego),</div><div class="t m0 x37 h8 y82b ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 wsb5">budowanie relacji z klientami - wskaźniki ef<span class="_ _1"></span>ektywności: realizacja planu k<span class="_ _0"></span>omunikacji promocy<span class="_ _0"></span>jnej i PR,<span class="_ _1"></span> cykliczne badania sa<span class="ws0">-</span></span></span></div><div class="t m0 x1d h8 y82c ff6 fs5 fc4 sc0 lsf ws0">tys<span class="_ _0"></span>fak<span class="_ _1"></span>cj<span class="_ _2"></span>i klienta<span class="_ _1"></span>,</div><div class="t m0 x37 h8 y82d ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ws146">dbałość o jako<span class="_ _0"></span>ść produkt<span class="_ _0"></span>ów or<span class="_ _0"></span>az efekt<span class="_ _0"></span>ywną obsług<span class="_ _0"></span>ę sprzedażną i posprzedażną – wskaźnik<span class="_ _0"></span>i efekt<span class="_ _0"></span>ywności: analiza ob<span class="_ _0"></span>sługi </span></span></div><div class="t m0 x1d h8 y82e ff6 fs5 fc4 sc0 ls0 ws0">sprzedażnej i posprzedażnej,</div><div class="t m0 x37 h8 y82f ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ws9">monitoro<span class="_ _0"></span>wanie celów s<span class="_ _0"></span>tr<span class="_ _0"></span>at<span class="_ _0"></span>egii,<span class="_ _1"></span> przeglądy realizacji inicjatyw s<span class="_ _0"></span>tr<span class="_ _0"></span>at<span class="_ _0"></span>egiczny<span class="_ _0"></span>ch.</span></span></div><div class="t m0 x11 h16 y830 ff6 fsf fc1 sc0 ls0 ws80">4<span class="_ _0"></span>.3.2.<span class="_ _1"></span> Podejmowane działania i uzysk<span class="_ _0"></span>ane rezul<span class="_ _0"></span>ta<span class="_ _0"></span>ty</div><div class="t m0 x11 h24 y831 ff6 fs13 fc1 sc0 ls0 wsf6">Innowacje <span class="_ _0"></span>i nowe r<span class="_ _0"></span>ozwiązania</div><div class="t m0 x11 h8 y832 ff6 fs5 fc4 sc0 ls0 ws1c">Grupa Apat<span class="_ _1"></span>or koncentruj<span class="_ _0"></span>e się na rozwoju zaaw<span class="_ _0"></span>ansowany<span class="_ _0"></span>ch t<span class="_ _0"></span>echnologicznie rozwiąz<span class="_ _0"></span>ań,<span class="_ _1"></span> głównie w zakresie int<span class="_ _0"></span>eligent<span class="_ _0"></span>nych urz<span class="_ _0"></span>ą<span class="ws0">-</span></div><div class="t m0 x11 h8 y833 ff6 fs5 fc4 sc0 ls0 wsf9">dzeń i sys<span class="_ _0"></span>t<span class="_ _0"></span>emów pomiarowych,<span class="_ _1"></span> aut<span class="_ _1"></span>omatyzacji,<span class="_ _1"></span> st<span class="_ _0"></span>erow<span class="_ _0"></span>ania i nadzoru pracy sieci elekt<span class="_ _0"></span>roener<span class="_ _0"></span>gety<span class="_ _0"></span>cznej oraz ro<span class="_ _0"></span>związań do zas<span class="_ _0"></span>t<span class="_ _0"></span>oso<span class="ws0">-</span></div><div class="t m0 x11 h8 y834 ff6 fs5 fc4 sc0 ls0 ws9">wania w sieciach dys<span class="_ _0"></span>try<span class="_ _0"></span>bucji wszyst<span class="_ _0"></span>kich mediów użyt<span class="_ _0"></span>kowy<span class="_ _0"></span>ch t<span class="_ _0"></span>j.<span class="_ _0"></span> energii elek<span class="_ _0"></span>trycznej,<span class="_ _1"></span> gazu,<span class="_ _1"></span> wody i ciepła<span class="_ _0"></span>.</div><div class="t m0 x11 h8 y835 ff6 fs5 fc4 sc0 ls0 ws9">Kierunki ro<span class="_ _0"></span>zwoju of<span class="_ _0"></span>erty Grup<span class="_ _0"></span>y Apat<span class="_ _0"></span>or w ramach s<span class="_ _0"></span>tr<span class="_ _0"></span>at<span class="_ _0"></span>egii biznesowej obejmują:</div><div class="t m0 x37 h8 y836 ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 wsa7">rozwój rozwiąz<span class="_ _0"></span>ań z zakresu smart met<span class="_ _0"></span>eringu - int<span class="_ _0"></span>eligentne urząd<span class="_ _0"></span>zenia pomiarowe oraz s<span class="_ _0"></span>ys<span class="_ _0"></span>tem<span class="_ _0"></span>y zdalnego odczyt<span class="_ _0"></span>u liczników </span></span></div><div class="t m0 x1d h8 y837 ff6 fs5 fc4 sc0 ls0 ws9">energii,<span class="_ _1"></span> wody<span class="_ _1"></span>,<span class="_ _0"></span> ciepła  i gazu,</div><div class="t m0 x37 h8 y838 ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ws123">wdrażanie rozwiąz<span class="_ _0"></span>ań dla sekt<span class="_ _0"></span>ora OZE - szer<span class="_ _0"></span>okie portf<span class="_ _0"></span>olio urządzeń z<span class="_ _0"></span>abezpieczeniowych,<span class="_ _1"></span> st<span class="_ _1"></span>erujących,<span class="_ _1"></span> wykonawczych,<span class="_ _1"></span> jak <span class="_ _34"></span><span class="ws0"> </span></span></span></div><div class="t m0 x1d h8 y839 ff6 fs5 fc4 sc0 ls0 ws9">i aplikacji sof<span class="_ _1"></span>tware’<span class="_ _f"></span>owych do zarz<span class="_ _0"></span>ądzania energią z OZE.</div><div class="t m0 x11 h8 y83a ff6 fs5 fc4 sc0 ls0 wse">Nowe szanse biznesow<span class="_ _0"></span>e dla Grupy wiążą się z d<span class="_ _0"></span>ynamicznie rosną<span class="_ _0"></span>cym w Pol<span class="_ _0"></span>sce sekt<span class="_ _0"></span>orem odnawialn<span class="_ _0"></span>ych źr<span class="_ _0"></span>ódeł energii or<span class="_ _0"></span>az coraz </div><div class="t m0 x11 h8 y83b ff6 fs5 fc4 sc0 ls0 ws0">większą presją na bardziej os<span class="_ _0"></span>zczędne,<span class="_ _1"></span> efekt<span class="_ _0"></span>ywne zużycie ener<span class="_ _0"></span>gii elektry<span class="_ _0"></span>cznej,<span class="_ _1"></span> ale także gazu,<span class="_ _1"></span> wody i ciepła<span class="_ _1"></span>. Gospodark<span class="_ _0"></span>a europej-</div><div class="t m0 x11 h8 y83c ff6 fs5 fc4 sc0 ls0 ws117">ska podlega t<span class="_ _0"></span>ransf<span class="_ _1"></span>ormacji w kierunku neut<span class="_ _0"></span>ralności k<span class="_ _0"></span>limaty<span class="_ _0"></span>cznej,<span class="_ _1"></span> stąd rosnąc<span class="_ _0"></span>a rola <span class="_ _1"></span>„zielonych<span class="_ _0"></span>” t<span class="_ _0"></span>echnologii i inwes<span class="_ _0"></span>ty<span class="_ _0"></span>cji.<span class="_ _0"></span> Z drugiej </div><div class="t m0 x11 h8 y83d ff6 fs5 fc4 sc0 ls0 ws9">st<span class="_ _0"></span>ron<span class="_ _0"></span>y dynamiczny w<span class="_ _0"></span>zros<span class="_ _0"></span>t cen surow<span class="_ _0"></span>ców energet<span class="_ _0"></span>yczn<span class="_ _0"></span>ych i mediów s<span class="_ _0"></span>taje s<span class="_ _0"></span>ię impulsem do poszuk<span class="_ _0"></span>iwania rozwiązań d<span class="_ _0"></span>o poprawy </div><div class="t m0 x11 h8 y83e ff6 fs5 fc4 sc0 ls0 ws17f">efekt<span class="_ _0"></span>ywności ener<span class="_ _0"></span>get<span class="_ _0"></span>ycznej,<span class="_ _1"></span> pozwalający<span class="_ _0"></span>ch zmniejszyć k<span class="_ _0"></span>oszty pr<span class="_ _0"></span>owadzenia działalności przez przed<span class="_ _0"></span>siębiors<span class="_ _0"></span>twa or<span class="_ _0"></span>az jednos<span class="_ _1"></span>tki </div><div class="t m0 x11 h8 y83f ff6 fs5 fc4 sc0 ls0 ws7">samorządu t<span class="_ _0"></span>erytorialneg<span class="_ _0"></span>o.<span class="_ _0"></span> </div><div class="t m0 x11 h8 y840 ff6 fs5 fc4 sc0 ls0 wsae">K<span class="_ _0"></span>olejny<span class="_ _0"></span>m polem innowacji w ramach Grup<span class="_ _0"></span>y Apat<span class="_ _1"></span>or stał się obszar au<span class="_ _0"></span>toma<span class="_ _0"></span>tyz<span class="_ _0"></span>acji i robot<span class="_ _0"></span>yzacji procesów pr<span class="_ _0"></span>odukc<span class="_ _0"></span>yjn<span class="_ _0"></span>ych – w t<span class="_ _0"></span>ym </div><div class="t m0 x11 h8 y841 ff6 fs5 fc4 sc0 ls0 ws16e">zakresie działa<span class="_ _0"></span>lność rozwija Dział Ro<span class="_ _0"></span>botyz<span class="_ _0"></span>acji i Aut<span class="_ _0"></span>omat<span class="_ _0"></span>yzacji Apa<span class="_ _0"></span>t<span class="_ _0"></span>or Metrix,<span class="_ _1"></span> świadczący sw<span class="_ _0"></span>oje usługi na rzecz spółek produk<span class="_ _0"></span><span class="ws0">-</span></div><div class="t m0 x11 h8 y842 ff6 fs5 fc4 sc0 ls0 ws18">cyjn<span class="_ _0"></span>ych Grup<span class="_ _0"></span>y a także o<span class="_ _0"></span>ferując sw<span class="_ _0"></span>oje rozwiąz<span class="_ _0"></span>ania klientom zewnę<span class="_ _0"></span>trzny<span class="_ _0"></span>m.<span class="_ _0"></span> Polsk<span class="_ _0"></span>ie przedsiębiors<span class="_ _1"></span>twa poszukują rozwiązań i t<span class="_ _0"></span>ech<span class="ws0">-</span></div><div class="t m0 x11 h8 y843 ff6 fs5 fc4 sc0 ls0 wsb6">nologii,<span class="_ _1"></span> który<span class="_ _0"></span>ch zast<span class="_ _1"></span>osowanie przynosi wzros<span class="_ _0"></span>t wyda<span class="_ _0"></span>jności,<span class="_ _1"></span> obniżenie ko<span class="_ _0"></span>sztów pr<span class="_ _0"></span>oduk<span class="_ _0"></span>cji,<span class="_ _1"></span> wysoką i powtarzalną jak<span class="_ _0"></span>ość wyr<span class="_ _0"></span>obu.</div><div class="t m2 x5a hc y61d ff8 fs9 fc0 sc0 ls70 ws0">SOCIAL - Obszar społeczn<span class="_ _0"></span>y</div></div><div class="pi" ></div></div><div id="pf3d" class="pf w0 h0" ><div class="pc pc3d w0 h0"><img class="bi xb5 y86 w9 h49" alt="" src="data:image/png;base64,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"/><div class="t m0 xb6 ha y32 ff6 fs7 fc3 sc0 lsb7 ws1ad">61</div><div class="t m0 x11 h8 y278 ff6 fs5 fc4 sc0 ls0 wsc">Grupa Apat<span class="_ _1"></span>or wypracowuje rozwiąz<span class="_ _0"></span>ania w ramach własny<span class="_ _0"></span>ch biur R&amp;D wyspecjalizowany<span class="_ _0"></span>ch w rozwoju innowa<span class="_ _0"></span>cyjn<span class="_ _0"></span>ych produk<span class="_ _1"></span><span class="ws0">-</span></div><div class="t m0 x11 h8 y3f5 ff6 fs5 fc4 sc0 ls0 ws9">tó<span class="_ _0"></span>w,<span class="_ _1"></span> sys<span class="_ _0"></span>temó<span class="_ _0"></span>w oraz usług,<span class="_ _1"></span> jak rów<span class="_ _0"></span>nież współpracuje z inn<span class="_ _0"></span>ymi podmiotami w r<span class="_ _0"></span>amach partnerst<span class="_ _0"></span>w t<span class="_ _0"></span>echnologiczny<span class="_ _0"></span>ch.</div><div class="t m0 x11 h8 y3cd ff7 fs5 fc4 sc0 ls0 wsae">Smart metering dla efektywneg<span class="_ _0"></span>o gospodar<span class="_ _0"></span>owania mediami</div><div class="t m0 x11 h8 y3ce ff6 fs5 fc4 sc0 ls0 ws18f">Jednym z na<span class="_ _0"></span>jwiększym wyzwań współczesn<span class="_ _0"></span>ych społeczeń<span class="_ _0"></span>stw <span class="_ _0"></span>jes<span class="_ _0"></span>t zmniejszenie skali marno<span class="_ _0"></span>tr<span class="_ _0"></span>awienia energii,<span class="_ _1"></span> wody<span class="_ _1"></span>,<span class="_ _0"></span> ciepła <span class="_ _8c"></span><span class="ws0"> </span></div><div class="t m0 x11 h8 y3cf ff6 fs5 fc4 sc0 ls0 wsa9">i gazu.<span class="_ _0"></span> Int<span class="_ _0"></span>eligentne sieci ener<span class="_ _0"></span>get<span class="_ _0"></span>yczne,<span class="_ _1"></span> wodne,<span class="_ _1"></span> ciepłownicze i gazowe umożliwiają k<span class="_ _0"></span>ontr<span class="_ _0"></span>olę nad ilością wy<span class="_ _0"></span>korzys<span class="_ _1"></span>tywanych me<span class="ws0">-</span></div><div class="t m0 x11 h8 y481 ff6 fs5 fc4 sc0 ls0 ws12c">diów i bardziej racjonalne ich zużyw<span class="_ _0"></span>anie w przemyśle,<span class="_ _1"></span> biznesie i gospodars<span class="_ _0"></span>tw<span class="_ _0"></span>ach domowych.<span class="_ _1"></span> Grupa Apat<span class="_ _0"></span>or rozwija of<span class="_ _0"></span>ert<span class="_ _0"></span>ę int<span class="_ _0"></span>e<span class="ws0">-</span></div><div class="t m0 x11 h8 y49d ff6 fs5 fc4 sc0 ls0 ws11a">ligentn<span class="_ _0"></span>ych urządzeń (w <span class="_ _0"></span>ty<span class="_ _0"></span>m innowacy<span class="_ _0"></span>jne rozwiązania pomiarow<span class="_ _0"></span>e oparte na t<span class="_ _0"></span>echnologii ult<span class="_ _0"></span>radźwięk<span class="_ _1"></span>owej),<span class="_ _0"></span> sys<span class="_ _0"></span>t<span class="_ _0"></span>emów zdalnego </div><div class="t m0 x11 h8 y3fb ff6 fs5 fc4 sc0 ls0 wsf3">odczytu licznik<span class="_ _0"></span>ów oraz z<span class="_ _0"></span>aawansowan<span class="_ _0"></span>ych sy<span class="_ _0"></span>st<span class="_ _0"></span>emów<span class="_ _0"></span>,<span class="_ _1"></span> które mogą by<span class="_ _0"></span>ć wyk<span class="_ _0"></span>orzys<span class="_ _0"></span>tywane dla celów pr<span class="_ _0"></span>edyk<span class="_ _0"></span>cy<span class="_ _0"></span>jny<span class="_ _0"></span>ch i zmniejszenia </div><div class="t m0 x11 h8 y3fc ff6 fs5 fc4 sc0 ls0 ws9">st<span class="_ _0"></span>rat pod<span class="_ _0"></span>czas wytwarzania<span class="_ _1"></span>,<span class="_ _1"></span> przesyłu i dys<span class="_ _0"></span>trybucji mediów do finaln<span class="_ _0"></span>ych odbior<span class="_ _0"></span>ców<span class="_ _0"></span>.</div><div class="t m0 x11 h8 y3d4 ff7 fs5 fc4 sc0 ls0 ws129">Zielone technol<span class="_ _0"></span>ogie</div><div class="t m0 x11 h8 y482 ff6 fs5 fc4 sc0 ls0 wsba">Grupa Apat<span class="_ _1"></span>or jest obecnie <span class="_ _0"></span>jedny<span class="_ _0"></span>m z największych d<span class="_ _0"></span>ost<span class="_ _0"></span>awców pros<span class="_ _0"></span>umenckich licznikó<span class="_ _0"></span>w dwukierunk<span class="_ _0"></span>owy<span class="_ _0"></span>ch energii elekt<span class="_ _0"></span>rycznej </div><div class="t m0 x11 h8 y483 ff6 fs5 fc4 sc0 ls0 ws198">(z komunik<span class="_ _0"></span>acją i bez komunikacji) s<span class="_ _0"></span>t<span class="_ _0"></span>osowan<span class="_ _0"></span>ych w mikroins<span class="_ _0"></span>talacjach PV<span class="_ _1"></span>,<span class="_ _1"></span> a także specjalisty<span class="_ _0"></span>cznej aparat<span class="_ _0"></span>ury do łączenia i zabezpie<span class="ws0">-</span></div><div class="t m0 x11 h8 y716 ff6 fs5 fc4 sc0 ls0 wsb5">czania obwodów el<span class="_ _0"></span>ektry<span class="_ _0"></span>cznych w f<span class="_ _1"></span>a<span class="_ _2"></span>r<span class="_ _0"></span>mach PV<span class="_ _1"></span>. Grupa wdr<span class="_ _0"></span>ożyła t<span class="_ _0"></span>akże szereg r<span class="_ _0"></span>ozwiązań służący<span class="_ _0"></span>ch do zarządz<span class="_ _0"></span>ania przepływami </div><div class="t m0 x11 h8 y401 ff6 fs5 fc4 sc0 ls0 ws1ae">energii w ins<span class="_ _0"></span>talacjach i sieciach wewnęt<span class="_ _0"></span>rznych z<span class="_ _0"></span>awiera<span class="_ _0"></span>jących gener<span class="_ _0"></span>ację PV or<span class="_ _0"></span>az zapewnia<span class="_ _0"></span>jących int<span class="_ _0"></span>egr<span class="_ _0"></span>ację rozpr<span class="_ _0"></span>oszony<span class="_ _0"></span>ch źródeł </div><div class="t m0 x11 h8 y402 ff6 fs5 fc4 sc0 ls0 ws9">energii PV z nowoczes<span class="_ _0"></span>ną wielko<span class="_ _0"></span>skalową s<span class="_ _0"></span>iecią energet<span class="_ _0"></span>yczną<span class="_ _1"></span>.</div><div class="t m0 x11 h8 y6ce ff6 fs5 fc4 sc0 ls0 ws9">Rozwiąz<span class="_ _0"></span>ania opracowane dla sekt<span class="_ _1"></span>ora OZE w of<span class="_ _0"></span>ercie Grupy <span class="_ _0"></span>t<span class="_ _0"></span>o m.in.:</div><div class="t m0 x37 h8 y6cf ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ws9">rozłącznik bezpiecznikowy (np.<span class="_ _1"></span> smartARS pro PV)</span></span></div><div class="t m0 x37 h8 y717 ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4">zabezpieczenia - BELplus OZE,<span class="_ _1"></span> microBEL CVFPL 01<span class="_ _0"></span>4</span></span></div><div class="t m0 x37 h8 y718 ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4">ster<span class="_ _0"></span>ownik f<span class="_ _0"></span>arm<span class="_ _0"></span>y fo<span class="_ _0"></span>to<span class="_ _0"></span>woltaicznej - SPV<span class="_ _0"></span> RM</span></span></div><div class="t m0 x37 h8 y407 ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4">str<span class="_ _0"></span>ażnik mocy dla far<span class="_ _0"></span>my f<span class="_ _0"></span>ot<span class="_ _0"></span>owol<span class="_ _0"></span>taicznej - SPV SM</span></span></div><div class="t m0 x37 h8 y408 ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ws9">liczniki energii elektry<span class="_ _0"></span>cznej (np.<span class="_ _0"></span> smartESOX pro)</span></span></div><div class="t m0 x37 h8 y409 ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4">syst<span class="_ _1"></span>emy do nadzoru far<span class="_ _0"></span>m f<span class="_ _0"></span>ot<span class="_ _0"></span>owolt<span class="_ _0"></span>aicznych i wia<span class="_ _0"></span>tr<span class="_ _0"></span>owych (EK<span class="_ _0"></span>TIN PV oraz EK<span class="_ _0"></span>TIN WT)</span></span></div><div class="t m0 x37 h8 y40a ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ws9">wielkoskal<span class="_ _0"></span>owe magazyny ener<span class="_ _0"></span>gii.</span></span></div><div class="t m0 x11 h24 y844 ff6 fs13 fc1 sc0 ls0 wsbc">Spot<span class="_ _0"></span>kania z klient<span class="_ _0"></span>ami</div><div class="t m0 x11 h8 y845 ff6 fs5 fc4 sc0 ls0 wse1">Budowanie relacji z klient<span class="_ _0"></span>ami odbywa się <span class="_ _0"></span>trad<span class="_ _0"></span>ycy<span class="_ _0"></span>jnie w oparciu o bież<span class="_ _0"></span>ące spot<span class="_ _0"></span>kania i k<span class="_ _0"></span>onsultacj<span class="_ _0"></span>e eksperck<span class="_ _0"></span>ie,<span class="_ _1"></span> a także podczas wy<span class="ws0">-</span></div><div class="t m0 x11 h8 y846 ff6 fs5 fc4 sc0 ls0 ws9">darzeń branżowy<span class="_ _0"></span>ch,<span class="_ _1"></span> gdzie prezent<span class="_ _1"></span>owane są nowości produkt<span class="_ _1"></span>owe i funkcjona<span class="_ _0"></span>lności rozwiąz<span class="_ _0"></span>ań of<span class="_ _0"></span>erowan<span class="_ _0"></span>ych przez Gr<span class="_ _0"></span>upę Apat<span class="_ _1"></span>or<span class="_ _1"></span>.<span class="_ _0"></span> </div><div class="t m0 x11 h8 y847 ff6 fs5 fc4 sc0 ls0 ws181">Klienci zapraszani są <span class="_ _0"></span>także do odwiedz<span class="_ _0"></span>ania zakładów produk<span class="_ _1"></span>cyjny<span class="_ _0"></span>ch Grupy<span class="_ _1"></span>,<span class="_ _0"></span> co jes<span class="_ _1"></span>t okazją do poznania dorobku t<span class="_ _1"></span>echnicznego </div><div class="t m0 x11 h8 y848 ff6 fs5 fc4 sc0 ls0 ws9">oraz zas<span class="_ _0"></span>obów produk<span class="_ _0"></span>cy<span class="_ _0"></span>jnych.</div><div class="t m0 x11 h8 y849 ff7 fs5 fc4 sc0 ls0 ws129">Wydarzenia targ<span class="_ _0"></span>owe</div><div class="t m0 x11 h8 y84a ff6 fs5 fc4 sc0 ls0 wsb6">W 2023 roku spółki Gr<span class="_ _0"></span>upy Apa<span class="_ _0"></span>tor wzięły udział w nas<span class="_ _0"></span>t<span class="_ _0"></span>ępujących wydarzeniach:</div><div class="t m0 x11 h8 y84b ff6 fs5 fc4 sc0 ls0 ws9">T<span class="_ _f"></span>a<span class="_ _2"></span>rgi z<span class="_ _0"></span>agraniczne</div><div class="t m0 x37 h8 y84c ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4">Middle East Ener<span class="_ _0"></span>gy<span class="_ _0"></span>,<span class="_ _1"></span> Dubaj </span></span></div><div class="t m0 x37 h8 y84d ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4">E-world,<span class="_ _1"></span> Essen Niemcy</span></span></div><div class="t m0 x37 h8 y84e ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 lsf ws12">EN<span class="_ _2"></span>LIT<span class="_ _1"></span>,<span class="_ _0"></span> P<span class="_ _0"></span>aryż</span></span></div><div class="t m0 x11 h8 y84f ff6 fs5 fc4 sc0 ls0 ws9">Wydarzenia kra<span class="_ _0"></span>jowe</div><div class="t m0 x37 h8 y850 ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4">T<span class="_ _1"></span>argi Energet<span class="_ _0"></span>ics,<span class="_ _1"></span> Lublin </span></span></div><div class="t m0 x37 h8 y851 ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4">T<span class="_ _1"></span>argi Enex,<span class="_ _1"></span> Kielce</span></span></div><div class="t m0 x37 h8 y852 ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4">T<span class="_ _1"></span>argi GreenPOWER,<span class="_ _1"></span> Poznań</span></span></div><div class="t m0 x37 h8 y853 ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4">Kongr<span class="_ _0"></span>es Nauko<span class="_ _0"></span>wo-<span class="_ _0"></span>T<span class="_ _f"></span>echniczny WOD-KA<span class="_ _0"></span>N-EK<span class="_ _0"></span>O,<span class="_ _1"></span> Bydgoszcz</span></span></div><div class="t m0 x11 h24 y49a ff6 fs13 fc1 sc0 ls0 wsbc">K<span class="_ _0"></span>onf<span class="_ _0"></span>erencj<span class="_ _0"></span>e i szk<span class="_ _0"></span>olenia</div><div class="t m0 x11 h8 y854 ff6 fs5 fc4 sc0 ls0 wsae">Spółki Grupy <span class="_ _0"></span>Apat<span class="_ _0"></span>or dzielą się specjalist<span class="_ _0"></span>yczną wiedz<span class="_ _0"></span>ą t<span class="_ _0"></span>echniczną podczas k<span class="_ _0"></span>onf<span class="_ _0"></span>erencji branżowy<span class="_ _0"></span>ch,<span class="_ _1"></span> jak również prez<span class="_ _0"></span>entują funk<span class="_ _1"></span><span class="ws0">-</span></div><div class="t m0 x11 h8 y855 ff6 fs5 fc4 sc0 ls0 ws11">cjonalności nowy<span class="_ _0"></span>ch rozwiąz<span class="_ _0"></span>ań i produkt<span class="_ _1"></span>ów w for<span class="_ _0"></span>mie szk<span class="_ _0"></span>oleń dla klient<span class="_ _1"></span>ów i prezentacji pr<span class="_ _0"></span>odukt<span class="_ _0"></span>owych.<span class="_ _1"></span> </div><div class="t m2 x10f hc y61d ff8 fs9 fc0 sc0 ls70 ws0">SOCIAL - Obszar społeczn<span class="_ _0"></span>y</div></div><div class="pi" ></div></div><div id="pf3e" class="pf w0 h0" ><div class="pc pc3e w0 h0"><img class="bi x0 y856 wd h64" alt="" src="data:image/png;base64,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"/><div class="t m0 x7f ha y32 ff6 fs7 fc3 sc0 lsae ws19c">62</div><div class="t m0 x11 h8 y278 ff7 fs5 fc4 sc0 ls0 ws0">DORADZTWO I SZK<span class="_ _1"></span>OLENIA DL<span class="_ _2"></span>A K<span class="_ _0"></span>LIENTÓW</div><div class="t m0 x11 h8 y3cc ff7 fs5 fc4 sc0 ls0 wsf">Szk<span class="_ _0"></span>olenia dla klient<span class="_ _0"></span>ów</div><div class="t m0 x37 h8 y3cd ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ws1af">Przykładem działań szkolenio<span class="_ _0"></span>wych dla klient<span class="_ _0"></span>ów Apa<span class="_ _0"></span>tor S<span class="_ _0"></span>A są prowa<span class="_ _0"></span>dzone przez specjalist<span class="_ _0"></span>ów ds.<span class="_ _1"></span> wsparcia t<span class="_ _0"></span>echnicznego </span></span></div><div class="t m0 x1d h8 y3ce ff6 fs5 fc4 sc0 ls0 ws129">szko<span class="_ _0"></span>lenia dla pracownik<span class="_ _0"></span>ów zakład<span class="_ _0"></span>ów energet<span class="_ _0"></span>yczn<span class="_ _0"></span>ych w zak<span class="_ _0"></span>resie obsługi funk<span class="_ _0"></span>cjonalności pr<span class="_ _0"></span>odukt<span class="_ _0"></span>ów Apa<span class="_ _0"></span>tor<span class="_ _0"></span>a<span class="_ _1"></span>. Szk<span class="_ _0"></span>olenia pro<span class="ws0">-</span></div><div class="t m0 x1d h8 y3cf ff6 fs5 fc4 sc0 ls0 ws9">wadzone są s<span class="_ _0"></span>tacjonar<span class="_ _0"></span>nie i zdalnie,<span class="_ _1"></span> zgodnie z zapotrz<span class="_ _0"></span>ebowaniem klienta<span class="_ _1"></span>. </div><div class="t m0 x37 h8 y481 ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ws1a3">Zarządcy spółdzielni mieszkaniowy<span class="_ _0"></span>ch wzięli udział w szko<span class="_ _0"></span>leniu zorganizowan<span class="_ _0"></span>ym przez Apa<span class="_ _0"></span>tor Po<span class="_ _0"></span>wogaz,<span class="_ _1"></span> które pozw<span class="_ _0"></span>oliło </span></span></div><div class="t m0 x1d h8 y49d ff6 fs5 fc4 sc0 ls0 wse1">poznać całe spectr<span class="_ _0"></span>um korzyś<span class="_ _0"></span>ci związany<span class="_ _0"></span>ch ze zdalnym od<span class="_ _0"></span>czytem i monit<span class="_ _1"></span>oring<span class="_ _2"></span>iem wody i ciepła<span class="_ _1"></span>.<span class="_ _0"></span> Zaprezent<span class="_ _0"></span>owano ro<span class="_ _0"></span>związania </div><div class="t m0 x1d h8 y3fb ff6 fs5 fc4 sc0 ls0 wsa9">techniczne: w<span class="_ _0"></span>odomierze ult<span class="_ _0"></span>radźwięk<span class="_ _0"></span>owe i ciepłomierze.<span class="_ _1"></span> W spot<span class="_ _1"></span>kaniu wzięli udział również eksperci d<span class="_ _0"></span>s.<span class="_ _0"></span> OZE,<span class="_ _1"></span> kt<span class="_ _0"></span>órzy prezen<span class="ws0">-</span></div><div class="t m0 x1d h8 y3fc ff6 fs5 fc4 sc0 ls0 wsf3">to<span class="_ _0"></span>wali rozwiązania w zakr<span class="_ _0"></span>esie ef<span class="_ _0"></span>ektywneg<span class="_ _0"></span>o wyk<span class="_ _0"></span>orzyst<span class="_ _0"></span>ywania zielonej energii z z<span class="_ _0"></span>ast<span class="_ _0"></span>osow<span class="_ _0"></span>aniem sys<span class="_ _0"></span>temu E<span class="_ _0"></span>KTIN do nadzoru </div><div class="t m0 x1d h8 y3fd ff6 fs5 fc4 sc0 ls0 ws9">far<span class="_ _0"></span>m oraz magazynów ener<span class="_ _0"></span>gii.</div><div class="t m0 x11 h8 y482 ff7 fs5 fc4 sc0 ls0 ws0">E-akademia O<span class="_ _0"></span>ZE</div><div class="t m0 x11 h8 y483 ff6 fs5 fc4 sc0 ls0 ws102">Apat<span class="_ _0"></span>or zorganizował c<span class="_ _0"></span>ykl szk<span class="_ _0"></span>oleń online dot<span class="_ _0"></span>ycząc<span class="_ _0"></span>y t<span class="_ _0"></span>emat<span class="_ _0"></span>yki OZE or<span class="_ _0"></span>az zmian w sys<span class="_ _0"></span>t<span class="_ _0"></span>emie elektr<span class="_ _0"></span>oenerge<span class="_ _0"></span>tyczn<span class="_ _0"></span>ym.<span class="_ _1"></span> W spot<span class="_ _0"></span>kaniach </div><div class="t m0 x11 h8 y716 ff6 fs5 fc4 sc0 ls0 ws9">brali udział pracow<span class="_ _0"></span>nicy oraz o<span class="_ _0"></span>soby spoz<span class="_ _0"></span>a organizacji (90 uczes<span class="_ _0"></span>tnik<span class="_ _0"></span>ów)</div><div class="t m0 x11 h8 y3d8 ff7 fs5 fc4 sc0 ls0 ws9">K<span class="_ _0"></span>onferencja <span class="_ _1"></span>&quot;T<span class="_ _1"></span>ran<span class="_ _0"></span>sf<span class="_ _0"></span>ormacja ener<span class="_ _0"></span>getyczna <span class="_ _0"></span>w regionach – kierunk<span class="_ _0"></span>i przyszłości&quot; </div><div class="t m0 x11 h8 y6cd ff6 fs5 fc4 sc0 ls0 ws119">Spot<span class="_ _0"></span>kanie było ski<span class="_ _0"></span>erowane do przed<span class="_ _0"></span>st<span class="_ _0"></span>awicieli Jednost<span class="_ _1"></span>ek S<span class="_ _2"></span>amorządu T<span class="_ _f"></span>eryt<span class="_ _0"></span>orialnego,<span class="_ _1"></span> Klastr<span class="_ _0"></span>ów Energii i Społeczności Ener<span class="_ _0"></span>ge<span class="ws0">-</span></div><div class="t m0 x11 h8 y6ce ff6 fs5 fc4 sc0 ls0 ws15">ty<span class="_ _0"></span>cznych,<span class="_ _1"></span> zaint<span class="_ _1"></span>eresowanych k<span class="_ _0"></span>ierunkami ro<span class="_ _0"></span>zwoju zielonej energ<span class="_ _0"></span>etyk<span class="_ _0"></span>i,<span class="_ _1"></span> a przede wszyst<span class="_ _0"></span>kim sposobami bezpiecznego g<span class="_ _0"></span>romadzenia<span class="_ _1"></span>,<span class="_ _1"></span> </div><div class="t m0 x11 h8 y6cf ff6 fs5 fc4 sc0 ls0 ws9">przechowywania i opt<span class="_ _0"></span>ymalnego wyk<span class="_ _1"></span>orz<span class="_ _2"></span>ys<span class="_ _0"></span>tywania ener<span class="_ _0"></span>gii.</div><div class="t m0 x11 h8 y717 ff6 fs5 fc4 sc0 ls0 ws1b0">K<span class="_ _0"></span>onfer<span class="_ _0"></span>encja stała si<span class="_ _0"></span>ę miejscem wymiany poglądów na <span class="_ _0"></span>tema<span class="_ _0"></span>t aktualnej i przyszłej s<span class="_ _0"></span>ytuacji sekt<span class="_ _1"></span>ora elektr<span class="_ _0"></span>oenerget<span class="_ _0"></span>ycznego,<span class="_ _1"></span> <span class="_ _39"></span><span class="ws0"> </span></div><div class="t m0 x11 h8 y718 ff6 fs5 fc4 sc0 ls0 ws197">a przede wszys<span class="_ _0"></span>tkim nowy<span class="_ _0"></span>ch kierunk<span class="_ _1"></span>ów rozwoju związany<span class="_ _0"></span>ch z magazynami energii,<span class="_ _1"></span> tworzeniem i funk<span class="_ _0"></span>cjonowaniem klas<span class="_ _0"></span>tr<span class="_ _0"></span>ów </div><div class="t m0 x11 h8 y407 ff6 fs5 fc4 sc0 ls0 ws0">energii.</div><div class="t m0 x11 h8 y485 ff7 fs5 fc4 sc0 ls0 ws56">Projek<span class="_ _0"></span>t „Roz<span class="_ _0"></span>świet<span class="_ _0"></span>lamy Polsk<span class="_ _0"></span>ę”</div><div class="t m0 x11 h8 y486 ff6 fs5 fc4 sc0 ls0 ws173">Inicjatyw<span class="_ _0"></span>a Apat<span class="_ _1"></span>or <span class="_ _2"></span>Rect<span class="_ _1"></span>or dla gmin,<span class="_ _0"></span> kt<span class="_ _0"></span>óre w ramach Pr<span class="_ _0"></span>ogramu Inwes<span class="_ _0"></span>t<span class="_ _0"></span>ycji Str<span class="_ _0"></span>at<span class="_ _0"></span>egicznych mogły ubiegać się o d<span class="_ _0"></span>ofinansowania </div><div class="t m0 x11 h8 y487 ff6 fs5 fc4 sc0 ls0 ws13f">na wymianę nieenergooszcz<span class="_ _0"></span>ędnych opr<span class="_ _0"></span>aw oświet<span class="_ _0"></span>lenia ulic,<span class="_ _1"></span> dróg,<span class="_ _1"></span> skwerów<span class="_ _0"></span>,<span class="_ _1"></span> parków<span class="_ _0"></span>,<span class="_ _1"></span> placów,<span class="_ _1"></span> ścieżek rowerowy<span class="_ _0"></span>ch i inny<span class="_ _0"></span>ch miejsc </div><div class="t m0 x11 h8 y488 ff6 fs5 fc4 sc0 ls0 ws14b">publicznych na opr<span class="_ _0"></span>awy t<span class="_ _0"></span>ypu LED.<span class="_ _1"></span> Budżet programu wynosił ok.<span class="_ _1"></span> 1 mld zł.<span class="_ _0"></span> Z<span class="_ _0"></span>espół Apa<span class="_ _0"></span>tor R<span class="_ _0"></span>ect<span class="_ _0"></span>or wspierał JS<span class="_ _1"></span>T w przygot<span class="_ _0"></span>owaniu </div><div class="t m0 x11 h8 y489 ff6 fs5 fc4 sc0 ls0 ws9">wniosku or<span class="_ _0"></span>az przygot<span class="_ _0"></span>owaniu proj<span class="_ _0"></span>ektu wy<span class="_ _0"></span>miany oświet<span class="_ _0"></span>lenia na energ<span class="_ _0"></span>ooszczędne.</div><div class="t m0 x11 h8 y71b ff7 fs5 fc4 sc0 ls0 ws0">DZIELENIE SIĘ EKSPER<span class="_ _0"></span>CKĄ <span class="_ _0"></span>WIEDZĄ</div><div class="t m0 x11 h8 y3e5 ff6 fs5 fc4 sc0 ls0 wse9">Eksperci Grup<span class="_ _0"></span>y Apa<span class="_ _0"></span>tor są z<span class="_ _0"></span>aangażowani podczas licznych k<span class="_ _1"></span>onferencji i wydarzeń br<span class="_ _0"></span>anżowych.<span class="_ _1"></span> Zabierają głos w d<span class="_ _0"></span>yskusji,<span class="_ _1"></span> pre<span class="ws0">-</span></div><div class="t m0 x11 h8 y71c ff6 fs5 fc4 sc0 ls0 wse8">zentu<span class="_ _0"></span>ją nowe techno<span class="_ _0"></span>logie oraz t<span class="_ _0"></span>rend<span class="_ _0"></span>y rynko<span class="_ _0"></span>we,<span class="_ _1"></span> koment<span class="_ _0"></span>ują zachodzące zmiany d<span class="_ _0"></span>oty<span class="_ _0"></span>czące t<span class="_ _0"></span>rans<span class="_ _0"></span>for<span class="_ _1"></span>muj<span class="_ _2"></span>ący<span class="_ _0"></span>ch się sekt<span class="_ _0"></span>orów i br<span class="_ _0"></span>anż,<span class="_ _1"></span> <span class="_ _37"></span><span class="ws0"> </span></div><div class="t m0 x11 h8 y48d ff6 fs5 fc4 sc0 ls0 ws9">w kt<span class="_ _0"></span>órych działają spółk<span class="_ _0"></span>i Grupy Apa<span class="_ _0"></span>t<span class="_ _0"></span>or<span class="_ _f"></span>. </div><div class="t m0 x11 h8 y6d7 ff6 fs5 fc4 sc0 ls0 ws9">Wydarzenia<span class="_ _1"></span>,<span class="_ _1"></span> w których by<span class="_ _0"></span>li zaangażowani eksperci Gr<span class="_ _0"></span>upy Apa<span class="_ _0"></span>tor w 2023 roku,<span class="_ _1"></span> t<span class="_ _1"></span>o <span class="_ _2"></span>m.in.:</div><div class="t m0 x37 h8 y6d8 ff8 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ws17f">SIWE - Syst<span class="_ _0"></span>emy Inf<span class="_ _0"></span>or<span class="_ _0"></span>maty<span class="_ _0"></span>czne w Energ<span class="_ _0"></span>etyce,<span class="_ _1"></span> W<span class="_ _0"></span>isła - wyst<span class="_ _0"></span>ąpienie przeds<span class="_ _0"></span>tawicieli Grupy <span class="_ _0"></span>Apat<span class="_ _0"></span>or z prelek<span class="_ _0"></span>cją pt.<span class="_ _1"></span> „<span class="_ _1"></span> Gdzie leży </span></span></div><div class="t m0 x1d h8 y6d9 ff6 fs5 fc4 sc0 ls0 ws0">bezpieczeńst<span class="_ _0"></span>wo Kra<span class="_ _0"></span>jowego S<span class="_ _0"></span>yst<span class="_ _1"></span>emu Energety<span class="_ _0"></span>cznego<span class="_ _1"></span>?&quot;</div><div class="t m0 x37 h8 y857 ff8 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4">Konf<span class="_ _0"></span>erencja PIME w czasie trwania <span class="_ _0"></span>targó<span class="_ _0"></span>w Solar Energy Expo w Nadarzynie</span></span></div><div class="t m0 x37 h8 y71d ff8 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4">Konf<span class="_ _0"></span>erencje PTPiREE: P<span class="_ _0"></span>omiary i diagnost<span class="_ _0"></span>yka w sieciach el<span class="_ _0"></span>ektr<span class="_ _0"></span>oenerget<span class="_ _0"></span>yczn<span class="_ _0"></span>ych,<span class="_ _1"></span> K<span class="_ _0"></span>ołobrzeg</span></span></div><div class="t m0 x37 h8 y71e ff8 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4">T<span class="_ _1"></span>argi Enex w Kielcach – prel<span class="_ _0"></span>ekcj<span class="_ _0"></span>e w ramach współpra<span class="_ _0"></span>cy z PSME</span></span></div><div class="t m0 x37 h8 y71f ff8 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4">T<span class="_ _1"></span>argi Greenpower w P<span class="_ _0"></span>oznaniu - prelek<span class="_ _0"></span>cje w ramach współpr<span class="_ _0"></span>acy z PSME</span></span></div><div class="t m0 x37 h8 y720 ff8 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ws12b">Konf<span class="_ _0"></span>erencja Uniwers<span class="_ _0"></span>yt<span class="_ _0"></span>etu Ek<span class="_ _0"></span>onomicznego we <span class="_ _0"></span>W<span class="_ _0"></span>rocławiu <span class="_ _0"></span>&quot;Klast<span class="_ _0"></span>ry Energii wobec <span class="_ _0"></span>tr<span class="_ _0"></span>ansf<span class="_ _0"></span>ormacji ener<span class="_ _0"></span>gety<span class="_ _0"></span>cznej w Pols<span class="_ _0"></span>ce&quot; - </span></span></div><div class="t m0 x1d h8 y721 ff6 fs5 fc4 sc0 ls0 ws9">udział w debacie eksper<span class="_ _0"></span>ckiej </div><div class="t m0 x37 h8 y722 ff8 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ws9">Konf<span class="_ _0"></span>erencja T<span class="_ _1"></span>ARR &quot;T<span class="_ _f"></span>ransf<span class="_ _0"></span>ormacja ener<span class="_ _0"></span>gety<span class="_ _0"></span>czna i źródła <span class="_ _0"></span>jej finansowania<span class="_ _0"></span>&quot; - prelek<span class="_ _0"></span>cja na t<span class="_ _0"></span>emat magazynowania energii </span></span></div><div class="t m0 x37 h8 y723 ff8 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4">Konf<span class="_ _0"></span>erencja w Myśliborzu - <span class="_ _1"></span>„<span class="_ _0"></span> Zielone s<span class="_ _0"></span>tr<span class="_ _0"></span>efy inwest<span class="_ _0"></span>yc<span class="_ _0"></span>yjne w Zachodniej Po<span class="_ _0"></span>lsce&quot;</span></span></div><div class="t m0 x37 h8 y724 ff8 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4">Mag<span class="_ _2"></span>azynow<span class="_ _0"></span>anie energii F<span class="_ _0"></span>orum Prof<span class="_ _1"></span>esjonalistów PSME w czasie <span class="_ _0"></span>trwania t<span class="_ _0"></span>argów Ener<span class="_ _0"></span>getab </span></span></div><div class="t m0 x37 h8 y858 ff8 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 wsb3">Forum Mias<span class="_ _0"></span>teczek P<span class="_ _0"></span>olskich - udział w panelach dy<span class="_ _0"></span>skusy<span class="_ _0"></span>jny<span class="_ _0"></span>ch odnośnie ef<span class="_ _0"></span>ektywneg<span class="_ _0"></span>o zarządzania ener<span class="_ _0"></span>gią odnawialną i wła<span class="ws0">-</span></span></span></div><div class="t m0 x1d h8 y859 ff6 fs5 fc4 sc0 ls0 ws9">sne st<span class="_ _1"></span>oisko</div><div class="t m0 x11 h8 y727 ff7 fs5 fc4 sc0 ls0 ws0">K<span class="_ _0"></span>onferencja or<span class="_ _0"></span>ganizowana przez Iz<span class="_ _0"></span>bę Gospodarczą <span class="_ _1"></span>„W<span class="_ _0"></span>odociągi P<span class="_ _0"></span>olskie” </div><div class="t m0 x11 h8 y728 ff6 fs5 fc4 sc0 ls0 ws157">Grupa Apat<span class="_ _1"></span>or była partnerem konf<span class="_ _1"></span>erencji <span class="_ _0"></span>„<span class="_ _1"></span> Katalog Pr<span class="_ _0"></span>akt<span class="_ _0"></span>yk Przedsiębior<span class="_ _0"></span>st<span class="_ _0"></span>w WOD-KAN&quot;,<span class="_ _1"></span> kt<span class="_ _0"></span>óra dała ok<span class="_ _0"></span>azję do wy<span class="_ _0"></span>miany wiedzy </div><div class="t m0 x11 h8 y85a ff6 fs5 fc4 sc0 ls0 ws7">i dyskusji na tema<span class="_ _0"></span>ty:</div><div class="t m0 x37 h8 y85b ff8 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ws9">budowania samowystar<span class="_ _0"></span>czalności ener<span class="_ _0"></span>gety<span class="_ _0"></span>cznej,</span></span></div><div class="t m0 x37 h8 y85c ff8 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ws10">działania klastrów ener<span class="_ _0"></span>get<span class="_ _0"></span>yczn<span class="_ _0"></span>ych na przykładzie projekt<span class="_ _0"></span>u Klas<span class="_ _0"></span>tr<span class="_ _0"></span>a Słupskiego,<span class="_ _1"></span> kt<span class="_ _0"></span>órego cel<span class="_ _0"></span>em było s<span class="_ _0"></span>tworzenie i ro<span class="_ _0"></span>zwój loka<span class="_ _0"></span>l<span class="ws0">-</span></span></span></div><div class="t m0 x1d h8 y85d ff6 fs5 fc4 sc0 ls0 ws9">nego rynku energii,</div><div class="t m0 x37 h8 y85e ff8 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ws11e">inteligentn<span class="_ _0"></span>ych urzą<span class="_ _0"></span>dzeń do pomiaru wody i ciepła or<span class="_ _0"></span>az sys<span class="_ _0"></span>t<span class="_ _0"></span>emów odczyt<span class="_ _0"></span>owych,<span class="_ _1"></span> kt<span class="_ _0"></span>óre pozwala<span class="_ _0"></span>ją na bardziej efekt<span class="_ _0"></span>ywne za<span class="ws0">-</span></span></span></div><div class="t m0 x1d h8 y85f ff6 fs5 fc4 sc0 ls0 ws9">rządzanie zużyciem <span class="_ _0"></span>wody i ciepła<span class="_ _1"></span>.</div><div class="t m2 x5a hc y61d ff8 fs9 fc0 sc0 ls70 ws0">SOCIAL - Obszar społeczn<span class="_ _0"></span>y</div></div><div class="pi" ></div></div><div id="pf3f" class="pf w0 h0" ><div class="pc pc3f w0 h0"><img class="bi x1d y860 we h65" alt="" 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"/><div class="t m0 xb6 ha y32 ff6 fs7 fc3 sc0 ls0 ws0">63</div><div class="t m0 x11 h8 y278 ff7 fs5 fc4 sc0 ls0 ws0">Forum Mias<span class="_ _0"></span>teczek P<span class="_ _0"></span>olski<span class="_ _0"></span>ch<span class="ff6"> </span></div><div class="t m0 x11 h8 y3f5 ff6 fs5 fc4 sc0 ls0 ws1a">Dwudniowe spot<span class="_ _0"></span>kanie samorządo<span class="_ _0"></span>wców,<span class="_ _1"></span> przeds<span class="_ _0"></span>tawicieli adminis<span class="_ _0"></span>tracji pańs<span class="_ _0"></span>twowej or<span class="_ _0"></span>az biznesu organizowane z my<span class="_ _0"></span>ślą o wspar<span class="_ _0"></span><span class="ws0">-</span></div><div class="t m0 x11 h8 y3f6 ff6 fs5 fc4 sc0 ls0 ws9">ciu mniejszych miejscowości w op<span class="_ _0"></span>tymaln<span class="_ _0"></span>ym rozw<span class="_ _0"></span>oju oraz zachow<span class="_ _0"></span>aniu ich funkcji społeczno-go<span class="_ _0"></span>spodarczych.<span class="_ _1"></span> </div><div class="t m0 x11 h8 y3f7 ff6 fs5 fc4 sc0 ls0 ws1b1">Eksperci Grup<span class="_ _0"></span>y Apat<span class="_ _1"></span>or <span class="_ _2"></span>podcza<span class="_ _0"></span>s paneli dyskusy<span class="_ _0"></span>jnych d<span class="_ _0"></span>zielili się swoją wiedzą w zakresie r<span class="_ _0"></span>ozwiązań dla OZE or<span class="_ _0"></span>az zarządzania </div><div class="t m0 x11 h8 y3f8 ff6 fs5 fc4 sc0 ls0 ws9">infr<span class="_ _0"></span>ast<span class="_ _0"></span>rukt<span class="_ _0"></span>urą oświet<span class="_ _1"></span>leniową<span class="_ _0"></span>.</div><div class="t m0 x11 h8 y481 ff7 fs5 fc4 sc0 ls0 ws0">FORUM PROFESJONALIS<span class="_ _0"></span>TÓW<span class="_ _0"></span> PSME (Polskie St<span class="_ _0"></span>owarzysz<span class="_ _0"></span>enie Magazynowa<span class="_ _0"></span>nia Energii)</div><div class="t m0 x11 h8 y49d ff6 fs5 fc4 sc0 ls0 ws4">Podczas <span class="_ _0"></span>For<span class="_ _0"></span>um dysku<span class="_ _0"></span>t<span class="_ _0"></span>owaliśmy <span class="_ _0"></span>o najnowszych <span class="_ _0"></span>tr<span class="_ _0"></span>endach,<span class="_ _1"></span> perspekt<span class="_ _0"></span>ywach rozw<span class="_ _0"></span>oju i realizowan<span class="_ _0"></span>ych pr<span class="_ _0"></span>ojektach <span class="_ _0"></span>w obszarze O<span class="_ _0"></span>ZE </div><div class="t m0 x11 h8 y3fb ff6 fs5 fc4 sc0 ls0 ws185">i magazynowania energii.<span class="_ _1"></span> Ekspert Apator<span class="_ _0"></span>a zapr<span class="_ _0"></span>ezent<span class="_ _0"></span>ował prakt<span class="_ _0"></span>yczne aspek<span class="_ _0"></span>ty zas<span class="_ _0"></span>t<span class="_ _0"></span>osowania magazynów ener<span class="_ _0"></span>gii w sieciach ni<span class="ws0">-</span></div><div class="t m0 x11 h8 y3fc ff6 fs5 fc4 sc0 ls0 ws11">skiego napięcia<span class="_ _1"></span>.</div><div class="t m0 x11 h24 y861 ff6 fs13 fc1 sc0 ls0 wse8">Zapewnienie jak<span class="_ _0"></span>ości</div><div class="t m0 x11 h8 y862 ff6 fs5 fc4 sc0 ls0 ws1b2">Polity<span class="_ _0"></span>ki zarządz<span class="_ _0"></span>ania jako<span class="_ _0"></span>ścią wdroż<span class="_ _0"></span>one w spółkach produk<span class="_ _0"></span>cy<span class="_ _0"></span>jny<span class="_ _0"></span>ch Grupy Apa<span class="_ _0"></span>tor o<span class="_ _0"></span>kreśla<span class="_ _0"></span>ją priorytety w z<span class="_ _0"></span>akresie wszelk<span class="_ _0"></span>ich </div><div class="t m0 x11 h8 y863 ff6 fs5 fc4 sc0 ls0 ws16a">działań nakierowan<span class="_ _0"></span>ych na: zapewnienie na<span class="_ _0"></span>jwyższej jak<span class="_ _0"></span>ości wyr<span class="_ _0"></span>obów or<span class="_ _0"></span>az spełnianie oczekiwań klient<span class="_ _0"></span>ów,<span class="_ _1"></span> zapewnienie bezpie<span class="ws0">-</span></div><div class="t m0 x11 h8 y864 ff6 fs5 fc4 sc0 ls0 ws17b">czeńst<span class="_ _0"></span>wa użytk<span class="_ _1"></span>owania wyrobów Grup<span class="_ _0"></span>y Apat<span class="_ _0"></span>or<span class="_ _1"></span>,<span class="_ _1"></span> zwiększanie efekt<span class="_ _0"></span>ywności funk<span class="_ _1"></span>cjonowania spółek,<span class="_ _1"></span> a także zapewnienie k<span class="_ _0"></span>onku<span class="ws0">-</span></div><div class="t m0 x11 h8 y865 ff6 fs5 fc4 sc0 ls0 wsd5">rency<span class="_ _0"></span>jności wyr<span class="_ _0"></span>obów<span class="_ _0"></span>.<span class="_ _1"></span> Dokonywane <span class="_ _0"></span>jest <span class="_ _0"></span>t<span class="_ _0"></span>o poprzez ciągłe dosk<span class="_ _0"></span>onalenie procesów pr<span class="_ _0"></span>oduk<span class="_ _0"></span>cyjn<span class="_ _0"></span>ych or<span class="_ _0"></span>az poprzez sys<span class="_ _0"></span>t<span class="_ _0"></span>ematy<span class="_ _0"></span>czne </div><div class="t m0 x11 h8 y866 ff6 fs5 fc4 sc0 ls0 ws9">wdrożenia inno<span class="_ _0"></span>wacji t<span class="_ _0"></span>echniczny<span class="_ _0"></span>ch dosk<span class="_ _0"></span>onalących wy<span class="_ _0"></span>rob<span class="_ _0"></span>y oraz proces<span class="_ _0"></span>y produk<span class="_ _0"></span>cy<span class="_ _0"></span>jne.</div><div class="t m0 x11 h8 y867 ff6 fs5 fc4 sc0 ls0 ws1c">W najwięk<span class="_ _0"></span>szych spółkach pr<span class="_ _0"></span>odukc<span class="_ _0"></span>yjn<span class="_ _0"></span>ych Grup<span class="_ _0"></span>y (Apat<span class="_ _0"></span>or<span class="_ _1"></span>,<span class="_ _1"></span> Apator Po<span class="_ _0"></span>wogaz oraz Apa<span class="_ _0"></span>t<span class="_ _0"></span>or Metrix) zdefinio<span class="_ _0"></span>wane są st<span class="_ _0"></span>andardy <span class="_ _0"></span>jako<span class="ws0">-</span></div><div class="t m0 x11 h8 y868 ff6 fs5 fc4 sc0 ls0 wsb6">ści w zakr<span class="_ _0"></span>esie:</div><div class="t m0 x37 h8 y869 ff8 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ws9">współpracy z dos<span class="_ _0"></span>tawcami celem z<span class="_ _0"></span>apewnienia zgodny<span class="_ _0"></span>ch k<span class="_ _0"></span>omponentó<span class="_ _0"></span>w,</span></span></div><div class="t m0 x37 h8 y86a ff8 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ws11">wykonywania między<span class="_ _0"></span>operacy<span class="_ _0"></span>jnej k<span class="_ _0"></span>ontr<span class="_ _0"></span>oli w procesie,<span class="_ _1"></span> </span></span></div><div class="t m0 x37 h8 y86b ff8 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 wsb6">finalnej kontr<span class="_ _0"></span>oli wyproduk<span class="_ _0"></span>owan<span class="_ _0"></span>ych wyr<span class="_ _0"></span>obów got<span class="_ _1"></span>owych,</span></span></div><div class="t m0 x37 h8 y86c ff8 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ws9">zapewnienia spójności pomiarowej używany<span class="_ _0"></span>ch przyrządów k<span class="_ _1"></span>ontrolno-pomiarowy<span class="_ _0"></span>ch,</span></span></div><div class="t m0 x37 h8 y6d2 ff8 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ws9">prewencyjnego z<span class="_ _0"></span>arządzania jak<span class="_ _0"></span>ością or<span class="_ _0"></span>az nadzorow<span class="_ _0"></span>ania zmienności procesu,</span></span></div><div class="t m0 x37 h8 y3e2 ff8 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ws9">posprzedażowej obsługi klientó<span class="_ _0"></span>w w zakresie r<span class="_ _0"></span>eklamacji oraz serwisów<span class="_ _0"></span>,</span></span></div><div class="t m0 x37 h8 y3e3 ff8 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ws9">wdrażania oraz nadzor<span class="_ _0"></span>owania czasu życia pr<span class="_ _0"></span>odukt<span class="_ _0"></span>ów,</span></span></div><div class="t m0 x37 h8 y3e4 ff8 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ws9">certyfikacji oraz bezpieczeńs<span class="_ _0"></span>twa pr<span class="_ _0"></span>odukt<span class="_ _0"></span>ów<span class="_ _0"></span>.</span></span></div><div class="t m0 x11 h8 y6d4 ff7 fs5 fc4 sc0 ls0 wsae">Ws<span class="_ _0"></span>półpra<span class="_ _0"></span>ca z dostaw<span class="_ _0"></span>cami</div><div class="t m0 x11 h8 y6d5 ff6 fs5 fc4 sc0 ls0 ws1b">W k<span class="_ _0"></span>ont<span class="_ _0"></span>ekście łańcucha dos<span class="_ _0"></span>taw klucz<span class="_ _0"></span>owym aspekt<span class="_ _0"></span>em dla Grupy <span class="_ _0"></span>Apat<span class="_ _0"></span>or jes<span class="_ _1"></span>t współpraca z dos<span class="_ _0"></span>tawcami.<span class="_ _1"></span> Głównymi wskaźnikami </div><div class="t m0 x11 h8 y6d6 ff6 fs5 fc4 sc0 ls0 ws9">podlegającymi ocenie są: <span class="_ _0"></span>t<span class="_ _0"></span>erminowo<span class="_ _0"></span>ść dos<span class="_ _0"></span>taw<span class="_ _0"></span>,<span class="_ _1"></span> jakość d<span class="_ _0"></span>ost<span class="_ _0"></span>aw oraz r<span class="_ _0"></span>elacje biznesowe.<span class="_ _1"></span> </div><div class="t m0 x11 h8 y86d ff6 fs5 fc4 sc0 ls0 wsb6">Każda ze spółek posiada wy<span class="_ _0"></span>kwalifiko<span class="_ _0"></span>wany personel or<span class="_ _0"></span>az s<span class="_ _0"></span>tref<span class="_ _1"></span>ę badawczą do kont<span class="_ _0"></span>roli <span class="_ _0"></span>jakoś<span class="_ _0"></span>ci dos<span class="_ _0"></span>tarczan<span class="_ _0"></span>ych k<span class="_ _0"></span>omponent<span class="_ _0"></span>ów<span class="_ _0"></span>.<span class="_ _0"></span> Do<span class="ws0">-</span></div><div class="t m0 x11 h8 y86e ff6 fs5 fc4 sc0 ls0 ws1b3">st<span class="_ _0"></span>awy mat<span class="_ _0"></span>eriałów odbywa<span class="_ _0"></span>ją się w oparciu o zdefiniow<span class="_ _0"></span>ane instr<span class="_ _0"></span>ukcj<span class="_ _0"></span>e oraz s<span class="_ _0"></span>yst<span class="_ _1"></span>emy kont<span class="_ _0"></span>rolne.<span class="_ _1"></span> Zapisy z wykon<span class="_ _0"></span>ywanej kon<span class="_ _0"></span>tro<span class="_ _0"></span>li </div><div class="t m0 x11 h8 y86f ff6 fs5 fc4 sc0 ls0 ws14e">są rejes<span class="_ _0"></span>tr<span class="_ _0"></span>owane,<span class="_ _1"></span> a w przypadku wykry<span class="_ _0"></span>cia niezgodnego ma<span class="_ _0"></span>teriału pod<span class="_ _0"></span>ejmowana jes<span class="_ _1"></span>t współpraca z do<span class="_ _0"></span>sta<span class="_ _0"></span>wcą celem wy<span class="_ _0"></span>jaśnienia </div><div class="t m0 x11 h8 y6da ff6 fs5 fc4 sc0 ls0 ws13f">problemu.<span class="_ _1"></span> Angażowane są wówcza<span class="_ _0"></span>s poszczególne działy spółek m.in.<span class="_ _1"></span> takie jak dział <span class="_ _0"></span>jakości,<span class="_ _1"></span> dział zakupów<span class="_ _1"></span>/zaopatrz<span class="_ _0"></span>enia czy też </div><div class="t m0 x11 h8 y870 ff6 fs5 fc4 sc0 ls0 ws0">działy inżynieryjne.<span class="_ _1"></span> </div><div class="t m0 x11 h8 y6dc ff6 fs5 fc4 sc0 ls0 wsb6">Kluczowe aspekt<span class="_ _0"></span>y w zakr<span class="_ _0"></span>esie współpracy z d<span class="_ _0"></span>ost<span class="_ _0"></span>awcami w Grupie Apa<span class="_ _0"></span>tor:</div><div class="t m0 x37 h8 y6dd ff8 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 wsb6">Proces wdrażania dos<span class="_ _0"></span>taw<span class="_ _0"></span>cy<span class="ws9"> – każdy d<span class="_ _0"></span>ost<span class="_ _0"></span>awca or<span class="_ _0"></span>az detal podlega długo<span class="_ _0"></span>fal<span class="_ _0"></span>owemu procesowi sel<span class="_ _0"></span>ekcji or<span class="_ _0"></span>az wdro<span class="_ _0"></span>żenia<span class="_ _0"></span>.</span></span></span></div><div class="t m0 x37 h8 y6de ff8 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ws139">Statys<span class="_ _0"></span>ty<span class="_ _0"></span>czna k<span class="_ _0"></span>ontr<span class="_ _0"></span>ola dos<span class="_ _0"></span>taw – w każd<span class="_ _0"></span>ej ze spółek kon<span class="_ _0"></span>tro<span class="_ _0"></span>la jes<span class="_ _0"></span>t dok<span class="_ _0"></span>onyw<span class="_ _0"></span>ana przy wsparciu sys<span class="_ _0"></span>temó<span class="_ _0"></span>w ERP oraz na bazie </span></span></div><div class="t m0 x1d h8 y6df ff6 fs5 fc4 sc0 ls0 ws9">tabel k<span class="_ _0"></span>ontr<span class="_ _0"></span>olny<span class="_ _0"></span>ch określa<span class="_ _0"></span>jących wielk<span class="_ _0"></span>ość badanej próbk<span class="_ _0"></span>i.<span class="_ _0"></span> </div><div class="t m0 x37 h8 y6e0 ff8 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 wseb">Rozwijanie dost<span class="_ _0"></span>awców – realizowane są cy<span class="_ _0"></span>kliczne przeglądy z kluczowy<span class="_ _0"></span>mi dos<span class="_ _0"></span>tawcami.<span class="_ _1"></span> Spotkania realizow<span class="_ _0"></span>ane w przypadku </span></span></div><div class="t m0 x1d h8 y6e1 ff6 fs5 fc4 sc0 ls0 wsf9">wyst<span class="_ _0"></span>ąpienia problemu bądź w r<span class="_ _0"></span>amach audyt<span class="_ _0"></span>u.<span class="_ _0"></span> Jak<span class="_ _0"></span>ość dos<span class="_ _0"></span>taw <span class="_ _0"></span>jest opomiar<span class="_ _0"></span>owana wskaźnik<span class="_ _0"></span>ami,<span class="_ _1"></span> a skuteczność działań d<span class="_ _0"></span>osko<span class="ws0">-</span></div><div class="t m0 x1d h8 y6e2 ff6 fs5 fc4 sc0 ls0 wsb2">nalących jes<span class="_ _1"></span>t <span class="_ _2"></span>monitor<span class="_ _0"></span>owana w cyklu PDCA.</div><div class="t m0 x37 h8 y6e3 ff8 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 wsef">Metodyk<span class="_ _0"></span>a 8D<span class="wsec"> – w przypadku niezg<span class="_ _0"></span>odności dos<span class="_ _1"></span>tarczanych <span class="_ _0"></span>detali pracuj<span class="_ _0"></span>emy w <span class="_ _0"></span>zgodzie z met<span class="_ _0"></span>odyk<span class="_ _0"></span>ą rozwiązyw<span class="_ _0"></span>ania problemów </span></span></span></div><div class="t m0 x1d h8 y6e4 ff6 fs5 fc4 sc0 ls0 ws1b3">8D,<span class="_ _1"></span> tak ab<span class="_ _0"></span>y nie t<span class="_ _0"></span>ylk<span class="_ _0"></span>o rozwiązywać <span class="_ _0"></span>bieżące pro<span class="_ _0"></span>blemy<span class="_ _1"></span>,<span class="_ _1"></span> ale również po t<span class="_ _1"></span>o,<span class="_ _0"></span> aby unik<span class="_ _0"></span>ać ich pows<span class="_ _0"></span>tawania w r<span class="_ _0"></span>amach przyszłych </div><div class="t m0 x1d h8 y6e5 ff6 fs5 fc4 sc0 ls52 wsb5">do<span class="_ _2"></span>st<span class="_ _2"></span>aw.</div><div class="t m0 x37 h8 y6e6 ff8 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 wse1">Praca w oparciu o wzorce i s<span class="_ _0"></span>prawdzian<span class="_ _0"></span>y – celem bieżącej k<span class="_ _0"></span>ontr<span class="_ _0"></span>oli detali już na etapie pr<span class="_ _0"></span>ocesu wytwarzania d<span class="_ _0"></span>etali,<span class="_ _1"></span> udost<span class="_ _0"></span>ępnia<span class="ws0">-</span></span></span></div><div class="t m0 x1d h8 y6e7 ff6 fs5 fc4 sc0 ls0 ws9">my przyrząd<span class="_ _0"></span>y kon<span class="_ _0"></span>trolne,<span class="_ _1"></span> wzor<span class="_ _0"></span>ce i sprawdzian<span class="_ _0"></span>y dla dos<span class="_ _0"></span>tawców w r<span class="_ _0"></span>amach całej Grupy Apa<span class="_ _0"></span>tor<span class="_ _f"></span>.</div><div class="t m0 x11 h8 y871 ff6 fs5 fc4 sc0 ls0 ws9">Więcej infor<span class="_ _0"></span>macji o zasadach współpr<span class="_ _0"></span>acy z dos<span class="_ _0"></span>tawc<span class="_ _0"></span>ami w <span class="fc1">rozdziale -&gt; <span class="_ _0"></span>Ws<span class="_ _0"></span>półpraca z do<span class="_ _0"></span>sta<span class="_ _0"></span>wcami</span></div><div class="t m2 x10f hc y61d ff8 fs9 fc0 sc0 ls70 ws0">SOCIAL - Obszar społeczn<span class="_ _0"></span>y</div></div><div class="pi" ></div></div><div id="pf40" class="pf w0 h0" ><div class="pc pc40 w0 h0"><img class="bi x0 y86 w3 h1e" alt="" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAC0AAAEqCAIAAAAOCk7BAAAACXBIWXMAABYlAAAWJQFJUiTwAAAAvUlEQVR42u3OMQEAMAgDsDJveEM21zxwJApS6ckBLzd4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh8C72XAyGZlwlcAAAAAElFTkSuQmCC"/><div class="t m0 x7f ha y32 ff6 fs7 fc3 sc0 ls3 ws2">64</div><div class="t m0 x11 h8 y278 ff7 fs5 fc4 sc0 ls0 ws1b">Międzyoper<span class="_ _0"></span>acy<span class="_ _0"></span>jna k<span class="_ _0"></span>ontr<span class="_ _0"></span>ola w procesie<span class="ff6 ws0"> </span></div><div class="t m0 x11 h8 y3f5 ff6 fs5 fc4 sc0 ls0 ws12c">Każda ze <span class="_ _0"></span>spółek produk<span class="_ _0"></span>cy<span class="_ _0"></span>jnych <span class="_ _0"></span>Grupy <span class="_ _0"></span>Apat<span class="_ _0"></span>or ma okr<span class="_ _0"></span>eślone punkty <span class="_ _0"></span>kon<span class="_ _0"></span>trolne <span class="_ _0"></span>wbudow<span class="_ _0"></span>ane w proces produk<span class="_ _1"></span>cyjny<span class="_ _1"></span>.<span class="_ _0"></span> Prewency<span class="_ _0"></span>jna </div><div class="t m0 x11 h8 y3f6 ff6 fs5 fc4 sc0 ls0 wsa">weryfikacja w pr<span class="_ _0"></span>ocesie j<span class="_ _0"></span>est niejednokr<span class="_ _0"></span>otni<span class="_ _0"></span>e częścią s<span class="_ _0"></span>tandardow<span class="_ _0"></span>ej pracy maszyn pr<span class="_ _0"></span>oduk<span class="_ _0"></span>cyjn<span class="_ _0"></span>ych (wy<span class="_ _0"></span>posażane są m.in.<span class="_ _1"></span> w czujniki </div><div class="t m0 x11 h8 y3f7 ff6 fs5 fc4 sc0 ls0 ws152">i kamery).<span class="_ _0"></span> W<span class="_ _0"></span> niekt<span class="_ _0"></span>órych operacjach k<span class="_ _1"></span>ontrolę międzyoper<span class="_ _0"></span>acyj<span class="_ _0"></span>ną wykonu<span class="_ _0"></span>je również pr<span class="_ _0"></span>acownik produk<span class="_ _0"></span>cy<span class="_ _0"></span>jny – dok<span class="_ _1"></span>onuje kontr<span class="_ _0"></span>oli </div><div class="t m0 x11 h8 y3f8 ff6 fs5 fc4 sc0 ls0 ws1b1">na bazie zdefiniowan<span class="_ _0"></span>ych or<span class="_ _0"></span>az dos<span class="_ _0"></span>tarczon<span class="_ _0"></span>ych wyt<span class="_ _0"></span>yczn<span class="_ _0"></span>ych przez odpowiednich specjalis<span class="_ _0"></span>tów or<span class="_ _0"></span>az inżynier<span class="_ _0"></span>ów<span class="_ _0"></span>.<span class="_ _0"></span> Proces<span class="_ _0"></span>y kon<span class="_ _0"></span>troli </div><div class="t m0 x11 h8 y3f9 ff6 fs5 fc4 sc0 ls0 ws9">jakoś<span class="_ _0"></span>ci w spółkach są regul<span class="_ _0"></span>owane st<span class="_ _1"></span>osownymi ins<span class="_ _0"></span>truk<span class="_ _1"></span>cj<span class="_ _2"></span>ami wewnęt<span class="_ _0"></span>rznymi.<span class="_ _1"></span> </div><div class="t m0 x11 h8 y49d ff6 fs5 fc4 sc0 ls0 ws149">Na bazie codziennej pracy or<span class="_ _0"></span>az bieżącej analizy procesów organizowane są spo<span class="_ _0"></span>tk<span class="_ _0"></span>ania multidy<span class="_ _0"></span>scyplinar<span class="_ _0"></span>nych z<span class="_ _0"></span>espołów,<span class="_ _1"></span> na kt<span class="_ _0"></span>ó<span class="ws0">-</span></div><div class="t m0 x11 h8 y3fb ff6 fs5 fc4 sc0 ls0 ws9">rych omawiane są wyniki i analizowane przyczyn<span class="_ _0"></span>y k<span class="_ _0"></span>oszt<span class="_ _0"></span>ów złej jak<span class="_ _0"></span>ości (wewnęt<span class="_ _0"></span>rzne oraz zewnęt<span class="_ _0"></span>rzne).</div><div class="t m0 x11 h8 y3d3 ff6 fs5 fc4 sc0 ls0 ws9">W zakr<span class="_ _0"></span>esie jak<span class="_ _0"></span>ości,<span class="_ _1"></span> w Grupie Apa<span class="_ _0"></span>tor s<span class="_ _0"></span>t<span class="_ _0"></span>osowane są narzędzia oraz met<span class="_ _1"></span>ody pracy<span class="_ _0"></span>,<span class="_ _1"></span> jak poniżej:</div><div class="t m0 x37 h8 y3d4 ff8 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4">a<span class="_ _2"></span>nalizy DFMEA i PFMEA,</span></span></div><div class="t m0 x37 h8 y482 ff8 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ws9">plany kont<span class="_ _0"></span>roli,<span class="_ _1"></span> </span></span></div><div class="t m0 x37 h8 y483 ff8 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4">raporty 8D,<span class="_ _1"></span> analizy Paret<span class="_ _0"></span>o,<span class="_ _1"></span> diagramy Ishikawy<span class="_ _1"></span>,<span class="_ _1"></span> weryfikacje ABA,</span></span></div><div class="t m0 x37 h8 y716 ff8 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 wsa7">spotkania w s<span class="_ _0"></span>trumieniach w<span class="_ _0"></span>artości or<span class="_ _0"></span>az lek<span class="_ _0"></span>cje <span class="_ _0"></span>jednot<span class="_ _0"></span>emat<span class="_ _0"></span>yczne - w celu rozwiązyw<span class="_ _0"></span>ania problemów <span class="_ _0"></span>jakoś<span class="_ _0"></span>ciowych or<span class="_ _0"></span>az pro<span class="ws0">-</span></span></span></div><div class="t m0 x1d h8 y401 ff6 fs5 fc4 sc0 ls0 ws0">cesowych,</div><div class="t m0 x37 h8 y402 ff8 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ws1b4">audyty <span class="_ _d0"></span>wyrobu <span class="_ _d0"></span>or<span class="_ _0"></span>az <span class="_ _d0"></span>procesu,<span class="_ _1"></span> <span class="_ _d1"></span>   </span></span></div><div class="t m0 x37 h8 y403 ff8 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ws11">zdefiniowane post<span class="_ _1"></span>ępowanie z wyrobem niezg<span class="_ _0"></span>odnym (R<span class="_ _0"></span>C,<span class="_ _1"></span> działania naty<span class="_ _0"></span>chmiast<span class="_ _0"></span>owe,<span class="_ _1"></span> k<span class="_ _0"></span>orygujące i pr<span class="_ _0"></span>ewencyjne).</span></span></div><div class="t m0 x11 h8 y6cf ff7 fs5 fc4 sc0 ls0 wsae">Dbałości o ja<span class="_ _0"></span>k<span class="_ _0"></span>ość got<span class="_ _0"></span>owego prod<span class="_ _0"></span>uktu (k<span class="_ _0"></span>ont<span class="_ _0"></span>rola finalna)</div><div class="t m0 x11 h8 y717 ff6 fs5 fc4 sc0 ls0 ws9">W zakr<span class="_ _0"></span>esie dbałości o <span class="_ _0"></span>jakość g<span class="_ _0"></span>ot<span class="_ _0"></span>owego produk<span class="_ _0"></span>tu,<span class="_ _1"></span> w Grupie Apa<span class="_ _0"></span>tor s<span class="_ _0"></span>t<span class="_ _0"></span>osowane są r<span class="_ _0"></span>ównież: </div><div class="t m0 x37 h8 y718 ff8 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ws9">przeprowadzenie i/lub nadzorowanie procesu ocen<span class="_ _0"></span>y zgodnoś<span class="_ _0"></span>ci,</span></span></div><div class="t m0 x37 h8 y407 ff8 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ws9">kontr<span class="_ _0"></span>ola st<span class="_ _0"></span>at<span class="_ _0"></span>yst<span class="_ _0"></span>yczna wy<span class="_ _0"></span>robu got<span class="_ _1"></span>owego,</span></span></div><div class="t m0 x37 h8 y408 ff8 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4">monitorow<span class="_ _0"></span>anie wskaźnik<span class="_ _0"></span>ów jak<span class="_ _0"></span>ościowy<span class="_ _0"></span>ch (np.<span class="_ _0"></span> ppm,<span class="_ _1"></span> dppm,<span class="_ _1"></span> fpy).<span class="_ _0"></span> </span></span></div><div class="t m0 x11 h8 y486 ff6 fs5 fc4 sc0 ls0 ws11">W przypadku odno<span class="_ _0"></span>to<span class="_ _0"></span>wanych ni<span class="_ _0"></span>ezgodności <span class="_ _0"></span>jako<span class="_ _0"></span>ściowych pos<span class="_ _0"></span>t<span class="_ _0"></span>ępowanie z wy<span class="_ _0"></span>robami regul<span class="_ _0"></span>ują inst<span class="_ _0"></span>ruk<span class="_ _0"></span>cje wewnęt<span class="_ _0"></span>rzne.</div><div class="t m0 x37 h8 y487 ff8 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ws9">pracownicy dbają o <span class="_ _0"></span>to,<span class="_ _1"></span> aby wyr<span class="_ _0"></span>ób niezgodn<span class="_ _0"></span>y nie zost<span class="_ _0"></span>ał użyty w procesie,<span class="_ _1"></span> czy t<span class="_ _0"></span>eż nie zost<span class="_ _0"></span>ał wysłany do k<span class="_ _0"></span>lienta<span class="_ _1"></span>,</span></span></div><div class="t m0 x37 h8 y488 ff8 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ws9">niezgodności/zat<span class="_ _0"></span>rzymania/naprawy s<span class="_ _0"></span>erwisowe są omawiane na codzienny<span class="_ _0"></span>ch spot<span class="_ _0"></span>kaniach w st<span class="_ _0"></span>rumieniu wart<span class="_ _0"></span>ości,<span class="_ _1"></span> </span></span></div><div class="t m0 x37 h8 y489 ff8 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ws150">do głównych/ist<span class="_ _1"></span>otnych z<span class="_ _0"></span>atrzy<span class="_ _0"></span>mań/zgłoszeń jak<span class="_ _0"></span>ościowy<span class="_ _0"></span>ch i procesowy<span class="_ _0"></span>ch podejmowane są odpowiednie działania k<span class="_ _0"></span>orygu<span class="ws0">-</span></span></span></div><div class="t m0 x1d h8 y48a ff6 fs5 fc4 sc0 ls0 ws9">jące lub zapobiegawcze oraz wyznacz<span class="_ _0"></span>ana osoba odpowiedzialna za r<span class="_ _0"></span>ealizację danego zadania or<span class="_ _0"></span>az t<span class="_ _0"></span>ermin r<span class="_ _0"></span>ealizacji (PDCA),</div><div class="t m0 x37 h8 y48b ff8 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ws9">podejmowane są działania zarówno pod kąt<span class="_ _1"></span>em <span class="_ _2"></span>reduk<span class="_ _1"></span>cji i<span class="_ _2"></span>lości br<span class="_ _0"></span>ak<span class="_ _0"></span>ów<span class="_ _0"></span>/<span class="_ _0"></span>niezgodności/za<span class="_ _0"></span>trzymań,<span class="_ _1"></span> jak równi<span class="_ _0"></span>eż ich koszt<span class="_ _1"></span>ów.</span></span></div><div class="t m0 x11 h8 y48c ff6 fs5 fc4 sc0 ls0 ws1b5">Każda ze spółek cy<span class="_ _0"></span>klicznie prezent<span class="_ _0"></span>uje do Zarządu Spółk<span class="_ _0"></span>i ko<span class="_ _0"></span>szty złej jak<span class="_ _1"></span>ości (w tym m.in.<span class="_ _1"></span> koszt serwisu zewnęt<span class="_ _0"></span>rznego i we<span class="ws0">-</span></div><div class="t m0 x11 h8 y872 ff6 fs5 fc4 sc0 ls0 ws9">wnętrznego,<span class="_ _1"></span> k<span class="_ _0"></span>oszt brak<span class="_ _1"></span>ów niena<span class="_ _2"></span>prawia<span class="_ _0"></span>lnych,<span class="_ _1"></span> k<span class="_ _0"></span>oszt k<span class="_ _0"></span>orekt<span class="_ _0"></span>y zapasu magazynowego or<span class="_ _0"></span>az ko<span class="_ _0"></span>szt zleceń naprawczy<span class="_ _0"></span>ch).</div><div class="t m0 x11 h8 y48e ff6 fs5 fc4 sc0 ls0 ws196">Do kluczowych s<span class="_ _0"></span>kładowych wsk<span class="_ _0"></span>aźników C<span class="_ _0"></span>OPQ (koszt złej <span class="_ _0"></span>jako<span class="_ _0"></span>ści) ust<span class="_ _0"></span>anowiono cele,<span class="_ _1"></span> do kt<span class="_ _0"></span>órych dążą poszcz<span class="_ _0"></span>ególne zespoły <span class="_ _95"></span><span class="ws0"> </span></div><div class="t m0 x11 h8 y48f ff6 fs5 fc4 sc0 ls0 ws9">w ramach spółek Grupy <span class="_ _0"></span>Apat<span class="_ _0"></span>or<span class="_ _f"></span>. Pr<span class="_ _0"></span>akt<span class="_ _0"></span>yk<span class="_ _0"></span>owane jes<span class="_ _0"></span>t jak<span class="_ _0"></span>ościow<span class="_ _0"></span>e nastawienie z cel<span class="_ _0"></span>em ciągłego dosk<span class="_ _1"></span>onalenia.<span class="_ _1"></span> </div><div class="t m0 x11 h8 y6d9 ff6 fs5 fc4 sc0 ls0 ws184">Spółki podejmują ró<span class="_ _0"></span>żnorodne inicjat<span class="_ _0"></span>ywy i działania w celu <span class="_ _0"></span>utrzy<span class="_ _0"></span>mania wysokiej <span class="_ _0"></span>jak<span class="_ _0"></span>ości wyr<span class="_ _0"></span>obów<span class="_ _0"></span>.<span class="_ _0"></span> Dosk<span class="_ _1"></span>onalą procesy produk<span class="_ _1"></span><span class="ws0">-</span></div><div class="t m0 x11 h8 y857 ff6 fs5 fc4 sc0 ls0 ws11f">cyjne <span class="_ _0"></span>wprow<span class="_ _0"></span>adzając nowe r<span class="_ _0"></span>ozwiązania i <span class="_ _0"></span>t<span class="_ _0"></span>echnologie.<span class="_ _0"></span> Przykładem <span class="_ _0"></span>są nowoczesne met<span class="_ _0"></span>ody k<span class="_ _1"></span>ontrolne np.<span class="_ _1"></span> mikroskop<span class="_ _0"></span>y opt<span class="_ _0"></span>yczne <span class="_ _72"></span><span class="ws0"> </span></div><div class="t m0 x11 h8 y71d ff6 fs5 fc4 sc0 ls0 ws9">z aut<span class="_ _0"></span>omat<span class="_ _0"></span>yczny<span class="_ _0"></span>m pomiarem do 1um or<span class="_ _0"></span>az t<span class="_ _1"></span>estery szczelno<span class="_ _0"></span>ści w Apat<span class="_ _1"></span>or Powogaz.</div><div class="t m0 x11 h8 y873 ff6 fs5 fc4 sc0 ls0 ws198">Jedną z inicjatyw pr<span class="_ _0"></span>ojakości<span class="_ _0"></span>owych w 2023 roku było w<span class="_ _0"></span>drożenie w za<span class="_ _0"></span>kładzie Apat<span class="_ _0"></span>ora w Os<span class="_ _1"></span>taszewie maszyny Radial dla materia<span class="ws0">-</span></div><div class="t m0 x11 h8 y874 ff6 fs5 fc4 sc0 ls0 wsfb">łów przewlekan<span class="_ _0"></span>ych dla grup<span class="_ _0"></span>y liczników O<span class="_ _0"></span>TUS - 30% mat<span class="_ _0"></span>eriałów jes<span class="_ _0"></span>t nakładane w aut<span class="_ _0"></span>omacie.<span class="_ _1"></span> Dzięki temu działaniu wy<span class="_ _0"></span>elimino<span class="ws0">-</span></div><div class="t m0 x11 h8 y875 ff6 fs5 fc4 sc0 ls0 ws1a0">wano problem niewłaściwej polaryzacji k<span class="_ _0"></span>ondensa<span class="_ _0"></span>tor<span class="_ _0"></span>ów (tj.<span class="_ _1"></span> montażu kond<span class="_ _0"></span>ensat<span class="_ _0"></span>ora w złej orient<span class="_ _0"></span>acji – przestawienie o <span class="_ _0"></span>180 s<span class="_ _0"></span>topni </div><div class="t m0 x11 h8 y876 ff6 fs5 fc4 sc0 ls0 wsad">na płytce).<span class="_ _1"></span> Spółki prowadzą <span class="_ _0"></span>także działania dosk<span class="_ _1"></span>onalące w obrębie krytyczn<span class="_ _0"></span>ych maszyn – wdr<span class="_ _0"></span>ożenie analiz 6 Sigma oraz T<span class="_ _0"></span>PM </div><div class="t m0 x11 h8 y877 ff6 fs5 fc4 sc0 ls0 ws118">w celu reduk<span class="_ _1"></span>cj<span class="_ _2"></span>i za<span class="_ _0"></span>trzymań i s<span class="_ _1"></span>tabil<span class="_ _2"></span>izacji wy<span class="_ _0"></span>dajnoś<span class="_ _0"></span>ci procesu pr<span class="_ _0"></span>odukcji przeło<span class="_ _0"></span>żyło się na is<span class="_ _0"></span>to<span class="_ _0"></span>tną reduk<span class="_ _1"></span>cję brak<span class="_ _0"></span>ów w cały<span class="_ _0"></span>m procesie.</div><div class="t m0 x11 h8 y6e1 ff7 fs5 fc4 sc0 ls0 wsf">Zapewnienie spó<span class="_ _0"></span>jności pomiarow<span class="_ _0"></span>ej przyrządów k<span class="_ _1"></span>ontrolno-pomiaro<span class="_ _0"></span>wych</div><div class="t m0 x11 h8 y6e2 ff6 fs5 fc4 sc0 ls0 ws1b6">Grupa Apa<span class="_ _0"></span>tor<span class="_ _f"></span>,<span class="_ _0"></span> jak<span class="_ _0"></span>o uznany<span class="_ _1"></span>,<span class="_ _1"></span> europejski producent <span class="_ _0"></span>aparat<span class="_ _0"></span>ury pomiarowej i łącz<span class="_ _0"></span>eniowej,<span class="_ _1"></span> wprowadz<span class="_ _0"></span>a na rynek produk<span class="_ _0"></span>ty zg<span class="_ _0"></span>odne <span class="_ _95"></span><span class="ws0"> </span></div><div class="t m0 x11 h8 y6e3 ff6 fs5 fc4 sc0 ls0 ws12f">z najnowszymi międzynar<span class="_ _0"></span>odowymi s<span class="_ _0"></span>tandardami,<span class="_ _1"></span> normami zharmoniz<span class="_ _0"></span>owanymi or<span class="_ _0"></span>az dyr<span class="_ _0"></span>ekt<span class="_ _0"></span>ywami Unii Europejskiej,<span class="_ _1"></span> t<span class="_ _0"></span>j.<span class="_ _0"></span> MI<span class="_ _2"></span>D,<span class="_ _1"></span> EMC,<span class="_ _1"></span> </div><div class="t m0 x11 h8 y6e4 ff6 fs5 fc4 sc0 ls0 ws9">RED oraz L<span class="_ _f"></span>VD.<span class="_ _0"></span> </div><div class="t m0 x11 h8 y878 ff6 fs5 fc4 sc0 ls0 ws16">W celu zapewnienia zg<span class="_ _0"></span>odności spółka ws<span class="_ _0"></span>półpracuje z na<span class="_ _0"></span>jlepszymi ins<span class="_ _0"></span>tyt<span class="_ _0"></span>ut<span class="_ _0"></span>ami oraz j<span class="_ _0"></span>ednost<span class="_ _1"></span>kami notyfikow<span class="_ _0"></span>anymi,<span class="_ _1"></span> t<span class="_ _0"></span>j.<span class="_ _0"></span> NMi,<span class="_ _1"></span> CSA,<span class="_ _0"></span> </div><div class="t m0 x11 h8 y879 ff6 fs5 fc4 sc0 ls0 ws0">PTB,<span class="_ _1"></span> GUM,<span class="_ _0"></span> <span class="_ _0"></span>VDE <span class="_ _1"></span>,<span class="_ _0"></span> SLM <span class="_ _1"></span>,<span class="_ _1"></span> CM<span class="_ _2"></span>I,<span class="_ _1"></span> IMQ,<span class="_ _1"></span> TECNALIA <span class="_ _1"></span>,<span class="_ _0"></span> DNVGL,<span class="_ _1"></span> BBJ-SE<span class="_ _0"></span>P<span class="_ _f"></span>.</div><div class="t m0 x11 h8 y87a ff6 fs5 fc4 sc0 ls0 wsf9">Sprawną współpr<span class="_ _0"></span>acę z t<span class="_ _0"></span>ak szerok<span class="_ _0"></span>im gronem międzynarod<span class="_ _0"></span>owych ins<span class="_ _0"></span>tyt<span class="_ _0"></span>ut<span class="_ _0"></span>ów i <span class="_ _0"></span>jednost<span class="_ _1"></span>ek notyfikow<span class="_ _0"></span>anych z<span class="_ _0"></span>apewniają labora<span class="_ _0"></span>t<span class="_ _0"></span>oria </div><div class="t m0 x11 h8 y87b ff6 fs5 fc4 sc0 ls0 ws9">wewnętrzne spółek <span class="_ _0"></span>w Grupie Apat<span class="_ _1"></span>or<span class="_ _0"></span>,<span class="_ _1"></span> w który<span class="_ _0"></span>ch zat<span class="_ _0"></span>rudnieni są doświad<span class="_ _0"></span>czeni inżynierowie,<span class="_ _1"></span> specjaliści bądź k<span class="_ _0"></span>onst<span class="_ _0"></span>rukt<span class="_ _0"></span>orzy<span class="_ _1"></span>.</div><div class="t m2 x5a hc y61d ff8 fs9 fc0 sc0 ls70 ws0">SOCIAL - Obszar społeczn<span class="_ _0"></span>y</div></div><div class="pi" ></div></div><div id="pf41" class="pf w0 h0" ><div class="pc pc41 w0 h0"><img class="bi x0 y87c w1 h66" alt="" src="data:image/png;base64,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"/><div class="t m0 xb6 ha y32 ff6 fs7 fc3 sc0 ls72 wsf7">65</div><div class="t m0 x11 h8 y278 ff6 fs5 fc4 sc0 ls0 ws9">Laborat<span class="_ _0"></span>oria są wyposażone w wy<span class="_ _0"></span>sokiej klas<span class="_ _0"></span>y urządzenia pomiarowe,<span class="_ _1"></span> kt<span class="_ _0"></span>óre wyk<span class="_ _1"></span>orzystywane są m.in.<span class="_ _1"></span> do:</div><div class="t m0 x37 h8 y3f5 ff8 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 lsf wsc">walidacj<span class="_ _2"></span>i metr<span class="_ _0"></span>ologii,</span></span></div><div class="t m0 x37 h8 y3f6 ff8 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ws9">badania kompaty<span class="_ _0"></span>bilności elekt<span class="_ _0"></span>romagnet<span class="_ _0"></span>ycznej,</span></span></div><div class="t m0 x37 h8 y3f7 ff8 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ws9">pomia<span class="_ _2"></span>ró<span class="_ _0"></span>w długości i ką<span class="_ _0"></span>ta<span class="_ _1"></span>,</span></span></div><div class="t m0 x37 h8 y3f8 ff8 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ws9">badań środowisko<span class="_ _0"></span>wych i s<span class="_ _0"></span>tarzeniowych,</span></span></div><div class="t m0 x37 h8 y3f9 ff8 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ws7">automat<span class="_ _0"></span>yczn<span class="_ _0"></span>ych i manualnych t<span class="_ _0"></span>est<span class="_ _1"></span>ów <span class="_ _2"></span>oprogr<span class="_ _0"></span>amowania<span class="_ _1"></span>,</span></span></div><div class="t m0 x37 h8 y3fa ff8 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ws11">badań mecha<span class="_ _2"></span>niczny<span class="_ _0"></span>ch,</span></span></div><div class="t m0 x11 h8 y45d ff6 fs5 fc4 sc0 ls0 ws9">na zgodność z d<span class="_ _0"></span>yrekt<span class="_ _0"></span>ywami MID,<span class="_ _0"></span> EMC,<span class="_ _1"></span> RED oraz L<span class="_ _f"></span>VD.</div><div class="t m0 x11 h8 y3fc ff6 fs5 fc4 sc0 ls0 wse1">Laborat<span class="_ _0"></span>oria są suk<span class="_ _0"></span>cesywnie d<span class="_ _0"></span>oposażane w najnowocz<span class="_ _0"></span>eśniejszy sprzęt pomiarowy<span class="_ _1"></span>. Co r<span class="_ _0"></span>oku uwzględnian<span class="_ _0"></span>y jes<span class="_ _0"></span>t w ramach Capex’u </div><div class="t m0 x11 h8 y3fd ff6 fs5 fc4 sc0 ls0 ws11">nakład inwes<span class="_ _0"></span>ty<span class="_ _0"></span>cyjn<span class="_ _0"></span>y na rozw<span class="_ _0"></span>ój jak<span class="_ _0"></span>ości.</div><div class="t m0 x11 h8 y482 ff7 fs5 fc4 sc0 ls0 wsae">Posprzeda<span class="_ _0"></span>żowa obsługa k<span class="_ _0"></span>lientów w za<span class="_ _0"></span>kresie rek<span class="_ _0"></span>lamacji ora<span class="_ _0"></span>z serwisów</div><div class="t m0 x11 h8 y483 ff6 fs5 fc4 sc0 ls0 ws13d">Spółki Grup<span class="_ _0"></span>y Apat<span class="_ _1"></span>or dokładają s<span class="_ _0"></span>tarań,<span class="_ _1"></span> aby wy<span class="_ _0"></span>eliminować ryzyk<span class="_ _0"></span>o wad pr<span class="_ _0"></span>odukt<span class="_ _0"></span>ów,<span class="_ _1"></span> zaś wszys<span class="_ _1"></span>tkie przypadki niezg<span class="_ _0"></span>odności pod<span class="ws0">-</span></div><div class="t m0 x11 h8 y716 ff6 fs5 fc4 sc0 ls0 ws17a">dawane są grunt<span class="_ _0"></span>ownej analizie,<span class="_ _1"></span> któr<span class="_ _0"></span>ej celem jes<span class="_ _0"></span>t wyeliminow<span class="_ _0"></span>anie wyst<span class="_ _0"></span>ąpienia problemów w przyszłości.<span class="_ _1"></span> Analizy reklamacji są </div><div class="t m0 x11 h8 y401 ff6 fs5 fc4 sc0 ls0 ws9">prezent<span class="_ _1"></span>owane podczas cyklicznych s<span class="_ _0"></span>potk<span class="_ _0"></span>ań wewnąt<span class="_ _0"></span>rz poszczególn<span class="_ _0"></span>ych spółek.</div><div class="t m0 x11 h8 y6cd ff6 fs5 fc4 sc0 ls0 wsf8">Zasady świad<span class="_ _0"></span>czenia usług serwisowych gw<span class="_ _0"></span>arancy<span class="_ _0"></span>jnych i pogwar<span class="_ _0"></span>ancyjn<span class="_ _0"></span>ych zos<span class="_ _1"></span>tały sprecyzowane w wew<span class="_ _0"></span>nętrzny<span class="_ _0"></span>ch inst<span class="_ _0"></span>ruk<span class="_ _0"></span><span class="ws0">-</span></div><div class="t m0 x11 h8 y6ce ff6 fs5 fc4 sc0 ls0 ws14b">cjach.<span class="_ _0"></span> Określono  ścież<span class="_ _0"></span>ki wpływu zgłoszeń r<span class="_ _0"></span>eklamacyjn<span class="_ _0"></span>ych or<span class="_ _0"></span>az usług pogwarancy<span class="_ _0"></span>jny<span class="_ _0"></span>ch (tel<span class="_ _0"></span>efonicznie,<span class="_ _1"></span> mailowo lub za pomocą </div><div class="t m0 x11 h8 y6cf ff6 fs5 fc4 sc0 ls0 ws11">dedyk<span class="_ _1"></span>owanej platfor<span class="_ _1"></span>my). </div><div class="t m0 x11 h8 y3dc ff6 fs5 fc4 sc0 ls0 wsb9">T<span class="_ _f"></span>ermin realizacji reklamacji s<span class="_ _0"></span>tandardo<span class="_ _0"></span>wo ust<span class="_ _0"></span>alony <span class="_ _0"></span>jes<span class="_ _0"></span>t na 14 dni r<span class="_ _0"></span>oboczych od dat<span class="_ _0"></span>y wpływu wy<span class="_ _0"></span>robów do s<span class="_ _0"></span>półki,<span class="_ _1"></span> chyba że umo<span class="ws0">-</span></div><div class="t m0 x11 h8 y3dd ff6 fs5 fc4 sc0 ls0 ws18">wy zawierane z klient<span class="_ _1"></span>em stanowią inaczej.<span class="_ _0"></span> Spółki monit<span class="_ _0"></span>orują wskaźnik<span class="_ _0"></span>i w zakresie ef<span class="_ _1"></span>ektywności obsługi sprzedażnej i posprz<span class="_ _0"></span>e<span class="ws0">-</span></div><div class="t m0 x11 h8 y3de ff6 fs5 fc4 sc0 ls0 ws0">dażnej.</div><div class="t m0 x11 h8 y3df ff6 fs5 fc4 sc0 ls0 ws7">Każda ze spółek w r<span class="_ _0"></span>amach reklamacyjnej ob<span class="_ _0"></span>sługi posprzedażnej wykorzy<span class="_ _0"></span>st<span class="_ _0"></span>uje ded<span class="_ _0"></span>yko<span class="_ _0"></span>wany portal do ob<span class="_ _0"></span>sługi Klienta<span class="_ _1"></span>. Jes<span class="_ _0"></span>t t<span class="_ _0"></span>o np.<span class="_ _0"></span> </div><div class="t m0 x11 h8 y3e0 ff6 fs5 fc4 sc0 ls0 ws103">int<span class="_ _0"></span>ernet<span class="_ _0"></span>owa pla<span class="_ _0"></span>tf<span class="_ _0"></span>orma S<span class="_ _0"></span>DJI<span class="_ _2"></span>RA (używana w <span class="_ _0"></span>Apat<span class="_ _0"></span>or<span class="_ _1"></span>,<span class="_ _1"></span> Apator P<span class="_ _0"></span>owogaz oraz <span class="_ _0"></span>Apat<span class="_ _0"></span>or Metrix),<span class="_ _1"></span> gdzie klient (np.<span class="_ _1"></span> pracownik danego </div><div class="t m0 x11 h8 y3e1 ff6 fs5 fc4 sc0 ls0 ws9">zakładu energ<span class="_ _0"></span>ety<span class="_ _0"></span>cznego) może zgłosić reklamacj<span class="_ _0"></span>ę i śledzić jej s<span class="_ _0"></span>ta<span class="_ _0"></span>tus.<span class="_ _1"></span> </div><div class="t m0 x11 h8 y3e2 ff6 fs5 fc4 sc0 ls0 wsac">W przypadku odnot<span class="_ _1"></span>owania reklamacji,<span class="_ _0"></span> kt<span class="_ _0"></span>óra wy<span class="_ _0"></span>maga zaangażowania osób z różn<span class="_ _0"></span>ych k<span class="_ _0"></span>omórek or<span class="_ _0"></span>ganizacy<span class="_ _0"></span>jnych,<span class="_ _1"></span> w celu j<span class="_ _0"></span>ej reali<span class="ws0">-</span></div><div class="t m0 x11 h8 y3e3 ff6 fs5 fc4 sc0 ls0 ws9">zacji tw<span class="_ _0"></span>orzone są raporty 8D,<span class="_ _1"></span> kt<span class="_ _0"></span>óre pozw<span class="_ _0"></span>alają w usy<span class="_ _0"></span>st<span class="_ _0"></span>emat<span class="_ _0"></span>yzowany s<span class="_ _0"></span>posób podejść do zgło<span class="_ _0"></span>szeń.</div><div class="t m0 x11 h8 y6d4 ff6 fs5 fc1 sc0 ls0 ws11">Przykład pos<span class="_ _0"></span>tępow<span class="_ _0"></span>ania reklamacy<span class="_ _0"></span>jnego w <span class="_ _0"></span>Apat<span class="_ _0"></span>or SA </div><div class="t m0 x11 h8 y6d5 ff6 fs5 fc1 sc0 ls0 ws117">Każda napraw<span class="_ _0"></span>a reklamacy<span class="_ _0"></span>jna j<span class="_ _0"></span>est r<span class="_ _0"></span>ejest<span class="_ _0"></span>row<span class="_ _0"></span>ana w Portalu <span class="_ _0"></span>Apat<span class="_ _0"></span>or przez <span class="_ _0"></span>technik<span class="_ _0"></span>ów napraw <span class="_ _0"></span>z Sek<span class="_ _0"></span>cji Serwisu działu QC.<span class="_ _1"></span> Na pod<span class="ws0">-</span></div><div class="t m0 x11 h8 y6d6 ff6 fs5 fc1 sc0 ls0 ws12a">st<span class="_ _0"></span>awie zebrany<span class="_ _0"></span>ch dany<span class="_ _0"></span>ch pracownicy analizują najcz<span class="_ _0"></span>ęst<span class="_ _0"></span>sze uszk<span class="_ _0"></span>odzenia i podejmują odpowiednie działania kory<span class="_ _0"></span>gujące i zapobie<span class="ws0">-</span></div><div class="t m0 x11 h8 y6d7 ff6 fs5 fc1 sc0 ls0 ws100">gawcze.<span class="_ _0"></span> W<span class="_ _0"></span> przypadku konieczno<span class="_ _0"></span>ści wpro<span class="_ _0"></span>wadzenia zmiany k<span class="_ _0"></span>ons<span class="_ _0"></span>truk<span class="_ _0"></span>cy<span class="_ _0"></span>jnej w wyrobie,<span class="_ _1"></span> zakładany <span class="_ _0"></span>jes<span class="_ _0"></span>t wniosek w Port<span class="_ _0"></span>alu Apat<span class="_ _1"></span>or </div><div class="t m0 x11 h8 y6d8 ff6 fs5 fc1 sc0 ls0 ws130">w kaf<span class="_ _0"></span>elku &quot;Z<span class="_ _1"></span>głoszenia/Analiza przyczyn źr<span class="_ _0"></span>ódłowych (R<span class="_ _0"></span>CA)&quot;<span class="_ _0"></span>.<span class="_ _1"></span> Istot<span class="_ _0"></span>ny<span class="_ _0"></span>m obszarem <span class="_ _0"></span>jes<span class="_ _0"></span>t praca na dany<span class="_ _0"></span>ch i umiejętność podejmow<span class="_ _0"></span>a<span class="ws0">-</span></div><div class="t m0 x11 h8 y6d9 ff6 fs5 fc1 sc0 ls0 ws9">nia na ich podsta<span class="_ _0"></span>wie skut<span class="_ _0"></span>eczny<span class="_ _0"></span>ch działań.<span class="_ _0"></span> </div><div class="t m0 x11 h8 y6da ff6 fs5 fc1 sc0 ls0 ws9">Przykład proklienckieg<span class="_ _0"></span>o podejścia w Apat<span class="_ _1"></span>or SA: szkolenia i dor<span class="_ _0"></span>adztwo <span class="_ _0"></span>techniczne klient<span class="_ _1"></span>ów</div><div class="t m0 x11 h8 y870 ff6 fs5 fc1 sc0 ls0 ws12e">Zg<span class="_ _0"></span>odnie z zapisami kon<span class="_ _0"></span>trak<span class="_ _0"></span>tó<span class="_ _0"></span>w,<span class="_ _1"></span> ale również w odpo<span class="_ _0"></span>wiedzi na potrzeby klient<span class="_ _0"></span>a Apat<span class="_ _1"></span>or <span class="_ _2"></span>pro<span class="_ _0"></span>wadzi szk<span class="_ _0"></span>olenia dla mont<span class="_ _0"></span>erów z<span class="_ _0"></span>akła<span class="ws0">-</span></div><div class="t m0 x11 h8 y873 ff6 fs5 fc1 sc0 ls0 ws15">dów energ<span class="_ _0"></span>ety<span class="_ _0"></span>cznych z funk<span class="_ _1"></span>cjonalności liczników energii elek<span class="_ _0"></span>trycznej.<span class="_ _1"></span>  W 2023 roku przeprow<span class="_ _0"></span>adzono szk<span class="_ _0"></span>olenie dla 1<span class="_ _0"></span>2 regionów<span class="_ _0"></span>.<span class="_ _1"></span> </div><div class="t m0 x11 h8 y874 ff6 fs5 fc1 sc0 ls0 ws9">Łącznie w szkoleniu br<span class="_ _0"></span>ało udział 508 osób<span class="_ _0"></span>.</div><div class="t m0 x11 h8 y6df ff7 fs5 fc4 sc0 ls0 wsae">W<span class="_ _0"></span>drażanie or<span class="_ _0"></span>az nadzor<span class="_ _0"></span>owanie czas<span class="_ _0"></span>u życia produkt<span class="_ _0"></span>ów </div><div class="t m0 x11 h8 y6e0 ff6 fs5 fc4 sc0 ls0 wsb7">Standardy działania w z<span class="_ _0"></span>akresie bezpieczeńs<span class="_ _0"></span>twa i <span class="_ _0"></span>jako<span class="_ _0"></span>ści wyro<span class="_ _0"></span>bów w Grupie Apa<span class="_ _0"></span>tor okr<span class="_ _0"></span>eśla wyty<span class="_ _0"></span>czna grupowa <span class="_ _1"></span>„Jako<span class="_ _0"></span>ść i czas </div><div class="t m0 x11 h8 y6e1 ff6 fs5 fc4 sc0 ls0 ws9">życia produkt<span class="_ _1"></span>ów”<span class="_ _29"></span>. Obliguje ona k<span class="_ _0"></span>ażdą ze spółek Grup<span class="_ _0"></span>y do wdro<span class="_ _0"></span>żenia wewnętrzn<span class="_ _0"></span>ych ins<span class="_ _0"></span>truk<span class="_ _1"></span>cji i <span class="_ _2"></span>procedur w z<span class="_ _0"></span>akresie:</div><div class="t m0 x37 h8 y6e2 ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ws11">cyklicznych przeg<span class="_ _0"></span>lądów wymagań pr<span class="_ _0"></span>awny<span class="_ _0"></span>ch oraz <span class="_ _0"></span>wymagań norma<span class="_ _0"></span>tywn<span class="_ _0"></span>ych do<span class="_ _0"></span>ty<span class="_ _0"></span>czący<span class="_ _0"></span>ch wytwarzan<span class="_ _0"></span>ych pr<span class="_ _0"></span>odukt<span class="_ _0"></span>ów,</span></span></div><div class="t m0 x37 h8 y6e3 ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ws9">cyklicznych przegląd<span class="_ _0"></span>ów wymagań rynko<span class="_ _0"></span>wych dot<span class="_ _0"></span>ycz<span class="_ _0"></span>ących cz<span class="_ _0"></span>asu życia wytw<span class="_ _0"></span>arzanych pr<span class="_ _0"></span>odukt<span class="_ _0"></span>ów,</span></span></div><div class="t m0 x37 h8 y6e4 ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ws9">czasu życia produkt<span class="_ _0"></span>u oraz o<span class="_ _0"></span>kresów gw<span class="_ _0"></span>arancyjn<span class="_ _0"></span>ych,</span></span></div><div class="t m0 x37 h8 y6e5 ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ws9">określenia list<span class="_ _0"></span>y kryty<span class="_ _0"></span>czny<span class="_ _0"></span>ch,<span class="_ _1"></span> ze względu na funkcj<span class="_ _0"></span>onalność i dos<span class="_ _0"></span>t<span class="_ _0"></span>ępność k<span class="_ _0"></span>omponent<span class="_ _0"></span>ów dla wszys<span class="_ _0"></span>tk<span class="_ _0"></span>ich produkt<span class="_ _0"></span>ów,</span></span></div><div class="t m0 x37 h8 y6e6 ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ws9">określenia wewnęt<span class="_ _0"></span>rzny<span class="_ _0"></span>ch wymagań odbiorowy<span class="_ _0"></span>ch dla krytyczn<span class="_ _0"></span>ych k<span class="_ _1"></span>omponentów,</span></span></div><div class="t m0 x37 h8 y6e7 ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ws1b7">określenia wymagań k<span class="_ _0"></span>onst<span class="_ _0"></span>ruk<span class="_ _0"></span>cyjn<span class="_ _0"></span>ych pozwala<span class="_ _0"></span>jących na opt<span class="_ _0"></span>ymalną pod wzgl<span class="_ _0"></span>ędem funk<span class="_ _0"></span>cjonalny<span class="_ _0"></span>m i koszt<span class="_ _1"></span>owym utyliza<span class="_ _0"></span>cję </span></span></div><div class="t m0 x1d h8 y6e8 ff6 fs5 fc4 sc0 ls0 ws9">oraz demon<span class="_ _0"></span>taż i recy<span class="_ _0"></span>cling produkt<span class="_ _0"></span>u (łatwoś<span class="_ _0"></span>ć rozdzielenia na f<span class="_ _0"></span>rak<span class="_ _0"></span>cje odpowiada<span class="_ _0"></span>jące kod<span class="_ _0"></span>om odpadów),</div><div class="t m0 x37 h8 y6e9 ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ws9">instruk<span class="_ _1"></span>cj<span class="_ _2"></span>i wpr<span class="_ _0"></span>owadzania zamiennik<span class="_ _0"></span>ów i alt<span class="_ _0"></span>er<span class="_ _0"></span>nat<span class="_ _0"></span>ywny<span class="_ _0"></span>ch źródeł do<span class="_ _0"></span>st<span class="_ _0"></span>aw,</span></span></div><div class="t m0 x37 h8 y6ea ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 wsfd">weryfikację czasu ży<span class="_ _0"></span>cia produkt<span class="_ _0"></span>ów,<span class="_ _1"></span> potwier<span class="_ _0"></span>dzony<span class="_ _0"></span>ch przez funkcj<span class="_ _0"></span>onalne badania starzenio<span class="_ _0"></span>we oraz k<span class="_ _0"></span>alkulacje MTTF<span class="_ _1"></span>/M<span class="_ _0"></span>TBF <span class="_ _95"></span><span class="ws0"> </span></span></span></div><div class="t m0 x1d h8 y87d ff6 fs5 fc4 sc0 ls0 ws9">na etapie certyfik<span class="_ _0"></span>acji,<span class="_ _1"></span> jak i w tra<span class="_ _0"></span>kcie bież<span class="_ _0"></span>ącej produk<span class="_ _0"></span>cji,</div><div class="t m2 x10f hc y61d ff8 fs9 fc0 sc0 ls70 ws0">SOCIAL - Obszar społeczn<span class="_ _0"></span>y</div></div><div class="pi" ></div></div><div id="pf42" class="pf w0 h0" ><div class="pc pc42 w0 h0"><img class="bi x0 y87e w1 h67" alt="" src="data:image/png;base64,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"/><div class="t m0 x7f ha y32 ff6 fs7 fc3 sc0 ls0 ws0">66</div><div class="t m0 x37 h8 y278 ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ws12">określenie list<span class="_ _0"></span>y badań okres<span class="_ _0"></span>owych zbliżon<span class="_ _0"></span>ych zakr<span class="_ _0"></span>esem do badania t<span class="_ _0"></span>ypu or<span class="_ _0"></span>az stw<span class="_ _0"></span>orzenie harmonogr<span class="_ _0"></span>amu badań okresowy<span class="_ _0"></span>ch </span></span></div><div class="t m0 x1d h8 y3f5 ff6 fs5 fc4 sc0 ls0 ws7">dla produko<span class="_ _0"></span>wanych t<span class="_ _0"></span>ypów wyr<span class="_ _0"></span>obów,</div><div class="t m0 x37 h8 y3f6 ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ws9">określenia wewnęt<span class="_ _0"></span>rzny<span class="_ _0"></span>ch wymagań odbiorowy<span class="_ _0"></span>ch dla produkt<span class="_ _0"></span>ów przed wpro<span class="_ _0"></span>wadzaniem do obr<span class="_ _0"></span>ot<span class="_ _0"></span>u.</span></span></div><div class="t m0 x11 h8 y3ce ff6 fs5 fc4 sc0 ls0 ws117">Każda spółk<span class="_ _0"></span>a jes<span class="_ _0"></span>t zobowiązana przepr<span class="_ _0"></span>owadzić raz d<span class="_ _0"></span>o roku audyt w<span class="_ _0"></span>ewnętrzn<span class="_ _0"></span>y w obszarze zarządz<span class="_ _0"></span>ania jak<span class="_ _0"></span>ością w procesie pro<span class="ws0">-</span></div><div class="t m0 x11 h8 y3cf ff6 fs5 fc4 sc0 ls0 ws9">jekt<span class="_ _0"></span>owania<span class="_ _1"></span>,<span class="_ _1"></span> cer<span class="_ _2"></span>ty<span class="_ _0"></span>fikacji oraz badań i t<span class="_ _1"></span>estów – w celu ocen<span class="_ _0"></span>y skut<span class="_ _1"></span>eczności realizacji procesu.</div><div class="t m0 x11 h8 y3d0 ff7 fs5 fc4 sc0 ls0 ws9">Certyfikacja oraz be<span class="_ _0"></span>zpieczeńst<span class="_ _0"></span>wo produkt<span class="_ _0"></span>ów - certyfikaty na wy<span class="_ _0"></span>robach mar<span class="_ _0"></span>ki Apat<span class="_ _0"></span>or</div><div class="t m0 x11 h8 y3d1 ff6 fs5 fc4 sc0 ls0 wsf8">Produkt<span class="_ _0"></span>y of<span class="_ _0"></span>erow<span class="_ _0"></span>ane przez Grupę Apat<span class="_ _0"></span>or posiadają znak CE,<span class="_ _1"></span> co oznacza<span class="_ _1"></span>,<span class="_ _1"></span> że spełniają wymagania zharmonizow<span class="_ _0"></span>ane określone <span class="_ _34"></span><span class="ws0"> </span></div><div class="t m0 x11 h8 y3d2 ff6 fs5 fc4 sc0 ls0 ws9">w aktach unijnego pr<span class="_ _0"></span>awodaws<span class="_ _0"></span>twa<span class="_ _1"></span>. </div><div class="t m0 x11 h8 y87f ff6 fs5 fc4 sc0 ls0 ws9">Dodat<span class="_ _0"></span>ko<span class="_ _0"></span>wo,<span class="_ _1"></span> urządzenia pomiarowe podlegają obowiązk<span class="_ _1"></span>owej certyfikacji: </div><div class="t m0 x37 h8 y880 ff8 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ws9">certyfikacje MID dla wszystk<span class="_ _0"></span>ich ty<span class="_ _0"></span>pów liczników ener<span class="_ _0"></span>gii elektry<span class="_ _0"></span>cznej,<span class="_ _1"></span> liczników energii cieplnej,<span class="_ _1"></span> wodomierzy i gazomierzy<span class="_ _0"></span>,</span></span></div><div class="t m0 x37 h8 y3d5 ff8 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ws9">certyfikacje MessEV<span class="_ _0"></span>  dla wybrany<span class="_ _0"></span>ch t<span class="_ _0"></span>ypów licznikó<span class="_ _0"></span>w energii elekt<span class="_ _0"></span>rycznej (rynek niemiecki),</span></span></div><div class="t m0 x37 h8 y3d6 ff8 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ws9">certyfikacje MIR dla wybranych gazomierzy przeznaczon<span class="_ _0"></span>ych na rynek bryty<span class="_ _0"></span>jski (UK<span class="_ _0"></span>CA).</span></span></div><div class="t m0 x11 h8 y881 ff6 fs5 fc4 sc0 ls0 ws1a0">Proces ocen<span class="_ _0"></span>y zgodności wyr<span class="_ _0"></span>obów podlegający<span class="_ _0"></span>ch dyr<span class="_ _0"></span>ekt<span class="_ _0"></span>ywie 2014/32/UE (M<span class="_ _2"></span>ID,<span class="_ _1"></span> M<span class="_ _2"></span>IR oraz MessEV) j<span class="_ _0"></span>est szczeg<span class="_ _0"></span>ółowo okreś<span class="_ _0"></span>lony </div><div class="t m0 x11 h8 y484 ff6 fs5 fc4 sc0 ls0 wsb6">w procedurze wewnęt<span class="_ _0"></span>rznej oraz szczegóło<span class="_ _0"></span>wych ins<span class="_ _0"></span>truk<span class="_ _0"></span>cjach wewnęt<span class="_ _0"></span>rznych.</div><div class="t m0 x11 h8 y866 ff6 fs5 fc4 sc0 ls0 ws1b8">Urządzenia wypo<span class="_ _0"></span>sażone w komunik<span class="_ _0"></span>ację radiową musz<span class="_ _0"></span>ą być zg<span class="_ _0"></span>odne z normami podlegający<span class="_ _0"></span>mi pod dyrek<span class="_ _0"></span>tywę RED.<span class="_ _1"></span> Ponadt<span class="_ _0"></span>o,<span class="_ _1"></span> </div><div class="t m0 x11 h8 y882 ff6 fs5 fc4 sc0 ls0 wsf">określone r<span class="_ _0"></span>odzaj<span class="_ _0"></span>e urządzeń (np.<span class="_ _1"></span> koncentr<span class="_ _0"></span>at<span class="_ _0"></span>ory dany<span class="_ _0"></span>ch) muszą spełniać norm<span class="_ _0"></span>y zgodnie z d<span class="_ _0"></span>yrekt<span class="_ _0"></span>ywą EMC (k<span class="_ _0"></span>ompat<span class="_ _0"></span>ybilności elek<span class="_ _1"></span><span class="ws0">-</span></div><div class="t m0 x11 h8 y883 ff6 fs5 fc4 sc0 ls0 wsad">troma<span class="_ _0"></span>gnetycznej).<span class="_ _1"></span> Produkty <span class="_ _0"></span>wprowa<span class="_ _0"></span>dzane na rynek przez Apat<span class="_ _0"></span>or spełnia<span class="_ _0"></span>ją wymogi MI<span class="_ _2"></span>D,<span class="_ _1"></span> EMC,<span class="_ _1"></span> RED oraz dyr<span class="_ _0"></span>ekt<span class="_ _0"></span>ywę L<span class="_ _1"></span>VD (Low </div><div class="t m0 x11 h8 y884 ff6 fs5 fc4 sc0 ls0 ws9">V<span class="_ _0"></span>olt<span class="_ _0"></span>age Direct<span class="_ _0"></span>ive) do<span class="_ _0"></span>ty<span class="_ _0"></span>czącą sprzęt<span class="_ _0"></span>u elekt<span class="_ _0"></span>rycznego.</div><div class="t m0 x11 h8 y86a ff6 fs5 fc1 sc0 ls0 ws9">Przykład prakt<span class="_ _0"></span>ycznego dbania o <span class="_ _0"></span>jakoś<span class="_ _0"></span>ć wyrobów or<span class="_ _0"></span>az procesó<span class="_ _0"></span>w: PNJ dla Apat<span class="_ _0"></span>or Powogaz</div><div class="t m0 x11 h8 y86b ff6 fs5 fc1 sc0 ls0 wsb6">Apat<span class="_ _0"></span>or Powogaz uzyskał <span class="_ _0"></span>tyt<span class="_ _0"></span>uł laurea<span class="_ _0"></span>ta 26 edy<span class="_ _0"></span>cji konkur<span class="_ _0"></span>su Pol<span class="_ _0"></span>skiej Nagrod<span class="_ _0"></span>y Jak<span class="_ _0"></span>ości w ka<span class="_ _0"></span>teg<span class="_ _0"></span>orii: złoty medal.<span class="_ _1"></span> Kryteria przydzie<span class="ws0">-</span></div><div class="t m0 x11 h8 y86c ff6 fs5 fc1 sc0 ls0 wsf9">lenia nagród <span class="_ _0"></span>w k<span class="_ _0"></span>onkursie są ambit<span class="_ _0"></span>ne i ryg<span class="_ _0"></span>oryst<span class="_ _0"></span>yczne.<span class="_ _1"></span> Przedsiębiors<span class="_ _0"></span>twa przechodz<span class="_ _0"></span>ą 7-et<span class="_ _0"></span>apowy proces ocen<span class="_ _0"></span>y wdro<span class="_ _0"></span>żonego mode<span class="ws0">-</span></div><div class="t m0 x11 h8 y6d2 ff6 fs5 fc1 sc0 ls0 ws9">lu zarządzania <span class="_ _0"></span>jakoś<span class="_ _0"></span>cią w organizacji i prakt<span class="_ _0"></span>ycznego z<span class="_ _0"></span>ast<span class="_ _0"></span>osow<span class="_ _0"></span>ania w działalności najwyższy<span class="_ _0"></span>ch st<span class="_ _0"></span>andardów jak<span class="_ _1"></span>ości. </div><div class="t m0 x11 h8 y3e2 ff6 fs5 fc1 sc0 ls0 ws131">Dodat<span class="_ _0"></span>ko<span class="_ _0"></span>wo Phillip Stepnak<span class="_ _0"></span>owski,<span class="_ _1"></span> Kierow<span class="_ _0"></span>nik Działu Jakoś<span class="_ _0"></span>ci w Apat<span class="_ _1"></span>or Powogaz,<span class="_ _0"></span> zdob<span class="_ _0"></span>ył indywidualn<span class="_ _0"></span>y tyt<span class="_ _1"></span>uł Znakomit<span class="_ _0"></span>ego Ma<span class="ws0">-</span></div><div class="t m0 x11 h8 y3e3 ff6 fs5 fc1 sc0 ls0 ws0">nagera Jak<span class="_ _1"></span>ości.</div><div class="t m0 x11 h8 y6d4 ff7 fs5 fc4 sc0 ls0 ws9">Cyber<span class="_ _0"></span>bezpieczeńs<span class="_ _0"></span>two produk<span class="_ _0"></span>tów</div><div class="t m0 x11 h8 y6d5 ff6 fs5 fc4 sc0 ls0 ws19e">Wymagania dot<span class="_ _0"></span>yczące ewal<span class="_ _0"></span>uacji infor<span class="_ _0"></span>mat<span class="_ _0"></span>yczny<span class="_ _0"></span>ch sys<span class="_ _1"></span>temów i urządzeń cyf<span class="_ _0"></span>rowy<span class="_ _0"></span>ch określ<span class="_ _0"></span>one są w normie  ISO <span class="_ _0"></span>15408 – uznawa<span class="ws0">-</span></div><div class="t m0 x11 h8 y6d6 ff6 fs5 fc4 sc0 ls0 ws17e">nym na cały<span class="_ _0"></span>m świecie ramowym s<span class="_ _0"></span>tandardzie ocen<span class="_ _0"></span>y możliwości i funk<span class="_ _0"></span>cji zabezpieczeń pr<span class="_ _0"></span>odukt<span class="_ _0"></span>ów t<span class="_ _0"></span>echnologii inf<span class="_ _0"></span>orma<span class="_ _0"></span>tyczn<span class="_ _0"></span>ych </div><div class="t m0 x11 h8 y6d7 ff6 fs5 fc4 sc0 ls0 ws199">(cyfr<span class="_ _0"></span>owych).<span class="_ _1"></span> T<span class="_ _f"></span>e ramowe wymagania nazywane są <span class="_ _1"></span>„CC Common Crit<span class="_ _0"></span>eria”<span class="_ _37"></span>.<span class="_ _0"></span>  Dla k<span class="_ _0"></span>onkret<span class="_ _0"></span>ny<span class="_ _0"></span>ch klas produk<span class="_ _0"></span>tó<span class="_ _0"></span>w,<span class="_ _1"></span> tak<span class="_ _0"></span>ich jak na przykład <span class="_ _2d"></span> </div><div class="t m0 x11 h8 y6d8 ff6 fs5 fc4 sc0 ls0 ws1b6">liczniki energii smart,<span class="_ _1"></span> dedyk<span class="_ _0"></span>owane inst<span class="_ _0"></span>ytu<span class="_ _0"></span>cje kra<span class="_ _0"></span>jowe opr<span class="_ _0"></span>acowują uszczegółowione wy<span class="_ _0"></span>magania<span class="_ _0"></span>,<span class="_ _1"></span> któr<span class="_ _0"></span>e nazywane są Profilem </div><div class="t m0 x11 h8 y6d9 ff6 fs5 fc4 sc0 ls0 ws1b1">Produkt<span class="_ _0"></span>u PP - Pro<span class="_ _0"></span>tect<span class="_ _0"></span>ion Pro<span class="_ _0"></span>file.<span class="_ _0"></span> Po za<span class="_ _0"></span>twier<span class="_ _0"></span>dzeniu kra<span class="_ _0"></span>jowego PP pr<span class="_ _0"></span>oducenci produkt<span class="_ _0"></span>u wybier<span class="_ _0"></span>ają ścieżk<span class="_ _0"></span>ę certy<span class="_ _0"></span>fikacji zgodną <span class="_ _95"></span><span class="ws0"> </span></div><div class="t m0 x11 h8 y857 ff6 fs5 fc4 sc0 ls0 ws1b9">z profilem <span class="_ _0"></span>PP<span class="_ _1"></span>,<span class="_ _1"></span> a następnie niez<span class="_ _0"></span>ależne podda<span class="_ _0"></span>ją produkt pr<span class="_ _0"></span>ocesowi cert<span class="_ _0"></span>yfikacji poprzez cert<span class="_ _0"></span>yfikow<span class="_ _0"></span>ane labora<span class="_ _0"></span>torium,<span class="_ _1"></span> zgodnie <span class="_ _39"></span><span class="ws0"> </span></div><div class="t m0 x11 h8 y71d ff6 fs5 fc4 sc0 ls0 ws9">z wybran<span class="_ _0"></span>ym poziomem bezpieczeńs<span class="_ _0"></span>twa (dla licznik<span class="_ _0"></span>ów najczęściej EAL2 lub EA<span class="_ _0"></span>L3).</div><div class="t m0 x11 h8 y873 ff6 fs5 fc4 sc0 ls0 ws17f">W Pol<span class="_ _0"></span>sce nie funkcj<span class="_ _0"></span>onuje jesz<span class="_ _0"></span>cze kra<span class="_ _0"></span>jowy <span class="_ _1"></span>„Prot<span class="_ _0"></span>ection Pr<span class="_ _0"></span>ofile” dla licznikó<span class="_ _0"></span>w smart.<span class="_ _0"></span> Apat<span class="_ _0"></span>or SA<span class="_ _0"></span> zaproponował i pr<span class="_ _0"></span>omuje sys<span class="_ _1"></span>tem </div><div class="t m0 x11 h8 y874 ff6 fs5 fc4 sc0 ls0 ws11">dopuszczania licznik<span class="_ _0"></span>ów smart na polski rynek uwzględnia<span class="_ _0"></span>jący t<span class="_ _0"></span>akże kwes<span class="_ _0"></span>tię cyberbezpiecz<span class="_ _0"></span>eńst<span class="_ _0"></span>wa i kra<span class="_ _0"></span>jowych s<span class="_ _0"></span>pecyfikacji uzu<span class="ws0">-</span></div><div class="t m0 x11 h8 y875 ff6 fs5 fc4 sc0 ls0 ws0">pełniający<span class="_ _0"></span>ch.</div><div class="t m0 x11 h8 y6df ff6 fs5 fc4 sc0 ls4a ws17">Apat<span class="_ _0"></span>or SA ma duże do<span class="_ _0"></span>świadczenie w produk<span class="_ _1"></span>cj<span class="_ _2"></span>i elekt<span class="_ _0"></span>roniczn<span class="_ _0"></span>ych urządz<span class="_ _0"></span>eń pomiarowych sięga<span class="_ _0"></span>jące połowy lat 90-ty<span class="_ _0"></span>ch.<span class="_ _0"></span> Jako pierw<span class="ls0 ws0">-</span></div><div class="t m0 x11 h8 y6e0 ff6 fs5 fc4 sc0 ls4a ws9">sza fir<span class="_ _0"></span>ma na rynku zaof<span class="_ _0"></span>erow<span class="_ _0"></span>ała bezpieczne cyfr<span class="_ _0"></span>owo liczniki przedpłat<span class="_ _1"></span>owe oraz ciepłomierze z przelicznikami elektr<span class="_ _0"></span>oniczny<span class="_ _0"></span>mi. </div><div class="t m0 x11 h8 y885 ff6 fs5 fc4 sc0 ls0 ws9">Pod ścisłą k<span class="_ _0"></span>ontr<span class="_ _0"></span>olą przeprow<span class="_ _0"></span>adza się między innymi:</div><div class="t m0 x37 h8 y886 ff8 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ws9">procedury związane z projekt<span class="_ _0"></span>owaniem i przetw<span class="_ _0"></span>arzaniem firmw<span class="_ _0"></span>are,</span></span></div><div class="t m0 x37 h8 y887 ff8 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ws9">bezpieczeństwo szyf<span class="_ _0"></span>rowania<span class="_ _1"></span>,</span></span></div><div class="t m0 x37 h8 y888 ff8 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ws9">przechowywanie/<span class="_ _0"></span>gener<span class="_ _0"></span>owanie kluczy<span class="_ _1"></span>,</span></span></div><div class="t m0 x37 h8 y878 ff8 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ws9">zabezpieczenia serwerów i gener<span class="_ _0"></span>owanie k<span class="_ _0"></span>odów przedpłat<span class="_ _0"></span>owych,</span></span></div><div class="t m0 x11 h8 y889 ff6 fs5 fc4 sc0 ls0 ws11e">Spółka nie odnot<span class="_ _0"></span>owała do<span class="_ _0"></span>ty<span class="_ _0"></span>chczas żadn<span class="_ _0"></span>ych poważniejszych inc<span class="_ _0"></span>ydent<span class="_ _1"></span>ów dotycz<span class="_ _0"></span>ących naruszeń bezpieczeńs<span class="_ _0"></span>tw<span class="_ _0"></span>a urządzeń po<span class="ws0">-</span></div><div class="t m0 x11 h8 y87a ff6 fs5 fc4 sc0 ls0 ws0">miarowych.</div><div class="t m2 x5a hc y61d ff8 fs9 fc0 sc0 ls70 ws0">SOCIAL - Obszar społeczn<span class="_ _0"></span>y</div></div><div class="pi" ></div></div><div id="pf43" class="pf w0 h0" ><div class="pc pc43 w0 h0"><img class="bi x0 y88a w1 h68" alt="" src="data:image/png;base64,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"/><div class="t m0 xb6 ha y32 ff6 fs7 fc3 sc0 ls9e wsa7">67</div><div class="t m0 x11 h16 yd6 ff6 fsf fc1 sc0 ls0 wsee">4<span class="_ _0"></span>.3.3.<span class="_ _1"></span> W<span class="_ _0"></span>sk<span class="_ _0"></span>aźniki w <span class="_ _2"></span>obsz<span class="_ _0"></span>arze: <span class="_ _2"></span>Klient</div><div class="t m0 x11 h8 y4dc ff7 fs5 fc1 sc0 ls0 ws1a0">Bliżej Klienta i <span class="_ _1"></span>„zielonej” energetyki  - pr<span class="_ _0"></span>omowanie i w<span class="_ _0"></span>drażani<span class="_ _0"></span>e rozwiązań <span class="_ _0"></span>dost<span class="_ _0"></span>osowan<span class="_ _0"></span>ych do <span class="_ _0"></span>obecny<span class="_ _0"></span>ch i przyszłych po<span class="_ _0"></span>trzeb </div><div class="t m0 x11 h8 y4dd ff7 fs5 fc1 sc0 ls0 ws117">rynku,<span class="_ _1"></span> wspiera<span class="_ _1"></span>jących efektywność ener<span class="_ _0"></span>gety<span class="_ _0"></span>czną i wychodzący<span class="_ _0"></span>ch naprzeciw wyzwaniom t<span class="_ _0"></span>echnologiczn<span class="_ _0"></span>ym,<span class="_ _1"></span> klimatyczn<span class="_ _0"></span>ym </div><div class="t m0 x11 h8 y88b ff7 fs5 fc1 sc0 ls0 wsf">i społeczn<span class="_ _0"></span>ym.</div><div class="t m0 x1c h8 y88c ff7 fs5 fc4 sc0 ls4a wsf">Rozwiązania s<span class="_ _0"></span>mart, ro<span class="_ _0"></span>związania dla OZE</div><div class="t m0 x4c h8 y88d ff7 fs5 fc4 sc0 ls4a ws9">2023 r<span class="_ _f"></span>.<span class="_ _3c"> </span>2022 r<span class="_ _f"></span>.<span class="_ _5b"> </span><span class="ws33">Zmiana<span class="_ _9e"> </span></span>Dynamika r<span class="_ _1"></span>/<span class="_ _0"></span>r</div><div class="t m0 x4d h8 y88e ff7 fs5 fc4 sc0 ls4b wsa7">ty<span class="_ _2"></span>s<span class="_ _2"></span>. z<span class="_ _2"></span>ł<span class="_ _3f"> </span>ty<span class="_ _2"></span>s<span class="_ _2"></span>. z<span class="_ _2"></span>ł<span class="_ _4c"> </span>ty<span class="_ _2"></span>s<span class="_ _2"></span>. z<span class="_ _2"></span>ł<span class="_ _4d"> </span><span class="ls0 ws0">%</span></div><div class="t m0 x1c h8 y88f ff7 fs5 fc4 sc0 ls4a wsf">Sprzedaż rozwiąz<span class="_ _0"></span>ań klas<span class="_ _0"></span>y smart, w <span class="_ _0"></span>tym: int<span class="_ _0"></span>eligentne </div><div class="t m0 x1c h8 y890 ff7 fs5 fc4 sc0 ls4a wsae">liczniki,<span class="_ _0"></span> gazomierze*,<span class="_ _1"></span> wodomierze i ciepłomierze, </div><div class="t m0 x1c h8 y891 ff7 fs5 fc4 sc0 ls4a wsf">rozwiązania s<span class="_ _0"></span>of<span class="_ _1"></span>tware’<span class="_ _f"></span>owe</div><div class="t m0 x46 h8 y890 ff7 fs5 fc4 sc0 ls4d ws0">438 522<span class="_ _d2"> </span>359 063<span class="_ _5b"> </span>79 459<span class="_ _61"> </span><span class="wsac">122,<span class="_ _1"></span>1%</span></div><div class="t m0 x1c h8 y892 ff7 fs5 fc4 sc0 ls4d wsf">Sprzedaż rozwiąz<span class="_ _0"></span>ań dla OZE,<span class="_ _0"></span> w ty<span class="_ _0"></span>m: liczniki smart, </div><div class="t m0 x1c h8 y893 ff7 fs5 fc4 sc0 ls4d wsae">apara<span class="_ _0"></span>tur<span class="_ _0"></span>a łączeniowa or<span class="_ _0"></span>az hard<span class="_ _0"></span>ware dla OZE </div><div class="t m0 x4c h8 y894 ff7 fs5 fc4 sc0 ls52 ws18">73 289<span class="_ _d3"> </span><span class="ls4d ws0">36 258<span class="_ _d3"> </span><span class="ws1ba">37 <span class="_ _2a"> </span>032    <span class="_ _63"> </span><span class="ls5 ws4">2<span class="_ _2"></span>02,<span class="_ _1"></span>1%</span></span></span></div><div class="t m0 x1c hc y895 ff6 fs9 fc4 sc0 ls6b ws93">* w ty<span class="_ _0"></span>m gazomierze smart ofer<span class="_ _0"></span>owane na rynek w for<span class="_ _0"></span>mule OEM</div><div class="t m0 x11 he y896 ff7 fsa fc1 sc0 lsb8 ws2b">Społeczna odpowiedzialno<span class="_ _0"></span>ść za produkt – <span class="_ _0"></span>st<span class="_ _0"></span>osowanie no<span class="_ _0"></span>woczesn<span class="_ _0"></span>ych,<span class="_ _1"></span> proek<span class="_ _0"></span>ologiczn<span class="_ _0"></span>ych k<span class="_ _1"></span>onstruk<span class="_ _1"></span>cji i technol<span class="_ _0"></span>ogii, </div><div class="t m0 x11 he y897 ff7 fsa fc1 sc0 lsb8 ws39">długi czas życia prod<span class="_ _0"></span>uktu,<span class="_ _1"></span> dążenie do bezaw<span class="_ _0"></span>aryjnoś<span class="_ _0"></span>ci,<span class="_ _0"></span> sku<span class="_ _0"></span>teczna obsługa pos<span class="_ _0"></span>przedażna<span class="_ _1"></span>.</div><div class="t m0 x11 he y898 ff7 fsa fc4 sc0 lsb8 ws2a">1<span class="_ _0"></span>.<span class="_ _0"></span> <span class="_ _32"> </span>Rozwó<span class="_ _0"></span>j nowoczes<span class="_ _0"></span>ny<span class="_ _0"></span>ch produkt<span class="_ _0"></span>ów i wdr<span class="_ _0"></span>ażanie innow<span class="_ _0"></span>acji</div><div class="t m0 x1c he y899 ff7 fsa fc4 sc0 ls0 ws39">Inwes<span class="_ _0"></span>tyc<span class="_ _0"></span>je,<span class="_ _1"></span> działalność R&amp;D</div><div class="t m0 x129 he y89a ff7 fsa fc4 sc0 ls0 ws2a">2023 r<span class="_ _f"></span>.<span class="_ _63"> </span>2<span class="_ _2"></span>022 r<span class="_ _29"></span>.<span class="_ _90"> </span><span class="ws0">Zmiana<span class="_ _d4"> </span></span>Dynamika r<span class="_ _1"></span>/<span class="_ _1"></span>r</div><div class="t m0 x12a he y89b ff7 fsa fc4 sc0 lsb9 ws37">ty<span class="_ _2"></span>s<span class="_ _2"></span>. z<span class="_ _2"></span>ł<span class="_ _42"> </span>t<span class="_ _2"></span>ys<span class="_ _2"></span>. z<span class="_ _2"></span>ł<span class="_ _d5"> </span>ty<span class="_ _2"></span>s<span class="_ _2"></span>. z<span class="_ _2"></span>ł<span class="_ _97"> </span><span class="ls0 ws0">%</span></div><div class="t m0 x1c h8 y89c ff7 fs5 fc4 sc0 ls0 ws0">Nakłady in<span class="_ _0"></span>westy<span class="_ _0"></span>cy<span class="_ _0"></span>jne CAPEX,<span class="_ _1"></span> w tym:<span class="ff6"> </span></div><div class="t m0 x86 h8 y89d ff6 fs5 fc4 sc0 ls0 ws7">rzeczowe aktyw<span class="_ _0"></span>a trwałe</div><div class="t m0 x75 h8 y89e ff6 fs5 fc4 sc0 ls0 ws11">warto<span class="_ _0"></span>ści niemat<span class="_ _0"></span>erialne i pra<span class="_ _0"></span>wne</div><div class="t m0 x12b h8 y89c ff7 fs5 fc4 sc0 ls0 ws1bb">46 <span class="_ _2b"> </span>470    </div><div class="t m0 x4d h8 y89d ff7 fs5 fc4 sc0 ls0 ws0"> <span class="ff6 ws1bc">28 <span class="_ _2b"> </span>884    </span></div><div class="t m0 x129 h8 y89e ff6 fs5 fc4 sc0 ls0 wsb2"> 1<span class="_ _0"></span>7 586<span class="ff7 ws1bb">  </span><span class="ws1bc">    </span></div><div class="t m0 x12c h8 y89c ff7 fs5 fc4 sc0 lsd ws1bd">72 <span class="_ _2b"> </span>273    </div><div class="t m0 xa5 h8 y89d ff7 fs5 fc4 sc0 ls0 ws0"> <span class="ff6 ws1bc">48 <span class="_ _2b"> </span>179    </span></div><div class="t m0 x12d h8 y89e ff6 fs5 fc4 sc0 ls0 ws0"> 24 094<span class="ff7 ws1bb">  </span><span class="ws1bc">    </span></div><div class="t m0 x100 h8 y89c ff7 fs5 fc4 sc0 ls0 ws1bb">-25 <span class="_ _2b"> </span>803   </div><div class="t m0 xc7 h8 y89d ff6 fs5 fc4 sc0 ls0 ws1bc">-19 <span class="_ _2b"> </span>295    </div><div class="t m0 x12e h8 y89e ff6 fs5 fc4 sc0 ls0 ws1bc">-6 <span class="_ _2b"> </span>508                </div><div class="t m0 x12f h8 y89c ff7 fs5 fc4 sc0 ls8 wsa">64,<span class="_ _2"></span>3%</div><div class="t m0 x130 h8 y89d ff6 fs5 fc4 sc0 lsd ws10">60,0%</div><div class="t m0 xbc h8 y89e ff6 fs5 fc4 sc0 lsd ws10">73,0%</div><div class="t m0 x1c h8 y89f ff7 fs5 fc4 sc0 ls0 ws0">Nakłady in<span class="_ _0"></span>westy<span class="_ _0"></span>cy<span class="_ _0"></span>jne CAPEX,<span class="_ _1"></span> w tym: </div><div class="t m0 x131 h8 y8a0 ff6 fs5 fc4 sc0 ls0 ws9"> zwiększenie mocy<span class="_ _1"></span>/<span class="_ _0"></span>ef<span class="_ _0"></span>ektywno<span class="_ _0"></span>ści,<span class="_ _1"></span> odtworzeniowe</div><div class="t m0 x132 h8 y8a1 ff6 fs5 fc4 sc0 ls0 ws11">R&amp;D,<span class="_ _1"></span> nowe produkt<span class="_ _0"></span>y</div><div class="t m0 x133 h8 y8a2 ff6 fs5 fc4 sc0 ls0 ws11">infor<span class="_ _0"></span>mat<span class="_ _0"></span>yka<span class="_ _1"></span>,<span class="_ _1"></span> pozost<span class="_ _0"></span>ałe</div><div class="t m0 x134 h8 y89f ff7 fs5 fc4 sc0 ls0 ws0"> <span class="ff6">    </span></div><div class="t m0 x12b h8 y8a0 ff6 fs5 fc4 sc0 ls0 ws1bc"> <span class="_ _2b"> </span> <span class="_ _2b"> </span>1<span class="_ _2"></span>0 <span class="_ _2b"> </span>561    </div><div class="t m0 x129 h8 y8a1 ff6 fs5 fc4 sc0 ls0 ws1bc">22 <span class="_ _2b"> </span>656    </div><div class="t m0 x12a h8 y8a2 ff6 fs5 fc4 sc0 ls0 ws1bc">13 <span class="_ _2b"> </span>253       </div><div class="t m0 x135 h8 y89f ff7 fs5 fc4 sc0 ls0 ws0"> <span class="ff6">    </span></div><div class="t m0 x12d h8 y8a0 ff6 fs5 fc4 sc0 lsf ws1be"> <span class="_ _2b"> </span> <span class="_ _2b"> </span>19<span class="_ _2"></span> <span class="_ _2b"> </span>657    </div><div class="t m0 x12c h8 y8a1 ff6 fs5 fc4 sc0 ls0 ws1bc">28 <span class="_ _2b"> </span>7<span class="_ _2"></span>7<span class="_ _1"></span>4    </div><div class="t m0 x136 h8 y8a2 ff6 fs5 fc4 sc0 ls0 ws1bc">23 <span class="_ _2b"> </span>842       </div><div class="t m0 x137 h8 y89f ff7 fs5 fc4 sc0 ls0 ws0"> <span class="ff6">    </span></div><div class="t m0 x125 h8 y8a0 ff6 fs5 fc4 sc0 ls0 ws1bc">-9 <span class="_ _2b"> </span>096    </div><div class="t m0 x3b h8 y8a1 ff6 fs5 fc4 sc0 ls0 ws1bc">-6 <span class="_ _2b"> </span>118    </div><div class="t m0 x19 h8 y8a2 ff6 fs5 fc4 sc0 ls0 ws1bc">-10 <span class="_ _36"> </span>589             </div><div class="t m0 xbc h8 y8a0 ff6 fs5 fc4 sc0 ls0 ws0">53,7%</div><div class="t m0 xbc h8 y8a1 ff6 fs5 fc4 sc0 lsb1 ws14e">78<span class="_ _2"></span>,7%</div><div class="t m0 x130 h8 y8a2 ff6 fs5 fc4 sc0 ls0 ws0">55,6%</div><div class="t m0 x1c h8 y8a3 ff7 fs5 fc4 sc0 ls0 ws0">K<span class="_ _0"></span>oszty funk<span class="_ _1"></span>cjonowania biur rozw<span class="_ _0"></span>oju (R&amp;D) </div><div class="t m0 x1c h8 y8a4 ff7 fs5 fc4 sc0 ls0 wsae">niezaliczone do CAPEX</div><div class="t m0 x12b h8 y8a5 ff7 fs5 fc4 sc0 ls0 ws0">35 434<span class="_ _d2"> </span><span class="ws1b">30 380<span class="_ _5b"> </span></span>5 055<span class="_ _a7"> </span><span class="lsa2 ws13c">1<span class="_ _2"></span>16<span class="_ _2"></span>,6%</span></div><div class="t m0 x1c h8 y8a6 ff6 fs5 fc4 sc0 ls0 ws9">Średnior<span class="_ _0"></span>oczna liczba zatr<span class="_ _0"></span>udniony<span class="_ _0"></span>ch w R&amp;D [RJR*]<span class="_ _bb"> </span><span class="ls97 ws117">17<span class="_ _2"></span>5<span class="_ _2"></span>,4<span class="_ _65"> </span><span class="lsb0 ws1e">1<span class="_ _2"></span>74<span class="_ _2"></span>,1<span class="_ _40"> </span><span class="ls5a wsb9">1,3<span class="_ _42"> </span></span></span></span><span class="ws0">100,7%</span></div><div class="t m0 x1c hc y8a7 ff6 fs9 fc4 sc0 ls6b ws70">* RJR - roczne j<span class="_ _0"></span>ednost<span class="_ _0"></span>ki r<span class="_ _0"></span>obocze,<span class="_ _1"></span> tj.<span class="_ _0"></span> liczba pr<span class="_ _0"></span>acowników <span class="_ _0"></span>zat<span class="_ _0"></span>rudnionych prz<span class="_ _0"></span>eliczona na pełne etat<span class="_ _0"></span>y w obr<span class="_ _0"></span>ębie danego przedsiębior<span class="_ _0"></span>stw<span class="_ _0"></span>a lub w <span class="_ _0"></span>jego </div><div class="t m0 x1c hc y8a8 ff6 fs9 fc4 sc0 ls6b ws93">imieniu w ciągu całego roku r<span class="_ _0"></span>efer<span class="_ _0"></span>encyjnego<span class="_ _0"></span>.</div><div class="t m0 x1c hc y8a9 ff6 fs9 fc4 sc0 ls6b ws0">** Spadek nakładów inwes<span class="_ _0"></span>ty<span class="_ _0"></span>cyjn<span class="_ _0"></span>ych r<span class="_ _0"></span>/r wy<span class="_ _0"></span>nika m.in.<span class="_ _0"></span> z realizowanej głównie w 2022 r<span class="_ _f"></span>. budowy now<span class="_ _0"></span>ej fabryki <span class="_ _0"></span>Apat<span class="_ _0"></span>or Powogaz.<span class="_ _1"></span> Nakłady związane<span class="_ _2"></span> </div><div class="t m0 x1c hc y8aa ff6 fs9 fc4 sc0 ls6b ws93">z doposażeniem nowego z<span class="_ _0"></span>akladu,<span class="_ _1"></span> jakie zrealizowano w 2023 r<span class="_ _1"></span>.,<span class="_ _1"></span> były zdecy<span class="_ _0"></span>dowanie bardziej ogr<span class="_ _0"></span>aniczone (wyniosły niespełna 6 mln zł).<span class="_ _0"></span> Ist<span class="_ _0"></span>otnie </div><div class="t m0 x1c hc y8ab ff6 fs9 fc4 sc0 ls6b ws93">mniejsze naklady r/<span class="_ _1"></span>r zrealizował także segment Gaz w zwią<span class="_ _0"></span>zku z ogólnie niepewną syt<span class="_ _0"></span>uacją branży</div><div class="t m2 x10f hc y61d ff8 fs9 fc0 sc0 ls70 ws0">SOCIAL - Obszar społeczn<span class="_ _0"></span>y</div></div><div class="pi" ></div></div><div id="pf44" class="pf w0 h0" ><div class="pc pc44 w0 h0"><img class="bi x0 y8ac w6 h69" alt="" src="data:image/png;base64,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"/><div class="t m0 x7f ha y32 ff6 fs7 fc3 sc0 ls0 ws0">68</div><div class="t m0 x11 he y8ad ff7 fsa fc4 sc0 lsba ws1bf">2.  Satysf<span class="_ _0"></span>ak<span class="_ _0"></span>cja kl<span class="_ _2"></span>ientów</div><div class="t m0 x11 he y8ae ff6 fsa fc4 sc0 lsb8 ws119">Z<span class="_ _0"></span>e względu na specyf<span class="_ _0"></span>ikę działania spółek Grup<span class="_ _0"></span>y Apat<span class="_ _1"></span>or w poszczególnych s<span class="_ _0"></span>egmentach bizneso<span class="_ _0"></span>wych (t<span class="_ _0"></span>j.<span class="_ _0"></span> zró<span class="_ _0"></span>żnicowane </div><div class="t m0 x11 he y8af ff6 fsa fc4 sc0 lsb8 ws1c0">grupy klient<span class="_ _1"></span>ów i <span class="_ _2"></span>rynk<span class="_ _0"></span>i geografi<span class="_ _0"></span>czne,<span class="_ _1"></span> a także szer<span class="_ _0"></span>okie portf<span class="_ _0"></span>olio of<span class="_ _0"></span>ero<span class="_ _0"></span>wany<span class="_ _0"></span>ch rozwiązań i usług),<span class="_ _1"></span> spółki Gr<span class="_ _0"></span>upy prow<span class="_ _0"></span>adzą </div><div class="t m0 x11 he y8b0 ff6 fsa fc4 sc0 lsb8 ws2a">badania saty<span class="_ _0"></span>sf<span class="_ _0"></span>ak<span class="_ _0"></span>cji klient<span class="_ _0"></span>ów we własn<span class="_ _0"></span>ym zakr<span class="_ _0"></span>esie i w określ<span class="_ _0"></span>onym przez dan<span class="_ _0"></span>y podmiot zakr<span class="_ _0"></span>esie i częst<span class="_ _1"></span>otliwością<span class="_ _1"></span>.</div><div class="t m0 x38 he y8b1 ff6 fsa fc4 sc0 ls0 ws0">SPÓŁKA<span class="_ _d5"> </span><span class="ls47 ws70">SA<span class="_ _1"></span>T<span class="_ _2"></span>YSF<span class="_ _1"></span>AKCJA KLIENT<span class="_ _1"></span>A</span></div><div class="t m0 x38 he y8b2 ff6 fsa fc4 sc0 ls0 ws0">Apat<span class="_ _0"></span>or SA </div><div class="t m0 x138 h8 y8b3 ff7 fs5 fc4 sc0 ls0 wsf">W 2023 roku badania sa<span class="_ _0"></span>tys<span class="_ _1"></span>fak<span class="_ _0"></span>cji klienta nie b<span class="_ _0"></span>yły przeprowad<span class="_ _0"></span>zane.</div><div class="t m0 x138 h8 y8b4 ff6 fs5 fc4 sc0 ls0 ws9">Infor<span class="_ _0"></span>macje o s<span class="_ _0"></span>t<span class="_ _0"></span>opniu zadowol<span class="_ _0"></span>enia klienta zbier<span class="_ _0"></span>ane były podczas bieżąc<span class="_ _0"></span>ych k<span class="_ _0"></span>ontakt<span class="_ _1"></span>ów handlowych,<span class="_ _1"></span> </div><div class="t m0 x138 h8 y8b5 ff6 fs5 fc4 sc0 ls0 ws9">cykliczny<span class="_ _0"></span>ch spot<span class="_ _0"></span>kań z klientami or<span class="_ _0"></span>az podczas t<span class="_ _0"></span>argów i k<span class="_ _0"></span>onf<span class="_ _0"></span>erencji.<span class="_ _0"></span> </div><div class="t m0 x138 h8 y8b6 ff6 fs5 fc4 sc0 ls0 ws9">Klienci szczególnie w zakr<span class="_ _0"></span>esie aparat<span class="_ _0"></span>ury łączeniowej,<span class="_ _1"></span> zgłaszali uwagi dot.:</div><div class="t m0 x138 h8 y8b7 ff8 fs5 fc1 sc0 ls57 wsb4">1. <span class="_ _9b"> </span><span class="ff6 fc4 ls0 ws9">braku możliwości złożenia z<span class="_ _0"></span>amówienia na dost<span class="_ _0"></span>awę w oczekiw<span class="_ _0"></span>anym (s<span class="_ _0"></span>to<span class="_ _0"></span>sunko<span class="_ _0"></span>wo krót<span class="_ _1"></span>kim) ter<span class="_ _0"></span>minie</span></div><div class="t m0 x138 h8 y8b8 ff8 fs5 fc1 sc0 ls57 wsb4">2<span class="_ _2"></span>. <span class="_ _36"> </span><span class="ff6 fc4 ls0 ws11">braku możliwości pot<span class="_ _0"></span>wierdzenia pierwot<span class="_ _0"></span>nego <span class="_ _0"></span>ter<span class="_ _0"></span>minu realiza<span class="_ _0"></span>cji usługi/<span class="_ _0"></span>dos<span class="_ _0"></span>tawy</span></div><div class="t m0 x138 h8 y8b9 ff8 fs5 fc1 sc0 ls57 wsb4">3<span class="_ _2"></span>. <span class="_ _2c"> </span><span class="ff6 fc4 ls0 ws9">zdarzającego się niedo<span class="_ _0"></span>trzym<span class="_ _0"></span>ywania t<span class="_ _0"></span>erminó<span class="_ _0"></span>w realizacji zamówień</span></div><div class="t m0 x138 h8 y8ba ff6 fs5 fc4 sc0 ls0 ws11">W reak<span class="_ _1"></span>cji na powyższe infor<span class="_ _0"></span>macje w 2023 ro<span class="_ _0"></span>ku udosk<span class="_ _0"></span>onalono pr<span class="_ _0"></span>oces planowania (wpr<span class="_ _0"></span>owadzono </div><div class="t m0 x138 h8 y8bb ff6 fs5 fc4 sc0 ls0 ws9">minimalne st<span class="_ _0"></span>any magazynowe) oraz zwięk<span class="_ _0"></span>szono moce produk<span class="_ _0"></span>cyjne w linii apara<span class="_ _0"></span>tury łączenio<span class="_ _0"></span>wej.</div><div class="t m0 x38 he y8bc ff6 fsa fc4 sc0 ls0 ws0">Apat<span class="_ _0"></span>or </div><div class="t m0 x38 he y8bd ff6 fsa fc4 sc0 ls47 ws70">Powogaz </div><div class="t m0 x138 h8 y8be ff7 fs5 fc4 sc0 ls0 ws0">Ogólna sa<span class="_ _0"></span>tys<span class="_ _0"></span>f<span class="_ _0"></span>ak<span class="_ _0"></span>cja klien<span class="_ _0"></span>tów  - 83%</div><div class="t m0 x138 h8 y8bf ff6 fs5 fc4 sc0 ls0 ws9">Celem s<span class="_ _0"></span>tra<span class="_ _0"></span>t<span class="_ _0"></span>egicznym spółk<span class="_ _0"></span>i w odniesieniu do klient<span class="_ _0"></span>ów jes<span class="_ _1"></span>t ter<span class="_ _0"></span>minowe dos<span class="_ _0"></span>tarcz<span class="_ _0"></span>anie najwyższej jak<span class="_ _0"></span>ości </div><div class="t m0 x138 h8 y8c0 ff6 fs5 fc4 sc0 ls0 ws9">wyrobó<span class="_ _0"></span>w zgodny<span class="_ _0"></span>ch z potrzebami klient<span class="_ _0"></span>ów ora<span class="_ _0"></span>z wymaganiami prawny<span class="_ _0"></span>mi i regulacy<span class="_ _0"></span>jnymi.<span class="_ _1"></span> Celem </div><div class="t m0 x138 h8 y8c1 ff6 fs5 fc4 sc0 ls0 ws9">operacy<span class="_ _0"></span>jny<span class="_ _0"></span>m jes<span class="_ _0"></span>t wzros<span class="_ _1"></span>t <span class="_ _2"></span>poziomu sat<span class="_ _0"></span>ys<span class="_ _0"></span>fak<span class="_ _1"></span>cj<span class="_ _2"></span>i klient<span class="_ _0"></span>ów<span class="_ _0"></span>.<span class="_ _0"></span> Cel zos<span class="_ _0"></span>tał zr<span class="_ _0"></span>ealizowany (wzr<span class="_ _0"></span>ost poziomu </div><div class="t m0 x138 h8 y8c2 ff6 fs5 fc4 sc0 ls0 ws0">saty<span class="_ _0"></span>sf<span class="_ _0"></span>ak<span class="_ _0"></span>cji z 80% w 2022 r<span class="_ _1"></span>.<span class="_ _0"></span> do 83% w 2023 r<span class="_ _f"></span>.)</div><div class="t m0 x38 he y8c3 ff6 fsa fc4 sc0 ls0 ws0">Apat<span class="_ _0"></span>or Metrix </div><div class="t m0 x138 h8 y8c4 ff7 fs5 fc4 sc0 ls0 wsae">Ogólne zado<span class="_ _0"></span>wolenie ze ws<span class="_ _0"></span>półpra<span class="_ _0"></span>cy - 100%</div><div class="t m0 x28 h8 y8c5 ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ws9">Poprawa wsk<span class="_ _0"></span>aźnika jak<span class="_ _0"></span>ości i obsługi sprzedaży r<span class="_ _0"></span>/<span class="_ _0"></span>r</span></span></div><div class="t m0 x28 h8 y8c6 ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 wsb6">Utrzymanie wysokiego poziomu wsk<span class="_ _0"></span>aźnikó<span class="_ _0"></span>w: ocena jak<span class="_ _0"></span>ość wyr<span class="_ _0"></span>obów,<span class="_ _1"></span> ocena reklamacji</span></span></div><div class="t m0 x28 h8 y8c7 ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ws9">Nieznaczny spadek poziomu zado<span class="_ _0"></span>wolenia klient<span class="_ _0"></span>ów w zakr<span class="_ _0"></span>esie t<span class="_ _0"></span>er<span class="_ _0"></span>minowości do<span class="_ _0"></span>staw</span></span></div><div class="t m0 x38 he y8c8 ff6 fsa fc4 sc0 ls0 ws0">Apat<span class="_ _0"></span>or Metr<span class="_ _0"></span>a</div><div class="t m0 x138 h8 y8c9 ff7 fs5 fc4 sc0 ls0 wsae">Ocenie poddano zadow<span class="_ _0"></span>olenie klient<span class="_ _0"></span>ów w nas<span class="_ _0"></span>tępujący<span class="_ _0"></span>ch obszar<span class="_ _0"></span>ach:</div><div class="t m0 x28 h8 y8ca ff8 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ws9">j<span class="_ _2"></span>ak<span class="_ _0"></span>ość obsługi sprzedaży<span class="_ _1"></span>,<span class="_ _1"></span> sz<span class="_ _2"></span>ybk<span class="_ _0"></span>ość pot<span class="_ _0"></span>wierdzania z<span class="_ _0"></span>amówień,<span class="_ _1"></span> dost<span class="_ _0"></span>ęp i got<span class="_ _0"></span>owoś<span class="_ _0"></span>ć pracownik<span class="_ _0"></span>ów działu </span></span></div><div class="t m0 xa0 h8 y8cb ff6 fs5 fc4 sc0 ls0 ws9">sprzedaży do spełnienia wymagań klienta – bar<span class="_ _0"></span>dzo wysok<span class="_ _0"></span>i wynik zadowol<span class="_ _0"></span>enia powyżej 90%</div><div class="t m0 x28 h8 y8cc ff8 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ws9">j<span class="_ _2"></span>ak<span class="_ _0"></span>ość t<span class="_ _1"></span>owarów<span class="_ _0"></span>/usług,<span class="_ _1"></span> zarządzanie reklamacjami,<span class="_ _1"></span> szybkoś<span class="_ _0"></span>ć realizacji zamówień – wyso<span class="_ _0"></span>ki wynik </span></span></div><div class="t m0 xa0 h8 y8cd ff6 fs5 fc4 sc0 ls0 ws0">zadowol<span class="_ _0"></span>enia powyżej 80%</div><div class="t m0 x11 he y8ce ff7 fsa fc4 sc0 lsb8 ws84">3.<span class="_ _1"></span> <span class="_ _2b"> </span>Efekt<span class="_ _0"></span>ywna obsługa s<span class="_ _0"></span>przedażna i posprzeda<span class="_ _0"></span>żna - Speed of service (ś<span class="_ _0"></span>redni czas ro<span class="_ _0"></span>zpat<span class="_ _0"></span>rzenia rekla<span class="_ _0"></span>macji dla spółek </div><div class="t m0 x11 he y8cf ff7 fsa fc4 sc0 lsb8 ws1c1">produk<span class="_ _1"></span>cyjny<span class="_ _0"></span>ch)</div><div class="t m0 x1c h8 y8d0 ff7 fs5 fc4 sc0 ls0 wsf">Obsługa sprzedażna i posprz<span class="_ _0"></span>edażna</div><div class="t m0 x69 he y8d1 ff7 fsa fc4 sc0 ls0 ws39">Speed of servi<span class="_ _0"></span>ce (średni czas r<span class="_ _0"></span>ozpat<span class="_ _1"></span>rzenia reklamacji w dniach)</div><div class="t m0 x4a h8 y8d2 ff7 fs5 fc4 sc0 ls0 ws9">2023 r<span class="_ _f"></span>.<span class="_ _d6"> </span>2022 r<span class="_ _f"></span>.</div><div class="t m0 x1c he y8d3 ff7 fsa fc4 sc0 ls0 ws0">Apator S<span class="_ _0"></span>A<span class="_ _d7"> </span><span class="ff6 lsbb ws67">26<span class="_ _d8"> </span><span class="ls65 wsa4">16</span></span></div><div class="t m0 x1c he y8d4 ff7 fsa fc4 sc0 ls0 ws0">F<span class="_ _1"></span>AP P<span class="_ _0"></span>af<span class="_ _0"></span>al<span class="_ _d9"> </span><span class="ff6 ls47 ws70">18<span class="_ _da"> </span><span class="lsbc ws1c2">14</span></span></div><div class="t m0 x1c he y8d5 ff7 fsa fc4 sc0 ls0 ws0">Apator Met<span class="_ _1"></span>rix<span class="_ _c1"> </span><span class="ff6">22<span class="_ _c9"> </span><span class="lsbb ws67">26</span></span></div><div class="t m0 x1c he y8d6 ff7 fsa fc4 sc0 ls0 ws0">Apator P<span class="_ _0"></span>owogaz<span class="_ _db"> </span><span class="ff6">8<span class="_ _dc"> </span>6</span></div><div class="t m0 x1c he y8d7 ff7 fsa fc4 sc0 ls0 wse0">Apator T<span class="_ _29"></span>elemetria<span class="_ _19"> </span><span class="ff6 lsbc ws1c2">14<span class="_ _c4"> </span><span class="lsbd ws1c3">20</span></span></div><div class="t m0 x1c he y8d8 ff7 fsa fc4 sc0 ls0 ws0">Apator Met<span class="_ _1"></span>ra<span class="_ _dd"> </span><span class="ff6 ls47 ws70">18<span class="_ _da"> </span>18</span></div><div class="t m2 x5a hc y61d ff8 fs9 fc0 sc0 ls70 ws0">SOCIAL - Obszar społeczn<span class="_ _0"></span>y</div></div><div class="pi" ></div></div><div id="pf45" class="pf w0 h0" ><div class="pc pc45 w0 h0"><img class="bi xb5 y86 w9 h49" alt="" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAPgAAAHfCAIAAADybYJmAAAACXBIWXMAABYlAAAWJQFJUiTwAAAK3klEQVR42u3afWyU9QHA8YeXjq4VyoAbVchAatQUwclQp5AwpBAVthHnSwquOhbHxDHCiPGNUXAKvkSd7zIFlyowX8ZMQLtAByMBCQZwtEKIEQrOEeSgWLS1Ewr74zHn7e56vRZOhHw+f/Wuz/O7h4dvn+f3PPd0OHbsWJCZI81Hf3Dbn6t3RkuG9K+8/7rOnToGcIpoQ6wz5q+q3hkNgqBq8665S9bbd5yGob/1zo4n3tgUe1lesXbd1o/sPk4VHTKZuuz6uP7snz+X8GZhj/zq+ZMiBXl2IqfDEf1I89HLpr2U/P7euoaSO/5ypPmoncjpEHrZQ2/urWtI+avqndEZ81fZiZzyoS9etW3J6m1pFnjijU1vvbPDfuQUnqPX1EYHT16YySi1L/26f++C49mOXR/XB0Gwbff+4n698nNzUk79jzQf/Wj/py2N0LdX1zR3PNOMn37YeAkrNjQdjtY3hj9v272/IL9Ln15dW9qY+IWTHefeo/2hNzQdPufm+S1NWpIvTP+9aEr77qyn/KDSkcWL7/pxJtfE8QYPiNxx/Q8nXFHcpvFbHTZ5rZra6AuVW+JvQyXvkFvHXTTj2kvyc3Ni58aJDyxLM3jJkP6PTr5i0NkRUX6tU5fxs5dmWHl4YVr20Jvt24JbHvt78gctWb2tHbcvq3dGJz6wrKY2mqXxY2eAMXe9kqbycIeUV6y9e+GazIet2rxr8OSF4ZmHE65zyncPzll4zcf1VW0Z6IaNmxsX5+ZNGN2mj6+pjcauAQp75I+8sF/s5ZQnV2x5blJLK84pG37OWd8JgmDD9j3R+s+37o6GX2YFQfBC5ZbHp5RkPn6kIG/Rnf939ogdektHFo+7tCj2fr/e3YIgeHXN9vi/nNiWhF5cUVO1eVfsAmbmxMuTp2FpNv7trf8xjfmaQv/vuprPZi8cFwRnvTBr/CvvZjLK6usuLPrVfQeWrswZNCBnUFHmH/+3de9/dTyePylSkHd5cZ+pT68MD881tdGWTuVloy8IgwgnKg1Nh8/4yaPhr6L1n7dp/PzcnITZTiz0cZcWJfwqCILlG3bEj5mwhROuKL735XXlFWvDlys37UoeIWHj46+FNmzfk7w8J37qcjT6yYFr7wl/vnjmU7XP3VzYIz/97Hzfs2Xnznrmy8jGTD/W0JT5HODZ5e/Gptfhke+GH52fMtP0uuR0yur4LUn5d1g2+oI2DRK/h3t2+7Yos39EP9J8YMLs5r114avmvXX5k+d9sOzh8bOXxk7HCddPlXOuOTju9vhV9o+/M7Lyj5l89obte2JzgFuu+n74Q6Qgb/CASHgqf3b5u3eXXpbyGrdi5XvxE4YN2/ec2PGzKmHj408RQ88tFGXWQz80t6KpamP8O01VG7s89HLl/TfNXbI+djoOPXnb6N/8dMihe19MXuXQvS92m/WLVj/71TXbv5rixx1ofzb8vDDEvXUNG7bvGTawb/K6CRsT78ZRxcc/frp52pbdx7nT02z8xeedKcrsht701vr68gXJS9SXL+gyauisG4eNuqjf8OmLwlPt678fP2xg3/SrdBk2KM0HNzQdjr9xMe2Zf8R+3ro7Gv/H0KYQ55QNv/qSouyNHwRB/BXtCTR4QGTepBGeHcpu6Eejn0TH3t7SQgeuvaewumLYwL77Xpt636K3wzsJmazSMdK9pQXWVH+YcL8v5WJPvLFp7qQRsbvRLd3r6Ne7W59eXeO/pjnO8bMqtvEz/rQqnFwV9sjf9PTNHvHPcuhHmveVTEuzUPPeugMTZkcqH4kU5H155y7jVYLOnVIu8NjSjRlu4prqD8ODdMobFy05zvEzlPK+UMXK99KvFdv4fr27hSfJvXUNc5esn3XjMEVmMfQDZX84XN3K8ypNVRsPza2IzbzbsUq8aH1j7Oq2ZEj/56dfmbDAtt37x858PZZsW0PM6vjjLi2KnR8GT16YcG5ZvmFH/Nnj8oF90gw1bGDf0pHF4fLlFWuHnlvY7j85Wgm9cfHKxiUZfTVUX77gW0PPz736snaskvD+K//86jJx+jVDk4/N/XsXFPbID0/rVZt3Resb2zR5zer41484PzblSH9lWTqyuNVvf56ffuXqLbvD0cbOfH3fa1NN07Oh44GJc9pwpBx7+xeb32/TKnW/nJfif7fyX7GfRwz+XsoVbx13UcpwM5HV8Tt36rhi3g2lI4tbnYg/PmVUq6Pl5+Ys+N1VsZcT5i3ziH82dNhXMi3h/mAanQp7FDw4pe6m+zL/gLzSkp6LZye8Gf9ER0vHvPjH/cLHBuMfM8zkWcW2jp+8eqQgL811amyETxu/qKmNdj+jS3G/Xi1tXvzHJf82foPT/9NoZ+jN+w7uK5nW6oQ7CILckqE9F8/uGOl+NPpJW1exoznJU5eOke6FmxbmlZakX67rb6+LVD4SJtuOVeAkH9Fjz6N/9tRfD059LOVCPReVp3wssR2rwEkOPQiCwzU7omOmxx5cCSfl310/v3P/Fr+XbscqcBKmLvEvcgYVFVZX5JYMjc2wz/zg1fTJtmMVOMlH9C8daW5a8U4QBMn3v1vUjlXgJIcOp/fUBYQOQgehg9BB6CB0EDoIHaGD0EHoIHQQOggdhA5CB6EjdBA6CB2EDkIHoYPQQeggdIQOQgehg9BB6CB0EDoIHYSO0EHoIHQQOggdhA5CB6GD0BE6CB2EDkIHoYPQQeggdIQOQgehg9BB6CB0EDoIHYSO0EHoIHQQOggdhA5CB6GD0BE6CB2EDkIHoYPQQeggdBA6Qgehg9BB6CB0EDoIHYQOQkfoIHQQOggdhA5CB6GD0EHoCB2EDkIHoYPQQeggdBA6CB2hg9BB6CB0EDoIHYQOQgehI3QQOggdhA5CB6GD0EHoIHSEDkIHoYPQQeggdBA6CB2EjtBB6CB0EDoIHYQOQgehI3QQOggdhA5CB6GD0EHoIHSEDqe5znYB2dNhzIPfhM0oHVnsiI6pCwgdhA5CB6GD0EHoIHSEDkIHoYPQQeggdBA6CB2EjtBB6CB0EDoIHYQOQgehg9AROggdhA5CB6GD0EHoIHQQOkIHoYPQQeggdBA6CB2EDkJH6CB0EDoIHYQOQgehg9BB6AgdhA5CB6GD0EHoIHQQOggdoYPQQeggdBA6CB2EDkIHoSN0EDoIHYQOQgehg9BB6CB0hA5CB6GD0EHoIHQQOggdodsFCB2EDkIHoYPQQeggdBA6Qgehg9BB6CB0EDoIHYQOQkfoIHQQOggdhA5CB6GD0EHoCB2EDkIHoYPQQeggdBA6CB2hg9BB6CB0EDoIHYQOQgehI3QQOggdhA5CB6GD0EHoIHSEDkIHoYPQQeggdBA6CB2EjtBB6CB0EDoIHYQOQgehg9AROggdhA5CB6GD0EHoIHQQOkIHoYPQQeggdBA6CB2EjtBB6CB0EDoIHYQOQgehg9AROggdhA5CB6GD0EHoIHQQOkIHoYPQQeggdBA6CB2EDkJH6CB0EDoIHYQOQgehg9BB6AgdhA5CB6GD0EHoIHQQOggdoYPQQeggdBA6CB2EDkIHoSN0EDoIHYQOQgehg9BB6CB0hA5CB6GD0EHoIHQQOggdhI7QQeggdBA6CB2EDkIHoYPQEToIHYQOQgehg9BB6CB0hA5CB6GD0EHoIHQQOggdhI7QQeggdBA6CB2EDkIHoYPQEToIHYQOQgehg9BB6CB0EDpCB6GD0OEb7n8sVtjO4XxkygAAAABJRU5ErkJggg=="/><div class="t m0 xb6 ha y32 ff6 fs7 fc3 sc0 lsbe ws1c4">69</div><div class="t m0 x11 h14 y8d9 ff6 fsd fc1 sc0 ls6c ws4e">4<span class="_ _1"></span>.<span class="_ _1"></span>4<span class="_ _1"></span>.<span class="_ _1"></span> WSPÓŁPRACA<span class="_ _1"></span> Z DOS<span class="_ _1"></span>T<span class="_ _f"></span>AWCAMI</div><div class="t m0 x11 h8 y8da ff6 fs5 fc4 sc0 ls0 ws167">Grupa Apat<span class="_ _1"></span>or realizuje swoje cele biznesow<span class="_ _0"></span>e w ścisłej współpracy z sz<span class="_ _0"></span>eroką gr<span class="_ _0"></span>upą partnerów biznesowy<span class="_ _0"></span>ch,<span class="_ _1"></span> wśród kt<span class="_ _0"></span>órych są </div><div class="t m0 x11 h8 y8db ff6 fs5 fc4 sc0 ls0 ws16a">dos<span class="_ _0"></span>tawcy mat<span class="_ _1"></span>eriałów i komponent<span class="_ _0"></span>ów wyk<span class="_ _0"></span>orzys<span class="_ _0"></span>tywan<span class="_ _0"></span>ych w procesach pr<span class="_ _0"></span>odukc<span class="_ _0"></span>yjn<span class="_ _0"></span>ych oraz k<span class="_ _1"></span>ooperanci wykonujący okr<span class="_ _0"></span>eślone </div><div class="t m0 x11 h8 y8dc ff6 fs5 fc4 sc0 ls0 ws9">umową usługi na rzecz spółek Grupy <span class="_ _0"></span>Apat<span class="_ _0"></span>or<span class="_ _f"></span>.</div><div class="t m0 x11 h8 y8dd ff6 fs5 fc4 sc0 ls0 ws1c5">W<span class="_ _0"></span>arunkiem współpr<span class="_ _0"></span>acy z dos<span class="_ _0"></span>tawc<span class="_ _0"></span>ami jes<span class="_ _0"></span>t prof<span class="_ _0"></span>esjonalizm świadcz<span class="_ _0"></span>onych przez nich usług,<span class="_ _1"></span> spełnianie określon<span class="_ _0"></span>ych kryt<span class="_ _1"></span>eriów </div><div class="t m0 x11 h8 y8de ff6 fs5 fc4 sc0 ls0 ws18">techniczn<span class="_ _0"></span>ych,<span class="_ _1"></span> jak<span class="_ _0"></span>ościowy<span class="_ _0"></span>ch i cenowych,<span class="_ _1"></span> a także d<span class="_ _0"></span>obre prak<span class="_ _0"></span>tyk<span class="_ _0"></span>i w zakresie bezpiecz<span class="_ _0"></span>eńst<span class="_ _0"></span>wa pracy<span class="_ _1"></span>,<span class="_ _0"></span> s<span class="_ _0"></span>tandardów ś<span class="_ _0"></span>rodowisk<span class="_ _1"></span>owych </div><div class="t m0 x11 h8 y8df ff6 fs5 fc4 sc0 ls0 ws9">i etyk<span class="_ _0"></span>i.</div><div class="t m0 x11 h16 y8e0 ff6 fsf fc1 sc0 ls0 ws80">4<span class="_ _0"></span>.<span class="_ _1"></span>4.<span class="_ _29"></span>1<span class="_ _1"></span>.<span class="_ _0"></span> Opis polit<span class="_ _0"></span>yk i spos<span class="_ _0"></span>obów działania</div><div class="t m0 x11 h8 y8e1 ff6 fs5 fc4 sc0 ls0 ws31">Główne zasad<span class="_ _0"></span>y współpracy z d<span class="_ _0"></span>ost<span class="_ _0"></span>awcami w Grupie <span class="_ _0"></span>Apat<span class="_ _0"></span>or zos<span class="_ _0"></span>tały określ<span class="_ _0"></span>one w  Wyt<span class="_ _0"></span>ycznej grupowej <span class="_ _1"></span>„Realizacja współpr<span class="_ _0"></span>acy </div><div class="t m0 x11 h8 y8e2 ff6 fs5 fc4 sc0 ls0 wsb0">spółek Grupy <span class="_ _0"></span>Apat<span class="_ _0"></span>or z kooper<span class="_ _0"></span>antami i dos<span class="_ _0"></span>tawc<span class="_ _0"></span>ami”,<span class="_ _1"></span> która obo<span class="_ _0"></span>wiązuje we wszys<span class="_ _0"></span>t<span class="_ _0"></span>kich produk<span class="_ _0"></span>cy<span class="_ _0"></span>jny<span class="_ _0"></span>ch spółkach Grupy <span class="_ _0"></span>Apat<span class="_ _0"></span>or<span class="_ _f"></span>.<span class="_ _0"></span> <span class="_ _72"></span><span class="ws0"> </span></div><div class="t m0 x11 h8 y8e3 ff6 fs5 fc4 sc0 ls0 wsa7">W każd<span class="_ _0"></span>ej spółce produk<span class="_ _0"></span>cyjnej opr<span class="_ _0"></span>acowano t<span class="_ _0"></span>akże szereg wew<span class="_ _0"></span>nętrzn<span class="_ _0"></span>ych regulacji prec<span class="_ _0"></span>yzujących spos<span class="_ _0"></span>ób wyboru or<span class="_ _0"></span>az oceny do<span class="ws0">-</span></div><div class="t m0 x11 h8 y8e4 ff6 fs5 fc4 sc0 ls0 ws1b1">st<span class="_ _0"></span>awców i k<span class="_ _0"></span>ooperant<span class="_ _0"></span>ów<span class="_ _0"></span>.<span class="_ _0"></span> W<span class="_ _0"></span> relacjach biznesowy<span class="_ _0"></span>ch z klientami,<span class="_ _1"></span> dost<span class="_ _0"></span>awcami oraz partner<span class="_ _0"></span>ami biznesowymi obowiązują z<span class="_ _0"></span>apisy </div><div class="t m0 x11 h8 y8e5 ff6 fs5 fc4 sc0 ls0 wsfb">K<span class="_ _0"></span>odeksu ety<span class="_ _0"></span>cznego Grupy Apat<span class="_ _1"></span>or<span class="_ _1"></span>.</div><div class="t m0 x11 h8 y8e6 ff6 fs5 fc4 sc0 ls0 wse9">Wyty<span class="_ _0"></span>czna kor<span class="_ _0"></span>pora<span class="_ _0"></span>cyjna wyznacz<span class="_ _0"></span>a sposób or<span class="_ _0"></span>ganizacji procesów operac<span class="_ _0"></span>yjn<span class="_ _0"></span>ych w zakr<span class="_ _0"></span>esie zakupu i k<span class="_ _0"></span>ooperacji,<span class="_ _1"></span> w szczególnoś<span class="_ _0"></span>ci <span class="_ _72"></span> </div><div class="t m0 x11 h8 y8e7 ff6 fs5 fc4 sc0 ls0 ws9">konieczno<span class="_ _0"></span>ści określ<span class="_ _0"></span>enia:</div><div class="t m0 x37 h8 y8e8 ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ws9">kryteriów wyboru,<span class="_ _1"></span> kwaliﬁkacji i okr<span class="_ _0"></span>esowej ocen<span class="_ _0"></span>y partnerów<span class="_ _0"></span>,</span></span></div><div class="t m0 x37 h8 y8e9 ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ws9">wymagań  dot.<span class="_ _0"></span> organizacji procesu pr<span class="_ _0"></span>odukcji,</span></span></div><div class="t m0 x37 h8 y8ea ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4">sposobów audyt<span class="_ _0"></span>owania i wizyt<span class="_ _0"></span>owania proces<span class="_ _0"></span>ów,</span></span></div><div class="t m0 x37 h8 y8eb ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ws1b7">sposobów infor<span class="_ _1"></span>mowania o wynikach kwaliﬁkacji i oceny or<span class="_ _0"></span>az wynikach aud<span class="_ _0"></span>ytów d<span class="_ _0"></span>ost<span class="_ _0"></span>awców<span class="_ _0"></span>/kooper<span class="_ _0"></span>ant<span class="_ _0"></span>ów i ust<span class="_ _0"></span>aleniach </span></span></div><div class="t m0 x1d h8 y8ec ff6 fs5 fc4 sc0 ls0 wsb6">podjęty<span class="_ _0"></span>ch w t<span class="_ _0"></span>rak<span class="_ _0"></span>cie wizyt,</div><div class="t m0 x37 h8 y8ed ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ws9">metodyk<span class="_ _0"></span>i  szacowania ryzyka związ<span class="_ _0"></span>anego z dos<span class="_ _0"></span>tawcami/kooper<span class="_ _0"></span>antam.</span></span></div><div class="t m0 x11 h8 y8ee ff6 fs5 fc4 sc0 ls0 ws9">Generalne zasad<span class="_ _0"></span>y współprac<span class="_ _0"></span>y z dos<span class="_ _0"></span>tawcami:</div><div class="t m0 x37 h8 y8ef ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ws17">współpracując z dos<span class="_ _0"></span>tawcami i k<span class="_ _0"></span>ooperant<span class="_ _0"></span>ami spółki Grupy <span class="_ _0"></span>Apat<span class="_ _0"></span>or dążą do za<span class="_ _0"></span>warcia umowy o współpr<span class="_ _0"></span>acy<span class="_ _1"></span>,<span class="_ _0"></span> przest<span class="_ _0"></span>rzegają we<span class="ws0">-</span></span></span></div><div class="t m0 x1d h8 y8f0 ff6 fs5 fc4 sc0 ls0 ws9">wnętrzn<span class="_ _0"></span>ych procedur i  s<span class="_ _0"></span>t<span class="_ _0"></span>osują odpowiednie narzędzia do obsługi i k<span class="_ _0"></span>omunikacji z partnerami,</div><div class="t m0 x37 h8 y8f1 ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ws13c">polityka zak<span class="_ _0"></span>upowa k<span class="_ _0"></span>oncentruj<span class="_ _0"></span>e się głównie na wyborze wiaryg<span class="_ _0"></span>odnych i s<span class="_ _0"></span>pełniających o<span class="_ _0"></span>kreślone kryt<span class="_ _1"></span>eria jakościowe partne<span class="ws0">-</span></span></span></div><div class="t m0 x1d h8 y8f2 ff6 fs5 fc4 sc0 ls0 ws9">rów<span class="_ _0"></span>,<span class="_ _1"></span> przy uwzględnieniu wymagań cenowych,</div><div class="t m0 x37 h8 y8f3 ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ws157">spółki Grupy Apa<span class="_ _0"></span>tor pr<span class="_ _0"></span>owadzą k<span class="_ _1"></span>onkurencyjną i ot<span class="_ _0"></span>wartą polityk<span class="_ _1"></span>ę zakupową<span class="_ _1"></span>,<span class="_ _0"></span> dbając <span class="_ _0"></span>jednocześnie o przest<span class="_ _0"></span>rzeganie obowiązu<span class="ws0">-</span></span></span></div><div class="t m0 x1d h8 y8f4 ff6 fs5 fc4 sc0 ls0 ws9">jących zasad et<span class="_ _0"></span>yczn<span class="_ _0"></span>ych,<span class="_ _1"></span> </div><div class="t m0 x37 h8 y8f5 ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ws14d">szczególną wagę nadaj<span class="_ _0"></span>e się kwes<span class="_ _0"></span>tiom poszanowania pr<span class="_ _0"></span>aw z tyt<span class="_ _1"></span>ułu ochrony własności int<span class="_ _0"></span>elekt<span class="_ _0"></span>ualnej zaró<span class="_ _0"></span>wno odniesieniu <span class="_ _95"></span><span class="ws0"> </span></span></span></div><div class="t m0 x1d h8 y8f6 ff6 fs5 fc4 sc0 ls0 ws11">do praw part<span class="_ _0"></span>nerów<span class="_ _0"></span>,<span class="_ _1"></span> jak i praw przysługujący<span class="_ _0"></span>ch spółk<span class="_ _0"></span>om Grup<span class="_ _0"></span>y Apat<span class="_ _1"></span>or<span class="_ _0"></span>,</div><div class="t m0 x37 h8 y8f7 ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ws11a">w umowach z partnerami st<span class="_ _1"></span>osowane są klauzule antyk<span class="_ _1"></span>orupcyjne,<span class="_ _1"></span> ochrony dan<span class="_ _0"></span>ych osobowy<span class="_ _0"></span>ch i przest<span class="_ _0"></span>rzegania zasad ety<span class="_ _0"></span>cz<span class="ws0">-</span></span></span></div><div class="t m0 x1d h8 y8f8 ff6 fs5 fc4 sc0 ls0 ws0">nych,</div><div class="t m0 x37 h8 y8f9 ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ws1c6">w umowach z partnerami st<span class="_ _1"></span>osowane są klauzule dot.<span class="_ _1"></span> bezpieczeństwa pr<span class="_ _0"></span>acy dos<span class="_ _0"></span>tawcó<span class="_ _0"></span>w i kooper<span class="_ _0"></span>ant<span class="_ _0"></span>ów w odniesieniu <span class="_ _39"></span><span class="ws0"> </span></span></span></div><div class="t m0 x1d h8 y8fa ff6 fs5 fc4 sc0 ls0 ws9">do pracownik<span class="_ _1"></span>ów i środowiska<span class="_ _1"></span>,</div><div class="t m0 x37 h8 y8fb ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ws9">partnerzy biznesowi są zapoznawani ze s<span class="_ _0"></span>tandardami działania obowiązującymi w Grupi<span class="_ _0"></span>e Apat<span class="_ _0"></span>or<span class="_ _f"></span>.<span class="_ _0"></span> </span></span></div><div class="t m0 x37 h8 y8fc ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 wsfd">w ramach wspierania najbliższego,<span class="_ _1"></span> lok<span class="_ _0"></span>alnego ot<span class="_ _0"></span>oczenia – w miarę możliwości spółk<span class="_ _0"></span>i Grupy Apa<span class="_ _0"></span>t<span class="_ _0"></span>or star<span class="_ _0"></span>ają się poszuk<span class="_ _0"></span>iwać <span class="_ _95"></span><span class="ws0"> </span></span></span></div><div class="t m0 x1d h8 y8fd ff6 fs5 fc4 sc0 ls0 ws9">i korzys<span class="_ _1"></span>tać z usług dosta<span class="_ _0"></span>wców i k<span class="_ _0"></span>ooperant<span class="_ _0"></span>ów kra<span class="_ _0"></span>jowy<span class="_ _0"></span>ch.</div><div class="t m0 x11 h8 y8fe ff6 fs5 fc4 sc0 ls0 ws172">Ryzyka związane z poszcz<span class="_ _0"></span>ególnymi d<span class="_ _0"></span>ost<span class="_ _0"></span>awcami są analizowane na etapie kwaliﬁkacji do<span class="_ _0"></span>st<span class="_ _0"></span>awców,<span class="_ _1"></span> a nast<span class="_ _0"></span>ępnie ich ws<span class="_ _0"></span>tępnej oce<span class="ws0">-</span></div><div class="t m0 x11 h8 y8ff ff6 fs5 fc4 sc0 ls0 wsab">ny or<span class="_ _0"></span>az oceny okr<span class="_ _0"></span>esowej.<span class="_ _0"></span> Pod<span class="_ _0"></span>sta<span class="_ _0"></span>wą zawar<span class="_ _0"></span>cia współpracy są ś<span class="_ _0"></span>ciśle określ<span class="_ _0"></span>one kryteria <span class="_ _0"></span>wyboru dos<span class="_ _0"></span>tawc<span class="_ _0"></span>y<span class="_ _0"></span>,<span class="_ _1"></span> do który<span class="_ _0"></span>ch należą m.in.<span class="_ _1"></span> </div><div class="t m0 x11 h8 y900 ff6 fs5 fc4 sc0 ls0 wsb2">cena<span class="_ _1"></span>,<span class="_ _0"></span> t<span class="_ _0"></span>ermin pła<span class="_ _0"></span>tności,<span class="_ _1"></span> możliwość u<span class="_ _0"></span>trzymania przez dos<span class="_ _0"></span>tawcę z<span class="_ _0"></span>apasu,<span class="_ _1"></span> ryzyka współpracy<span class="_ _1"></span>,<span class="_ _0"></span> wynik kwaliﬁkacji or<span class="_ _0"></span>az oceny s<span class="_ _0"></span>yst<span class="_ _1"></span>emu </div><div class="t m0 x11 h8 y901 ff6 fs5 fc4 sc0 ls0 ws9">zarządzania<span class="_ _1"></span>. Br<span class="_ _0"></span>ane są pod uwagę równi<span class="_ _0"></span>eż wyniki jak<span class="_ _0"></span>ości odbioru d<span class="_ _0"></span>ost<span class="_ _0"></span>aw oraz aud<span class="_ _0"></span>yt<span class="_ _0"></span>ów dos<span class="_ _0"></span>tawców<span class="_ _1"></span>.</div><div class="t m0 x11 h8 y902 ff6 fs5 fc4 sc0 ls0 ws181">Zarządzanie dos<span class="_ _0"></span>tawc<span class="_ _0"></span>ami obejmuje także pr<span class="_ _0"></span>oces oceny do<span class="_ _0"></span>staw<span class="_ _0"></span>ców,<span class="_ _1"></span> w t<span class="_ _0"></span>ym progr<span class="_ _0"></span>amy audyt<span class="_ _1"></span>ów.<span class="_ _0"></span> Uwzgl<span class="_ _0"></span>ędniają one zagadnienia <span class="_ _72"></span><span class="ws0"> </span></div><div class="t m0 x11 h8 y903 ff6 fs5 fc4 sc0 ls0 ws11e">z obszaru ESG  (lis<span class="_ _0"></span>ta pytań aud<span class="_ _0"></span>yt<span class="_ _0"></span>owych zawier<span class="_ _0"></span>a m.in.<span class="_ _0"></span> aspekt<span class="_ _0"></span>y BHP<span class="_ _1"></span>,<span class="_ _0"></span> kwes<span class="_ _0"></span>tie res<span class="_ _0"></span>pekto<span class="_ _0"></span>wania praw człowiek<span class="_ _0"></span>a i praw pracow<span class="_ _0"></span>ni<span class="ws0">-</span></div><div class="t m0 x11 h8 y904 ff6 fs5 fc4 sc0 ls0 ws9">czych oraz as<span class="_ _0"></span>pekty śr<span class="_ _0"></span>odowisk<span class="_ _0"></span>owe).</div><div class="t m0 x11 h8 y905 ff6 fs5 fc4 sc0 ls0 ws18a">Przeds<span class="_ _0"></span>tawiane dos<span class="_ _0"></span>tawcom i k<span class="_ _1"></span>ooperantom oczekiw<span class="_ _0"></span>ania oparte są na główn<span class="_ _0"></span>ych wyt<span class="_ _0"></span>yczny<span class="_ _0"></span>ch norm: ISO 9001<span class="_ _0"></span>:2015,<span class="_ _1"></span> ISO </div><div class="t m0 x11 h8 y906 ff6 fs5 fc4 sc0 ls0 ws0">14001:2015,<span class="_ _1"></span> ISO 45001:2018 oraz I<span class="_ _0"></span>SO 27001:2013.</div><div class="t m2 x10f hc y61d ff8 fs9 fc0 sc0 ls70 ws0">SOCIAL - Obszar społeczn<span class="_ _0"></span>y</div></div><div class="pi" ></div></div><div id="pf46" class="pf w0 h0" ><div class="pc pc46 w0 h0"><img class="bi x0 y86 w3 h1e" alt="" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAC0AAAEqCAIAAAAOCk7BAAAACXBIWXMAABYlAAAWJQFJUiTwAAAAvUlEQVR42u3OMQEAMAgDsDJveEM21zxwJApS6ckBLzd4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh8C72XAyGZlwlcAAAAAElFTkSuQmCC"/><div class="t m0 x7f ha y32 ff6 fs7 fc3 sc0 ls0 ws0">70</div><div class="t m0 x11 h8 y278 ff7 fs5 fc4 sc0 ls0 wsae">Przest<span class="_ _0"></span>rzeganie zasad ety<span class="_ _0"></span>czny<span class="_ _0"></span>ch przez dos<span class="_ _0"></span>tawców</div><div class="t m0 x11 h8 y3f5 ff6 fs5 fc4 sc0 ls0 ws1c7">Polity<span class="_ _0"></span>ka zakupow<span class="_ _0"></span>a w spółkach Grup<span class="_ _0"></span>y Apat<span class="_ _1"></span>or jest oparta na założ<span class="_ _0"></span>eniu wielolet<span class="_ _0"></span>niej sta<span class="_ _0"></span>bilnej współpracy z dos<span class="_ _1"></span>tawcami. Spółk<span class="_ _0"></span>i </div><div class="t m0 x11 h8 y3f6 ff6 fs5 fc4 sc0 ls0 ws12b">Grupy Apa<span class="_ _0"></span>t<span class="_ _0"></span>or budują długof<span class="_ _0"></span>alowe r<span class="_ _0"></span>elacje zwłaszcza z grupą klu<span class="_ _0"></span>czowych partner<span class="_ _0"></span>ów tzw<span class="_ _0"></span>.<span class="_ _1"></span> dostawcami s<span class="_ _0"></span>tr<span class="_ _0"></span>at<span class="_ _0"></span>egicznymi,<span class="_ _1"></span> kt<span class="_ _0"></span>órzy </div><div class="t m0 x11 h8 y3f7 ff6 fs5 fc4 sc0 ls0 ws11b">odgrywa<span class="_ _0"></span>ją największą ro<span class="_ _0"></span>lę w łańcuchu wart<span class="_ _0"></span>ości Grupy<span class="_ _1"></span>.<span class="_ _0"></span> Spółki Grup<span class="_ _0"></span>y Apat<span class="_ _0"></span>or oczekują od wszys<span class="_ _0"></span>tk<span class="_ _0"></span>ich swoich partner<span class="_ _0"></span>ów prze<span class="ws0">-</span></div><div class="t m0 x11 h8 y3f8 ff6 fs5 fc4 sc0 ls0 wsfb">st<span class="_ _0"></span>rzegania najwyższych s<span class="_ _0"></span>tandardów e<span class="_ _0"></span>tyczn<span class="_ _0"></span>ych.<span class="_ _1"></span> Ponieważ Grupa Apat<span class="_ _1"></span>or współpracuje z szerok<span class="_ _0"></span>im gronem ok.<span class="_ _1"></span> 7 tys.<span class="_ _1"></span> dosta<span class="_ _0"></span>wców,<span class="_ _1"></span> </div><div class="t m0 x11 h8 y3f9 ff6 fs5 fc4 sc0 ls0 ws1b8">jej ist<span class="_ _1"></span>otne działania w obszarze zarzadzania d<span class="_ _0"></span>ost<span class="_ _0"></span>awcami sk<span class="_ _0"></span>oncentr<span class="_ _0"></span>owane są na 1<span class="_ _0"></span>70 z nich (dos<span class="_ _0"></span>tawcy s<span class="_ _0"></span>tr<span class="_ _0"></span>at<span class="_ _0"></span>egiczni),<span class="_ _1"></span> którzy są </div><div class="t m0 x11 h8 y3fa ff6 fs5 fc4 sc0 ls0 ws9">zobowiązani m.<span class="_ _1"></span> <span class="_ _2"></span>in.<span class="_ _1"></span> do respekto<span class="_ _0"></span>wania praw człowieka<span class="_ _1"></span>,<span class="_ _1"></span> praw pracowniczy<span class="_ _0"></span>ch oraz s<span class="_ _0"></span>tandardów ś<span class="_ _0"></span>rodowisk<span class="_ _1"></span>owych.</div><div class="t m0 x11 h8 y3fb ff6 fs5 fc4 sc0 ls0 ws1c8">W ramach zasad ws<span class="_ _0"></span>półpracy ze spółk<span class="_ _0"></span>ami Grupy Apa<span class="_ _0"></span>t<span class="_ _0"></span>or dos<span class="_ _0"></span>tawcy zobo<span class="_ _0"></span>wiązują się do przest<span class="_ _0"></span>rzegania przepisów prawa<span class="_ _1"></span>,<span class="_ _1"></span> <span class="_ _39"></span><span class="ws0"> </span></div><div class="t m0 x11 h8 y3fc ff6 fs5 fc4 sc0 ls0 ws162">a w szczególności przepis<span class="_ _0"></span>ów BHP<span class="_ _1"></span>,<span class="_ _0"></span> działania zgodnego z prawem,<span class="_ _1"></span> t<span class="_ _0"></span>worzenia bezpiecznego s<span class="_ _0"></span>tanowiska pr<span class="_ _0"></span>acy<span class="_ _1"></span>,<span class="_ _0"></span> niedopuszczania </div><div class="t m0 x11 h8 y3fd ff6 fs5 fc4 sc0 ls0 ws147">małoletnich d<span class="_ _0"></span>o pracy<span class="_ _1"></span>,<span class="_ _0"></span> poszanowania śr<span class="_ _0"></span>odowiska na<span class="_ _0"></span>tur<span class="_ _0"></span>alnego,<span class="_ _1"></span> etyki biznes<span class="_ _0"></span>u i prakt<span class="_ _0"></span>yk uczciwej k<span class="_ _0"></span>onkurencji.<span class="_ _1"></span> Podczas audyt<span class="_ _0"></span>u <span class="_ _34"></span><span class="ws0"> </span></div><div class="t m0 x11 h8 y3fe ff6 fs5 fc4 sc0 ls0 wse3">u dos<span class="_ _0"></span>tawcy ocenie podlega spełnianie kryt<span class="_ _0"></span>eriów ESG.<span class="_ _1"></span> Kryteria ESG są także el<span class="_ _0"></span>ementem o<span class="_ _0"></span>bowiązk<span class="_ _0"></span>owej oceny okr<span class="_ _0"></span>esowej do<span class="ws0">-</span></div><div class="t m0 x11 h8 y3ff ff6 fs5 fc4 sc0 ls0 ws16a">st<span class="_ _0"></span>awców st<span class="_ _0"></span>ra<span class="_ _0"></span>tegiczn<span class="_ _0"></span>ych.<span class="_ _1"></span> W przypadku zgłoszonej niezgodno<span class="_ _0"></span>ści,<span class="_ _1"></span> dostaw<span class="_ _0"></span>ca jes<span class="_ _1"></span>t zobligowany do podjęcia działań  k<span class="_ _0"></span>orek<span class="_ _0"></span>cy<span class="_ _0"></span>jnych </div><div class="t m0 x11 h8 y400 ff6 fs5 fc4 sc0 ls0 ws9">lub kory<span class="_ _0"></span>gujących.</div><div class="t m0 x11 h8 y401 ff7 fs5 fc4 sc0 ls0 wsae">Zasady d<span class="_ _0"></span>ot.<span class="_ _0"></span> bezpieczeńs<span class="_ _0"></span>twa pr<span class="_ _0"></span>oduktów obo<span class="_ _0"></span>wiązujące dos<span class="_ _0"></span>tawców</div><div class="t m0 x11 h8 y402 ff6 fs5 fc4 sc0 ls0 ws1b3">Dost<span class="_ _0"></span>awcy Grup<span class="_ _0"></span>y Apat<span class="_ _0"></span>or są zobligow<span class="_ _0"></span>ani postanowieniami umowy d<span class="_ _0"></span>o zapewnienia<span class="_ _1"></span>,<span class="_ _0"></span> że do<span class="_ _0"></span>star<span class="_ _0"></span>czane wyr<span class="_ _0"></span>oby<span class="_ _1"></span>,<span class="_ _0"></span> mat<span class="_ _0"></span>eriały<span class="_ _0"></span>,<span class="_ _1"></span> kompo<span class="ws0">-</span></div><div class="t m0 x11 h8 y403 ff6 fs5 fc4 sc0 ls0 ws190">nenty<span class="_ _1"></span>,<span class="_ _1"></span> <span class="_ _2"></span>prepar<span class="_ _0"></span>aty niebezpieczne są zg<span class="_ _0"></span>odne z dos<span class="_ _0"></span>tarczoną przez zamawia<span class="_ _0"></span>jącego specyﬁkacją<span class="_ _1"></span>,<span class="_ _1"></span> wszelkie wymagania doty<span class="_ _0"></span>czące </div><div class="t m0 x11 h8 y404 ff6 fs5 fc4 sc0 ls0 ws13">użytk<span class="_ _0"></span>owania<span class="_ _1"></span>,<span class="_ _1"></span> środki os<span class="_ _0"></span>tro<span class="_ _0"></span>żności lub inne środk<span class="_ _0"></span>i ochronne zos<span class="_ _1"></span>tały zakomunik<span class="_ _0"></span>owane i przekazane zamawia<span class="_ _0"></span>jącemu i nie stanowią </div><div class="t m0 x11 h8 y405 ff6 fs5 fc4 sc0 ls0 ws9">zagro<span class="_ _0"></span>żenia dla środo<span class="_ _0"></span>wiska i pracow<span class="_ _0"></span>ników zamawia<span class="_ _0"></span>jącego.<span class="_ _1"></span> </div><div class="t m0 x11 h8 y718 ff6 fs5 fc4 sc0 ls0 ws131">Ponadt<span class="_ _0"></span>o,<span class="_ _1"></span> dos<span class="_ _0"></span>tawcy zapewnia<span class="_ _0"></span>ją<span class="_ _1"></span>,<span class="_ _0"></span> że opak<span class="_ _0"></span>owania t<span class="_ _0"></span>ransport<span class="_ _0"></span>owe ora<span class="_ _0"></span>z sposób pak<span class="_ _0"></span>owania i wyk<span class="_ _0"></span>orzyst<span class="_ _0"></span>ywane mat<span class="_ _0"></span>eriały dla opak<span class="_ _0"></span>o<span class="ws0">-</span></div><div class="t m0 x11 h8 y407 ff6 fs5 fc4 sc0 ls0 ws14c">wań jednos<span class="_ _1"></span>tkowy<span class="_ _0"></span>ch i zbiorczy<span class="_ _0"></span>ch nie stanowią z<span class="_ _0"></span>agrożenia podcz<span class="_ _0"></span>as operacji logis<span class="_ _0"></span>ty<span class="_ _0"></span>cznych (r<span class="_ _0"></span>ozładunek,<span class="_ _1"></span> tr<span class="_ _0"></span>ansport,<span class="_ _1"></span> <span class="_ _2"></span>magazynowa<span class="ws0">-</span></div><div class="t m0 x11 h8 y408 ff6 fs5 fc4 sc0 ls0 ws9">nie) realizowany<span class="_ _0"></span>ch u zamawia<span class="_ _0"></span>jącego.</div><div class="t m0 x11 h8 y486 ff7 fs5 fc4 sc0 ls0 wsf">Zasady d<span class="_ _0"></span>ot.<span class="_ _0"></span> bezpieczeńs<span class="_ _0"></span>twa pr<span class="_ _0"></span>acy w relacjach z k<span class="_ _1"></span>ooperantami</div><div class="t m0 x11 h8 y487 ff6 fs5 fc4 sc0 ls0 wsf3">Zg<span class="_ _0"></span>odnie z Polity<span class="_ _0"></span>ką Zarządz<span class="_ _0"></span>ania opartą o normę PN-ISO 45001 (Sy<span class="_ _0"></span>st<span class="_ _0"></span>em Zarządzania Bezpieczeńs<span class="_ _1"></span>twem i Higieną Pracy) spółki </div><div class="t m0 x11 h8 y488 ff6 fs5 fc4 sc0 ls0 ws180">Grupy Apa<span class="_ _0"></span>t<span class="_ _0"></span>or podejmują zobowiązanie względ<span class="_ _0"></span>em kooper<span class="_ _0"></span>ant<span class="_ _0"></span>ów,<span class="_ _1"></span> że proces<span class="_ _0"></span>y przekazywane do realizacji u zl<span class="_ _0"></span>eceniobiorców nie </div><div class="t m0 x11 h8 y489 ff6 fs5 fc4 sc0 ls0 ws16f">st<span class="_ _0"></span>anowią zagro<span class="_ _0"></span>żenia dla ich pr<span class="_ _0"></span>acownikó<span class="_ _0"></span>w pod warunkiem <span class="_ _0"></span>st<span class="_ _0"></span>osow<span class="_ _0"></span>ania się do r<span class="_ _0"></span>eguł przekazan<span class="_ _0"></span>ych podcz<span class="_ _0"></span>as rozmów <span class="_ _0"></span>t<span class="_ _0"></span>echnicznych,<span class="_ _1"></span> </div><div class="t m0 x11 h8 y48a ff6 fs5 fc4 sc0 ls0 ws1c9">w mat<span class="_ _0"></span>eriałach infor<span class="_ _0"></span>macy<span class="_ _0"></span>jny<span class="_ _0"></span>ch,<span class="_ _1"></span> instruk<span class="_ _1"></span>cj<span class="_ _2"></span>ach BHP<span class="_ _1"></span>,<span class="_ _0"></span> kartach char<span class="_ _0"></span>akt<span class="_ _0"></span>eryst<span class="_ _0"></span>yk<span class="_ _0"></span>i preparat<span class="_ _1"></span>ów niebezpiecznych,<span class="_ _1"></span> DTR it<span class="_ _0"></span>d.,<span class="_ _1"></span> potwierdz<span class="_ _0"></span>o<span class="ws0">-</span></div><div class="t m0 x11 h8 y48b ff6 fs5 fc4 sc0 ls0 ws11">nych pi<span class="_ _0"></span>semnym pr<span class="_ _0"></span>ot<span class="_ _0"></span>ok<span class="_ _0"></span>ołem podpisanym przez s<span class="_ _1"></span>trony umowy<span class="_ _1"></span>.</div><div class="t m0 x11 h8 y48c ff6 fs5 fc4 sc0 ls0 wsf9">Jednocześnie zleceniobi<span class="_ _0"></span>orcy muszą <span class="_ _0"></span>zagwarant<span class="_ _1"></span>ować,<span class="_ _1"></span> że pracownicy r<span class="_ _0"></span>ealizujący prace na rzecz spółek <span class="_ _0"></span>Grupy <span class="_ _0"></span>Apat<span class="_ _0"></span>or posiadają od<span class="ws0">-</span></div><div class="t m0 x11 h8 y872 ff6 fs5 fc4 sc0 ls0 wsa9">powiednie kwaliﬁkacje po<span class="_ _0"></span>twierdzone s<span class="_ _1"></span>tosown<span class="_ _0"></span>ymi dokument<span class="_ _0"></span>ami tak<span class="_ _0"></span>imi,<span class="_ _1"></span> jak świadectwa lub cert<span class="_ _0"></span>yﬁkaty po<span class="_ _0"></span>twierdz<span class="_ _0"></span>ające odbyt<span class="_ _1"></span>e </div><div class="t m0 x11 h8 y907 ff6 fs5 fc4 sc0 ls0 ws0">szko<span class="_ _0"></span>lenia<span class="_ _1"></span>.</div><div class="t m0 x11 h8 y48f ff6 fs5 fc4 sc0 ls0 ws185">W przypadku czy<span class="_ _0"></span>nników mogący<span class="_ _0"></span>ch negatyw<span class="_ _0"></span>nie oddziaływać na pr<span class="_ _0"></span>acownik<span class="_ _0"></span>ów,<span class="_ _1"></span> proces<span class="_ _0"></span>y i śr<span class="_ _0"></span>odowisk<span class="_ _0"></span>o,<span class="_ _1"></span> przed rozpoczęciem prac </div><div class="t m0 x11 h8 y490 ff6 fs5 fc4 sc0 ls0 ws146">st<span class="_ _0"></span>ron<span class="_ _0"></span>y współpracy zo<span class="_ _0"></span>bowiązują się do przekazania inf<span class="_ _0"></span>or<span class="_ _0"></span>macji,<span class="_ _1"></span> instruk<span class="_ _0"></span>cji,<span class="_ _1"></span> procedur oraz kart chara<span class="_ _0"></span>ktery<span class="_ _0"></span>st<span class="_ _0"></span>yk prepara<span class="_ _0"></span>t<span class="_ _0"></span>ów niebez<span class="ws0">-</span></div><div class="t m0 x11 h8 y491 ff6 fs5 fc4 sc0 ls0 ws9">pieczny<span class="_ _0"></span>ch związanych z r<span class="_ _0"></span>ealizacją zlecenia<span class="_ _1"></span>.</div><div class="t m0 x11 h8 y71d ff7 fs5 fc4 sc0 ls0 wsae">Progr<span class="_ _0"></span>amy ro<span class="_ _0"></span>zwoju ws<span class="_ _0"></span>półpra<span class="_ _0"></span>cy z dosta<span class="_ _0"></span>wcami </div><div class="t m0 x11 h8 y71e ff6 fs5 fc4 sc0 ls0 ws9">Współpr<span class="_ _0"></span>aca z dos<span class="_ _1"></span>tawcami odbywa się m.in.<span class="_ _0"></span> poprzez:   </div><div class="t m0 x37 h8 y71f ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ws9">prowadzenie regular<span class="_ _0"></span>ny<span class="_ _0"></span>ch spot<span class="_ _0"></span>kań S&amp;OP<span class="_ _1"></span>,<span class="_ _1"></span> </span></span></div><div class="t m0 x37 h8 y720 ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ws11">cykliczny przegląd ryzyk rynk<span class="_ _1"></span>owych i syt<span class="_ _0"></span>uacji dos<span class="_ _0"></span>tawcó<span class="_ _0"></span>w,</span></span></div><div class="t m0 x37 h8 y721 ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ws9">rozwój i dosk<span class="_ _0"></span>onalenie d<span class="_ _0"></span>ost<span class="_ _0"></span>awców,<span class="_ _1"></span> </span></span></div><div class="t m0 x37 h8 y722 ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ws9">współpracę w czasie wdr<span class="_ _0"></span>ożenia i uruchamiania nowej produk<span class="_ _0"></span>cji u dos<span class="_ _0"></span>tawców dla spółek Gr<span class="_ _0"></span>upy Apa<span class="_ _0"></span>tor<span class="_ _1"></span>,</span></span></div><div class="t m0 x37 h8 y723 ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ws9">zapraszanie dos<span class="_ _0"></span>tawców d<span class="_ _0"></span>o czynnego udziału i współpr<span class="_ _0"></span>acy w projek<span class="_ _0"></span>tow<span class="_ _0"></span>aniu nowych narzędzi i wyrobó<span class="_ _0"></span>w.</span></span></div><div class="t m0 x11 h16 y908 ff6 fsf fc1 sc0 ls0 ws80">4<span class="_ _0"></span>.<span class="_ _1"></span>4.2.<span class="_ _1"></span> Podejmow<span class="_ _0"></span>ane działania i uzyskane rezul<span class="_ _0"></span>ta<span class="_ _0"></span>ty</div><div class="t m0 x11 h8 y909 ff6 fs5 fc4 sc0 ls0 ws181">W os<span class="_ _0"></span>tat<span class="_ _0"></span>nich lat<span class="_ _0"></span>ach spółki Grupy <span class="_ _0"></span>Apat<span class="_ _0"></span>or działały w warunk<span class="_ _0"></span>ach niestabilnego <span class="_ _0"></span>ot<span class="_ _0"></span>oczenia makro,<span class="_ _1"></span> wysokiej inﬂacji i zaburzon<span class="_ _0"></span>ych </div><div class="t m0 x11 h8 y90a ff6 fs5 fc4 sc0 ls0 ws171">łańcuchów dos<span class="_ _0"></span>taw<span class="_ _0"></span>.<span class="_ _1"></span> Cz<span class="_ _2"></span>ynniki <span class="_ _0"></span>te negat<span class="_ _0"></span>ywnie wpłynęły na d<span class="_ _0"></span>oty<span class="_ _0"></span>chczasowe,<span class="_ _1"></span> usys<span class="_ _1"></span>tematyz<span class="_ _0"></span>owane zarządzanie łańcuchem do<span class="_ _0"></span>sta<span class="_ _0"></span>w,<span class="_ _1"></span> </div><div class="t m0 x11 h8 y90b ff6 fs5 fc4 sc0 ls0 wsb6">jednocześnie mot<span class="_ _0"></span>ywując zespoły operacy<span class="_ _0"></span>jne w spółkach d<span class="_ _0"></span>o efek<span class="_ _0"></span>tywnego z<span class="_ _0"></span>arządzania ryzykami w łańcuchach dos<span class="_ _0"></span>taw i bar<span class="_ _0"></span>dziej </div><div class="t m0 x11 h8 y90c ff6 fs5 fc4 sc0 ls0 ws9">elast<span class="_ _0"></span>ycznego,<span class="_ _1"></span> zwinnego podejścia do z<span class="_ _0"></span>arządzania relacjami z dos<span class="_ _0"></span>tawc<span class="_ _0"></span>ami.</div><div class="t m0 x11 h8 y90d ff6 fs5 fc4 sc0 ls0 ws1ab">Oprócz s<span class="_ _0"></span>tandardowy<span class="_ _0"></span>ch działań w zakr<span class="_ _0"></span>esie zarządzania i nadzoru nad dos<span class="_ _0"></span>tawc<span class="_ _0"></span>ami (opisanych wyżej),<span class="_ _1"></span> w 2023 roku w ramach </div><div class="t m0 x11 h8 y90e ff6 fs5 fc4 sc0 ls0 wsa7">prac grup z<span class="_ _0"></span>akupowych z poszczeg<span class="_ _0"></span>ólny<span class="_ _0"></span>ch spółek zak<span class="_ _0"></span>ończono przegląd działań zakupowy<span class="_ _0"></span>ch w obszarze mat<span class="_ _1"></span>eriałów komponen<span class="ws0">-</span></div><div class="t m2 x5a hc y61d ff8 fs9 fc0 sc0 ls70 ws0">SOCIAL - Obszar społeczn<span class="_ _0"></span>y</div></div><div class="pi" ></div></div><div id="pf47" class="pf w0 h0" ><div class="pc pc47 w0 h0"><img class="bi x11 y90f w4 h6a" alt="" src="data:image/png;base64,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"/><div class="t m0 x58 ha y32 ff6 fs7 fc3 sc0 lsbf ws1ca">71</div><div class="t m0 x11 h8 y278 ff6 fs5 fc4 sc0 ls0 wsf3">tó<span class="_ _0"></span>w i usług dla części mechanicznych pr<span class="_ _0"></span>oduko<span class="_ _0"></span>wanych wy<span class="_ _0"></span>robów<span class="_ _1"></span>. <span class="_ _0"></span>W wyniku pro<span class="_ _0"></span>wadzony<span class="_ _0"></span>ch działań odświeżono k<span class="_ _0"></span>anały komu<span class="ws0">-</span></div><div class="t m0 x11 h8 y3f5 ff6 fs5 fc4 sc0 ls0 wsb">nikacji,<span class="_ _1"></span> wprowadzono narzędzia weryﬁkacji i wymian<span class="_ _0"></span>y infor<span class="_ _0"></span>macji pomiędzy spółkami oraz podjęt<span class="_ _1"></span>o decyzje dot<span class="_ _0"></span>yczące wspóln<span class="_ _0"></span>ych </div><div class="t m0 x11 h8 y3f6 ff6 fs5 fc4 sc0 ls0 ws9">działań w obszarze zakupó<span class="_ _0"></span>w w Grupie Apat<span class="_ _1"></span>or zmierzające do ograniczenia ryzyk or<span class="_ _0"></span>az obniżki k<span class="_ _0"></span>oszt<span class="_ _0"></span>ów i racjonalizacji z<span class="_ _0"></span>akupów<span class="_ _0"></span>.</div><div class="t m0 x11 h8 y3ce ff6 fs5 fc4 sc0 ls0 wsa">W odniesieniu do nowy<span class="_ _0"></span>ch wymagań wynika<span class="_ _0"></span>jących z uregul<span class="_ _0"></span>owań ESG,<span class="_ _1"></span> w spółkach Grupy <span class="_ _0"></span>Apat<span class="_ _0"></span>or dok<span class="_ _0"></span>onano przeglądu procedur <span class="_ _2d"></span> </div><div class="t m0 x11 h8 y3cf ff6 fs5 fc4 sc0 ls0 ws12f">i wprow<span class="_ _0"></span>adzono odpowiednie do wyma<span class="_ _0"></span>gań ESG rozwiązania w zakresie or<span class="_ _0"></span>ganizacji zakupów spółek,<span class="_ _1"></span> a takż<span class="_ _0"></span>e w odniesieniu do re<span class="ws0">-</span></div><div class="t m0 x11 h8 y481 ff6 fs5 fc4 sc0 ls0 ws56">lacji i współpracy z d<span class="_ _0"></span>ost<span class="_ _0"></span>awcami,<span class="_ _1"></span> zawiera<span class="_ _0"></span>jąc je w nowych wyt<span class="_ _0"></span>yczn<span class="_ _0"></span>ych dla do<span class="_ _0"></span>st<span class="_ _0"></span>awców,<span class="_ _1"></span> draf<span class="_ _f"></span>tach umów oraz audyta<span class="_ _0"></span>ch dos<span class="_ _0"></span>tawców<span class="_ _0"></span>,<span class="_ _1"></span> </div><div class="t m0 x11 h8 y49d ff6 fs5 fc4 sc0 ls0 ws9">kt<span class="_ _0"></span>óre obowiązywać będą w pełni od 2024 r<span class="_ _f"></span>.<span class="_ _0"></span> </div><div class="t m0 x11 h8 y3d2 ff6 fs5 fc4 sc0 ls0 ws179">W podjęt<span class="_ _0"></span>ych działaniach dot<span class="_ _0"></span>ycz<span class="_ _0"></span>ących ESG,<span class="_ _1"></span> oprócz t<span class="_ _0"></span>ak ist<span class="_ _1"></span>otnych z<span class="_ _0"></span>agadnień jak kwes<span class="_ _0"></span>tie bezpieczeńs<span class="_ _0"></span>twa<span class="_ _1"></span>,<span class="_ _1"></span> niezatrudniania nie<span class="ws0">-</span></div><div class="t m0 x11 h8 y3d3 ff6 fs5 fc4 sc0 ls0 ws17e">letnich,<span class="_ _1"></span> poszanowania śr<span class="_ _0"></span>odowiska na<span class="_ _0"></span>tur<span class="_ _0"></span>alnego,<span class="_ _1"></span> etyki biznes<span class="_ _0"></span>u i prakt<span class="_ _0"></span>yk uczciwej k<span class="_ _0"></span>onkurencji,<span class="_ _1"></span> podjęto pr<span class="_ _0"></span>ace nad opracowaniem </div><div class="t m0 x11 h8 y3d4 ff6 fs5 fc4 sc0 ls0 ws9">raport<span class="_ _0"></span>owania i zarządzania emisją śladu węg<span class="_ _0"></span>lowego w cały<span class="_ _0"></span>m łańcuchu warto<span class="_ _0"></span>ści Grupy <span class="_ _0"></span>Apat<span class="_ _0"></span>or<span class="_ _f"></span>.</div><div class="t m0 x11 h8 y3d5 ff7 fs5 fc4 sc0 ls0 wsae">Audyty d<span class="_ _0"></span>ostaw<span class="_ _0"></span>ców </div><div class="t m0 x11 h8 y3d6 ff6 fs5 fc4 sc0 ls0 ws157">W 2023 r<span class="_ _f"></span>. <span class="_ _0"></span>Apat<span class="_ _0"></span>or Metrix wyk<span class="_ _1"></span>onał 6 audytów do<span class="_ _0"></span>sta<span class="_ _0"></span>wców<span class="_ _0"></span>.<span class="_ _0"></span> W<span class="_ _0"></span>szys<span class="_ _0"></span>tk<span class="_ _0"></span>ie zos<span class="_ _0"></span>tały zak<span class="_ _0"></span>ończone wynik<span class="_ _0"></span>iem pozytywn<span class="_ _0"></span>ym,<span class="_ _1"></span> średnia ilość </div><div class="t m0 x11 h8 y3d7 ff6 fs5 fc4 sc0 ls0 ws1cb">punkt<span class="_ _0"></span>ów uzyskany<span class="_ _0"></span>ch w czasie aud<span class="_ _0"></span>ytó<span class="_ _0"></span>w t<span class="_ _0"></span>o 8,75<span class="_ _0"></span>/10 pkt możliwych do uzyskania<span class="_ _1"></span>. <span class="_ _0"></span>Apat<span class="_ _0"></span>or Powogaz przepro<span class="_ _0"></span>wadził 1 aud<span class="_ _0"></span>yt do<span class="ws0">-</span></div><div class="t m0 x11 h8 y3d8 ff6 fs5 fc4 sc0 ls0 ws184">st<span class="_ _0"></span>awcy (wynik pozytyw<span class="_ _0"></span>ny),<span class="_ _1"></span> zaś Apa<span class="_ _0"></span>tor SA<span class="_ _0"></span> – 3 audyt<span class="_ _0"></span>y zak<span class="_ _0"></span>ończone wynikiem pozyt<span class="_ _0"></span>ywn<span class="_ _0"></span>ym (powyżej 8,0) or<span class="_ _0"></span>az 1 wynik<span class="_ _0"></span>iem 7<span class="_ _1"></span>,<span class="_ _0"></span>1 <span class="_ _72"></span><span class="ws0"> </span></div><div class="t m0 x11 h8 y6cd ff6 fs5 fc4 sc0 ls0 ws11">(do poprawy).</div><div class="t m0 x11 h8 y3da ff6 fs5 fc4 sc0 ls0 ws17">Apat<span class="_ _0"></span>or SA nawiązał współpr<span class="_ _0"></span>acę ze specjalis<span class="_ _0"></span>tyczną ﬁr<span class="_ _1"></span>mą V<span class="_ _0"></span>-<span class="_ _0"></span>T<span class="_ _1"></span>rus<span class="_ _0"></span>t świadcz<span class="_ _0"></span>ąca usługi audyt<span class="_ _0"></span>owania dos<span class="_ _0"></span>tawcó<span class="_ _0"></span>w azjaty<span class="_ _0"></span>ckich,<span class="_ _1"></span> kt<span class="_ _0"></span>óra </div><div class="t m0 x11 h8 y3db ff6 fs5 fc4 sc0 ls0 ws9">wesprze spółk<span class="_ _0"></span>ę w procesach weryﬁkacji dos<span class="_ _1"></span>tawców począwszy od 2024 roku.</div><div class="t m0 x11 h16 y4c7 ff6 fsf fc1 sc0 ls0 wsee">4<span class="_ _0"></span>.<span class="_ _1"></span>4.3.<span class="_ _1"></span> W<span class="_ _1"></span>skaźniki w <span class="_ _2"></span>obszarze: Dos<span class="_ _0"></span>taw<span class="_ _0"></span>cy</div><div class="t m0 x11 h8 y910 ff6 fs5 fc4 sc0 ls0 wsf9">Spółki Grup<span class="_ _0"></span>y Apat<span class="_ _1"></span>or realizują odpowiedzialną produk<span class="_ _0"></span>cję i op<span class="_ _0"></span>tymalizują g<span class="_ _0"></span>ospodark<span class="_ _0"></span>ę magazynową przy j<span class="_ _0"></span>ednoczesnym prioryt<span class="_ _1"></span>eto<span class="ws0">-</span></div><div class="t m0 x11 h8 y911 ff6 fs5 fc4 sc0 ls0 ws9">wym t<span class="_ _0"></span>rakt<span class="_ _1"></span>owaniu rozwoju i współpracy z d<span class="_ _0"></span>ost<span class="_ _0"></span>awcami,<span class="_ _1"></span> zwłaszcza t<span class="_ _0"></span>ymi,<span class="_ _1"></span> działającymi w ot<span class="_ _1"></span>oczeniu lokalnym i kr<span class="_ _0"></span>ajo<span class="_ _0"></span>wym.</div><div class="t m0 x1c he y912 ff7 fsa fc4 sc0 ls65 wsa4">Dostawcy<span class="_ _de"> </span><span class="ls0 ws2a">2023 r<span class="_ _f"></span>.<span class="_ _63"> </span>2<span class="_ _2"></span>022 r<span class="_ _29"></span>.<span class="_ _84"> </span>Dynamika r<span class="_ _1"></span>/<span class="_ _1"></span>r [%]</span></div><div class="t m0 x1c h8 y913 ff7 fs5 fc4 sc0 ls0 wsae">Liczba dos<span class="_ _0"></span>tawców ogółem,<span class="_ _1"></span> w tym:</div><div class="t m0 x4c h8 y914 ff6 fs5 fc4 sc0 lsa0 ws17b">krajo<span class="_ _2"></span>wi</div><div class="t m0 xc4 h8 y915 ff6 fs5 fc4 sc0 ls0 ws0">zagraniczni</div><div class="t m0 x139 h8 y916 ff6 fs5 fc4 sc0 ls0 ws11">import pośredni</div><div class="t m0 x1c h8 y917 ff7 fs5 fc4 sc0 lsd wsae">Dostawcy s<span class="_ _0"></span>tr<span class="_ _0"></span>ategiczni*</div><div class="t m0 x10c h8 y913 ff7 fs5 fc4 sc0 ls0 ws1bb">7 <span class="_ _2b"> </span>417    </div><div class="t m0 x13a h8 y914 ff6 fs5 fc4 sc0 ls15 ws18">6 441<span class="ff7 ls0 ws1bb">    </span></div><div class="t m0 x5c h8 y915 ff6 fs5 fc4 sc0 ls99 ws100">972</div><div class="t m0 xa4 h8 y916 ff6 fs5 fc4 sc0 ls0 ws0">4</div><div class="t m0 xfd h8 y917 ff7 fs5 fc4 sc0 ls9e wsa7">167</div><div class="t m0 x106 h8 y913 ff7 fs5 fc4 sc0 ls0 ws1bb">7 <span class="_ _2b"> </span>235    </div><div class="t m0 x118 h8 y914 ff6 fs5 fc4 sc0 ls97 ws134">6<span class="_ _2"></span> 173<span class="_ _2"></span><span class="ff7 ls0 ws1bb">    </span></div><div class="t m0 x118 h8 y915 ff6 fs5 fc4 sc0 ls0 ws1bc">1 <span class="_ _2b"> </span>057    </div><div class="t m0 x3a h8 y916 ff6 fs5 fc4 sc0 ls0 ws1bc"> <span class="_ _2b"> </span>5    <span class="ff7 ws1bb">   </span></div><div class="t m0 xa7 h8 y918 ff7 fs5 fc4 sc0 ls0 ws0"> </div><div class="t m0 x13b h8 y917 ff7 fs5 fc4 sc0 ls0 ws1bb">-    <span class="ff6 ws1bc">  </span></div><div class="t m0 xbb h8 y913 ff7 fs5 fc4 sc0 ls8 wsa">103%</div><div class="t m0 x103 h8 y914 ff6 fs5 fc4 sc0 lse ws11">104%</div><div class="t m0 xa9 h8 y915 ff6 fs5 fc4 sc0 lse ws11">92%</div><div class="t m0 xa9 h8 y916 ff6 fs5 fc4 sc0 ls0 ws0">80%</div><div class="t m0 x13c h8 y917 ff7 fs5 fc4 sc0 ls0 ws0">-</div><div class="t m0 x1c h8 y919 ff7 fs5 fc4 sc0 lsaf wsba">Zaku<span class="_ _2"></span>py</div><div class="t m0 x1c h8 y91a ff6 fs5 fc4 sc0 ls0 ws9">Udział zakupów od do<span class="_ _0"></span>st<span class="_ _0"></span>awców kra<span class="_ _0"></span>jowy<span class="_ _0"></span>ch w zakupach ogółem [%]<span class="_ _4b"> </span><span class="ws0">68<span class="_ _0"></span>,6%<span class="_ _42"> </span>70,7%<span class="_ _df"> </span>-</span></div><div class="t m0 x11 h8 y91b ff6 fs5 fc4 sc0 ls0 ws9">* W głó<span class="_ _0"></span>wny<span class="_ _0"></span>ch spółkach produk<span class="_ _1"></span>cyjnych Gr<span class="_ _0"></span>upy wyodr<span class="_ _0"></span>ębniono ka<span class="_ _0"></span>tegori<span class="_ _0"></span>ę dos<span class="_ _0"></span>tawców s<span class="_ _0"></span>tr<span class="_ _0"></span>at<span class="_ _0"></span>egicznych (d<span class="_ _0"></span>ost<span class="_ _0"></span>awcy kluczowi z<span class="_ _0"></span>e </div><div class="t m0 x11 h8 y91c ff6 fs5 fc4 sc0 ls0 ws9">względu na skal<span class="_ _0"></span>ę współpracy or<span class="_ _0"></span>az dos<span class="_ _0"></span>tawc<span class="_ _0"></span>y kryty<span class="_ _0"></span>cznych el<span class="_ _0"></span>ement<span class="_ _0"></span>ów łańcucha wartoś<span class="_ _0"></span>ci),<span class="_ _1"></span> którzy mają najwięk<span class="_ _0"></span>szy wpływ na </div><div class="t m0 x11 h8 y91d ff6 fs5 fc4 sc0 ls0 ws9">realizację cel<span class="_ _0"></span>ów biznesowych Gr<span class="_ _0"></span>upy Apa<span class="_ _0"></span>tor<span class="_ _f"></span>.<span class="_ _0"></span> Począ<span class="_ _0"></span>wszy od 2023 roku Grupa Apat<span class="_ _1"></span>or w swojej sprawozdawcz<span class="_ _0"></span>ości zagadnień </div><div class="t m0 x11 h8 y91e ff6 fs5 fc4 sc0 ls0 ws9">ESG będzie koncen<span class="_ _0"></span>tro<span class="_ _0"></span>wała się na prezent<span class="_ _0"></span>owaniu działań budujący<span class="_ _0"></span>ch relacje z t<span class="_ _0"></span>ą grupą partnerów biznes<span class="_ _0"></span>owych.</div><div class="t m2 x10f hc y61d ff8 fs9 fc0 sc0 ls70 ws0">SOCIAL - Obszar społeczn<span class="_ _0"></span>y</div></div><div class="pi" ></div></div><div id="pf48" class="pf w0 h0" ><div class="pc pc48 w0 h0"><img class="bi x0 y86 w3 h1e" alt="" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAC0AAAEqCAIAAAAOCk7BAAAACXBIWXMAABYlAAAWJQFJUiTwAAAAvUlEQVR42u3OMQEAMAgDsDJveEM21zxwJApS6ckBLzd4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh8C72XAyGZlwlcAAAAAElFTkSuQmCC"/><div class="t m0 x7f ha y32 ff6 fs7 fc3 sc0 lsc0 ws1cc">72</div><div class="t m0 x11 h14 y60c ff6 fsd fc1 sc0 ls6c ws4e">4<span class="_ _1"></span>.5<span class="_ _0"></span>.<span class="_ _f"></span> OTOCZ<span class="_ _0"></span>EN<span class="_ _2"></span>I<span class="_ _2"></span>E BRA<span class="_ _0"></span>NŻOWE</div><div class="t m0 x11 h8 y60d ff6 fs5 fc4 sc0 ls0 ws1cd">Podmiot<span class="_ _0"></span>y Grupy akt<span class="_ _0"></span>ywnie działa<span class="_ _0"></span>ją w organizacjach branżowy<span class="_ _0"></span>ch,<span class="_ _1"></span> włączają się w prace grup r<span class="_ _0"></span>oboczych i k<span class="_ _0"></span>onsult<span class="_ _0"></span>acje mające <span class="_ _34"></span><span class="ws0"> </span></div><div class="t m0 x11 h8 y60e ff6 fs5 fc4 sc0 ls0 wsf">na celu wypraco<span class="_ _0"></span>wanie regulacji oraz s<span class="_ _0"></span>tandard<span class="_ _0"></span>ów t<span class="_ _0"></span>echniczny<span class="_ _0"></span>ch.<span class="_ _0"></span> Eksper<span class="_ _0"></span>ci Grupy Apa<span class="_ _0"></span>tor dzielą s<span class="_ _0"></span>ię wiedzą z zakr<span class="_ _0"></span>esu nowych t<span class="_ _1"></span>ech<span class="ws0">-</span></div><div class="t m0 x11 h8 y60f ff6 fs5 fc4 sc0 ls0 ws167">nologii,<span class="_ _1"></span> trend<span class="_ _0"></span>ów rynk<span class="_ _0"></span>owych,<span class="_ _1"></span> wyzwań związany<span class="_ _0"></span>ch m.in.<span class="_ _0"></span> z dynamiczną t<span class="_ _0"></span>rans<span class="_ _0"></span>for<span class="_ _0"></span>macją sekt<span class="_ _0"></span>ora ener<span class="_ _0"></span>get<span class="_ _0"></span>ycznego i ro<span class="_ _0"></span>snącym udzia<span class="ws0">-</span></div><div class="t m0 x11 h8 y7ae ff6 fs5 fc4 sc0 ls0 ws9">łem OZE w sys<span class="_ _1"></span>temie oraz implemen<span class="_ _0"></span>tacją smart grid i smart metering.</div><div class="t m0 x11 h16 y91f ff6 fsf fc1 sc0 ls0 ws80">4<span class="_ _0"></span>.5.<span class="_ _29"></span>1<span class="_ _1"></span>.<span class="_ _1"></span> Opis <span class="_ _2"></span>polit<span class="_ _0"></span>yk i spos<span class="_ _0"></span>obów działania</div><div class="t m0 x11 h8 y920 ff6 fs5 fc4 sc0 ls0 ws159">Spółki Grupy <span class="_ _0"></span>Apat<span class="_ _0"></span>or działają na rzecz wypr<span class="_ _0"></span>acowania s<span class="_ _0"></span>tandardów <span class="_ _0"></span>techniczn<span class="_ _0"></span>ych i ro<span class="_ _0"></span>związań legislacy<span class="_ _0"></span>jnych dla s<span class="_ _0"></span>ekt<span class="_ _0"></span>orów: ener<span class="_ _0"></span>ge<span class="ws0">-</span></div><div class="t m0 x11 h8 y921 ff6 fs5 fc4 sc0 ls0 ws14b">ty<span class="_ _0"></span>cznego,<span class="_ _1"></span> gazowego i wod-kan.<span class="_ _1"></span> Eksperci angażują się w działalność szeregu or<span class="_ _0"></span>ganizacji branżowych or<span class="_ _0"></span>az grup roboczy<span class="_ _0"></span>ch opra<span class="ws0">-</span></div><div class="t m0 x11 h8 y922 ff6 fs5 fc4 sc0 ls0 ws9">cowujących rek<span class="_ _1"></span>omendacje dla rozwiązań prawn<span class="_ _0"></span>ych do<span class="_ _0"></span>ty<span class="_ _0"></span>czących br<span class="_ _0"></span>anż,<span class="_ _1"></span> w który<span class="_ _0"></span>ch działa Grupa Apat<span class="_ _1"></span>or<span class="_ _1"></span>.<span class="_ _0"></span> </div><div class="t m0 x11 h8 y923 ff6 fs5 fc4 sc0 ls0 ws8a">Aktualne z<span class="_ _0"></span>esta<span class="_ _0"></span>wienie organizacji,<span class="_ _1"></span> który<span class="_ _0"></span>ch członkami są spółki Grup<span class="_ _0"></span>y Apat<span class="_ _1"></span>or opracowane jes<span class="_ _0"></span>t w f<span class="_ _0"></span>ormie <span class="_ _0"></span>Wyty<span class="_ _0"></span>cznej grupowej </div><div class="t m0 x11 h8 y924 ff6 fs5 fc4 sc0 ls0 ws170">„Członko<span class="_ _0"></span>stw<span class="_ _0"></span>o spółek Grupy Apa<span class="_ _0"></span>t<span class="_ _0"></span>or w organizacjach” i z<span class="_ _0"></span>awiera opis przedmiot<span class="_ _0"></span>u działalności or<span class="_ _0"></span>ganizacji oraz wskaz<span class="_ _0"></span>uje osob<span class="_ _0"></span>y </div><div class="t m0 x11 h8 y925 ff6 fs5 fc4 sc0 ls0 ws149">koor<span class="_ _0"></span>dynujące współpr<span class="_ _0"></span>acę z ramienia spółk<span class="_ _0"></span>i od st<span class="_ _0"></span>rony f<span class="_ _1"></span>ormalnej i merytorycznej.<span class="_ _1"></span> Współpr<span class="_ _0"></span>aca z organizacjami br<span class="_ _0"></span>anżowymi jes<span class="_ _1"></span>t </div><div class="t m0 x11 h8 y926 ff6 fs5 fc4 sc0 ls0 ws11">realizowana  na pod<span class="_ _0"></span>st<span class="_ _0"></span>awie zawart<span class="_ _0"></span>ych poro<span class="_ _0"></span>zumień i umów<span class="_ _1"></span>. </div><div class="t m0 x11 h8 y927 ff6 fs5 fc4 sc0 ls0 ws12e">Zasady działania w zakr<span class="_ _0"></span>esie współpra<span class="_ _0"></span>cy branżowej wyznacz<span class="_ _0"></span>a także K<span class="_ _1"></span>odeks etyczn<span class="_ _0"></span>y Grupy <span class="_ _0"></span>Apat<span class="_ _0"></span>or<span class="_ _f"></span>. Nadrz<span class="_ _0"></span>ędną zasadą jes<span class="_ _1"></span>t  <span class="_ _2"></span>pro<span class="ws0">-</span></div><div class="t m0 x11 h8 y928 ff6 fs5 fc4 sc0 ls0 ws13c">wadzenie działań w zgodzie z pr<span class="_ _0"></span>awem,<span class="_ _1"></span> zaś wszelkie opinie i rek<span class="_ _1"></span>omendacje ekspertów Grup<span class="_ _0"></span>y przekazywane są według obowią<span class="ws0">-</span></div><div class="t m0 x11 h8 y929 ff6 fs5 fc4 sc0 ls0 ws9">zujących w dan<span class="_ _0"></span>ym procesie zasad f<span class="_ _0"></span>or<span class="_ _0"></span>malny<span class="_ _0"></span>ch.</div><div class="t m0 x11 h16 y92a ff6 fsf fc1 sc0 ls3 ws2">4<span class="_ _0"></span>.5.2.<span class="_ _1"></span> <span class="ls0 ws47">Działalność w wybr<span class="_ _0"></span>any<span class="_ _0"></span>ch organizacjach br<span class="_ _0"></span>anżowy<span class="_ _0"></span>ch</span></div><div class="t m0 x11 h8 y92b ff7 fs5 fc4 sc0 ls0 ws0">Kra<span class="_ _0"></span>jow<span class="_ _0"></span>a Izba Gospodar<span class="_ _0"></span>cza Energetyk<span class="_ _0"></span>i i T<span class="_ _f"></span>elek<span class="_ _1"></span>omunikacji</div><div class="t m0 x11 h8 y92c ff6 fs5 fc4 sc0 ls0 ws117">Celem organizacji <span class="_ _0"></span>jest <span class="_ _0"></span>współpraca z or<span class="_ _0"></span>ganami władzy ustawodawcz<span class="_ _0"></span>ej,<span class="_ _1"></span> wykonawczej i regulac<span class="_ _0"></span>yjnej poprzez udział w procesach </div><div class="t m0 x11 h8 y92d ff6 fs5 fc4 sc0 ls0 ws173">przygot<span class="_ _1"></span>owywania i opiniowania projekt<span class="_ _0"></span>ów akt<span class="_ _0"></span>ów prawn<span class="_ _0"></span>ych or<span class="_ _0"></span>az oceny funk<span class="_ _0"></span>cjonowania pr<span class="_ _0"></span>awa<span class="_ _1"></span>,<span class="_ _0"></span> w szczególno<span class="_ _0"></span>ści dot<span class="_ _0"></span>ycząc<span class="_ _0"></span>ych </div><div class="t m0 x11 h8 y92e ff6 fs5 fc4 sc0 ls0 ws1a3">sekt<span class="_ _0"></span>ora elek<span class="_ _0"></span>troni<span class="_ _0"></span>cznego,<span class="_ _1"></span> elektro<span class="_ _0"></span>techni<span class="_ _0"></span>cznego i t<span class="_ _0"></span>elek<span class="_ _0"></span>omunikacy<span class="_ _0"></span>jnego.<span class="_ _1"></span> Apator ak<span class="_ _0"></span>tywnie działa w Sek<span class="_ _1"></span>cji Inteligentn<span class="_ _0"></span>ych Sieci – </div><div class="t m0 x11 h8 y92f ff6 fs5 fc4 sc0 ls0 ws1ce">Smart Grids,<span class="_ _1"></span> eksperci są włączeni w prace z<span class="_ _0"></span>espołów roboczych,<span class="_ _1"></span> w ramach kt<span class="_ _1"></span>órych uczestnicz<span class="_ _0"></span>ą w kon<span class="_ _0"></span>sultacjach społeczn<span class="_ _0"></span>ych </div><div class="t m0 x11 h8 y930 ff6 fs5 fc4 sc0 ls0 ws118">akt<span class="_ _0"></span>ów prawn<span class="_ _0"></span>ych d<span class="_ _0"></span>oty<span class="_ _0"></span>czący<span class="_ _0"></span>ch sekt<span class="_ _1"></span>ora energet<span class="_ _0"></span>ycznego,<span class="_ _1"></span> proponują ro<span class="_ _0"></span>związania probl<span class="_ _0"></span>emów t<span class="_ _0"></span>echniczny<span class="_ _0"></span>ch i pra<span class="_ _0"></span>wny<span class="_ _0"></span>ch,<span class="_ _1"></span> opracowują </div><div class="t m0 x11 h8 y931 ff6 fs5 fc4 sc0 ls0 ws9">specyﬁkacje or<span class="_ _0"></span>az rek<span class="_ _0"></span>omendacje.</div><div class="t m0 x11 h8 y932 ff7 fs5 fc4 sc0 ls0 ws0">Izba Gospodar<span class="_ _0"></span>cza Gazownictw<span class="_ _0"></span>a</div><div class="t m0 x11 h8 y933 ff6 fs5 fc4 sc0 ls0 ws15e">Izba zos<span class="_ _0"></span>tała ut<span class="_ _0"></span>worzona przez podmioty działa<span class="_ _0"></span>jące w branży gazowniczej w celu r<span class="_ _0"></span>eprezent<span class="_ _1"></span>owania interesó<span class="_ _0"></span>w gospodarczy<span class="_ _0"></span>ch </div><div class="t m0 x11 h8 y934 ff6 fs5 fc4 sc0 ls0 ws1cf">swoich członk<span class="_ _0"></span>ów w zakr<span class="_ _0"></span>esie ich działalności wobec kr<span class="_ _0"></span>ajo<span class="_ _0"></span>wych organów pańs<span class="_ _0"></span>twowy<span class="_ _0"></span>ch,<span class="_ _1"></span> samorządowych i społeczny<span class="_ _0"></span>ch oraz </div><div class="t m0 x11 h8 y935 ff6 fs5 fc4 sc0 ls0 wsf8">inst<span class="_ _0"></span>ytuc<span class="_ _0"></span>ji naukowy<span class="_ _0"></span>ch i gospodarczy<span class="_ _0"></span>ch,<span class="_ _1"></span> a także zagraniczn<span class="_ _0"></span>ych or<span class="_ _0"></span>ganów i inst<span class="_ _0"></span>ytucji.<span class="_ _1"></span> Jej celem jest int<span class="_ _1"></span>egracja środowisk<span class="_ _0"></span>a osób </div><div class="t m0 x11 h8 y936 ff6 fs5 fc4 sc0 ls0 ws134">ﬁzyczny<span class="_ _0"></span>ch i prawn<span class="_ _0"></span>ych związan<span class="_ _0"></span>ych z gazownict<span class="_ _0"></span>wem,<span class="_ _1"></span> propagowanie nowoczesnej wiedzy t<span class="_ _1"></span>echniczno-ekonomicznej oraz współ<span class="ws0">-</span></div><div class="t m0 x11 h8 y937 ff6 fs5 fc4 sc0 ls0 ws4b">działanie w ust<span class="_ _0"></span>alaniu programów rozw<span class="_ _0"></span>oju branży gazowniczej.<span class="_ _1"></span> Zrzesza 16<span class="_ _1"></span>7 ﬁrm członko<span class="_ _0"></span>wskich związan<span class="_ _0"></span>ych z branż<span class="_ _0"></span>ą gazowniczą<span class="_ _1"></span>.</div><div class="t m0 x11 h8 y938 ff6 fs5 fc4 sc0 ls0 ws0"> </div><div class="t m0 x11 h8 y939 ff7 fs5 fc4 sc0 ls0 ws0">Pols<span class="_ _0"></span>kie Stow<span class="_ _0"></span>arzyszenie Magazyno<span class="_ _0"></span>wania Energii </div><div class="t m0 x11 h8 y93a ff6 fs5 fc4 sc0 ls0 ws1d0">PSME <span class="_ _2"></span>pro<span class="_ _0"></span>wadzi działalność na rzecz rozwo<span class="_ _0"></span>ju zielonej energet<span class="_ _0"></span>yki,<span class="_ _1"></span> efek<span class="_ _0"></span>tywnoś<span class="_ _0"></span>ci energet<span class="_ _0"></span>ycznej i magazynów energii.<span class="_ _1"></span> <span class="_ _35"></span><span class="ws0"> </span></div><div class="t m0 x11 h8 y93b ff6 fs5 fc4 sc0 ls0 ws1d1">W ramach <span class="_ _0"></span>Stow<span class="_ _0"></span>arzyszenia Apa<span class="_ _0"></span>tor <span class="_ _0"></span>współdziała na rzecz rozwo<span class="_ _0"></span>ju energet<span class="_ _0"></span>yki r<span class="_ _0"></span>ozpro<span class="_ _0"></span>szonej i branży magazynow<span class="_ _0"></span>ania energii <span class="_ _39"></span><span class="ws0"> </span></div><div class="t m0 x11 h8 y93c ff6 fs5 fc4 sc0 ls0 ws18d">w Polsce.<span class="_ _1"></span> Eksperci Apa<span class="_ _0"></span>t<span class="_ _0"></span>or SA bior<span class="_ _0"></span>ą udział w koor<span class="_ _0"></span>dyno<span class="_ _0"></span>wany<span class="_ _0"></span>ch przez PSM<span class="_ _2"></span>E k<span class="_ _0"></span>onsult<span class="_ _0"></span>acjach i konf<span class="_ _0"></span>erencjach <span class="_ _0"></span>tema<span class="_ _0"></span>ty<span class="_ _0"></span>cznych,<span class="_ _1"></span> <span class="_ _39"></span><span class="ws0"> </span></div><div class="t m0 x11 h8 y93d ff6 fs5 fc4 sc0 ls0 ws0">zaś Prezes Z<span class="_ _0"></span>arządu Apat<span class="_ _1"></span>or SA reprezent<span class="_ _0"></span>uje spółk<span class="_ _1"></span>ę w Radzie Programowej PSME.</div><div class="t m0 x11 h8 y93e ff7 fs5 fc4 sc0 ls0 ws0">Kra<span class="_ _0"></span>jow<span class="_ _0"></span>a Izba Klast<span class="_ _0"></span>rów Ener<span class="_ _0"></span>gii</div><div class="t m0 x11 h8 y93f ff6 fs5 fc4 sc0 ls0 wsb9">KIKE prowadzi działalność na rzecz rozw<span class="_ _0"></span>oju zielonej energet<span class="_ _0"></span>yki,<span class="_ _1"></span> ef<span class="_ _0"></span>ektywno<span class="_ _0"></span>ści energet<span class="_ _0"></span>ycznej i klas<span class="_ _0"></span>tr<span class="_ _0"></span>ów energii.<span class="_ _1"></span> Apator S<span class="_ _0"></span>A przy<span class="ws0">-</span></div><div class="t m0 x11 h8 y940 ff6 fs5 fc4 sc0 ls0 ws19d">st<span class="_ _0"></span>ąpił do Izby<span class="_ _1"></span>,<span class="_ _0"></span> by wspóln<span class="_ _0"></span>ymi siłami wspierać <span class="_ _0"></span>tr<span class="_ _0"></span>ansf<span class="_ _0"></span>ormacj<span class="_ _0"></span>ę energet<span class="_ _0"></span>yczną z uwzg<span class="_ _0"></span>lędnieniem dynamicznie r<span class="_ _0"></span>ozwijających się odna<span class="ws0">-</span></div><div class="t m0 x11 h8 y941 ff6 fs5 fc4 sc0 ls0 ws9">wialny<span class="_ _0"></span>ch źródeł ener<span class="_ _0"></span>gii.<span class="_ _0"></span> W<span class="_ _0"></span>spółprac<span class="_ _0"></span>a obejmuje m.in.<span class="_ _0"></span> udział ekspert<span class="_ _0"></span>ów Apa<span class="_ _0"></span>tor SA<span class="_ _0"></span> w organizowan<span class="_ _0"></span>ych przez KIKE konf<span class="_ _0"></span>erencjach.</div><div class="t m0 x11 h8 y942 ff7 fs5 fc4 sc0 ls0 ws0">ESMIG (European Smart Metering Indust<span class="_ _0"></span>ry Group)</div><div class="t m0 x11 h8 y943 ff6 fs5 fc4 sc0 ls0 ws134">Apat<span class="_ _0"></span>or SA dołą<span class="_ _0"></span>czył do organizacji zrzesza<span class="_ _0"></span>jącej europejskie podmiot<span class="_ _0"></span>y opraco<span class="_ _0"></span>wujące i dost<span class="_ _0"></span>arcza<span class="_ _0"></span>jące kluczowe k<span class="_ _0"></span>omponenty in<span class="_ _0"></span>te<span class="ws0">-</span></div><div class="t m0 x11 h8 y944 ff6 fs5 fc4 sc0 ls0 ws176">ligentnej inf<span class="_ _0"></span>ras<span class="_ _0"></span>trukt<span class="_ _1"></span>ury energetycznej i zarz<span class="_ _0"></span>ądzania energią<span class="_ _1"></span>. Ef<span class="_ _0"></span>ekt<span class="_ _0"></span>ywna współprac<span class="_ _0"></span>a pomiędzy europejskimi dos<span class="_ _1"></span>tawcami inteli<span class="ws0">-</span></div><div class="t m0 x11 h8 y945 ff6 fs5 fc4 sc0 ls0 ws13f">gentn<span class="_ _0"></span>ych ro<span class="_ _0"></span>związań energet<span class="_ _0"></span>yczn<span class="_ _0"></span>ych <span class="_ _0"></span>jest niezbędna<span class="_ _1"></span>,<span class="_ _1"></span> aby wspierać sek<span class="_ _0"></span>tor ener<span class="_ _0"></span>gety<span class="_ _0"></span>czny w ob<span class="_ _0"></span>liczu obecnych wyzw<span class="_ _0"></span>ań.<span class="_ _0"></span> Połączenie </div><div class="t m0 x11 h8 y946 ff6 fs5 fc4 sc0 ls0 ws4b">wysokich k<span class="_ _1"></span>ompetencji inżynierskich i d<span class="_ _0"></span>oświadczenia ﬁr<span class="_ _0"></span>m członk<span class="_ _0"></span>owskich ESMIG umożliwi opracowanie r<span class="_ _0"></span>ozwiązań regulacy<span class="_ _0"></span>jny<span class="_ _0"></span>ch </div><div class="t m0 x11 h8 y947 ff6 fs5 fc4 sc0 ls0 ws18b">i t<span class="_ _0"></span>echniczny<span class="_ _0"></span>ch,<span class="_ _1"></span> które pozw<span class="_ _0"></span>olą na budowę bezpieczn<span class="_ _0"></span>ych,<span class="_ _1"></span> niezawodny<span class="_ _0"></span>ch i zrównow<span class="_ _0"></span>ażony<span class="_ _0"></span>ch int<span class="_ _0"></span>eligentn<span class="_ _0"></span>ych sieci elekt<span class="_ _0"></span>roener<span class="_ _0"></span>ge<span class="ws0">-</span></div><div class="t m2 x5a hc y61d ff8 fs9 fc0 sc0 ls70 ws0">SOCIAL - Obszar społeczn<span class="_ _0"></span>y</div></div><div class="pi" ></div></div><div id="pf49" class="pf w0 h0" ><div class="pc pc49 w0 h0"><img class="bi xb5 y86 w9 h49" alt="" src="data:image/png;base64,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"/><div class="t m0 xb6 ha y32 ff6 fs7 fc3 sc0 ls9b ws80">73</div><div class="t m0 x11 h8 y278 ff6 fs5 fc4 sc0 ls0 ws198">ty<span class="_ _0"></span>cznych.<span class="_ _1"></span> Przedst<span class="_ _0"></span>awiciele Apa<span class="_ _0"></span>tor S<span class="_ _0"></span>A są zaangażowani w pr<span class="_ _0"></span>ace sek<span class="_ _0"></span>cji: RPG (regulat<span class="_ _0"></span>ion,<span class="_ _1"></span> policy group),<span class="_ _1"></span> DCP (Data Communicat<span class="_ _0"></span>ion </div><div class="t m0 x11 h8 y3f5 ff6 fs5 fc4 sc0 ls0 ws0">and Prot<span class="_ _0"></span>ection),<span class="_ _1"></span> MUM (MultiUtilit<span class="_ _0"></span>y Met<span class="_ _0"></span>ering) oraz MEG (Market<span class="_ _0"></span>ing and Event<span class="_ _0"></span>s Group).</div><div class="t m0 x11 h8 y3cd ff6 fs5 fc4 sc0 ls0 ws100">W 2023 r<span class="_ _f"></span>. spółki Gr<span class="_ _0"></span>upy Apa<span class="_ _0"></span>tor b<span class="_ _0"></span>yły zrzeszone lub współpr<span class="_ _0"></span>acowały w ramach nas<span class="_ _0"></span>tępujący<span class="_ _0"></span>ch organizacji kr<span class="_ _0"></span>ajowy<span class="_ _0"></span>ch i międzyna<span class="ws0">-</span></div><div class="t m0 x11 h8 y3ce ff6 fs5 fc4 sc0 ls0 ws0">rodowy<span class="_ _0"></span>ch:</div><div class="t m0 x37 h8 y3cf ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ws119">Prime Alliance - organizacja zajmująca się opr<span class="_ _0"></span>acowaniem i promocją s<span class="_ _0"></span>tandardów or<span class="_ _0"></span>az produkt<span class="_ _1"></span>ów i syst<span class="_ _0"></span>emów k<span class="_ _0"></span>omunikacji </span></span></div><div class="t m0 x1d h8 y481 ff6 fs5 fc4 sc0 ls0 ws9">wyk<span class="_ _0"></span>orzyst<span class="_ _0"></span>ywany<span class="_ _0"></span>ch w sieciach energet<span class="_ _0"></span>yczn<span class="_ _0"></span>ych</div><div class="t m0 x37 h8 y49d ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ws14d">Standard T<span class="_ _1"></span>rans<span class="_ _0"></span>fer Speciﬁca<span class="_ _0"></span>tion <span class="_ _0"></span>Associat<span class="_ _0"></span>ion - organizacja za<span class="_ _0"></span>jmująca się opracow<span class="_ _0"></span>aniem i wdrażaniem o<span class="_ _0"></span>twart<span class="_ _0"></span>ego st<span class="_ _0"></span>andardu <span class="_ _95"></span><span class="ws0"> </span></span></span></div><div class="t m0 x1d h8 y3fb ff6 fs5 fc4 sc0 ls0 ws149">o globaln<span class="_ _0"></span>ym zasięgu,<span class="_ _1"></span> umożliwiającego wy<span class="_ _0"></span>mianę danych pomiędzy wszys<span class="_ _0"></span>tkimi el<span class="_ _0"></span>ementami sy<span class="_ _0"></span>st<span class="_ _0"></span>emu przedpłat<span class="_ _0"></span>owego nieza<span class="ws0">-</span></div><div class="t m0 x1d h8 y3fc ff6 fs5 fc4 sc0 ls0 ws9">leżnie od ich producent<span class="_ _0"></span>a</div><div class="t m0 x37 h8 y3fd ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 wsf1">OSGP Alliance - celem st<span class="_ _0"></span>owarzyszenia <span class="_ _0"></span>jest pr<span class="_ _0"></span>omowanie przyjęcia pr<span class="_ _0"></span>ot<span class="_ _0"></span>ok<span class="_ _0"></span>ołu Open Smart Grid Prot<span class="_ _0"></span>ocol (OSGP) dla wdro<span class="_ _0"></span>żenia </span></span></div><div class="t m0 x1d h8 y3fe ff6 fs5 fc4 sc0 ls0 ws9">int<span class="_ _0"></span>eligentn<span class="_ _0"></span>ych sieci</div><div class="t m0 x37 h8 y3ff ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 wse1">DLMS User Associat<span class="_ _0"></span>ion - organizacja opracow<span class="_ _0"></span>ała i rozwija dominujący m.in.<span class="_ _1"></span> w Europie standard pr<span class="_ _0"></span>ot<span class="_ _0"></span>okołó<span class="_ _0"></span>w i modelu danych </span></span></div><div class="t m0 x1d h8 y400 ff6 fs5 fc4 sc0 ls0 ws9">nowoczesn<span class="_ _0"></span>ych liczników ener<span class="_ _0"></span>gii (DLMS)</div><div class="t m0 x37 h8 y4c1 ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4">UCA Inter<span class="_ _1"></span>national Users Gr<span class="_ _0"></span>oup - opiniowanie nowych w<span class="_ _0"></span>ersji s<span class="_ _0"></span>tandardów CIM</span></span></div><div class="t m0 x37 h8 y4c2 ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ls4a ws1b">European Smart Metering Indust<span class="_ _0"></span>ry Group (ESMIG) – opracowywanie rek<span class="_ _1"></span>omendacji dot.<span class="_ _0"></span> wdrażania smart met<span class="_ _0"></span>eringu w Europie</span></span></div><div class="t m0 x37 h8 y4c3 ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4">Krajow<span class="_ _0"></span>a Izba Gospodarcza Ener<span class="_ _0"></span>get<span class="_ _0"></span>yki i T<span class="_ _f"></span>elek<span class="_ _0"></span>omunikacji (KIGEiT)</span></span></div><div class="t m0 x37 h8 y4c4 ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4">Stowarzyszenie Elek<span class="_ _0"></span>tryk<span class="_ _0"></span>ów Pol<span class="_ _0"></span>skich</span></span></div><div class="t m0 x37 h8 y745 ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4">Polski K<span class="_ _1"></span>omitet Normaliz<span class="_ _0"></span>acyjn<span class="_ _0"></span>y</span></span></div><div class="t m0 x37 h8 y746 ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4">Stowarzyszenie Emit<span class="_ _1"></span>entów Giełdowy<span class="_ _0"></span>ch</span></span></div><div class="t m0 x37 h8 y747 ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4">Polskie St<span class="_ _0"></span>owarzyszenie Magazynow<span class="_ _0"></span>ania Energii</span></span></div><div class="t m0 x37 h8 y748 ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4">Krajow<span class="_ _0"></span>a Izba Klast<span class="_ _0"></span>rów Ener<span class="_ _0"></span>gii</span></span></div><div class="t m0 x37 h8 y749 ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4">Regionalna Agencja Posz<span class="_ _0"></span>anowania Energii w T<span class="_ _f"></span>oruniu</span></span></div><div class="t m0 x37 h8 y948 ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4">Execut<span class="_ _0"></span>ive Club</span></span></div><div class="t m0 x37 h8 y949 ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4">Forum f<span class="_ _0"></span>or Supporter<span class="_ _0"></span>s of <span class="_ _0"></span>the Dis<span class="_ _0"></span>tribut<span class="_ _1"></span>ed Network Prot<span class="_ _0"></span>ocol - f<span class="_ _0"></span>orum wymiany d<span class="_ _0"></span>oświadczeń na t<span class="_ _1"></span>emat prot<span class="_ _0"></span>okołu DNP </span></span></div><div class="t m0 x37 h8 y94a ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4">Oracle Pols<span class="_ _0"></span>ka </span></span></div><div class="t m0 x37 h8 y94b ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ls8 wsc">Mi<span class="_ _2"></span>crosof<span class="_ _1"></span>t Sp. z o.o.</span></span></div><div class="t m0 x37 h8 y94c ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4">I<span class="_ _2"></span>BM Ireland Limit<span class="_ _0"></span>ed</span></span></div><div class="t m0 x37 h8 y94d ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 lsf ws12">ESRI Polska</span></span></div><div class="t m0 x37 h8 y94e ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ws4">AQUA - Associa<span class="_ _0"></span>tion Européenne d<span class="_ _0"></span>es F<span class="_ _0"></span>abricants d<span class="_ _0"></span>e Compt<span class="_ _0"></span>eurs d&apos;Eau et d’Energie Ther<span class="_ _1"></span>mique – standaryzacja oraz wymiana </span></span></div><div class="t m0 x1d h8 y94f ff6 fs5 fc4 sc0 ls0 wsb6">doświadcz<span class="_ _0"></span>eń produk<span class="_ _0"></span>cyjn<span class="_ _0"></span>ych,<span class="_ _1"></span> t<span class="_ _0"></span>echnologiczny<span class="_ _0"></span>ch prawn<span class="_ _0"></span>ych w obsz<span class="_ _0"></span>arze wodomierzy i ciepłomierzy</div><div class="t m0 x37 h8 y950 ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ws100">DVGW<span class="_ _0"></span>- German T<span class="_ _f"></span>echnical and Scientiﬁ<span class="_ _0"></span>c Associa<span class="_ _0"></span>tion f<span class="_ _0"></span>or Gas and W<span class="_ _1"></span>ater - f<span class="_ _0"></span>orum wymian<span class="_ _0"></span>y doświadczeń w <span class="_ _0"></span>zakresie innow<span class="_ _0"></span>acji </span></span></div><div class="t m0 x1d h8 y951 ff6 fs5 fc4 sc0 ls0 ws9">i st<span class="_ _0"></span>andardów rynku gazu i wod<span class="_ _0"></span>y</div><div class="t m0 x37 h8 y952 ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ws13c">Lora Alliance - standaryzacja i wdr<span class="_ _0"></span>ażanie na szerok<span class="_ _0"></span>ą skalę szer<span class="_ _0"></span>ok<span class="_ _0"></span>opasmowych sieci nisk<span class="_ _0"></span>ich mocy t<span class="_ _0"></span>j.<span class="_ _0"></span> LPWAN poprzez rozw<span class="_ _0"></span>ój <span class="_ _2d"></span><span class="ws0"> </span></span></span></div><div class="t m0 x1d h8 y953 ff6 fs5 fc4 sc0 ls0 ws9">i promocję ot<span class="_ _0"></span>warteg<span class="_ _0"></span>o standar<span class="_ _0"></span>du LoRaW<span class="_ _0"></span>AN</div><div class="t m0 x37 h8 y954 ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4">IAF (Industry <span class="_ _0"></span>Advisory F<span class="_ _1"></span>orum prz<span class="_ _2"></span>y CEN-CENELEC) - nadzór nad zgłoszeniami pat<span class="_ _0"></span>ent<span class="_ _0"></span>owymi</span></span></div><div class="t m0 x37 h8 y955 ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4">Aqua Thermal Energy - <span class="_ _0"></span>st<span class="_ _0"></span>owarzyszenie inspir<span class="_ _0"></span>uje przedsięwzięcia nauk<span class="_ _0"></span>owo-t<span class="_ _0"></span>echniczne</span></span></div><div class="t m0 x37 h8 y956 ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4">Stowarzyszenie Inżynier<span class="_ _0"></span>ów Mechanikó<span class="_ _0"></span>w Polsk<span class="_ _0"></span>ich</span></span></div><div class="t m0 x37 h8 y957 ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4">Klub Polskie F<span class="_ _1"></span>orum ISO 9001</span></span></div><div class="t m0 x37 h8 y958 ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4">Izba Gospodarcza W<span class="_ _1"></span>odociągów Polsk<span class="_ _0"></span>ich</span></span></div><div class="t m0 x37 h8 y959 ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4">Wielkopolsk<span class="_ _0"></span>a Izba Przemy<span class="_ _0"></span>słowo-Handlowa</span></span></div><div class="t m0 x37 h8 y95a ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4">Izba Gospodarcza Gazownict<span class="_ _0"></span>wa</span></span></div><div class="t m0 x37 h8 y95b ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4">Stowarzyszenie Nauk<span class="_ _1"></span>owo-T<span class="_ _f"></span>echniczne Inżynier<span class="_ _0"></span>ów i T<span class="_ _f"></span>echników Przem<span class="_ _0"></span>ysłu Naf<span class="_ _1"></span>to<span class="_ _0"></span>wego i Gazowniczeg<span class="_ _0"></span>o</span></span></div><div class="t m0 x37 h8 y95c ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4">Stowarzyszenie Eur<span class="_ _0"></span>opejskich Prod<span class="_ _0"></span>ucentó<span class="_ _0"></span>w Gazomierzy F<span class="_ _0"></span>arecogaz</span></span></div><div class="t m0 x37 h8 y95d ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4">Stowarzyszenie F<span class="_ _1"></span>ederalne Firm Br<span class="_ _0"></span>anży Gazowniczej i W<span class="_ _1"></span>ody Figawa</span></span></div><div class="t m0 x37 h8 y95e ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4">OMS - Grupa Robocza (Open Met<span class="_ _0"></span>ering Sys<span class="_ _0"></span>t<span class="_ _0"></span>em)</span></span></div><div class="t m0 x37 h8 y95f ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 lsf ws7">Polskie Centrum Akr<span class="_ _0"></span>edytacji</span></span></div><div class="t m0 x37 h8 y960 ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 wsb8">ZVEI (Zent<span class="_ _0"></span>ral<span class="_ _0"></span>verband Elekt<span class="_ _0"></span>rot<span class="_ _1"></span>echnik und <span class="_ _2"></span>Elekt<span class="_ _0"></span>ronikindus<span class="_ _1"></span>trie e.<span class="_ _0"></span>V<span class="_ _1"></span>.) - organizacja umożliwia dost<span class="_ _1"></span>ęp do techniczn<span class="_ _0"></span>ych specyﬁka<span class="ws0">-</span></span></span></div><div class="t m0 x1d h8 y961 ff6 fs5 fc4 sc0 ls0 ws9">cji w zakresie r<span class="_ _0"></span>ozwiązań smart meteringu</div><div class="t m0 x11 h16 y962 ff6 fsf fc1 sc0 ls3 ws2">4<span class="_ _0"></span>.5.3.<span class="_ _1"></span> <span class="ls0 ws80">Dzielenie się wiedz<span class="_ _0"></span>ą eksper<span class="_ _0"></span>cką na rynku</span></div><div class="t m0 x11 h8 y963 ff6 fs5 fc4 sc0 ls0 ws14e">Apat<span class="_ _0"></span>or jes<span class="_ _0"></span>t znany<span class="_ _0"></span>m i cenionym w kr<span class="_ _0"></span>aju ekspert<span class="_ _1"></span>em branży energety<span class="_ _0"></span>cznej,<span class="_ _1"></span> dlatego z<span class="_ _0"></span>abiera czynn<span class="_ _0"></span>y głos w debat<span class="_ _0"></span>ach i spot<span class="_ _0"></span>kaniach </div><div class="t m0 x11 h8 y964 ff6 fs5 fc4 sc0 ls0 ws180">int<span class="_ _0"></span>egrujących uczes<span class="_ _0"></span>tnik<span class="_ _0"></span>ów sekt<span class="_ _1"></span>ora energet<span class="_ _0"></span>ycznego.<span class="_ _1"></span> Eksperci Apa<span class="_ _0"></span>tor<span class="_ _0"></span>a biorą udział w d<span class="_ _0"></span>ebatach i pr<span class="_ _0"></span>ojektach r<span class="_ _0"></span>edakc<span class="_ _0"></span>yjn<span class="_ _0"></span>ych ora<span class="_ _0"></span>z </div><div class="t m0 x11 h8 y90d ff6 fs5 fc4 sc0 ls0 ws1d2">udzielają k<span class="_ _0"></span>omentarzy eksper<span class="_ _0"></span>ckich w ramach działań redak<span class="_ _1"></span>cyjnych d<span class="_ _0"></span>oty<span class="_ _0"></span>czący<span class="_ _0"></span>ch sekt<span class="_ _0"></span>ora ener<span class="_ _0"></span>gety<span class="_ _0"></span>cznego,<span class="_ _1"></span> wod-kan,<span class="_ _1"></span> gazowe<span class="ws0">-</span></div><div class="t m0 x11 h8 y90e ff6 fs5 fc4 sc0 ls0 ws196">go,<span class="_ _1"></span> dzielą się doświadczeniami w z<span class="_ _0"></span>akresie wdr<span class="_ _0"></span>ażania innowacji t<span class="_ _1"></span>echnologicznych,<span class="_ _1"></span> działalności eksport<span class="_ _0"></span>owej oraz pr<span class="_ _0"></span>omują ideę <span class="_ _95"></span><span class="ws0"> </span></div><div class="t m2 x10f hc y61d ff8 fs9 fc0 sc0 ls70 ws0">SOCIAL - Obszar społeczn<span class="_ _0"></span>y</div></div><div class="pi" ></div></div><div id="pf4a" class="pf w0 h0" ><div class="pc pc4a w0 h0"><img class="bi x0 y86 w3 h1e" alt="" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAC0AAAEqCAIAAAAOCk7BAAAACXBIWXMAABYlAAAWJQFJUiTwAAAAvUlEQVR42u3OMQEAMAgDsDJveEM21zxwJApS6ckBLzd4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh8C72XAyGZlwlcAAAAAElFTkSuQmCC"/><div class="t m0 x7f ha y32 ff6 fs7 fc3 sc0 lsc1 ws1d3">74</div><div class="t m0 x11 h8 y278 ff6 fs5 fc4 sc0 ls0 ws9">patrio<span class="_ _0"></span>tyzmu go<span class="_ _0"></span>spodarczego i suwer<span class="_ _0"></span>enności <span class="_ _0"></span>technol<span class="_ _0"></span>ogicznej Europy<span class="_ _1"></span>. </div><div class="t m0 x11 h8 y3f5 ff6 fs5 fc4 sc0 ls0 wse3">Aktyw<span class="_ _0"></span>ności w t<span class="_ _0"></span>ym obszarze zo<span class="_ _0"></span>st<span class="_ _0"></span>ały opisane w rozdziale: R<span class="_ _0"></span>elacje z klientami.<span class="_ _1"></span> Pozost<span class="_ _0"></span>ałe przykłady inicjat<span class="_ _0"></span>yw podejmowanych <span class="_ _95"></span><span class="ws0"> </span></div><div class="t m0 x11 h8 y3f6 ff6 fs5 fc4 sc0 ls0 ws0">w 2023 roku:</div><div class="t m0 x37 h8 y3ce ff7 fs5 fc1 sc0 ls0 ws0"> <span class="_ _33"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff7 fc4">Głos w dy<span class="_ _0"></span>skus<span class="_ _0"></span>ji ekspertów pod<span class="_ _0"></span>czas 3<span class="_ _0"></span>7<span class="_ _f"></span>. ed<span class="_ _0"></span>ycji K<span class="_ _1"></span>onferencji Energety<span class="_ _0"></span>cznej EuroPOWER <span class="_ _0"></span>&amp; OZE POWER</span></span></div><div class="t m0 x1d h8 y6cc ff6 fs5 fc4 sc0 ls0 wsa9">Apat<span class="_ _0"></span>or był partner<span class="_ _0"></span>em merytory<span class="_ _0"></span>cznym 3<span class="_ _0"></span>7<span class="_ _f"></span>. <span class="_ _0"></span>edycji K<span class="_ _1"></span>onferencji Energet<span class="_ _0"></span>ycznej Eur<span class="_ _0"></span>oPOWER &amp; OZE POWER.<span class="_ _1"></span> Celem wydarzenia </div><div class="t m0 x1d h8 y3d0 ff6 fs5 fc4 sc0 ls0 wsb6">jest sz<span class="_ _0"></span>eroka d<span class="_ _0"></span>yskusja o naj<span class="_ _0"></span>bardziej akt<span class="_ _0"></span>ualnych <span class="_ _0"></span>wyzwaniach i problemach d<span class="_ _0"></span>oty<span class="_ _0"></span>czący<span class="_ _0"></span>ch sekt<span class="_ _0"></span>ora ener<span class="_ _0"></span>gety<span class="_ _0"></span>cznego w Pol<span class="_ _0"></span>sce oraz </div><div class="t m0 x1d h8 y3d1 ff6 fs5 fc4 sc0 ls0 ws118">w regionie CEE.<span class="_ _1"></span> Członek Za<span class="_ _2"></span>rządu <span class="_ _0"></span>Apat<span class="_ _0"></span>or SA ucz<span class="_ _0"></span>est<span class="_ _0"></span>niczył w charakt<span class="_ _0"></span>erze eksperta w d<span class="_ _0"></span>ebacie: <span class="_ _1"></span>„<span class="_ _0"></span> Jak przygot<span class="_ _1"></span>ować infras<span class="_ _0"></span>tr<span class="_ _0"></span>uktur<span class="_ _0"></span>ę </div><div class="t m0 x1d h8 y3d2 ff6 fs5 fc4 sc0 ls0 ws18">energet<span class="_ _0"></span>yczną pod rozw<span class="_ _0"></span>ój OZE? Co dalej z K<span class="_ _0"></span>artą Efekt<span class="_ _0"></span>ywnej T<span class="_ _f"></span>ransfor<span class="_ _1"></span>macji Sieci Dystrybucy<span class="_ _0"></span>jny<span class="_ _0"></span>ch polskiej ener<span class="_ _0"></span>get<span class="_ _0"></span>yki?&quot; <span class="_ _0"></span>Wzięli </div><div class="t m0 x1d h8 y3d3 ff6 fs5 fc4 sc0 ls0 ws11f">w niej udział m.in.<span class="_ _0"></span> Prezes Urzędu R<span class="_ _0"></span>egulacji Energet<span class="_ _0"></span>yki,<span class="_ _1"></span> Dyrek<span class="_ _0"></span>tor Departament<span class="_ _1"></span>u Gospodarki Niskoemis<span class="_ _0"></span>yjnej z Minis<span class="_ _0"></span>ter<span class="_ _0"></span>st<span class="_ _0"></span>wa </div><div class="t m0 x1d h8 y3d4 ff6 fs5 fc4 sc0 ls0 ws9">Rozwoju i <span class="_ _0"></span>T<span class="_ _f"></span>echnologii oraz przeds<span class="_ _0"></span>tawiciele zarz<span class="_ _0"></span>ądów spółek dy<span class="_ _0"></span>st<span class="_ _0"></span>rybucy<span class="_ _0"></span>jnych.</div><div class="t m0 x1d h8 y3d5 ff6 fs5 fc4 sc0 ls0 ws9">W naszym wys<span class="_ _0"></span>tąpieniu k<span class="_ _0"></span>oncentr<span class="_ _0"></span>owaliśm<span class="_ _0"></span>y się na dwóch główn<span class="_ _0"></span>ych t<span class="_ _0"></span>emat<span class="_ _0"></span>ach:</div><div class="t m0 xbd h8 y3d6 ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ff11">–<span class="_ _3b"> </span><span class="ff6 fc4 ws15e">mag<span class="_ _2"></span>azyn<span class="_ _0"></span>y energii – ważna rola w s<span class="_ _1"></span>tabilizacji sieci,<span class="_ _0"></span> problem<span class="_ _0"></span>y z pozyskaniem ﬁnansowania i opłaca<span class="_ _0"></span>lnością inwes<span class="_ _0"></span>ty<span class="_ _0"></span>cji – <span class="_ _95"></span><span class="ws0"> </span></span></span></div><div class="t m0 x45 h8 y3d7 ff6 fs5 fc4 sc0 ls0 ws9">konieczno<span class="_ _0"></span>ść uruchomienia śr<span class="_ _0"></span>odków<span class="_ _0"></span>,<span class="_ _1"></span> programów wspar<span class="_ _0"></span>cia<span class="_ _1"></span>,</div><div class="t m0 xbd h8 y3d8 ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ff11">–<span class="_ _3b"> </span><span class="ff6 fc4 wsba">inteligentne sieci i liczniki – k<span class="_ _0"></span>luczowa rola w s<span class="_ _0"></span>ys<span class="_ _0"></span>temie ener<span class="_ _0"></span>get<span class="_ _0"></span>yczny<span class="_ _0"></span>m,<span class="_ _1"></span> ważna kwest<span class="_ _0"></span>ia cyberbezpieczeńs<span class="_ _1"></span>twa (sektor ener<span class="_ _1"></span><span class="ws0">-</span></span></span></div><div class="t m0 x45 h8 y6cd ff6 fs5 fc4 sc0 ls0 ws1d4">gety<span class="_ _0"></span>czny s<span class="_ _0"></span>tanowi inf<span class="_ _0"></span>ras<span class="_ _0"></span>trukt<span class="_ _1"></span>urę krytyczną państ<span class="_ _0"></span>wa<span class="_ _1"></span>,<span class="_ _1"></span> wraz ze wzros<span class="_ _0"></span>t<span class="_ _0"></span>em liczby urządzeń z k<span class="_ _1"></span>omuni<span class="_ _2"></span>kacją ins<span class="_ _0"></span>talow<span class="_ _0"></span>anych <span class="_ _39"></span><span class="ws0"> </span></div><div class="t m0 x45 h8 y6ce ff6 fs5 fc4 sc0 ls0 ws9">w sieci rośnie ryzyk<span class="_ _0"></span>o cyber<span class="_ _0"></span>atak<span class="_ _1"></span>ów).</div><div class="t m0 x37 h8 y3db ff7 fs5 fc1 sc0 ls0 ws0"> <span class="_ _33"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff7 fc4 ws1b">Konf<span class="_ _0"></span>erencja <span class="_ _1"></span>„Inteligent<span class="_ _0"></span>nie w energety<span class="_ _0"></span>ce.<span class="_ _0"></span> W<span class="_ _0"></span>spar<span class="_ _0"></span>cie budowy inteligen<span class="_ _0"></span>tnej sieci ener<span class="_ _0"></span>getycz<span class="_ _0"></span>nej w Polsce<span class="_ _0"></span>”</span></span></div><div class="t m0 x1d h8 y3dc ff6 fs5 fc4 sc0 ls0 wsf9">Projek<span class="_ _0"></span>t realizowany pod szyl<span class="_ _0"></span>dem Minist<span class="_ _1"></span>erstwa Klima<span class="_ _0"></span>tu i Śr<span class="_ _0"></span>odowiska pn.<span class="_ _1"></span> <span class="_ _0"></span>„Int<span class="_ _0"></span>eligentnie w ener<span class="_ _0"></span>get<span class="_ _0"></span>yce.<span class="_ _1"></span> Wsparcie bud<span class="_ _0"></span>owy int<span class="_ _0"></span>e<span class="ws0">-</span></div><div class="t m0 x1d h8 y3dd ff6 fs5 fc4 sc0 ls0 ws102">ligentnej sieci <span class="_ _0"></span>energet<span class="_ _0"></span>ycznej w P<span class="_ _0"></span>olsce” ma na celu popularyz<span class="_ _0"></span>ację wiedzy na t<span class="_ _1"></span>emat korzyści,<span class="_ _1"></span> podejmowan<span class="_ _0"></span>ych działań i planów </div><div class="t m0 x1d h8 y3de ff6 fs5 fc4 sc0 ls0 ws17e">wyk<span class="_ _0"></span>orzyst<span class="_ _0"></span>ania inteligent<span class="_ _0"></span>ny<span class="_ _0"></span>ch funkc<span class="_ _0"></span>jonalności sieci elek<span class="_ _0"></span>troener<span class="_ _0"></span>get<span class="_ _0"></span>yczny<span class="_ _0"></span>ch (Smart Grids),<span class="_ _1"></span> zast<span class="_ _1"></span>osowania nowych t<span class="_ _0"></span>echnologii </div><div class="t m0 x1d h8 y485 ff6 fs5 fc4 sc0 ls0 ws9">w energet<span class="_ _0"></span>yce i int<span class="_ _1"></span>el<span class="_ _2"></span>igent<span class="_ _0"></span>nych licznik<span class="_ _0"></span>ów zdalnego od<span class="_ _0"></span>czytu (LZO).<span class="_ _1"></span> </div><div class="t m0 x1d h8 y3e0 ff6 fs5 fc4 sc0 ls0 ws12c">Liczniki int<span class="_ _0"></span>eligentne są is<span class="_ _0"></span>t<span class="_ _0"></span>otną gałęzią polsk<span class="_ _0"></span>iej gospodarki.<span class="_ _1"></span> Ekspert Apat<span class="_ _0"></span>or SA z<span class="_ _0"></span>aprezent<span class="_ _0"></span>ował k<span class="_ _0"></span>orzyści ze współpr<span class="_ _0"></span>acy sekt<span class="_ _1"></span>o<span class="ws0">-</span></div><div class="t m0 x1d h8 y3e1 ff6 fs5 fc4 sc0 ls0 ws1b">rowej przy t<span class="_ _0"></span>worzeniu lokaln<span class="_ _0"></span>ych łańcuchów d<span class="_ _0"></span>ost<span class="_ _0"></span>aw t<span class="_ _0"></span>echnologii pomiarowy<span class="_ _0"></span>ch dla polskiej ener<span class="_ _0"></span>getyk<span class="_ _0"></span>i.<span class="_ _0"></span> W<span class="_ _0"></span> naszym wys<span class="_ _0"></span>tąpieniu </div><div class="t m0 x1d h8 y719 ff6 fs5 fc4 sc0 ls0 ws9">podkreślaliśm<span class="_ _0"></span>y kluczowe zagadnienia<span class="_ _1"></span>,<span class="_ _1"></span> takie jak:</div><div class="t m0 xbd h8 y71a ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ff11">–<span class="_ _3b"> </span><span class="ff6 fc4 ws9">rozwój t<span class="_ _0"></span>echnologiczny sam<span class="_ _0"></span>ych licznikó<span class="_ _0"></span>w w ścisłej współprac<span class="_ _0"></span>y z OSD,</span></span></div><div class="t m0 xbd h8 y71b ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ff11">–<span class="_ _3b"> </span><span class="ff6 fc4 ws9">model dostar<span class="_ _0"></span>czania OSD dany<span class="_ _0"></span>ch odczyto<span class="_ _0"></span>wych z licznikó<span class="_ _0"></span>w zamiast urz<span class="_ _0"></span>ądzeń,<span class="_ _1"></span> </span></span></div><div class="t m0 xbd h8 y965 ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ff11">–<span class="_ _3b"> </span><span class="ff6 fc4 ws9">aspekt bezpieczeństw<span class="_ _0"></span>a energet<span class="_ _0"></span>ycznego<span class="_ _0"></span>.</span></span></div><div class="t m0 x37 h8 y71c ff7 fs5 fc1 sc0 ls0 ws0"> <span class="_ _33"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff7 fc4 wsf">Promocja cyberbezpiecz<span class="_ _0"></span>eństw<span class="_ _0"></span>a i suwerenności <span class="_ _0"></span>technologiczne<span class="_ _0"></span>j w sektorze ener<span class="_ _0"></span>getyczn<span class="_ _0"></span>ym</span></span></div><div class="t m0 x1d h8 y48d ff6 fs5 fc4 sc0 ls0 ws16e">W 2023 roku Apa<span class="_ _0"></span>t<span class="_ _0"></span>or SA zainicj<span class="_ _0"></span>ował działania komunik<span class="_ _0"></span>acyjne,<span class="_ _1"></span> kt<span class="_ _0"></span>órych celem b<span class="_ _0"></span>yło zwrócenie uw<span class="_ _0"></span>agi decyd<span class="_ _0"></span>ent<span class="_ _0"></span>ów oraz szer<span class="_ _0"></span>o<span class="ws0">-</span></div><div class="t m0 x1d h8 y48e ff6 fs5 fc4 sc0 ls0 ws12c">kiej opinii publicznej na zagrożenie bezpieczeń<span class="_ _0"></span>stw<span class="_ _0"></span>a cyf<span class="_ _0"></span>rowego sieci ener<span class="_ _0"></span>get<span class="_ _0"></span>ycznej w k<span class="_ _0"></span>ont<span class="_ _0"></span>ekście wyzwań t<span class="_ _0"></span>rans<span class="_ _0"></span>for<span class="_ _0"></span>macji ener<span class="_ _0"></span><span class="ws0">-</span></div><div class="t m0 x1d h8 y48f ff6 fs5 fc4 sc0 ls0 ws0">gety<span class="_ _0"></span>cznej i trwa<span class="_ _0"></span>jącego roll<span class="_ _0"></span>out’u smart met<span class="_ _0"></span>eringu w Pol<span class="_ _0"></span>sce.</div><div class="t m0 x1d h8 y6d9 ff6 fs5 fc4 sc0 ls0 ws101">Wspó<span class="_ _0"></span>lnie z ComCERT S.A.<span class="_ _1"></span> z Grupy Asseco,<span class="_ _1"></span> spółką specjalizującą się w usługach t<span class="_ _0"></span>ypu CERT<span class="_ _1"></span>,<span class="_ _1"></span> przygot<span class="_ _0"></span>owano eksperck<span class="_ _0"></span>ą ana<span class="ws0">-</span></div><div class="t m0 x1d h8 y857 ff6 fs5 fc4 sc0 ls0 wsfe">lizę zagroż<span class="_ _0"></span>eń dla intelig<span class="_ _0"></span>entn<span class="_ _0"></span>ych sieci energ<span class="_ _0"></span>ety<span class="_ _0"></span>cznych wy<span class="_ _0"></span>nikający<span class="_ _0"></span>ch ze s<span class="_ _0"></span>tos<span class="_ _0"></span>owania urządzeń pochodząc<span class="_ _0"></span>ych od dos<span class="_ _0"></span>tawcó<span class="_ _0"></span>w </div><div class="t m0 x1d h8 y71d ff6 fs5 fc4 sc0 ls0 ws1d5">niezweryﬁkowan<span class="_ _0"></span>ych pod wzgl<span class="_ _0"></span>ędem bezpieczeńs<span class="_ _0"></span>twa cyf<span class="_ _0"></span>ro<span class="_ _0"></span>wego.<span class="_ _1"></span> Wyniki analiz grupy ekspert<span class="_ _0"></span>ów w zakr<span class="_ _0"></span>esie cyber<span class="_ _0"></span>securit<span class="_ _0"></span>y </div><div class="t m0 x1d h8 y71e ff6 fs5 fc4 sc0 ls0 wse9">i zaawansow<span class="_ _0"></span>anej technol<span class="_ _0"></span>ogii pomiarowej zaprezen<span class="_ _0"></span>tow<span class="_ _0"></span>ano przedst<span class="_ _0"></span>awicielom ins<span class="_ _0"></span>tyt<span class="_ _0"></span>ucji rządowy<span class="_ _0"></span>ch,<span class="_ _1"></span> organizacji branżowych </div><div class="t m0 x1d h8 y71f ff6 fs5 fc4 sc0 ls0 ws102">oraz zarzą<span class="_ _0"></span>dom koncer<span class="_ _1"></span>nów energety<span class="_ _0"></span>cznych w celu z<span class="_ _0"></span>aak<span class="_ _0"></span>cento<span class="_ _0"></span>wania pilnej potrzeby działań na płaszczyźnie regulacy<span class="_ _0"></span>jnej,<span class="_ _1"></span> orga<span class="ws0">-</span></div><div class="t m0 x1d h8 y720 ff6 fs5 fc4 sc0 ls0 ws7">nizacy<span class="_ _0"></span>jnej i technicznej.<span class="_ _0"></span> </div><div class="t m0 x1d h8 y876 ff6 fs5 fc4 sc0 ls0 wsa">Ze wz<span class="_ _0"></span>ględu na wagę z<span class="_ _0"></span>agadnień związanych z bezpiecz<span class="_ _0"></span>eńst<span class="_ _0"></span>wem kra<span class="_ _0"></span>jowej infr<span class="_ _0"></span>as<span class="_ _0"></span>trukt<span class="_ _0"></span>ury energ<span class="_ _0"></span>etycznej ma<span class="_ _0"></span>teriał eks<span class="_ _0"></span>percki zo<span class="ws0">-</span></div><div class="t m0 x1d h8 y877 ff6 fs5 fc4 sc0 ls0 ws9">st<span class="_ _0"></span>ał także ud<span class="_ _0"></span>ost<span class="_ _1"></span>ępniony szerokiej opinii publicznej za pośr<span class="_ _0"></span>ednictwem mediów<span class="_ _0"></span>.</div><div class="t m0 x1d h8 y6e1 ff6 fs5 fc4 sc0 ls0 wsfd">Wszelk<span class="_ _0"></span>ie działania podejmowane przez Apat<span class="_ _1"></span>or S.A. wynika<span class="_ _0"></span>ją z poczucia odpowiedzialności spółk<span class="_ _0"></span>i za of<span class="_ _0"></span>erow<span class="_ _0"></span>ane produkty </div><div class="t m0 x1d h8 y6e2 ff6 fs5 fc4 sc0 ls0 ws9">oraz dążenia do z<span class="_ _0"></span>apewnienia skut<span class="_ _1"></span>ecznego syst<span class="_ _0"></span>emu cyberbezpiecz<span class="_ _0"></span>eńst<span class="_ _0"></span>wa w zakr<span class="_ _0"></span>esie sekt<span class="_ _0"></span>ora ener<span class="_ _0"></span>gety<span class="_ _0"></span>cznego w Pol<span class="_ _0"></span>sce.</div><div class="t m0 x11 h16 y966 ff6 fsf fc1 sc0 lsc2 ws1d6">4.<span class="_ _2"></span>5.4. <span class="_ _0"></span><span class="ls0 ws80">W<span class="_ _0"></span>spółpr<span class="_ _0"></span>aca z uczelniami</span></div><div class="t m0 x11 h8 y967 ff6 fs5 fc4 sc0 ls0 ws13">Spółki Grupy <span class="_ _0"></span>Apat<span class="_ _0"></span>or rozwija<span class="_ _0"></span>ją innowacyjne <span class="_ _0"></span>t<span class="_ _0"></span>echnologie przy współpracy z uczelniami - k<span class="_ _0"></span>orzys<span class="_ _0"></span>tają zwłaszcz<span class="_ _0"></span>a z wiedzy inżynier<span class="_ _0"></span><span class="ws0">-</span></div><div class="t m0 x11 h8 y968 ff6 fs5 fc4 sc0 ls0 ws9">skiej,<span class="_ _1"></span> dorobku nauk<span class="_ _0"></span>owego or<span class="_ _0"></span>az zaplecz<span class="_ _0"></span>a laborat<span class="_ _1"></span>oryjnego uczelni t<span class="_ _0"></span>echniczny<span class="_ _0"></span>ch.<span class="_ _0"></span> </div><div class="t m2 x5a hc y61d ff8 fs9 fc0 sc0 ls70 ws0">SOCIAL - Obszar społeczn<span class="_ _0"></span>y</div></div><div class="pi" ></div></div><div id="pf4b" class="pf w0 h0" ><div class="pc pc4b w0 h0"><img class="bi xb5 y86 w9 h49" alt="" src="data:image/png;base64,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"/><div class="t m0 xb6 ha y32 ff6 fs7 fc3 sc0 ls72 wsf7">75</div><div class="t m0 x11 h8 y278 ff6 fs5 fc4 sc0 ls0 ws9">W 2023 roku k<span class="_ _0"></span>ont<span class="_ _0"></span>ynuowano wspólne pro<span class="_ _0"></span>jekty z nas<span class="_ _0"></span>t<span class="_ _0"></span>ępującymi uczelniami:</div><div class="t m0 x37 h8 y3f5 ff7 fs5 fc1 sc0 ls0 ws0"> <span class="_ _33"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff7 fc4 ws14f">Pilotażowy pro<span class="_ _0"></span>jekt przemy<span class="_ _0"></span>słowego magazynu ener<span class="_ _0"></span>gii w Ochotnicy w<span class="_ _0"></span>e współpr<span class="_ _0"></span>acy z Akad<span class="_ _0"></span>emią Górniczo-Hut<span class="_ _0"></span>niczą <span class="_ _8c"></span><span class="ws0"> </span></span></span></div><div class="t m0 x1d h8 y3f6 ff7 fs5 fc4 sc0 ls0 ws0">w Krak<span class="_ _1"></span>owie</div><div class="t m0 x1d h8 y3f7 ff6 fs5 fc4 sc0 ls0 wsa8">W ramach wspólneg<span class="_ _0"></span>o pilotażoweg<span class="_ _0"></span>o projekt<span class="_ _0"></span>u z udziałem: T<span class="_ _f"></span>auron Dys<span class="_ _0"></span>trybucja SA,<span class="_ _1"></span> Apa<span class="_ _0"></span>tor S<span class="_ _0"></span>A ora<span class="_ _0"></span>z Akademii Gór<span class="_ _1"></span>niczo-Hutni<span class="ws0">-</span></div><div class="t m0 x1d h8 y3f8 ff6 fs5 fc4 sc0 ls0 ws12c">czej w Krak<span class="_ _0"></span>owie,<span class="_ _1"></span> w Ochotnic<span class="_ _0"></span>y Dolnej (woj.<span class="_ _0"></span> małopolsk<span class="_ _0"></span>ie) zains<span class="_ _0"></span>talowano i przet<span class="_ _0"></span>es<span class="_ _0"></span>tow<span class="_ _0"></span>ano innowacy<span class="_ _0"></span>jny magazyn energii opr<span class="_ _0"></span>a<span class="ws0">-</span></div><div class="t m0 x1d h8 y3f9 ff6 fs5 fc4 sc0 ls0 wsb2">cowany przez Apa<span class="_ _0"></span>t<span class="_ _0"></span>or SA.<span class="_ _0"></span> Celem proj<span class="_ _0"></span>ektu b<span class="_ _0"></span>yła analiza możliwości s<span class="_ _0"></span>tabilizacji sieci z dużym udziałem pros<span class="_ _0"></span>umenckich inst<span class="_ _0"></span>alacji </div><div class="t m0 x1d h8 y3fa ff6 fs5 fc4 sc0 ls0 ws152">OZE poprzez magazyn energii z dedy<span class="_ _0"></span>ko<span class="_ _0"></span>wanym alg<span class="_ _0"></span>orytmem s<span class="_ _0"></span>tabilizacji sieci.<span class="_ _0"></span> W<span class="_ _0"></span> ramach t<span class="_ _1"></span>e<span class="_ _2"></span>j współpr<span class="_ _0"></span>acy zespół AGH b<span class="_ _0"></span>ył od<span class="ws0">-</span></div><div class="t m0 x1d h8 y45d ff6 fs5 fc4 sc0 ls0 ws17">powiedzialny z<span class="_ _0"></span>a analizę parametr<span class="_ _0"></span>ów sieci w miejscu przyłączenia ma<span class="_ _0"></span>gazynu i wpływ magazynu na popr<span class="_ _0"></span>awę jak<span class="_ _0"></span>ości napięcia<span class="_ _1"></span>. </div><div class="t m0 x1d h8 y45e ff6 fs5 fc4 sc0 ls0 ws9">Projek<span class="_ _0"></span>t realizowano w okres<span class="_ _0"></span>ie: sierpień 2022 r<span class="_ _f"></span>. - lu<span class="_ _0"></span>ty 2023 r<span class="_ _f"></span>.</div><div class="t m0 x37 h8 y3fd ff7 fs5 fc1 sc0 ls0 ws0"> <span class="_ _33"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff7 fc4 ws18b">Ws<span class="_ _0"></span>półpraca <span class="_ _0"></span>z Politechniką Łódzk<span class="_ _0"></span>ą<span class="ff6 ws196"> – realizacja projek<span class="_ _0"></span>tów badaw<span class="_ _0"></span>czo-rozwoj<span class="_ _0"></span>owych współﬁnanso<span class="_ _0"></span>wanych z<span class="_ _0"></span>e środk<span class="_ _0"></span>ów UE.<span class="_ _0"></span> <span class="_ _95"></span><span class="ws0"> </span></span></span></span></div><div class="t m0 x1d h8 y3fe ff6 fs5 fc4 sc0 ls0 ws171">W 2023 roku k<span class="_ _0"></span>ont<span class="_ _0"></span>ynuowano proj<span class="_ _0"></span>ekt <span class="_ _1"></span>„Zarządzanie pracą sieci dys<span class="_ _1"></span>trybucyjnej niskiego napięcia z uwzgl<span class="_ _0"></span>ędnieniem aktyw<span class="_ _0"></span>nej </div><div class="t m0 x1d h8 y3ff ff6 fs5 fc4 sc0 ls0 ws129">roli pro<span class="_ _0"></span>sumenta<span class="_ _0"></span>”,<span class="_ _1"></span> któr<span class="_ _0"></span>ego celem <span class="_ _0"></span>było opr<span class="_ _0"></span>acowanie i wdr<span class="_ _0"></span>ożenie w prz<span class="_ _0"></span>est<span class="_ _0"></span>rzeni pilotażow<span class="_ _0"></span>ej nowej usługi na potrz<span class="_ _0"></span>eby nowocze<span class="ws0">-</span></div><div class="t m0 x1d h8 y400 ff6 fs5 fc4 sc0 ls0 wsf">snej elektr<span class="_ _0"></span>oenerge<span class="_ _0"></span>tycznej sieci d<span class="_ _0"></span>ys<span class="_ _0"></span>trybucy<span class="_ _0"></span>jnej oraz opart<span class="_ _0"></span>ego na jej wyk<span class="_ _1"></span>orzystaniu sys<span class="_ _0"></span>t<span class="_ _0"></span>emu zarządzania<span class="_ _1"></span>.<span class="_ _0"></span> W 2023 roku pr<span class="_ _0"></span>owa<span class="ws0">-</span></div><div class="t m0 x1d h8 y4c1 ff6 fs5 fc4 sc0 ls0 ws9">dzono analizy algorytmów w rzeczywis<span class="_ _0"></span>tym ś<span class="_ _0"></span>rodowisku pilo<span class="_ _0"></span>tażowym wsk<span class="_ _0"></span>azany<span class="_ _0"></span>m przez jednego z k<span class="_ _1"></span>onsorcjantów<span class="_ _1"></span>.</div><div class="t m0 x37 h8 y402 ff7 fs5 fc1 sc0 ls0 ws0"> <span class="_ _33"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff7 fc4 ws1d7">Ws<span class="_ _0"></span>półpraca z Politechniką W<span class="_ _1"></span>arszawską<span class="ff6 ws14f">  w zakr<span class="_ _0"></span>esie k<span class="_ _0"></span>onsult<span class="_ _0"></span>acji t<span class="_ _0"></span>echnicznych or<span class="_ _0"></span>az opraco<span class="_ _0"></span>wywania t<span class="_ _0"></span>emat<span class="_ _0"></span>yki i założeń <span class="_ _39"></span><span class="ws0"> </span></span></span></span></div><div class="t m0 x1d h8 y403 ff6 fs5 fc4 sc0 ls0 ws1d5">do wspólny<span class="_ _0"></span>ch projek<span class="_ _0"></span>tów<span class="_ _1"></span>. <span class="_ _0"></span>W ramach wymian<span class="_ _0"></span>y wiedzy ekspert Apa<span class="_ _0"></span>tor SA<span class="_ _0"></span> prezent<span class="_ _1"></span>ował stud<span class="_ _0"></span>ent<span class="_ _0"></span>om rozwiązania z obsz<span class="_ _0"></span>aru </div><div class="t m0 x1d h8 y404 ff6 fs5 fc4 sc0 ls0 wsab">magazynowania energii na pod<span class="_ _0"></span>st<span class="_ _0"></span>awie projekt<span class="_ _1"></span>ów realizowany<span class="_ _0"></span>ch przez Apat<span class="_ _1"></span>or<span class="_ _1"></span>.<span class="_ _0"></span> <span class="_ _0"></span>Współpr<span class="_ _0"></span>aca obejmow<span class="_ _0"></span>ała także przy<span class="_ _0"></span>got<span class="_ _0"></span>owanie </div><div class="t m0 x1d h8 y405 ff6 fs5 fc4 sc0 ls0 ws117">wspólnej publikacji dot.<span class="_ _1"></span> zast<span class="_ _0"></span>osowań magazynów energii or<span class="_ _0"></span>az opracow<span class="_ _0"></span>ania koncepcji zas<span class="_ _0"></span>t<span class="_ _0"></span>osowania magazynu energii w bu<span class="ws0">-</span></div><div class="t m0 x1d h8 y406 ff6 fs5 fc4 sc0 ls0 ws0">dynk<span class="_ _0"></span>ach Polit<span class="_ _0"></span>echniki.</div><div class="t m0 x37 h8 y407 ff7 fs5 fc1 sc0 ls0 ws0"> <span class="_ _33"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff7 fc4 ws31">Politechnika W<span class="_ _1"></span>rocławska<span class="ff6 ws154"> pracują na specjalist<span class="_ _0"></span>yczn<span class="_ _0"></span>ych makiet<span class="_ _0"></span>ach z int<span class="_ _0"></span>eligentn<span class="_ _0"></span>ymi licznikami energii dos<span class="_ _0"></span>tar<span class="_ _0"></span>czonymi przez </span></span></span></div><div class="t m0 x1d h8 y408 ff6 fs5 fc4 sc0 ls0 wseb">Apat<span class="_ _0"></span>or SA.<span class="_ _0"></span> Dzięki nim s<span class="_ _0"></span>tud<span class="_ _0"></span>enci korzys<span class="_ _1"></span>tający z laborat<span class="_ _1"></span>orium PLC na Wydziale Elekt<span class="_ _0"></span>ryczn<span class="_ _0"></span>ym poznają m.in.<span class="_ _1"></span> techniki t<span class="_ _1"></span>elekomuni<span class="ws0">-</span></div><div class="t m0 x1d h8 y409 ff6 fs5 fc4 sc0 ls0 ws1a">kacy<span class="_ _0"></span>jne związane z pomiarem energii or<span class="_ _0"></span>az sys<span class="_ _0"></span>t<span class="_ _0"></span>emy zarz<span class="_ _0"></span>ądzania siecią elekt<span class="_ _0"></span>roenerg<span class="_ _0"></span>ety<span class="_ _0"></span>czną<span class="_ _0"></span>.<span class="_ _1"></span> Współpr<span class="_ _0"></span>aca obejmuje t<span class="_ _0"></span>akże udział </div><div class="t m0 x1d h8 y40a ff6 fs5 fc4 sc0 ls0 ws16">przeds<span class="_ _0"></span>tawiciela Apa<span class="_ _0"></span>t<span class="_ _0"></span>or SA w Radzie Społecznej P<span class="_ _0"></span>olitechniki <span class="_ _0"></span>W<span class="_ _0"></span>rocławsk<span class="_ _0"></span>iej.<span class="_ _0"></span> Spot<span class="_ _0"></span>kania Rady Społecznej PWR  są ok<span class="_ _0"></span>azją nie </div><div class="t m0 x1d h8 y729 ff6 fs5 fc4 sc0 ls0 ws9">tylk<span class="_ _1"></span>o do rozmów o programach kszt<span class="_ _0"></span>ałcenia<span class="_ _1"></span>,<span class="_ _0"></span> ale t<span class="_ _0"></span>akże for<span class="_ _0"></span>um wymiany inf<span class="_ _0"></span>ormacji na t<span class="_ _1"></span>emat sytuacji br<span class="_ _0"></span>anży<span class="_ _0"></span>.</div><div class="t m0 x37 h8 y489 ff7 fs5 fc1 sc0 ls0 ws0"> <span class="_ _33"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff7 fc4 wsec">Politechnika Gdań<span class="_ _0"></span>ska<span class="ff6 wsf0"> – współpr<span class="_ _0"></span>aca Apat<span class="_ _1"></span>or Metrix z Wydziałem Inży<span class="_ _0"></span>nierii Mechanicznej i Okręt<span class="_ _0"></span>ownictw<span class="_ _0"></span>a (IMiO) oraz Zakła<span class="ws0">-</span></span></span></span></div><div class="t m0 x1d h8 y48a ff6 fs5 fc4 sc0 ls0 wseb">dem Ogrzewnict<span class="_ _0"></span>wa<span class="_ _1"></span>,<span class="_ _0"></span> W<span class="_ _1"></span>entylacji,<span class="_ _1"></span> Klimatyzacji i Chłodnictw<span class="_ _0"></span>a (OWKiCh) w zakresie wy<span class="_ _0"></span>konania badań podzespołów d<span class="_ _0"></span>o nowego </div><div class="t m0 x1d h8 y48b ff6 fs5 fc4 sc0 ls0 ws9">produkt<span class="_ _0"></span>u z segment<span class="_ _0"></span>u HV<span class="_ _0"></span>AC.</div><div class="t m0 x37 h8 y48c ff7 fs5 fc1 sc0 ls0 ws0"> <span class="_ _33"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff7 fc4">Ws<span class="_ _0"></span>półpraca <span class="_ _0"></span>z Uniwers<span class="_ _0"></span>ytetem Mik<span class="_ _0"></span>oła<span class="_ _0"></span>ja K<span class="_ _0"></span>opernika w <span class="_ _0"></span>T<span class="_ _f"></span>oruniu<span class="ff6"> </span></span></span></div><div class="t m0 x1d h8 y872 ff6 fs5 fc4 sc0 ls0 ws13f">Apat<span class="_ _0"></span>or był partner<span class="_ _0"></span>em K<span class="_ _0"></span>ongresu K<span class="_ _1"></span>opernikańskiego w r<span class="_ _0"></span>amach obchodów 550.<span class="_ _1"></span> rocznicy urodzin Mik<span class="_ _0"></span>ołaja K<span class="_ _0"></span>oper<span class="_ _0"></span>nika  – patr<span class="_ _0"></span>ona </div><div class="t m0 x1d h8 y907 ff6 fs5 fc4 sc0 ls0 ws0">Uczelni.</div><div class="t m0 x11 h16 y969 ff6 fsf fc1 sc0 lsc3 ws1d8">4.5.5.<span class="_ _1"></span> <span class="ls0 ws0">W<span class="_ _0"></span><span class="ls61 ws80">spier<span class="_ _0"></span>anie społeczności</span></span></div><div class="t m0 x11 h8 y96a ff6 fs5 fc4 sc0 ls0 ws1d9">Aspekty s<span class="_ _0"></span>połeczne mają kluczowe znaczenie w r<span class="_ _0"></span>ealizacji celów biznesowy<span class="_ _0"></span>ch Grupy Apa<span class="_ _0"></span>t<span class="_ _0"></span>or<span class="_ _f"></span>. Przed<span class="_ _0"></span>siębiors<span class="_ _0"></span>twa nie działa<span class="_ _0"></span>ją <span class="_ _39"></span><span class="ws0"> </span></div><div class="t m0 x11 h8 y96b ff6 fs5 fc4 sc0 ls0 ws150">w próżni,<span class="_ _1"></span> lecz są osadzone silnie w lok<span class="_ _0"></span>alny<span class="_ _0"></span>ch społecznościach i funk<span class="_ _0"></span>cjonują w oparciu o lok<span class="_ _0"></span>alną infr<span class="_ _0"></span>as<span class="_ _0"></span>trukt<span class="_ _0"></span>urę.<span class="_ _1"></span> Odpowiedzial<span class="ws0">-</span></div><div class="t m0 x11 h8 y96c ff6 fs5 fc4 sc0 ls0 ws13c">ność w odniesieniu do o<span class="_ _0"></span>toczenia społeczneg<span class="_ _0"></span>o jes<span class="_ _0"></span>t rozumiana <span class="_ _0"></span>jako wkła<span class="_ _0"></span>d spółek i pracownik<span class="_ _0"></span>ów Grupy <span class="_ _0"></span>Apat<span class="_ _0"></span>or w lokalną <span class="_ _0"></span>tk<span class="_ _0"></span>ankę </div><div class="t m0 x11 h8 y96d ff6 fs5 fc4 sc0 ls0 ws141">społeczną<span class="_ _1"></span>,<span class="_ _0"></span> wspieranie inicja<span class="_ _0"></span>tyw organizow<span class="_ _0"></span>anych w mias<span class="_ _0"></span>tach lub regionach,<span class="_ _1"></span> w kt<span class="_ _0"></span>órych zlok<span class="_ _0"></span>alizowane są zakład<span class="_ _0"></span>y produk<span class="_ _0"></span>cyjne <span class="_ _95"></span><span class="ws0"> </span></div><div class="t m0 x11 h8 y96e ff6 fs5 fc4 sc0 ls0 ws9">i spółki Grup<span class="_ _0"></span>y<span class="_ _0"></span>.</div><div class="t m0 x11 h24 y96f ff6 fs13 fc1 sc0 ls0 wsbc">Opis polityk i s<span class="_ _0"></span>posobów działania</div><div class="t m0 x11 h8 y970 ff6 fs5 fc4 sc0 ls0 ws1da">W relacjach ze społeczno<span class="_ _0"></span>ściami priorytet<span class="_ _0"></span>y określa<span class="_ _0"></span>ją przyjęt<span class="_ _0"></span>e przez Grupę Apat<span class="_ _1"></span>or wartości ﬁr<span class="_ _0"></span>mowe oraz z<span class="_ _0"></span>asady okr<span class="_ _0"></span>eślone <span class="_ _39"></span><span class="ws0"> </span></div><div class="t m0 x11 h8 y971 ff6 fs5 fc4 sc0 ls0 ws9">w K<span class="_ _0"></span>odeksie et<span class="_ _0"></span>yczny<span class="_ _0"></span>m,<span class="_ _1"></span> któr<span class="_ _0"></span>e stanowią punkt odnies<span class="_ _0"></span>ienia dla podejmowany<span class="_ _0"></span>ch działań i przyjmowany<span class="_ _0"></span>ch post<span class="_ _0"></span>aw<span class="_ _0"></span>.</div><div class="t m0 x11 h24 y972 ff6 fs13 fc1 sc0 ls0 ws0">Z<span class="_ _0"></span>obowiązania wy<span class="_ _0"></span>nikające ze St<span class="_ _0"></span>r<span class="_ _0"></span>at<span class="_ _0"></span>egii CSR</div><div class="t m0 x11 h8 y973 ff7 fs5 fc4 sc0 ls0 ws0">W wy<span class="_ _0"></span>miarze UCZENIA SIĘ I R<span class="_ _0"></span>OZWOJU Grupa Apa<span class="_ _0"></span>tor podj<span class="_ _0"></span>ęła się nas<span class="_ _0"></span>tępująceg<span class="_ _0"></span>o zobowiązania:</div><div class="t m0 x37 h8 y974 ff7 fs5 fc1 sc0 ls0 ws0"> <span class="_ _33"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff7 fc4 wsd5">Bliżej społeczności<span class="ff6 ws173"> – ws<span class="_ _0"></span>pieramy w<span class="_ _0"></span>artościo<span class="_ _0"></span>we inicjatywy z dziedzin<span class="_ _0"></span>y kult<span class="_ _0"></span>ury<span class="_ _1"></span>,<span class="_ _0"></span> edukacji i sport<span class="_ _0"></span>u,<span class="_ _1"></span> pomag<span class="_ _2"></span>amy pot<span class="_ _0"></span>rzebującym <span class="_ _95"></span><span class="ws0"> </span></span></span></span></div><div class="t m0 x1d h8 y975 ff6 fs5 fc4 sc0 ls0 ws11">w naszym najb<span class="_ _0"></span>liższym ot<span class="_ _0"></span>oczeniu.</div><div class="t m2 x12 hc y61d ff8 fs9 fc0 sc0 ls70 ws0">SOCIAL - Obszar społeczn<span class="_ _0"></span>y</div></div><div class="pi" ></div></div><div id="pf4c" class="pf w0 h0" ><div class="pc pc4c w0 h0"><img class="bi x0 y86 w3 h1e" alt="" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAC0AAAEqCAIAAAAOCk7BAAAACXBIWXMAABYlAAAWJQFJUiTwAAAAvUlEQVR42u3OMQEAMAgDsDJveEM21zxwJApS6ckBLzd4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh8C72XAyGZlwlcAAAAAElFTkSuQmCC"/><div class="t m0 x7f ha y32 ff6 fs7 fc3 sc0 ls0 ws0">76</div><div class="t m0 x1d h8 y278 ff6 fs5 fc4 sc0 ls0 ws100">Grupa Apat<span class="_ _1"></span>or konsekwent<span class="_ _0"></span>nie buduje pozytyw<span class="_ _0"></span>ne relacje z naj<span class="_ _0"></span>bliższym ot<span class="_ _0"></span>oczeniem.<span class="_ _1"></span> Świadoma potrzeb społeczności współﬁ<span class="ws0">-</span></div><div class="t m0 x1d h8 y3f5 ff6 fs5 fc4 sc0 ls0 ws129">nansuje organizację <span class="_ _0"></span>wartoś<span class="_ _0"></span>ciowych wy<span class="_ _0"></span>darzeń z dziedziny kul<span class="_ _0"></span>tury<span class="_ _1"></span>,<span class="_ _0"></span> szt<span class="_ _0"></span>uki,<span class="_ _1"></span> nauki i sportu.<span class="_ _1"></span> Podejmowane działania mają charak<span class="_ _0"></span><span class="ws0">-</span></div><div class="t m0 x1d h8 y3f6 ff6 fs5 fc4 sc0 ls0 ws102">ter l<span class="_ _0"></span>okaln<span class="_ _0"></span>y z możliwym wydźwiękiem og<span class="_ _0"></span>ólnopolskim l<span class="_ _0"></span>ub międzynarodowym.<span class="_ _1"></span> Oprócz działań realizowany<span class="_ _0"></span>ch centr<span class="_ _0"></span>alnie,<span class="_ _1"></span> każda </div><div class="t m0 x1d h8 y3f7 ff6 fs5 fc4 sc0 ls0 ws157">ze spółek Grupy <span class="_ _0"></span>Apat<span class="_ _0"></span>or angażuje środk<span class="_ _0"></span>i na wsparcie wart<span class="_ _0"></span>ościowych inicja<span class="_ _0"></span>tyw w swoich r<span class="_ _0"></span>egionach – adekwa<span class="_ _0"></span>tnie do sw<span class="_ _0"></span>oich </div><div class="t m0 x1d h8 y3f8 ff6 fs5 fc4 sc0 ls0 ws9">możliwości ﬁnansowy<span class="_ _0"></span>ch.</div><div class="t m0 x37 h8 y481 ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ws127">W ramach <span class="ff7 wse">działalnoś<span class="_ _0"></span>ci dobroczynne<span class="_ _0"></span>j<span class="ff6"> wspierane są ins<span class="_ _0"></span>tyt<span class="_ _0"></span>ucje i organizacj<span class="_ _0"></span>e społeczne działające na rzecz osób wyklu<span class="_ _0"></span>czonych </span></span></span></span></div><div class="t m0 x1d h8 y49d ff6 fs5 fc4 sc0 ls0 ws150">oraz realizujący<span class="_ _0"></span>ch określ<span class="_ _0"></span>one misje społeczne.<span class="_ _0"></span> Prioryt<span class="_ _0"></span>et<span class="_ _0"></span>em jes<span class="_ _0"></span>t wspieranie l<span class="_ _0"></span>okalny<span class="_ _0"></span>ch organizacji charyta<span class="_ _0"></span>tywn<span class="_ _0"></span>ych,<span class="_ _1"></span> hospicjów <span class="_ _72"></span><span class="ws0"> </span></div><div class="t m0 x1d h8 y3fb ff6 fs5 fc4 sc0 ls0 ws1c">i ośr<span class="_ _0"></span>odków pomoc<span class="_ _0"></span>y<span class="_ _1"></span>. <span class="_ _0"></span>W ramach pr<span class="_ _0"></span>omowania <span class="ff7 wsab">wol<span class="_ _0"></span>ontariatu pr<span class="_ _0"></span>acowni<span class="_ _0"></span>czego<span class="ff6">,<span class="_ _1"></span> spółki st<span class="_ _0"></span>arają się <span class="_ _0"></span>także angażować praco<span class="_ _0"></span>wnikó<span class="_ _0"></span>w </span></span></div><div class="t m0 x1d h8 y3fc ff6 fs5 fc4 sc0 ls0 ws11">w różne inicja<span class="_ _0"></span>tywy społeczne <span class="_ _0"></span>w przeświadczeniu,<span class="_ _1"></span> że k<span class="_ _0"></span>ażdy może mieć r<span class="_ _0"></span>ealny<span class="_ _1"></span>,<span class="_ _0"></span> pozyt<span class="_ _0"></span>ywny w<span class="_ _0"></span>pływ na najbliższe <span class="_ _0"></span>ot<span class="_ _0"></span>oczenie.<span class="_ _0"></span> </div><div class="t m0 x37 h8 y3d4 ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ws134">W ramach <span class="ff7 ws18">działalnoś<span class="_ _0"></span>ci sponsoringo<span class="_ _0"></span>wej i społecznej<span class="ff6 ws33">,<span class="_ _1"></span> spółki podejmują ró<span class="_ _0"></span>żnorodne działania np.<span class="_ _1"></span> obe<span class="_ _2"></span>jmują patr<span class="_ _0"></span>onat<span class="_ _0"></span>em dzia<span class="ws0">-</span></span></span></span></span></div><div class="t m0 x1d h8 y482 ff6 fs5 fc4 sc0 ls0 ws9">łania edukacy<span class="_ _0"></span>jne (olimpiady przedmiot<span class="_ _0"></span>owe) or<span class="_ _0"></span>az  sponsorują wydarzenia nauk<span class="_ _0"></span>owe i kul<span class="_ _0"></span>tur<span class="_ _0"></span>alne.<span class="_ _0"></span> </div><div class="t m0 x11 h8 y3d6 ff6 fs5 fc4 sc0 ls0 ws1db">Celem działań sponsoringowy<span class="_ _0"></span>ch jes<span class="_ _1"></span>t budowanie rozpoznawalności mark<span class="_ _0"></span>i i właściwa j<span class="_ _0"></span>ej percepcja<span class="_ _0"></span>.<span class="_ _1"></span> <span class="_ _2"></span>Szczegółow<span class="_ _0"></span>e st<span class="_ _0"></span>andardy <span class="_ _8c"></span><span class="ws0"> </span></div><div class="t m0 x11 h8 y3d7 ff6 fs5 fc4 sc0 ls0 ws14c">w zakresie pr<span class="_ _0"></span>owadzenia działań sponsoring<span class="_ _0"></span>owych i ﬁlantr<span class="_ _0"></span>opijny<span class="_ _0"></span>ch określa <span class="ff7 ws12c">Po<span class="_ _0"></span>lityka spon<span class="_ _0"></span>soringowa Grup<span class="_ _0"></span>y Apator<span class="ff6 ls18 ws17a">.<span class="_ _1"></span> Zaa<span class="_ _2"></span>ngażo<span class="ls0 ws0">-</span></span></span></div><div class="t m0 x11 h8 y3d8 ff6 fs5 fc4 sc0 ls0 wsb9">wanie ﬁnansowe ﬁr<span class="_ _0"></span>my w działalnoś<span class="_ _0"></span>ć sponsoringową i ﬁlant<span class="_ _0"></span>ropijną każd<span class="_ _0"></span>orazow<span class="_ _0"></span>o regulowane <span class="_ _0"></span>jest z<span class="_ _0"></span>awartą umową<span class="_ _1"></span>,<span class="_ _1"></span> zaś wykona<span class="ws0">-</span></div><div class="t m0 x11 h8 y6cd ff6 fs5 fc4 sc0 ls0 ws9">nie świadczeń sponsor<span class="_ _0"></span>skich pot<span class="_ _0"></span>wierdzone przez sponsor<span class="_ _0"></span>owanego raport<span class="_ _0"></span>em z wyk<span class="_ _0"></span>onany<span class="_ _0"></span>ch działań.</div><div class="t m0 x11 h8 y3da ff6 fs5 fc4 sc0 ls0 ws17f">Spółki Grup<span class="_ _0"></span>y Apa<span class="_ _0"></span>tor nie angażują się <span class="_ _0"></span>w projekt<span class="_ _0"></span>y polit<span class="_ _0"></span>yczne,<span class="_ _1"></span> religijne,<span class="_ _1"></span> naruszające prawo <span class="_ _0"></span>lub ogólnie przy<span class="_ _0"></span>jęt<span class="_ _0"></span>e norm<span class="_ _0"></span>y społeczne,<span class="_ _1"></span> </div><div class="t m0 x11 h8 y3db ff6 fs5 fc4 sc0 ls0 ws1b3">mające negatyw<span class="_ _0"></span>ny wpływ na śr<span class="_ _0"></span>odowisk<span class="_ _0"></span>o natur<span class="_ _0"></span>alne lub naraża<span class="_ _0"></span>jące na uszczerbek obiekt<span class="_ _0"></span>y o znaczeniu hist<span class="_ _1"></span>orycznym lub arty<span class="ws0">-</span></div><div class="t m0 x11 h8 y3dc ff6 fs5 fc4 sc0 ls0 ws11f">st<span class="_ _0"></span>yczn<span class="_ _0"></span>ym,<span class="_ _1"></span> a także zawier<span class="_ _0"></span>ające t<span class="_ _0"></span>reści d<span class="_ _0"></span>yskryminujące,<span class="_ _1"></span> rasis<span class="_ _0"></span>to<span class="_ _0"></span>wskie,<span class="_ _1"></span> kont<span class="_ _0"></span>rower<span class="_ _0"></span>sy<span class="_ _0"></span>jne i nawołujące do nieprawidłowy<span class="_ _0"></span>ch post<span class="_ _0"></span>aw,<span class="_ _1"></span> </div><div class="t m0 x11 h8 y3dd ff6 fs5 fc4 sc0 ls0 ws9">kt<span class="_ _0"></span>óre mogłyby obr<span class="_ _0"></span>ażać okr<span class="_ _0"></span>eślone grup<span class="_ _0"></span>y społeczne.</div><div class="t m0 x11 h24 y976 ff6 fs13 fc1 sc0 ls0 wsbc">Podejmow<span class="_ _0"></span>ane działania i uzyskane rezul<span class="_ _0"></span>tat<span class="_ _0"></span>y</div><div class="t m0 x11 h8 y74a ff6 fs5 fc4 sc0 ls0 wsa7">Aktyw<span class="_ _0"></span>ność w wymiarze społeczn<span class="_ _0"></span>ym j<span class="_ _0"></span>est do<span class="_ _0"></span>st<span class="_ _0"></span>osowyw<span class="_ _0"></span>ana z jednej s<span class="_ _0"></span>tron<span class="_ _0"></span>y do pot<span class="_ _0"></span>rzeb społeczności,<span class="_ _1"></span> z drugiej zaś do możliwości </div><div class="t m0 x11 h8 y977 ff6 fs5 fc4 sc0 ls0 ws9">i zasobów spółek.<span class="_ _1"></span> </div><div class="t m0 x11 h8 y978 ff7 fs5 fc4 sc0 ls0 ws0">Sponsoring</div><div class="t m0 x11 h8 y979 ff6 fs5 fc4 sc0 ls0 ws9">W 2023 roku spółk<span class="_ _0"></span>i Grupy Apa<span class="_ _0"></span>tor ws<span class="_ _0"></span>półpracowały w r<span class="_ _0"></span>amach umowy sponsoringowej z nas<span class="_ _0"></span>t<span class="_ _0"></span>ępującymi partnerami</div><div class="t m0 x37 h8 y72c ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4">Uniwersyt<span class="_ _0"></span>et Mikoła<span class="_ _0"></span>ja K<span class="_ _0"></span>opernik<span class="_ _0"></span>a - Świat<span class="_ _0"></span>owy K<span class="_ _1"></span>ongres Koper<span class="_ _0"></span>nikański,</span></span></div><div class="t m0 x37 h8 y72d ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4">Fundacja <span class="_ _1"></span>„Biuro Kult<span class="_ _0"></span>ury” – Fes<span class="_ _0"></span>tiw<span class="_ _0"></span>al T<span class="_ _f"></span>oﬁfes<span class="_ _0"></span>t,</span></span></div><div class="t m0 x37 h8 y72e ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 wsfb">Dwór Artusa – Artus Fes<span class="_ _0"></span>tiw<span class="_ _0"></span>al,<span class="_ _1"></span> </span></span></div><div class="t m0 x37 h8 y72f ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4">Galeria i Ośrodek Plas<span class="_ _0"></span>ty<span class="_ _0"></span>cznej T<span class="_ _1"></span>wórcz<span class="_ _0"></span>ości Dziecka - <span class="_ _0"></span>XXII<span class="_ _2"></span>I Międzynarod<span class="_ _0"></span>owe Biennale Gr<span class="_ _0"></span>aﬁki Dzieci i Młodzieży<span class="_ _1"></span>,</span></span></div><div class="t m0 x37 h8 y730 ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ws15e">Klub sportowy W<span class="_ _0"></span>ART<span class="_ _f"></span>A-POZNAŃ – umowa obejmuje działania promocy<span class="_ _0"></span>jne oraz or<span class="_ _0"></span>ganizację 6 wspólny<span class="_ _0"></span>ch event<span class="_ _1"></span>ów CSR </span></span></div><div class="t m0 x1d h8 y731 ff6 fs5 fc4 sc0 ls0 ws0">rocznie,</div><div class="t m0 x37 h8 y732 ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4">Starogardzki Klub Sport<span class="_ _0"></span>owy<span class="_ _1"></span>,</span></span></div><div class="t m0 x37 h8 y733 ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4">Muks Wieża K<span class="_ _0"></span>ór<span class="_ _0"></span>nicka – sponsoring <span class="_ _0"></span>tur<span class="_ _0"></span>niejów w<span class="_ _0"></span>arcabowy<span class="_ _0"></span>ch (zawody w <span class="_ _0"></span>T<span class="_ _f"></span>al<span class="_ _2"></span>inie,)</span></span></div><div class="t m0 x37 h8 y734 ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4">Zawody Business Run,</span></span></div><div class="t m0 x37 h8 y735 ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4">Izba Gospodarcza Gazownict<span class="_ _0"></span>wa - wars<span class="_ _0"></span>ztat<span class="_ _0"></span>y EXPO-GAS 2023,</span></span></div><div class="t m0 x37 h8 y736 ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4">PREKURSOR Artys<span class="_ _0"></span>ty<span class="_ _0"></span>czny – sponsoring wy<span class="_ _0"></span>darzenia Mały T<span class="_ _f"></span>eatr Dla <span class="_ _0"></span>Wielkich P<span class="_ _0"></span>acjent<span class="_ _1"></span>ów - Święto <span class="_ _0"></span>Wszys<span class="_ _1"></span>tkich Dzieci.</span></span></div><div class="t m0 x11 h8 y737 ff7 fs5 fc4 sc0 ls0 wsae">Działalność ﬁlant<span class="_ _0"></span>ropijna</div><div class="t m0 x11 h8 y738 ff6 fs5 fc4 sc0 ls0 ws0">W 2023 roku spółk<span class="_ _0"></span>i Grupy Apa<span class="_ _0"></span>t<span class="_ _0"></span>or przekazały daro<span class="_ _0"></span>wizny nas<span class="_ _0"></span>tępujący<span class="_ _0"></span>m inst<span class="_ _0"></span>ytucj<span class="_ _0"></span>om:</div><div class="t m0 x37 h8 y739 ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4">Fundacja Piękniejszego Świa<span class="_ _0"></span>ta<span class="_ _1"></span>,</span></span></div><div class="t m0 x37 h8 y73a ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4">T<span class="_ _1"></span>owarzys<span class="_ _0"></span>two Przy<span class="_ _0"></span>jaciół Dzieci w T<span class="_ _f"></span>oruniu,<span class="_ _1"></span> </span></span></div><div class="t m0 x37 h8 y73b ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4">Stowarzyszenie Opiek<span class="_ _0"></span>i Nad Dziećmi Opuszczony<span class="_ _0"></span>mi Ora<span class="_ _0"></span>torium im.<span class="_ _1"></span> Bł. Ks.<span class="_ _1"></span> Br<span class="_ _f"></span>. Markiewicza<span class="_ _1"></span>,</span></span></div><div class="t m0 x37 h8 y73c ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4">Hospicjum Jana Pawła II w T<span class="_ _f"></span>oruniu,</span></span></div><div class="t m0 x37 h8 y73d ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4">Stowarzyszenie Hos<span class="_ _0"></span>picjum Światło w <span class="_ _0"></span>T<span class="_ _f"></span>oruniu,</span></span></div><div class="t m0 x37 h8 y73e ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4">Fundacja Eco Senior<span class="_ _1"></span>,</span></span></div><div class="t m0 x37 h8 y73f ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ws15b">Fundacja „Cztery <span class="_ _2"></span>Łapy”,</span></span></div><div class="t m0 x37 h8 y740 ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4">Wielka Orkies<span class="_ _0"></span>tra Ś<span class="_ _0"></span>wiąt<span class="_ _0"></span>ecznej Pomocy<span class="_ _1"></span>,</span></span></div><div class="t m0 x37 h8 y741 ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4">Zakup kijów do unihok<span class="_ _0"></span>eja dla Szkoły P<span class="_ _0"></span>ods<span class="_ _0"></span>tawowej nr 5 w Zielonej Górze,</span></span></div><div class="t m0 x37 h8 y742 ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4">Doﬁnansowanie 22 Fes<span class="_ _0"></span>tiw<span class="_ _0"></span>alu G.<span class="_ _0"></span> Ciechowskiego<span class="_ _0"></span>.</span></span></div><div class="t m2 x5a hc y61d ff8 fs9 fc0 sc0 ls70 ws0">SOCIAL - Obszar społeczn<span class="_ _0"></span>y</div></div><div class="pi" ></div></div><div id="pf4d" class="pf w0 h0" ><div class="pc pc4d w0 h0"><img class="bi x11 y86 w4 h49" alt="" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAABDYAAAHfCAIAAAAkws/2AAAACXBIWXMAABYlAAAWJQFJUiTwAAAQp0lEQVR42u3de2xV9QHA8QMU6FqhrHBHFTIQjJoiOBnqFBKGFKLCNuJ8pOCqY3FMHGOMGF+Mh1OYLurEJ1NwqQLzMUYC2gUYjAQkGMDRCiFGXs6RwoVqwdbOPu7+uOTu2ttebksLtH4+/3Af5/zu4dcb0i/nd+7tEIlEAgAA2pea2rrv3vPn4n3hvKH9ix69Ja1TR3NCW+HNCgDQDs1ctL54XzgIgnU7DsxfvsWEIFEAADhr3nlv78KV22N35xRu2rzrE9NCW9HBQi8AgPbkwOHyC3/yYr0Hc7IzixdNDmVlmB/Ofc6iAAC0HzW1dddMfzXx8dKyirz7/lJTW2eKkCgAAJw5BY+/XVpW0eBTxfvCMxetN0VIFAAAzpBl63cv37A7yQYLV25/5729JopznGtRAADag5L94SFTlqSy5f5Xf9G/d9bpvNaBw+VBEOw+eDS3X6/M9M4NXuJSU1v3ydETjY3Qt1e3JJ+DnGT85MPGq7djRVV1uLwyenv3waNZmV379OrW2MHEb5zoNGcPiQIA0P5VVFVfdOeixpZ41ZOTnfnvpVOb900pDb5Q/qjcZQ/8IDEzEq/ajzdkQOi+W7838brcJo1/ymET9yrZH365aGf8R5wlTsjd46+YefNVmemdo48sW7970u9XJRk8b2j/J6dcN/jCkPdea7DQCwCgzZswd0WKfRIEQWlZRcHjbzfvhe566u+JL7R8w+5mfKhx8b7wpN+vKtkfbqXxo2pq68Y+8HqSPolOyJzCTQ8u2Zj6sOt2HBgyZUn0bA8tLs0UAAC0aZ/OW3LT4fJ1Tdnltm07KpelZ0wc06QXKtkfjl3rkpOdOeryfrG7U59Zs/PFyY3tOK9gxEUXfDMIgq17DoXLv9h1MBz9WskgCF4u2vn01LzUxw9lZSy9/ytnbGKnO/JH5Y6/emDs8X69uwdB8MbGPfHNEzuSqFfWlKzbcSB6e+HK7bMmXZu4aC3Jwb+76z8WfUkUAAC+4r+bSz6fu2R8EFzw8uwJr7+fyi4bbrl84M8fObZibefBAzoPHpj6a/1t84ex29FvWbk2t8+059YGQVC8L1yyP9zYwqeCMZdFf5WPLuuqqKo+74dPRp8Kl3/RpPEz0zvXWxsWS5TxVw+s91QQBKu37o0fs94RTrwu9+HXNs8p3BS9u3b7gcQR6h18/DU/W/ccStye02ehFwBAW1UX/uzYzQ9Fb18569n9L96Zk52ZZPuc7MwjLxRcPPv5k3kwdkakoirF16qprXth9ckEGjIgFD3bcNv3L20wMJLr2rlTq47fmAYLqmDMZU0aJH6Ge3b/hjdha3AWBQCgbaqpPTZxbm1pWfRebWlZ5pQFH636w4S5K2KLl+LlDe1fNO+mT8ffG7/L0Qn3h9b+MZVX27rnUGzF1F03fCd6I5SVMWRAKLrw6YXV7z+Yf02DV+EXrv0gfnnV1j2HWnb8VlXv4ONPywy7OMfbUKIAAHDS8fmFVeu2xT9StW5b18dfK3r0jvnLt8QWL0U9c8+YX/5o6PGHX0nc5fjDr3Sf/dNTvtwbG/fEbsef3PjxiEuiCVFaVrF1z6Hhg/om7lvvYOLdPjr39MdPYsPOg6c5z0kO/spLzvc+lCgAAARBEFS9s6V8zuLEx8vnLO46etjs24ePvqLfiBlLgyDIyc5867cThg/qm3yXrsMHJ3m5iqrq+A/Fmv78P2K3dx0Mx2dMkxJiXsGIG68a2HrjB0EQf819CxoyILRg8sgGvxAGiQIA8LVTF/4sPO7exp49dvNDOcWFwwf1PfLmtEeWvhv9lKpUdukY6tHYBhuLP46/29gv/QtXbp8/eWTs20XiUyR+rVS/3t379OoW/4WJpzl+q4od/Mw/rY8uRcvJztz+3J1nfsmZRAEA4JxUU3skb3qS52tLy45NnBsqeiKUlXHy83xT3iVI69TgBk+t2Jbi0W0s/jh6YiRe7EOxGnOa46eowc8cK1z7QfK9Ygffr3f36Imp0rKK+cu3zL59uDejRAEAIDhW8Lvq4r3Jt6lat+34/MLYFSbN2CVeuLwydv193tD+L824vt4Guw8eHTfrrVhsNDUhWnX88VcPjJ2TGTJlSb3zOau37o0/Y3PtoD5Jhho+qG/+qNzo9nMKNw27OKfZsYREAQBoJyqXra1cntKXNJbPWdxl2KXpN17TjF3qPf76P/9/IfuMm4Ylng/p3zsrJzszughq3Y4D4fLKJl2k0arj3zry0tgCrSDpte/5o3JP+T2ML824fsPOg9HRxs1668ib01yO0hosoQMAaDOOTZqX+sbhcfd+uePDJu1S9rMFDfxeXvSv2O2RQ77d4I53j7+iweRIRauOn9ap45oFt+WPOsUXLM4rGPH01NGnHC0zvfPi39wQuztxwaqa2jpvyxbXIRKJmAUAgDYhPObX9T41OIlOOdlZj00tu+OR1MfPyM/ruWxuvQcPHC6P3W7sPENFVXW4vDL2e3woK6Omtu6Toyeij8RfGZ+oeeMn7h7KykhyJX1shBOVX5bsD/c4r2tuv16NHV78yyU+G3/Ayf9qSBQAgHauLvzZkbzpp7ywJAiC9LxhPZfN7Rjq0YxdzDNnl+YDAGg7v7qFeuRsX5KRn5d8s26/uiVU9EQ0NpqxC5xdzqIAALQ9nz/710+nPdXgUz2XzsmYOKZFdgGJAgBAqqpL9obHzqgtLYs90ikn+1tbFqX1P78Fd4Ezz0IvAIA2qfPggTnFhel5w6J30/OGnf/RG8ljoxm7wJnnLAoAQFtWU1u15r0gCBK/z6QldwGJAgAAfD1Z6AUAAEgUAAAAiQIAAEgUAAAAiQIAAEgUAAAAiQIAAEgUAAAAiQIAAEgUAAAAiQIAAEgUAAAAiQIAACBRAAAAiQIAACBRAAAAiQIAACBRAAAAiQIAACBRAAAAiQIAACBRAAAAiQIAACBRAAAAiQIAACBRAAAAJAoAACBRAAAAJAoAACBRAAAAJAoAACBRAAAAJAoAACBRAAAAJAoAACBRAAAAJAoAACBRAAAAJAoAAIBEAQAAJAoAAIBEAQAAJAoAAIBEAQAAJAoAAIBEAQAAJAoAAIBEAQAAJAoAAIBEAQAAJAoAAIBEAQAAkCgAAIBEAQAAkCgAAIBEAQAAkCgAAIBEAQAAkCgAAIBEAQAAkCgAAIBEAQAAkCgAAIBEAQAAkCgAAAASBQAAkCgAAAASBQAAkCgAAAASBQAAkCgAAAASBQAAkCgAAAASBQAAkCgAAAASBQAAkCgAAAASBQAAQKIAAAASBQAAQKIAAAASBQAAQKIAAAASBQAAQKIAAAASBQAAQKIAAAASBQAAQKIAAAASBQAAQKIAAABIFAAAQKIAAABIFAAAQKIAAAA0UZopAICzrsPYx0wC9UTW3GcS+Jr+kxiJRMwCAABwjrDQCwAAkCgAAAASBQAAkCgAAAASBQAAkCgAAAASBQAAkCgAAAASBQAAkCgAAAASBQAAkCgAAAASBQAAQKIAAAASBQAAQKIAAAASBQAAQKIAAAASBQAAQKIAAAASBQAAQKIAAAASBQAAQKIAAAASBQAAQKIAAABIFAAAQKIAAABIFAAAQKIAAABIFAAAQKIAAABIFAAAQKIAAABIFAAAQKIAAABIFAAAQKIAAABIFAAAAIkCAABIFAAAAIkCAABIFAAAAIkCAABIFAAAAIkCAABIFAAAAIkCAABIFAAAAIkCAABIFAAAAIkCAAAgUQAAAIkCAAAgUQAAgDYgzRQAAAAdxj52LhxG/qhcZ1EAAIBziEQBAAAkCgAAgEQBAAAkCgAAgEQBAAAkCgAAgEQBAAAkCgAAgEQBAAAkCgAAgEQBAAAkCgAAgEQBAACQKAAAgEQBAACQKAAAgEQBAACQKAAAgEQBAACQKAAAQHuRFgRBJBKJRCLmAgAAmqRjR//j3zqJ0qFDh+PHT5gLgLMoK6t7EATl5cdNhZ8vfqy0rfcALR9+pgAAAJAoAAAAEgUAAJAoAAAAEgUAAJAoAAAAEgUAAJAoAAAAEgUAAJAoAAAAEgUAAJAoAAAAEgUAAECiAAAAEgUAAECiAAAAEgUAAECiAAAAEgUAAECiAAAAEgUAAECiAAAAEgUAAECiAAAAEgUAAECiAAAASBQAAECiAAAASBQAAECiAAAASBQAAECiAAAASBQAAKC9SIv+kZXV3VwAnHX+NfbzxY8VcBYFAACQKAAAABIFAACQKAAAABIFAACQKAAAABIFAACQKAAAABIFAACQKAAAABIFAACQKAAAABIFAABAogAAABIFAABAogAAABIFAABAogAAABIFAABAogAAABIFAABAogAAABIFAABAogAAABIFAABAogAAAEgUAABAogAAAEgUAABAogAAAEgUAABAogAAAEgUAABAogAAAEgUAABAogAAAEgUAABAogAAAEgUAAAAiQIAAEgUAAAAiQIAAEgUAAAAiQIAAEgUAAAAiQIAAEgUAAAAiQIAAEgUAAAAiQIAAEgUAAAAiQIAACBRAAAAiQIAACBRAAAAiQIAACBRAAAAiQIAACBRAAAAiQIAACBRAAAAiQIAACBRAAAAiQIAACBRAAAAJAoAACBRAAAAJAoAACBRAAAAJAoAACBRAAAAJAoAACBRAAAAJAoAACBRAAAAJAoAACBRAAAAJAoAAIBEAQAAJAoAAIBEAQAAJAoAAIBEAQAAJAoAAIBEAQAAJAoAAIBEAQAAJAoAAIBEAQAAJAoAAIBEAQAAkCgAAIBEAQAAkCgAAIBEAQAAkCgAAIBEAQAAkCgAAIBEAQAAkCgAAIBEAQAAkCgAAIBEAQAAkCgAAAASBQAAkCgAAAASBQAAkCgAAAASBQAAkCgAAAASBQAAkCgAAAASBQAAkCgAAAASBQAAkCgAAAASBQAAQKIAAAASBQAAQKIAAAASBQAAQKIAAAASBQAAQKIAAAASBQAAQKIAAAASBQAA4IxKC4KgsvKL6upqcwEAAE2SldXdJLQ4Z1EAAACJAgAAIFEAAACJAgAAIFEAAACJAgAAIFEAAACJAgAAIFEAAACJAgAAIFEAAACJAgAAIFEAAAAkCgAAIFEAAAAkCgAAIFEAAAAkCgAAIFEAAAAkCgAAIFEAAAAkCgAAIFEAAAAkCgAAIFEAAAAkCgAAgEQBAAAkCgAAgEQBAAAkCgAAgEQBAAAkCgAAgEQBAAAkCgAAgEQBAAAkCgAAgEQBAAAkCgAAgEQBAACQKAAAgEQBAACQKAAAgEQBAACQKAAAgEQBAACQKAAAgEQBAACQKAAAgEQBAACQKAAAgEQBAACQKAAAABIFAACQKAAAABIFAACQKAAAABIFAACQKAAAABIFAACQKAAAABIFAACQKAAAABIFAACQKAAAABIFAABAogAAABIFAABAogAAABIFAABAogAAABIFAABAogAAABIFAABAogAAABIFAABAogAAABIFAABAogAAAEgUAABAogAAAEgUAABAogAAAEgUAABAogAAAEgUAABAogAAAEgUAABAogAAAEgUAABAogAAAEgUAAAAiQIAAEgUAAAAiQIAAEgUAAAAiQIAAEgUAAAAiQIAAEgUAAAAiQIAAEgUAAAAiQIAAEgUAAAAiQIAACBRAAAAiQIAACBRAAAAiQIAACBRAAAAiQIAANAS0oIgSEvrZCIAAIBzJVG6dOnSpYupAAAAzr7/AdyQ/beB9riLAAAAAElFTkSuQmCC"/><div class="t m0 xb6 ha y32 ff6 fs7 fc3 sc0 lsc4 ws1dc">77</div><div class="t m0 x11 h8 y278 ff6 fs5 fc4 sc0 ls0 wse3">Spółki angażują swoich pracownik<span class="_ _0"></span>ów w liczne ak<span class="_ _0"></span>cje o charak<span class="_ _0"></span>terze ﬁlant<span class="_ _0"></span>ropijn<span class="_ _0"></span>ym i promują wolont<span class="_ _0"></span>ariat w swoich zespołach.<span class="_ _1"></span> </div><div class="t m0 x11 h8 y3f5 ff6 fs5 fc4 sc0 ls0 ws11">Działania w ramach wo<span class="_ _0"></span>lontariat<span class="_ _0"></span>u praco<span class="_ _0"></span>wniczego zo<span class="_ _0"></span>stały prz<span class="_ _0"></span>edst<span class="_ _0"></span>awione w r<span class="_ _0"></span>ozdziale: <span class="fc1 ws9">R<span class="_ _0"></span>elacje z pracow<span class="_ _0"></span>nikami<span class="fc4 ws0">.</span></span></div><div class="t m0 x11 h24 y97a ff6 fs13 fc1 sc0 ls0 wsbc">W<span class="_ _0"></span>skaźniki w ob<span class="_ _0"></span>szarze: <span class="_ _0"></span>W<span class="_ _0"></span>spieranie społecznoś<span class="_ _0"></span>ci</div><div class="t m2 x12 hc y61d ff8 fs9 fc0 sc0 ls70 ws0">SOCIAL - Obszar społeczn<span class="_ _0"></span>y</div><div class="t m0 x1c h8 y97b ff7 fs5 fc4 sc0 ls0 wsae">Wpływ na o<span class="_ _0"></span>toczenie<span class="_ _e0"> </span><span class="ws9">2023 r<span class="_ _f"></span>.<span class="_ _e1"> </span>2022 r<span class="_ _f"></span>.<span class="_ _8a"> </span>Dynamika r<span class="_ _1"></span>/<span class="_ _0"></span>r [%]</span></div><div class="t m0 x1c h8 y97c ff7 fs5 fc4 sc0 ls0 ws1b">Liczba ws<span class="_ _0"></span>pieran<span class="_ _0"></span>ych wydarz<span class="_ _0"></span>eń/inicjatyw,<span class="_ _1"></span> w tym:</div><div class="t m0 x8b h8 y97d ff6 fs5 fc4 sc0 ls0 ws9">wydarzenia sport<span class="_ _0"></span>owe</div><div class="t m0 xdb h8 y97e ff6 fs5 fc4 sc0 ls0 ws9">wydarzenia kult<span class="_ _1"></span>uralne</div><div class="t m0 xf0 h8 y97f ff6 fs5 fc4 sc0 ls0 ws9">wydarzenia edukac<span class="_ _0"></span>yjne</div><div class="t m0 x41 h8 y980 ff6 fs5 fc4 sc0 ls0 ws0">inne</div><div class="t m0 xf7 h8 y97c ff7 fs5 fc4 sc0 ls5d wsf">21</div><div class="t m0 x13d h8 y97d ff6 fs5 fc4 sc0 ls0 ws0">6</div><div class="t m0 x13d h8 y97e ff6 fs5 fc4 sc0 ls0 ws0">5</div><div class="t m0 x13d h8 y97f ff6 fs5 fc4 sc0 ls0 ws0">6</div><div class="t m0 x13d h8 y980 ff6 fs5 fc4 sc0 ls0 ws0">4</div><div class="t m0 x124 h8 y97c ff7 fs5 fc4 sc0 ls98 wsae">42</div><div class="t m0 x12e h8 y97d ff6 fs5 fc4 sc0 lsa wsc">31</div><div class="t m0 x3b h8 y97e ff6 fs5 fc4 sc0 ls0 ws0">3</div><div class="t m0 x13e h8 y97f ff6 fs5 fc4 sc0 ls0 ws0">7</div><div class="t m0 xa7 h8 y980 ff6 fs5 fc4 sc0 ls0 ws0">1</div><div class="t m0 x122 h8 y97c ff7 fs5 fc4 sc0 ls0 ws0">50%</div><div class="t m0 x121 h8 y97d ff6 fs5 fc4 sc0 lsf ws12">19%</div><div class="t m0 x103 h8 y97e ff6 fs5 fc4 sc0 ls8d wsa9">1<span class="_ _2"></span>67%</div><div class="t m0 xa8 h8 y97f ff6 fs5 fc4 sc0 ls0 ws0">86%</div><div class="t m0 xbc h8 y980 ff6 fs5 fc4 sc0 ls0 ws0">400%</div><div class="t m0 x1c h8 y981 ff7 fs5 fc4 sc0 ls4a ws0">Wydat<span class="_ _0"></span>ki na działa<span class="_ _0"></span>lność społeczną [t<span class="_ _0"></span>ys.<span class="_ _0"></span> PLN],<span class="_ _1"></span> w tym:</div><div class="t m0 xd h8 y982 ff6 fs5 fc4 sc0 ls4a ws33">darowizny</div><div class="t m0 x13f h8 y983 ff6 fs5 fc4 sc0 ls4a ws33">sponsoring</div><div class="t m0 x41 h8 y984 ff6 fs5 fc4 sc0 ls4a ws33">inne</div><div class="t m0 x140 h8 y981 ff7 fs5 fc4 sc0 ls4a ws33">245,2</div><div class="t m0 xf1 h8 y982 ff6 fs5 fc4 sc0 lsb1 ws14e">62<span class="_ _2"></span>,7</div><div class="t m0 x141 h8 y983 ff6 fs5 fc4 sc0 lse ws11">135,0</div><div class="t m0 xf1 h8 y984 ff6 fs5 fc4 sc0 ls59 wsb7">4<span class="_ _2"></span>7,<span class="_ _2"></span>5</div><div class="t m0 x106 h8 y981 ff7 fs5 fc4 sc0 lsc5 ws196">3<span class="_ _1b"></span>0<span class="_ _1b"></span>7,<span class="_ _1b"></span>5</div><div class="t m0 x10a h8 y982 ff6 fs5 fc4 sc0 lsb1 ws14e">65<span class="_ _2"></span>,7</div><div class="t m0 x23 h8 y983 ff6 fs5 fc4 sc0 lsaf wsba">21<span class="_ _2"></span>8,4</div><div class="t m0 x10a h8 y984 ff6 fs5 fc4 sc0 lsaf wsba">23,4</div><div class="t m0 xf9 h8 y981 ff7 fs5 fc4 sc0 ls0 ws0">80%</div><div class="t m0 xa9 h8 y982 ff6 fs5 fc4 sc0 ls18 ws1c">95%</div><div class="t m0 xa9 h8 y983 ff6 fs5 fc4 sc0 ls18 ws1c">62%</div><div class="t m0 x142 h8 y984 ff6 fs5 fc4 sc0 lsf ws12">203%</div></div><div class="pi" ></div></div><div id="pf4e" class="pf w0 h0" ><div class="pc pc4e w0 h0"><img class="bi x0 y59 w1 hf" alt="" src="data:image/png;base64,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class="t m0 x80 h10 y5a ff6 fsb fc1 sc0 ls0 ws0">5<span class="_ _0"></span>.<span class="_ _29"></span> ENV<span class="_ _0"></span>I<span class="_ _2"></span>RONM<span class="_ _2"></span>ENT<span class="_ _72"></span>AL –  </div><div class="t m0 x59 h10 y23a ff6 fsb fc1 sc0 ls0 wsae">W<span class="_ _f"></span>pływ na śr<span class="_ _1"></span>odowis<span class="_ _0"></span>k<span class="_ _f"></span>o</div></div><div class="pi" ></div></div><div id="pf4f" class="pf w0 h0" ><div class="pc pc4f w0 h0"><img class="bi x143 y985 wf h6b" alt="" src="data:image/png;base64,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"/><div class="t m0 xb6 ha y32 ff6 fs7 fc3 sc0 ls5f ws5d">79</div><div class="t m0 x11 h8 y986 ff6 fs5 fc4 sc0 ls0 ws9">Sfery wpływu Gr<span class="_ _0"></span>upy Apa<span class="_ _0"></span>tor na śr<span class="_ _0"></span>odowisk<span class="_ _0"></span>o i klimat obejmuje:</div><div class="t m0 x37 h8 y987 ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ws9">dostar<span class="_ _0"></span>czanie produkt<span class="_ _1"></span>ów i <span class="_ _2"></span>ro<span class="_ _0"></span>związań wspiera<span class="_ _0"></span>jących <span class="_ _0"></span>trans<span class="_ _0"></span>for<span class="_ _1"></span>mację energety<span class="_ _0"></span>czną<span class="_ _1"></span>,<span class="_ _0"></span> efek<span class="_ _0"></span>tywnoś<span class="_ _0"></span>ć i oszczędzanie zas<span class="_ _0"></span>obów,</span></span></div><div class="t m0 x37 h8 y988 ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ws9">spełnianie wymogów regulacy<span class="_ _0"></span>jny<span class="_ _0"></span>ch i przepisów w zakr<span class="_ _0"></span>esie ochron<span class="_ _0"></span>y środowisk<span class="_ _0"></span>a związany<span class="_ _0"></span>ch z prowadz<span class="_ _0"></span>oną działalnością<span class="_ _1"></span>,</span></span></div><div class="t m0 x37 h8 y989 ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ws7">sto<span class="_ _0"></span>sowanie proek<span class="_ _0"></span>ologiczny<span class="_ _0"></span>ch kons<span class="_ _0"></span>truk<span class="_ _1"></span>cji <span class="_ _2"></span>i techno<span class="_ _0"></span>logii,</span></span></div><div class="t m0 x37 h8 y98a ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ws9">odpowiedzialne zarządzanie działalnością oper<span class="_ _0"></span>acyj<span class="_ _0"></span>ną i procesami produk<span class="_ _0"></span>cyjn<span class="_ _0"></span>ymi.</span></span></div><div class="t m0 x11 h14 y98b ff6 fsd fc1 sc0 lsc6 ws1dd">5<span class="_ _0"></span>.<span class="_ _37"></span>1<span class="_ _1"></span>.<span class="_ _1"></span> TECH<span class="_ _2"></span>NOLOGIE W<span class="ws1de">SPI<span class="_ _2"></span>ERAJĄCE T<span class="_ _0"></span>RANSFORMACJĘ EN<span class="_ _2"></span>ER<span class="_ _0"></span>GE<span class="ls0 ws0"></span></span></div><div class="t m0 x45 h14 y98c ff6 fsd fc1 sc0 lsc7 ws46">TYCZNĄ,<span class="_ _f"></span> EFEKTY<span class="lsc6 ws4e">W<span class="_ _2"></span>NOŚĆ I OS<span class="_ _0"></span>ZCZĘDZA<span class="_ _0"></span>N<span class="_ _2"></span>I<span class="_ _2"></span>E ZA<span class="_ _0"></span>SOBÓW<span class="_ _0"></span> </span></div><div class="t m0 x11 h8 y98d ff6 fs5 fc4 sc0 ls0 ws59">Grupa Apat<span class="_ _1"></span>or prowadzi działalność biznesową <span class="_ _0"></span>w branżach kluczo<span class="_ _0"></span>wych dla klimat<span class="_ _0"></span>u i środo<span class="_ _0"></span>wiska<span class="_ _1"></span>,<span class="_ _1"></span> ściśle współpracując z sekt<span class="_ _0"></span>orem </div><div class="t m0 x11 h8 y98e ff6 fs5 fc4 sc0 ls0 ws1df">spółek dys<span class="_ _0"></span>trybu<span class="_ _0"></span>cyjn<span class="_ _0"></span>ych w obsz<span class="_ _0"></span>arze dos<span class="_ _0"></span>taw energii elek<span class="_ _0"></span>trycznej,<span class="_ _1"></span> gazu oraz szer<span class="_ _0"></span>oką grupą podmio<span class="_ _0"></span>tów z s<span class="_ _0"></span>ektor<span class="_ _0"></span>a dy<span class="_ _0"></span>st<span class="_ _0"></span>rybucji </div><div class="t m0 x11 h8 y98f ff6 fs5 fc4 sc0 ls0 ws16b">ciepła i wody<span class="_ _1"></span>.<span class="_ _0"></span> Grupa of<span class="_ _0"></span>eruje t<span class="_ _0"></span>akże rozwiązania dla klient<span class="_ _1"></span>ów spoza sekt<span class="_ _0"></span>ora ut<span class="_ _0"></span>ilities – przedsiębior<span class="_ _0"></span>st<span class="_ _0"></span>w i zakładów przem<span class="_ _0"></span>ysłowych,<span class="_ _1"></span> </div><div class="t m0 x11 h8 y990 ff6 fs5 fc4 sc0 ls0 ws9">jednos<span class="_ _0"></span>tek samorząd<span class="_ _0"></span>u t<span class="_ _0"></span>erytorialneg<span class="_ _0"></span>o oraz szer<span class="_ _0"></span>okiej grupy podmio<span class="_ _0"></span>tów działa<span class="_ _0"></span>jących w s<span class="_ _0"></span>ekt<span class="_ _0"></span>orze odnawialny<span class="_ _0"></span>ch źródeł ener<span class="_ _0"></span>gii.</div><div class="t m0 x11 h8 y991 ff6 fs5 fc4 sc0 ls0 ws9">Jak nasze produkt<span class="_ _0"></span>y i rozwiązania wspier<span class="_ _0"></span>ają t<span class="_ _0"></span>rans<span class="_ _0"></span>for<span class="_ _0"></span>mację,<span class="_ _1"></span> efek<span class="_ _0"></span>tywnoś<span class="_ _0"></span>ć i oszczędzanie zas<span class="_ _0"></span>obów?</div><div class="t m0 x37 h8 y992 ff7 fs5 fc1 sc0 ls0 ws0"> <span class="_ _33"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff7 fc4 wsae">pozwala<span class="_ _1"></span>j<span class="_ _2"></span>ą efekt<span class="_ _0"></span>ywnie gos<span class="_ _0"></span>podarować ener<span class="_ _0"></span>gią elekt<span class="_ _0"></span>ryczną<span class="_ _1"></span>, gazem,<span class="_ _1"></span> wodą i ciepłem,</span></span></div><div class="t m0 x37 h8 y993 ff7 fs5 fc1 sc0 ls0 ws0"> <span class="_ _33"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff7 fc4 wsae">wspier<span class="_ _0"></span>ają zarzą<span class="_ _0"></span>dzanie siecią elekt<span class="_ _0"></span>roener<span class="_ _0"></span>getyczną<span class="_ _1"></span>,<span class="_ _0"></span> wodną i gazową<span class="_ _1"></span>,</span></span></div><div class="t m0 x37 h8 y994 ff7 fs5 fc1 sc0 ls0 ws0"> <span class="_ _33"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff7 fc4 wsf">poprawia<span class="_ _0"></span>ją elast<span class="_ _0"></span>yczność i s<span class="_ _0"></span>tabilność sieci elekt<span class="_ _0"></span>roenerg<span class="_ _0"></span>etyczne<span class="_ _0"></span>j,</span></span></div><div class="t m0 x37 h8 y995 ff7 fs5 fc1 sc0 ls0 ws0"> <span class="_ _33"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff7 fc4 wsae">integrują źr<span class="_ _0"></span>ódła odnawialne w s<span class="_ _0"></span>yst<span class="_ _0"></span>emie elekt<span class="_ _0"></span>roenerget<span class="_ _0"></span>yczn<span class="_ _0"></span>ym.</span></span></div><div class="t m0 x11 h8 y996 ff6 fs5 fc4 sc0 ls0 ws9">Rozwiąz<span class="_ _0"></span>ania Grupy Apa<span class="_ _0"></span>tor wspier<span class="_ _0"></span>ające ef<span class="_ _0"></span>ekt<span class="_ _0"></span>ywność wyk<span class="_ _1"></span>orz<span class="_ _2"></span>ys<span class="_ _0"></span>tania i oszczędz<span class="_ _0"></span>ania zasobów (mediów energ<span class="_ _0"></span>ety<span class="_ _0"></span>cznych):</div><div class="t m0 x37 h8 y997 ff8 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ws1e0">zaawansowane technicznie urządz<span class="_ _0"></span>enia do opomiarowania wszyst<span class="_ _0"></span>kich mediów,<span class="_ _1"></span> w tym precyzy<span class="_ _0"></span>jne technol<span class="_ _0"></span>ogie pomiaru </span></span></div><div class="t m0 x1d h8 y998 ff6 fs5 fc4 sc0 ls0 ws9">ultr<span class="_ _0"></span>adźwięk<span class="_ _0"></span>owego or<span class="_ _0"></span>az t<span class="_ _0"></span>echnologie zdalnego odczyt<span class="_ _0"></span>u mediów (smart metering),</div><div class="t m0 x37 h8 y999 ff8 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ws1e1">rozwiązania ICT wspomagające zarządz<span class="_ _0"></span>anie sieciami dys<span class="_ _0"></span>trybucy<span class="_ _0"></span>jny<span class="_ _0"></span>mi (np.<span class="_ _0"></span> prow<span class="_ _0"></span>adzenie ruchu sieci elekt<span class="_ _0"></span>roener<span class="_ _0"></span>gety<span class="_ _0"></span>cznej </span></span></div><div class="t m0 x1d h8 y99a ff6 fs5 fc4 sc0 ls0 wsfc">na wszyst<span class="_ _0"></span>kich poziomach napięć,<span class="_ _1"></span> aut<span class="_ _0"></span>omat<span class="_ _0"></span>yka<span class="_ _1"></span>,<span class="_ _1"></span> zarządzanie danymi o sieci,<span class="_ _1"></span> monitor<span class="_ _0"></span>owanie awarii) or<span class="_ _0"></span>az zarządzanie dany<span class="_ _0"></span>mi </div><div class="t m0 x1d h8 y99b ff6 fs5 fc4 sc0 ls0 ws9">pomiarowymi i ma<span class="_ _0"></span>jątk<span class="_ _0"></span>iem sieciowym,<span class="_ _1"></span> </div><div class="t m0 x37 h8 y99c ff8 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ws1e2">syst<span class="_ _0"></span>emy wspier<span class="_ _0"></span>ające ef<span class="_ _0"></span>ekt<span class="_ _0"></span>ywność ener<span class="_ _0"></span>gety<span class="_ _0"></span>czną (np.<span class="_ _1"></span> syst<span class="_ _0"></span>emy zarz<span class="_ _0"></span>ądzania energią dla przemy<span class="_ _0"></span>słu,<span class="_ _1"></span> pozostały<span class="_ _0"></span>ch przedsiębiors<span class="_ _0"></span>tw<span class="_ _0"></span>,<span class="_ _1"></span> </span></span></div><div class="t m0 x1d h8 y99d ff6 fs5 fc4 sc0 ls0 ws9">gmin i społeczności energ<span class="_ _0"></span>ety<span class="_ _0"></span>cznych),</div><div class="t m0 x37 h8 y99e ff8 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 wsb7">technologie mające zas<span class="_ _0"></span>t<span class="_ _0"></span>osowanie w sek<span class="_ _0"></span>torze O<span class="_ _0"></span>ZE (np.<span class="_ _0"></span> specjalist<span class="_ _0"></span>yczna apara<span class="_ _0"></span>tur<span class="_ _0"></span>a łączeniowa i s<span class="_ _0"></span>t<span class="_ _0"></span>erująco-kon<span class="_ _0"></span>tro<span class="_ _0"></span>lna<span class="_ _1"></span>,<span class="_ _0"></span> sys<span class="_ _0"></span>t<span class="_ _0"></span>emy </span></span></div><div class="t m0 x1d h8 y99f ff6 fs5 fc4 sc0 ls0 ws9">do zarządz<span class="_ _0"></span>ania energią dla far<span class="_ _0"></span>m PV i wia<span class="_ _0"></span>tro<span class="_ _0"></span>wych),</div><div class="t m0 x37 h8 y9a0 ff8 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ws157">rozwiązania wspiera<span class="_ _0"></span>jące integr<span class="_ _0"></span>ację odnawialn<span class="_ _0"></span>ych źr<span class="_ _0"></span>ódeł energii z siecią elek<span class="_ _0"></span>troener<span class="_ _0"></span>get<span class="_ _0"></span>yczną (np.<span class="_ _1"></span> telemechanika i s<span class="_ _0"></span>t<span class="_ _0"></span>erowniki,<span class="_ _1"></span> </span></span></div><div class="t m0 x1d h8 y9a1 ff6 fs5 fc4 sc0 ls0 ws9">magazyny ener<span class="_ _0"></span>gii z rozbudowan<span class="_ _0"></span>ymi funk<span class="_ _0"></span>cjami stabilizacji i bilansowania sieci).</div><div class="t m0 x11 h8 y9a2 ff6 fs5 fc4 sc0 ls0 ws0">Dodat<span class="_ _0"></span>ko<span class="_ _0"></span>we infor<span class="_ _0"></span>macje na t<span class="_ _1"></span>emat zielonych <span class="_ _0"></span>techno<span class="_ _0"></span>logii i innowacji w rozd<span class="_ _0"></span>ziale <span class="fc1 ws9">Relacje z k<span class="_ _0"></span>lientami<span class="fc4 ws0">.</span></span></div><div class="t m0 x11 h14 y9a3 ff6 fsd fc1 sc0 lsc6 ws4e">5<span class="_ _0"></span>.2<span class="_ _0"></span>.<span class="_ _1"></span> ZARZĄD<span class="_ _0"></span>ZAN<span class="_ _2"></span>IE KWES<span class="_ _1"></span>TIAMI ŚRODOWIS<span class="_ _0"></span>K<span class="_ _1"></span>OW<span class="_ _2"></span>Y<span class="_ _0"></span>MI</div><div class="t m0 x11 h8 y9a4 ff6 fs5 fc4 sc0 ls0 ws1e3">Spółki Grupy <span class="_ _0"></span>Apat<span class="_ _0"></span>or podejmują zobowiązania i działania w celu ogr<span class="_ _0"></span>aniczenia negatywnego w<span class="_ _0"></span>pływu własnej działalności </div><div class="t m0 x11 h8 y9a5 ff6 fs5 fc4 sc0 ls0 ws1b2">na środo<span class="_ _0"></span>wisko i klima<span class="_ _0"></span>t.<span class="_ _0"></span> Szczególne wymogi do<span class="_ _0"></span>ty<span class="_ _0"></span>czą spółek produk<span class="_ _1"></span>cyjnych,<span class="_ _1"></span> kt<span class="_ _0"></span>óre – ze wz<span class="_ _0"></span>ględu na charakt<span class="_ _1"></span>er <span class="_ _2"></span>prow<span class="_ _0"></span>adzonej </div><div class="t m0 x11 h8 y9a6 ff6 fs5 fc4 sc0 ls0 ws1e4">działalności wytw<span class="_ _0"></span>órczej – zobligow<span class="_ _0"></span>ane są do <span class="ff7 ws1e5">sto<span class="_ _0"></span>sowania szer<span class="_ _0"></span>egu przepisów pr<span class="_ _0"></span>awn<span class="_ _0"></span>ych ora<span class="_ _0"></span>z obowiązk<span class="_ _1"></span>ów związanych <span class="_ _39"></span><span class="ws0"> </span></span></div><div class="t m0 x11 h8 y9a7 ff7 fs5 fc4 sc0 ls0 wsae">z certyfikacją działalności or<span class="_ _0"></span>az produkt<span class="_ _0"></span>ów<span class="ff6 ls88 ws125">. </span></div><div class="t m0 x11 h8 y9a8 ff6 fs5 fc4 sc0 ls0 wsb">Wdr<span class="_ _0"></span>ożone w spółk<span class="_ _0"></span>ach wysokie s<span class="_ _1"></span>tandardy w zakresie ef<span class="_ _1"></span>ektywnego gospodar<span class="_ _0"></span>owania zasobami,<span class="_ _1"></span> surowc<span class="_ _0"></span>ami i mediami  <span class="_ _2"></span>pozwala<span class="_ _0"></span>ją </div><div class="t m0 x11 h8 y9a9 ff6 fs5 fc4 sc0 ls0 ws17e">minimalizować negat<span class="_ _0"></span>ywny w<span class="_ _0"></span>pływ na środ<span class="_ _0"></span>owisk<span class="_ _0"></span>o,<span class="_ _1"></span> a także ma<span class="_ _0"></span>ją przełożenie na poprawę <span class="_ _0"></span>efekt<span class="_ _0"></span>ywnoś<span class="_ _0"></span>ci działalności bizneso<span class="_ _0"></span>wej.<span class="_ _0"></span> </div><div class="t m0 x11 h8 y9aa ff6 fs5 fc4 sc0 ls0 ws1e6">Spółki s<span class="_ _0"></span>tos<span class="_ _0"></span>ują i sukces<span class="_ _0"></span>ywnie wdr<span class="_ _0"></span>ażają <span class="ff7 ws1e7">t<span class="_ _0"></span>echnologie or<span class="_ _0"></span>az procesy zop<span class="_ _0"></span>tyma<span class="_ _0"></span>lizowane pod wzgl<span class="_ _0"></span>ędem zużycia sur<span class="_ _0"></span>owców i mediów,<span class="_ _1"></span> </span></div><div class="t m0 x11 h8 y9ab ff7 fs5 fc4 sc0 ls0 ws59">a także ilości gener<span class="_ _0"></span>owan<span class="_ _0"></span>ych zanieczys<span class="_ _0"></span>zczeń i odpadów<span class="ff6 ws1e8">.<span class="_ _1"></span> Priorytet<span class="_ _0"></span>em jes<span class="_ _0"></span>t bezpieczeńs<span class="_ _0"></span>two praco<span class="_ _0"></span>wników<span class="_ _0"></span>,<span class="_ _1"></span> zwłaszcza t<span class="_ _0"></span>ych,<span class="_ _1"></span> którzy </span></div><div class="t m0 x11 h8 y9ac ff6 fs5 fc4 sc0 ls0 ws1e1">bezpośrednio <span class="_ _0"></span>uczest<span class="_ _0"></span>niczą w pr<span class="_ _0"></span>ocesach produk<span class="_ _0"></span>cy<span class="_ _0"></span>jny<span class="_ _0"></span>ch i mogą być nar<span class="_ _0"></span>ażeni na oddziaływ<span class="_ _0"></span>ania chemiczne (zanieczyszczenia<span class="_ _1"></span>,<span class="_ _1"></span> </div><div class="t m0 x11 h8 y9ad ff6 fs5 fc4 sc0 ls0 ws9">subs<span class="_ _0"></span>tancje niebezpieczne) oraz od<span class="_ _0"></span>działywania fizyczne (hałas,<span class="_ _1"></span> drgania).</div><div class="t m0 x11 h16 y9ae ff6 fsf fc1 sc0 ls0 ws80">5.2.<span class="_ _29"></span>1<span class="_ _1"></span>.<span class="_ _0"></span> Opis polity<span class="_ _0"></span>k i sposobów d<span class="_ _0"></span>ziałania</div><div class="t m0 x11 h8 y9af ff6 fs5 fc4 sc0 ls0 ws1e9">Priorytet<span class="_ _1"></span>em Grupy Apat<span class="_ _0"></span>or j<span class="_ _0"></span>est do<span class="_ _0"></span>star<span class="_ _0"></span>czanie wyr<span class="_ _0"></span>obów bezpieczny<span class="_ _0"></span>ch dla użytk<span class="_ _1"></span>owników i ot<span class="_ _0"></span>oczenia przyrodniczeg<span class="_ _0"></span>o,<span class="_ _1"></span> przy </div><div class="t m0 x11 h8 y9b0 ff6 fs5 fc4 sc0 ls0 ws1ea">jednoczesny<span class="_ _0"></span>m minimalizowaniu zużycia sur<span class="_ _0"></span>owców i mat<span class="_ _0"></span>eriałów or<span class="_ _0"></span>az negatywnego <span class="_ _0"></span>wpływu procesów wyt<span class="_ _0"></span>wórczy<span class="_ _0"></span>ch oraz </div><div class="t m0 x11 h8 y9b1 ff6 fs5 fc4 sc0 ls0 ws9">pozos<span class="_ _0"></span>tałej działalności na ot<span class="_ _0"></span>oczenie.<span class="_ _1"></span> </div><div class="t m2 x5a hc y9b2 ff8 fs9 fc0 sc0 lsb9 ws130">ENVIRONMENT<span class="_ _1"></span>AL - Wpływ na <span class="_ _2"></span>śr<span class="_ _0"></span>odowisk<span class="_ _0"></span>o</div><div class="t m2 x12 hc y9b2 ff8 fs9 fc0 sc0 lsb9 ws130">ENVIRONMENT<span class="_ _1"></span>AL - Wpływ na <span class="_ _2"></span>śr<span class="_ _0"></span>odowisk<span class="_ _0"></span>o</div></div><div class="pi" ></div></div><div id="pf50" class="pf w0 h0" ><div class="pc pc50 w0 h0"><img class="bi x0 y86 w3 h1e" alt="" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAC0AAAEqCAIAAAAOCk7BAAAACXBIWXMAABYlAAAWJQFJUiTwAAAAvUlEQVR42u3OMQEAMAgDsDJveEM21zxwJApS6ckBLzd4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh8C72XAyGZlwlcAAAAAElFTkSuQmCC"/><div class="t m0 x7f ha y32 ff6 fs7 fc3 sc0 ls0 ws0">80</div><div class="t m0 x11 h8 y278 ff6 fs5 fc4 sc0 ls0 ws1d4">Zo<span class="_ _0"></span>bowiązania Grupy <span class="_ _0"></span>Apat<span class="_ _0"></span>or w obszarze ochr<span class="_ _0"></span>ony śr<span class="_ _0"></span>odowiska zo<span class="_ _0"></span>st<span class="_ _0"></span>ały określone w Zin<span class="_ _0"></span>tegr<span class="_ _0"></span>owany<span class="_ _0"></span>ch Polit<span class="_ _0"></span>ykach Zarządz<span class="_ _0"></span>ania </div><div class="t m0 x11 h8 y3f5 ff6 fs5 fc4 sc0 ls0 ws1eb">wdrożon<span class="_ _0"></span>ych w częś<span class="_ _0"></span>ci spółek Grupy Apa<span class="_ _0"></span>t<span class="_ _0"></span>or<span class="_ _1"></span>,<span class="_ _0"></span> w t<span class="_ _0"></span>ym we wszys<span class="_ _0"></span>t<span class="_ _0"></span>kich spółkach o char<span class="_ _0"></span>akt<span class="_ _0"></span>erze produk<span class="_ _0"></span>cy<span class="_ _0"></span>jnym,<span class="_ _1"></span> kt<span class="_ _0"></span>órych poziom </div><div class="t m0 x11 h8 y3f6 ff6 fs5 fc4 sc0 ls0 ws123">oddziaływania na środ<span class="_ _0"></span>owisko na<span class="_ _0"></span>tur<span class="_ _0"></span>alne jes<span class="_ _0"></span>t s<span class="_ _0"></span>to<span class="_ _0"></span>sunko<span class="_ _0"></span>wo największy<span class="_ _1"></span>.<span class="_ _0"></span> Pods<span class="_ _0"></span>tawą <span class="_ _0"></span>jes<span class="_ _0"></span>t st<span class="_ _0"></span>osow<span class="_ _0"></span>anie obowiązujących przepisó<span class="_ _0"></span>w </div><div class="t m0 x11 h8 y3f7 ff6 fs5 fc4 sc0 ls0 ws11c">prawn<span class="_ _0"></span>ych,<span class="_ _1"></span> niemniej spółki podejmują  także d<span class="_ _0"></span>odat<span class="_ _0"></span>kow<span class="_ _0"></span>e zobowiązania<span class="_ _1"></span>,<span class="_ _1"></span> które wynik<span class="_ _0"></span>ają z wysok<span class="_ _0"></span>ich st<span class="_ _0"></span>andardów wewnęt<span class="_ _0"></span>rzny<span class="_ _0"></span>ch <span class="_ _72"></span><span class="ws0"> </span></div><div class="t m0 x11 h8 y3f8 ff6 fs5 fc4 sc0 ls0 ws9">i oczekiwań klient<span class="_ _0"></span>ów<span class="_ _0"></span>.<span class="_ _1"></span> </div><div class="t m0 x11 h8 y481 ff6 fs5 fc4 sc0 ls0 ws9">W t<span class="_ _0"></span>rosce o s<span class="_ _1"></span>tan środowiska nat<span class="_ _0"></span>uralneg<span class="_ _0"></span>o Grupa zobowiązała się d<span class="_ _0"></span>o: </div><div class="t m0 x37 h8 y49d ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ws9">przestrzegania obowiązujący<span class="_ _0"></span>ch przepisów praw<span class="_ _0"></span>nych d<span class="_ _0"></span>oty<span class="_ _0"></span>czący<span class="_ _0"></span>ch aspekt<span class="_ _0"></span>ów środ<span class="_ _0"></span>owisk<span class="_ _0"></span>owych,<span class="_ _1"></span> </span></span></div><div class="t m0 x37 h8 y3fb ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 wsb6">odpowiedzialnego,<span class="_ _1"></span> oszczędnego wyk<span class="_ _0"></span>orzyst<span class="_ _0"></span>ywania zasobów w pr<span class="_ _0"></span>ocesach wytwór<span class="_ _0"></span>czych i pozos<span class="_ _0"></span>tałej działalności,<span class="_ _1"></span> </span></span></div><div class="t m0 x37 h8 y3fc ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 wsb6">minimalizacji zużycia mediów i większego wyk<span class="_ _0"></span>orzyst<span class="_ _0"></span>ania OZE,</span></span></div><div class="t m0 x37 h8 y3fd ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ws9">zmniejszania emisji zanieczyszczeń do powietrza<span class="_ _1"></span>,<span class="_ _1"></span> wody i gleb<span class="_ _0"></span>y<span class="_ _0"></span>,</span></span></div><div class="t m0 x37 h8 y3fe ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 wsb6">zmniejszenia ilości wytwarzany<span class="_ _0"></span>ch odpadów<span class="_ _1"></span>.</span></span></div><div class="t m0 x11 h8 y483 ff7 fs5 fc4 sc0 ls0 ws1b">Polityk<span class="_ _0"></span>a środo<span class="_ _0"></span>wisk<span class="_ _0"></span>owa i wewnęt<span class="_ _0"></span>rzne regulacj<span class="_ _0"></span>e</div><div class="t m0 x11 h8 y716 ff6 fs5 fc4 sc0 ls0 ws1ec">Spółki Grupy <span class="_ _0"></span>Apat<span class="_ _0"></span>or mają zró<span class="_ _0"></span>żnicowane proﬁle działalności (działa<span class="_ _0"></span>lność wytwór<span class="_ _0"></span>cza<span class="_ _1"></span>,<span class="_ _1"></span> usługowa<span class="_ _1"></span>,<span class="_ _0"></span> handlowa<span class="_ _1"></span>,<span class="_ _1"></span> badawczo-rozwojowa),<span class="_ _1"></span> </div><div class="t m0 x11 h8 y401 ff6 fs5 fc4 sc0 ls0 ws1ed">dlat<span class="_ _0"></span>ego zarządz<span class="_ _0"></span>anie obszarem śr<span class="_ _0"></span>odowisk<span class="_ _0"></span>owym <span class="_ _0"></span>jes<span class="_ _0"></span>t dos<span class="_ _0"></span>to<span class="_ _0"></span>sowane do charak<span class="_ _0"></span>ter<span class="_ _0"></span>u i skali oddziaływania danej działalności <span class="_ _38"></span><span class="ws0"> </span></div><div class="t m0 x11 h8 y402 ff6 fs5 fc4 sc0 ls0 ws9">na ot<span class="_ _0"></span>oczenie nat<span class="_ _0"></span>uralne.</div><div class="t m0 x11 h8 y403 ff6 fs5 fc4 sc0 ls0 ws1ee">We ws<span class="_ _0"></span>zyst<span class="_ _0"></span>kich spółk<span class="_ _0"></span>ach Grupy Apa<span class="_ _0"></span>t<span class="_ _0"></span>or prowadząc<span class="_ _0"></span>ych działalność pr<span class="_ _0"></span>oduk<span class="_ _0"></span>cyjną wdr<span class="_ _0"></span>ożono cert<span class="_ _0"></span>yﬁkowan<span class="_ _0"></span>y sys<span class="_ _0"></span>t<span class="_ _0"></span>em zarządzania </div><div class="t m0 x11 h8 y404 ff6 fs5 fc4 sc0 ls0 ws17">środo<span class="_ _0"></span>wiskow<span class="_ _0"></span>ego według nor<span class="_ _0"></span>my ISO 1<span class="_ _0"></span>4001:2015,<span class="_ _1"></span> a działalność w k<span class="_ _0"></span>ont<span class="_ _0"></span>ekście odpowiedzialnoś<span class="_ _0"></span>ci za środ<span class="_ _0"></span>owisk<span class="_ _0"></span>o precyzuje <span class="_ _0"></span>także </div><div class="t m0 x11 h8 y405 ff6 fs5 fc4 sc0 ls0 ws1ef">szereg szczeg<span class="_ _0"></span>ółowych,<span class="_ _1"></span> obowiązujących <span class="_ _0"></span>w poszczególny<span class="_ _0"></span>ch spółkach,<span class="_ _1"></span> regulacji wewnęt<span class="_ _0"></span>rzny<span class="_ _0"></span>ch.<span class="_ _0"></span> Dot<span class="_ _0"></span>yczą one m.in.<span class="_ _1"></span> zarządzania </div><div class="t m0 x11 h8 y406 ff6 fs5 fc4 sc0 ls0 ws15e">energią elekt<span class="_ _0"></span>ryczną i mediami,<span class="_ _1"></span> zarządzania odpadami,<span class="_ _1"></span> zarządzania emisjami,<span class="_ _0"></span> zapewnienia r<span class="_ _0"></span>ecyklingu sprzęt<span class="_ _0"></span>u elektr<span class="_ _0"></span>onicznego,<span class="_ _1"></span> </div><div class="t m0 x11 h8 y772 ff6 fs5 fc4 sc0 ls0 ws11">bat<span class="_ _0"></span>erii i opak<span class="_ _0"></span>owań wpr<span class="_ _0"></span>owadz<span class="_ _0"></span>anych na rynek <span class="_ _0"></span>oraz pomiaró<span class="_ _0"></span>w,<span class="_ _1"></span> monitoringu <span class="_ _0"></span>i analiz środo<span class="_ _0"></span>wisko<span class="_ _0"></span>wych.</div><div class="t m0 x11 h8 y408 ff6 fs5 fc4 sc0 ls0 ws9">Określanie i realizacja celó<span class="_ _0"></span>w środowisk<span class="_ _1"></span>owych odbywa się poprzez:</div><div class="t m0 x37 h8 y409 ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4">zarządzanie aspektami śr<span class="_ _0"></span>odowisk<span class="_ _0"></span>owymi w r<span class="_ _0"></span>amach Syst<span class="_ _1"></span>emu Zarządzania Środowisk<span class="_ _0"></span>owego,</span></span></div><div class="t m0 x37 h8 y40a ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ws9">optymalizację pr<span class="_ _0"></span>ocesów opera<span class="_ _0"></span>cyjn<span class="_ _0"></span>ych,</span></span></div><div class="t m0 x37 h8 y729 ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ws1f0">monitoro<span class="_ _0"></span>wanie zarządzania St<span class="_ _0"></span>rat<span class="_ _1"></span>eg<span class="_ _2"></span>ią biznesową i St<span class="_ _0"></span>ra<span class="_ _0"></span>tegią CSR w odniesi<span class="_ _0"></span>eniu do aspekt<span class="_ _0"></span>ów powiązany<span class="_ _0"></span>ch z obszar<span class="_ _0"></span>em </span></span></div><div class="t m0 x1d h8 y72a ff6 fs5 fc4 sc0 ls0 ws0">środo<span class="_ _0"></span>wiskowy<span class="_ _0"></span>m,</div><div class="t m0 x37 h8 y9b3 ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ws16b">wprowadzenie nowy<span class="_ _0"></span>ch mat<span class="_ _0"></span>eriałów,<span class="_ _1"></span> surow<span class="_ _0"></span>ców i t<span class="_ _0"></span>echnologii,<span class="_ _1"></span> zakupów maszyn,<span class="_ _1"></span> urządzeń i linii t<span class="_ _0"></span>echnologiczny<span class="_ _0"></span>ch (capex,<span class="_ _1"></span> opex) </span></span></div><div class="t m0 x1d h8 y9b4 ff6 fs5 fc4 sc0 ls0 ws0">z uwzględnieniem aspek<span class="_ _0"></span>tów ś<span class="_ _0"></span>rodowisk<span class="_ _1"></span>owych i dyr<span class="_ _0"></span>ektyw unijn<span class="_ _0"></span>ych (REACH,<span class="_ _1"></span> RoHS i <span class="_ _0"></span>WEEE),<span class="_ _1"></span> </div><div class="t m0 x37 h8 y9b5 ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ws9">monitoro<span class="_ _0"></span>wanie realizacji budżet<span class="_ _0"></span>u opłat za k<span class="_ _1"></span>orz<span class="_ _2"></span>ys<span class="_ _0"></span>tanie ze śr<span class="_ _0"></span>odowiska (z<span class="_ _0"></span>awarty w planie działalności),<span class="_ _1"></span> </span></span></div><div class="t m0 x37 h8 y9b6 ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ws1f1">sto<span class="_ _0"></span>sowanie rozwiąz<span class="_ _0"></span>ań opty<span class="_ _0"></span>malizujących zużycie mediów ener<span class="_ _0"></span>gety<span class="_ _0"></span>czny<span class="_ _0"></span>ch (tj.<span class="_ _1"></span> energii elektrycznej,<span class="_ _1"></span> wody<span class="_ _1"></span>,<span class="_ _1"></span> ciepła i g<span class="_ _2"></span>azu<span class="_ _0"></span>) <span class="_ _38"></span><span class="ws0"> </span></span></span></div><div class="t m0 x1d h8 y9b7 ff6 fs5 fc4 sc0 ls0 wsfb">w spółkach Grupy Apat<span class="_ _0"></span>or<span class="_ _1"></span>,</div><div class="t m0 x37 h8 y9b8 ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ws9">podnoszenie świadomości praco<span class="_ _0"></span>wników i uw<span class="_ _0"></span>rażliwianie na kwes<span class="_ _0"></span>tie ochr<span class="_ _0"></span>ony środ<span class="_ _0"></span>owiska<span class="_ _1"></span>.</span></span></div><div class="t m0 x11 h8 y9b9 ff6 fs5 fc4 sc0 ls0 ws1f2">Przebieg procesów śr<span class="_ _0"></span>odowisk<span class="_ _0"></span>owy<span class="_ _0"></span>ch w spółkach Grup<span class="_ _0"></span>y Apat<span class="_ _0"></span>or j<span class="_ _0"></span>est s<span class="_ _0"></span>yst<span class="_ _1"></span>ematycznie nadzor<span class="_ _0"></span>owany or<span class="_ _0"></span>az dos<span class="_ _0"></span>t<span class="_ _0"></span>osowywany </div><div class="t m0 x11 h8 y9ba ff6 fs5 fc4 sc0 ls0 ws178">do zmienia<span class="_ _0"></span>jących się pr<span class="_ _0"></span>ocesów t<span class="_ _1"></span>echnologicznych i pr<span class="_ _0"></span>odukc<span class="_ _0"></span>yjn<span class="_ _0"></span>ych or<span class="_ _0"></span>az nowych wy<span class="_ _0"></span>mogów pra<span class="_ _0"></span>wny<span class="_ _0"></span>ch.<span class="_ _0"></span> W<span class="_ _0"></span> każd<span class="_ _0"></span>ym procesi<span class="_ _0"></span>e </div><div class="t m0 x11 h8 y9bb ff6 fs5 fc4 sc0 ls0 ws9">ident<span class="_ _0"></span>yﬁkowane są element<span class="_ _0"></span>y działań,<span class="_ _1"></span> któr<span class="_ _0"></span>e mogą wzajemnie od<span class="_ _0"></span>działywać ze śr<span class="_ _0"></span>odowiskiem.<span class="_ _1"></span> </div><div class="t m0 x11 h8 y9bc ff7 fs5 fc4 sc0 ls0 wsf">Ocena oddziaływania na ś<span class="_ _0"></span>rodowisk<span class="_ _1"></span>o</div><div class="t m0 x11 h8 y9bd ff6 fs5 fc4 sc0 ls0 ws1f3">Ocena oddziaływania na środ<span class="_ _0"></span>owisko ma na celu okr<span class="_ _0"></span>eślenie,<span class="_ _1"></span>  jak dane przedsięwzięcie (dot<span class="_ _0"></span>ycz<span class="_ _0"></span>ące nowych obiekt<span class="_ _0"></span>ów lub ro<span class="_ _0"></span>zbudowy </div><div class="t m0 x11 h8 y9be ff6 fs5 fc4 sc0 ls0 ws1f4">ist<span class="_ _0"></span>niejących) może wpływ<span class="_ _0"></span>ać na środowisk<span class="_ _1"></span>o,<span class="_ _0"></span> a także us<span class="_ _0"></span>talenie s<span class="_ _0"></span>posobów zapobiegania<span class="_ _1"></span>,<span class="_ _1"></span> ograniczania lub minimalizowania </div><div class="t m0 x11 h8 y9bf ff6 fs5 fc4 sc0 ls0 ws14d">skut<span class="_ _0"></span>k<span class="_ _0"></span>ów realizacji planowanej inwes<span class="_ _0"></span>tyc<span class="_ _0"></span>ji.<span class="_ _0"></span> Jest ona wyk<span class="_ _1"></span>onywana obligatory<span class="_ _0"></span>jnie dla przedsięwzięć znacząco od<span class="_ _0"></span>działujących na </div><div class="t m0 x11 h8 y9c0 ff6 fs5 fc4 sc0 ls0 ws9">środo<span class="_ _0"></span>wisko or<span class="_ _0"></span>az  - w niekt<span class="_ _0"></span>órych wypadk<span class="_ _0"></span>ach - dla przedsięwzięć mogących pot<span class="_ _1"></span>encj<span class="_ _2"></span>alnie znacząco oddziaływ<span class="_ _0"></span>ać na środowisk<span class="_ _1"></span>o.</div><div class="t m0 x11 h8 y9c1 ff6 fs5 fc4 sc0 ls0 ws1f5">W ramach pro<span class="_ _0"></span>wadzony<span class="_ _0"></span>ch inwes<span class="_ _0"></span>ty<span class="_ _0"></span>cji spółki Grupy <span class="_ _0"></span>Apat<span class="_ _0"></span>or nie zos<span class="_ _0"></span>tały zakwa<span class="_ _0"></span>liﬁkowane przez organ wy<span class="_ _0"></span>dający decyz<span class="_ _0"></span>je <span class="_ _35"></span><span class="ws0"> </span></div><div class="t m0 x11 h8 y9c2 ff6 fs5 fc4 sc0 ls0 ws9">do przeprow<span class="_ _0"></span>adzenia pełnej oceny oddziaływania na środ<span class="_ _0"></span>owisk<span class="_ _0"></span>o.</div><div class="t m0 x11 h8 y9c3 ff6 fs5 fc4 sc0 ls0 wsf0">Każda ze spółek,<span class="_ _1"></span> w ramach posiadany<span class="_ _0"></span>ch decyzji śr<span class="_ _0"></span>odowisk<span class="_ _0"></span>owych (emisj<span class="_ _0"></span>e do powietrz<span class="_ _0"></span>a<span class="_ _1"></span>,<span class="_ _0"></span> odpady<span class="_ _1"></span>,<span class="_ _0"></span> pozwolenia wodno-pr<span class="_ _0"></span>awne),<span class="_ _1"></span> jes<span class="_ _0"></span>t </div><div class="t m0 x11 h8 y9c4 ff6 fs5 fc4 sc0 ls0 ws1f6">zobowiązana do monit<span class="_ _0"></span>oro<span class="_ _0"></span>wania działalności oper<span class="_ _0"></span>acyjnej pod ką<span class="_ _0"></span>tem od<span class="_ _0"></span>działywań na środowis<span class="_ _0"></span>ko.<span class="_ _1"></span> Dodatk<span class="_ _1"></span>owo zaimplement<span class="_ _0"></span>owano </div><div class="t m0 x11 h8 y9c5 ff6 fs5 fc4 sc0 ls0 ws172">wewnętrzne mechanizmy k<span class="_ _1"></span>ontroli wskaźnik<span class="_ _0"></span>ów śr<span class="_ _0"></span>odowisk<span class="_ _0"></span>owych będący<span class="_ _0"></span>ch częścią s<span class="_ _0"></span>yst<span class="_ _1"></span>emu zarządzania ISO w celi minimalizacji </div><div class="t m0 x11 h8 y9c6 ff6 fs5 fc4 sc0 ls0 ws9">negatywneg<span class="_ _0"></span>o oddziaływania Grupy <span class="_ _0"></span>Apat<span class="_ _0"></span>or na ot<span class="_ _0"></span>oczenie przyrodnicze.</div><div class="t m0 x11 h8 y9c7 ff7 fs5 fc4 sc0 ls0 wsf">Wpływ na bior<span class="_ _0"></span>óżnorodność</div><div class="t m0 x11 h8 y9c8 ff6 fs5 fc4 sc0 ls0 ws19a">Żadna ze spółek produk<span class="_ _0"></span>cy<span class="_ _0"></span>jny<span class="_ _0"></span>ch Grupy Apa<span class="_ _0"></span>t<span class="_ _0"></span>or nie prowadzi działalności <span class="_ _0"></span>w obrębie lub bezpośr<span class="_ _0"></span>ednim sąsiedztwie ob<span class="_ _0"></span>szarów </div><div class="t m0 x11 h8 y9c9 ff6 fs5 fc4 sc0 ls0 wsf3">chronion<span class="_ _0"></span>ych bądź t<span class="_ _1"></span>erenów o wysokiej wart<span class="_ _0"></span>ości pod względ<span class="_ _0"></span>em bioróżnor<span class="_ _0"></span>odności.<span class="_ _1"></span> Spółki działają ściśle w ramach przyznany<span class="_ _0"></span>ch </div><div class="t m0 x11 h8 y9ca ff6 fs5 fc4 sc0 ls0 ws133">decyzji śr<span class="_ _0"></span>odowisk<span class="_ _0"></span>owych.<span class="_ _1"></span> W<span class="_ _0"></span>pływ na otoczeni<span class="_ _0"></span>e przyrodnicze działalności Gr<span class="_ _0"></span>upy Apa<span class="_ _0"></span>tor <span class="_ _0"></span>jes<span class="_ _0"></span>t ograniczon<span class="_ _0"></span>y<span class="_ _0"></span>,<span class="_ _1"></span> a na ter<span class="_ _0"></span>enie zakładów<span class="_ _0"></span>,<span class="_ _1"></span> </div><div class="t m0 x11 h8 y9cb ff6 fs5 fc4 sc0 ls0 ws9">jak i w bezpośrednim sąsiedzt<span class="_ _0"></span>wie,<span class="_ _1"></span> nie znajdują się chronione gat<span class="_ _0"></span>unki,<span class="_ _1"></span> siedliska gat<span class="_ _0"></span>unkó<span class="_ _0"></span>w oraz obsz<span class="_ _0"></span>ary chronione.</div><div class="t m0 x11 h8 y9cc ff6 fs5 fc4 sc0 ls0 ws18a">Właściwie post<span class="_ _1"></span>ępowanie z produktami Grupy w cały<span class="_ _0"></span>m cyklu ich życia pozw<span class="_ _0"></span>ala na minimalizowanie ich ewentualnego </div><div class="t m0 x11 h8 y9cd ff6 fs5 fc4 sc0 ls0 wsb6">negatywneg<span class="_ _0"></span>o wpływu na środowi<span class="_ _0"></span>sko<span class="_ _0"></span>.<span class="_ _0"></span> </div><div class="t m2 x5a hc y9b2 ff8 fs9 fc0 sc0 lsb9 ws130">ENVIRONMENT<span class="_ _1"></span>AL - Wpływ na <span class="_ _2"></span>śr<span class="_ _0"></span>odowisk<span class="_ _0"></span>o</div></div><div class="pi" ></div></div><div id="pf51" class="pf w0 h0" ><div class="pc pc51 w0 h0"><img class="bi x1d y9ce we h6c" alt="" src="data:image/png;base64,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"/><div class="t m0 xb6 ha y32 ff6 fs7 fc3 sc0 ls95 ws175">81</div><div class="t m0 x11 h8 y278 ff6 fs5 fc4 sc0 ls0 ws1e1">Spółki Grup<span class="_ _0"></span>y Apat<span class="_ _1"></span>or nie monitorują wpływu na bi<span class="_ _0"></span>oróżnor<span class="_ _0"></span>odność w cały<span class="_ _0"></span>m łańcuchu wart<span class="_ _0"></span>ości.<span class="_ _1"></span> Realizując proces zakupów </div><div class="t m0 x11 h8 y3f5 ff6 fs5 fc4 sc0 ls0 ws16b">kluczowych ma<span class="_ _0"></span>teriałów i usłu<span class="_ _0"></span>g spółki Grupy <span class="_ _0"></span>Apat<span class="_ _0"></span>or współpracują z wy<span class="_ _0"></span>brany<span class="_ _0"></span>mi,<span class="_ _1"></span> kwaliﬁkowany<span class="_ _0"></span>mi dos<span class="_ _0"></span>tawcami,<span class="_ _1"></span> kt<span class="_ _0"></span>órzy prowadzą </div><div class="t m0 x11 h8 y3f6 ff6 fs5 fc4 sc0 ls0 ws1f7">swoją działalność res<span class="_ _0"></span>pektując s<span class="_ _0"></span>t<span class="_ _0"></span>osowane przez Grupę Apa<span class="_ _0"></span>t<span class="_ _0"></span>or zasady<span class="_ _1"></span>,<span class="_ _0"></span> wart<span class="_ _0"></span>ości i prawo UE or<span class="_ _0"></span>az kra<span class="_ _0"></span>ju,<span class="_ _1"></span> w jakim działalność </div><div class="t m0 x11 h8 y3f7 ff6 fs5 fc4 sc0 ls0 wsff">dos<span class="_ _0"></span>tawcy <span class="_ _0"></span>jes<span class="_ _0"></span>t prowadzona<span class="_ _1"></span>.<span class="_ _0"></span> Doty<span class="_ _0"></span>czy t<span class="_ _0"></span>o także posz<span class="_ _0"></span>anowania i ochron<span class="_ _0"></span>y środowisk<span class="_ _0"></span>a nat<span class="_ _0"></span>uralnego.<span class="_ _1"></span> Dostaw<span class="_ _0"></span>cy są kwaliﬁk<span class="_ _0"></span>owani </div><div class="t m0 x11 h8 y3f8 ff6 fs5 fc4 sc0 ls0 ws1f8">do współprac<span class="_ _0"></span>y a nast<span class="_ _0"></span>ępnie cyklicznie oceniani m.in.<span class="_ _0"></span> w oparciu o spełnienie s<span class="_ _1"></span>tandardów środowis<span class="_ _0"></span>kowy<span class="_ _0"></span>ch t<span class="_ _0"></span>j.<span class="_ _0"></span> posiadanie </div><div class="t m0 x11 h8 y3f9 ff6 fs5 fc4 sc0 ls0 wse8">certyﬁko<span class="_ _0"></span>wanego sys<span class="_ _0"></span>t<span class="_ _0"></span>emu zarządzania śr<span class="_ _0"></span>odowisk<span class="_ _0"></span>iem według ISO 1<span class="_ _0"></span>4001 lub innej norm<span class="_ _0"></span>y<span class="_ _0"></span>,<span class="_ _1"></span> podejmowanie działań ogranicza<span class="_ _0"></span>jących </div><div class="t m0 x11 h8 y3fa ff6 fs5 fc4 sc0 ls0 wsef">negatywn<span class="_ _0"></span>y wpływ ich działalnoś<span class="_ _0"></span>ci na środowisk<span class="_ _1"></span>o <span class="_ _2"></span>nat<span class="_ _0"></span>uralne,<span class="_ _1"></span> w t<span class="_ _0"></span>ym na ek<span class="_ _0"></span>osys<span class="_ _0"></span>t<span class="_ _0"></span>em i bioróżnor<span class="_ _0"></span>odność or<span class="_ _0"></span>az ludzkie zdr<span class="_ _0"></span>owie.<span class="_ _0"></span> W<span class="_ _0"></span>ięcej </div><div class="t m0 x11 h8 y45d ff6 fs5 fc4 sc0 ls0 ws9">infor<span class="_ _0"></span>macji o zasadach współpr<span class="_ _0"></span>acy z dos<span class="_ _1"></span>tawcami w rozdziale <span class="fc1">W<span class="_ _1"></span>spółpraca z dos<span class="_ _0"></span>tawcami<span class="fc4 ls88 ws125">. </span></span></div><div class="t m0 x11 h24 y9cf ff6 fs13 fc1 sc0 ls0 wsbc">Z<span class="_ _0"></span>obowiązania wy<span class="_ _0"></span>nikające ze s<span class="_ _1"></span>trat<span class="_ _1"></span>egii CSR na lata 2019-23</div><div class="t m0 x11 h8 y9d0 ff7 fs5 fc4 sc0 ls0 ws9">W wy<span class="_ _0"></span>miarze kluczo<span class="_ _0"></span>wych procesów Grupa <span class="_ _0"></span>Apat<span class="_ _0"></span>or podjęła się na<span class="_ _0"></span>st<span class="_ _0"></span>ępujących zo<span class="_ _0"></span>bowiązań:</div><div class="t m0 x37 h8 y9d1 ff7 fs5 fc1 sc0 ls0 ws0"> <span class="_ _33"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff7 fc4 wsae">Społeczna odpowiedzialność za pr<span class="_ _0"></span>odukt t<span class="_ _0"></span>j.:</span></span></div><div class="t m0 xbd h8 y862 ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ff11">–<span class="_ _3b"> </span><span class="ff6 fc4 ws11">stos<span class="_ _0"></span>owanie nowoczesn<span class="_ _0"></span>ych,<span class="_ _1"></span> proek<span class="_ _0"></span>ologiczny<span class="_ _0"></span>ch k<span class="_ _0"></span>onst<span class="_ _0"></span>ruk<span class="_ _0"></span>cji i t<span class="_ _1"></span>echnologii,<span class="_ _0"></span> </span></span></div><div class="t m0 xbd h8 y863 ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ff11">–<span class="_ _3b"> </span><span class="ff6 fc4 ws9">wytwarzanie produkt<span class="_ _0"></span>ów o długim czasie życia i dążenie d<span class="_ _0"></span>o ich bezawary<span class="_ _0"></span>jności.<span class="_ _1"></span> </span></span></div><div class="t m0 x1d h8 y864 ff6 fs5 fc4 sc0 ls0 ws0">Kluczowe inicjat<span class="_ _0"></span>ywy:</div><div class="t m0 xbd h8 y865 ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ff11">–<span class="_ _3b"> </span><span class="ff6 fc4">rozwój nowoczesny<span class="_ _0"></span>ch produkt<span class="_ _1"></span>ów i wdrażanie innowacji,</span></span></div><div class="t m0 xbd h8 y866 ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ff11">–<span class="_ _3b"> </span><span class="ff6 fc4 wsb2">dbałość o j<span class="_ _2"></span>ak<span class="_ _0"></span>ość produkt<span class="_ _0"></span>ów<span class="_ _0"></span>.</span></span></div><div class="t m0 x1d h8 y882 ff6 fs5 fc4 sc0 ls0 wsb6">Działania i wskaźniki opisano w rozdzial<span class="_ _0"></span>e <span class="fc1 ws9">Relacje z klient<span class="_ _0"></span>ami<span class="fc4 ws0"> </span></span></div><div class="t m0 x37 h8 y867 ff7 fs5 fc1 sc0 ls0 ws0"> <span class="_ _33"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff7 fc4 wsae">Bliżej natury - ś<span class="_ _0"></span>wiadome i odpowiedzialne z<span class="_ _0"></span>arządzanie obsza<span class="_ _0"></span>rem śr<span class="_ _0"></span>odowisk<span class="_ _1"></span>owym</span></span></div><div class="t m0 x1d h8 y868 ff6 fs5 fc4 sc0 ls0 ws0">Kluczowe inicjat<span class="_ _0"></span>ywy:</div><div class="t m0 xbd h8 y869 ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ff11">–<span class="_ _3b"> </span><span class="ff6 fc4 ws9">oszczędzanie zasobów nat<span class="_ _0"></span>uraln<span class="_ _0"></span>ych,</span></span></div><div class="t m0 xbd h8 y86a ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ff11">–<span class="_ _3b"> </span><span class="ff6 fc4 ws9">utrzymanie niskiej emisji zanieczyszczeń or<span class="_ _0"></span>az zrówno<span class="_ _0"></span>ważona gospodark<span class="_ _0"></span>a odpadami,</span></span></div><div class="t m0 xbd h8 y86b ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ff11">–<span class="_ _3b"> </span><span class="ff6 fc4 ws11">optymalizacja/minima<span class="_ _0"></span>lizacja negatywnego <span class="_ _0"></span>wpływu na śr<span class="_ _0"></span>odowisk<span class="_ _0"></span>o.</span></span></div><div class="t m0 x37 h8 y9d2 ff7 fs5 fc1 sc0 ls0 ws0"> <span class="_ _33"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff7 fc4 ws1f9">Realizacja odpowiedzia<span class="_ _0"></span>lnej produk<span class="_ _1"></span>cji i optymalizacja gos<span class="_ _0"></span>podarki mat<span class="_ _0"></span>eriałowej<span class="ff6 ws1fa"> przy <span class="_ _0"></span>jednoczesn<span class="_ _0"></span>ym prioryt<span class="_ _0"></span>et<span class="_ _0"></span>owym </span></span></span></div><div class="t m0 x1d h8 y9d3 ff6 fs5 fc4 sc0 ls0 ws9">tr<span class="_ _0"></span>akto<span class="_ _0"></span>waniu rozwoju i współpr<span class="_ _0"></span>acy z dos<span class="_ _1"></span>tawcami,<span class="_ _0"></span> zwłaszcza działa<span class="_ _0"></span>jącymi w ot<span class="_ _1"></span>oczeniu lokalnym i kr<span class="_ _0"></span>aj<span class="_ _0"></span>owym.</div><div class="t m0 x1d h8 y9d4 ff6 fs5 fc4 sc0 ls0 ws0">Kluczowe inicjat<span class="_ _0"></span>ywy:</div><div class="t m0 xbd h8 y9d5 ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ff11">–<span class="_ _3b"> </span><span class="ff6 fc4 ws9">program rozwoju współpr<span class="_ _0"></span>acy z dos<span class="_ _1"></span>tawcami,</span></span></div><div class="t m0 xbd h8 y6d3 ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ff11">–<span class="_ _3b"> </span><span class="ff6 fc4">dalsza aut<span class="_ _0"></span>omat<span class="_ _0"></span>yzacja procesów<span class="_ _1"></span>.</span></span></div><div class="t m0 x1d h8 y6d4 ff6 fs5 fc4 sc0 ls0 wsb6">Działania i wskaźniki opisano w rozdzial<span class="_ _0"></span>e <span class="fc1 ws9">W<span class="_ _0"></span>spółpraca z d<span class="_ _0"></span>ost<span class="_ _0"></span>awcami oraz R<span class="_ _0"></span>elacje z klientami<span class="fc4 ws0"> </span></span></div><div class="t m0 x11 h16 y9d6 ff6 fsf fc1 sc0 ls0 ws80">5.2.2.<span class="_ _1"></span> Podejmowane działania i uzyskane r<span class="_ _0"></span>ezult<span class="_ _0"></span>at<span class="_ _1"></span>y</div><div class="t m0 x11 h8 y84b ff6 fs5 fc4 sc0 ls0 ws1fb">W poszczególn<span class="_ _0"></span>ych spółk<span class="_ _0"></span>ach produk<span class="_ _0"></span>cy<span class="_ _0"></span>jnych Gr<span class="_ _0"></span>upy Apa<span class="_ _0"></span>tor s<span class="_ _0"></span>ukces<span class="_ _0"></span>ywnie wpr<span class="_ _0"></span>owadzane są zmiany w z<span class="_ _0"></span>akresie inf<span class="_ _0"></span>ras<span class="_ _0"></span>truk<span class="_ _0"></span>tury <span class="_ _39"></span><span class="ws0"> </span></div><div class="t m0 x11 h8 y84c ff6 fs5 fc4 sc0 ls0 ws9">i t<span class="_ _0"></span>echnologii służące minimalizacji oddziaływania pr<span class="_ _0"></span>owadzonej działalności na śr<span class="_ _0"></span>odowisk<span class="_ _0"></span>o nat<span class="_ _0"></span>uralne.<span class="_ _1"></span> </div><div class="t m0 x11 h8 y9d7 ff7 fs5 fc4 sc0 ls0 wsae">Społeczna odpowiedzialnoś<span class="_ _0"></span>ć za produkt</div><div class="t m0 x11 h8 y9d8 ff6 fs5 fc4 sc0 ls0 ws18a">Każdeg<span class="_ _0"></span>o roku spółk<span class="_ _0"></span>i Grupy <span class="_ _0"></span>Apat<span class="_ _0"></span>or wdr<span class="_ _0"></span>aża<span class="_ _0"></span>ją na rynek nowe lub zmod<span class="_ _0"></span>yﬁkowane w<span class="_ _0"></span>ersje pr<span class="_ _0"></span>odukt<span class="_ _0"></span>ów<span class="_ _0"></span>.<span class="_ _0"></span> Każd<span class="_ _0"></span>orazow<span class="_ _0"></span>o przy </div><div class="t m0 x11 h8 y84f ff6 fs5 fc4 sc0 ls0 ws118">projek<span class="_ _0"></span>tow<span class="_ _0"></span>aniu wyrobów i pr<span class="_ _0"></span>ocesów k<span class="_ _0"></span>onst<span class="_ _0"></span>rukt<span class="_ _0"></span>orzy oraz <span class="_ _0"></span>techno<span class="_ _0"></span>lodzy opracowują opt<span class="_ _0"></span>ymaln<span class="_ _0"></span>y wariant produk<span class="_ _0"></span>cji wyro<span class="_ _0"></span>bu i procesu </div><div class="t m0 x11 h8 y850 ff6 fs5 fc4 sc0 ls0 ws13">uwzględnia<span class="_ _0"></span>jący aspekty ś<span class="_ _0"></span>rodowisk<span class="_ _1"></span>owe,<span class="_ _0"></span> w t<span class="_ _0"></span>ym: zużyci<span class="_ _0"></span>e energii,<span class="_ _1"></span> surowców i z<span class="_ _0"></span>asobów nat<span class="_ _0"></span>uraln<span class="_ _0"></span>ych or<span class="_ _0"></span>az ograniczanie s<span class="_ _0"></span>to<span class="_ _0"></span>sowania </div><div class="t m0 x11 h8 y851 ff6 fs5 fc4 sc0 ls0 ws18c">chemikaliów (zgodnie z R<span class="_ _0"></span>ozporządzeniem Unii Eur<span class="_ _0"></span>opejskiej REACH) i ogranicz<span class="_ _0"></span>anie st<span class="_ _0"></span>osow<span class="_ _0"></span>ania subst<span class="_ _0"></span>ancji niebezpiecznych </div><div class="t m0 x11 h8 y852 ff6 fs5 fc4 sc0 ls0 ws0">(zgodnie dy<span class="_ _0"></span>rekt<span class="_ _0"></span>ywą Res<span class="_ _0"></span>trict<span class="_ _0"></span>ion of Haz<span class="_ _0"></span>ardous Subs<span class="_ _0"></span>tances  - RoH<span class="_ _0"></span>S).</div><div class="t m0 x11 h8 y9d9 ff6 fs5 fc4 sc0 ls0 wse8">Jednym <span class="_ _0"></span>z obligat<span class="_ _0"></span>oryjn<span class="_ _0"></span>ych et<span class="_ _0"></span>apów procesu pr<span class="_ _0"></span>ojekt<span class="_ _0"></span>owania nowych <span class="_ _0"></span>wyro<span class="_ _0"></span>bów (lub modyﬁkacji is<span class="_ _0"></span>tniejący<span class="_ _0"></span>ch produkt<span class="_ _1"></span>ów) jest <span class="_ _0"></span>ocena </div><div class="t m0 x11 h8 y9da ff6 fs5 fc4 sc0 ls0 ws9">przyjazności k<span class="_ _0"></span>ons<span class="_ _0"></span>truk<span class="_ _0"></span>cji dla środ<span class="_ _0"></span>owiska nat<span class="_ _0"></span>uralneg<span class="_ _0"></span>o,<span class="_ _1"></span> która z<span class="_ _0"></span>awiera m.in.:</div><div class="t m0 x37 h8 y9db ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 wsb6">wykaz mat<span class="_ _0"></span>eriałów i podzespołów wchodzący<span class="_ _0"></span>ch do wyr<span class="_ _0"></span>obu,<span class="_ _1"></span> </span></span></div><div class="t m0 x37 h8 y9dc ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ws1fc">określenie sposobu wy<span class="_ _0"></span>korzy<span class="_ _0"></span>stania mat<span class="_ _1"></span>eriału <span class="_ _2"></span>po zak<span class="_ _0"></span>ończeniu cyk<span class="_ _0"></span>lu życia produkt<span class="_ _0"></span>u (udział mat<span class="_ _0"></span>eriału wyk<span class="_ _0"></span>orzys<span class="_ _0"></span>tanego,<span class="_ _1"></span> </span></span></div><div class="t m0 x1d h8 y9dd ff6 fs5 fc4 sc0 ls0 ws9">poddanego recy<span class="_ _0"></span>klingowi oraz unieszk<span class="_ _1"></span>odl<span class="_ _2"></span>iwionego),<span class="_ _1"></span> uzasadnienie dla wyboru ma<span class="_ _0"></span>teriałów<span class="_ _0"></span>,</div><div class="t m0 x37 h8 y9de ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ws9">ilość zużywanych sur<span class="_ _0"></span>owców i ener<span class="_ _0"></span>gii,</span></span></div><div class="t m0 x37 h8 y9df ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ws9">oddziaływanie na powietrze,<span class="_ _1"></span> grunt i zasoby <span class="_ _0"></span>wodne,</span></span></div><div class="t m0 x37 h8 y9e0 ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ws9">ilość odpadów,</span></span></div><div class="t m0 x37 h8 y9e1 ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ws11">recykling sur<span class="_ _0"></span>owcowy<span class="_ _1"></span>/ materiałowy <span class="_ _0"></span>w procesie pr<span class="_ _0"></span>odukc<span class="_ _0"></span>yjn<span class="_ _0"></span>ym,</span></span></div><div class="t m0 x37 h8 y9e2 ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 wsb6">czas życia wyrobu,</span></span></div><div class="t m2 x12 hc y9b2 ff8 fs9 fc0 sc0 lsb9 ws130">ENVIRONMENT<span class="_ _1"></span>AL - Wpływ na <span class="_ _2"></span>śr<span class="_ _0"></span>odowisk<span class="_ _0"></span>o</div></div><div class="pi" ></div></div><div id="pf52" class="pf w0 h0" ><div class="pc pc52 w0 h0"><img class="bi x0 y86 w3 h1e" alt="" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAC0AAAEqCAIAAAAOCk7BAAAACXBIWXMAABYlAAAWJQFJUiTwAAAAvUlEQVR42u3OMQEAMAgDsDJveEM21zxwJApS6ckBLzd4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh8C72XAyGZlwlcAAAAAElFTkSuQmCC"/><div class="t m0 x7f ha y32 ff6 fs7 fc3 sc0 ls72 wsf7">82</div><div class="t m0 x37 h8 y278 ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ws9">recykling sprzęt<span class="_ _0"></span>u elektr<span class="_ _0"></span>onicznego,<span class="_ _1"></span> bat<span class="_ _0"></span>erii i opako<span class="_ _0"></span>wań wprow<span class="_ _0"></span>adzany<span class="_ _0"></span>ch na rynek,</span></span></div><div class="t m0 x37 h8 y3f5 ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ws117">post<span class="_ _0"></span>ępowanie z wyr<span class="_ _0"></span>obem zużytym uwz<span class="_ _0"></span>ględniając m.in.<span class="_ _1"></span> kwestię zużyt<span class="_ _0"></span>ych opak<span class="_ _1"></span>owań oraz innych el<span class="_ _0"></span>ementó<span class="_ _0"></span>w wyrobu,<span class="_ _1"></span> ta<span class="_ _0"></span>kich </span></span></div><div class="t m0 x1d h8 y3f6 ff6 fs5 fc4 sc0 ls0 ws9">jak: bat<span class="_ _0"></span>erie,<span class="_ _1"></span> moduły elektroniczne</div><div class="t m0 x37 h8 y3f7 ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ws9">wpływ na poprawę efekt<span class="_ _0"></span>ywności ener<span class="_ _0"></span>get<span class="_ _0"></span>ycznej klient<span class="_ _0"></span>ów<span class="_ _0"></span>/użyt<span class="_ _0"></span>ko<span class="_ _0"></span>wników<span class="_ _1"></span>.</span></span></div><div class="t m0 x11 h8 y3cf ff6 fs5 fc4 sc0 ls0 ws184">W 2023 roku spółk<span class="_ _0"></span>i Grupy Apa<span class="_ _0"></span>tor pod<span class="_ _0"></span>ejmowały szereg działań w z<span class="_ _0"></span>akresie t<span class="_ _0"></span>worzenia przyjazny<span class="_ _0"></span>ch dla środ<span class="_ _0"></span>owiska k<span class="_ _0"></span>ons<span class="_ _0"></span>truk<span class="_ _0"></span>cji <span class="_ _72"></span><span class="ws0"> </span></div><div class="t m0 x11 h8 y481 ff6 fs5 fc4 sc0 ls0 ws7">i technol<span class="_ _0"></span>ogii,<span class="_ _1"></span> <span class="_ _2"></span>m.in.:</div><div class="t m0 x37 h8 y49d ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ws136">zmiany kons<span class="_ _0"></span>truk<span class="_ _1"></span>cyjne w produktach służ<span class="_ _0"></span>ące wydłużeniu cy<span class="_ _0"></span>klu życia produk<span class="_ _0"></span>tu np.<span class="_ _1"></span> opracowanie k<span class="_ _0"></span>onst<span class="_ _0"></span>ruk<span class="_ _0"></span>cji licznika energii </span></span></div><div class="t m0 x1d h8 y3fb ff6 fs5 fc4 sc0 ls0 ws9">elektry<span class="_ _0"></span>cznej ułatwia<span class="_ _0"></span>jącej wymianę bat<span class="_ _0"></span>erii w urządzeniu,<span class="_ _1"></span> wydłużenie cz<span class="_ _0"></span>asu życia licznikó<span class="_ _0"></span>w energii z 8 do 1<span class="_ _0"></span>2 lat,</div><div class="t m0 x37 h8 y3fc ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ws1b3">projekt<span class="_ _0"></span>owanie nowych,<span class="_ _1"></span> <span class="_ _1"></span>„odchudzonych<span class="_ _0"></span>” produkt<span class="_ _0"></span>ów bez uszczerb<span class="_ _0"></span>ku dla ich funkcj<span class="_ _0"></span>onalności i jak<span class="_ _0"></span>ości - zmniejszenie zuży<span class="_ _0"></span>cia </span></span></div><div class="t m0 x1d h8 y3fd ff6 fs5 fc4 sc0 ls0 wsb6">mat<span class="_ _0"></span>eriałowego w wyr<span class="_ _0"></span>obach,</div><div class="t m0 x37 h8 y3fe ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 wsb6">dbałość o jako<span class="_ _0"></span>ść i wysoką <span class="_ _0"></span>trwałoś<span class="_ _0"></span>ć wytwarzany<span class="_ _0"></span>ch produkt<span class="_ _1"></span>ów i <span class="_ _2"></span>ro<span class="_ _0"></span>związań,</span></span></div><div class="t m0 x37 h8 y3ff ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ws1c">usprawnienie procesó<span class="_ _0"></span>w w obszarze ident<span class="_ _0"></span>yﬁkow<span class="_ _0"></span>ania i zarządzania subs<span class="_ _0"></span>tancjami pot<span class="_ _0"></span>encjalnie niebezpiecznymi w całym c<span class="_ _0"></span>yklu </span></span></div><div class="t m0 x1d h8 y400 ff6 fs5 fc4 sc0 ls0 ws167">życia wytw<span class="_ _0"></span>arzanych pr<span class="_ _0"></span>odukt<span class="_ _0"></span>ów np.<span class="_ _0"></span> akt<span class="_ _0"></span>ualizacja procesu id<span class="_ _0"></span>entyﬁkacji i zarzą<span class="_ _0"></span>dzania subs<span class="_ _0"></span>tancjami niebezpiecznymi,<span class="_ _1"></span>  budowa </div><div class="t m0 x1d h8 y4c1 ff6 fs5 fc4 sc0 ls0 ws9">bazy danych SCIP mająca na celu usys<span class="_ _0"></span>t<span class="_ _0"></span>emat<span class="_ _0"></span>yzowanie dany<span class="_ _0"></span>ch o zas<span class="_ _0"></span>tos<span class="_ _0"></span>owany<span class="_ _0"></span>ch komponen<span class="_ _0"></span>tach wodomierzy<span class="_ _1"></span>.</div><div class="t m0 x11 h8 y402 ff7 fs5 fc4 sc0 ls0 wsae">Bliżej nat<span class="_ _0"></span>ury - świadome i odpowiedzia<span class="_ _0"></span>lne zarządzanie obs<span class="_ _0"></span>zarem śr<span class="_ _0"></span>odowisk<span class="_ _1"></span>owym</div><div class="t m0 x11 h8 y403 ff6 fs5 fc4 sc0 ls0 ws9">W 2023 roku spółk<span class="_ _0"></span>i Grupy Apa<span class="_ _0"></span>tor podejmow<span class="_ _0"></span>ały nast<span class="_ _0"></span>ępujące działania w obszarze oper<span class="_ _0"></span>acyjn<span class="_ _0"></span>ym:</div><div class="t m0 x37 h8 y404 ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ws18c">konsekwen<span class="_ _0"></span>tna opt<span class="_ _0"></span>ymalizacja procesów pr<span class="_ _0"></span>oduk<span class="_ _0"></span>cyjn<span class="_ _0"></span>ych i suk<span class="_ _1"></span>cesywna wymiana wyekspl<span class="_ _0"></span>oat<span class="_ _0"></span>owany<span class="_ _0"></span>ch,<span class="_ _1"></span> mniej efektywn<span class="_ _0"></span>ych </span></span></div><div class="t m0 x1d h8 y405 ff6 fs5 fc4 sc0 ls0 ws9">maszyn i urządzeń,</div><div class="t m0 x37 h8 y406 ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ws31">dbałość o prawidłowe ekspl<span class="_ _0"></span>oat<span class="_ _0"></span>owanie urządzeń,<span class="_ _1"></span> przeprow<span class="_ _0"></span>adzanie przeglądów i k<span class="_ _0"></span>onserwacji,<span class="_ _1"></span> utrzy<span class="_ _0"></span>mywanie dobr<span class="_ _0"></span>ego s<span class="_ _0"></span>tanu </span></span></div><div class="t m0 x1d h8 y772 ff6 fs5 fc4 sc0 ls0 ws9">techniczneg<span class="_ _0"></span>o urządzeń,</div><div class="t m0 x37 h8 y773 ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ws11">sukcesyw<span class="_ _0"></span>na aut<span class="_ _0"></span>omat<span class="_ _0"></span>yzacja* i r<span class="_ _0"></span>obotyz<span class="_ _0"></span>acja procesów pr<span class="_ _0"></span>oduk<span class="_ _0"></span>cyjn<span class="_ _0"></span>ych,</span></span></div><div class="t m0 x37 h8 y774 ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ws9">optymalizacja gos<span class="_ _0"></span>podarki mat<span class="_ _0"></span>eriałowej,</span></span></div><div class="t m0 x37 h8 y775 ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ws9">monitoro<span class="_ _0"></span>wanie,<span class="_ _1"></span> zarządzanie i zmniejszanie odpadów wyt<span class="_ _0"></span>warzany<span class="_ _0"></span>ch w ramach prowadz<span class="_ _0"></span>onej działalności.</span></span></div><div class="t m0 x11 hc y9e3 ff6 fs9 fc4 sc0 ls0 ws1fd">* Spółki produk<span class="_ _0"></span>cyjne Gr<span class="_ _0"></span>upy Apat<span class="_ _1"></span>or konsekwentni<span class="_ _0"></span>e aut<span class="_ _0"></span>omatyzują proces<span class="_ _0"></span>y produk<span class="_ _0"></span>cyjne,<span class="_ _1"></span> co  generuje większ<span class="_ _0"></span>e poziomy zużycia ener<span class="_ _0"></span>gii (energia </div><div class="t m0 x11 hc y9e4 ff6 fs9 fc4 sc0 ls0 ws1fe">niezbędna do pracy urz<span class="_ _0"></span>ądzeń - aut<span class="_ _0"></span>omat<span class="_ _0"></span>ów),<span class="_ _1"></span> jednakże aut<span class="_ _0"></span>omat<span class="_ _0"></span>yzacja zwiększa wy<span class="_ _0"></span>dajność i powtarz<span class="_ _0"></span>alność produk<span class="_ _0"></span>cji,<span class="_ _1"></span> co powoduje zmniejszenie </div><div class="t m0 x11 hc y844 ff6 fs9 fc4 sc0 ls0 ws93">zużycia energii na j<span class="_ _0"></span>ednost<span class="_ _0"></span>k<span class="_ _0"></span>ę produkt<span class="_ _0"></span>u oraz opt<span class="_ _0"></span>ymalizację po s<span class="_ _0"></span>tronie zuży<span class="_ _0"></span>cia materiałó<span class="_ _0"></span>w.</div><div class="t m0 x11 h8 y845 ff6 fs5 fc4 sc0 ls0 ws9">Przykłady działań w Apa<span class="_ _0"></span>tor S<span class="_ _0"></span>A w obszarze oper<span class="_ _0"></span>acy<span class="_ _0"></span>jnym ma<span class="_ _0"></span>jących ef<span class="_ _0"></span>ekt prośr<span class="_ _0"></span>odowisk<span class="_ _1"></span>owy:</div><div class="t m0 x37 h8 y846 ff8 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ws156">działania doskonalące w obr<span class="_ _0"></span>ębie kryty<span class="_ _0"></span>cznych maszyn – wdr<span class="_ _0"></span>ożenie analiz 6 Sigma oraz TPM w cel<span class="_ _0"></span>u reduk<span class="_ _0"></span>cji zatrzy<span class="_ _0"></span>mań <span class="_ _34"></span><span class="ws0"> </span></span></span></div><div class="t m0 x1d h8 y847 ff6 fs5 fc4 sc0 ls0 ws11">i st<span class="_ _0"></span>abilizacji wyda<span class="_ _0"></span>jności produk<span class="_ _1"></span>cji - redukcja zuży<span class="_ _0"></span>cia energii,<span class="_ _1"></span> reduk<span class="_ _0"></span>cja brak<span class="_ _1"></span>ów w procesie (zmniejszenie mar<span class="_ _0"></span>notr<span class="_ _0"></span>awst<span class="_ _0"></span>wa),</div><div class="t m0 x37 h8 y848 ff8 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ws125">podniesienie efektyw<span class="_ _0"></span>ności procesów or<span class="_ _0"></span>az zmiana layou<span class="_ _0"></span>tu,<span class="_ _1"></span> kt<span class="_ _0"></span>óre umożliwiły wy<span class="_ _0"></span>jście z s<span class="_ _0"></span>yst<span class="_ _1"></span>emu 4<span class="_ _2"></span>-brygadow<span class="_ _0"></span>ego na wydziale </span></span></div><div class="t m0 x1d h8 y9e5 ff6 fs5 fc4 sc0 ls0 ws9">montażu płyt<span class="_ _0"></span>ek  - opty<span class="_ _0"></span>malizacja zużycia ener<span class="_ _0"></span>gii w procesie.</div><div class="t m0 x11 h8 y9e6 ff7 fs5 fc4 sc0 ls0 wsae">Opty<span class="_ _0"></span>malizacja gos<span class="_ _0"></span>podarki mat<span class="_ _0"></span>eriałowej</div><div class="t m0 x11 h8 y9e7 ff6 fs5 fc4 sc0 ls0 ws15d">Spółki produk<span class="_ _0"></span>cy<span class="_ _0"></span>jne Grupy <span class="_ _0"></span>Apat<span class="_ _0"></span>or podejmują szereg działań w obsz<span class="_ _0"></span>arze optymaliz<span class="_ _0"></span>acji procesów wytwór<span class="_ _0"></span>czych i go<span class="_ _0"></span>spodarki </div><div class="t m0 x11 h8 y9e8 ff6 fs5 fc4 sc0 ls0 ws9">mat<span class="_ _0"></span>eriałowej w celu ograniczenia zuży<span class="_ _0"></span>cia surow<span class="_ _0"></span>ców i  mat<span class="_ _0"></span>eriałów oraz eliminacji odpadów pr<span class="_ _0"></span>odukc<span class="_ _0"></span>yjn<span class="_ _0"></span>ych.</div><div class="t m0 x11 h8 y9e9 ff6 fs5 fc4 sc0 ls0 ws9">Przykłady działań z zakr<span class="_ _0"></span>esu gospodark<span class="_ _0"></span>i materiało<span class="_ _0"></span>wej w spółkach produk<span class="_ _1"></span>cyjnych:</div><div class="t m0 x37 h8 y9ea ff8 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ws130">wdrażanie nowych produkt<span class="_ _1"></span>ów zbudowanych z mniejszej iloś<span class="_ _0"></span>ci materiałó<span class="_ _0"></span>w i komponent<span class="_ _1"></span>ów,<span class="_ _1"></span> a także opt<span class="_ _0"></span>ymalizacja t<span class="_ _0"></span>echnologii </span></span></div><div class="t m0 x1d h8 y9eb ff6 fs5 fc4 sc0 lsf ws12">produk<span class="_ _0"></span>cji,</div><div class="t m0 x37 h8 y9ec ff8 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ws1ff">zwiększenie udziału mat<span class="_ _0"></span>eriałów z rec<span class="_ _0"></span>yklingu w produk<span class="_ _1"></span>cj<span class="_ _2"></span>i - bez nega<span class="_ _0"></span>tywnego <span class="_ _0"></span>wpływu na jak<span class="_ _1"></span>ość nowych wyr<span class="_ _0"></span>obów <span class="_ _b7"></span><span class="ws0"> </span></span></span></div><div class="t m0 x1d h8 y9ed ff6 fs5 fc4 sc0 ls0 ws1a4">(np.<span class="_ _0"></span> wybr<span class="_ _0"></span>ane komponent<span class="_ _0"></span>y są odzyskiw<span class="_ _0"></span>ane z wodomierzy zdejmowan<span class="_ _0"></span>ych z ins<span class="_ _0"></span>talacji w celu powt<span class="_ _0"></span>órnego wy<span class="_ _0"></span>korzys<span class="_ _1"></span>tania <span class="_ _34"></span><span class="ws0"> </span></div><div class="t m0 x1d h8 y9ee ff6 fs5 fc4 sc0 ls0 ws11">w procesie pr<span class="_ _0"></span>odukc<span class="_ _0"></span>yjn<span class="_ _0"></span>ym),</div><div class="t m0 x37 h8 y9ef ff8 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 wsb6">demontaż wybran<span class="_ _0"></span>ych nierot<span class="_ _0"></span>ujący<span class="_ _0"></span>ch wyrobów i z<span class="_ _0"></span>awracanie w pr<span class="_ _0"></span>ocesie (zamiast ich u<span class="_ _0"></span>tylizac<span class="_ _0"></span>ji),</span></span></div><div class="t m0 x37 h8 y9f0 ff8 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 wsf4">rozbudowa proces<span class="_ _0"></span>u przetwórs<span class="_ _0"></span>tw<span class="_ _0"></span>a tworzyw szt<span class="_ _0"></span>uczny<span class="_ _0"></span>ch o działania związane z granulacją wl<span class="_ _0"></span>ewów do f<span class="_ _0"></span>orm wt<span class="_ _0"></span>rysk<span class="_ _0"></span>owych </span></span></div><div class="t m0 x1d h8 y9f1 ff6 fs5 fc4 sc0 ls0 ws200">i ponownym uży<span class="_ _0"></span>ciem surow<span class="_ _0"></span>ca podczas wtry<span class="_ _0"></span>sku tworzyw<span class="_ _0"></span>a do for<span class="_ _1"></span>my (doty<span class="_ _0"></span>czy spółek Apat<span class="_ _0"></span>or SA<span class="_ _0"></span> oraz Apa<span class="_ _0"></span>tor P<span class="_ _0"></span>owogaz).<span class="_ _0"></span> <span class="_ _34"></span> </div><div class="t m0 x1d h8 y9f2 ff6 fs5 fc4 sc0 ls0 ws103">Zawrac<span class="_ _0"></span>anie tworzywa w pr<span class="_ _0"></span>ocesie produk<span class="_ _0"></span>cy<span class="_ _0"></span>jnym nie wpływ<span class="_ _0"></span>a na obniżenie parametr<span class="_ _0"></span>ów tworzyw<span class="_ _0"></span>a – a co za t<span class="_ _0"></span>ym idzie – nie </div><div class="t m0 x1d h8 y9f3 ff6 fs5 fc4 sc0 ls0 ws1fb">ma negatywneg<span class="_ _0"></span>o wpływu na <span class="_ _0"></span>jakoś<span class="_ _0"></span>ć produkt<span class="_ _0"></span>u ﬁnalnego (co <span class="_ _0"></span>zos<span class="_ _0"></span>tało potwier<span class="_ _0"></span>dzone w <span class="_ _0"></span>t<span class="_ _0"></span>estach <span class="_ _0"></span>laborat<span class="_ _1"></span>oryjnych).<span class="_ _1"></span> Efekt<span class="_ _0"></span>em </div><div class="t m0 x1d h8 y9f4 ff6 fs5 fc4 sc0 ls0 ws1e4">jest zmniejsz<span class="_ _0"></span>enie zużycia sur<span class="_ _0"></span>owca w procesie pr<span class="_ _0"></span>odukcji i zmniejszenie ilo<span class="_ _0"></span>ści odpadów (wybr<span class="_ _0"></span>ane detale w <span class="_ _0"></span>Apat<span class="_ _0"></span>or SA <span class="_ _38"></span><span class="ws0"> </span></div><div class="t m0 x1d h8 y9f5 ff6 fs5 fc4 sc0 ls0 ws9">są wyk<span class="_ _0"></span>onywane w 30-50% z rec<span class="_ _0"></span>yklingu,<span class="_ _1"></span> zaś w Apat<span class="_ _0"></span>or Powogaz <span class="_ _0"></span>15% surow<span class="_ _0"></span>ca z tworzyw <span class="_ _0"></span>jes<span class="_ _0"></span>t zawr<span class="_ _0"></span>acane w procesie),</div><div class="t m0 x37 h8 y9f6 ff8 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ws201">optymalizacja z zakr<span class="_ _0"></span>esie gospodaro<span class="_ _0"></span>wania mat<span class="_ _0"></span>eriałami opakowaniowy<span class="_ _0"></span>mi,<span class="_ _1"></span> m.in. wielo<span class="_ _0"></span>krot<span class="_ _0"></span>ne wyk<span class="_ _0"></span>orzyst<span class="_ _0"></span>ywanie opak<span class="_ _0"></span>owań,<span class="_ _1"></span> </span></span></div><div class="t m0 x1d h8 y9f7 ff6 fs5 fc4 sc0 ls0 ws18e">opty<span class="_ _0"></span>malizacja sposobu pak<span class="_ _0"></span>owania zapewnia<span class="_ _0"></span>jąca reduk<span class="_ _0"></span>cję operacji <span class="_ _0"></span>transport<span class="_ _1"></span>owych.<span class="_ _0"></span> Efekt<span class="_ _1"></span>em są <span class="_ _2"></span>malejące poziomy zuży<span class="_ _0"></span>cia </div><div class="t m0 x1d h8 y9f8 ff6 fs5 fc4 sc0 ls0 ws9">mat<span class="_ _0"></span>eriałów i suro<span class="_ _0"></span>wców oraz iloś<span class="_ _0"></span>ci wytwarzan<span class="_ _0"></span>ych odpadów<span class="_ _0"></span>,</div><div class="t m0 x37 h8 y9f9 ff8 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ws9">selekcja odpadów prod<span class="_ _0"></span>ukc<span class="_ _0"></span>yjn<span class="_ _0"></span>ych (tworzyw szt<span class="_ _0"></span>uczny<span class="_ _0"></span>ch,<span class="_ _1"></span> elektronik<span class="_ _0"></span>i,<span class="_ _1"></span> opakowań,<span class="_ _1"></span> metali) umożliwiająca ich recy<span class="_ _0"></span>kling,<span class="_ _1"></span> </span></span></div><div class="t m0 x37 h8 y9fa ff8 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ws190">zarządzanie przekładkami rot<span class="_ _0"></span>acyj<span class="_ _0"></span>nymi F<span class="_ _1"></span>AS (wyk<span class="_ _0"></span>orzys<span class="_ _0"></span>tywane <span class="_ _0"></span>w tr<span class="_ _0"></span>ansporcie <span class="_ _0"></span>wyrobów<span class="_ _0"></span>,<span class="_ _1"></span> chroniące <span class="_ _0"></span>je przed uszk<span class="_ _1"></span>odzeniami </span></span></div><div class="t m2 x5a hc y9b2 ff8 fs9 fc0 sc0 lsb9 ws130">ENVIRONMENT<span class="_ _1"></span>AL - Wpływ na <span class="_ _2"></span>śr<span class="_ _0"></span>odowisk<span class="_ _0"></span>o</div></div><div class="pi" ></div></div><div id="pf53" class="pf w0 h0" ><div class="pc pc53 w0 h0"><img class="bi xb5 y86 w9 h49" alt="" src="data:image/png;base64,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"/><div class="t m0 xb6 ha y32 ff6 fs7 fc3 sc0 ls0 ws0">83</div><div class="t m0 x1d h8 y278 ff6 fs5 fc4 sc0 ls0 ws136">mechanicznymi) w proces<span class="_ _0"></span>ie wytwarzania wodomierzy<span class="_ _1"></span>.<span class="_ _0"></span> Celem proj<span class="_ _0"></span>ektu b<span class="_ _0"></span>yło zmniejszenie  k<span class="_ _0"></span>osztó<span class="_ _0"></span>w związany<span class="_ _0"></span>ch z zakupem </div><div class="t m0 x1d h8 y3f5 ff6 fs5 fc4 sc0 ls0 ws202">nowych przekład<span class="_ _0"></span>ek poprzez wpr<span class="_ _0"></span>owadzenie ich r<span class="_ _0"></span>otacji pomiędzy d<span class="_ _0"></span>ost<span class="_ _0"></span>awcą&gt;klient<span class="_ _0"></span>em&gt;dos<span class="_ _0"></span>tawcą<span class="_ _1"></span>.<span class="_ _0"></span> Ef<span class="_ _0"></span>ektem <span class="_ _1"></span>jest reduk<span class="_ _0"></span>cja </div><div class="t m0 x1d h8 y3f6 ff6 fs5 fc4 sc0 ls0 ws9">zakupu nowych przekład<span class="_ _0"></span>ek o ok.<span class="_ _0"></span> 60%,</div><div class="t m0 x37 h8 y3f7 ff8 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ws127">zmniejszenie zużycia papieru i laminatu na wydr<span class="_ _0"></span>uki Ins<span class="_ _0"></span>truk<span class="_ _0"></span>cji Prac<span class="_ _0"></span>y Standaryzowanej w zakładzie w Jaryszk<span class="_ _0"></span>ach (inst<span class="_ _0"></span>ruk<span class="_ _0"></span>cje są </span></span></div><div class="t m0 x1d h8 y3f8 ff6 fs5 fc4 sc0 ls0 ws9">wyświet<span class="_ _0"></span>lane na monitor<span class="_ _0"></span>ach na dużej części st<span class="_ _0"></span>anowisk).</div><div class="t m0 x11 h8 y481 ff7 fs5 fc4 sc0 ls0 wsae">Nadzór nad odpadami</div><div class="t m0 x11 h8 y49d ff6 fs5 fc4 sc0 ls0 ws203">Spółki Grupy <span class="_ _0"></span>Apat<span class="_ _0"></span>or działają zgodnie z <span class="_ _0"></span>warunkami udzielonego pozw<span class="_ _0"></span>olenia na wytwarzanie i magazynowanie odpadó<span class="_ _0"></span>w<span class="_ _0"></span>.<span class="_ _0"></span> </div><div class="t m0 x11 h8 y3fb ff6 fs5 fc4 sc0 ls0 ws15a">Wdr<span class="_ _0"></span>ożyły t<span class="_ _0"></span>akże szereg wew<span class="_ _0"></span>nętrzny<span class="_ _0"></span>ch procedur i ins<span class="_ _0"></span>truk<span class="_ _1"></span>cj<span class="_ _2"></span>i dot<span class="_ _0"></span>ycz<span class="_ _0"></span>ących nadzoru nad odpadami ora<span class="_ _0"></span>z reduk<span class="_ _0"></span>cji generowan<span class="_ _0"></span>ych </div><div class="t m0 x11 h8 y3fc ff6 fs5 fc4 sc0 ls0 ws0">zanieczyszczeń.</div><div class="t m0 x11 h8 y3d4 ff6 fs5 fc4 sc0 ls0 ws9">Plany gospodark<span class="_ _0"></span>i odpadami obejmują m.in.:</div><div class="t m0 x37 h8 y482 ff8 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ws9">identyﬁkację aspekt<span class="_ _1"></span>ów środowisk<span class="_ _0"></span>owych związan<span class="_ _0"></span>ych z odpadami,</span></span></div><div class="t m0 x37 h8 y483 ff8 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4">identyﬁkację rodz<span class="_ _0"></span>aju i ilości odpad<span class="_ _0"></span>ów,</span></span></div><div class="t m0 x37 h8 y716 ff8 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ws11">uzyskanie pozwolenia na wytw<span class="_ _0"></span>arzanie odpadów<span class="_ _0"></span>,</span></span></div><div class="t m0 x37 h8 y401 ff8 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ws9">minimal<span class="_ _2"></span>izowanie iloś<span class="_ _0"></span>ci powsta<span class="_ _0"></span>jących odpad<span class="_ _0"></span>ów,</span></span></div><div class="t m0 x37 h8 y402 ff8 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ws9">selekcję odpadó<span class="_ _0"></span>w u źródła pows<span class="_ _0"></span>tawania<span class="_ _1"></span>,</span></span></div><div class="t m0 x37 h8 y403 ff8 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ws9">oznakowanie odpadów<span class="_ _0"></span>,</span></span></div><div class="t m0 x37 h8 y404 ff8 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ws9">współpracę wyłącznie w licencjonowany<span class="_ _0"></span>mi odbiorcami odpadów<span class="_ _0"></span>,</span></span></div><div class="t m0 x37 h8 y405 ff8 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ws9">operacyjne monit<span class="_ _0"></span>orow<span class="_ _0"></span>anie ilości wytwarz<span class="_ _0"></span>anych odpadó<span class="_ _0"></span>w i zgodności z wy<span class="_ _0"></span>danym pozwol<span class="_ _0"></span>eniem,</span></span></div><div class="t m0 x37 h8 y406 ff8 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4">ścisłe raportowanie ilości odpa<span class="_ _0"></span>dów w BDO.</span></span></div><div class="t m0 x11 h8 y407 ff6 fs5 fc4 sc0 ls0 ws9">Zarządzanie odpadami w Grupie Apa<span class="_ _0"></span>t<span class="_ _0"></span>or obejmuje m.in.:</div><div class="t m0 x37 h8 y408 ff8 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ws9">prowadzenie selekt<span class="_ _0"></span>ywnej zbiórki odpa<span class="_ _0"></span>dów w miejscu ich wytworzenia<span class="_ _1"></span>,</span></span></div><div class="t m0 x37 h8 y409 ff8 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ws9">przekazywanie segregowan<span class="_ _0"></span>ych odpadó<span class="_ _0"></span>w uprawnion<span class="_ _0"></span>ym podmiot<span class="_ _0"></span>om przetwór<span class="_ _0"></span>st<span class="_ _0"></span>wa (odzysku i unieszk<span class="_ _0"></span>odliwiania),<span class="_ _1"></span> </span></span></div><div class="t m0 x37 h8 y40a ff8 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ws122">szkolenia pracow<span class="_ _0"></span>ników z pr<span class="_ _0"></span>awidłowej gospodark<span class="_ _0"></span>i odpadami przed przystąpieniem do prac<span class="_ _0"></span>y oraz w ramach c<span class="_ _0"></span>yklicznych </span></span></div><div class="t m0 x1d h8 y729 ff6 fs5 fc4 sc0 ls0 ws0">szko<span class="_ _0"></span>leń,<span class="_ _1"></span> </div><div class="t m0 x37 h8 y72a ff8 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ws204">mag<span class="_ _2"></span>azynow<span class="_ _0"></span>anie odpadów w miejscach do t<span class="_ _1"></span>ego przeznaczonych na t<span class="_ _0"></span>erenie z<span class="_ _0"></span>akładu,<span class="_ _1"></span> w sposób uporządk<span class="_ _0"></span>owany <span class="_ _2e"></span><span class="ws0"> </span></span></span></div><div class="t m0 x1d h8 y9b3 ff6 fs5 fc4 sc0 ls0 ws9">i uniemożliwiający zanieczysz<span class="_ _0"></span>czenie grunt<span class="_ _0"></span>u i wód,</div><div class="t m0 x37 h8 y9b4 ff8 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ws205">współpracę z organizacjami odzysku w celu spełnienia obowiązku o<span class="_ _0"></span>siągnięcia ust<span class="_ _0"></span>awowych poziomów z<span class="_ _0"></span>bierania przetwarzania<span class="_ _1"></span>,<span class="_ _1"></span> </span></span></div><div class="t m0 x1d h8 y9b5 ff6 fs5 fc4 sc0 ls0 ws185">recyk<span class="_ _0"></span>lingu i unieszkodliwiania zużyty<span class="_ _0"></span>ch bat<span class="_ _0"></span>erii i akumulat<span class="_ _0"></span>oró<span class="_ _0"></span>w przenośny<span class="_ _0"></span>ch oraz sprzęt<span class="_ _0"></span>u elekt<span class="_ _0"></span>ronicznego  w<span class="_ _0"></span>prowadzoneg<span class="_ _0"></span>o </div><div class="t m0 x1d h8 y9b6 ff6 fs5 fc4 sc0 ls0 wsad">na rynek oraz osiągnięci<span class="_ _0"></span>e usta<span class="_ _0"></span>wowego poziomu odzysku i r<span class="_ _0"></span>ecyklingu odpadów opak<span class="_ _1"></span>owaniowych wprow<span class="_ _0"></span>adzony<span class="_ _0"></span>ch na rynek </div><div class="t m0 x1d h8 y9b7 ff6 fs5 fc4 sc0 ls0 ws9">oraz zaimport<span class="_ _1"></span>owanych.</div><div class="t m0 x11 h8 y9fb ff6 fs5 fc4 sc0 ls0 ws9">Przykłady działań podejmowan<span class="_ _0"></span>ych w spółkach pr<span class="_ _0"></span>odukc<span class="_ _0"></span>yjn<span class="_ _0"></span>ych w zakr<span class="_ _0"></span>esie gospodark<span class="_ _0"></span>i odpadami:</div><div class="t m0 x37 h8 y9b9 ff8 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ws16c">automat<span class="_ _0"></span>yzacja produk<span class="_ _1"></span>cj<span class="_ _2"></span>i gazomierzy  - zas<span class="_ _0"></span>to<span class="_ _0"></span>sowanie urządzenia d<span class="_ _0"></span>o nakładania smaru (zmniejszenie zużycia mat<span class="_ _0"></span>eriałów,<span class="_ _1"></span> </span></span></div><div class="t m0 x1d h8 y9ba ff6 fs5 fc4 sc0 lsf ws12">prądu<span class="_ _0"></span>),</div><div class="t m0 x37 h8 y9bb ff8 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ws206">zwiększanie efekt<span class="_ _0"></span>ywności proces<span class="_ _0"></span>u wytwarzania – uzysk<span class="_ _0"></span>iwanie lepszych <span class="_ _0"></span>wskaźnikó<span class="_ _0"></span>w OEE (Over<span class="_ _0"></span>all Equipment Eectiv<span class="_ _0"></span>eness),<span class="_ _1"></span> </span></span></div><div class="t m0 x1d h8 y9fc ff6 fs5 fc4 sc0 ls0 wsb6">produkt<span class="_ _0"></span>ywności i wy<span class="_ _0"></span>dajności.</div><div class="t m0 x37 h8 y9fd ff8 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ws9">nowa oczyszczalnia ściek<span class="_ _0"></span>ów w Apa<span class="_ _0"></span>tor Met<span class="_ _0"></span>rix (zmniejszenie zużycia wod<span class="_ _0"></span>y i mat<span class="_ _0"></span>eriałów),</span></span></div><div class="t m0 x37 h8 y9fe ff8 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ws9">optymalizacja t<span class="_ _0"></span>ransport<span class="_ _0"></span>u – zwiększenie wyda<span class="_ _0"></span>jności a t<span class="_ _0"></span>akże zmniejszenie ilości opak<span class="_ _1"></span>owań i odpadu opakowaniowego,</span></span></div><div class="t m0 x37 h8 y9ff ff8 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ws9">częściowe wielokro<span class="_ _0"></span>tne wyk<span class="_ _0"></span>orzys<span class="_ _0"></span>tanie opak<span class="_ _0"></span>owań z papieru (karton<span class="_ _0"></span>y) oraz palet,<span class="_ _1"></span> </span></span></div><div class="t m0 x37 h8 ya00 ff8 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ws9">odejście,<span class="_ _0"></span> w miarę możliwości,<span class="_ _1"></span> od j<span class="_ _0"></span>ednorazowy<span class="_ _0"></span>ch zbiorczych opa<span class="_ _0"></span>kow<span class="_ _0"></span>ań drewniany<span class="_ _0"></span>ch,</span></span></div><div class="t m0 x37 h8 ya01 ff8 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ws119">odejście w procesie produk<span class="_ _1"></span>cji wodomierzy od tr<span class="_ _0"></span>ady<span class="_ _0"></span>cyjneg<span class="_ _0"></span>o znak<span class="_ _0"></span>owania produkt<span class="_ _0"></span>u na rzecz znak<span class="_ _1"></span>owania laserowego (Ar<span class="_ _0"></span>et).<span class="_ _0"></span> </span></span></div><div class="t m0 x1d h8 ya02 ff6 fs5 fc4 sc0 ls0 ws9">Efek<span class="_ _0"></span>tem <span class="_ _0"></span>jes<span class="_ _0"></span>t brak odpadów f<span class="_ _1"></span>a<span class="_ _2"></span>rby<span class="_ _1"></span>,<span class="_ _1"></span> <span class="_ _2"></span>at<span class="_ _0"></span>rament<span class="_ _0"></span>u,<span class="_ _1"></span> rozpuszczalnik<span class="_ _0"></span>ów<span class="_ _0"></span>.</div><div class="t m0 x11 h8 ya03 ff6 fs5 fc4 sc0 ls0 ws154">Ponadt<span class="_ _0"></span>o,<span class="_ _1"></span> w poprzednich latach zakład pr<span class="_ _0"></span>odukujący gazomierze dok<span class="_ _1"></span>onał zmia<span class="_ _2"></span>n w procesach oper<span class="_ _0"></span>acyjn<span class="_ _0"></span>ych,<span class="_ _1"></span> kt<span class="_ _0"></span>óre mają is<span class="_ _0"></span>t<span class="_ _0"></span>otn<span class="_ _0"></span>y<span class="_ _0"></span>,<span class="_ _1"></span> </div><div class="t m0 x11 h8 ya04 ff6 fs5 fc4 sc0 ls0 ws11">długof<span class="_ _0"></span>alowy w<span class="_ _0"></span>pływ na zmniejszenie negat<span class="_ _0"></span>ywnego wpływu <span class="_ _0"></span>operacji na śr<span class="_ _0"></span>odowisk<span class="_ _0"></span>o,<span class="_ _1"></span> m.in.: </div><div class="t m0 x37 h8 ya05 ff8 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ws207">l<span class="_ _2"></span>ikwidacja linii malowania KTL (k<span class="_ _0"></span>ataf<span class="_ _0"></span>orez<span class="_ _0"></span>a) - zas<span class="_ _0"></span>tos<span class="_ _0"></span>owanie w procesie wyt<span class="_ _0"></span>warzania gazomierzy blachy ocy<span class="_ _0"></span>nkow<span class="_ _0"></span>anej </span></span></div><div class="t m0 x1d h8 ya06 ff6 fs5 fc4 sc0 ls0 ws11">(zmniejszenie zużycia pr<span class="_ _0"></span>ądu,<span class="_ _1"></span> wody<span class="_ _1"></span>,<span class="_ _0"></span> mat<span class="_ _0"></span>eriałów),<span class="_ _1"></span> </div><div class="t m0 x37 h8 ya07 ff8 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ws208">zakup do produk<span class="_ _0"></span>cji gazomierzy blachy w kręgach o wy<span class="_ _0"></span>miarze dopasowany<span class="_ _0"></span>m do wyr<span class="_ _0"></span>obu / procesu t<span class="_ _0"></span>echnologicznego </span></span></div><div class="t m0 x1d h8 ya08 ff6 fs5 fc4 sc0 ls0 ws11">(zmniejszenie zużycia pr<span class="_ _0"></span>ądu i mat<span class="_ _1"></span>eriałów).</div><div class="t m0 x11 h8 ya09 ff7 fs5 fc4 sc0 ls0 ws1b">Zużycie wod<span class="_ _0"></span>y</div><div class="t m0 x11 h8 ya0a ff6 fs5 fc4 sc0 ls0 wsb6">Spółki Grupy <span class="_ _0"></span>Apat<span class="_ _0"></span>or wyk<span class="_ _0"></span>orzyst<span class="_ _0"></span>ują wodę w nas<span class="_ _0"></span>tępujący<span class="_ _0"></span>ch obszar<span class="_ _0"></span>ach działalności:</div><div class="t m0 x37 h8 ya0b ff6 fs5 fc4 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 ws209">większość spółek Grupy <span class="_ _0"></span>Apat<span class="_ _0"></span>or nie prowadzi działalnoś<span class="_ _0"></span>ci powodującej t<span class="_ _0"></span>echnologiczne zużycie wod<span class="_ _0"></span>y<span class="_ _1"></span>. Zużycie w<span class="_ _0"></span>ody <span class="_ _b7"></span><span class="ws0"> </span></span></span></div><div class="t m0 x1d h8 ya0c ff6 fs5 fc4 sc0 ls0 ws9">w procesach operac<span class="_ _0"></span>yjn<span class="_ _0"></span>ych dot<span class="_ _0"></span>yczy:</div><div class="t m0 xbd h8 ya0d ff8 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ff11">–<span class="_ _2f"> </span><span class="ff6 fc4 ws11">my<span class="_ _0"></span>cia<span class="_ _1"></span>,<span class="_ _0"></span> odtłus<span class="_ _0"></span>zczania i pasyw<span class="_ _0"></span>acji obudów gazomierzy przed pr<span class="_ _0"></span>ocesem malowania pr<span class="_ _0"></span>oszk<span class="_ _0"></span>owego,</span></span></div><div class="t m2 x12 hc y9b2 ff8 fs9 fc0 sc0 lsb9 ws130">ENVIRONMENT<span class="_ _1"></span>AL - Wpływ na <span class="_ _2"></span>śr<span class="_ _0"></span>odowisk<span class="_ _0"></span>o</div></div><div class="pi" ></div></div><div id="pf54" class="pf w0 h0" ><div class="pc pc54 w0 h0"><img class="bi x0 y86 w3 h1e" alt="" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAC0AAAEqCAIAAAAOCk7BAAAACXBIWXMAABYlAAAWJQFJUiTwAAAAvUlEQVR42u3OMQEAMAgDsDJveEM21zxwJApS6ckBLzd4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh8C72XAyGZlwlcAAAAAElFTkSuQmCC"/><div class="t m0 x7f ha y32 ff6 fs7 fc3 sc0 ls0 ws0">84</div><div class="t m0 xbd h8 y278 ff8 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ff11">–<span class="_ _2f"> </span><span class="ff6 fc4 ws20a">wyk<span class="_ _0"></span>orzys<span class="_ _0"></span>tania wody w procesie pr<span class="_ _0"></span>oduk<span class="_ _0"></span>cji wodomierzy<span class="_ _0"></span>,<span class="_ _1"></span> zwłaszcza w procesach legalizacji wodomierzy (woda <span class="_ _6a"></span><span class="ws0"> </span></span></span></div><div class="t m0 x45 h8 y3f5 ff6 fs5 fc4 sc0 ls0 ws9">w st<span class="_ _0"></span>anowiskach legalizacy<span class="_ _0"></span>jny<span class="_ _0"></span>ch pracuje w obiegu z<span class="_ _0"></span>amkniętym),</div><div class="t m0 xbd h8 y3f6 ff8 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ff11">–<span class="_ _2f"> </span><span class="ff6 fc4 ws26">proces<span class="_ _0"></span>ów produk<span class="_ _0"></span>cyj<span class="_ _0"></span>nych wyt<span class="_ _0"></span>warzania elekt<span class="_ _0"></span>roniki (liczniki ee) or<span class="_ _0"></span>az przetwórs<span class="_ _1"></span>twa tworzyw szt<span class="_ _0"></span>uczny<span class="_ _0"></span>ch  (wtryskark<span class="_ _0"></span>i) – </span></span></div><div class="t m0 x45 h8 y3f7 ff6 fs5 fc4 sc0 ls0 ws9">niewielka skala z<span class="_ _0"></span>użycia i obieg zamknięt<span class="_ _0"></span>y wody w procesach,</div><div class="t m0 x37 h8 y3f8 ff8 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ws9">oczyszczanie ścieków<span class="_ _0"></span>,</span></span></div><div class="t m0 x37 h8 y3f9 ff8 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ws9">cele komunalne.</span></span></div><div class="t m0 x11 h8 y49d ff6 fs5 fc4 sc0 ls0 ws9">Przykłady działań pozwala<span class="_ _0"></span>jących zminimalizować zuży<span class="_ _0"></span>cie wody i iloś<span class="_ _0"></span>ć generow<span class="_ _0"></span>anych ściek<span class="_ _1"></span>ów:</div><div class="t m0 x37 h8 y3fb ff6 fs5 fc4 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 ws20b">li<span class="_ _2"></span>kwidacja linii malowania KT<span class="_ _0"></span>L w procesie produk<span class="_ _0"></span>cji gazomierzy (malarnie k<span class="_ _0"></span>ataf<span class="_ _0"></span>oret<span class="_ _0"></span>yczne zużywa<span class="_ _0"></span>ją dużą ilość wod<span class="_ _0"></span>y <span class="_ _b7"></span><span class="ws0"> </span></span></span></div><div class="t m0 x1d h8 y3fc ff6 fs5 fc4 sc0 ls0 ws11">w procesie płuk<span class="_ _0"></span>ania detali),</div><div class="t m0 x37 h8 y3fd ff6 fs5 fc4 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 ws173">nowa myjnia Ek<span class="_ _0"></span>opil w zakładzie prod<span class="_ _0"></span>ukującym gazomierze – dzięki k<span class="_ _1"></span>onstruk<span class="_ _0"></span>cji komor<span class="_ _0"></span>owej uzyskano częś<span class="_ _0"></span>ciowo zamknięt<span class="_ _0"></span>y </span></span></div><div class="t m0 x1d h8 y3fe ff6 fs5 fc4 sc0 ls0 wsb6">obieg wody w procesi<span class="_ _0"></span>e,<span class="_ _1"></span> </div><div class="t m0 x37 h8 y3ff ff6 fs5 fc4 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 wsac">znaczące obniżenie ilości zużywanej wody <span class="_ _0"></span>w fabry<span class="_ _0"></span>ce wodomierzy dzięki r<span class="_ _0"></span>elokacji zakła<span class="_ _0"></span>du i nowej infra<span class="_ _0"></span>st<span class="_ _0"></span>rukt<span class="_ _0"></span>urze (całk<span class="_ _0"></span>owit<span class="_ _0"></span>e </span></span></div><div class="t m0 x1d h8 y400 ff6 fs5 fc4 sc0 ls0 ws15b">zużycie wod<span class="_ _0"></span>y w zakładzie w 2021 roku wynosiło 76<span class="_ _1"></span>77 <span class="_ _2"></span>m,<span class="_ _1"></span> po relokacji zakładu w 2022 roku z<span class="_ _0"></span>użycie wyniosło 3015 m wod<span class="_ _0"></span>y).</div><div class="t m0 x11 h8 y401 ff7 fs5 fc4 sc0 ls0 ws9">Automa<span class="_ _0"></span>tyzac<span class="_ _0"></span>ja procesów</div><div class="t m0 x11 h8 y402 ff6 fs5 fc4 sc0 ls0 ws184">Spółki produk<span class="_ _1"></span>cyjne Grupy <span class="_ _0"></span>Apat<span class="_ _0"></span>or dążą <span class="_ _0"></span>do zwiększenia po<span class="_ _0"></span>ziomu aut<span class="_ _0"></span>omat<span class="_ _0"></span>yzacji proces<span class="_ _0"></span>ów – rokr<span class="_ _0"></span>ocznie przeznacza<span class="_ _0"></span>ją na t<span class="_ _0"></span>en cel </div><div class="t m0 x11 h8 y403 ff6 fs5 fc4 sc0 ls0 ws20c">znaczne środk<span class="_ _0"></span>i inwest<span class="_ _0"></span>ycy<span class="_ _0"></span>jne.<span class="_ _1"></span> Automa<span class="_ _0"></span>tyz<span class="_ _0"></span>acja służy usprawnianiu procesó<span class="_ _0"></span>w produk<span class="_ _0"></span>cyjn<span class="_ _0"></span>ych or<span class="_ _0"></span>az ich opty<span class="_ _0"></span>malizacji pod kąt<span class="_ _0"></span>em </div><div class="t m0 x11 h8 y404 ff6 fs5 fc4 sc0 ls0 ws157">wyda<span class="_ _0"></span>jności,<span class="_ _1"></span> koszt<span class="_ _1"></span>ów,<span class="_ _1"></span> jakości i bezpieczeń<span class="_ _0"></span>stw<span class="_ _0"></span>a pracy<span class="_ _1"></span>.<span class="_ _0"></span> Dokonu<span class="_ _0"></span>jąc inwest<span class="_ _0"></span>ycji w nowe au<span class="_ _0"></span>toma<span class="_ _0"></span>ty i <span class="_ _0"></span>technol<span class="_ _0"></span>ogie każdor<span class="_ _0"></span>azowo br<span class="_ _0"></span>ane </div><div class="t m0 x11 h8 y405 ff6 fs5 fc4 sc0 ls0 ws18e">są pod uwagę <span class="_ _0"></span>także - <span class="_ _0"></span>jak<span class="_ _0"></span>o bardzo is<span class="_ _0"></span>t<span class="_ _0"></span>otne <span class="_ _0"></span>- przesłanki proś<span class="_ _0"></span>rodowisk<span class="_ _1"></span>owe,<span class="_ _0"></span> t<span class="_ _0"></span>j.<span class="_ _1"></span> mniejsze zużycie surow<span class="_ _0"></span>ców,<span class="_ _1"></span> minimalizacja ilości </div><div class="t m0 x11 h8 y406 ff6 fs5 fc4 sc0 ls0 ws102">odpadów produ<span class="_ _0"></span>kcy<span class="_ _0"></span>jny<span class="_ _0"></span>ch (w <span class="_ _0"></span>tym eliminacja odpad<span class="_ _0"></span>ów niebezpieczny<span class="_ _0"></span>ch),<span class="_ _1"></span> mniejsze zużycie mediów<span class="_ _0"></span>.<span class="_ _0"></span> Unowocześ<span class="_ _0"></span>nianie t<span class="_ _0"></span>echnologii </div><div class="t m0 x11 h8 y772 ff6 fs5 fc4 sc0 ls0 ws9">produk<span class="_ _0"></span>cji wpływa <span class="_ _0"></span>także na ograniczanie uciążliwoś<span class="_ _0"></span>ci środo<span class="_ _0"></span>wiskow<span class="_ _0"></span>ej realizowany<span class="_ _0"></span>ch procesów i do<span class="_ _0"></span>star<span class="_ _0"></span>czany<span class="_ _0"></span>ch produkt<span class="_ _0"></span>ów<span class="_ _0"></span>.</div><div class="t m0 x11 h8 y408 ff7 fs5 fc4 sc0 ls0 wsae">Własne źr<span class="_ _0"></span>ódła OZE</div><div class="t m0 x11 h8 y409 ff6 fs5 fc4 sc0 ls0 ws187">Przemysłow<span class="_ _0"></span>a inst<span class="_ _0"></span>alacja fot<span class="_ _1"></span>owoltaiczna o mocy 500 kW<span class="_ _0"></span>p od wiosny 2024 r<span class="_ _0"></span>oku będzie zasilać w czys<span class="_ _0"></span>tą<span class="_ _1"></span>,<span class="_ _1"></span> zieloną energię <span class="_ _39"></span><span class="ws0"> </span></div><div class="t m0 x11 h8 y40a ff6 fs5 fc4 sc0 ls0 ws13b">nowoczesną f<span class="_ _0"></span>abryk<span class="_ _0"></span>ę Apat<span class="_ _1"></span>ora w Ostasz<span class="_ _0"></span>ewie k.<span class="_ _0"></span> T<span class="_ _f"></span>orunia<span class="_ _0"></span>.<span class="_ _1"></span> W marcu 2023 r<span class="_ _f"></span>. Apa<span class="_ _0"></span>t<span class="_ _0"></span>or SA podpisał umowę z wy<span class="_ _0"></span>konaw<span class="_ _0"></span>cą inwes<span class="_ _0"></span>tyc<span class="_ _0"></span>ji.<span class="_ _0"></span> </div><div class="t m0 x11 h8 y729 ff6 fs5 fc4 sc0 ls0 wsfe">Wytwarzanie ener<span class="_ _0"></span>gii z fot<span class="_ _1"></span>owoltaiki pozwoli na obniżenie emisy<span class="_ _0"></span>jności działalnoś<span class="_ _0"></span>ci fabryk<span class="_ _0"></span>i,<span class="_ _1"></span> przełoży się także na oszczędności <span class="_ _95"></span><span class="ws0"> </span></div><div class="t m0 x11 h8 y72a ff6 fs5 fc4 sc0 ls0 ws20d">z tyt<span class="_ _1"></span>ułu zużycia energii elektry<span class="_ _0"></span>cznej w działalności przedsiębior<span class="_ _0"></span>st<span class="_ _0"></span>wa<span class="_ _1"></span>. W<span class="_ _0"></span> inst<span class="_ _0"></span>alacji PV zos<span class="_ _0"></span>tanie zas<span class="_ _0"></span>t<span class="_ _0"></span>osowan<span class="_ _0"></span>ych szer<span class="_ _0"></span>eg </div><div class="t m0 x11 h8 y9b3 ff6 fs5 fc4 sc0 ls0 ws20e">opracowan<span class="_ _0"></span>ych przez Apa<span class="_ _0"></span>t<span class="_ _0"></span>or rozwiązań w zakr<span class="_ _0"></span>esie opomiarow<span class="_ _0"></span>ania i st<span class="_ _0"></span>erow<span class="_ _0"></span>ania energią z OZE.<span class="_ _1"></span> <span class="_ _2"></span>Będzie t<span class="_ _1"></span>o także poligon </div><div class="t m0 x11 h8 y9b4 ff6 fs5 fc4 sc0 ls0 ws9">doświadcz<span class="_ _0"></span>alny dla nowych r<span class="_ _0"></span>ozwiązań dla sekt<span class="_ _1"></span>ora odnawialnych źr<span class="_ _0"></span>ódeł,<span class="_ _1"></span> któr<span class="_ _0"></span>e spółka będzie mogła of<span class="_ _1"></span>erować swoim klient<span class="_ _0"></span>om.</div><div class="t m0 x11 h8 y9b5 ff6 fs5 fc4 sc0 ls0 ws9">Spółka Apa<span class="_ _0"></span>tor Met<span class="_ _0"></span>rix również k<span class="_ _1"></span>orzysta z własnego źr<span class="_ _0"></span>ódła OZE (inst<span class="_ _0"></span>alacja fo<span class="_ _0"></span>tow<span class="_ _0"></span>oltaiczna o mocy 40 kW<span class="_ _1"></span>p).</div><div class="t m0 x11 h8 ya0e ff7 fs5 fc4 sc0 ls0 ws1b">Opracow<span class="_ _0"></span>anie metody<span class="_ _0"></span>ki liczenia śladu węg<span class="_ _0"></span>lowego (scope 3)</div><div class="t m0 x11 h8 ya0f ff6 fs5 fc4 sc0 ls0 ws1f8">W 2023 roku uruchomiono pr<span class="_ _0"></span>ojekt wewnęt<span class="_ _0"></span>rzny<span class="_ _1"></span>,<span class="_ _1"></span> którego cel<span class="_ _0"></span>em była s<span class="_ _0"></span>tandaryzacja procesu kalk<span class="_ _0"></span>ulacji śladu węgloweg<span class="_ _0"></span>o </div><div class="t m0 x11 h8 y9fb ff6 fs5 fc4 sc0 ls0 ws117">organizacji i produkt<span class="_ _1"></span>ów spółek Grupy Apat<span class="_ _1"></span>or w całym łańcuchu wartości przed<span class="_ _0"></span>siębiors<span class="_ _0"></span>twa (s<span class="_ _0"></span>cope 3).<span class="_ _0"></span> Rzet<span class="_ _0"></span>elne i kompl<span class="_ _0"></span>eksowe </div><div class="t m0 x11 h8 y9b9 ff6 fs5 fc4 sc0 ls0 ws20f">wyliczenie wszys<span class="_ _0"></span>tki<span class="_ _0"></span>ch emisji pośrednich w scope 3 <span class="_ _0"></span>jest niezbędne d<span class="_ _0"></span>o podjęcia skut<span class="_ _0"></span>eczny<span class="_ _0"></span>ch krok<span class="_ _1"></span>ów na <span class="_ _2"></span>rzecz ich reduk<span class="_ _1"></span>cj<span class="_ _2"></span>i <span class="_ _39"></span><span class="ws0"> </span></div><div class="t m0 x11 h8 y9ba ff6 fs5 fc4 sc0 ls0 wsfb">w działalności Grupy Apat<span class="_ _0"></span>or<span class="_ _f"></span>.</div><div class="t m0 x11 h8 ya10 ff6 fs5 fc4 sc0 ls0 ws1ac">Wynikiem prac zes<span class="_ _0"></span>połu jes<span class="_ _0"></span>t opracow<span class="_ _0"></span>ana inst<span class="_ _0"></span>rukc<span class="_ _0"></span>ja post<span class="_ _0"></span>ępowania w procesie k<span class="_ _0"></span>alkulacji śladu węglow<span class="_ _0"></span>ego spółek i produkt<span class="_ _1"></span>ów </div><div class="t m0 x11 h8 y9bc ff6 fs5 fc4 sc0 ls0 ws1df">spółek Grupy <span class="_ _0"></span>Apat<span class="_ _0"></span>or oraz ich spółek zal<span class="_ _0"></span>eżny<span class="_ _0"></span>ch i lokalizacji zamiejsco<span class="_ _0"></span>wych.<span class="_ _1"></span> Podstaw<span class="_ _0"></span>ą opracowanej met<span class="_ _0"></span>odyk<span class="_ _0"></span>i jes<span class="_ _0"></span>t st<span class="_ _0"></span>andard </div><div class="t m0 x11 h8 y9bd ff6 fs5 fc4 sc0 ls0 ws1e0">Greenhouse Gas Pr<span class="_ _0"></span>ot<span class="_ _0"></span>ok<span class="_ _0"></span>ol (GHG Prot<span class="_ _1"></span>ocol). Opr<span class="_ _0"></span>acowana wyty<span class="_ _0"></span>czna k<span class="_ _0"></span>orpor<span class="_ _0"></span>acy<span class="_ _0"></span>jna określa deﬁnicj<span class="_ _0"></span>e,<span class="_ _1"></span> cele i odpowiedzialności <span class="_ _39"></span><span class="ws0"> </span></div><div class="t m0 x11 h8 y9be ff6 fs5 fc4 sc0 ls0 ws200">w Grupie.<span class="_ _0"></span> W<span class="_ _1"></span>prowadza t<span class="_ _0"></span>akże wspólną met<span class="_ _0"></span>odyk<span class="_ _0"></span>ę i narzędzia do kalkulacji CF<span class="_ _1"></span>,<span class="_ _1"></span> określa dopuszcz<span class="_ _0"></span>alne źródła dany<span class="_ _0"></span>ch,<span class="_ _1"></span> precyzuje </div><div class="t m0 x11 h8 y9bf ff6 fs5 fc4 sc0 ls0 ws9">sposoby z<span class="_ _0"></span>bierania dany<span class="_ _0"></span>ch od dos<span class="_ _0"></span>tawców or<span class="_ _0"></span>az zasady r<span class="_ _0"></span>aportowania inf<span class="_ _0"></span>or<span class="_ _0"></span>macji i wskaźnik<span class="_ _0"></span>ów w Grupie.</div><div class="t m0 x11 h8 ya11 ff6 fs5 fc4 sc0 ls0 wsf4">W 2024 roku wdr<span class="_ _0"></span>ożono wyt<span class="_ _0"></span>yczną w Grupie <span class="_ _0"></span>Apat<span class="_ _0"></span>or i rozpoczęt<span class="_ _0"></span>o proces kalku<span class="_ _0"></span>lacji śladu węglowego dla or<span class="_ _0"></span>ganizacji w całym </div><div class="t m0 x11 h8 ya12 ff6 fs5 fc4 sc0 ls0 wsb6">łańcuchu wartoś<span class="_ _0"></span>ci.</div><div class="t m0 x11 h8 y724 ff7 fs5 fc4 sc0 ls0 ws1b">Wymiana wiedzy i doświa<span class="_ _0"></span>dczeń</div><div class="t m0 x11 h8 y858 ff6 fs5 fc4 sc0 ls0 ws1ae">W ramach cy<span class="_ _0"></span>klicznych spo<span class="_ _0"></span>tk<span class="_ _0"></span>ań Pełnomocnicy Zint<span class="_ _0"></span>egro<span class="_ _0"></span>wanych S<span class="_ _0"></span>yst<span class="_ _1"></span>emów ISO z Grupy Apat<span class="_ _1"></span>or wymieniają się doświadczeniami i<span class="ws0"> </span></div><div class="t m0 x11 h8 y859 ff6 fs5 fc4 sc0 ls0 ws198"> dysku<span class="_ _0"></span>tują na t<span class="_ _0"></span>emat dal<span class="_ _0"></span>szego rozw<span class="_ _0"></span>oju sys<span class="_ _0"></span>t<span class="_ _0"></span>emów zarządzania w spółk<span class="_ _0"></span>ach.<span class="_ _0"></span> W<span class="_ _0"></span> 2023 roku skupiono się na analizie  funkcj<span class="_ _0"></span>onowania </div><div class="t m0 x11 h8 ya13 ff6 fs5 fc4 sc0 ls0 ws9">procesów głów<span class="_ _0"></span>ny<span class="_ _0"></span>ch w poszczególny<span class="_ _0"></span>ch spółkach or<span class="_ _0"></span>az wymianie doś<span class="_ _0"></span>wiadczeń z obszaru ochr<span class="_ _0"></span>ony śr<span class="_ _0"></span>odowisk<span class="_ _0"></span>a<span class="_ _0"></span>.</div><div class="t m2 x5a hc y9b2 ff8 fs9 fc0 sc0 lsb9 ws130">ENVIRONMENT<span class="_ _1"></span>AL - Wpływ na <span class="_ _2"></span>śr<span class="_ _0"></span>odowisk<span class="_ _0"></span>o</div></div><div class="pi" ></div></div><div id="pf55" class="pf w0 h0" ><div class="pc pc55 w0 h0"><img class="bi x11 ya14 w4 h6d" alt="" src="data:image/png;base64,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"/><div class="t m0 xb6 ha y32 ff6 fs7 fc3 sc0 ls72 wsf7">85</div><div class="t m0 x1c h8 ya15 ff7 fs5 fc4 sc0 ls0 wsae">Zużycie energii w<span class="_ _0"></span>g źródeł<span class="_ _e2"> </span><span class="ws9">2023 r<span class="_ _f"></span>.<span class="_ _57"> </span>2<span class="_ _2"></span>022 r<span class="_ _f"></span>.<span class="_ _81"> </span>Dynamika r<span class="_ _1"></span>/<span class="_ _1"></span>r [%]</span></div><div class="t m0 x1c h8 ya16 ff6 fs5 fc4 sc0 ls0 ws9">Całko<span class="_ _0"></span>wite z<span class="_ _0"></span>użycie energii elek<span class="_ _0"></span>trycznej [MWh]</div><div class="t m0 x1c h8 ya17 ff6 fs5 fc4 sc0 ls0 ws9">Całko<span class="_ _0"></span>wite z<span class="_ _0"></span>użycie gazu ziemnego [ty<span class="_ _0"></span>s.<span class="_ _0"></span> m</div><div class="t m0 xa3 h6e ya18 ff6 fs32 fc4 sc0 ls0 ws0">3</div><div class="t m0 x144 h8 ya19 ff6 fs5 fc4 sc0 ls0 ws0">]</div><div class="t m0 x1c h8 ya1a ff6 fs5 fc4 sc0 ls0 ws9">Całko<span class="_ _0"></span>wite z<span class="_ _0"></span>użycie energii cieplnej [GJ]</div><div class="t m0 x1c h8 ya1b ff6 fs5 fc4 sc0 ls0 ws9">Całko<span class="_ _0"></span>wite z<span class="_ _0"></span>użycie paliw (ropa<span class="_ _1"></span>,<span class="_ _0"></span> olej napędowy<span class="_ _1"></span>,<span class="_ _0"></span> benzyna<span class="_ _1"></span>,<span class="_ _1"></span> LPG) [t]</div><div class="t m0 xf1 h8 ya1c ff6 fs5 fc4 sc0 lsb5 wsb3">9 47<span class="_ _2"></span>8,6</div><div class="t m0 xeb h8 ya19 ff6 fs5 fc4 sc0 ls59 wsb7">7<span class="_ _2"></span>5<span class="_ _2"></span>7,<span class="_ _2"></span>3<span class="_ _1b"></span>*</div><div class="t m0 x8e h8 ya1a ff6 fs5 fc4 sc0 ls0 ws9">14 384,2</div><div class="t m0 x11b h8 ya1b ff6 fs5 fc4 sc0 lsd ws10">279,0</div><div class="t m0 x145 h8 ya1c ff6 fs5 fc4 sc0 ls18 ws1c">11 04<span class="_ _2"></span>8,8</div><div class="t m0 x145 h8 ya19 ff6 fs5 fc4 sc0 ls0 ws0">1 563,8*</div><div class="t m0 x146 h8 ya1a ff6 fs5 fc4 sc0 ls97 ws117">17<span class="_ _2"></span> 29<span class="_ _2"></span>2,<span class="_ _2"></span>3</div><div class="t m0 x23 h8 ya1b ff6 fs5 fc4 sc0 ls5a wsb9">27<span class="_ _2"></span>1,9</div><div class="t m0 x147 h8 ya1c ff6 fs5 fc4 sc0 lse ws11">85,8%</div><div class="t m0 x147 h8 ya19 ff6 fs5 fc4 sc0 lsaf wsba">48<span class="_ _2"></span>,4%</div><div class="t m0 x130 h8 ya1a ff6 fs5 fc4 sc0 ls0 ws0">83,2%</div><div class="t m0 x10d h8 ya1b ff6 fs5 fc4 sc0 ls0 ws0">102,6%</div><div class="t m0 x1c h8 ya1d ff7 fs5 fc4 sc0 ls0 ws1b">Zużycie wod<span class="_ _0"></span>y</div><div class="t m0 x1c h8 ya1e ff6 fs5 fc4 sc0 ls0 wsb6">Całko<span class="_ _0"></span>wite zuży<span class="_ _0"></span>cie wody [m</div><div class="t m0 x148 h6e ya1f ff6 fs32 fc4 sc0 ls0 ws0">3</div><div class="t m0 x149 h8 ya20 ff6 fs5 fc4 sc0 ls0 ws0">]<span class="_ _c1"> </span>18 483,<span class="_ _0"></span>1<span class="_ _74"> </span>18 804,0<span class="_ _89"> </span><span class="ls18 ws1c">98,3%</span></div><div class="t m0 x1c h8 ya21 ff7 fs5 fc4 sc0 ls4a wsf">Zużycie pods<span class="_ _0"></span>tawowy<span class="_ _0"></span>ch surowcó<span class="_ _0"></span>w</div><div class="t m0 x1c h8 ya22 ff6 fs5 fc4 sc0 ls0 ws9">Całko<span class="_ _0"></span>wite z<span class="_ _0"></span>użycie st<span class="_ _0"></span>ali [t]</div><div class="t m0 x1c h8 ya23 ff6 fs5 fc4 sc0 ls0 ws9">Całko<span class="_ _0"></span>wite z<span class="_ _0"></span>użycie tw<span class="_ _0"></span>orzyw sztuczn<span class="_ _0"></span>ych [t]</div><div class="t m0 x1c h8 ya24 ff6 fs5 fc4 sc0 ls0 ws9">Całko<span class="_ _0"></span>wite z<span class="_ _0"></span>użycie miedzi [t]</div><div class="t m0 x1c h8 ya25 ff6 fs5 fc4 sc0 ls0 ws9">Całko<span class="_ _0"></span>wite z<span class="_ _0"></span>użycie farb,<span class="_ _1"></span> lakier<span class="_ _0"></span>ów,<span class="_ _1"></span> rozpuszcz<span class="_ _0"></span>alników [t]</div><div class="t m0 x108 h8 ya22 ff6 fs5 fc4 sc0 ls5a wsb9">1 24<span class="_ _2"></span>8,6</div><div class="t m0 x8f h8 ya23 ff6 fs5 fc4 sc0 ls0 ws0">2 532,<span class="_ _1"></span>1</div><div class="t m0 x13a h8 ya24 ff6 fs5 fc4 sc0 ls8c ws133">674<span class="_ _2"></span>,4</div><div class="t m0 xfb h8 ya25 ff6 fs5 fc4 sc0 ls0 ws0">53,9**</div><div class="t m0 x22 h8 ya22 ff6 fs5 fc4 sc0 ls9a wsa8">1 51<span class="_ _2"></span>8,<span class="_ _2"></span>7</div><div class="t m0 x14a h8 ya23 ff6 fs5 fc4 sc0 ls5 ws4">2 87<span class="_ _1b"></span>1,7</div><div class="t m0 x118 h8 ya24 ff6 fs5 fc4 sc0 lsb0 ws1e">6<span class="_ _2"></span>2<span class="_ _2"></span>3<span class="_ _1b"></span>,1</div><div class="t m0 x22 h8 ya25 ff6 fs5 fc4 sc0 ls0 ws0">68,5**</div><div class="t m0 x130 h8 ya22 ff6 fs5 fc4 sc0 ls8 wsa">82,2%</div><div class="t m0 x147 h8 ya23 ff6 fs5 fc4 sc0 ls0 ws0">88,2%</div><div class="t m0 x10d h8 ya24 ff6 fs5 fc4 sc0 ls0 ws0">108,2%</div><div class="t m0 x14b h8 ya25 ff6 fs5 fc4 sc0 lsb1 ws14e">78<span class="_ _2"></span>,7%</div><div class="t m0 x11 hc ya26 ff6 fs9 fc4 sc0 ls0 ws93">* Ist<span class="_ _0"></span>otne ogr<span class="_ _0"></span>aniczenie zużycia gazu ziemnego wy<span class="_ _0"></span>stąpiło w dw<span class="_ _0"></span>óch spółkach Grupy <span class="_ _0"></span>Apat<span class="_ _0"></span>or: </div><div class="t m0 x11 hc ya27 ff6 fs9 fc4 sc0 ls0 ws140">- F<span class="_ _0"></span>AP P<span class="_ _0"></span>afal w zwią<span class="_ _0"></span>zku z ograniczeniem wyk<span class="_ _0"></span>orzys<span class="_ _0"></span>tywanej przez spółk<span class="_ _0"></span>ę powierzchni użytk<span class="_ _0"></span>owej,<span class="_ _1"></span> w tym powierzchni produk<span class="_ _1"></span>cyjnej (równocześnie </div><div class="t m0 x11 hc ya28 ff6 fs9 fc4 sc0 ls0 ws210">zmieniła się for<span class="_ _0"></span>ma własności wy<span class="_ _0"></span>korzys<span class="_ _0"></span>tywan<span class="_ _0"></span>ych pomieszczeń,<span class="_ _1"></span> któr<span class="_ _0"></span>e są obecnie wyna<span class="_ _0"></span>jmowane.<span class="_ _0"></span> W<span class="_ _0"></span> związku z ty<span class="_ _0"></span>m spółka nie ma obecnie </div><div class="t m0 x11 hc ya29 ff6 fs9 fc4 sc0 ls0 ws211">dos<span class="_ _0"></span>tępu do rzeczywis<span class="_ _0"></span>ty<span class="_ _0"></span>ch danych do<span class="_ _0"></span>t.<span class="_ _0"></span> zużycia przez nią gazu,<span class="_ _1"></span> stąd wielk<span class="_ _0"></span>ość zużycia za 2023 r<span class="_ _f"></span>. zos<span class="_ _0"></span>tała osz<span class="_ _0"></span>acowana w oparciu o dane hist<span class="_ _1"></span>oryczne <span class="_ _29"></span><span class="ws0"> </span></div><div class="t m0 x11 hc ya2a ff6 fs9 fc4 sc0 ls0 ws93">z uwzględnieniem ogr<span class="_ _0"></span>aniczonej skali działania);</div><div class="t m0 x11 hc ya2b ff6 fs9 fc4 sc0 ls0 ws212">- bryty<span class="_ _0"></span>jskiej spółce GWi,<span class="_ _1"></span> któr<span class="_ _0"></span>a w nowej siedzibie (do kt<span class="_ _0"></span>órej zos<span class="_ _0"></span>tała przeniesiona działalność w połowie 2022 r<span class="_ _f"></span>.) w ogóle nie korzyst<span class="_ _0"></span>a z gazu </div><div class="t m0 x11 hc ya2c ff6 fs9 fc4 sc0 ls0 ws0">ziemnego.</div><div class="t m0 x11 hc ya2d ff6 fs9 fc4 sc0 ls0 ws1dd">** Ograniczenie zużycia f<span class="_ _0"></span>arb,<span class="_ _1"></span> lakierów i rozpusz<span class="_ _0"></span>czalników w 2023 r<span class="_ _f"></span>. v<span class="_ _0"></span>er<span class="_ _1"></span>.<span class="_ _0"></span> 2022 r<span class="_ _1"></span>.<span class="_ _0"></span> wys<span class="_ _0"></span>tąpiło w spółce Apa<span class="_ _0"></span>tor Met<span class="_ _0"></span>rix.<span class="_ _0"></span> W związk<span class="_ _0"></span>u z mniejszą r/<span class="_ _0"></span>r skalą </div><div class="t m0 x11 hc ya2e ff6 fs9 fc4 sc0 ls0 ws3e">produk<span class="_ _0"></span>cji i sprzedaży spółka wyk<span class="_ _0"></span>orzys<span class="_ _0"></span>tywała mniej takż<span class="_ _0"></span>e pozost<span class="_ _0"></span>ałych suro<span class="_ _0"></span>wców,<span class="_ _1"></span> w ty<span class="_ _0"></span>m stali.<span class="_ _1"></span> Istot<span class="_ _0"></span>ne ograniczenie zużycia s<span class="_ _1"></span>tali wystąpiło także </div><div class="t m0 x11 hc ya2f ff6 fs9 fc4 sc0 ls0 ws93">w bryty<span class="_ _0"></span>jskiej spółce GWi.<span class="_ _1"></span> Również w ty<span class="_ _0"></span>m przypadku główny<span class="_ _0"></span>m powodem była mniejsza r<span class="_ _0"></span>/r sk<span class="_ _0"></span>ala produk<span class="_ _0"></span>cji.</div><div class="t m0 x11 h14 y60c ff6 fsd fc1 sc0 lsc6 ws4e">5<span class="_ _0"></span>.3<span class="_ _0"></span>.<span class="_ _f"></span> WSKAŹNI<span class="_ _2"></span>KI <span class="_ _0"></span>W OB<span class="_ _0"></span>SZARZE:<span class="_ _0"></span> ŚR<span class="_ _0"></span>ODOWISK<span class="_ _1"></span>O NA<span class="_ _f"></span>TURALNE</div><div class="t m0 x11 h8 ya30 ff7 fs5 fc4 sc0 ls0 ws9">Oszczędzanie za<span class="_ _0"></span>sobów nat<span class="_ _0"></span>ura<span class="_ _0"></span>lnych,<span class="_ _1"></span> surowcó<span class="_ _0"></span>w i paliw</div><div class="t m0 x11 h8 ya31 ff7 fs5 fc4 sc0 ls0 ws1a6">Ws<span class="_ _0"></span>kaźniki energ<span class="_ _0"></span>ochłonności i produktywno<span class="_ _0"></span>ść dla wybran<span class="_ _0"></span>ych k<span class="_ _0"></span>ra<span class="_ _0"></span>jowy<span class="_ _0"></span>ch spółek Grupy Apa<span class="_ _0"></span>tor o prod<span class="_ _0"></span>uk<span class="_ _0"></span>cyj<span class="_ _0"></span>nym pr<span class="_ _0"></span>oﬁlu </div><div class="t m0 x11 h8 ya32 ff7 fs5 fc4 sc0 ls0 ws9">działalności (a za<span class="_ _0"></span>tem o po<span class="_ _0"></span>tencjalnie na<span class="_ _0"></span>jwiększy<span class="_ _0"></span>m wpływie na ś<span class="_ _0"></span>rodowisk<span class="_ _1"></span>o natura<span class="_ _0"></span>lne)</div><div class="t m0 x1c h8 ya33 ff7 fs5 fc4 sc0 ls0 ws0">Ws<span class="_ _0"></span>kaźnik energ<span class="_ _0"></span>ochłonności [kWh/100 PLN  </div><div class="t m0 x1c h8 ya34 ff7 fs5 fc4 sc0 ls0 wsf">przychodów ze s<span class="_ _0"></span>przedaży]</div><div class="t m0 xe5 h8 ya35 ff7 fs5 fc4 sc0 ls0 ws9">2023 r<span class="_ _f"></span>.<span class="_ _e3"> </span>2022 r<span class="_ _f"></span>.<span class="_ _e4"> </span>Dynamika r<span class="_ _1"></span>/<span class="_ _1"></span>r [%]</div><div class="t m0 x1c h8 ya36 ff6 fs5 fc4 sc0 ls0 ws0">Apat<span class="_ _0"></span>or SA</div><div class="t m0 x1c h8 ya37 ff6 fs5 fc4 sc0 ls0 ws0">Apat<span class="_ _0"></span>or Metrix</div><div class="t m0 x1c h8 ya38 ff6 fs5 fc4 sc0 ls0 ws0">Apat<span class="_ _0"></span>or Powogaz</div><div class="t m0 x1c h8 ya39 ff6 fs5 fc4 sc0 ls0 ws0">F<span class="_ _1"></span>AP Paf<span class="_ _0"></span>al</div><div class="t m0 x1c h8 ya3a ff6 fs5 fc4 sc0 ls0 ws102">Apat<span class="_ _0"></span>or T<span class="_ _f"></span>elemetria</div><div class="t m0 x14c h8 ya36 ff6 fs5 fc4 sc0 ls4a ws33">0,92</div><div class="t m0 x8c h8 ya37 ff6 fs5 fc4 sc0 ls5a wsb9">1,01</div><div class="t m0 x14c h8 ya38 ff6 fs5 fc4 sc0 lsaf wsba">0,4<span class="_ _2"></span>4</div><div class="t m0 x8c h8 ya39 ff6 fs5 fc4 sc0 ls5a wsb9">1,21</div><div class="t m0 x14c h8 ya3a ff6 fs5 fc4 sc0 ls10 ws13">0,69</div><div class="t m0 x23 h8 ya36 ff6 fs5 fc4 sc0 lsb0 ws1e">1<span class="_ _2"></span>,1<span class="_ _2"></span>9</div><div class="t m0 x109 h8 ya37 ff6 fs5 fc4 sc0 ls4a ws33">0,94</div><div class="t m0 x14d h8 ya38 ff6 fs5 fc4 sc0 lsb5 wsb3">0,47</div><div class="t m0 x14d h8 ya39 ff6 fs5 fc4 sc0 ls18 ws1c">3,52</div><div class="t m0 x109 h8 ya3a ff6 fs5 fc4 sc0 lsaf wsba">0,42</div><div class="t m0 x126 h8 ya36 ff6 fs5 fc4 sc0 ls59 wsb7">7<span class="_ _1b"></span>7,<span class="_ _2"></span>8<span class="_ _2"></span>%</div><div class="t m0 x104 h8 ya37 ff6 fs5 fc4 sc0 ls0 ws0">106,7%</div><div class="t m0 x121 h8 ya38 ff6 fs5 fc4 sc0 lsf ws12">93,8%</div><div class="t m0 x14e h8 ya39 ff6 fs5 fc4 sc0 lsaf wsba">34,4%</div><div class="t m0 x104 h8 ya3a ff6 fs5 fc4 sc0 ls8 wsa">165,0%</div><div class="t m0 x1c h8 ya3b ff7 fs5 fc4 sc0 ls0 ws0">Produktyw<span class="_ _0"></span>ność [kWh/RJR*]<span class="_ _e5"> </span><span class="ws9">2023 r<span class="_ _f"></span>.<span class="_ _e3"> </span>2022 r<span class="_ _f"></span>.<span class="_ _e4"> </span>Dynamika r<span class="_ _1"></span>/<span class="_ _1"></span>r [%]</span></div><div class="t m0 x1c h8 ya3c ff6 fs5 fc4 sc0 ls0 ws0">Apat<span class="_ _0"></span>or SA</div><div class="t m0 x1c h8 ya3d ff6 fs5 fc4 sc0 ls0 ws0">Apat<span class="_ _0"></span>or Metrix</div><div class="t m0 x1c h8 ya3e ff6 fs5 fc4 sc0 ls0 ws0">Apat<span class="_ _0"></span>or Powogaz</div><div class="t m0 x1c h8 ya3f ff6 fs5 fc4 sc0 ls0 ws0">F<span class="_ _1"></span>AP Paf<span class="_ _0"></span>al</div><div class="t m0 x1c h8 ya40 ff6 fs5 fc4 sc0 ls0 ws102">Apat<span class="_ _0"></span>or T<span class="_ _f"></span>elemetria</div><div class="t m0 x14f h8 ya3c ff6 fs5 fc4 sc0 ls0 ws0">5 422,27</div><div class="t m0 x14f h8 ya3d ff6 fs5 fc4 sc0 ls4a wsa">4 72<span class="_ _2"></span>0,97</div><div class="t m0 xe4 h8 ya3e ff6 fs5 fc4 sc0 ls0 ws0">3 452,48</div><div class="t m0 x150 h8 ya3f ff6 fs5 fc4 sc0 lsf ws12">3 653,01</div><div class="t m0 x14f h8 ya40 ff6 fs5 fc4 sc0 ls15 ws18">2 641,86</div><div class="t m0 x127 h8 ya3c ff6 fs5 fc4 sc0 ls0 ws9">6 320,69</div><div class="t m0 x151 h8 ya3d ff6 fs5 fc4 sc0 ls0 ws0">4 927<span class="_ _1"></span>,06</div><div class="t m0 x127 h8 ya3e ff6 fs5 fc4 sc0 ls0 ws9">3 345,26</div><div class="t m0 x127 h8 ya3f ff6 fs5 fc4 sc0 lsd ws10">7 599,04</div><div class="t m0 x152 h8 ya40 ff6 fs5 fc4 sc0 lsf ws12">1 819,<span class="_ _0"></span>65</div><div class="t m0 x153 h8 ya3c ff6 fs5 fc4 sc0 lse ws11">85,8%</div><div class="t m0 x153 h8 ya3d ff6 fs5 fc4 sc0 ls0 ws0">95,8%</div><div class="t m0 x121 h8 ya3e ff6 fs5 fc4 sc0 ls0 ws0">103,2%</div><div class="t m0 x154 h8 ya3f ff6 fs5 fc4 sc0 lsb0 ws1e">4<span class="_ _2"></span>8<span class="_ _1b"></span>,1<span class="_ _2"></span>%</div><div class="t m0 x121 h8 ya40 ff6 fs5 fc4 sc0 ls0 ws0">145,2%</div><div class="t m0 x11 hc ya41 ff6 fs9 fc4 sc0 ls0 ws45">*RJR - roczne jednos<span class="_ _0"></span>tk<span class="_ _0"></span>i robocze,<span class="_ _1"></span> t<span class="_ _0"></span>j.<span class="_ _0"></span> liczba pracownik<span class="_ _0"></span>ów za<span class="_ _0"></span>trudnion<span class="_ _0"></span>ych przeliczona na pełne et<span class="_ _0"></span>aty <span class="_ _0"></span>w obrębie daneg<span class="_ _0"></span>o przedsiębiors<span class="_ _0"></span>twa <span class="_ _0"></span>lub w j<span class="_ _0"></span>ego </div><div class="t m0 x11 hc ya42 ff6 fs9 fc4 sc0 ls0 ws93">imieniu w ciągu całego roku r<span class="_ _0"></span>efer<span class="_ _0"></span>encyjnego<span class="_ _0"></span>.</div><div class="t m0 x11 hc ya43 ff6 fs9 fc4 sc0 ls0 ws213">W większoś<span class="_ _0"></span>ci spółek produk<span class="_ _0"></span>cyjn<span class="_ _0"></span>ych Grupy <span class="_ _0"></span>Apat<span class="_ _0"></span>or wskaźniki ener<span class="_ _0"></span>gochłonności i produkt<span class="_ _0"></span>ywności ul<span class="_ _0"></span>egły poprawie (zmniejszono zużycie ener<span class="_ _0"></span>gii </div><div class="t m0 x11 hc ya44 ff6 fs9 fc4 sc0 ls0 ws214">w przeliczeniu na 100 PLN wygenerow<span class="_ _0"></span>anych przychod<span class="_ _0"></span>ów ze sprzedaży oraz na RJR).<span class="_ _0"></span> Wy<span class="_ _0"></span>jątk<span class="_ _0"></span>iem jes<span class="_ _0"></span>t Apat<span class="_ _0"></span>or Metrix or<span class="_ _0"></span>az Apat<span class="_ _0"></span>or T<span class="_ _f"></span>elemetria<span class="_ _1"></span>. <span class="_ _72"></span><span class="ws0"> </span></div><div class="t m0 x11 hc ya45 ff6 fs9 fc4 sc0 ls0 wsf5">W pierwszej spółce bezwzględne zuży<span class="_ _0"></span>cie energii w MWh jes<span class="_ _1"></span>t <span class="_ _2"></span>niższe r/<span class="_ _1"></span>r<span class="_ _0"></span>,<span class="_ _1"></span> a wzrost wskaźnik<span class="_ _0"></span>ów wynika z ogr<span class="_ _0"></span>aniczenia przychodów  i za<span class="_ _0"></span>trudnienia<span class="_ _1"></span>. </div><div class="t m0 x11 hc ya46 ff6 fs9 fc4 sc0 ls0 ws1">W Apa<span class="_ _0"></span>tor T<span class="_ _f"></span>elemetria wyższe r<span class="_ _0"></span>/r <span class="_ _0"></span>wskaźniki wynika<span class="_ _0"></span>ją zarówno z więk<span class="_ _0"></span>szego bezwzględneg<span class="_ _0"></span>o zużycia ee,<span class="_ _1"></span> jak i mniejszych przychodów i zat<span class="_ _0"></span>rudnienia<span class="_ _1"></span>.</div><div class="t m2 x12 hc y9b2 ff8 fs9 fc0 sc0 lsb9 ws130">ENVIRONMENT<span class="_ _1"></span>AL - Wpływ na <span class="_ _2"></span>śr<span class="_ _0"></span>odowisk<span class="_ _0"></span>o</div></div><div class="pi" ></div></div><div id="pf56" class="pf w0 h0" ><div class="pc pc56 w0 h0"><img class="bi x0 ya47 w4 h6f" alt="" src="data:image/png;base64,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"/><div class="t m0 x7f ha y32 ff6 fs7 fc3 sc0 ls0 ws0">86</div><div class="t m0 x11 h8 y278 ff7 fs5 fc4 sc0 ls0 wsae">Utrzymanie nis<span class="_ _0"></span>kiej emisji z<span class="_ _0"></span>anieczyszczeń or<span class="_ _0"></span>az zrówno<span class="_ _0"></span>ważona gos<span class="_ _0"></span>podarka odpadami</div><div class="t m0 x1c h8 ya48 ff7 fs5 fc4 sc0 ls0 wsae">Wytwarzanie odpadów<span class="_ _1"></span>/wielko<span class="_ _0"></span>ść emisji<span class="_ _e6"> </span><span class="ws9">2023 r<span class="_ _f"></span>.<span class="_ _e3"> </span>2022 r<span class="_ _f"></span>.<span class="_ _e4"> </span>Dynamika r<span class="_ _1"></span>/<span class="_ _1"></span>r [%]</span></div><div class="t m0 x1c h8 ya49 ff6 fs5 fc4 sc0 ls0 wsb6">Ilość wyt<span class="_ _0"></span>warzany<span class="_ _0"></span>ch odpadów [k<span class="_ _0"></span>g],<span class="_ _1"></span> w tym:</div><div class="t m0 x155 h8 ya4a ff6 fs5 fc4 sc0 ls0 ws11">odpady niebezpieczne</div><div class="t m0 x156 h8 ya4b ff6 fs5 fc4 sc0 ls0 ws9">odpady obojęt<span class="_ _0"></span>ne</div><div class="t m0 xaf h8 ya4a ff6 fs5 fc4 sc0 ls0 ws0">49 908,0</div><div class="t m0 xe2 h8 ya4b ff6 fs5 fc4 sc0 ls0 wsb2">1 188 950,0</div><div class="t m0 x14a h8 ya4a ff6 fs5 fc4 sc0 ls0 ws0">53 6<span class="_ _0"></span>7<span class="_ _0"></span>4,<span class="_ _0"></span>4</div><div class="t m0 x157 h8 ya4b ff6 fs5 fc4 sc0 ls0 wsab">1 378 76<span class="_ _0"></span>9,0</div><div class="t m0 x158 h8 ya49 ff6 fs5 fc4 sc0 ls0 ws0"> </div><div class="t m0 x147 h8 ya4a ff6 fs5 fc4 sc0 lsf ws12">93,0%</div><div class="t m0 x147 h8 ya4b ff6 fs5 fc4 sc0 ls0 ws0">86,2%</div><div class="t m0 x1c h8 ya4c ff6 fs5 fc4 sc0 ls0 ws11">Odpady poddane r<span class="_ _0"></span>ecyklingowi [k<span class="_ _0"></span>g]</div><div class="t m0 x1c h8 ya4d ff6 fs5 fc4 sc0 ls0 ws9">Odpady unieszk<span class="_ _0"></span>odliwiane [kg]</div><div class="t m0 x159 h8 ya4c ff6 fs5 fc4 sc0 ls0 ws0">1 000 588,5</div><div class="t m0 xb3 h8 ya4d ff6 fs5 fc4 sc0 lsf ws12">114 285,6</div><div class="t m0 x36 h8 ya4c ff6 fs5 fc4 sc0 ls0 ws0">1 096 963,0</div><div class="t m0 x15a h8 ya4d ff6 fs5 fc4 sc0 ls5b wsad">18<span class="_ _2"></span>5 812<span class="_ _2"></span>,4</div><div class="t m0 xbc h8 ya4c ff6 fs5 fc4 sc0 ls5a wsb9">91,2<span class="_ _2"></span>%</div><div class="t m0 xbc h8 ya4d ff6 fs5 fc4 sc0 ls5e ws12e">61,<span class="_ _2"></span>5%</div><div class="t m0 x1c hc ya4e ff6 fs9 fc4 sc0 ls54 ws93">Emisje do at<span class="_ _0"></span>mosf<span class="_ _0"></span>ery</div><div class="t m0 x1c h8 ya4f ff6 fs5 fc4 sc0 ls0 ws9">Wielk<span class="_ _0"></span>ość emisji dwut<span class="_ _1"></span>lenku węgla [kg]</div><div class="t m0 x1c h8 ya50 ff6 fs5 fc4 sc0 ls0 ws0">Wielk<span class="_ _0"></span>ość emisji NOx [k<span class="_ _0"></span>g]</div><div class="t m0 x1c h8 ya51 ff6 fs5 fc4 sc0 ls0 ws0">Wielk<span class="_ _0"></span>ość emisji SOx [k<span class="_ _0"></span>g]</div><div class="t m0 x5f h8 ya4f ff6 fs5 fc4 sc0 ls0 ws0">1 046 051,<span class="_ _0"></span>9*</div><div class="t m0 x8c h8 ya50 ff6 fs5 fc4 sc0 ls0 ws0">1 832,9</div><div class="t m0 x15b h8 ya51 ff6 fs5 fc4 sc0 ls15 ws18">6,5</div><div class="t m0 x35 h8 ya4f ff6 fs5 fc4 sc0 ls0 ws9">1 543 332,5*</div><div class="t m0 xf3 h8 ya50 ff6 fs5 fc4 sc0 ls0 ws0">2 056,9</div><div class="t m0 x3b h8 ya51 ff6 fs5 fc4 sc0 ls5a wsb9">6,6</div><div class="t m0 x14b h8 ya4f ff6 fs5 fc4 sc0 ls59 wsb7">67,<span class="_ _1b"></span>8<span class="_ _2"></span>%</div><div class="t m0 x14b h8 ya50 ff6 fs5 fc4 sc0 lsb0 ws1e">8<span class="_ _2"></span>9<span class="_ _2"></span>,1<span class="_ _1b"></span>%</div><div class="t m0 xbc h8 ya51 ff6 fs5 fc4 sc0 ls59 wsb7">9<span class="_ _2"></span>7,<span class="_ _2"></span>7<span class="_ _2"></span>%</div><div class="t m0 x11 he ya52 ff7 fsa fc4 sc0 ls0 wsa5">Opty<span class="_ _0"></span>malizacja/<span class="_ _1"></span>minimalizacja wpływu na śr<span class="_ _0"></span>odowisk<span class="_ _1"></span>o</div><div class="t m0 x1c h8 ya53 ff7 fs5 fc4 sc0 ls0 wsf">Opłaty ś<span class="_ _0"></span>rodowis<span class="_ _0"></span>k<span class="_ _0"></span>owe<span class="_ _e7"> </span><span class="ws9">2023 r<span class="_ _f"></span>.<span class="_ _5b"> </span>2<span class="_ _2"></span>022 r<span class="_ _f"></span>.<span class="_ _b0"> </span>Dy<span class="_ _0"></span>namika r<span class="_ _1"></span>/<span class="_ _0"></span>r [%]</span></div><div class="t m0 x1c h8 ya54 ff6 fs5 fc4 sc0 ls0 ws9">Opłaty z<span class="_ _0"></span>a korzy<span class="_ _0"></span>stanie ze ś<span class="_ _0"></span>rodowisk<span class="_ _0"></span>a [PLN]</div><div class="t m0 x1c h8 ya55 ff6 fs5 fc4 sc0 ls0 ws9">K<span class="_ _0"></span>oszty unieszk<span class="_ _1"></span>odl<span class="_ _2"></span>iwiania odpadów produ<span class="_ _0"></span>kcy<span class="_ _0"></span>jny<span class="_ _0"></span>ch {PLN] </div><div class="t m0 x1c h8 ya56 ff6 fs5 fc4 sc0 ls0 ws9">Opłaty z<span class="_ _0"></span>a odzysk i recyk<span class="_ _0"></span>ling opakowań,<span class="_ _1"></span> elekt<span class="_ _0"></span>roniki,<span class="_ _1"></span> bat<span class="_ _0"></span>erii </div><div class="t m0 x1c h8 ya57 ff6 fs5 fc4 sc0 ls0 ws9">wprow<span class="_ _0"></span>adzany<span class="_ _0"></span>ch do obro<span class="_ _0"></span>tu [PLN] </div><div class="t m0 x1c h8 ya58 ff6 fs5 fc4 sc0 ls0 ws0">K<span class="_ _0"></span>oszty analiz  fizyczno-chemiczn<span class="_ _0"></span>ych [PLN] </div><div class="t m0 x1c h8 ya59 ff6 fs5 fc4 sc0 ls0 ws9">K<span class="_ _0"></span>oszty zuży<span class="_ _0"></span>cia wody i odpr<span class="_ _0"></span>owadzania ściek<span class="_ _0"></span>ów [PLN]</div><div class="t m0 x21 h8 ya5a ff6 fs5 fc4 sc0 ls0 ws0">86 077<span class="_ _1"></span>,8</div><div class="t m0 xb1 h8 ya5b ff6 fs5 fc4 sc0 ls0 ws0">636 952,0*</div><div class="t m0 x8c h8 ya5c ff6 fs5 fc4 sc0 ls0 ws0">253 662,0</div><div class="t m0 xf2 h8 ya5d ff6 fs5 fc4 sc0 ls0 wsab">10 723,0</div><div class="t m0 x20 h8 ya5e ff6 fs5 fc4 sc0 lsaf wsba">44<span class="_ _2"></span>6 91<span class="_ _2"></span>5,4</div><div class="t m0 x145 h8 ya5a ff6 fs5 fc4 sc0 ls0 ws0">137 582<span class="_ _0"></span>,0</div><div class="t m0 xca h8 ya5b ff6 fs5 fc4 sc0 ls0 ws0">479 053,0*</div><div class="t m0 x152 h8 ya5c ff6 fs5 fc4 sc0 ls0 ws0">246 555,<span class="_ _1"></span>1</div><div class="t m0 x128 h8 ya5d ff6 fs5 fc4 sc0 ls0 ws0">24 068,<span class="_ _1"></span>1</div><div class="t m0 x152 h8 ya5e ff6 fs5 fc4 sc0 ls0 ws0">427 936,<span class="_ _1"></span>1</div><div class="t m0 x72 h8 ya5a ff6 fs5 fc4 sc0 ls5a wsb9">62,6%</div><div class="t m0 x10d h8 ya5b ff6 fs5 fc4 sc0 ls0 ws0">133,0%</div><div class="t m0 xd4 h8 ya5c ff6 fs5 fc4 sc0 ls0 ws0">102,9%</div><div class="t m0 x72 h8 ya5d ff6 fs5 fc4 sc0 ls5a wsb9">44,6%</div><div class="t m0 xd4 h8 ya5e ff6 fs5 fc4 sc0 lsaf wsba">10<span class="_ _2"></span>4,4%</div><div class="t m0 x11 hc ya5f ff6 fs9 fc4 sc0 ls0 ws1">* Ograniczenie emisji CO2 <span class="_ _0"></span>jest pochodną mniejszych emisji w zdec<span class="_ _0"></span>ydow<span class="_ _0"></span>anej większości spółek Grupy <span class="_ _0"></span>Apat<span class="_ _0"></span>or<span class="_ _1"></span>,<span class="_ _0"></span> przy czym największe spadk<span class="_ _0"></span>i emisji </div><div class="t m0 x11 hc ya60 ff6 fs9 fc4 sc0 ls0 ws93">wyst<span class="_ _0"></span>ąpiły w F<span class="_ _0"></span>AP P<span class="_ _0"></span>afal i GW<span class="_ _0"></span>i w związku ze zmianą siedziby<span class="_ _1"></span>/wykorzyst<span class="_ _0"></span>ywanej powierzchni użytk<span class="_ _0"></span>owej.</div><div class="t m2 x5a hc y9b2 ff8 fs9 fc0 sc0 lsb9 ws130">ENVIRONMENT<span class="_ _1"></span>AL - Wpływ na <span class="_ _2"></span>śr<span class="_ _0"></span>odowisk<span class="_ _0"></span>o</div><div class="t m0 x1c h8 ya61 ff7 fs5 fc4 sc0 lse ws9">Kary środowiskowe<span class="_ _e8"> </span><span class="ls0">2023 r<span class="_ _f"></span>.<span class="_ _e9"> </span>2022 r<span class="_ _f"></span>.<span class="_ _a2"> </span>Dynamika r<span class="_ _1"></span>/<span class="_ _1"></span>r [%]</span></div><div class="t m0 x1c h8 ya62 ff6 fs5 fc4 sc0 ls0 ws9">Wysok<span class="_ _0"></span>ość kar z<span class="_ _0"></span>a negatywn<span class="_ _0"></span>y wpływ na środo<span class="_ _0"></span>wisko [PLN]<span class="_ _ea"> </span><span class="lsd ws10">0,0<span class="_ _eb"> </span>0,0<span class="_ _df"> </span></span><span class="ws0">-</span></div><div class="t m0 x11 hc ya63 ff6 fs9 fc4 sc0 ls0 ws15">* Wzro<span class="_ _0"></span>st k<span class="_ _0"></span>oszt<span class="_ _0"></span>ów unieszk<span class="_ _0"></span>odliwiania odpadów produk<span class="_ _0"></span>cyjn<span class="_ _0"></span>ych wys<span class="_ _0"></span>tąpił w największym s<span class="_ _0"></span>t<span class="_ _0"></span>opniu w spółkach,<span class="_ _1"></span> któr<span class="_ _0"></span>e w 2023 r<span class="_ _1"></span>.<span class="_ _0"></span> ist<span class="_ _0"></span>otni<span class="_ _0"></span>e zwiększyły </div><div class="t m0 x11 hc ya64 ff6 fs9 fc4 sc0 ls0 ws0">skalę produk<span class="_ _1"></span>cji i sprzedaży,<span class="_ _1"></span> tj.<span class="_ _1"></span> w Apator SA<span class="_ _0"></span> i Apat<span class="_ _0"></span>or Powogaz.</div><div class="t m0 x11 h8 ya65 ff7 fs5 fc4 sc0 ls0 ws187">Ślad węglo<span class="_ _0"></span>wy<span class="_ _0"></span>,<span class="_ _0"></span> zakr<span class="_ _0"></span>es raportowa<span class="_ _0"></span>nych emis<span class="_ _0"></span>ji dla wybr<span class="_ _0"></span>any<span class="_ _0"></span>ch kra<span class="_ _1"></span>jowych spółek Grupy Apa<span class="_ _0"></span>tor o prod<span class="_ _0"></span>uk<span class="_ _0"></span>cyjn<span class="_ _0"></span>ym pr<span class="_ _0"></span>oﬁlu </div><div class="t m0 x11 h8 ya66 ff7 fs5 fc4 sc0 ls0 ws9">działalności (a za<span class="_ _0"></span>tem o po<span class="_ _0"></span>tencjalnie na<span class="_ _0"></span>jwiększy<span class="_ _0"></span>m wpływie na ś<span class="_ _0"></span>rodowisk<span class="_ _1"></span>o natura<span class="_ _0"></span>lne)</div><div class="t m0 x1c h8 ya67 ff7 fs5 fc4 sc0 ls0 wsae">SCOPE 1</div><div class="t m0 x1c h8 ya68 ff7 fs5 fc4 sc0 ls0 ws0">Ślad węgl<span class="_ _0"></span>owy [Mg CO</div><div class="t m0 x9f h6e ya69 ff7 fs32 fc4 sc0 ls0 ws0">2</div><div class="t m0 x6c h8 ya68 ff7 fs5 fc4 sc0 lsb0 ws1e">/r<span class="_ _2"></span>o<span class="_ _2"></span>k<span class="_ _2"></span>]</div><div class="t m0 x15c h8 ya6a ff7 fs5 fc4 sc0 ls0 ws9">2023 r<span class="_ _f"></span>.<span class="_ _4a"> </span>2022 r<span class="_ _f"></span>.*<span class="_ _5e"> </span>Dy<span class="_ _0"></span>namika r<span class="_ _1"></span>/<span class="_ _1"></span>r [%]</div><div class="t m0 x1c h8 ya6b ff6 fs5 fc4 sc0 ls0 ws0">Apat<span class="_ _0"></span>or SA</div><div class="t m0 x1c h8 ya6c ff6 fs5 fc4 sc0 ls0 ws0">Apat<span class="_ _0"></span>or Metrix</div><div class="t m0 x1c h8 ya6d ff6 fs5 fc4 sc0 ls0 ws0">Apat<span class="_ _0"></span>or Powogaz</div><div class="t m0 x1c h8 ya6e ff6 fs5 fc4 sc0 ls0 ws0">F<span class="_ _1"></span>AP Paf<span class="_ _0"></span>al**</div><div class="t m0 x1c h8 ya6f ff6 fs5 fc4 sc0 ls0 ws102">Apat<span class="_ _0"></span>or T<span class="_ _f"></span>elemetria</div><div class="t m0 x15d h8 ya6b ff6 fs5 fc4 sc0 ls0 ws0">388</div><div class="t m0 x15d h8 ya6c ff6 fs5 fc4 sc0 lsf ws12">565</div><div class="t m0 xf7 h8 ya6d ff6 fs5 fc4 sc0 ls15 ws18">180</div><div class="t m0 x13d h8 ya6e ff6 fs5 fc4 sc0 ls0 ws0">80</div><div class="t m0 x143 h8 ya6f ff6 fs5 fc4 sc0 ls0 ws0">35</div><div class="t m0 x100 h8 ya6b ff6 fs5 fc4 sc0 ls0 ws0">400</div><div class="t m0 x100 h8 ya6c ff6 fs5 fc4 sc0 ls0 ws0">584</div><div class="t m0 x124 h8 ya6d ff6 fs5 fc4 sc0 ls97 ws117">17<span class="_ _2"></span>0</div><div class="t m0 x100 h8 ya6e ff6 fs5 fc4 sc0 ls0 ws0">360</div><div class="t m0 x12e h8 ya6f ff6 fs5 fc4 sc0 lsa wsc">29</div><div class="t m0 x12f h8 ya6b ff6 fs5 fc4 sc0 ls4a ws33">96,9<span class="_ _2"></span>%</div><div class="t m0 x147 h8 ya6c ff6 fs5 fc4 sc0 lsb1 ws14e">96<span class="_ _2"></span>,7%</div><div class="t m0 x10d h8 ya6d ff6 fs5 fc4 sc0 lse ws11">105,5%</div><div class="t m0 x130 h8 ya6e ff6 fs5 fc4 sc0 ls0 ws0">22,2%</div><div class="t m0 x72 h8 ya6f ff6 fs5 fc4 sc0 lsb0 ws1e">1<span class="_ _2"></span>1<span class="_ _1b"></span>8<span class="_ _2"></span>,1<span class="_ _2"></span>%</div><div class="t m0 x11 hc ya70 ff6 fs9 fc4 sc0 ls0 ws215">* W<span class="_ _1"></span>a<span class="_ _2"></span>rt<span class="_ _0"></span>ości śladu węglo<span class="_ _0"></span>wego w zakres<span class="_ _0"></span>ie SCOPE 1 oraz SCOPE <span class="_ _0"></span>1+2 za 2022 r<span class="_ _f"></span>. zos<span class="_ _0"></span>tały przeliczone z uwzględnieniem z<span class="_ _0"></span>aktualizowan<span class="_ _0"></span>ych parame<span class="ws0">-</span></div><div class="t m0 x11 hc ya71 ff6 fs9 fc4 sc0 ls0 ws216">trów <span class="_ _0"></span>emisji wynikający<span class="_ _0"></span>ch z wyk<span class="_ _0"></span>orzyst<span class="_ _0"></span>ania samochodów służbowych (Źr<span class="_ _0"></span>ódło dla 2022 r<span class="_ _1"></span>.: UK Gover<span class="_ _0"></span>nment GHG Conv<span class="_ _0"></span>ersion F<span class="_ _1"></span>actors for C<span class="_ _0"></span>ompany </div><div class="t m0 x11 hc ya72 ff6 fs9 fc4 sc0 ls0 ws0">Reporting,<span class="_ _1"></span> versi<span class="_ _0"></span>on 2.0 for 2022,<span class="_ _1"></span> dla 2023 r<span class="_ _1"></span>.: UK Gover<span class="_ _0"></span>nment GHG Conv<span class="_ _0"></span>ersion F<span class="_ _1"></span>actors f<span class="_ _0"></span>or Company Report<span class="_ _0"></span>ing,<span class="_ _1"></span> version 1<span class="_ _1"></span>.<span class="_ _1"></span>1 for 2023)</div><div class="t m0 x11 hc ya73 ff6 fs9 fc4 sc0 ls0 ws38">** Ist<span class="_ _0"></span>otna r<span class="_ _0"></span>edukcja śladu węg<span class="_ _0"></span>lowego w F<span class="_ _1"></span>AP Paf<span class="_ _0"></span>al związana jes<span class="_ _0"></span>t z ograniczeniem wy<span class="_ _0"></span>korzys<span class="_ _0"></span>tyw<span class="_ _0"></span>anej przez spółkę powierzchni użyt<span class="_ _0"></span>kowej i pro<span class="ws0">-</span></div><div class="t m0 x11 hc ya74 ff6 fs9 fc4 sc0 ls0 ws217">dukc<span class="_ _0"></span>yjnej.<span class="_ _0"></span>  W<span class="_ _0"></span> związku ze zmianą for<span class="_ _0"></span>my własno<span class="_ _0"></span>ści wyk<span class="_ _0"></span>orzyst<span class="_ _0"></span>ywanych pomieszcz<span class="_ _0"></span>eń (któr<span class="_ _0"></span>e są obecnie wyna<span class="_ _0"></span>jmowane),<span class="_ _1"></span> spółka nie ma obecnie </div><div class="t m0 x11 hc ya75 ff6 fs9 fc4 sc0 ls0 ws211">dos<span class="_ _0"></span>tępu do rzeczywis<span class="_ _0"></span>ty<span class="_ _0"></span>ch danych do<span class="_ _0"></span>t.<span class="_ _0"></span> zużycia przez nią gazu,<span class="_ _1"></span> stąd wielk<span class="_ _0"></span>ość zużycia za 2023 r<span class="_ _f"></span>. zos<span class="_ _0"></span>tała osz<span class="_ _0"></span>acowana w oparciu o dane hist<span class="_ _1"></span>oryczne </div><div class="t m0 x11 hc ya76 ff6 fs9 fc4 sc0 ls0 ws93">z uwzględnieniem ogr<span class="_ _0"></span>aniczonej skali działania</div></div><div class="pi" ></div></div><div id="pf57" class="pf w0 h0" ><div class="pc pc57 w0 h0"><img class="bi x11 ya77 w4 h70" alt="" src="data:image/png;base64,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"/><div class="t m0 xb6 ha y32 ff6 fs7 fc3 sc0 lsb5 wsb3">87</div><div class="t m0 x11 h8 ya78 ff6 fs5 fc4 sc0 ls4d ws9">UWAGA: Powyż<span class="_ _0"></span>sze wskaźniki zos<span class="_ _1"></span>tały policzone z uwzględnieniem wybrany<span class="_ _0"></span>ch spółek Grupy (w <span class="_ _0"></span>ty<span class="_ _0"></span>m wszyst<span class="_ _0"></span>kich spółek </div><div class="t m0 x11 h8 ya79 ff6 fs5 fc4 sc0 ls4d ws9">produk<span class="_ _0"></span>cy<span class="_ _0"></span>jnych),<span class="_ _1"></span> kt<span class="_ _0"></span>óre z r<span class="_ _0"></span>acji rodza<span class="_ _0"></span>ju prowadzonej działalnoś<span class="_ _0"></span>ci objęt<span class="_ _0"></span>e są obowiązkiem monit<span class="_ _1"></span>orowania wpływu środo<span class="_ _0"></span>wiskow<span class="_ _0"></span>ego</div><div class="t m0 x37 h8 ya7a ff7 fs5 fc1 sc0 ls0 ws0"> <span class="_ _ec"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff7 fc4 ls4d ws158">Ws<span class="_ _0"></span>kaźniki w obs<span class="_ _0"></span>zarze odpowiedzia<span class="_ _0"></span>lności za produkt i no<span class="_ _0"></span>woczesne,<span class="_ _1"></span> proeko<span class="_ _0"></span>logiczne t<span class="_ _0"></span>echnologie produk<span class="_ _1"></span>cji <span class="ff6 ws11e">zostały z<span class="_ _0"></span>aprezent<span class="_ _0"></span>o<span class="ls0 ws0">-</span></span></span></span></div><div class="t m0 x1d h8 ya7b ff6 fs5 fc4 sc0 ls4d wsb6">wane w ro<span class="_ _2"></span>zd<span class="_ _2"></span>zi<span class="_ _2"></span>a<span class="_ _2"></span>le<span class="_ _2"></span> <span class="fc1 ws9">Relacja z klientami</span><span class="ls0 ws0">:</span></div><div class="t m0 xbd h8 ya7c ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ff11">–<span class="_ _3b"> </span><span class="ff6 fc4">Rozwój nowoczesny<span class="_ _0"></span>ch produkt<span class="_ _1"></span>ów i wdrażanie innowacji - nakłady inw<span class="_ _0"></span>est<span class="_ _0"></span>ycy<span class="_ _0"></span>jne (CAPEX) ora<span class="_ _0"></span>z  koszt<span class="_ _0"></span>y funk<span class="_ _0"></span>cjonowania </span></span></div><div class="t m0 x45 h8 ya7d ff6 fs5 fc4 sc0 ls0 ws0">biur R&amp;D,</div><div class="t m0 xbd h8 ya7e ff6 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ff11">–<span class="_ _3b"> </span><span class="ff6 fc4 ws11">Automat<span class="_ _0"></span>yzacja pr<span class="_ _0"></span>ocesów produk<span class="_ _1"></span>cyjnych <span class="_ _0"></span>- wyda<span class="_ _0"></span>tk<span class="_ _0"></span>i na aut<span class="_ _0"></span>omat<span class="_ _0"></span>yzację pr<span class="_ _0"></span>ocesów i linii pr<span class="_ _0"></span>odukc<span class="_ _0"></span>yjn<span class="_ _0"></span>ych.</span></span></div><div class="t m0 x1c h8 ya7f ff7 fs5 fc4 sc0 ls0 ws0">SCOPE 2</div><div class="t m0 x1c h8 ya80 ff7 fs5 fc4 sc0 ls0 ws0">Ślad węgl<span class="_ _0"></span>owy [Mg CO</div><div class="t m0 x9f h6e ya81 ff7 fs32 fc4 sc0 ls0 ws0">2</div><div class="t m0 x6c h8 ya80 ff7 fs5 fc4 sc0 lsb0 ws1e">/r<span class="_ _2"></span>o<span class="_ _2"></span>k<span class="_ _2"></span>]</div><div class="t m0 x15c h8 ya82 ff7 fs5 fc4 sc0 ls0 ws9">2023 r<span class="_ _f"></span>.<span class="_ _56"> </span>2<span class="_ _2"></span>022 r<span class="_ _f"></span>.<span class="_ _a2"> </span>Dynamika r<span class="_ _1"></span>/<span class="_ _0"></span>r [%]</div><div class="t m0 x1c h8 ya83 ff6 fs5 fc4 sc0 ls0 ws0">Apat<span class="_ _0"></span>or SA</div><div class="t m0 x1c h8 ya84 ff6 fs5 fc4 sc0 ls0 ws0">Apat<span class="_ _0"></span>or Metrix</div><div class="t m0 x1c h8 ya85 ff6 fs5 fc4 sc0 ls0 ws0">Apat<span class="_ _0"></span>or Powogaz</div><div class="t m0 x1c h8 ya86 ff6 fs5 fc4 sc0 ls0 ws0">F<span class="_ _1"></span>AP Paf<span class="_ _0"></span>al</div><div class="t m0 x1c h8 ya87 ff6 fs5 fc4 sc0 ls0 ws102">Apat<span class="_ _0"></span>or T<span class="_ _f"></span>elemetria</div><div class="t m0 xf1 h8 ya83 ff6 fs5 fc4 sc0 ls0 ws0">3 027</div><div class="t m0 x15e h8 ya84 ff6 fs5 fc4 sc0 ls0 ws0">1 508</div><div class="t m0 x15d h8 ya85 ff6 fs5 fc4 sc0 ls99 ws100">978</div><div class="t m0 xf7 h8 ya86 ff6 fs5 fc4 sc0 ls8 wsa">166</div><div class="t m0 xfc h8 ya87 ff6 fs5 fc4 sc0 ls0 ws0">323</div><div class="t m0 x23 h8 ya83 ff6 fs5 fc4 sc0 ls0 ws0">3 456</div><div class="t m0 xf8 h8 ya84 ff6 fs5 fc4 sc0 ls0 ws0">1 643</div><div class="t m0 xba h8 ya85 ff6 fs5 fc4 sc0 ls0 ws0">986</div><div class="t m0 x100 h8 ya86 ff6 fs5 fc4 sc0 ls0 ws0">458</div><div class="t m0 x100 h8 ya87 ff6 fs5 fc4 sc0 ls0 ws0">239</div><div class="t m0 x130 h8 ya83 ff6 fs5 fc4 sc0 ls59 wsb7">8<span class="_ _2"></span>7,<span class="_ _2"></span>6<span class="_ _2"></span>%</div><div class="t m0 x130 h8 ya84 ff6 fs5 fc4 sc0 ls5a wsb9">91,8%</div><div class="t m0 x14b h8 ya85 ff6 fs5 fc4 sc0 ls0 ws0">99,<span class="_ _1"></span>1%</div><div class="t m0 x147 h8 ya86 ff6 fs5 fc4 sc0 ls0 ws0">36,2%</div><div class="t m0 x10e h8 ya87 ff6 fs5 fc4 sc0 ls0 ws0">135,<span class="_ _1"></span>1%</div><div class="t m0 x1c h8 ya88 ff7 fs5 fc4 sc0 ls0 wsae">SCOPE 1+2</div><div class="t m0 x1c h8 ya89 ff7 fs5 fc4 sc0 ls0 ws0">Ślad węgl<span class="_ _0"></span>owy [Mg CO</div><div class="t m0 x9f h6e ya8a ff7 fs32 fc4 sc0 ls0 ws0">2</div><div class="t m0 x6c h8 ya89 ff7 fs5 fc4 sc0 lsb0 ws1e">/r<span class="_ _2"></span>o<span class="_ _2"></span>k<span class="_ _2"></span>]</div><div class="t m0 x15c h8 ya8b ff7 fs5 fc4 sc0 ls0 ws9">2023 r<span class="_ _f"></span>.<span class="_ _4a"> </span>2022 r<span class="_ _f"></span>.*<span class="_ _5e"> </span>Dy<span class="_ _0"></span>namika r<span class="_ _1"></span>/<span class="_ _1"></span>r [%]</div><div class="t m0 x1c h8 ya8c ff6 fs5 fc4 sc0 ls0 ws0">Apat<span class="_ _0"></span>or SA</div><div class="t m0 x1c h8 ya8d ff6 fs5 fc4 sc0 ls0 ws0">Apat<span class="_ _0"></span>or Metrix</div><div class="t m0 x1c h8 ya8e ff6 fs5 fc4 sc0 ls0 ws0">Apat<span class="_ _0"></span>or Powogaz</div><div class="t m0 x1c h8 ya8f ff6 fs5 fc4 sc0 ls0 ws0">F<span class="_ _1"></span>AP Paf<span class="_ _0"></span>al</div><div class="t m0 x1c h8 ya90 ff6 fs5 fc4 sc0 ls0 ws102">Apat<span class="_ _0"></span>or T<span class="_ _f"></span>elemetria</div><div class="t m0 x15e h8 ya8c ff6 fs5 fc4 sc0 ls15 ws18">3 415</div><div class="t m0 xf1 h8 ya8d ff6 fs5 fc4 sc0 ls10 ws13">2 07<span class="_ _2"></span>3</div><div class="t m0 xb2 h8 ya8e ff6 fs5 fc4 sc0 ls0 wsb2">1 158</div><div class="t m0 x15d h8 ya8f ff6 fs5 fc4 sc0 ls99 ws100">246</div><div class="t m0 x15d h8 ya90 ff6 fs5 fc4 sc0 ls0 ws0">358</div><div class="t m0 x23 h8 ya8c ff6 fs5 fc4 sc0 ls0 ws0">3 856</div><div class="t m0 x118 h8 ya8d ff6 fs5 fc4 sc0 ls0 ws0">2 227</div><div class="t m0 x10a h8 ya8e ff6 fs5 fc4 sc0 ls9e ws13">1<span class="_ _2"></span> 157</div><div class="t m0 x19 h8 ya8f ff6 fs5 fc4 sc0 ls5b wsad">819</div><div class="t m0 x100 h8 ya90 ff6 fs5 fc4 sc0 ls10 ws13">269</div><div class="t m0 x12f h8 ya8c ff6 fs5 fc4 sc0 ls0 ws0">88,6%</div><div class="t m0 xbc h8 ya8d ff6 fs5 fc4 sc0 lsf ws12">93,<span class="_ _1"></span>1%</div><div class="t m0 x10e h8 ya8e ff6 fs5 fc4 sc0 ls0 ws0">100,<span class="_ _1"></span>1%</div><div class="t m0 xbc h8 ya8f ff6 fs5 fc4 sc0 ls0 ws0">30,<span class="_ _1"></span>1%</div><div class="t m0 x10d h8 ya90 ff6 fs5 fc4 sc0 ls0 ws0">133,2%</div><div class="t m0 x11 hc ya91 ff6 fs9 fc4 sc0 ls0 ws218">*Raportowane emisje obejmują zak<span class="_ _0"></span>res 1 (scope <span class="_ _0"></span>1,<span class="_ _1"></span> emisje bezpośrednie) or<span class="_ _0"></span>az zakres 2 (s<span class="_ _0"></span>cope 2,<span class="_ _1"></span> emisje pośrednie wynika<span class="_ _0"></span>jące z wytwarzania </div><div class="t m0 x11 hc ya92 ff6 fs9 fc4 sc0 ls0 ws94">energii kupowanej przez jedno<span class="_ _0"></span>st<span class="_ _0"></span>ki Grupy <span class="_ _0"></span>Apat<span class="_ _0"></span>or).<span class="_ _0"></span> Źródłami emisji gazów cieplar<span class="_ _0"></span>nianych w odniesieniu d<span class="_ _0"></span>o zakresu <span class="_ _0"></span>1 było zużycie (s<span class="_ _0"></span>palanie) gazu </div><div class="t m0 x11 hc ya93 ff6 fs9 fc4 sc0 ls0 ws70">ziemnego na potrzeb<span class="_ _0"></span>y ogrzewania bud<span class="_ _0"></span>ynk<span class="_ _0"></span>ów i w procesach pr<span class="_ _0"></span>oduk<span class="_ _0"></span>cyjn<span class="_ _0"></span>ych or<span class="_ _0"></span>az używanie paliw w pojazdach.</div><div class="t m2 x12 hc y9b2 ff8 fs9 fc0 sc0 lsb9 ws130">ENVIRONMENT<span class="_ _1"></span>AL - Wpływ na <span class="_ _2"></span>śr<span class="_ _0"></span>odowisk<span class="_ _0"></span>o</div></div><div class="pi" ></div></div><div id="pf58" class="pf w0 h0" ><div class="pc pc58 w0 h0"><img class="bi x0 y86 w3 h1e" alt="" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAC0AAAEqCAIAAAAOCk7BAAAACXBIWXMAABYlAAAWJQFJUiTwAAAAvUlEQVR42u3OMQEAMAgDsDJveEM21zxwJApS6ckBLzd4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh8C72XAyGZlwlcAAAAAElFTkSuQmCC"/><div class="t m0 x7f ha y32 ff6 fs7 fc3 sc0 ls0 ws0">88</div><div class="t m0 x11 h14 y60c ff6 fsd fc1 sc0 lsc8 ws219">5<span class="_ _2"></span>.4<span class="_ _2"></span>. K<span class="_ _1b"></span><span class="lsc6 ws4e">WA<span class="_ _0"></span>LI<span class="_ _2"></span>FIKAC<span class="_ _2"></span>J<span class="_ _0"></span>A<span class="_ _0"></span> DZIAŁALNOŚCI Z<span class="_ _0"></span>GODN<span class="_ _2"></span>I<span class="_ _2"></span>E Z<span class="_ _0"></span> T<span class="_ _f"></span>AKSONOMIĄ<span class="_ _0"></span> UE</span></div><div class="t m0 x11 h8 ya30 ff6 fs5 fc4 sc0 ls0 ws21a">Zg<span class="_ _0"></span>odnie z Rozporz<span class="_ _0"></span>ądzeniem P<span class="_ _0"></span>arlamentu Eur<span class="_ _0"></span>opejskiego i Rad<span class="_ _0"></span>y (UE) 2020/852 z dnia 18 czerwca 2020 roku w spra<span class="_ _0"></span>wie </div><div class="t m0 x11 h8 ya94 ff6 fs5 fc4 sc0 ls0 ws21b">ust<span class="_ _0"></span>anowienia ram ułatwia<span class="_ _0"></span>jących zr<span class="_ _0"></span>ównoważone in<span class="_ _0"></span>west<span class="_ _0"></span>ycj<span class="_ _0"></span>e oraz zmienia<span class="_ _0"></span>jącego rozporządzenie (UE) 2019/2088 (dalej: </div><div class="t m0 x11 h8 ya95 ff6 fs5 fc4 sc0 ls0 ws21c">Rozporz<span class="_ _0"></span>ądzenie  2020/852) Grupa Apat<span class="_ _0"></span>or dok<span class="_ _0"></span>onała analizy w celu określenia<span class="_ _1"></span>,<span class="_ _1"></span> w jaki sposób i w jak<span class="_ _0"></span>im st<span class="_ _0"></span>opniu prow<span class="_ _0"></span>adzona </div><div class="t m0 x11 h8 ya96 ff6 fs5 fc4 sc0 ls0 ws9">przez Grupę działalność kw<span class="_ _0"></span>aliﬁkuje się jak<span class="_ _0"></span>o zrówno<span class="_ _0"></span>ważona środ<span class="_ _0"></span>owisk<span class="_ _0"></span>owo.<span class="_ _1"></span> </div><div class="t m0 x11 h8 ya97 ff6 fs5 fc4 sc0 ls0 ws9">Pods<span class="_ _0"></span>tawą analizy i kwaliﬁkacji działalnoś<span class="_ _0"></span>ci oraz prezen<span class="_ _0"></span>tacji danych są<span class="_ _1"></span>,<span class="_ _1"></span> oprócz wspomnianego wyżej rozporz<span class="_ _0"></span>ądzenia<span class="_ _1"></span>,<span class="_ _0"></span> takż<span class="_ _0"></span>e: </div><div class="t m0 x37 h8 ya98 ff8 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ws21d">Rozporządzenie Delego<span class="_ _0"></span>wane K<span class="_ _0"></span>omisji (UE) 2021/2139 z dnia 4 czerwca 2021 r<span class="_ _1"></span>.<span class="_ _0"></span> (Akt Delego<span class="_ _0"></span>wany okr<span class="_ _0"></span>eślający <span class="_ _0"></span>techniczne </span></span></div><div class="t m0 x1d h8 ya99 ff6 fs5 fc4 sc0 ls0 ws21e">kryteria k<span class="_ _0"></span>waliﬁkacji,<span class="_ _1"></span> który zos<span class="_ _0"></span>tał z<span class="_ _0"></span>aktualizow<span class="_ _0"></span>any przez Rozporz<span class="_ _0"></span>ądzenie Delegow<span class="_ _0"></span>ane Komis<span class="_ _0"></span>ji (UE) 2023/<span class="_ _2"></span>2485 z dnia 27 </div><div class="t m0 x1d h8 ya9a ff6 fs5 fc4 sc0 ls0 ws0">czerwca 2023 r<span class="_ _f"></span>.),</div><div class="t m0 x37 h8 ya9b ff8 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4">Rozporządzenie Delego<span class="_ _0"></span>wane K<span class="_ _0"></span>omisji (UE) 2021/2178 z dnia 6 lipca 2021 r<span class="_ _f"></span>. (Akt D<span class="_ _0"></span>elegowan<span class="_ _0"></span>y do art.<span class="_ _0"></span> 8 T<span class="_ _f"></span>aksonomii),<span class="_ _1"></span> </span></span></div><div class="t m0 x37 h8 ya9c ff8 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ws122">Rozporządzenie Delego<span class="_ _0"></span>wane K<span class="_ _0"></span>omisji (UE) 2022/1214 z dnia 9 marca 2022 r<span class="_ _f"></span>. (Akt Del<span class="_ _0"></span>egowan<span class="_ _0"></span>y w zakresie działa<span class="_ _0"></span>lności </span></span></div><div class="t m0 x1d h8 ya9d ff6 fs5 fc4 sc0 ls0 ws9">związanej z energią jądr<span class="_ _0"></span>ową i gazem ziemny<span class="_ _0"></span>m),</div><div class="t m0 x37 h8 ya9e ff8 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ws149">Rozporządzenie Delego<span class="_ _0"></span>wane K<span class="_ _0"></span>omisji (UE) 2023/2486 z dnia 27 czerwca 2023,<span class="_ _1"></span> uzupełniające Rozporządzenie P<span class="_ _1"></span>a<span class="_ _2"></span>rlament<span class="_ _0"></span>u </span></span></div><div class="t m0 x1d h8 ya9f ff6 fs5 fc4 sc0 ls0 ws0">Europejskieg<span class="_ _0"></span>o i Rady (UE) 2020/852 oraz zmienia<span class="_ _0"></span>jące Rozporządzenie Del<span class="_ _0"></span>egowane K<span class="_ _0"></span>omisji (UE) 2021/21<span class="_ _0"></span>78.</div><div class="t m0 x11 h16 yaa0 ff6 fsf fc1 sc0 ls0 ws80">5.<span class="_ _1"></span>4.<span class="_ _29"></span>1<span class="_ _1"></span>.<span class="_ _1"></span> Etapy badania zgodności z s<span class="_ _0"></span>ys<span class="_ _1"></span>tema<span class="_ _0"></span>ty<span class="_ _0"></span>ką</div><div class="t m0 x11 h8 yaa1 ff6 fs5 fc4 sc0 ls0 ws21f">W celu dopełnienia pr<span class="_ _0"></span>ocedur należytej s<span class="_ _0"></span>tarannoś<span class="_ _0"></span>ci w 2023 roku wdrożono wy<span class="_ _0"></span>tyczną gr<span class="_ _0"></span>upową pt.<span class="_ _1"></span> Zasady klasyﬁkacji <span class="_ _b7"></span><span class="ws0"> </span></div><div class="t m0 x11 h8 yaa2 ff6 fs5 fc4 sc0 ls0 ws157">i raporto<span class="_ _0"></span>wania działalności zró<span class="_ _0"></span>wnoważonej śr<span class="_ _0"></span>odowisk<span class="_ _0"></span>owo zgodnie z T<span class="_ _f"></span>aksonomią UE,<span class="_ _1"></span> któr<span class="_ _0"></span>a obowiązuje ws<span class="_ _0"></span>zyst<span class="_ _0"></span>kie spółk<span class="_ _0"></span>i Grupy </div><div class="t m0 x11 h8 yaa3 ff6 fs5 fc4 sc0 ls0 ws136">Apat<span class="_ _0"></span>or<span class="_ _f"></span>. Cel<span class="_ _0"></span>em wyty<span class="_ _0"></span>cznej jes<span class="_ _0"></span>t określ<span class="_ _0"></span>enie prawidłowego pr<span class="_ _0"></span>ocesu ident<span class="_ _0"></span>yﬁkacji działalności zrów<span class="_ _0"></span>noważonej śr<span class="_ _0"></span>odowisk<span class="_ _0"></span>owo oraz </div><div class="t m0 x11 h8 yaa4 ff6 fs5 fc4 sc0 ls0 ws0">wdrożenie <span class="_ _0"></span>jednolit<span class="_ _0"></span>ego,<span class="_ _1"></span> spójnego sposo<span class="_ _0"></span>bu pomiaru wyników działalno<span class="_ _0"></span>ści zrówno<span class="_ _0"></span>ważonej środ<span class="_ _0"></span>owisk<span class="_ _0"></span>owo na potrzeb<span class="_ _0"></span>y obliczenia </div><div class="t m0 x11 h8 yaa5 ff6 fs5 fc4 sc0 ls0 ws220">kluczowych wsk<span class="_ _0"></span>aźnikó<span class="_ _0"></span>w wynikó<span class="_ _0"></span>w dot.<span class="_ _1"></span> działalności zgodnej z T<span class="_ _f"></span>aksonomią UE („zielonych wskaźnik<span class="_ _0"></span>ów”) dla zapewnienia </div><div class="t m0 x11 h8 yaa6 ff6 fs5 fc4 sc0 ls0 ws11">prawidłoweg<span class="_ _0"></span>o wypełniania obowiązk<span class="_ _1"></span>ów nałożonych przez K<span class="_ _0"></span>E.</div><div class="t m0 x11 h8 yaa7 ff7 fs5 fc4 sc0 ls0 wsae">Identyﬁkacja działalności z<span class="_ _0"></span>równow<span class="_ _0"></span>ażonej śr<span class="_ _0"></span>odowisk<span class="_ _1"></span>owo w Grupie Apator</div><div class="t m0 x11 h8 yaa8 ff6 fs5 fc4 sc0 ls0 ws221">Ident<span class="_ _0"></span>yﬁkację działalności zr<span class="_ _0"></span>ównoważonej śr<span class="_ _0"></span>odowisk<span class="_ _0"></span>owo w Grupie <span class="_ _0"></span>Apat<span class="_ _0"></span>or przeprowa<span class="_ _0"></span>dza się w oparciu o przygo<span class="_ _0"></span>to<span class="_ _0"></span>wany </div><div class="t m0 x11 h8 yaa9 ff6 fs5 fc4 sc0 ls0 ws13a">Szablon iden<span class="_ _0"></span>tyﬁkacji t<span class="_ _0"></span>aksonomicznej (załącznik do wyt<span class="_ _0"></span>ycznej).<span class="_ _1"></span> Deﬁnicje oraz dokładna int<span class="_ _0"></span>er<span class="_ _0"></span>pretacja użyt<span class="_ _0"></span>ych w załączniku </div><div class="t m0 x11 h8 yaaa ff6 fs5 fc4 sc0 ls0 ws13">pojęć (w t<span class="_ _0"></span>ym szczegółowy opi<span class="_ _0"></span>s celów środ<span class="_ _0"></span>owisk<span class="_ _0"></span>owych or<span class="_ _0"></span>az metodo<span class="_ _0"></span>logię liczenia wskaźnik<span class="_ _0"></span>ów wynik<span class="_ _0"></span>ów) zawart<span class="_ _0"></span>o w Słowniku </div><div class="t m0 x11 h8 yaab ff6 fs5 fc4 sc0 ls0 wsb6">taksonomiczn<span class="_ _0"></span>ym (załącznik do wyt<span class="_ _0"></span>ycznej).<span class="_ _1"></span> </div><div class="t m0 x11 h8 yaac ff6 fs5 fc4 sc0 ls0 ws222">Proces ident<span class="_ _0"></span>yﬁkacji obejmuje wszys<span class="_ _0"></span>tk<span class="_ _0"></span>ie rodza<span class="_ _0"></span>je działalności Gr<span class="_ _0"></span>upy Apa<span class="_ _0"></span>tor<span class="_ _f"></span>.<span class="_ _0"></span> Przepro<span class="_ _0"></span>wadzany <span class="_ _0"></span>jes<span class="_ _0"></span>t w kilku nast<span class="_ _1"></span>ępuj<span class="_ _2"></span>ący<span class="_ _0"></span>ch po </div><div class="t m0 x11 h8 yaad ff6 fs5 fc4 sc0 ls0 ws17">sobie etapach (przy czym etap<span class="_ _0"></span>y 5-7 pomija się dla t<span class="_ _0"></span>ych rodza<span class="_ _0"></span>jów działalno<span class="_ _0"></span>ści,<span class="_ _1"></span> których na et<span class="_ _0"></span>apie 4 nie uda się zaklasyﬁk<span class="_ _0"></span>ować do </div><div class="t m0 x11 h8 yaae ff6 fs5 fc4 sc0 ls0 ws0">T<span class="_ _f"></span>aksonomii UE – niezgodna z sys<span class="_ _0"></span>tema<span class="_ _0"></span>tyk<span class="_ _0"></span>ą).<span class="_ _0"></span> Etapy analizy są nast<span class="_ _1"></span>ępujące:</div><div class="t m0 x11 h8 yaaf ff8 fs5 fc1 sc0 ls57 wsb4">1. <span class="_ _9b"> </span><span class="ff6 fc4 ls0 ws9">identyﬁkacja rodza<span class="_ _0"></span>jów działalno<span class="_ _0"></span>ści ze wskazaniem gr<span class="_ _0"></span>up i podgrup produkt<span class="_ _0"></span>owy<span class="_ _0"></span>ch należących d<span class="_ _0"></span>o danej kat<span class="_ _0"></span>egorii działalności,</span></div><div class="t m0 x11 h8 yab0 ff8 fs5 fc1 sc0 ls57 wsb4">2<span class="_ _2"></span>. <span class="_ _36"> </span><span class="ff6 fc4 ls0 ws9">przypisanie kodów NACE do zid<span class="_ _0"></span>entyﬁk<span class="_ _0"></span>owany<span class="_ _0"></span>ch rodza<span class="_ _0"></span>jów działalności,</span></div><div class="t m0 x11 h8 yab1 ff8 fs5 fc1 sc0 ls57 wsb4">3<span class="_ _2"></span>. <span class="_ _2c"> </span><span class="ff6 fc4 ls0 ws15e">wskazanie właściweg<span class="_ _0"></span>o spośród sz<span class="_ _0"></span>eściu celów śr<span class="_ _0"></span>odowisk<span class="_ _0"></span>owych,<span class="_ _1"></span> na który dana działalno<span class="_ _0"></span>ść wywiera is<span class="_ _0"></span>t<span class="_ _0"></span>otn<span class="_ _0"></span>y wpływ wr<span class="_ _0"></span>az <span class="_ _34"></span><span class="ws0"> </span></span></div><div class="t m0 x1d h8 yab2 ff6 fs5 fc4 sc0 ls0 wsb6">z uzasadnieniem wyboru,</div><div class="t m0 x11 h8 yab3 ff8 fs5 fc1 sc0 ls57 wsb4">4. <span class="_ _36"> </span><span class="ff6 fc4 ls0 ws13c">wery<span class="_ _2"></span>ﬁkacja kwaliﬁkacji danego r<span class="_ _0"></span>odzaju działalno<span class="_ _0"></span>ści do T<span class="_ _f"></span>aksonomii UE wraz ze wsk<span class="_ _0"></span>azaniem właściwego r<span class="_ _0"></span>odzaju d<span class="_ _0"></span>ziałalności </span></div><div class="t m0 x1d h8 yab4 ff6 fs5 fc4 sc0 ls0 ws0">z T<span class="_ _f"></span>aksonomii (odpowiadającego analizowanej grupie prod<span class="_ _0"></span>ukto<span class="_ _0"></span>wej),</div><div class="t m0 x11 h8 yab5 ff8 fs5 fc1 sc0 ls57 wsb4">5<span class="_ _2"></span>. <span class="_ _36"> </span><span class="ff6 fc4 ls0 wsb6">kwaliﬁkacja analizowanej działalności jako w<span class="_ _0"></span>noszącej is<span class="_ _0"></span>to<span class="_ _0"></span>tny w<span class="_ _0"></span>kład/<span class="_ _1"></span>działalności wspomagającej,</span></div><div class="t m0 x11 h8 yab6 ff8 fs5 fc1 sc0 ls57 wsb4">6<span class="_ _2"></span>.  <span class="ff6 fc4 ls0 ws9">weryﬁkacja spełnienia t<span class="_ _1"></span>echnicznych kryt<span class="_ _0"></span>eriów kwaliﬁkacji dla wybr<span class="_ _0"></span>anego celu środo<span class="_ _0"></span>wisko<span class="_ _0"></span>wego,</span></div><div class="t m0 x11 h8 yab7 ff8 fs5 fc1 sc0 lsac ws170">7.<span class="_ _2"></span> <span class="_ _32"> </span><span class="ff6 fc4 ls0 ws1e">weryﬁkacja niewywierania przez daną grupę pr<span class="_ _0"></span>odukt<span class="_ _0"></span>ową negat<span class="_ _0"></span>ywnego wpływu na poz<span class="_ _0"></span>ost<span class="_ _0"></span>ałe pięć celów ś<span class="_ _0"></span>rodowisk<span class="_ _1"></span>owych </span></div><div class="t m0 x1d h8 yab8 ff6 fs5 fc4 sc0 ls0 ws9">(z uzasadnieniem).</div><div class="t m0 x11 h8 yab9 ff7 fs5 fc4 sc0 ls0 wsae">Pomiar wynik<span class="_ _1"></span>ów działalności zrówno<span class="_ _0"></span>ważonej ś<span class="_ _0"></span>rodowis<span class="_ _0"></span>k<span class="_ _0"></span>owo</div><div class="t m0 x11 h8 yaba ff6 fs5 fc4 sc0 ls0 wsa9">Pomiaru wynik<span class="_ _0"></span>ów działalności zr<span class="_ _0"></span>ównoważonej śr<span class="_ _0"></span>odowisk<span class="_ _0"></span>owo do<span class="_ _0"></span>konuj<span class="_ _0"></span>e się w okresach roczn<span class="_ _0"></span>ych odr<span class="_ _0"></span>ębnie dla t<span class="_ _0"></span>rzech kat<span class="_ _1"></span>egorii </div><div class="t m0 x11 h8 yabb ff6 fs5 fc4 sc0 ls0 ws0">ﬁnansowych:</div><div class="t m0 x37 h8 yabc ff8 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4">obrotu,</span></span></div><div class="t m0 x37 h8 yabd ff8 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4">nakładów inwest<span class="_ _0"></span>ycy<span class="_ _0"></span>jny<span class="_ _0"></span>ch (CAPEX),</span></span></div><div class="t m0 x37 h8 yabe ff8 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ws9">wydatk<span class="_ _0"></span>ów oper<span class="_ _0"></span>acyjn<span class="_ _0"></span>ych (OPEX).</span></span></div><div class="t m0 x11 h8 yabf ff6 fs5 fc4 sc0 ls0 ws191">Proces pomiaru przeprow<span class="_ _0"></span>adza się dla rodza<span class="_ _0"></span>jów działalnoś<span class="_ _0"></span>ci (grup produkt<span class="_ _1"></span>owych) zidentyﬁk<span class="_ _0"></span>owany<span class="_ _0"></span>ch jak<span class="_ _0"></span>o zrówno<span class="_ _0"></span>ważone </div><div class="t m0 x11 h8 yac0 ff6 fs5 fc4 sc0 ls0 ws1b6">środo<span class="_ _0"></span>wiskow<span class="_ _0"></span>o.<span class="_ _0"></span> Deﬁnicje,<span class="_ _1"></span> dokładna int<span class="_ _0"></span>er<span class="_ _0"></span>pretacja w<span class="_ _0"></span>raz z przykładami dla każd<span class="_ _0"></span>ej z wymieniony<span class="_ _0"></span>ch wyżej kat<span class="_ _1"></span>egorii ﬁnansowych </div><div class="t m2 x5a hc y9b2 ff8 fs9 fc0 sc0 lsb9 ws130">ENVIRONMENT<span class="_ _1"></span>AL - Wpływ na <span class="_ _2"></span>śr<span class="_ _0"></span>odowisk<span class="_ _0"></span>o</div></div><div class="pi" ></div></div><div id="pf59" class="pf w0 h0" ><div class="pc pc59 w0 h0"><img class="bi xb5 y86 w9 h49" alt="" src="data:image/png;base64,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"/><div class="t m0 xb6 ha y32 ff6 fs7 fc3 sc0 ls72 wsf7">89</div><div class="t m0 x11 h8 y278 ff6 fs5 fc4 sc0 ls0 wsb6">zawart<span class="_ _0"></span>o w Słowniku tak<span class="_ _0"></span>sonomicznym (z<span class="_ _0"></span>ałącznik do wyty<span class="_ _0"></span>cznej).</div><div class="t m0 x11 h8 y3cc ff6 fs5 fc4 sc0 ls0 ws223">Pomiaru wielk<span class="_ _0"></span>ości obr<span class="_ _0"></span>otu d<span class="_ _0"></span>okonu<span class="_ _0"></span>je się bezpośrednio na pods<span class="_ _1"></span>tawie dost<span class="_ _0"></span>ępny<span class="_ _0"></span>ch danych k<span class="_ _0"></span>sięgowych o s<span class="_ _0"></span>przedaży (dane źródłowe).<span class="_ _1"></span> </div><div class="t m0 x11 h8 y3cd ff6 fs5 fc4 sc0 ls0 ws224">Obrót obejmuj<span class="_ _0"></span>e przychód ujęty zg<span class="_ _0"></span>odnie z międzynarodowy<span class="_ _0"></span>m st<span class="_ _0"></span>andardem rachunk<span class="_ _0"></span>owoś<span class="_ _0"></span>ci (MSR).<span class="_ _0"></span> Obrót r<span class="_ _0"></span>ozumiany <span class="_ _0"></span>jest <span class="_ _0"></span>jako </div><div class="t m0 x11 h8 y3ce ff6 fs5 fc4 sc0 ls0 ws196">przychody nett<span class="_ _1"></span>o ze sprzedaży produktów lub ś<span class="_ _0"></span>wiadczenia usług,<span class="_ _1"></span> w ty<span class="_ _0"></span>m warto<span class="_ _0"></span>ści niemat<span class="_ _0"></span>erialny<span class="_ _0"></span>ch i prawny<span class="_ _0"></span>ch,<span class="_ _1"></span> z pominięciem </div><div class="t m0 x11 h8 y3cf ff6 fs5 fc4 sc0 ls0 ws0">obrot<span class="_ _1"></span>ów wewnętrzny<span class="_ _0"></span>ch (pomiędzy spółkami Grupy <span class="_ _0"></span>Apat<span class="_ _0"></span>or).</div><div class="t m0 x11 h8 y3d0 ff6 fs5 fc4 sc0 ls0 ws1a">Pomiar wielk<span class="_ _0"></span>ości nakładów inwes<span class="_ _0"></span>t<span class="_ _0"></span>ycy<span class="_ _0"></span>jny<span class="_ _0"></span>ch oraz wy<span class="_ _0"></span>datk<span class="_ _1"></span>ów operacyjn<span class="_ _0"></span>ych należy przepr<span class="_ _0"></span>owadzić w oparciu o Opis pos<span class="_ _0"></span>t<span class="_ _0"></span>ępowania </div><div class="t m0 x11 h8 y3d1 ff6 fs5 fc4 sc0 ls0 ws150">zawarty w Sz<span class="_ _0"></span>ablonie alok<span class="_ _0"></span>acji tak<span class="_ _0"></span>sonomicznej (załącznik do wyt<span class="_ _0"></span>ycznej).<span class="_ _1"></span> Na <span class="_ _2"></span>pot<span class="_ _0"></span>rzeby prawidło<span class="_ _0"></span>wo przeprowa<span class="_ _0"></span>dzonego pomiaru </div><div class="t m0 x11 h8 y3d2 ff6 fs5 fc4 sc0 ls0 ws16b">konieczne <span class="_ _0"></span>jes<span class="_ _0"></span>t w szczególnoś<span class="_ _0"></span>ci zaklasyﬁk<span class="_ _0"></span>owanie środk<span class="_ _1"></span>ów trwałych wyk<span class="_ _1"></span>orzystywan<span class="_ _0"></span>ych na potrzeb<span class="_ _0"></span>y danego rodza<span class="_ _0"></span>ju działalności </div><div class="t m0 x11 h8 y3d3 ff6 fs5 fc4 sc0 ls0 ws9">zgodnej z T<span class="_ _f"></span>aksonomią UE do jedna<span class="_ _0"></span>j z dwóch ka<span class="_ _0"></span>t<span class="_ _0"></span>egorii: </div><div class="t m0 x11 h8 y3d4 ff8 fs5 fc1 sc0 ls57 wsb4">1. <span class="_ _9b"> </span><span class="ff6 fc4 ls0 ws9">środki ded<span class="_ _0"></span>yk<span class="_ _0"></span>owane dla danej działalności,<span class="_ _1"></span> </span></div><div class="t m0 x11 h8 y482 ff8 fs5 fc1 sc0 ls57 wsb4">2<span class="_ _2"></span>. <span class="_ _36"> </span><span class="ff6 fc4 ls0 ws9">środki wspólne dla różn<span class="_ _0"></span>ych rod<span class="_ _0"></span>zajó<span class="_ _0"></span>w działalności.<span class="_ _1"></span> </span></div><div class="t m0 x11 h8 y3d6 ff6 fs5 fc4 sc0 ls0 ws19e">Nast<span class="_ _1"></span>ępnie <span class="_ _2"></span>pomiarów wielk<span class="_ _1"></span>ości CAPEXU i OPEXU (zgodnie z ich rozumieniem za<span class="_ _0"></span>wartym w Słow<span class="_ _0"></span>niku taks<span class="_ _0"></span>onomicznym) do<span class="_ _0"></span>konuj<span class="_ _0"></span>e </div><div class="t m0 x11 h8 y3d7 ff6 fs5 fc4 sc0 ls0 ws1e5">się odrębnie dla k<span class="_ _0"></span>ażdej ze wskaz<span class="_ _0"></span>anych wyżej k<span class="_ _0"></span>at<span class="_ _0"></span>egorii śr<span class="_ _0"></span>odków <span class="_ _0"></span>trwały<span class="_ _0"></span>ch na podst<span class="_ _0"></span>awie dos<span class="_ _0"></span>tępn<span class="_ _0"></span>ych dan<span class="_ _0"></span>ych dot<span class="_ _0"></span>ycz<span class="_ _0"></span>ących </div><div class="t m0 x11 h8 y3d8 ff6 fs5 fc4 sc0 ls0 ws225">inwes<span class="_ _0"></span>tycji or<span class="_ _0"></span>az k<span class="_ _0"></span>oszt<span class="_ _0"></span>ów ut<span class="_ _0"></span>rzymania (dane źródłowe).<span class="_ _1"></span> Dla dedyko<span class="_ _0"></span>wanych ś<span class="_ _0"></span>rodk<span class="_ _0"></span>ów t<span class="_ _0"></span>rwałych zmierzone wielk<span class="_ _1"></span>ości CAPEXU <span class="_ _8c"></span><span class="ws0"> </span></div><div class="t m0 x11 h8 y6cd ff6 fs5 fc4 sc0 ls0 ws9">i OPEXU tr<span class="_ _0"></span>akt<span class="_ _0"></span>uje się w całości <span class="_ _0"></span>jako przypisane do działalno<span class="_ _0"></span>ści zgodnej z T<span class="_ _f"></span>aksonomią UE.<span class="_ _0"></span> </div><div class="t m0 x11 h8 y3da ff6 fs5 fc4 sc0 ls0 ws1e">W przypadku wspóln<span class="_ _0"></span>ych śr<span class="_ _0"></span>odkó<span class="_ _0"></span>w trwały<span class="_ _0"></span>ch wielk<span class="_ _0"></span>ości CAPEXU i OPEXU przypisane do działalnoś<span class="_ _0"></span>ci zgodnej z T<span class="_ _f"></span>aksonomią UE </div><div class="t m0 x11 h8 y3db ff6 fs5 fc4 sc0 ls0 ws14c">st<span class="_ _0"></span>anowią jedy<span class="_ _0"></span>nie część całk<span class="_ _0"></span>owit<span class="_ _0"></span>ych wielk<span class="_ _0"></span>ości CAPEX i OPEX,<span class="_ _1"></span> przy czym właściwy udział procent<span class="_ _0"></span>owy należy us<span class="_ _0"></span>talić w oparciu </div><div class="t m0 x11 h8 y3dc ff6 fs5 fc4 sc0 ls0 ws102">o przyjęt<span class="_ _0"></span>e,<span class="_ _1"></span> opisane i uzasadnione wskaźniki przeliczeniowe.<span class="_ _1"></span> Osta<span class="_ _0"></span>teczne (całk<span class="_ _1"></span>owite) wielk<span class="_ _0"></span>ości CAPEX i OPEX dla analizowaneg<span class="_ _0"></span>o </div><div class="t m0 x11 h8 y3dd ff6 fs5 fc4 sc0 ls0 ws1e3">rodza<span class="_ _0"></span>ju działalności zgodnej z T<span class="_ _f"></span>aksonomią UE są sumą odpowiednich wielk<span class="_ _1"></span>ości dla dedyk<span class="_ _0"></span>owany<span class="_ _0"></span>ch i wspólny<span class="_ _0"></span>ch środk<span class="_ _1"></span>ów </div><div class="t m0 x11 h8 y3de ff6 fs5 fc4 sc0 ls0 ws0">trwały<span class="_ _0"></span>ch.<span class="_ _0"></span> </div><div class="t m0 x11 h8 y3df ff6 fs5 fc4 sc0 ls0 ws226">Ust<span class="_ _0"></span>alone wielk<span class="_ _0"></span>ości nakładów inwes<span class="_ _1"></span>tycyjn<span class="_ _0"></span>ych or<span class="_ _0"></span>az wyda<span class="_ _0"></span>tk<span class="_ _0"></span>ów oper<span class="_ _0"></span>acyjn<span class="_ _0"></span>ych do<span class="_ _0"></span>ty<span class="_ _0"></span>czące dedy<span class="_ _0"></span>kow<span class="_ _0"></span>anych śr<span class="_ _0"></span>odk<span class="_ _0"></span>ów t<span class="_ _0"></span>rwałych </div><div class="t m0 x11 h8 y3e0 ff6 fs5 fc4 sc0 ls0 ws227">przyjmuje się <span class="_ _0"></span>jako w c<span class="_ _0"></span>ałości przypisane do danego rodza<span class="_ _0"></span>ju działalności zg<span class="_ _0"></span>odnej z T<span class="_ _f"></span>aksonomią UE. <span class="_ _0"></span>W przypadku śr<span class="_ _0"></span>odkó<span class="_ _0"></span>w wspólny<span class="_ _0"></span>ch </div><div class="t m0 x11 h8 y3e1 ff6 fs5 fc4 sc0 ls0 ws152">kwot<span class="_ _0"></span>y nakładów inwes<span class="_ _0"></span>ty<span class="_ _0"></span>cyjn<span class="_ _0"></span>ych or<span class="_ _0"></span>az wyda<span class="_ _0"></span>tk<span class="_ _0"></span>ów oper<span class="_ _0"></span>acyjn<span class="_ _0"></span>ych <span class="_ _0"></span>trak<span class="_ _0"></span>tuje się <span class="_ _0"></span>jak<span class="_ _0"></span>o częściowo przypisane do działalności z<span class="_ _0"></span>godnej </div><div class="t m0 x11 h8 y719 ff6 fs5 fc4 sc0 ls0 wsb3">z T<span class="_ _f"></span>aksonomią UE,<span class="_ _0"></span> przy czym właściwy udział procen<span class="_ _0"></span>towy <span class="_ _0"></span>tej działalno<span class="_ _0"></span>ści w całk<span class="_ _0"></span>owity<span class="_ _0"></span>ch nakładach CAPEX i wyda<span class="_ _0"></span>tk<span class="_ _0"></span>ach OPEX </div><div class="t m0 x11 h8 y71a ff6 fs5 fc4 sc0 ls0 ws11a">ust<span class="_ _0"></span>ala się w oparciu o współczynniki przeliczeniowe baz<span class="_ _0"></span>ujące na wybrany<span class="_ _0"></span>ch,<span class="_ _1"></span> opisanych i uzasadnion<span class="_ _0"></span>ych kryt<span class="_ _0"></span>eriach.<span class="_ _0"></span> Całk<span class="_ _0"></span>owit<span class="_ _0"></span>e,<span class="_ _1"></span> </div><div class="t m0 x11 h8 y71b ff6 fs5 fc4 sc0 ls0 ws11e">ost<span class="_ _0"></span>at<span class="_ _0"></span>eczne wart<span class="_ _0"></span>ości CAPEX i OPEX dla danego rodz<span class="_ _0"></span>aju działalności z<span class="_ _0"></span>godnej z T<span class="_ _f"></span>aksonomią UE są sumami odpowiednich kwot </div><div class="t m0 x11 h8 y965 ff6 fs5 fc4 sc0 ls0 ws9">ust<span class="_ _0"></span>alony<span class="_ _0"></span>ch dla dedyk<span class="_ _1"></span>owanych i wspóln<span class="_ _0"></span>ych śr<span class="_ _0"></span>odków <span class="_ _0"></span>trwały<span class="_ _0"></span>ch.</div><div class="t m0 x11 h8 y71c ff7 fs5 fc4 sc0 ls0 ws1b">Usta<span class="_ _0"></span>lenie wielk<span class="_ _0"></span>ości kluczo<span class="_ _0"></span>wych wsk<span class="_ _0"></span>aźnik<span class="_ _0"></span>ów wynik<span class="_ _1"></span>ów działalności zrównow<span class="_ _0"></span>ażonej śr<span class="_ _0"></span>odowisk<span class="_ _1"></span>owo </div><div class="t m0 x11 h8 y48d ff6 fs5 fc4 sc0 ls0 ws9">Wsk<span class="_ _0"></span>aźniki wynik<span class="_ _0"></span>ów działalności zr<span class="_ _0"></span>ównoważonej śr<span class="_ _0"></span>odowisk<span class="_ _0"></span>owo obejmują:</div><div class="t m0 x11 h8 y48e ff8 fs5 fc1 sc0 ls57 wsb4">1. <span class="_ _9b"> </span><span class="ff6 fc4 ls0 ws9">wskaźnik obrot<span class="_ _0"></span>u,</span></div><div class="t m0 x11 h8 y48f ff8 fs5 fc1 sc0 ls57 wsb4">2<span class="_ _2"></span>. <span class="_ _36"> </span><span class="ff6 fc4 ls0 ws0">wskaźnik nakładów inwest<span class="_ _0"></span>ycy<span class="_ _0"></span>jny<span class="_ _0"></span>ch (CAPEX),</span></div><div class="t m0 x11 h8 y490 ff8 fs5 fc1 sc0 ls57 wsb4">3<span class="_ _2"></span>. <span class="_ _2c"> </span><span class="ff6 fc4 ls0 wsb6">wskaźnik wydat<span class="_ _1"></span>ków operacy<span class="_ _0"></span>jny<span class="_ _0"></span>ch (OPEX).</span></div><div class="t m0 x11 h8 y857 ff6 fs5 fc4 sc0 ls0 ws228">Wsk<span class="_ _0"></span>aźnik wynikó<span class="_ _0"></span>w związany z obr<span class="_ _0"></span>ot<span class="_ _0"></span>em (KPI obro<span class="_ _0"></span>tu<span class="_ _0"></span>) obliczany <span class="_ _0"></span>jes<span class="_ _0"></span>t jak<span class="_ _0"></span>o część przychodów nett<span class="_ _1"></span>o ze sprzedaży produktów </div><div class="t m0 x11 h8 y71d ff6 fs5 fc4 sc0 ls0 ws1b5">lub świadczenia usług,<span class="_ _1"></span> w t<span class="_ _0"></span>ym wart<span class="_ _0"></span>ości niemat<span class="_ _0"></span>erialny<span class="_ _0"></span>ch i prawn<span class="_ _0"></span>ych,<span class="_ _1"></span> związany<span class="_ _0"></span>ch z działalnością gospodar<span class="_ _0"></span>czą zrów<span class="_ _0"></span>noważoną </div><div class="t m0 x11 h8 y71e ff6 fs5 fc4 sc0 ls0 ws9">środo<span class="_ _0"></span>wiskow<span class="_ _0"></span>o (zgodną z T<span class="_ _f"></span>aksonomią UE) (licznik) podzieloną przez przychody netto ze s<span class="_ _0"></span>przedaży (mianownik) ogółem.<span class="_ _0"></span> </div><div class="t m0 x11 h8 y874 ff6 fs5 fc4 sc0 ls0 ws229">Wsk<span class="_ _0"></span>aźnik wynikó<span class="_ _0"></span>w związany z nakładami inwes<span class="_ _0"></span>ty<span class="_ _0"></span>cyjn<span class="_ _0"></span>ymi CAPEX oblicz<span class="_ _0"></span>any jes<span class="_ _1"></span>t jako udział procent<span class="_ _1"></span>owy nakładów </div><div class="t m0 x11 h8 y875 ff6 fs5 fc4 sc0 ls0 ws11a">inwes<span class="_ _0"></span>tyc<span class="_ _0"></span>yjn<span class="_ _0"></span>ych dla działalności z<span class="_ _0"></span>godnej z T<span class="_ _f"></span>aksonomią UE (licznik) w <span class="_ _2"></span>nakładach inwes<span class="_ _0"></span>ty<span class="_ _0"></span>cy<span class="_ _0"></span>jnych og<span class="_ _0"></span>ółem (mianownik).<span class="_ _0"></span> Zg<span class="_ _0"></span>odnie <span class="_ _72"></span><span class="ws0"> </span></div><div class="t m0 x11 h8 y876 ff6 fs5 fc4 sc0 ls0 ws9">z deﬁnicją zawartą  w Słow<span class="_ _0"></span>niku taksonomiczn<span class="_ _0"></span>ym (załącznik do wyt<span class="_ _0"></span>ycznej) należy posługiwać się k<span class="_ _0"></span>sięgowym ujęciem CA<span class="_ _0"></span>PEXU,<span class="_ _1"></span> </div><div class="t m0 x11 h8 y877 ff6 fs5 fc4 sc0 ls0 ws1f0">co oznacza<span class="_ _1"></span>,<span class="_ _1"></span> że całkowit<span class="_ _0"></span>y CAPEX (mianownik wskaźnika) musi się uzgadniać z <span class="_ _0"></span>tabelą ruchu akt<span class="_ _0"></span>ywów trw<span class="_ _0"></span>ałych: śr<span class="_ _0"></span>odków </div><div class="t m0 x11 h8 yac1 ff6 fs5 fc4 sc0 ls0 wsb6">trwały<span class="_ _0"></span>ch i wartoś<span class="_ _0"></span>ci niematerialn<span class="_ _0"></span>ych i pra<span class="_ _0"></span>wny<span class="_ _0"></span>ch w sprawoz<span class="_ _0"></span>daniu księgowym.</div><div class="t m0 x11 h8 y6e2 ff6 fs5 fc4 sc0 ls0 ws12d">Wsk<span class="_ _0"></span>aźnik wynikó<span class="_ _0"></span>w związany z wy<span class="_ _0"></span>dat<span class="_ _0"></span>kami operacy<span class="_ _0"></span>jny<span class="_ _0"></span>mi OPEX obliczany <span class="_ _0"></span>jes<span class="_ _0"></span>t jak<span class="_ _0"></span>o udział procent<span class="_ _0"></span>owy wyda<span class="_ _0"></span>tk<span class="_ _1"></span>ów operacyjn<span class="_ _0"></span>ych </div><div class="t m0 x11 h8 y6e3 ff6 fs5 fc4 sc0 ls0 wsb6">dla działalności zgodnej z T<span class="_ _f"></span>aksonomią UE (licznik) w wydat<span class="_ _0"></span>kach oper<span class="_ _0"></span>acy<span class="_ _0"></span>jnych og<span class="_ _0"></span>ółem (mianownik).<span class="_ _0"></span> Zg<span class="_ _0"></span>odnie z deﬁnicją zawartą <span class="_ _2d"></span> </div><div class="t m0 x11 h8 y6e4 ff6 fs5 fc4 sc0 ls0 ws138">w Słowniku tak<span class="_ _0"></span>sonomiczny<span class="_ _0"></span>m (załącznik do wyty<span class="_ _0"></span>cznej),<span class="_ _1"></span> OPEX należy inter<span class="_ _0"></span>pret<span class="_ _1"></span>ować nie jako t<span class="_ _0"></span>ypowe k<span class="_ _1"></span>oszty operacy<span class="_ _0"></span>jne,<span class="_ _1"></span> ale </div><div class="t m0 x11 h8 y6e5 ff6 fs5 fc4 sc0 ls0 ws1b2">jako okr<span class="_ _0"></span>eśloną grupę k<span class="_ _0"></span>oszt<span class="_ _0"></span>ów związan<span class="_ _0"></span>ych z ut<span class="_ _0"></span>rzymaniem środk<span class="_ _1"></span>ów trwałych i k<span class="_ _0"></span>oszt<span class="_ _0"></span>y szko<span class="_ _0"></span>leń w zakr<span class="_ _0"></span>esie ESG.<span class="_ _0"></span> W<span class="_ _0"></span> związku <span class="_ _8c"></span><span class="ws0"> </span></div><div class="t m0 x11 h8 y6e6 ff6 fs5 fc4 sc0 ls0 wsd5">z powyższym (inaczej niż w przypadku obrot<span class="_ _1"></span>u <span class="_ _2"></span>i CAPEX) mianownik wskaźnika OPEX nie będzie <span class="_ _0"></span>to<span class="_ _0"></span>żsamy z żadną z t<span class="_ _0"></span>ypowy<span class="_ _0"></span>ch </div><div class="t m0 x11 h8 y6e7 ff6 fs5 fc4 sc0 ls0 ws9">pozycji spr<span class="_ _0"></span>awozdania ﬁnansowego.<span class="_ _1"></span>  </div><div class="t m2 x12 hc y9b2 ff8 fs9 fc0 sc0 lsb9 ws130">ENVIRONMENT<span class="_ _1"></span>AL - Wpływ na <span class="_ _2"></span>śr<span class="_ _0"></span>odowisk<span class="_ _0"></span>o</div></div><div class="pi" ></div></div><div id="pf5a" class="pf w0 h0" ><div class="pc pc5a w0 h0"><img class="bi x0 yac2 w6 h71" alt="" src="data:image/png;base64,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class="t m0 x7f ha y32 ff6 fs7 fc3 sc0 ls0 ws0">90</div><div class="t m0 x11 h8 y278 ff7 fs5 fc4 sc0 ls0 wsae">Dokument<span class="_ _0"></span>owanie działań o<span class="_ _0"></span>bjęty<span class="_ _0"></span>ch wytyczną<span class="ff6 ws0"> </span></div><div class="t m0 x11 h8 y3f5 ff6 fs5 fc4 sc0 ls0 ws17a">Ident<span class="_ _0"></span>yﬁkację działalności zr<span class="_ _0"></span>ównoważonej śr<span class="_ _0"></span>odowisk<span class="_ _0"></span>owo ka<span class="_ _0"></span>żda spółka należąc<span class="_ _0"></span>a do Grupy <span class="_ _0"></span>Apat<span class="_ _0"></span>or przeprowadz<span class="_ _0"></span>a indywidualnie </div><div class="t m0 x11 h8 y3f6 ff6 fs5 fc4 sc0 ls0 ws117">w oparciu o Szablon id<span class="_ _0"></span>entyﬁkacji <span class="_ _0"></span>taksonomicznej (załącznik do wyt<span class="_ _0"></span>ycznej),<span class="_ _1"></span> przy czym spółki posiadające spółk<span class="_ _0"></span>i zależne ujmują </div><div class="t m0 x11 h8 y3f7 ff6 fs5 fc4 sc0 ls0 ws222">w swoim zes<span class="_ _0"></span>tawieniu t<span class="_ _0"></span>akże działalność swoich s<span class="_ _0"></span>półek-cór<span class="_ _0"></span>ek.<span class="_ _1"></span> Wypełniony plik przesłany do centr<span class="_ _0"></span>ali (Apat<span class="_ _0"></span>or SA) s<span class="_ _0"></span>tanowi </div><div class="t m0 x11 h8 y3f8 ff6 fs5 fc4 sc0 ls0 ws11">jednocześnie pot<span class="_ _0"></span>wierdzenie pr<span class="_ _0"></span>awidłowo przepr<span class="_ _0"></span>owadzonego pr<span class="_ _0"></span>ocesu ident<span class="_ _0"></span>yﬁkacji.</div><div class="t m0 x11 h8 y481 ff6 fs5 fc4 sc0 ls0 ws22a">Na potrzeb<span class="_ _0"></span>y prawidłowego us<span class="_ _1"></span>talenia wielkości nakład<span class="_ _0"></span>ów inwes<span class="_ _0"></span>tyc<span class="_ _0"></span>yjn<span class="_ _0"></span>ych or<span class="_ _0"></span>az wydat<span class="_ _0"></span>k<span class="_ _0"></span>ów operac<span class="_ _0"></span>yjn<span class="_ _0"></span>ych dla działalności </div><div class="t m0 x11 h8 y49d ff6 fs5 fc4 sc0 ls0 ws22b">zaklasyﬁk<span class="_ _0"></span>owany<span class="_ _0"></span>ch jak<span class="_ _0"></span>o zrów<span class="_ _0"></span>noważone śr<span class="_ _0"></span>odowisk<span class="_ _0"></span>owo każda z<span class="_ _0"></span>e spółek powinna zapewnić możliwość iden<span class="_ _0"></span>tyﬁkacji odpowiednich </div><div class="t m0 x11 h8 y3fb ff6 fs5 fc4 sc0 ls0 ws129">kwot (do<span class="_ _0"></span>t.<span class="_ _0"></span> zarów<span class="_ _0"></span>no CAPEX,<span class="_ _1"></span> jak i koszt<span class="_ _0"></span>ów ut<span class="_ _0"></span>rzymania środk<span class="_ _1"></span>ów trwałych) na poziomie swoj<span class="_ _0"></span>ego sys<span class="_ _0"></span>t<span class="_ _0"></span>emu ﬁnansowo-księg<span class="_ _0"></span>owego </div><div class="t m0 x11 h8 y3fc ff6 fs5 fc4 sc0 ls0 ws176">(poprzez dodat<span class="_ _0"></span>k<span class="_ _0"></span>owe znak<span class="_ _0"></span>owanie środk<span class="_ _1"></span>ów trwałych <span class="_ _0"></span>jako przypisan<span class="_ _0"></span>ych/<span class="_ _0"></span>nieprzypisanych d<span class="_ _0"></span>o działalności zgodnej z T<span class="_ _f"></span>aksonomią </div><div class="t m0 x11 h8 y3fd ff6 fs5 fc4 sc0 ls0 ws0">UE).<span class="_ _0"></span> </div><div class="t m0 x11 h8 y482 ff6 fs5 fc4 sc0 ls0 ws153">Od st<span class="_ _0"></span>ycznia 2024 r<span class="_ _f"></span>.,<span class="_ _1"></span> w miesięcznych raportach k<span class="_ _0"></span>ontr<span class="_ _0"></span>olingowych s<span class="_ _0"></span>półek Grupy Apa<span class="_ _0"></span>tor<span class="_ _f"></span>,<span class="_ _0"></span> w arkuszach dot<span class="_ _0"></span>ycz<span class="_ _0"></span>ących nakładów </div><div class="t m0 x11 h8 y483 ff6 fs5 fc4 sc0 ls0 wse9">inwes<span class="_ _0"></span>tyc<span class="_ _0"></span>yjn<span class="_ _0"></span>ych CAPEX zos<span class="_ _1"></span>tała wprowadzona doda<span class="_ _0"></span>tk<span class="_ _1"></span>owa kolumna T<span class="_ _f"></span>aksonomia służąca d<span class="_ _0"></span>o podziału wykazywany<span class="_ _0"></span>ch kwot na </div><div class="t m0 x11 h8 y716 ff6 fs5 fc4 sc0 ls0 ws9">kat<span class="_ _1"></span>egorie: 1) dot.<span class="_ _1"></span> działalności zgodnej z T<span class="_ _1"></span>aksonomią UE 2) poza <span class="_ _0"></span>T<span class="_ _f"></span>aksonomią UE.</div><div class="t m0 x11 h8 y3d8 ff6 fs5 fc4 sc0 ls0 ws1cb">Wdr<span class="_ _0"></span>ożenie proces<span class="_ _0"></span>u ident<span class="_ _0"></span>yﬁkacji i pomiaru działalności zrównow<span class="_ _0"></span>ażonej środo<span class="_ _0"></span>wisko<span class="_ _0"></span>wo w Grupie Apa<span class="_ _0"></span>tor poprzedziły szk<span class="_ _1"></span>olenia </div><div class="t m0 x11 h8 y6cd ff6 fs5 fc4 sc0 ls0 ws13c">dla kon<span class="_ _0"></span>trol<span class="_ _0"></span>erów ﬁnansowy<span class="_ _0"></span>ch oraz członk<span class="_ _1"></span>ów zespołu uczestnicz<span class="_ _0"></span>ących w proces<span class="_ _0"></span>ie raportow<span class="_ _0"></span>ania ESG.<span class="_ _0"></span> Ident<span class="_ _0"></span>yﬁkacja i weryﬁkacja </div><div class="t m0 x11 h8 y6ce ff6 fs5 fc4 sc0 ls0 ws22c">działalności Grupy <span class="_ _0"></span>Apat<span class="_ _0"></span>or zgodnie z klas<span class="_ _0"></span>yﬁkacją taks<span class="_ _0"></span>onomiczną była poddana os<span class="_ _0"></span>tat<span class="_ _0"></span>ecznej weryﬁkacji przez dyr<span class="_ _0"></span>ekt<span class="_ _0"></span>orów </div><div class="t m0 x11 h8 y6cf ff6 fs5 fc4 sc0 ls0 ws9">odpowiedzialny<span class="_ _0"></span>ch za dane linie biznesowe i piony oper<span class="_ _0"></span>acy<span class="_ _0"></span>jne w Grupie Apat<span class="_ _1"></span>or<span class="_ _1"></span>.</div><div class="t m0 x11 h16 yac3 ff6 fsf fc1 sc0 ls0 ws80">5.<span class="_ _1"></span>4.2.<span class="_ _1"></span> Analiza działa<span class="_ _0"></span>lności zgodni<span class="_ _0"></span>e z T<span class="_ _29"></span>aksonomią UE</div><div class="t m0 x11 h8 yac4 ff6 fs5 fc4 sc0 ls0 ws20d">Spółki Grupy <span class="_ _0"></span>Apat<span class="_ _0"></span>or dos<span class="_ _0"></span>tarcz<span class="_ _0"></span>ają na rynek urządzenia i s<span class="_ _0"></span>yst<span class="_ _1"></span>emy pomiarowe oraz ro<span class="_ _0"></span>związania wspiera<span class="_ _0"></span>jące pracę sieci </div><div class="t m0 x11 h8 yac5 ff6 fs5 fc4 sc0 ls0 ws1ae">elektr<span class="_ _0"></span>oenerg<span class="_ _0"></span>etyczn<span class="_ _0"></span>ych,<span class="_ _1"></span> wodny<span class="_ _0"></span>ch i gazowych.<span class="_ _1"></span> Spółki Grupy Apa<span class="_ _0"></span>tor wchodz<span class="_ _0"></span>ą w skład sekt<span class="_ _0"></span>ora el<span class="_ _0"></span>ektr<span class="_ _0"></span>omaszynowego i k<span class="_ _0"></span>oncent<span class="_ _0"></span>rują </div><div class="t m0 x11 h8 yac6 ff6 fs5 fc4 sc0 ls0 ws1d9">swoją działalność na produk<span class="_ _1"></span>cj<span class="_ _2"></span>i i sprzedaży urządzeń pomiar<span class="_ _0"></span>owych (liczniki ener<span class="_ _0"></span>gii elektry<span class="_ _0"></span>cznej,<span class="_ _1"></span> gazomierze,<span class="_ _0"></span> wodomierze i </div><div class="t m0 x11 h8 yac7 ff6 fs5 fc4 sc0 ls0 ws22d">ciepłomierze),<span class="_ _1"></span> aparatury k<span class="_ _1"></span>ontrolno-pomiarowej,<span class="_ _1"></span> rozdziel<span class="_ _0"></span>czej i st<span class="_ _0"></span>ero<span class="_ _0"></span>wniczej,<span class="_ _1"></span> syst<span class="_ _1"></span>emów informa<span class="_ _0"></span>ty<span class="_ _0"></span>czny<span class="_ _0"></span>ch klasy SCADA<span class="_ _0"></span> oraz </div><div class="t m0 x11 h8 yac8 ff6 fs5 fc4 sc0 ls0 ws125">współpracujący<span class="_ _0"></span>ch z nimi urządzeń t<span class="_ _0"></span>elemechaniki,<span class="_ _1"></span> zabezpieczeń or<span class="_ _0"></span>az innych urz<span class="_ _0"></span>ądzeń sieciowych dla s<span class="_ _0"></span>ys<span class="_ _0"></span>temó<span class="_ _0"></span>w rozpro<span class="_ _0"></span>szony<span class="_ _0"></span>ch,<span class="_ _1"></span> </div><div class="t m0 x11 h8 yac9 ff6 fs5 fc4 sc0 ls0 ws1c5">zapewniający<span class="_ _0"></span>ch możliwość zdalnego s<span class="_ _1"></span>terowania i nadzoru sieci el<span class="_ _0"></span>ektr<span class="_ _0"></span>oenerget<span class="_ _0"></span>ycznej w pełny<span class="_ _0"></span>m zakresie napięć,<span class="_ _1"></span> jak również </div><div class="t m0 x11 h8 yaca ff6 fs5 fc4 sc0 ls0 ws22e">urządzeń odczytując<span class="_ _0"></span>ych  i transmit<span class="_ _0"></span>ujących dane.<span class="_ _1"></span> <span class="_ _2"></span>Grupa Apat<span class="_ _0"></span>or wdraż<span class="_ _0"></span>a także rozwiązania wspier<span class="_ _0"></span>ające tr<span class="_ _0"></span>ansf<span class="_ _0"></span>orma<span class="_ _0"></span>cję energet<span class="_ _0"></span>yczną </div><div class="t m0 x11 h8 yacb ff6 fs5 fc4 sc0 ls0 ws9">i rozwój ener<span class="_ _0"></span>gety<span class="_ _0"></span>ki odnawialnej (m.in.<span class="_ _0"></span> urządzenia d<span class="_ _0"></span>o aut<span class="_ _0"></span>omat<span class="_ _0"></span>yzacji,<span class="_ _1"></span> sys<span class="_ _0"></span>tem<span class="_ _0"></span>y do nadzoru OZE,<span class="_ _1"></span> magazyny energii).<span class="_ _1"></span> </div><div class="t m0 x11 h8 yacc ff6 fs5 fc4 sc0 ls0 wsec">W oparciu o przepr<span class="_ _0"></span>owadzoną analizę działalności Grup<span class="_ _0"></span>y Apat<span class="_ _1"></span>or <span class="_ _2"></span>pod ką<span class="_ _0"></span>tem przyczy<span class="_ _0"></span>niania się do realizacji celów śr<span class="_ _0"></span>odowisk<span class="_ _0"></span>owy<span class="_ _0"></span>ch </div><div class="t m0 x11 h8 yacd ff6 fs5 fc4 sc0 ls0 ws184">st<span class="_ _0"></span>wierdzono,<span class="_ _1"></span> że działalność Grup<span class="_ _0"></span>y w większości s<span class="_ _0"></span>tanowi tzw<span class="_ _1"></span>. działalnoś<span class="_ _0"></span>ć wspomagającą* w zakr<span class="_ _0"></span>esie realizacji nas<span class="_ _0"></span>tępujący<span class="_ _0"></span>ch </div><div class="t m0 x11 h8 yace ff6 fs5 fc4 sc0 ls0 ws0">celów:</div><div class="t m0 x1c h8 yacf ff6 fs5 fc0 sc0 ls0 ws9">Cel środo<span class="_ _0"></span>wisko<span class="_ _0"></span>wy<span class="_ _10"> </span><span class="ws102">Kat<span class="_ _1"></span>egoria działalności TX<span class="_ _ed"> </span><span class="wsfb">Rodza<span class="_ _0"></span>je działalności Grupy Apa<span class="_ _0"></span>tor</span></span></div><div class="t m0 x1c h8 yad0 ff6 fs5 fc4 sc0 ls0 ws0">Cel 1  - łagodz<span class="_ _0"></span>enie </div><div class="t m0 x1c h8 yad1 ff6 fs5 fc4 sc0 ls0 ws9">zmian klimatu</div><div class="t m0 x15f h8 yad2 ff6 fs5 fc4 sc0 ls0 ws0">3.20 Produkc<span class="_ _0"></span>ja<span class="_ _0"></span>,<span class="_ _1"></span> instalacja i serwis<span class="_ _0"></span>owanie </div><div class="t m0 x15f h8 yad3 ff6 fs5 fc4 sc0 ls0 ws9">urządzeń elekt<span class="_ _0"></span>ryczn<span class="_ _0"></span>ych wyso<span class="_ _0"></span>kiego,<span class="_ _1"></span> średniego </div><div class="t m0 x15f h8 yad4 ff6 fs5 fc4 sc0 ls0 ws11">i niskiego napięcia służ<span class="_ _0"></span>ących d<span class="_ _0"></span>o przesyłu </div><div class="t m0 x15f h8 yad5 ff6 fs5 fc4 sc0 ls0 ws9">i dys<span class="_ _0"></span>trybucji ener<span class="_ _0"></span>gii elektry<span class="_ _0"></span>cznej,<span class="_ _1"></span> któr<span class="_ _0"></span>e </div><div class="t m0 x15f h8 yad6 ff6 fs5 fc4 sc0 ls0 ws9">pociągają za sobą lub umoż<span class="_ _0"></span>liwiają ist<span class="_ _0"></span>ot<span class="_ _0"></span>ny </div><div class="t m0 x15f h8 yad7 ff6 fs5 fc4 sc0 ls0 ws9">wkład w łagodzenie zmian klimat<span class="_ _0"></span>u</div><div class="t m0 x107 h8 yad8 ff8 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ws11">Syst<span class="_ _0"></span>emy przedpła<span class="_ _0"></span>tow<span class="_ _0"></span>e</span></span></div><div class="t m0 x107 h8 yad9 ff8 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4">Apa<span class="_ _2"></span>ra<span class="_ _0"></span>tur<span class="_ _0"></span>a łączeniowa</span></span></div><div class="t m0 x107 h8 yada ff8 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ws9">Rozwiązania do rozdziału ener<span class="_ _0"></span>gii w przemyśl<span class="_ _0"></span>e</span></span></div><div class="t m0 x107 h8 yadb ff8 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ws9">Syst<span class="_ _0"></span>emy zarząd<span class="_ _0"></span>zania mająt<span class="_ _0"></span>kiem sieciowy<span class="_ _0"></span>m dla </span></span></div><div class="t m0 xeb h8 yadc ff6 fs5 fc4 sc0 lse ws11">OSD</div><div class="t m0 x107 h8 yadd ff8 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ws9">Syst<span class="_ _0"></span>emy do z<span class="_ _0"></span>arządzania mediami energety<span class="_ _0"></span>czny<span class="_ _0"></span>mi</span></span></div><div class="t m0 x15f h8 yade ff6 fs5 fc4 sc0 ls0 ws9">3.5 Produk<span class="_ _0"></span>cja sprzęt<span class="_ _0"></span>u zwiększa<span class="_ _0"></span>jącego </div><div class="t m0 x15f h8 yadf ff6 fs5 fc4 sc0 ls0 ws9">efekt<span class="_ _0"></span>ywność ener<span class="_ _0"></span>get<span class="_ _0"></span>yczną budy<span class="_ _0"></span>nkó<span class="_ _0"></span>w</div><div class="t m0 x107 h8 yade ff8 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ws9">Urządzenia do pomiaru oraz rozliczeń zuży<span class="_ _0"></span>cia </span></span></div><div class="t m0 xeb h8 yadf ff6 fs5 fc4 sc0 ls0 ws9">ciepła w inst<span class="_ _0"></span>alacjach ogrzewania budynk<span class="_ _1"></span>ów </div><div class="t m0 xeb h8 yae0 ff6 fs5 fc4 sc0 ls0 ws0">mieszkaniowy<span class="_ _0"></span>ch</div><div class="t m2 x5a hc y9b2 ff8 fs9 fc0 sc0 lsb9 ws130">ENVIRONMENT<span class="_ _1"></span>AL - Wpływ na <span class="_ _2"></span>śr<span class="_ _0"></span>odowisk<span class="_ _0"></span>o</div></div><div class="pi" ></div></div><div id="pf5b" class="pf w0 h0" ><div class="pc pc5b w0 h0"><img class="bi x11 yae1 w4 h72" alt="" src="data:image/png;base64,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"/><div class="t m0 xb6 ha y32 ff6 fs7 fc3 sc0 ls8b ws151">91</div><div class="t m0 x1c h8 y537 ff6 fs5 fc0 sc0 ls0 ws9">Cel środo<span class="_ _0"></span>wisko<span class="_ _0"></span>wy<span class="_ _10"> </span><span class="ws102">Kat<span class="_ _1"></span>egoria działalności TX<span class="_ _ed"> </span><span class="wsfb">Rodza<span class="_ _0"></span>je działalności Grupy Apa<span class="_ _0"></span>tor</span></span></div><div class="t m0 x15f h8 y53b ff6 fs5 fc4 sc0 ls0 ws9">4.<span class="_ _0"></span>9 Przesył i d<span class="_ _0"></span>yst<span class="_ _0"></span>rybucja energii elek<span class="_ _0"></span>trycznej<span class="_ _ae"> </span><span class="ff8 fc1 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ws9">Apa<span class="_ _2"></span>ra<span class="_ _0"></span>tur<span class="_ _0"></span>a pomiarowa – liczniki smart,<span class="_ _1"></span> urządzenia </span></span></span></div><div class="t m0 xeb h8 y53c ff6 fs5 fc4 sc0 ls0 ws9">do t<span class="_ _0"></span>ransmisji dany<span class="_ _0"></span>ch,<span class="_ _1"></span> zintegr<span class="_ _0"></span>owane układy </div><div class="t m0 xeb h8 yae2 ff6 fs5 fc4 sc0 ls0 ws0">bilansujące,<span class="_ _1"></span> </div><div class="t m0 x107 h8 yae3 ff8 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ws9">Usługi instalowania licznik<span class="_ _0"></span>ów klasy smart</span></span></div><div class="t m0 x107 h8 yae4 ff8 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4">Automat<span class="_ _0"></span>yka (har<span class="_ _0"></span>dwar<span class="_ _0"></span>e)</span></span></div><div class="t m0 x107 h8 yae5 ff8 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ws9">Syst<span class="_ _0"></span>emy so<span class="_ _0"></span>f<span class="_ _1"></span>tware klas<span class="_ _0"></span>y SCADA </span></span></div><div class="t m0 x15f he yae6 ff6 fsa fc4 sc0 ls0 ws2a">4.<span class="_ _f"></span>10 Magazynowanie energii elek<span class="_ _0"></span>trycznej</div><div class="t m0 x107 h8 yae7 ff8 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ws9">Mag<span class="_ _2"></span>azyn<span class="_ _0"></span>y energii</span></span></div><div class="t m0 x15f h8 yae8 ff6 fs5 fc4 sc0 ls0 ws9">4.<span class="_ _f"></span>16 Inst<span class="_ _0"></span>alacja i eksploa<span class="_ _0"></span>tacja elekt<span class="_ _0"></span>ryczny<span class="_ _0"></span>ch </div><div class="t m0 x15f h8 yae9 ff6 fs5 fc4 sc0 ls0 ws9">pomp ciepła</div><div class="t m0 x107 h8 yae8 ff8 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4">Urządzenia HVAC</span></span></div><div class="t m0 x15f h8 yaea ff6 fs5 fc4 sc0 ls0 ws0">7<span class="_ _f"></span>.5 Montaż,<span class="_ _1"></span> konserwacja i napraw<span class="_ _0"></span>a </div><div class="t m0 x15f h8 yaeb ff6 fs5 fc4 sc0 ls0 ws9">inst<span class="_ _0"></span>rument<span class="_ _0"></span>ów i urządzeń do pomiaru,<span class="_ _1"></span> regulacji </div><div class="t m0 x15f h8 yaec ff6 fs5 fc4 sc0 ls0 ws9">i kon<span class="_ _0"></span>troli char<span class="_ _0"></span>akt<span class="_ _0"></span>eryst<span class="_ _0"></span>yki ener<span class="_ _0"></span>get<span class="_ _0"></span>ycznej </div><div class="t m0 x15f h8 yaed ff6 fs5 fc4 sc0 ls0 ws0">budynku</div><div class="t m0 x107 h8 yaee ff8 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ws9">Gazomierze  z funkcją komunik<span class="_ _0"></span>acji</span></span></div><div class="t m0 x15f h8 yaef ff6 fs5 fc4 sc0 ls0 ws11">8.2 Oparte na dan<span class="_ _0"></span>ych ro<span class="_ _0"></span>związania na potrz<span class="_ _0"></span>eby </div><div class="t m0 x15f h8 yaf0 ff6 fs5 fc4 sc0 ls0 ws9">reduk<span class="_ _0"></span>cji emisji gazów cieplarnian<span class="_ _0"></span>ych</div><div class="t m0 x107 h8 yaef ff8 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ws9">Usługi opa<span class="_ _2"></span>rt<span class="_ _0"></span>e na danych (np.<span class="_ _1"></span> zarządzanie </span></span></div><div class="t m0 xeb h8 yaf0 ff6 fs5 fc4 sc0 ls0 ws9">oświet<span class="_ _0"></span>leniem ulicznym)</div><div class="t m0 x15f h8 yaf1 ff6 fs5 fc4 sc0 ls0 ws9">4.<span class="_ _f"></span>1 Produk<span class="_ _0"></span>cja energii elekt<span class="_ _0"></span>rycznej z </div><div class="t m0 x15f h8 yaf2 ff6 fs5 fc4 sc0 ls0 ws7">wyk<span class="_ _0"></span>orzyst<span class="_ _0"></span>aniem technologii f<span class="_ _0"></span>ot<span class="_ _0"></span>owolt<span class="_ _0"></span>aicznej</div><div class="t m0 x107 h8 yaf1 ff8 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4">Własna instalacja PV (na pot<span class="_ _0"></span>rzeby </span></span></div><div class="t m0 xeb h8 yaf2 ff6 fs5 fc4 sc0 ls0 ws0">aut<span class="_ _0"></span>ok<span class="_ _0"></span>onsumpcji)</div><div class="t m0 x37 h8 yaf3 ff6 fs5 fc4 sc0 ls0 ws9">Cel 3 - </div><div class="t m0 x37 h8 yaf4 ff6 fs5 fc4 sc0 ls0 ws0">zrówno<span class="_ _0"></span>ważone </div><div class="t m0 x37 h8 yaf5 ff6 fs5 fc4 sc0 ls0 ws0">wyk<span class="_ _0"></span>orzyst<span class="_ _0"></span>ywanie </div><div class="t m0 x37 h8 yaf6 ff6 fs5 fc4 sc0 ls0 ws9">i ochrona zas<span class="_ _0"></span>obów </div><div class="t m0 x37 h8 yaf7 ff6 fs5 fc4 sc0 ls0 ws0">wodny<span class="_ _0"></span>ch i </div><div class="t m0 x37 h8 yaf8 ff6 fs5 fc4 sc0 ls0 ws0">morskich;</div><div class="t m0 x15f he yaf9 ff6 fsa fc4 sc0 ls0 ws0">1<span class="_ _0"></span>.<span class="_ _f"></span>1 Produk<span class="_ _0"></span>cja<span class="_ _1"></span>,<span class="_ _1"></span> instalacja i związane z t<span class="_ _0"></span>ym </div><div class="t m0 x15f he yafa ff6 fsa fc4 sc0 ls0 ws2a">usługi dot<span class="_ _0"></span>yczące <span class="_ _0"></span>t<span class="_ _0"></span>echnologii k<span class="_ _0"></span>ontr<span class="_ _0"></span>oli </div><div class="t m0 x15f he yafb ff6 fsa fc4 sc0 ls0 ws2a">wyciek<span class="_ _0"></span>ów umożliwia<span class="_ _0"></span>jące ograniczenie </div><div class="t m0 x15f he yafc ff6 fsa fc4 sc0 ls0 ws2a">wyciek<span class="_ _0"></span>ów i zapobieganie im w sy<span class="_ _0"></span>st<span class="_ _1"></span>emach </div><div class="t m0 x15f he yafd ff6 fsa fc4 sc0 ls0 ws34">zaopat<span class="_ _0"></span>rzenia w wodę</div><div class="t m0 x107 h8 yafe ff8 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ws9">Wodomierze smart do wod<span class="_ _0"></span>y pitnej</span></span></div><div class="t m0 x107 h8 yaff ff8 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ws9">Moduły zdalnej komunikacji</span></span></div><div class="t m0 x15f h8 yb00 ff6 fs5 fc4 sc0 ls0 ws0">4.<span class="_ _f"></span>1 Dost<span class="_ _0"></span>arczanie ro<span class="_ _0"></span>związań IT<span class="_ _f"></span>/OT opartych na </div><div class="t m0 x15f h8 yb01 ff6 fs5 fc4 sc0 ls0 ws11">danych na po<span class="_ _0"></span>trzeby <span class="_ _0"></span>ograniczenia wy<span class="_ _0"></span>ciekó<span class="_ _0"></span>w</div><div class="t m0 x107 h8 yb00 ff8 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ws9">Oprogramowanie do monit<span class="_ _0"></span>orow<span class="_ _0"></span>ania i zarządzania </span></span></div><div class="t m0 xeb h8 yb01 ff6 fs5 fc4 sc0 ls0 ws9">danymi do<span class="_ _0"></span>ty<span class="_ _0"></span>czącymi zuży<span class="_ _0"></span>cia oraz ub<span class="_ _0"></span>ytk<span class="_ _0"></span>ów wod<span class="_ _0"></span>y </div><div class="t m0 xeb h8 yb02 ff6 fs5 fc4 sc0 ls0 wsb6">pitnej w ins<span class="_ _0"></span>talacjach wodociągo<span class="_ _0"></span>wych</div><div class="t m0 x11 h8 yb03 ff6 fs5 fc4 sc0 ls0 ws9">Inst<span class="_ _0"></span>alacja PV<span class="_ _1"></span>,<span class="_ _0"></span> należąca do k<span class="_ _0"></span>at<span class="_ _0"></span>egorii 4<span class="_ _0"></span>.<span class="_ _f"></span>1,<span class="_ _1"></span> stanowi działalność na rzecz łagodzenia zmian klimat<span class="_ _0"></span>u.</div><div class="t m0 x11 h8 yb04 ff7 fs5 fc4 sc0 ls0 ws1b">Wkład w realizację wi<span class="_ _0"></span>elu celów<span class="ff6 ws9"> - wszys<span class="_ _0"></span>tk<span class="_ _0"></span>ie działalności realizują wkład w <span class="_ _0"></span>jeden z celów ś<span class="_ _0"></span>rodowisk<span class="_ _1"></span>owych.</span></div><div class="t m0 x11 h8 yb05 ff7 fs5 fc4 sc0 ls0 wsae">Minimalne gwar<span class="_ _0"></span>ancje<span class="ff6 ws0"> </span></div><div class="t m0 x11 h8 yb06 ff6 fs5 fc4 sc0 ls0 wsd5">Zg<span class="_ _0"></span>odnie z art.<span class="_ _0"></span> 18 R<span class="_ _0"></span>ozporządzenia 2020/852: <span class="_ _1"></span>„Minimalnymi  gwarancjami,<span class="_ _1"></span>  o  który<span class="_ _0"></span>ch  mowa  w  art.<span class="_ _0"></span>  3  lit.<span class="_ _0"></span>  c),<span class="_ _1"></span>  są  procedury <span class="_ _72"></span> </div><div class="t m0 x11 h8 yb07 ff6 fs5 fc4 sc0 ls0 wsb3">st<span class="_ _0"></span>osow<span class="_ _0"></span>ane  przez przedsiębiors<span class="_ _0"></span>two  pr<span class="_ _0"></span>owadzące  działalnoś<span class="_ _0"></span>ć  gospodarcz<span class="_ _0"></span>ą<span class="_ _1"></span>,<span class="_ _0"></span>  kt<span class="_ _0"></span>óre  mają  z<span class="_ _0"></span>apewnić  przest<span class="_ _0"></span>rzeganie Wyty<span class="_ _0"></span>czny<span class="_ _0"></span>ch <span class="_ _2d"></span> </div><div class="t m0 x11 h8 yb08 ff6 fs5 fc4 sc0 ls0 ws22f">OECD  dla przedsiębiors<span class="_ _1"></span>tw  wielonarodowych  or<span class="_ _0"></span>az  Wyt<span class="_ _0"></span>yczn<span class="_ _0"></span>ych  ONZ  d<span class="_ _0"></span>oty<span class="_ _0"></span>czący<span class="_ _0"></span>ch biznesu i praw człowiek<span class="_ _0"></span>a<span class="_ _1"></span>,<span class="_ _0"></span> w t<span class="_ _0"></span>ym zasad i pr<span class="_ _0"></span>aw </div><div class="t m0 x11 h8 yb09 ff6 fs5 fc4 sc0 ls0 ws144">określon<span class="_ _0"></span>ych w o<span class="_ _0"></span>śmiu podst<span class="_ _0"></span>awowych k<span class="_ _1"></span>onwencjach wskazanych w D<span class="_ _0"></span>eklaracji Międzynarodo<span class="_ _0"></span>wej Organizacji Prac<span class="_ _0"></span>y dot<span class="_ _0"></span>yczącej </div><div class="t m0 x11 h8 yb0a ff6 fs5 fc4 sc0 ls0 ws9">pods<span class="_ _0"></span>tawowy<span class="_ _0"></span>ch zasad i praw w pr<span class="_ _0"></span>acy oraz za<span class="_ _0"></span>sad i praw określ<span class="_ _0"></span>ony<span class="_ _0"></span>ch w Międzynarodowej k<span class="_ _0"></span>arcie praw człowi<span class="_ _0"></span>eka<span class="_ _1"></span>.” </div><div class="t m0 x11 h8 yb0b ff6 fs5 fc4 sc0 ls0 wsb3">Badanie  zgodności  z  Minimaln<span class="_ _0"></span>ymi  Gwar<span class="_ _0"></span>ancjami  zostało  zr<span class="_ _0"></span>ealizowane  zgodnie  z  r<span class="_ _0"></span>ekomendacjami zamieszcz<span class="_ _0"></span>onymi w <span class="_ _1"></span>„Final </div><div class="t m0 x11 h8 yb0c ff6 fs5 fc4 sc0 ls0 ws0">Report on Minimum Saf<span class="_ _0"></span>eguards” wy<span class="_ _0"></span>danymi w <span class="_ _0"></span>10.2022 r<span class="_ _1"></span>.<span class="_ _0"></span> przez Plat<span class="_ _0"></span>for<span class="_ _0"></span>m On Sus<span class="_ _0"></span>tainable Finance.</div><div class="t m2 x12 hc y9b2 ff8 fs9 fc0 sc0 lsb9 ws130">ENVIRONMENT<span class="_ _1"></span>AL - Wpływ na <span class="_ _2"></span>śr<span class="_ _0"></span>odowisk<span class="_ _0"></span>o</div></div><div class="pi" ></div></div><div id="pf5c" class="pf w0 h0" ><div class="pc pc5c w0 h0"><img class="bi x0 y59 w10 h73" alt="" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAi4AAANYCAIAAABsJPHgAAAACXBIWXMAABYlAAAWJQFJUiTwAAAJ5klEQVR42u3YsRGAIBBFQXBoTVqyBWmJ5s7Q2MhTdkv4AW+OWvazJBDzKAAsaTMBAFIEgBQBgBQBIEUAIEUASBEASBEAUgQAUgSAFAGAFAEgRQAgRQBIEQBIEQBSBABSBIAUAYAUASBFACBFAEgRAEgRAFIEAFIEgBQBgBQBIEUAIEUASBEASBEAUgQAUgSAFAGAFAEgRQAgRQBIEQBIEQBSBABSBIAUAYAUASBFACBFAEgRAEgRAFIEAFIEgBQBgBQBIEUAIEUASBEASBEAUgQAUgSAFAGAFAEgRQAgRQBIEQBIEQBSBIAUAYAUASBFACBFAEgRAEgRAFIEAFIEgBQBgBQBIEUAIEUASBEASBEAUgQAUgSAFAGAFAEgRQAgRQBIEQBIEQBSBABSBIAUAYAUASBFACBFAEgRAEgRAFIEAFIEgBQBgBQBIEUAIEUASBEASBEAUgQAUgSAFAGAFAEgRQAgRQBIEQBIEQBSBABSBIAUAYAUASBFACBFAEgRAEgRAFIEAFIEgBQBgBQBIEUAIEUASBEASBEAUgQAUgSAFAEgRQAgRQBIEQBIEQBSBABSBIAUAYAUASBFACBFAEgRAEgRAFIEAFIEgBQBgBQBIEUAIEUASBEASBEAUgQAUgSAFAGAFAEgRQAgRQBIEQBIEQBSBABSBIAUAYAUASBFACBFAEgRAEgRAFIEAFIEgBQBgBQBIEUAIEUASBEASBEAUgQAUgSAFAGAFAEgRQAgRQBIEQBIEQBSBABSBIAUAYAUASBFACBFAEgRAEgRAFIEAFIEgBQBgBQBIEUASBEASBEAUgQAUgSAFAGAFAEgRQAgRQBIEQBIEQBSBABSBIAUAYAUASBFACBFAEgRAEgRAFIEAFIEgBQBgBQBIEUAIEUASBEASBEAUgQAUgSAFAGAFAEgRQAgRQBIEQBIEQBSBABSBIAUAYAUASBFACBFAEgRAEgRAFIEAFIEgBQBgBQBIEUAIEUASBEASBEAUgQAUgSAFAGAFAEgRQAgRQBIEQBIEQBSBABSBIAUAYAUASBFAEiRCQCQIgCkCACkCAApAgApAkCKAECKAJAiAJAiAKQIAKQIACkCACkCQIoAQIoAkCIAkCIApAgApAgAKQIAKQJAigBAigCQIgCQIgCkCACkCAApAgApAkCKAECKAJAiAJAiAKQIAKQIACkCACkCQIoA4LkaEVYAwFUEgBQBgBQBIEUAIEUASBEASBEAUgQAUgSAFAGAFAEgRQAgRQBIEQBIEQBSBABSBIAUAYAUASBFACBFAEgRAEgRAFIEAFIEgBQBgBQBIEUAIEUASBEASBEAUgQAUgSAFAGAFAEgRQAgRQBIEQBIEQBSBABSBIAUAYAUASBFACBFAEgRAEgRAFIEAFIEgBQBgBQBIEUAIEUASBEASBEAUgQAUgSAFAGAFAEgRQAgRQBIEQBSZAIApAgAKQIAKQJAigBAigCQIgCQIgCkCACkCAApAgApAkCKAECKAJAiAJAiAKQIAKQIACkCACkCQIoAQIoAkCIAkCIApAgApAgAKQIAKQJAigBAigCQIgCQIgCkCACkCAApAgApAkCKAECKAJAiAJAiAKQIAKQIACkCACkCQIoAQIoAkCIAkCIApAgApAgAKQIAKQJAigBAigCQIgCQIgCkCACkCAApAgApAkCKAECKAJAiAJAiAKQIACkCACkCQIoAQIoAkCIAkCIApAgApAgAKQIAKQJAigBAigCQIgCQIgCkCACkCAApAgApAkCKAECKAJAiAJAiAKQIAKQIACkCACkCQIoAQIoAkCIAkCIApAgApAgAKQIAKQJAigBAigCQIgCQIgCkCACkCAApAgApAkCKAECKAJAiAJAiAKQIAKQIACkCACkCQIoAQIoAkCIAkCIApAgApAgAKQIAKQJAigBAigCQIgCQIgCkCACkCAApAkCKAECKAJAiAJAiAKQIAKQIACkCACkCQIoAQIoAkCIAkCIApAgApAgAKQIAKQJAigBAigCQIgCQIgCkCACkCAApAgApAkCKAECKAJAiAJAiAKQIAKQIACkCACkCQIoAQIoAkCIAkCIApAgApAgAKQIAKQJAigBAigCQIgCQIgCkCACkCAApAgApAkCKAECKAJAiAJAiAKQIAKQIACkCACkCQIoAQIoAkCIAkCIApAgApAgAKQIAKQJAigCQIgCQIgCkCACkCAApAgApAkCKAECKAJAiAJAiAKQIAKQIACkCACkCQIoAQIoAkCIAkCIApAgApAgAKQIAKQJAigBAigCQIgCQIgCkCACkCAApAgApAkCKAECKAJAiAJAiAKQIAKQIACkCACkCQIoAQIoAkCIAkCIApAgApAgAKQIAKQJAigBAigCQIgCQIgCkCACkCAApAgApAkCKAECKAJAiAJAiAKQIAKQIACkCACkCQIoAkCITACBFAEgRAEgRAFIEAFIEgBQBgBQBIEUAIEUASBEASBEAUgQAUgSAFAGAFAEgRQAgRQBIEQBIEQBSBABSBIAUAYAUASBFACBFAEgRAEgRAFIEAFIEgBQBgBQBIEUAIEUASBEASBEAUgQAUgSAFAGAFAEgRQAgRQBIEQBIEQCf0UyQU+3DCPBjMQ8j3C9eRFgBgBf5oANAigCQIgCQIgCkCACkCAApAgApAkCKAECKAJAiAJAiAKQIAKQIACkCACkCQIoAQIoAkCIAkCIApAgApAgAKQIAKQJAigBAigCQIgCQIgCkCACkCAApAgApAkCKAECKAJAiAJAiAKQIAKQIACkCACkCQIoAQIoAkCIAkCIApAgApAgAKQIAKQJAigBAigCQIgCQIgCkCACkCAApAgApAkCKAECKAJAiAJAiAKQIAKQIACkCACkCQIoAkCITACBFAEgRAEgRAFIEAFIEgBQBgBQBIEUAIEUASBEASBEAUgQAUgSAFAGAFAEgRQAgRQBIEQBIEQBSBABSBIAUAYAUASBFACBFAEgRAEgRAFIEAFIEgBQBgBQBIEUAIEUASBEASBEAUgQAUgSAFAGAFAEgRQAgRQBIEQBIEQBSBABSBIAUAYAUASBFACBFAEgRAEgRAFIEAFIEgBQBgBQBIEUAIEUASBEASBEAUgQAUgSAFAGAFAEgRQBIEQBIEQBSBABSBIAUAYAUASBFACBFAEgRAEgRAFIEAFIEgBQBgBQBIEUAIEUASBEASBEAUgQAUgSAFAGAFAEgRQAgRQBIEQBIEQBSBABSBIAUAYAUASBFACBFAEgRAEgRAFIEAFIEgBQBgBQBIEUAIEUASBEASBEAUgQAUgSAFAGAFAEgRQAgRQBIEQBIEQBSBABSBIAUAYAUASBFACBFAEgRAEgRAFIEAFIEQBbNBDnVPowALOICUUMTedEwD2kAAAAASUVORK5CYII="/><div class="t m0 x7f ha y32 ff6 fs7 fc3 sc0 lsb6 ws1aa">92</div><div class="t m0 x11 h8 y278 ff6 fs5 fc4 sc0 ls0 ws9">Zg<span class="_ _0"></span>odnie z rek<span class="_ _0"></span>omendacjami niespełnieniem Minimalnych Gwar<span class="_ _0"></span>ancji jes<span class="_ _0"></span>t jedna z czt<span class="_ _1"></span>erech przesłanek: </div><div class="t m0 x11 h8 y3f5 ff8 fs5 fc1 sc0 ls57 wsb4">1. <span class="_ _9b"> </span><span class="ff7 fc4 ls0 ws230">Nieodpowiednie lub nieis<span class="_ _0"></span>tniejące mechanizm<span class="_ _0"></span>y należyte<span class="_ _0"></span>j star<span class="_ _0"></span>anności w za<span class="_ _0"></span>kresie pr<span class="_ _0"></span>aw człowieka<span class="_ _1"></span>,<span class="_ _0"></span> antyk<span class="_ _1"></span>orupcji, </span></div><div class="t m0 x1d h8 y3f6 ff7 fs5 fc4 sc0 ls0 wsf">przeciwdziałania nieuczciwe<span class="_ _0"></span>j k<span class="_ _0"></span>onkurenc<span class="_ _0"></span>ji i w zakresie s<span class="_ _0"></span>tr<span class="_ _0"></span>ategii poda<span class="_ _0"></span>tk<span class="_ _1"></span>owej.</div><div class="t m0 x1d h8 y3ce ff6 fs5 fc4 sc0 ls0 wsb6">Weryﬁkacja pr<span class="_ _0"></span>ocesów należyt<span class="_ _0"></span>ej star<span class="_ _0"></span>anności odbyła się poprzez samoocenę na bazie kwes<span class="_ _0"></span>tionariusza  opart<span class="_ _0"></span>ego na metod<span class="_ _0"></span>yce </div><div class="t m0 x1d h8 y3cf ff6 fs5 fc4 sc0 ls0 ws231">zaproponow<span class="_ _0"></span>anej przez Platf<span class="_ _0"></span>orm on Sus<span class="_ _0"></span>tainabl<span class="_ _0"></span>e Finance (World Benchmark <span class="_ _0"></span>Alliance Core UNGP Indicat<span class="_ _0"></span>ors) or<span class="_ _0"></span>az poprzez </div><div class="t m0 x1d h8 y481 ff6 fs5 fc4 sc0 ls0 ws149">dodat<span class="_ _0"></span>k<span class="_ _0"></span>ową analizę dokument<span class="_ _0"></span>ów k<span class="_ _0"></span>or<span class="_ _0"></span>poracy<span class="_ _0"></span>jny<span class="_ _0"></span>ch i procesów przez zespół w składzie: z<span class="_ _0"></span>espół ds.<span class="_ _1"></span> complia<span class="_ _2"></span>nce,<span class="_ _1"></span> specjalista ds<span class="_ _0"></span>.<span class="_ _0"></span> </div><div class="t m0 x1d h8 y49d ff6 fs5 fc4 sc0 ls0 ws185">kon<span class="_ _0"></span>trolingu ﬁnansow<span class="_ _0"></span>ego oraz menedżer d<span class="_ _0"></span>s.<span class="_ _0"></span> ESG.<span class="_ _0"></span> W<span class="_ _0"></span> wyniku analizy ustal<span class="_ _0"></span>ono,<span class="_ _1"></span> że w Grupie Apat<span class="_ _0"></span>or funk<span class="_ _0"></span>cjonują odpowiednie </div><div class="t m0 x1d h8 y3fb ff6 fs5 fc4 sc0 ls0 ws9">procesy nal<span class="_ _0"></span>eżytej s<span class="_ _0"></span>taranności.</div><div class="t m0 x1d h8 y3d3 ff6 fs5 fc4 sc0 ls0 ws1b8">Grupa Apa<span class="_ _0"></span>tor <span class="_ _0"></span>wdrożyła mechanizm<span class="_ _0"></span>y przeciwdziałania łamaniu praw człowiek<span class="_ _0"></span>a oraz pr<span class="_ _0"></span>ocedury anty<span class="_ _0"></span>kor<span class="_ _0"></span>upcyjne.<span class="_ _1"></span> Szczegóły </div><div class="t m0 x1d h8 y3d4 ff6 fs5 fc4 sc0 ls0 ws232">post<span class="_ _1"></span>ępowania zostały okr<span class="_ _0"></span>eślone w K<span class="_ _1"></span>odeksie etyczn<span class="_ _0"></span>ym Grupy <span class="_ _0"></span>Apat<span class="_ _0"></span>or<span class="_ _1"></span>,<span class="_ _1"></span> Polityce w ob<span class="_ _0"></span>szarze przeciwdziałania kor<span class="_ _0"></span>upcji i </div><div class="t m0 x1d h8 y482 ff6 fs5 fc4 sc0 ls0 ws11b">łapownictwu,<span class="_ _1"></span> Polity<span class="_ _0"></span>ce w zakr<span class="_ _0"></span>esie respekt<span class="_ _0"></span>owania pra<span class="_ _0"></span>w człowieka or<span class="_ _0"></span>az w innych pr<span class="_ _0"></span>ocedurach wew<span class="_ _0"></span>nętrzny<span class="_ _0"></span>ch (np.<span class="_ _1"></span> działanie </div><div class="t m0 x1d h8 y483 ff6 fs5 fc4 sc0 ls0 wseb">sys<span class="_ _0"></span>t<span class="_ _0"></span>emu compliance,<span class="_ _1"></span> <span class="_ _2"></span>procedury r<span class="_ _0"></span>egulujące współpracę z do<span class="_ _0"></span>sta<span class="_ _0"></span>wcami),<span class="_ _1"></span> któr<span class="_ _0"></span>e dot<span class="_ _0"></span>yczą wszys<span class="_ _0"></span>t<span class="_ _0"></span>kich pracow<span class="_ _0"></span>ników Grup<span class="_ _0"></span>y Apat<span class="_ _1"></span>or<span class="_ _0"></span>,<span class="_ _1"></span> </div><div class="t m0 x1d h8 y716 ff6 fs5 fc4 sc0 ls0 ws9">jej organów,<span class="_ _1"></span> jak ró<span class="_ _0"></span>wnież warunkują sposob<span class="_ _0"></span>y współprac<span class="_ _0"></span>y z partnerami biznesowymi Gr<span class="_ _0"></span>upy<span class="_ _1"></span>.</div><div class="t m0 x1d h8 y3d8 ff6 fs5 fc4 sc0 ls0 ws1ae">Grupa Apat<span class="_ _1"></span>or trakt<span class="_ _0"></span>uje zgodno<span class="_ _0"></span>ść podat<span class="_ _0"></span>kow<span class="_ _0"></span>ą i zarządzanie podat<span class="_ _0"></span>kami <span class="_ _0"></span>jako is<span class="_ _0"></span>t<span class="_ _0"></span>otn<span class="_ _0"></span>y element ładu k<span class="_ _0"></span>or<span class="_ _0"></span>poracy<span class="_ _0"></span>jnego i ma wdro<span class="_ _0"></span>żone </div><div class="t m0 x1d h8 y6cd ff6 fs5 fc4 sc0 ls0 wsf0">odpowiednie st<span class="_ _0"></span>ra<span class="_ _0"></span>tegie i pr<span class="_ _0"></span>ocesy zarządz<span class="_ _0"></span>ania ryzykiem związanym z poda<span class="_ _0"></span>tk<span class="_ _0"></span>ami.<span class="_ _0"></span> Grupa ani żadna z jej spółek nie zo<span class="_ _0"></span>stały uznane </div><div class="t m0 x1d h8 y6ce ff6 fs5 fc4 sc0 ls0 ws11">winnymi <span class="_ _0"></span>złamania prawa podat<span class="_ _0"></span>k<span class="_ _0"></span>owego.</div><div class="t m0 x11 h8 y3db ff8 fs5 fc1 sc0 ls57 wsb4">2<span class="_ _2"></span>. <span class="_ _36"> </span><span class="ff7 fc4 ls0 wsa8">Spółka jest os<span class="_ _0"></span>tat<span class="_ _0"></span>ecznie pociągnięta do odpowied<span class="_ _0"></span>zialności lub uznana za narus<span class="_ _0"></span>zająca pr<span class="_ _0"></span>awo pr<span class="_ _0"></span>acy lub pr<span class="_ _0"></span>awa człowiek<span class="_ _0"></span>a </span></div><div class="t m0 x1d h8 y3dc ff7 fs5 fc4 sc0 ls0 ws9">w niektóry<span class="_ _0"></span>ch rodza<span class="_ _0"></span>jach spr<span class="_ _0"></span>aw sądo<span class="_ _0"></span>wych z zak<span class="_ _0"></span>resu pr<span class="_ _0"></span>awa pr<span class="_ _0"></span>acy lub pr<span class="_ _0"></span>aw człowiek<span class="_ _0"></span>a<span class="_ _0"></span>.</div><div class="t m0 x26 h8 y6d0 ff6 fs5 fc4 sc0 ls0 wsae">Weryﬁkacja polegała na przeglądzie – z udziałem zes<span class="_ _0"></span>połu ds.<span class="_ _1"></span> compl<span class="_ _2"></span>iance oraz menedżer<span class="_ _0"></span>a ds.<span class="_ _1"></span> ESG - czy w stos<span class="_ _0"></span>unku do spółek </div><div class="t m0 x26 h8 y6d1 ff6 fs5 fc4 sc0 ls0 ws4b">Grupy Apa<span class="_ _0"></span>t<span class="_ _0"></span>or nie zapadły prawomocne wyr<span class="_ _0"></span>oki sk<span class="_ _0"></span>azujące w obszarze pra<span class="_ _0"></span>w człowieka<span class="_ _1"></span>,<span class="_ _1"></span> korupcji,<span class="_ _1"></span> zachowań uczciwej k<span class="_ _0"></span>onkurencji </div><div class="t m0 x26 h8 y3df ff6 fs5 fc4 sc0 ls0 ws1ae">i opodat<span class="_ _0"></span>kow<span class="_ _0"></span>ania<span class="_ _0"></span>.<span class="_ _1"></span> W wyniku tak przepr<span class="_ _0"></span>owadzonej weryﬁkacji,<span class="_ _1"></span> stwier<span class="_ _0"></span>dzono brak inf<span class="_ _0"></span>or<span class="_ _0"></span>macji nt.<span class="_ _0"></span> tak<span class="_ _0"></span>ich prawomocn<span class="_ _0"></span>ych wyr<span class="_ _0"></span>okó<span class="_ _0"></span>w<span class="_ _0"></span>.</div><div class="t m0 x11 h8 y86c ff8 fs5 fc1 sc0 ls57 wsb4">3<span class="_ _2"></span>. <span class="_ _2c"> </span><span class="ff7 fc4 ls0 ws0">Brak w<span class="_ _0"></span>spółpr<span class="_ _0"></span>acy z Kr<span class="_ _0"></span>ajo<span class="_ _0"></span>wym Punkt<span class="_ _0"></span>em Kon<span class="_ _0"></span>taktowy<span class="_ _0"></span>m OECD (KPK OEC<span class="_ _0"></span>D).</span></div><div class="t m0 x1d h8 y9d3 ff6 fs5 fc4 sc0 ls0 ws17e">Zweryﬁk<span class="_ _0"></span>owano bazę zgłoszeń KPK OECD<span class="_ _0"></span>,<span class="_ _1"></span> któr<span class="_ _0"></span>a wykazała br<span class="_ _0"></span>ak zgłoszeń w s<span class="_ _0"></span>t<span class="_ _0"></span>osunku do spółek Grup<span class="_ _0"></span>y Apa<span class="_ _0"></span>tor w okr<span class="_ _0"></span>esie od </div><div class="t m0 x1d h8 y9d4 ff6 fs5 fc4 sc0 ls0 ws9">01<span class="_ _0"></span>.01<span class="_ _1"></span>.2<span class="_ _2"></span>023 do 31<span class="_ _1"></span>.<span class="_ _1"></span>12.2023 r<span class="_ _f"></span>.</div><div class="t m0 x1d h8 y9d5 ff6 fs5 fc1 sc0 ls0 ws0">http<span class="_ _0"></span>s:/<span class="_ _1"></span>/mneguid<span class="_ _0"></span>elines.oecd.or<span class="_ _0"></span>g/<span class="_ _1"></span>/<span class="_ _0"></span>database/<span class="fc4"> </span></div><div class="t m0 x11 h8 yb0d ff8 fs5 fc1 sc0 ls57 wsb4">4. <span class="_ _36"> </span><span class="ff7 fc4 ls0 ws10">Business and Human Rights Resour<span class="_ _0"></span>ce Centr<span class="_ _0"></span>e (BHRRC) podj<span class="_ _0"></span>ęło zarzuty w<span class="_ _0"></span>obec spółki a <span class="_ _0"></span>spółka nie odpo<span class="_ _0"></span>wiedziała na nie </span></div><div class="t m0 x1d h8 yb0e ff7 fs5 fc4 sc0 ls0 ws1b">w ciągu 3 miesięcy<span class="_ _1"></span>.</div><div class="t m0 x1d h8 yb0f ff6 fs5 fc4 sc0 ls0 ws192">Analiza bazy zgłoszeń Business and Human Righ<span class="_ _0"></span>ts Res<span class="_ _0"></span>sources Cent<span class="_ _0"></span>re (BHRRC) na dzień 31<span class="_ _1"></span>.<span class="_ _1"></span>12.2023 r<span class="_ _f"></span>. wyk<span class="_ _0"></span>azała br<span class="_ _0"></span>ak </div><div class="t m0 x1d h8 yb10 ff6 fs5 fc4 sc0 ls0 wse1">zgłoszony<span class="_ _0"></span>ch zarzut<span class="_ _1"></span>ów wobec Grupy Apat<span class="_ _1"></span>or<span class="_ _0"></span>,<span class="_ _1"></span> zat<span class="_ _0"></span>em nie zachodzi t<span class="_ _0"></span>akże przesłanka braku odpowied<span class="_ _0"></span>zi Grupy w ciągu 3 miesięcy </div><div class="t m0 x1d h8 yb11 ff6 fs5 fc4 sc0 ls0 ws9">na zgłoszone w t<span class="_ _0"></span>ym okr<span class="_ _0"></span>esie zarzut<span class="_ _0"></span>y<span class="_ _1"></span>.</div><div class="t m0 x1d h8 yb12 ff6 fs5 fc1 sc0 ls0 ws0">http<span class="_ _0"></span>s:/<span class="_ _1"></span>/www.<span class="_ _0"></span>business-humanright<span class="_ _0"></span>s.org/<span class="_ _1"></span>en<span class="_ _2"></span>/<span class="_ _1"></span>companies</div><div class="t m2 x5a hc y9b2 ff8 fs9 fc0 sc0 lsb9 ws130">ENVIRONMENT<span class="_ _1"></span>AL - Wpływ na <span class="_ _2"></span>śr<span class="_ _0"></span>odowisk<span class="_ _0"></span>o</div></div><div class="pi" ></div></div><div id="pf5d" class="pf w0 h0" ><div class="pc pc5d w0 h0"><img class="bi x45 y257 w11 h74" alt="" 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"/><div class="t m0 xb6 ha y32 ff6 fs7 fc3 sc0 ls72 wsf7">93</div><div class="c x7d yb13 w12 h75"><div class="t m7 x160 h76 yb14 ff26 fs33 fc4 sc0 lsc9 ws233">Kategoria</div></div><div class="c x5b yb15 w13 h77"><div class="t m7 x160 h76 yb16 ff26 fs33 fc4 sc0 lsca ws234">(„działalnoś<span class="_ _2"></span>ć<span class="_ _ee"> </span><span class="lscb ws235">na</span></div><div class="t m7 x5a h76 yb16 ff26 fs33 fc4 sc0 lsc9 ws233">rzecz przejścia”)</div></div><div class="c x161 yb13 w14 h75"><div class="t m7 x160 h76 yb14 ff26 fs33 fc4 sc0 ls0 ws0">-21</div></div><div class="c x162 yb13 w12 h75"><div class="t m7 x160 h76 yb16 ff26 fs33 fc4 sc0 ls0 ws0"> <span class="_ _ef"> </span><span class="fc18"> <span class="_ _a8"> </span><span class="lscb ws235">tys. PL<span class="_ _2"></span>N<span class="_ _f0"> </span></span>%<span class="_ _84"> </span>%<span class="_ _a1"> </span>%<span class="_ _a1"> </span>%<span class="_ _82"> </span>%<span class="_ _d4"> </span>%<span class="_ _a1"> </span>%<span class="_ _26"> </span><span class="lscc ws236">T/N<span class="_ _4"> </span>T/<span class="_ _2"></span>N<span class="_ _4"> </span>T/N<span class="_ _f1"> </span>T/N<span class="_ _4"> </span>T/N<span class="_ _f1"> </span>T/N<span class="_ _f1"> </span>T/N<span class="_ _d4"> </span><span class="lscb ws235">Pr<span class="_ _2"></span>ocent<span class="_ _f2"> </span>Procent<span class="_ _b2"> </span></span></span>E<span class="_ _47"> </span>T</span></div></div><div class="t m7 x28 h76 yb17 ff26 fs33 fc4 sc0 lscc ws236">A. DZIAŁALNOŚĆ<span class="_ _2"></span> KWALIFIKUJĄCA SIĘ DO SYS<span class="_ _2"></span>TEMATYKI<span class="_ _8a"> </span><span class="ls0 ws0"> <span class="_ _f3"> </span><span class="ff27"> <span class="_ _40"> </span> <span class="_ _f4"> </span> <span class="_ _f4"> </span> <span class="_ _f2"> </span> <span class="_ _f2"> </span> <span class="_ _f4"> </span> <span class="_ _f4"> </span> <span class="_ _f5"> </span> <span class="_ _f4"> </span> <span class="_ _f4"> </span> <span class="_ _f4"> </span> <span class="_ _f5"> </span> <span class="_ _f4"> </span></span> <span class="_ _5d"> </span><span class="ff27"> <span class="_ _3d"> </span> <span class="_ _82"> </span></span> </span></div><div class="t m7 x9e h76 yb17 ff26 fs33 fc4 sc0 lscc ws236">A.1.<span class="_ _6b"> </span><span class="lsca ws234">Rod<span class="_ _2"></span>zaje<span class="_ _6b"> </span>dział<span class="_ _2"></span>alności<span class="_ _6b"> </span><span class="lscd ws237">zrów<span class="_ _2"></span>noważonej<span class="_ _6c"> </span><span class="lsce ws238">środowiskowo<span class="_ _6b"> </span><span class="lscb ws235">(<span class="_ _2"></span>zgodna</span></span></span></span></div><div class="c x15f yb13 w15 h78"><div class="t m7 x163 h76 yb16 ff26 fs33 fc4 sc0 ls0 ws0">z<span class="ff28"> </span><span class="lsc9 ws233">systematyką)</span></div></div><div class="t m7 xd9 h76 yb18 ff26 fs33 fc4 sc0 ls0 ws0"> <span class="_ _f3"> </span><span class="ff27"> <span class="_ _b2"> </span> <span class="_ _f2"> </span> <span class="_ _f5"> </span> <span class="_ _f4"> </span> <span class="_ _f2"> </span> <span class="_ _f2"> </span> <span class="_ _f4"> </span> <span class="_ _f4"> </span> <span class="_ _f5"> </span> <span class="_ _f4"> </span> <span class="_ _f4"> </span> <span class="_ _f4"> </span> <span class="_ _f5"> </span> <span class="_ _f4"> </span></span> <span class="_ _5d"> </span><span class="ff27"> <span class="_ _aa"> </span></span> </div><div class="t m7 x164 h79 yb19 ff27 fs33 fc4 sc0 lscf ws239">3.20.<span class="_ _32"> </span><span class="lsd0 ws23a">Produk<span class="_ _2"></span>cja,<span class="_ _32"> </span><span class="lsd1 ws23b">instalacj<span class="_ _2"></span>a<span class="_ _32"> </span><span class="ls0 ws0">i<span class="_ _32"> </span><span class="lsca ws234">serwisowanie<span class="_ _32"> </span><span class="lscc ws236">urządzeń<span class="_ _32"> </span><span class="lsd2 ws23c">elektrycznych</span></span></span></span></span></span></div><div class="t m7 x165 h79 yb1a ff27 fs33 fc4 sc0 lsd3 ws23d">wysokiego,<span class="_ _32"> </span><span class="lsd2 ws23c">średn<span class="_ _2"></span>iego<span class="_ _6b"> </span><span class="ls0 ws0">i<span class="_ _32"> </span><span class="lscf ws239">niski<span class="_ _2"></span>ego<span class="_ _6b"> </span><span class="lsd4 ws23e">napięcia<span class="_ _6b"> </span><span class="lscb ws235">służących<span class="_ _32"> </span><span class="lsca ws234">do<span class="_ _6b"> </span><span class="lsd5 ws23f">przes<span class="_ _2"></span>yłu<span class="_ _6b"> </span></span></span></span></span></span>i</span></span></div><div class="t m7 x166 h79 yb19 ff27 fs33 fc4 sc0 lsca ws234">dystrybucji<span class="_ _2a"> </span><span class="lsd2 ws23c">en<span class="_ _2"></span>ergii<span class="_ _2b"> </span>elektrycznej<span class="_ _2"></span>,<span class="_ _2a"> </span><span class="lsd0 ws23a">k<span class="_ _2"></span>tóre<span class="_ _2a"> </span><span class="lsd1 ws23b">poci<span class="_ _2"></span>ągają<span class="_ _2a"> </span><span class="lscc ws236">za<span class="_ _2b"> </span><span class="lsd3 ws23d">sobą<span class="_ _2b"> </span><span class="lsd6 ws240">lub<span class="_ _2b"> </span><span class="lsd4 ws23e">um<span class="_ _0"></span>ożliw<span class="_ _0"></span>iają</span></span></span></span></span></span></span></div><div class="c x1e yb13 w16 h78"><div class="t m7 x7f h79 yb16 ff27 fs33 fc4 sc0 lsd7 ws241">istot<span class="_ _0"></span>ny wkład<span class="_ _0"></span> w łagod<span class="_ _0"></span>zenie<span class="_ _0"></span> zmian kl<span class="_ _0"></span>imat<span class="_ _0"></span>u</div></div><div class="t m7 xd7 h79 yb1b ff27 fs33 fc4 sc0 lscb ws235">CCM 3.20<span class="_ _f6"> </span><span class="lsd3 ws23d">139 583<span class="_ _4"> </span><span class="lscf ws239">12%<span class="_ _10"> </span><span class="lsca ws234">100%<span class="_ _f1"> </span><span class="ls0 ws0">%<span class="_ _82"> </span>%<span class="_ _84"> </span>%<span class="_ _84"> </span>%<span class="_ _82"> </span>%<span class="_ _f7"> </span>T<span class="_ _ae"> </span>T<span class="_ _ad"> </span>T<span class="_ _ae"> </span>T<span class="_ _ad"> </span>T<span class="_ _ae"> </span>T<span class="_ _ae"> </span>T<span class="_ _b2"> </span></span></span>12%<span class="_ _4f"> </span><span class="lsd4 ws23e">11%<span class="_ _49"> </span><span class="ls0 ws0">E</span></span></span></span></div><div class="t m7 x167 h79 yb1c ff27 fs33 fc4 sc0 lsd8 ws242">3.5<span class="_ _9c"> </span><span class="lsd0 ws23a">Prod<span class="_ _2"></span>ukcja<span class="_ _f8"> </span>sprzętu<span class="_ _f8"> </span><span class="lsd2 ws23c">zwięk<span class="_ _2"></span>szającego<span class="_ _f8"> </span>efektywn<span class="_ _2"></span>ość<span class="_ _9c"> </span>en<span class="_ _2"></span>ergetyczną</span></span></div><div class="t m7 xa h79 yb1d ff27 fs33 fc4 sc0 lsca ws234">budynków</div><div class="t m7 x132 h79 yb1e ff27 fs33 fc4 sc0 lscb ws235">CCM 3.5<span class="_ _f9"> </span><span class="lsd3 ws23d">54 393<span class="_ _26"> </span>5%<span class="_ _4"> </span><span class="lsca ws234">100%<span class="_ _a3"> </span><span class="ls0 ws0">%<span class="_ _a1"> </span>%<span class="_ _84"> </span>%<span class="_ _84"> </span>%<span class="_ _82"> </span>%<span class="_ _f7"> </span>T<span class="_ _ae"> </span>T<span class="_ _ad"> </span>T<span class="_ _ae"> </span>T<span class="_ _ad"> </span>T<span class="_ _ae"> </span>T<span class="_ _ad"> </span>T<span class="_ _a9"> </span></span></span>5%<span class="_ _5f"> </span><span class="lsd4 ws23e">1%<span class="_ _5d"> </span><span class="ls0 ws0">E</span></span></span></div><div class="c xae yb13 w17 h75"><div class="t m7 x168 h79 yb16 ff27 fs33 fc4 sc0 lsd3 ws23d">4.1. <span class="_ _2"></span>Produkcja ee z wy<span class="_ _2"></span>korzystaniem tech<span class="_ _2"></span>nologii f<span class="_ _2"></span>otowoltaicznej<span class="_ _4b"> </span><span class="lscb ws235">CCM 4.1<span class="_ _a8"> </span><span class="ls0 ws0">0<span class="_ _9e"> </span>0<span class="_ _a8"> </span><span class="lsca ws234">1<span class="_ _2"></span>00%<span class="_ _f1"> </span></span>%<span class="_ _82"> </span>%<span class="_ _84"> </span>%<span class="_ _84"> </span>%<span class="_ _82"> </span>%<span class="_ _84"> </span>T<span class="_ _ad"> </span>T<span class="_ _ae"> </span>T<span class="_ _ad"> </span>T<span class="_ _ae"> </span>T<span class="_ _ae"> </span>T<span class="_ _ad"> </span>T<span class="_ _a9"> </span><span class="lsca ws234">0%<span class="_ _e4"> </span>0%</span></span></span></div></div><div class="t m7 xa3 h79 yb17 ff27 fs33 fc4 sc0 lsd7 ws241">4.9. Pr<span class="_ _0"></span>zesy<span class="_ _0"></span>ł i dystr<span class="_ _0"></span>ybucj<span class="_ _0"></span>a ener<span class="_ _0"></span>gii ele<span class="_ _0"></span>ktr<span class="_ _0"></span>yczne<span class="_ _0"></span>j<span class="_ _86"> </span><span class="lscb ws235">CCM 4.9<span class="_ _fa"> </span><span class="lscf ws239">271 023<span class="_ _9"> </span>24%<span class="_ _24"> </span><span class="lsca ws234">100%<span class="_ _f1"> </span><span class="ls0 ws0">%<span class="_ _82"> </span>%<span class="_ _84"> </span>%<span class="_ _84"> </span>%<span class="_ _82"> </span>%<span class="_ _84"> </span>T<span class="_ _ad"> </span>T<span class="_ _ae"> </span>T<span class="_ _ae"> </span>T<span class="_ _ad"> </span>T<span class="_ _ae"> </span>T<span class="_ _ad"> </span>T<span class="_ _fb"> </span></span></span>24%<span class="_ _49"> </span>12%<span class="_ _90"> </span><span class="ls0 ws0">E</span></span></span></div><div class="c x144 yb13 w17 h75"><div class="t m7 x168 h79 yb16 ff27 fs33 fc4 sc0 lsd7 ws241">4.10 Mag<span class="_ _0"></span>azyno<span class="_ _0"></span>wanie<span class="_ _0"></span> energ<span class="_ _0"></span>ii ele<span class="_ _0"></span>ktry<span class="_ _0"></span>cznej<span class="_ _79"> </span><span class="lscb ws235">CCM 4.10<span class="_ _fc"> </span><span class="lsd3 ws23d">850<span class="_ _d4"> </span><span class="lsca ws234">0%<span class="_ _9"> </span>100%<span class="_ _a3"> </span><span class="ls0 ws0">%<span class="_ _82"> </span>%<span class="_ _84"> </span>%<span class="_ _84"> </span>%<span class="_ _82"> </span>%<span class="_ _84"> </span>T<span class="_ _ad"> </span>T<span class="_ _ae"> </span>T<span class="_ _ad"> </span>T<span class="_ _ae"> </span>T<span class="_ _ae"> </span>T<span class="_ _ad"> </span>T<span class="_ _a9"> </span></span>0%<span class="_ _e4"> </span>0%<span class="_ _4f"> </span><span class="ls0 ws0">E</span></span></span></span></div></div><div class="t m7 xc h79 yb17 ff27 fs33 fc4 sc0 lsd1 ws23b">4.16 In<span class="_ _2"></span>stalacja i eksp<span class="_ _2"></span>loatacja elektrycznych p<span class="_ _2"></span>omp ciepła<span class="_ _5b"> </span><span class="lscb ws235">CCM <span class="_ _2"></span>4.16<span class="_ _f1"> </span><span class="ls0 ws0">0<span class="_ _f4"> </span><span class="lsca ws234">0%<span class="_ _9"> </span>100%<span class="_ _a3"> </span></span>%<span class="_ _82"> </span>%<span class="_ _84"> </span>%<span class="_ _84"> </span>%<span class="_ _82"> </span>%<span class="_ _84"> </span>T<span class="_ _ad"> </span>T<span class="_ _ae"> </span>T<span class="_ _ad"> </span>T<span class="_ _ae"> </span>T<span class="_ _ae"> </span>T<span class="_ _ad"> </span>T<span class="_ _a9"> </span><span class="lsca ws234">0%<span class="_ _e4"> </span>0%<span class="_ _4f"> </span></span>E</span></span></div><div class="c x169 yb13 w13 h78"><div class="t m7 x160 h79 yb16 ff27 fs33 fc4 sc0 lsd9 ws243">7.5 <span class="lsd1 ws23b">Mon<span class="_ _2"></span>taż, <span class="lsd5 ws23f">kon<span class="_ _2"></span>serwacj<span class="_ _2"></span>a <span class="ls0 ws0">i<span class="_ _2a"> </span></span></span>naprawa <span class="lsd0 ws23a">in<span class="_ _2"></span>strumentów<span class="_ _2a"> </span><span class="ls0 ws0">i <span class="lscc ws236">urządzeń <span class="lsca ws234">do <span class="lsd5 ws23f">p<span class="_ _2"></span>omiaru,</span></span></span></span></span></span></div><div class="t m7 x5a h79 yb1f ff27 fs33 fc4 sc0 lsd7 ws241">reg<span class="_ _0"></span>ula<span class="_ _0"></span>cji i kontr<span class="_ _0"></span>oli ch<span class="_ _0"></span>ara<span class="_ _0"></span>kter<span class="_ _0"></span>ysty<span class="_ _0"></span>ki ener<span class="_ _0"></span>get<span class="_ _0"></span>yczne<span class="_ _0"></span>j budynk<span class="_ _0"></span>u</div></div><div class="t m7 x16a h79 yb20 ff27 fs33 fc4 sc0 lscb ws235">CCM 7.5<span class="_ _fa"> </span><span class="lsd3 ws23d">163<span class="_ _2"></span> 593<span class="_ _9"> </span><span class="lsda ws244">14%<span class="_ _24"> </span><span class="lsca ws234">100%<span class="_ _a3"> </span><span class="ls0 ws0">%<span class="_ _a1"> </span>%<span class="_ _84"> </span>%<span class="_ _84"> </span>%<span class="_ _82"> </span>%<span class="_ _f7"> </span>T<span class="_ _ae"> </span>T<span class="_ _ad"> </span>T<span class="_ _ae"> </span>T<span class="_ _ad"> </span>T<span class="_ _ae"> </span>T<span class="_ _ad"> </span>T<span class="_ _b0"> </span></span></span>14%<span class="_ _fd"> </span><span class="lsca ws234">0%<span class="_ _4f"> </span><span class="ls0 ws0">E</span></span></span></span></div><div class="c xc6 yb13 w13 h78"><div class="t m7 x160 h79 yb16 ff27 fs33 fc4 sc0 lsd9 ws243">8.2<span class="_ _2b"> </span><span class="ls0 ws0">-<span class="_ _2b"> </span><span class="lsd0 ws23a">Opa<span class="_ _2"></span>rte<span class="_ _2b"> </span><span class="lsd7 ws241">na<span class="_ _2b"> </span><span class="lsd1 ws23b">danych<span class="_ _36"> </span>rozwiązani<span class="_ _2"></span>a<span class="_ _2b"> </span></span>na<span class="_ _2b"> </span></span>potrz<span class="_ _2"></span>eby<span class="_ _2b"> </span>redukcj<span class="_ _2"></span>i<span class="_ _2b"> </span><span class="lsd4 ws23e">emisji<span class="_ _2b"> </span><span class="lsd3 ws23d">gazów</span></span></span></span></div><div class="t m7 x5a h79 yb1f ff27 fs33 fc4 sc0 lsd1 ws23b">cieplarnian<span class="_ _2"></span>ych</div></div><div class="t m7 x16b h79 yb21 ff27 fs33 fc4 sc0 lscb ws235">CCM 8.2<span class="_ _fe"> </span><span class="lsd9 ws243">13 861<span class="_ _ff"> </span><span class="lsd4 ws23e">1%<span class="_ _f1"> </span><span class="lsca ws234">100%<span class="_ _a3"> </span><span class="ls0 ws0">%<span class="_ _82"> </span>%<span class="_ _84"> </span>%<span class="_ _84"> </span>%<span class="_ _82"> </span>%<span class="_ _84"> </span>T<span class="_ _ad"> </span>T<span class="_ _ae"> </span>T<span class="_ _ae"> </span>T<span class="_ _ad"> </span>T<span class="_ _ae"> </span>T<span class="_ _ad"> </span>T<span class="_ _5e"> </span></span></span>1%<span class="_ _63"> </span><span class="lsca ws234">0%<span class="_ _4f"> </span><span class="ls0 ws0">E</span></span></span></span></div><div class="c x16c yb13 w18 h78"><div class="t m7 x160 h79 yb16 ff27 fs33 fc4 sc0 lsd4 ws23e">1.1.<span class="_ _2b"> </span><span class="lsd0 ws23a">Produkcj<span class="_ _2"></span>a,<span class="_ _2b"> </span><span class="lsd1 ws23b">ins<span class="_ _2"></span>talacja<span class="_ _2b"> </span><span class="ls0 ws0">i<span class="_ _2b"> </span></span>związan<span class="_ _2"></span>e<span class="_ _2b"> </span><span class="ls0 ws0">z<span class="_ _2b"> </span></span>tym<span class="_ _2b"> </span><span class="lsd6 ws240">usługi<span class="_ _2b"> </span></span>doty<span class="_ _2"></span>czące<span class="_ _2b"> </span><span class="lsd3 ws23d">technologii</span></span></span></div></div><div class="t m7 x68 h79 yb17 ff27 fs33 fc4 sc0 lsd3 ws23d">kontroli<span class="_ _2b"> </span><span class="lsd2 ws23c">wycieków<span class="_ _2b"> </span><span class="lsd4 ws23e">umożl<span class="_ _0"></span>iwiające<span class="_ _2a"> </span>ogra<span class="_ _0"></span>niczenie<span class="_ _2a"> </span><span class="lsd2 ws23c">wycieków<span class="_ _2b"> </span><span class="ls0 ws0">i<span class="_ _2b"> </span><span class="lsd1 ws23b">zapobiegan<span class="_ _2"></span>ie</span></span></span></span></span></div><div class="c x16c yb13 w18 h78"><div class="t m7 x16d h79 yb16 ff27 fs33 fc4 sc0 lsd1 ws23b">im w sys<span class="_ _2"></span>temach zaopatrzenia w w<span class="_ _2"></span>odę</div></div><div class="t m7 x68 h79 yb22 ff27 fs33 fc4 sc0 lscb ws235">WTR 1.1<span class="_ _100"> </span><span class="lscf ws239">281 654<span class="_ _10"> </span><span class="lsd3 ws23d">25%<span class="_ _ff"> </span><span class="ls0 ws0">%<span class="_ _a1"> </span>%<span class="_ _a3"> </span><span class="lsca ws234">100%<span class="_ _a5"> </span></span>%<span class="_ _84"> </span>%<span class="_ _82"> </span>%<span class="_ _84"> </span>T<span class="_ _ad"> </span>T<span class="_ _ae"> </span>T<span class="_ _ae"> </span>T<span class="_ _ad"> </span>T<span class="_ _ae"> </span>T<span class="_ _ad"> </span>T<span class="_ _fb"> </span></span>25%<span class="_ _101"> </span><span class="lsdb ws245">13%<span class="_ _90"> </span><span class="ls0 ws0">E</span></span></span></span></div><div class="t m7 x16e h79 yb23 ff27 fs33 fc4 sc0 lsd8 ws242">4.1.<span class="_ _6c"> </span><span class="lsd1 ws23b">Dostarczanie<span class="_ _6c"> </span>rozwiązań<span class="_ _102"> </span><span class="lsd0 ws23a">IT/OT<span class="_ _102"> </span></span>opartych<span class="_ _102"> </span><span class="lsd7 ws241">na<span class="_ _102"> </span></span>danych<span class="_ _6c"> </span><span class="lsd7 ws241">na<span class="_ _102"> </span><span class="lsd0 ws23a">potrzeby</span></span></span></div><div class="c xf5 yb13 w19 h78"><div class="t m7 x163 h79 yb16 ff27 fs33 fc4 sc0 lsd4 ws23e">ogra<span class="_ _0"></span>niczenia wy<span class="_ _0"></span>cieków</div></div><div class="t m7 x16f h79 yb24 ff27 fs33 fc4 sc0 lscb ws235">WTR 4.1<span class="_ _24"> </span><span class="lscf ws239">208<span class="_ _d4"> </span><span class="lsca ws234">0%<span class="_ _103"> </span><span class="ls0 ws0">%<span class="_ _a1"> </span>%<span class="_ _a3"> </span></span>100%<span class="_ _a5"> </span><span class="ls0 ws0">%<span class="_ _84"> </span>%<span class="_ _82"> </span>%<span class="_ _84"> </span>T<span class="_ _ad"> </span>T<span class="_ _ae"> </span>T<span class="_ _ad"> </span>T<span class="_ _ae"> </span>T<span class="_ _ad"> </span>T<span class="_ _ae"> </span>T<span class="_ _3e"> </span></span>0%<span class="_ _e4"> </span>0%<span class="_ _4f"> </span><span class="ls0 ws0">E</span></span></span></div><div class="t m7 x170 h76 yb25 ff26 fs33 fc4 sc0 lscd ws237">Obrót<span class="_ _f8"> </span><span class="lsca ws234">ze<span class="_ _104"> </span></span>zrównoważonej<span class="_ _f8"> </span><span class="lsce ws238">środowiskowo<span class="_ _f8"> </span><span class="lsca ws234">dzia<span class="_ _2"></span>łalności</span></span></div><div class="c x171 yb13 w1a h78"><div class="t m7 x168 h76 yb26 ff26 fs33 fc4 sc0 lscb ws235">(zgodnej</div><div class="t m7 x1b h76 yb27 ff26 fs33 fc4 sc0 ls0 ws0">z<span class="ff28"> </span><span class="lsc9 ws233">systematyką) (A.1)</span></div></div><div class="t m7 x172 h76 yb18 ff26 fs33 fc4 sc0 ls0 ws0"> <span class="_ _26"> </span><span class="lsdb ws245">925 165<span class="_ _10"> </span><span class="lsdc ws246">81%<span class="_ _1c"> </span></span></span><span class="ff27"> <span class="_ _f4"> </span> <span class="_ _f4"> </span> <span class="_ _f4"> </span> <span class="_ _f5"> </span> <span class="_ _f4"> </span> <span class="_ _f4"> </span> <span class="_ _b2"> </span></span><span class="lsdc ws246">81%<span class="_ _90"> </span><span class="lsd5 ws23f">37%</span></span></div><div class="t m7 xe2 h76 yb19 ff26 fs33 fc4 sc0 lscc ws236">A.2<span class="_ _7b"> </span><span class="lsca ws234">Działalność<span class="_ _ee"> </span><span class="lsc9 ws233">kwalifikująca<span class="_ _7b"> </span><span class="lsce ws238">się<span class="_ _7b"> </span><span class="lsdd ws247">do<span class="_ _7b"> </span></span></span>systematyk<span class="_ _2"></span>i,<span class="_ _7b"> </span></span>ale</span></div><div class="t m7 x173 h76 yb28 ff26 fs33 fc4 sc0 lscb ws235">niezrównow<span class="_ _2"></span>ażona<span class="_ _105"> </span><span class="lsce ws238">środowiskowo<span class="_ _105"> </span><span class="lsca ws234">(działalnoś<span class="_ _2"></span>ć<span class="_ _100"> </span></span></span>ni<span class="_ _2"></span>ezgodna</div><div class="t m7 x174 h76 yb19 ff26 fs33 fc4 sc0 ls0 ws0">z<span class="ff28"> </span><span class="lsc9 ws233">systematyką)</span></div><div class="t m7 x173 h76 yb18 ff27 fs33 fc4 sc0 ls0 ws0"> <span class="_ _f3"> </span> <span class="_ _40"> </span> <span class="_ _f4"> </span> <span class="_ _f4"> </span> <span class="_ _f2"> </span> <span class="_ _f2"> </span> <span class="_ _f4"> </span> <span class="_ _f4"> </span> <span class="_ _f5"> </span> <span class="_ _f4"> </span> <span class="_ _f4"> </span> <span class="_ _f4"> </span> <span class="_ _f5"> </span> <span class="_ _f4"> </span><span class="ff26"> <span class="_ _fd"> </span></span> <span class="_ _d3"> </span> <span class="_ _47"> </span> </div><div class="t m7 x107 h79 yb28 ff27 fs33 fc4 sc0 lsd7 ws241">4.9. Pr<span class="_ _0"></span>zesy<span class="_ _0"></span>ł i dystr<span class="_ _0"></span>ybucj<span class="_ _0"></span>a ener<span class="_ _0"></span>gii ele<span class="_ _0"></span>ktr<span class="_ _0"></span>yczne<span class="_ _0"></span>j<span class="_ _86"> </span><span class="lscb ws235">CCM 4.9<span class="_ _100"> </span><span class="lscf ws239">36 408<span class="_ _a8"> </span><span class="lsdb ws245">3%<span class="_ _4"> </span><span class="lsca ws234">100%<span class="_ _9d"> </span><span class="ls0 ws0">0<span class="ff29"> </span>%<span class="_ _a3"> </span>0<span class="ff29"> </span>%<span class="_ _a5"> </span>0<span class="ff29"> </span>%<span class="_ _a5"> </span>0<span class="ff29"> </span>%<span class="_ _f1"> </span>0<span class="ff29"> </span>%<span class="_ _3"> </span>T<span class="_ _ae"> </span>T<span class="_ _ae"> </span>T<span class="_ _ad"> </span>T<span class="_ _ae"> </span>T<span class="_ _ad"> </span>T<span class="_ _ae"> </span>T<span class="_ _3e"> </span></span></span>3%<span class="_ _63"> </span><span class="lsca ws234">0%<span class="_ _4f"> </span><span class="ls0 ws0">E</span></span></span></span></span></div><div class="t m7 xfc h76 yb29 ff26 fs33 fc4 sc0 lscd ws237">Obrót<span class="_ _9a"> </span><span class="ls0 ws0">z<span class="ff28"> </span><span class="lsca ws234">dział<span class="_ _2"></span>alności<span class="_ _9a"> </span><span class="lsc9 ws233">kwalifikując<span class="_ _2"></span>ej<span class="_ _9a"> </span><span class="lsce ws238">się<span class="_ _9a"> </span><span class="lsdd ws247">do<span class="_ _9a"> </span></span></span>systematyki,<span class="_ _9a"> </span></span>ale</span></span></div><div class="t m7 x175 h76 yb2a ff26 fs33 fc4 sc0 lscb ws235">niezrównow<span class="_ _2"></span>ażonej<span class="_ _106"> </span><span class="lsce ws238">środowiskowo<span class="_ _106"> </span><span class="lsca ws234">(działalnośc<span class="_ _2"></span>i<span class="_ _106"> </span></span></span>niezgodnej</div><div class="t m7 xff h76 yb2a ff26 fs33 fc4 sc0 ls0 ws0">z<span class="ff28"> </span><span class="lsc9 ws233">systematyką) (A.2)</span></div><div class="t m7 x175 h76 yb2b ff26 fs33 fc4 sc0 ls0 ws0"> <span class="_ _ff"> </span><span class="lsd5 ws23f">36 4<span class="_ _2"></span>08<span class="_ _f0"> </span>3%<span class="_ _ae"> </span></span> <span class="_ _f5"> </span> <span class="_ _f4"> </span> <span class="_ _f2"> </span> <span class="_ _107"> </span> <span class="_ _f4"> </span> <span class="_ _f5"> </span> <span class="_ _f4"> </span> <span class="_ _f5"> </span> <span class="_ _f4"> </span> <span class="_ _f5"> </span> <span class="_ _f4"> </span> <span class="_ _f5"> </span> <span class="_ _5e"> </span><span class="lsd5 ws23f">3%<span class="_ _8a"> </span></span>0%<span class="_ _e4"> </span> </div><div class="t m7 x176 h76 yb19 ff26 fs33 fc4 sc0 lsc9 ws233">Razem (A.1 + A.2)<span class="_ _108"> </span><span class="ls0 ws0"> <span class="_ _109"> </span><span class="lsd5 ws23f">961 57<span class="_ _2"></span>3<span class="_ _24"> </span><span class="lsde ws248">85%<span class="_ _10a"> </span>85%<span class="_ _10b"> </span></span>37%</span></span></div><div class="t m7 xe7 h76 yb28 ff26 fs33 fc4 sc0 lscc ws236">B. DZIAŁALNOŚĆ<span class="_ _2"></span> NIEKWALIFIKUJĄCA SIĘ DO SYSTEMATY<span class="_ _2"></span>KI</div><div class="t m7 x177 h7a yb2c ff26 fs34 fc0 sc0 lsdf ws249">cel 1<span class="_ _10"> </span><span class="ff27 lse0 ws24a">643 304<span class="_ _9"> </span><span class="lse1 ws24b">57%</span></span></div><div class="t m7 x127 h76 yb17 ff26 fs33 fc4 sc0 lsda ws244">Obrót z<span class="ff28 ls0 ws0"> </span><span class="lsc9 ws233">działalności niekwali<span class="_ _2"></span>fikującej się do sys<span class="_ _2"></span>tematyki (B)<span class="_ _47"> </span><span class="ls0 ws0"> <span class="_ _ff"> </span>175 601<span class="_ _9"> </span><span class="lsdc ws246">15%</span></span></span></div><div class="t m7 x178 h76 yb2d ff26 fs33 fc4 sc0 lsc9 ws233">Razem (A + B)<span class="_ _10c"> </span><span class="ls0 ws0"> <span class="_ _f0"> </span><span class="lsdc ws246">1 137 174<span class="_ _10d"> </span></span>100%</span></div><div class="t m7 x14a h7a yb2e ff26 fs34 fc0 sc0 lsdf ws249">cel 3<span class="_ _10"> </span><span class="ff27 lse2 ws24c">281 862<span class="_ _9"> </span><span class="lse1 ws24b">25%</span></span></div><div class="t m7 x179 h79 yb17 ff27 fs33 fc4 sc0 lsd2 ws23c">Sprzedaż<span class="_ _10e"> </span><span class="ls0 ws0"> <span class="_ _f4"> </span> <span class="_ _93"> </span> <span class="_ _89"> </span><span class="lsd1 ws23b">Kryteria dotyczące i<span class="_ _2"></span>stotnego wkładu</span></span></div><div class="c x45 yb2f w1b h7b"><div class="t m7 x160 h79 yb30 ff27 fs33 fc4 sc0 lsd1 ws23b">Kryteria dotyczące zasad<span class="_ _2"></span>y</div></div><div class="t m0 x17a h76 yb31 ff26 fs33 fc4 sc0 lsda ws244">Obrót (wartość </div><div class="t m0 x16 h76 yb32 ff26 fs33 fc4 sc0 lsca ws234">bezwzględna)<span class="_ _2"></span> </div><div class="t m0 x17b h76 yb33 ff26 fs33 fc4 sc0 lsd5 ws23f">(3)</div><div class="t m0 xc2 h76 yb34 ff26 fs33 fc4 sc0 lsc9 ws233">Część obrotu </div><div class="t m0 x17b h76 yb35 ff26 fs33 fc4 sc0 lsde ws248">(4)</div><div class="t m0 x63 h76 yb36 ff26 fs33 fc4 sc0 lsc9 ws233">Łagodzenie </div><div class="t m0 x16 h76 yb37 ff26 fs33 fc4 sc0 lsc9 ws233">zmian klimatu </div><div class="t m0 x17b h76 yb38 ff26 fs33 fc4 sc0 lsde ws248">(5)</div><div class="t m0 xc2 h76 yb39 ff26 fs33 fc4 sc0 lsc9 ws233">Adaptacja do </div><div class="t m0 x16 h76 yb3a ff26 fs33 fc4 sc0 lsc9 ws233">zmian klimatu </div><div class="t m0 x17b h76 yb3b ff26 fs33 fc4 sc0 lsde ws248">(6)</div><div class="t m0 x17c h76 yb3c ff26 fs33 fc4 sc0 lsc9 ws233">Zasoby wodne </div><div class="t m0 x17d h76 yb3d ff26 fs33 fc4 sc0 ls0 ws0">i<span class="ff28"> </span><span class="lsc9 ws233">morskie (7<span class="_ _2"></span>)</span></div><div class="t m0 x17d h76 yb3e ff26 fs33 fc4 sc0 lsc9 ws233">Gospodarka </div><div class="t m0 x88 h76 yb3f ff26 fs33 fc4 sc0 ls0 ws0">o<span class="ff28"> </span>obiegu </div><div class="t m0 x17a h76 yb40 ff26 fs33 fc4 sc0 lsc9 ws233">zamkniętym (8)</div><div class="t m0 x17e h76 yb41 ff26 fs33 fc4 sc0 lsca ws234">Zanieczys<span class="_ _2"></span>zczeni</div><div class="t m0 x7b h76 yb42 ff26 fs33 fc4 sc0 lsc9 ws233">e (9)</div><div class="c x7a yb43 w1c h7c"><div class="t m0 x17f h76 yb44 ff26 fs33 fc4 sc0 lscd ws237">Różnorodność </div></div><div class="t m0 x63 h76 yb45 ff26 fs33 fc4 sc0 lsca ws234">biologic<span class="_ _2"></span>zna </div><div class="t m0 xc2 h76 yb46 ff26 fs33 fc4 sc0 ls0 ws0">i<span class="ff28"> </span><span class="lsc9 ws233">ekosystemy </span></div><div class="t m0 x2b h76 yb47 ff26 fs33 fc4 sc0 ls0 ws0">(10)</div><div class="t m7 x2d h76 yb48 ff26 fs33 fc4 sc0 lsc9 ws233">Działalność gospodarcza (<span class="_ _2"></span>1)</div><div class="t m0 xc2 h76 yb49 ff26 fs33 fc4 sc0 lsc9 ws233">Kod lub kody </div><div class="t m0 x17b h76 yb4a ff26 fs33 fc4 sc0 lsde ws248">(2)</div><div class="c x180 yb2f w1d h7b"><div class="t m7 x160 h79 yb4b ff27 fs33 fc4 sc0 lsd7 ws241">„nie wyr<span class="_ _0"></span>ząd<span class="_ _0"></span>za pow<span class="_ _0"></span>ażnyc<span class="_ _0"></span>h szkód<span class="_ _0"></span>”</div></div><div class="t m7 x181 h76 yb4c ff26 fs33 fc4 sc0 lsdd ws247">Udział </div><div class="t m7 x7b h76 yb4d ff26 fs33 fc4 sc0 lscd ws237">procentowy </div><div class="t m7 x2d h76 yb4e ff26 fs33 fc4 sc0 lscd ws237">obrotu zgodnego </div><div class="t m7 x182 h76 yb4f ff26 fs33 fc4 sc0 ls0 ws0">z<span class="ff28"> </span><span class="lsc9 ws233">systematyką, </span></div><div class="t m7 x32 h76 yb50 ff26 fs33 fc4 sc0 lsdb ws245">rok 2022</div><div class="t m7 xc1 h76 yb51 ff26 fs33 fc4 sc0 lsc9 ws233">Kategoria </div><div class="t m7 x3d h76 yb52 ff26 fs33 fc4 sc0 lsca ws234">(działalnoś<span class="_ _2"></span>ć </div><div class="c x7a yb53 w1c h7d"><div class="t m7 x183 h76 yb54 ff26 fs33 fc4 sc0 lsc9 ws233">wspomagająca </div></div><div class="t m7 x31 h76 yb55 ff26 fs33 fc4 sc0 ls0 ws0">lub) (20)</div><div class="t m0 x17c h76 yb56 ff26 fs33 fc4 sc0 lsc9 ws233">Zasoby wodne </div><div class="t m0 xc2 h76 yb57 ff26 fs33 fc4 sc0 ls0 ws0">i<span class="ff28"> </span><span class="lsc9 ws233">morskie (13)</span></div><div class="c x7a yb58 w1c h7e"><div class="t m0 x168 h76 yb59 ff26 fs33 fc4 sc0 lsc9 ws233">Gospodarka </div></div><div class="t m0 x88 h76 yb5a ff26 fs33 fc4 sc0 ls0 ws0">o<span class="ff28"> </span>obiegu </div><div class="t m0 x17d h76 yb5b ff26 fs33 fc4 sc0 lsc9 ws233">zamkniętym </div><div class="t m0 x2b h76 yb5c ff26 fs33 fc4 sc0 lsdc ws246">(14)</div><div class="t m0 x17e h76 yb5d ff26 fs33 fc4 sc0 lsca ws234">Zanieczys<span class="_ _2"></span>zczeni</div><div class="t m0 xc3 h76 yb5e ff26 fs33 fc4 sc0 lsc9 ws233">e (15)</div><div class="c x7a yb5f w1c h7c"><div class="t m0 x17f h76 yb60 ff26 fs33 fc4 sc0 lscd ws237">Różnorodność </div></div><div class="t m0 x63 h76 yb61 ff26 fs33 fc4 sc0 lsca ws234">biologic<span class="_ _2"></span>zna </div><div class="t m0 xc2 h76 yb62 ff26 fs33 fc4 sc0 ls0 ws0">i<span class="ff28"> </span><span class="lsc9 ws233">ekosystemy </span></div><div class="t m0 x2b h76 yb63 ff26 fs33 fc4 sc0 lsdc ws246">(16)</div><div class="t m0 x7d h76 yb64 ff26 fs33 fc4 sc0 lscb ws235">Minimalne </div><div class="t m0 x17c h76 yb65 ff26 fs33 fc4 sc0 lsc9 ws233">gwarancje (17)</div><div class="t m7 x181 h76 yb66 ff26 fs33 fc4 sc0 lsdd ws247">Udział </div><div class="t m7 x7b h76 yb67 ff26 fs33 fc4 sc0 lscd ws237">procentowy </div><div class="t m7 x2d h76 yb68 ff26 fs33 fc4 sc0 lscd ws237">obrotu zgodnego </div><div class="t m7 x182 h76 yb69 ff26 fs33 fc4 sc0 ls0 ws0">z<span class="ff28"> </span></div><div class="c x7a yb6a w1c h7f"><div class="t m7 x1a h76 yb6b ff26 fs33 fc4 sc0 lsc9 ws233">systematyką, rok<span class="_ _2"></span> </div></div><div class="t m7 x32 h76 yb6c ff26 fs33 fc4 sc0 lsdb ws245">2023</div><div class="t m0 x63 h76 yb6d ff26 fs33 fc4 sc0 lsc9 ws233">Łagodzenie </div><div class="t m0 x16 h76 yb6e ff26 fs33 fc4 sc0 lsc9 ws233">zmian klimatu </div><div class="t m0 x184 h76 yb6f ff26 fs33 fc4 sc0 lsdc ws246">(11)</div><div class="t m0 xc2 h76 yb70 ff26 fs33 fc4 sc0 lsc9 ws233">Adaptacja do </div><div class="t m0 x16 h76 yb71 ff26 fs33 fc4 sc0 lsc9 ws233">zmian klimatu </div><div class="t m0 x2b h76 yb72 ff26 fs33 fc4 sc0 lsdc ws246">(12)</div><div class="t m7 x185 he yb73 ff7 fsa fc4 sc0 ls0 ws39">Obrot<span class="_ _0"></span>y Grupy Apa<span class="_ _0"></span>tor z działalno<span class="_ _0"></span>ści zrówno<span class="_ _0"></span>ważonej <span class="_ _0"></span>środo<span class="_ _0"></span>wisk<span class="_ _0"></span>owo <span class="_ _0"></span>w 2023 r<span class="_ _f"></span>.</div><div class="t m7 x14b h80 yb74 ff2a fs35 fc4 sc0 lse3 ws24d">CCM <span class="_ _10f"> </span><span class="ls0 ws0">57%<span class="_ _7a"> </span>60%</span></div><div class="t m7 x126 h80 yb75 ff2a fs35 fc4 sc0 lse3 ws24d">CCA<span class="_ _110"> </span><span class="ls0 ws0">0%<span class="_ _111"> </span>0%</span></div><div class="t m7 x186 h80 yb76 ff2a fs35 fc4 sc0 lse4 ws24e">WTR<span class="_ _112"> </span><span class="ls0 ws0">25%<span class="_ _7a"> </span>25%</span></div><div class="t m7 x187 h80 yb77 ff2a fs35 fc4 sc0 lse3 ws24d">CE <span class="_ _113"> </span><span class="ls0 ws0">0%<span class="_ _111"> </span>0%</span></div><div class="t m7 x188 h80 yb78 ff2a fs35 fc4 sc0 lse5 ws24f">PPC <span class="_ _110"> </span><span class="ls0 ws0">0%<span class="_ _111"> </span>0%</span></div><div class="c x189 yb79 w1e h81"><div class="t m7 x45 h80 yb7a ff2a fs35 fc4 sc0 lse6 ws250">BIO <span class="_ _114"> </span><span class="ls0 ws0">0%<span class="_ _111"> </span>0%</span></div></div><div class="c x189 yb7b w1f h82"><div class="t m7 x168 h83 yb7c ff2b fs35 fc4 sc0 ls0 ws0">Część obrotu/ Całkowity obrót</div></div><div class="t m7 x51 h83 yb7d ff2b fs35 fc4 sc0 ls0 ws0">Zgodność z sy<span class="_ _0"></span>stematyką w </div><div class="t m7 x71 h83 yb7e ff2b fs35 fc4 sc0 ls0 ws0">podziale na cele</div><div class="t m7 x51 h83 yb7f ff2b fs35 fc4 sc0 ls0 ws0">Kwalifikowanie się do </div><div class="t m7 x71 h83 yb80 ff2b fs35 fc4 sc0 lse4 ws24e">systematy<span class="_ _0"></span>ki w podziale na cele</div><div class="t m2 x12 hc y9b2 ff8 fs9 fc0 sc0 lsb9 ws130">ENVIRONMENT<span class="_ _1"></span>AL - Wpływ na <span class="_ _2"></span>śr<span class="_ _0"></span>odowisk<span class="_ _0"></span>o</div></div><div class="pi" ></div></div><div id="pf5e" class="pf w0 h0" ><div class="pc pc5e w0 h0"><img class="bi x0 yb81 w6 h84" alt="" src="data:image/png;base64,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"/><div class="t m0 x7f ha y32 ff6 fs7 fc3 sc0 ls0 ws0">94</div><div class="t m7 x185 he yb82 ff7 fsa fc4 sc0 ls0 ws39">CAPEX Grup<span class="_ _0"></span>y Apat<span class="_ _0"></span>or związan<span class="_ _0"></span>y z nakładami na inwest<span class="_ _0"></span>ycj<span class="_ _0"></span>e zrównow<span class="_ _0"></span>ażone ś<span class="_ _0"></span>rodowisk<span class="_ _1"></span>owo w 2023 r<span class="_ _f"></span>.</div><div class="c x59 yb83 w14 h85"><div class="t m7 x160 h86 yb84 ff2c fs36 fc4 sc0 lsc9 ws233">Kategoria</div></div><div class="c x7b yb85 w13 h87"><div class="t m7 x160 h86 yb86 ff2c fs36 fc4 sc0 lsca ws234">(„działalnoś<span class="_ _2"></span>ć<span class="_ _ee"> </span><span class="lse7 ws251">na</span></div><div class="t m7 x5a h86 yb86 ff2c fs36 fc4 sc0 lsc9 ws233">rzecz przejścia”)</div></div><div class="t m7 x18a h86 yb87 ff2c fs36 fc4 sc0 ls0 ws0">-21</div><div class="c xdd yb83 w12 h85"><div class="t m7 x160 h86 yb88 ff2c fs36 fc4 sc0 ls0 ws0"> <span class="_ _ef"> </span><span class="fc18"> <span class="_ _a8"> </span><span class="lse7 ws251">tys. PL<span class="_ _2"></span>N<span class="_ _f0"> </span></span>%<span class="_ _84"> </span>%<span class="_ _103"> </span>%<span class="_ _a1"> </span>%<span class="_ _d4"> </span>%<span class="_ _d4"> </span>%<span class="_ _a1"> </span>%<span class="_ _26"> </span><span class="lse8 ws252">T/N<span class="_ _4"> </span>T/N<span class="_ _f1"> </span>T/N<span class="_ _f1"> </span>T/N<span class="_ _4"> </span>T/<span class="_ _2"></span>N<span class="_ _4"> </span>T/N<span class="_ _f1"> </span>T/N<span class="_ _d4"> </span><span class="lse7 ws251">Proc<span class="_ _2"></span>ent<span class="_ _f2"> </span>Procent<span class="_ _b2"> </span></span></span>E<span class="_ _a0"> </span>T</span></div></div><div class="c x27 yb83 w20 h85"><div class="t m7 x18b h86 yb88 ff2c fs36 fc4 sc0 lse8 ws252">A. DZIAŁALNOŚĆ<span class="_ _2"></span> KWALIFIKUJĄCA SIĘ DO SYS<span class="_ _2"></span>TEMATYKI<span class="_ _8a"> </span><span class="ls0 ws0"> <span class="_ _f3"> </span><span class="ff2d"> <span class="_ _40"> </span> <span class="_ _f4"> </span> <span class="_ _f4"> </span> <span class="_ _f2"> </span> <span class="_ _f2"> </span> <span class="_ _f4"> </span> <span class="_ _f4"> </span> <span class="_ _f5"> </span> <span class="_ _f4"> </span> <span class="_ _f4"> </span> <span class="_ _f4"> </span> <span class="_ _f5"> </span> <span class="_ _f4"> </span></span> <span class="_ _fd"> </span><span class="ff2d"> <span class="_ _d3"> </span> <span class="_ _a1"> </span></span> </span></div></div><div class="c x18c yb83 w21 h88"><div class="t m7 x18b h86 yb88 ff2c fs36 fc4 sc0 lse8 ws252">A.1.<span class="_ _6b"> </span><span class="lsca ws234">Rod<span class="_ _2"></span>zaje<span class="_ _6b"> </span>dział<span class="_ _2"></span>alności<span class="_ _6b"> </span><span class="lse9 ws253">zrów<span class="_ _2"></span>noważonej<span class="_ _6c"> </span><span class="lsea ws254">środowiskowo<span class="_ _6b"> </span><span class="lse7 ws251">(<span class="_ _2"></span>zgodna</span></span></span></span></div><div class="t m7 x163 h86 yb89 ff2c fs36 fc4 sc0 ls0 ws0">z<span class="ff2e"> </span><span class="lsc9 ws233">systematyką)</span></div></div><div class="t m7 x75 h86 yb8a ff2c fs36 fc4 sc0 ls0 ws0"> <span class="_ _f3"> </span><span class="ff2d"> <span class="_ _b2"> </span> <span class="_ _f2"> </span> <span class="_ _f5"> </span> <span class="_ _f4"> </span> <span class="_ _f2"> </span> <span class="_ _f2"> </span> <span class="_ _f4"> </span> <span class="_ _f4"> </span> <span class="_ _f5"> </span> <span class="_ _f4"> </span> <span class="_ _f4"> </span> <span class="_ _f4"> </span> <span class="_ _f5"> </span> <span class="_ _f4"> </span></span> <span class="_ _fd"> </span><span class="ff2d"> <span class="_ _d3"> </span> <span class="_ _a1"> </span></span> </div><div class="t m7 x18d h89 yb8b ff2d fs36 fc4 sc0 lseb ws255">3.20.<span class="_ _32"> </span><span class="lsec ws256">Produk<span class="_ _2"></span>cja,<span class="_ _32"> </span><span class="lsed ws257">instalacj<span class="_ _2"></span>a<span class="_ _32"> </span><span class="ls0 ws0">i<span class="_ _32"> </span><span class="lsca ws234">serwisowanie<span class="_ _32"> </span><span class="lse8 ws252">urządzeń<span class="_ _32"> </span><span class="lsee ws258">elektrycznych</span></span></span></span></span></span></div><div class="t m7 x18e h89 yb8c ff2d fs36 fc4 sc0 lsef ws259">wysokiego,<span class="_ _32"> </span><span class="lsee ws258">średn<span class="_ _2"></span>iego<span class="_ _6b"> </span><span class="ls0 ws0">i<span class="_ _32"> </span><span class="lseb ws255">niski<span class="_ _2"></span>ego<span class="_ _6b"> </span><span class="lsf0 ws25a">napięcia<span class="_ _6b"> </span><span class="lse7 ws251">służących<span class="_ _32"> </span><span class="lsca ws234">do<span class="_ _6b"> </span><span class="lsf1 ws25b">przes<span class="_ _2"></span>yłu<span class="_ _6b"> </span></span></span></span></span></span>i</span></span></div><div class="t m7 xed h89 yb8b ff2d fs36 fc4 sc0 lsca ws234">dystrybucji<span class="_ _2a"> </span><span class="lsee ws258">en<span class="_ _2"></span>ergii<span class="_ _2b"> </span>elektrycznej<span class="_ _2"></span>,<span class="_ _2a"> </span><span class="lsec ws256">k<span class="_ _2"></span>tóre<span class="_ _2a"> </span><span class="lsed ws257">poci<span class="_ _2"></span>ągają<span class="_ _2a"> </span><span class="lse8 ws252">za<span class="_ _2b"> </span><span class="lsef ws259">sobą<span class="_ _2b"> </span><span class="lsf2 ws25c">lub<span class="_ _2b"> </span><span class="lsf0 ws25a">um<span class="_ _0"></span>ożliw<span class="_ _0"></span>iają</span></span></span></span></span></span></span></div><div class="t m7 x18f h89 yb8b ff2d fs36 fc4 sc0 lsf3 ws25d">istot<span class="_ _0"></span>ny wkład<span class="_ _0"></span> w łagod<span class="_ _0"></span>zenie<span class="_ _0"></span> zmian kl<span class="_ _0"></span>imat<span class="_ _0"></span>u</div><div class="t m7 xef h89 yb8d ff2d fs36 fc4 sc0 lse7 ws251">CCM 3.20<span class="_ _f9"> </span><span class="ls0 ws0">1 3<span class="_ _2"></span>94<span class="_ _ff"> </span><span class="lsf4 ws25e">4%<span class="_ _4"> </span><span class="lsca ws234">1<span class="_ _2"></span>00%<span class="_ _f1"> </span></span></span>%<span class="_ _82"> </span>%<span class="_ _84"> </span>%<span class="_ _84"> </span>%<span class="_ _82"> </span>%<span class="_ _84"> </span>T<span class="_ _ad"> </span>T<span class="_ _ae"> </span>T<span class="_ _ad"> </span>T<span class="_ _ae"> </span>T<span class="_ _ae"> </span>T<span class="_ _ad"> </span>T<span class="_ _a9"> </span><span class="lsf4 ws25e">4%<span class="_ _63"> </span><span class="lsf5 ws25f">3%<span class="_ _4f"> </span></span></span>E</span></div><div class="t m7 x5d h89 yb8b ff2d fs36 fc4 sc0 lsd8 ws242">3.5<span class="_ _9c"> </span><span class="lsec ws256">Prod<span class="_ _2"></span>ukcja<span class="_ _f8"> </span>sprzętu<span class="_ _f8"> </span><span class="lsee ws258">zwięk<span class="_ _2"></span>szającego<span class="_ _f8"> </span>efektywn<span class="_ _2"></span>ość<span class="_ _9c"> </span>en<span class="_ _2"></span>ergetyczną</span></span></div><div class="t m7 xa h89 yb8e ff2d fs36 fc4 sc0 lsca ws234">budynków</div><div class="t m7 x132 h89 yb8f ff2d fs36 fc4 sc0 lse7 ws251">CCM 3.5<span class="_ _115"> </span><span class="lseb ws255">2 286<span class="_ _ff"> </span>6%<span class="_ _4"> </span><span class="lsca ws234">100%<span class="_ _a3"> </span><span class="ls0 ws0">%<span class="_ _a1"> </span>%<span class="_ _84"> </span>%<span class="_ _84"> </span>%<span class="_ _82"> </span>%<span class="_ _f7"> </span>T<span class="_ _ae"> </span>T<span class="_ _ad"> </span>T<span class="_ _ae"> </span>T<span class="_ _ad"> </span>T<span class="_ _ae"> </span>T<span class="_ _ad"> </span>T<span class="_ _a9"> </span></span></span>6%<span class="_ _e4"> </span><span class="lsca ws234">0%<span class="_ _4f"> </span><span class="ls0 ws0">E</span></span></span></div><div class="c xae yb83 w22 h85"><div class="t m7 x168 h89 yb88 ff2d fs36 fc4 sc0 lsef ws259">4.1. <span class="_ _2"></span>Produkcja ee z wy<span class="_ _2"></span>korzystaniem tech<span class="_ _2"></span>nologii f<span class="_ _2"></span>otowoltaicznej<span class="_ _4b"> </span><span class="lse7 ws251">CCM 4.1<span class="_ _10"> </span><span class="lseb ws255">226<span class="_ _f7"> </span><span class="lsf0 ws25a">1%<span class="_ _a3"> </span><span class="lsca ws234">100%<span class="_ _f1"> </span><span class="ls0 ws0">%<span class="_ _82"> </span>%<span class="_ _84"> </span>%<span class="_ _84"> </span>%<span class="_ _82"> </span>%<span class="_ _84"> </span>T<span class="_ _ad"> </span>T<span class="_ _ae"> </span>T<span class="_ _ad"> </span>T<span class="_ _ae"> </span>T<span class="_ _ad"> </span>T<span class="_ _ae"> </span>T<span class="_ _5e"> </span></span></span>1%<span class="_ _63"> </span><span class="lsca ws234">0%</span></span></span></span></div></div><div class="t m7 xa3 h89 yb90 ff2d fs36 fc4 sc0 lsf3 ws25d">4.9. Pr<span class="_ _0"></span>zesy<span class="_ _0"></span>ł i dystr<span class="_ _0"></span>ybucj<span class="_ _0"></span>a ener<span class="_ _0"></span>gii ele<span class="_ _0"></span>ktr<span class="_ _0"></span>yczne<span class="_ _0"></span>j<span class="_ _86"> </span><span class="lse7 ws251">CCM 4.9<span class="_ _116"> </span><span class="lseb ws255">4 624<span class="_ _26"> </span>12%<span class="_ _10"> </span><span class="lsca ws234">100%<span class="_ _f1"> </span><span class="ls0 ws0">%<span class="_ _82"> </span>%<span class="_ _84"> </span>%<span class="_ _84"> </span>%<span class="_ _82"> </span>%<span class="_ _84"> </span>T<span class="_ _ad"> </span>T<span class="_ _ae"> </span>T<span class="_ _ae"> </span>T<span class="_ _ad"> </span>T<span class="_ _ae"> </span>T<span class="_ _ad"> </span>T<span class="_ _b0"> </span></span></span>12%<span class="_ _8a"> </span><span class="lsef ws259">5%<span class="_ _4f"> </span><span class="ls0 ws0">E</span></span></span></span></div><div class="t m7 xa1 h89 yb90 ff2d fs36 fc4 sc0 lsf3 ws25d">4.10 Mag<span class="_ _0"></span>azyno<span class="_ _0"></span>wanie<span class="_ _0"></span> energ<span class="_ _0"></span>ii ele<span class="_ _0"></span>ktry<span class="_ _0"></span>cznej<span class="_ _79"> </span><span class="lse7 ws251">CCM 4.10<span class="_ _f1"> </span><span class="ls0 ws0">0<span class="_ _f4"> </span><span class="lsca ws234">0%<span class="_ _4"> </span>100%<span class="_ _a3"> </span></span>%<span class="_ _a1"> </span>%<span class="_ _84"> </span>%<span class="_ _84"> </span>%<span class="_ _82"> </span>%<span class="_ _f7"> </span>T<span class="_ _ae"> </span>T<span class="_ _ad"> </span>T<span class="_ _ae"> </span>T<span class="_ _ad"> </span>T<span class="_ _ae"> </span>T<span class="_ _ae"> </span>T<span class="_ _5e"> </span><span class="lsca ws234">0%<span class="_ _8a"> </span>0%<span class="_ _4f"> </span></span>E</span></span></div><div class="t m7 xc h89 yb90 ff2d fs36 fc4 sc0 lsed ws257">4.16 In<span class="_ _2"></span>stalacja i eksp<span class="_ _2"></span>loatacja elektrycznych p<span class="_ _2"></span>omp ciepła<span class="_ _5b"> </span><span class="lse7 ws251">CCM <span class="_ _2"></span>4.16<span class="_ _fc"> </span><span class="lsef ws259">567<span class="_ _f7"> </span><span class="lseb ws255">2%<span class="_ _4"> </span><span class="lsca ws234">1<span class="_ _2"></span>00%<span class="_ _f1"> </span><span class="ls0 ws0">%<span class="_ _82"> </span>%<span class="_ _84"> </span>%<span class="_ _84"> </span>%<span class="_ _82"> </span>%<span class="_ _84"> </span>T<span class="_ _ad"> </span>T<span class="_ _ae"> </span>T<span class="_ _ad"> </span>T<span class="_ _ae"> </span>T<span class="_ _ae"> </span>T<span class="_ _ad"> </span>T<span class="_ _3e"> </span></span></span>2%<span class="_ _e4"> </span><span class="lsca ws234">0%<span class="_ _4f"> </span><span class="ls0 ws0">E</span></span></span></span></span></div><div class="t m7 x190 h89 yb90 ff2d fs36 fc4 sc0 lsf6 ws260">7.5 <span class="lsed ws257">Mon<span class="_ _2"></span>taż, <span class="lsf1 ws25b">kon<span class="_ _2"></span>serwacj<span class="_ _2"></span>a <span class="ls0 ws0">i<span class="_ _2a"> </span></span></span>naprawa <span class="lsec ws256">in<span class="_ _2"></span>strumentów<span class="_ _2a"> </span><span class="ls0 ws0">i <span class="lse8 ws252">urządzeń <span class="lsca ws234">do <span class="lsf1 ws25b">p<span class="_ _2"></span>omiaru,</span></span></span></span></span></span></div><div class="t m7 x13f h89 yb91 ff2d fs36 fc4 sc0 lsf3 ws25d">reg<span class="_ _0"></span>ula<span class="_ _0"></span>cji i kontr<span class="_ _0"></span>oli ch<span class="_ _0"></span>ara<span class="_ _0"></span>kter<span class="_ _0"></span>ysty<span class="_ _0"></span>ki ener<span class="_ _0"></span>get<span class="_ _0"></span>yczne<span class="_ _0"></span>j budynk<span class="_ _0"></span>u</div><div class="t m7 x191 h89 yb92 ff2d fs36 fc4 sc0 lse7 ws251">CCM 7.5<span class="_ _116"> </span><span class="lsf6 ws260">4<span class="_ _2"></span> 839<span class="_ _26"> </span><span class="lsf5 ws25f">13%<span class="_ _24"> </span><span class="lsca ws234">100%<span class="_ _a3"> </span><span class="ls0 ws0">%<span class="_ _a1"> </span>%<span class="_ _84"> </span>%<span class="_ _84"> </span>%<span class="_ _82"> </span>%<span class="_ _f7"> </span>T<span class="_ _ae"> </span>T<span class="_ _ad"> </span>T<span class="_ _ae"> </span>T<span class="_ _ad"> </span>T<span class="_ _ae"> </span>T<span class="_ _ad"> </span>T<span class="_ _b0"> </span></span></span>13%<span class="_ _fd"> </span><span class="lsca ws234">0%<span class="_ _4f"> </span><span class="ls0 ws0">E</span></span></span></span></div><div class="t m7 x139 h89 yb90 ff2d fs36 fc4 sc0 lsf6 ws260">8.2<span class="_ _2b"> </span><span class="ls0 ws0">-<span class="_ _2b"> </span><span class="lsec ws256">Opa<span class="_ _2"></span>rte<span class="_ _2b"> </span><span class="lsf3 ws25d">na<span class="_ _2b"> </span><span class="lsed ws257">danych<span class="_ _36"> </span>rozwiązani<span class="_ _2"></span>a<span class="_ _2b"> </span></span>na<span class="_ _2b"> </span></span>potrz<span class="_ _2"></span>eby<span class="_ _2b"> </span>redukcj<span class="_ _2"></span>i<span class="_ _2b"> </span><span class="lsf0 ws25a">emisji<span class="_ _2b"> </span><span class="lsef ws259">gazów</span></span></span></span></div><div class="t m7 x11a h89 yb91 ff2d fs36 fc4 sc0 lsed ws257">cieplarnian<span class="_ _2"></span>ych</div><div class="t m7 x11c h89 yb93 ff2d fs36 fc4 sc0 lse7 ws251">CCM 8.2<span class="_ _24"> </span><span class="lseb ws255">295<span class="_ _f7"> </span><span class="lsf0 ws25a">1%<span class="_ _a3"> </span><span class="lsca ws234">100%<span class="_ _f1"> </span><span class="ls0 ws0">%<span class="_ _82"> </span>%<span class="_ _84"> </span>%<span class="_ _84"> </span>%<span class="_ _82"> </span>%<span class="_ _84"> </span>T<span class="_ _ad"> </span>T<span class="_ _ae"> </span>T<span class="_ _ad"> </span>T<span class="_ _ae"> </span>T<span class="_ _ad"> </span>T<span class="_ _ae"> </span>T<span class="_ _5e"> </span></span></span>1%<span class="_ _5f"> </span>1%<span class="_ _5d"> </span><span class="ls0 ws0">E</span></span></span></div><div class="t m7 xde h89 yb94 ff2d fs36 fc4 sc0 lsf0 ws25a">1.1.<span class="_ _2b"> </span><span class="lsec ws256">Produkcj<span class="_ _2"></span>a,<span class="_ _2b"> </span><span class="lsed ws257">ins<span class="_ _2"></span>talacja<span class="_ _2b"> </span><span class="ls0 ws0">i<span class="_ _2b"> </span></span>związan<span class="_ _2"></span>e<span class="_ _2b"> </span><span class="ls0 ws0">z<span class="_ _2b"> </span></span>tym<span class="_ _2b"> </span><span class="lsf2 ws25c">usługi<span class="_ _2b"> </span></span>doty<span class="_ _2"></span>czące<span class="_ _2b"> </span><span class="lsef ws259">technologii</span></span></span></div><div class="t m7 xfa h89 yb90 ff2d fs36 fc4 sc0 lsef ws259">kontroli<span class="_ _2b"> </span><span class="lsee ws258">wycieków<span class="_ _2b"> </span><span class="lsf0 ws25a">umożl<span class="_ _0"></span>iwiające<span class="_ _2a"> </span>ogra<span class="_ _0"></span>niczenie<span class="_ _2a"> </span><span class="lsee ws258">wycieków<span class="_ _2b"> </span><span class="ls0 ws0">i<span class="_ _2b"> </span><span class="lsed ws257">zapobiegan<span class="_ _2"></span>ie</span></span></span></span></span></div><div class="t m7 x46 h89 yb95 ff2d fs36 fc4 sc0 lsed ws257">im w sys<span class="_ _2"></span>temach zaopatrzenia w w<span class="_ _2"></span>odę</div><div class="t m7 xfa h89 yb96 ff2d fs36 fc4 sc0 lse7 ws251">WTR 1.1<span class="_ _116"> </span><span class="ls0 ws0">13 943<span class="_ _a6"> </span><span class="lsf6 ws260">37%<span class="_ _ff"> </span></span>%<span class="_ _a1"> </span>%<span class="_ _a3"> </span><span class="lsca ws234">100%<span class="_ _a5"> </span></span>%<span class="_ _84"> </span>%<span class="_ _82"> </span>%<span class="_ _84"> </span>T<span class="_ _ad"> </span>T<span class="_ _ae"> </span>T<span class="_ _ad"> </span>T<span class="_ _ae"> </span>T<span class="_ _ad"> </span>T<span class="_ _ae"> </span>T<span class="_ _b0"> </span><span class="lsf6 ws260">37%<span class="_ _90"> </span><span class="lseb ws255">26%<span class="_ _90"> </span></span></span>E</span></div><div class="c x16f yb83 w23 h88"><div class="t m7 x18b h89 yb88 ff2d fs36 fc4 sc0 lsd8 ws242">4.1.<span class="_ _102"> </span><span class="lsed ws257">Dostarczan<span class="_ _2"></span>ie<span class="_ _102"> </span>rozwiązań<span class="_ _102"> </span><span class="lsec ws256">IT/OT<span class="_ _102"> </span></span>opartyc<span class="_ _2"></span>h<span class="_ _102"> </span><span class="lsf3 ws25d">na<span class="_ _102"> </span></span>danych<span class="_ _102"> </span><span class="lsf3 ws25d">na<span class="_ _102"> </span><span class="lsec ws256">potrzeby</span></span></span></div><div class="t m7 x163 h89 yb89 ff2d fs36 fc4 sc0 lsf0 ws25a">ogra<span class="_ _0"></span>niczenia wy<span class="_ _0"></span>cieków</div></div><div class="t m7 x4f h89 yb97 ff2d fs36 fc4 sc0 lse7 ws251">WTR 4.1<span class="_ _10"> </span><span class="lsef ws259">957<span class="_ _84"> </span><span class="lsf5 ws25f">3%<span class="_ _103"> </span><span class="ls0 ws0">%<span class="_ _82"> </span>%<span class="_ _a3"> </span><span class="lsca ws234">100%<span class="_ _a5"> </span></span>%<span class="_ _84"> </span>%<span class="_ _82"> </span>%<span class="_ _84"> </span>T<span class="_ _ad"> </span>T<span class="_ _ae"> </span>T<span class="_ _ae"> </span>T<span class="_ _ad"> </span>T<span class="_ _ae"> </span>T<span class="_ _ad"> </span>T<span class="_ _3e"> </span></span>3%<span class="_ _47"> </span><span class="ls0 ws0">0<span class="_ _5f"> </span>E</span></span></span></div><div class="t m7 x192 h86 yb98 ff2c fs36 fc4 sc0 lse9 ws253">Obrót<span class="_ _f8"> </span><span class="lsca ws234">ze<span class="_ _104"> </span></span>zrównoważonej<span class="_ _f8"> </span><span class="lsea ws254">środowiskowo<span class="_ _f8"> </span><span class="lsca ws234">dzia<span class="_ _2"></span>łalności<span class="_ _f8"> </span><span class="lse7 ws251">(<span class="_ _2"></span>zgodnej</span></span></span></div><div class="t m7 x193 h86 yb98 ff2c fs36 fc4 sc0 ls0 ws0">z<span class="ff2e"> </span><span class="lsc9 ws233">systematyką) (A.1)</span></div><div class="t m7 x83 h86 yb99 ff2c fs36 fc4 sc0 ls0 ws0"> <span class="_ _103"> </span><span class="lsf1 ws25b">29 133<span class="_ _a3"> </span><span class="lsf4 ws25e">78%<span class="_ _1c"> </span></span></span><span class="ff2d"> <span class="_ _f4"> </span> <span class="_ _f4"> </span> <span class="_ _f4"> </span> <span class="_ _f4"> </span> <span class="_ _f5"> </span> <span class="_ _f4"> </span> <span class="_ _b0"> </span></span><span class="lsf4 ws25e">78%<span class="_ _10b"> </span><span class="lsf1 ws25b">36%</span></span></div><div class="t m7 x194 h86 yb98 ff2c fs36 fc4 sc0 lse8 ws252">A.2<span class="_ _7b"> </span><span class="lsca ws234">Działalność<span class="_ _ee"> </span><span class="lsc9 ws233">kwalifikująca<span class="_ _7b"> </span><span class="lsea ws254">się<span class="_ _7b"> </span><span class="lsf7 ws261">do<span class="_ _7b"> </span></span></span>systematyk<span class="_ _2"></span>i,<span class="_ _7b"> </span></span>ale</span></div><div class="t m7 x140 h86 yb9a ff2c fs36 fc4 sc0 lse7 ws251">niezrównow<span class="_ _2"></span>ażona<span class="_ _105"> </span><span class="lsea ws254">środowiskowo<span class="_ _105"> </span><span class="lsca ws234">(działalnoś<span class="_ _2"></span>ć<span class="_ _100"> </span></span></span>ni<span class="_ _2"></span>ezgodna</div><div class="t m7 x21 h86 yb98 ff2c fs36 fc4 sc0 ls0 ws0">z<span class="ff2e"> </span><span class="lsc9 ws233">systematyką)</span></div><div class="t m7 x140 h86 yb99 ff2d fs36 fc4 sc0 ls0 ws0"> <span class="_ _f3"> </span> <span class="_ _40"> </span> <span class="_ _f4"> </span> <span class="_ _f4"> </span> <span class="_ _f2"> </span> <span class="_ _f2"> </span> <span class="_ _f4"> </span> <span class="_ _f4"> </span> <span class="_ _f5"> </span> <span class="_ _f4"> </span> <span class="_ _f4"> </span> <span class="_ _f4"> </span> <span class="_ _f5"> </span> <span class="_ _f4"> </span><span class="ff2c"> <span class="_ _fd"> </span></span> <span class="_ _d3"> </span> <span class="_ _47"> </span> </div><div class="t m7 xf7 h89 yb98 ff2d fs36 fc4 sc0 lsf3 ws25d">4.9. Pr<span class="_ _0"></span>zesy<span class="_ _0"></span>ł i dystr<span class="_ _0"></span>ybucj<span class="_ _0"></span>a ener<span class="_ _0"></span>gii ele<span class="_ _0"></span>ktr<span class="_ _0"></span>yczne<span class="_ _0"></span>j<span class="_ _86"> </span><span class="lse7 ws251">CCM 4.9<span class="_ _10"> </span><span class="lseb ws255">126<span class="_ _84"> </span><span class="lsca ws234">0%<span class="_ _4"> </span>100%<span class="_ _9d"> </span><span class="ls0 ws0">0<span class="ff2f"> </span>%<span class="_ _a3"> </span>0<span class="ff2f"> </span>%<span class="_ _a5"> </span>0<span class="ff2f"> </span>%<span class="_ _a6"> </span>0<span class="ff2f"> </span>%<span class="_ _a3"> </span>0<span class="ff2f"> </span>%<span class="_ _ff"> </span>T<span class="_ _ad"> </span>T<span class="_ _ae"> </span>T<span class="_ _ad"> </span>T<span class="_ _ae"> </span>T<span class="_ _ae"> </span>T<span class="_ _ad"> </span>T<span class="_ _a9"> </span></span>0%<span class="_ _e4"> </span>0%<span class="_ _4f"> </span><span class="ls0 ws0">E</span></span></span></span></div><div class="t m7 xfd h86 yb9b ff2c fs36 fc4 sc0 lsc9 ws233">Capex<span class="_ _9a"> </span><span class="ls0 ws0">z<span class="ff2e"> </span><span class="lsca ws234">działalności<span class="_ _9a"> </span></span></span>kwali<span class="_ _2"></span>fikującej<span class="_ _9a"> </span><span class="lsea ws254">się<span class="_ _9a"> </span><span class="lsf7 ws261">do<span class="_ _9a"> </span></span></span>systematyki,<span class="_ _9a"> </span><span class="lsca ws234">ale</span></div><div class="t m7 x12c h86 yb9b ff2c fs36 fc4 sc0 lse7 ws251">niezrównow<span class="_ _2"></span>ażonej<span class="_ _106"> </span><span class="lsea ws254">środowiskowo<span class="_ _106"> </span><span class="lsca ws234">(działalnośc<span class="_ _2"></span>i<span class="_ _106"> </span></span></span>niezgodnej</div><div class="t m7 x9b h86 yb9b ff2c fs36 fc4 sc0 ls0 ws0">z<span class="ff2e"> </span><span class="lsc9 ws233">systematyką) (A.2)</span></div><div class="t m7 x12c h86 yb9c ff2c fs36 fc4 sc0 ls0 ws0"> <span class="_ _117"> </span><span class="lsdc ws246">126<span class="_ _84"> </span></span>0%<span class="_ _ae"> </span> <span class="_ _f5"> </span> <span class="_ _f4"> </span> <span class="_ _f2"> </span> <span class="_ _107"> </span> <span class="_ _f4"> </span> <span class="_ _f5"> </span> <span class="_ _f4"> </span> <span class="_ _f5"> </span> <span class="_ _f4"> </span> <span class="_ _f5"> </span> <span class="_ _f4"> </span> <span class="_ _f5"> </span> <span class="_ _5e"> </span>0%<span class="_ _8a"> </span>0%<span class="_ _8a"> </span> </div><div class="c x195 yb83 w24 h85"><div class="t m7 x168 h86 yb88 ff2c fs36 fc4 sc0 lsc9 ws233">Razem (A.1 + A.2)<span class="_ _108"> </span><span class="ls0 ws0"> <span class="_ _3"> </span><span class="lsf5 ws25f">29 259<span class="_ _9"> </span><span class="lsf4 ws25e">78%<span class="_ _10a"> </span>78%<span class="_ _10b"> </span><span class="lsf1 ws25b">36%</span></span></span></span></div></div><div class="t m7 x157 h86 yb90 ff2c fs36 fc4 sc0 lse8 ws252">B. DZIAŁALNOŚĆ<span class="_ _2"></span> NIEKWALIFIKUJĄCA SIĘ DO SYSTEMATY<span class="_ _2"></span>KI</div><div class="t m7 x157 h8a yb9d ff2c fs37 fc0 sc0 lsf8 ws262">cel 1</div><div class="t m7 x23 h86 yb90 ff2c fs36 fc4 sc0 lsc9 ws233">Capex z<span class="ff2e ls0 ws0"> </span>działalności niekwali<span class="_ _2"></span>fikującej się do sys<span class="_ _2"></span>tematyki (B)<span class="_ _a0"> </span><span class="ls0 ws0"> <span class="_ _84"> </span></span>8 162<span class="_ _a8"> </span><span class="lsf5 ws25f">22%<span class="_ _118"> </span><span class="ff2d fc0 lseb ws255">14 232<span class="_ _24"> </span><span class="lsf6 ws260">3<span class="_ _2"></span>8%</span></span></span></div><div class="c xb9 yb83 w14 h85"><div class="t m7 x160 h86 yb88 ff2c fs36 fc4 sc0 lsc9 ws233">Razem (A + B)<span class="_ _10c"> </span><span class="ls0 ws0"> <span class="_ _103"> </span><span class="lsf1 ws25b">37 421<span class="_ _9"> </span></span>100%<span class="_ _7a"> </span><span class="ff2d fc0 lsee ws258">cel 3</span></span></div></div><div class="t m7 x196 h89 yb90 ff2d fs36 fc4 sc0 lsee ws258">Capex<span class="_ _bd"> </span><span class="ls0 ws0"> <span class="_ _f5"> </span> <span class="_ _93"> </span> <span class="_ _89"> </span><span class="lsed ws257">Kryteria dotyczące istotn<span class="_ _2"></span>ego wkładu</span></span></div><div class="c x5e yb9e w25 h8b"><div class="t m7 x160 h89 yb9f ff2d fs36 fc4 sc0 lsed ws257">Kryteria dotyczące zasad<span class="_ _2"></span>y</div></div><div class="c x197 yb9e w1d h8b"><div class="t m7 x160 h89 yba0 ff2d fs36 fc4 sc0 lsf3 ws25d">„nie wyr<span class="_ _0"></span>ząd<span class="_ _0"></span>za pow<span class="_ _0"></span>ażnyc<span class="_ _0"></span>h szkód<span class="_ _0"></span>”</div></div><div class="c x179 yba1 w26 h8c"><div class="t m7 x160 h86 yba2 ff2c fs36 fc4 sc0 lsf7 ws261">Udział </div></div><div class="t m7 x17d h86 yba3 ff2c fs36 fc4 sc0 lse9 ws253">procentowy </div><div class="t m7 x198 h86 yba4 ff2c fs36 fc4 sc0 lsc9 ws233">nakładów </div><div class="t m7 x2c h86 yba5 ff2c fs36 fc4 sc0 lsf9 ws263">inwestycyjnych </div><div class="t m7 x199 h86 yba6 ff2c fs36 fc4 sc0 lsee ws258">zgodn<span class="_ _2"></span>ych </div><div class="t m7 x19a h86 yba7 ff2c fs36 fc4 sc0 ls0 ws0">z<span class="ff2e"> </span><span class="lsc9 ws233">systematyką, </span></div><div class="c x179 yba1 w26 h8c"><div class="t m7 x19b h86 yba8 ff2c fs36 fc4 sc0 lsf5 ws25f">rok 2022</div></div><div class="t m7 x19c h86 yba9 ff2c fs36 fc4 sc0 lsc9 ws233">Kategoria </div><div class="t m7 x184 h86 ybaa ff2c fs36 fc4 sc0 lsca ws234">(działalnoś<span class="_ _2"></span>ć </div><div class="c x179 ybab w26 h8d"><div class="t m7 x1a h86 ybac ff2c fs36 fc4 sc0 lsc9 ws233">wspomagająca </div></div><div class="t m7 x19d h86 ybad ff2c fs36 fc4 sc0 ls0 ws0">lub) (20)</div><div class="t m0 x59 h86 ybae ff2c fs36 fc4 sc0 lsc9 ws233">Zasoby wodne </div><div class="t m0 x17a h86 ybaf ff2c fs36 fc4 sc0 ls0 ws0">i<span class="ff2e"> </span><span class="lsc9 ws233">morskie (13)</span></div><div class="t m0 x16 h86 ybb0 ff2c fs36 fc4 sc0 lsc9 ws233">Gospodarka </div><div class="t m0 x7d h86 ybb1 ff2c fs36 fc4 sc0 ls0 ws0">o<span class="ff2e"> </span>obiegu </div><div class="t m0 x19e h86 ybb2 ff2c fs36 fc4 sc0 lsc9 ws233">zamkniętym (14)</div><div class="t m0 x87 h86 ybb3 ff2c fs36 fc4 sc0 lsc9 ws233">Zanieczyszczenie </div><div class="t m0 x198 h86 ybb4 ff2c fs36 fc4 sc0 lsfa ws264">(15)</div><div class="t m0 x59 h86 ybb5 ff2c fs36 fc4 sc0 lse9 ws253">Różnorodność </div><div class="t m0 xc2 h86 ybb6 ff2c fs36 fc4 sc0 lsca ws234">biologic<span class="_ _2"></span>zna </div><div class="t m0 x87 h86 ybb7 ff2c fs36 fc4 sc0 ls0 ws0">i<span class="ff2e"> </span><span class="lsc9 ws233">ekosystemy (16<span class="_ _2"></span>)</span></div><div class="t m0 xc2 h86 ybb8 ff2c fs36 fc4 sc0 lse7 ws251">Minimalne </div><div class="t m0 x59 h86 ybb9 ff2c fs36 fc4 sc0 lsc9 ws233">gwarancje (17)</div><div class="c x179 ybba w26 h8e"><div class="t m7 x160 h86 ybbb ff2c fs36 fc4 sc0 lsf7 ws261">Udział </div></div><div class="t m7 x17d h86 ybbc ff2c fs36 fc4 sc0 lse9 ws253">procentowy </div><div class="t m7 x198 h86 ybbd ff2c fs36 fc4 sc0 lsc9 ws233">nakładów </div><div class="t m7 x2c h86 ybbe ff2c fs36 fc4 sc0 lsf9 ws263">inwestycyjnych </div><div class="t m7 x199 h86 ybbf ff2c fs36 fc4 sc0 lsee ws258">zgodn<span class="_ _2"></span>ych </div><div class="t m7 x19a h86 ybc0 ff2c fs36 fc4 sc0 ls0 ws0">z<span class="ff2e"> </span></div><div class="c x179 ybba w26 h8e"><div class="t m7 x19f h86 ybc1 ff2c fs36 fc4 sc0 lsc9 ws233">systematyką, rok<span class="_ _2"></span> </div><div class="t m7 x19b h86 ybc2 ff2c fs36 fc4 sc0 lsf5 ws25f">2023</div></div><div class="t m0 x87 h86 ybc3 ff2c fs36 fc4 sc0 lsc9 ws233">Łagodzenie zmian </div><div class="t m0 xc2 h86 ybc4 ff2c fs36 fc4 sc0 lsc9 ws233">klimatu (11)</div><div class="t m0 x17a h86 ybc5 ff2c fs36 fc4 sc0 lsc9 ws233">Adaptacja do </div><div class="t m0 x1a0 h86 ybc6 ff2c fs36 fc4 sc0 lsc9 ws233">zmian klimatu (12)</div><div class="t m0 x7d h86 ybc7 ff2c fs36 fc4 sc0 lsca ws234">Udział % </div><div class="t m0 x17a h86 ybc8 ff2c fs36 fc4 sc0 lsc9 ws233">nakładów (4)</div><div class="t m0 x87 h86 ybc9 ff2c fs36 fc4 sc0 lsc9 ws233">Łagodzenie zmian </div><div class="t m0 xc2 h86 ybca ff2c fs36 fc4 sc0 lsfa ws264">klimatu (5)</div><div class="t m0 x17a h86 ybcb ff2c fs36 fc4 sc0 lsc9 ws233">Adaptacja do </div><div class="t m0 x87 h86 ybcc ff2c fs36 fc4 sc0 lsc9 ws233">zmian klimatu (6)</div><div class="t m0 x59 h86 ybcd ff2c fs36 fc4 sc0 lsc9 ws233">Zasoby wodne </div><div class="t m0 x17c h86 ybce ff2c fs36 fc4 sc0 ls0 ws0">i<span class="ff2e"> </span><span class="lsc9 ws233">morskie (7<span class="_ _2"></span>)</span></div><div class="t m0 x16 h86 ybcf ff2c fs36 fc4 sc0 lsc9 ws233">Gospodarka </div><div class="t m0 x181 h86 ybd0 ff2c fs36 fc4 sc0 ls0 ws0">o<span class="ff2e"> </span>obiegu </div><div class="t m0 x7a h86 ybd1 ff2c fs36 fc4 sc0 lsc9 ws233">zamkniętym (8)</div><div class="t m0 x87 h86 ybd2 ff2c fs36 fc4 sc0 lsc9 ws233">Zanieczyszczenie </div><div class="t m0 x7b h86 ybd3 ff2c fs36 fc4 sc0 lsf1 ws25b">(9)</div><div class="t m0 x59 h86 ybd4 ff2c fs36 fc4 sc0 lse9 ws253">Różnorodność </div><div class="t m0 xc2 h86 ybd5 ff2c fs36 fc4 sc0 lsca ws234">biologic<span class="_ _2"></span>zna </div><div class="t m0 x87 h86 ybd6 ff2c fs36 fc4 sc0 ls0 ws0">i<span class="ff2e"> </span><span class="lsc9 ws233">ekosystemy (10)</span></div><div class="t m7 x2c h86 ybd7 ff2c fs36 fc4 sc0 lsc9 ws233">Działalność gospodarcza (<span class="_ _2"></span>1)</div><div class="t m0 x19e h86 ybd8 ff2c fs36 fc4 sc0 lsc9 ws233">Kod lub kody (2)</div><div class="t m0 x181 h86 ybd9 ff2c fs36 fc4 sc0 lsc9 ws233">nakłady </div><div class="t m0 x7a h86 ybda ff2c fs36 fc4 sc0 lsc9 ws233">inwestycyjne w </div><div class="t m0 x88 h86 ybdb ff2c fs36 fc4 sc0 ls0 ws0">ujęciu </div><div class="t m0 x1a0 h86 ybdc ff2c fs36 fc4 sc0 lsca ws234">bezwzględnym<span class="_ _2"></span> (3)</div><div class="t m7 x14b h80 yb74 ff30 fs35 fc4 sc0 lse3 ws24d">CCM <span class="_ _10f"> </span><span class="ls0 ws0">38%<span class="_ _7a"> </span>38%</span></div><div class="t m7 x126 h80 yb75 ff30 fs35 fc4 sc0 lse3 ws24d">CCA<span class="_ _110"> </span><span class="ls0 ws0">0%<span class="_ _111"> </span>0%</span></div><div class="t m7 x186 h80 yb76 ff30 fs35 fc4 sc0 lse4 ws24e">WTR<span class="_ _112"> </span><span class="ls0 ws0">40%<span class="_ _7a"> </span>40%</span></div><div class="t m7 x187 h80 yb77 ff30 fs35 fc4 sc0 lse3 ws24d">CE <span class="_ _113"> </span><span class="ls0 ws0">0%<span class="_ _111"> </span>0%</span></div><div class="t m7 x188 h80 yb78 ff30 fs35 fc4 sc0 lse5 ws24f">PPC <span class="_ _110"> </span><span class="ls0 ws0">0%<span class="_ _111"> </span>0%</span></div><div class="c x189 yb79 w1e h81"><div class="t m7 x45 h80 yb7a ff30 fs35 fc4 sc0 lse6 ws250">BIO <span class="_ _114"> </span><span class="ls0 ws0">0%<span class="_ _111"> </span>0%</span></div></div><div class="c x189 yb7b w1f h82"><div class="t m7 x168 h83 ybdd ff31 fs35 fc4 sc0 lse4 ws24e">Część capexu/ Całko<span class="_ _0"></span>wity capex</div></div><div class="t m7 x51 h83 yb7d ff31 fs35 fc4 sc0 ls0 ws0">Zgodność z sy<span class="_ _0"></span>stematyką w </div><div class="t m7 x71 h83 yb7e ff31 fs35 fc4 sc0 ls0 ws0">podziale na cele</div><div class="t m7 x51 h83 yb7f ff31 fs35 fc4 sc0 ls0 ws0">Kwalifikowanie się do </div><div class="t m7 x71 h83 yb80 ff31 fs35 fc4 sc0 lse4 ws24e">systematy<span class="_ _0"></span>ki w podziale na cele</div><div class="t m2 x5a hc y9b2 ff8 fs9 fc0 sc0 lsb9 ws130">ENVIRONMENT<span class="_ _1"></span>AL - Wpływ na <span class="_ _2"></span>śr<span class="_ _0"></span>odowisk<span class="_ _0"></span>o</div></div><div class="pi" ></div></div><div id="pf5f" class="pf w0 h0" ><div class="pc pc5f w0 h0"><img class="bi x1a1 yb81 w27 h8f" alt="" 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"/><div class="t m0 xb6 ha y32 ff6 fs7 fc3 sc0 ls0 ws0">95</div><div class="t m7 x185 he yb82 ff7 fsa fc4 sc0 ls0 ws39">OPEX Grupy <span class="_ _0"></span>Apator zwią<span class="_ _0"></span>zany z działa<span class="_ _0"></span>lnością zrów<span class="_ _0"></span>noważoną ś<span class="_ _0"></span>rodo<span class="_ _0"></span>wisk<span class="_ _0"></span>owo w 2023 r<span class="_ _29"></span>.</div><div class="c x16 yb83 w28 h85"><div class="t m7 x160 h86 yb84 ff32 fs36 fc4 sc0 lsc9 ws233">Kategoria</div></div><div class="c x17b yb85 w29 h87"><div class="t m7 x160 h86 yb86 ff32 fs36 fc4 sc0 lsca ws234">(„działalnoś<span class="_ _2"></span>ć<span class="_ _ee"> </span><span class="lse7 ws251">na</span></div><div class="t m7 x5a h86 yb86 ff32 fs36 fc4 sc0 lsc9 ws233">rzecz przejścia”)</div></div><div class="t m7 x1a2 h86 yb87 ff32 fs36 fc4 sc0 ls0 ws0">-21</div><div class="c x1a3 yb83 w14 h85"><div class="t m7 x160 h86 ybde ff32 fs36 fc4 sc0 ls0 ws0"> <span class="_ _ef"> </span><span class="fc18"> <span class="_ _a8"> </span><span class="lse7 ws251">tys. PL<span class="_ _2"></span>N<span class="_ _f0"> </span></span>%<span class="_ _84"> </span>%<span class="_ _103"> </span>%<span class="_ _a1"> </span>%<span class="_ _d4"> </span>%<span class="_ _d4"> </span>%<span class="_ _a1"> </span>%<span class="_ _26"> </span><span class="lse8 ws252">T/N<span class="_ _4"> </span>T/N<span class="_ _f1"> </span>T/N<span class="_ _f1"> </span>T/N<span class="_ _4"> </span>T/<span class="_ _2"></span>N<span class="_ _4"> </span>T/N<span class="_ _f1"> </span>T/N<span class="_ _d4"> </span><span class="lse7 ws251">Proc<span class="_ _2"></span>ent<span class="_ _f2"> </span>Procent<span class="_ _b2"> </span></span></span>E<span class="_ _a0"> </span>T</span></div></div><div class="c x97 yb83 w28 h85"><div class="t m7 x160 h86 ybde ff32 fs36 fc4 sc0 lse8 ws252">A. DZIAŁALNOŚĆ<span class="_ _2"></span> KWALIFIKUJĄCA SIĘ DO SYS<span class="_ _2"></span>TEMATYKI<span class="_ _8a"> </span><span class="ls0 ws0"> <span class="_ _f3"> </span><span class="ff33"> <span class="_ _40"> </span> <span class="_ _f4"> </span> <span class="_ _f4"> </span> <span class="_ _f2"> </span> <span class="_ _f2"> </span> <span class="_ _f4"> </span> <span class="_ _f4"> </span> <span class="_ _f5"> </span> <span class="_ _f4"> </span> <span class="_ _f4"> </span> <span class="_ _f4"> </span> <span class="_ _f5"> </span> <span class="_ _f4"> </span></span> <span class="_ _fd"> </span><span class="ff33"> <span class="_ _d3"> </span> <span class="_ _a1"> </span></span> </span></div></div><div class="c x15f yb83 w2a h90"><div class="t m7 x18b h86 ybde ff32 fs36 fc4 sc0 lse8 ws252">A.1.<span class="_ _6b"> </span><span class="lsca ws234">Rod<span class="_ _2"></span>zaje<span class="_ _6b"> </span>dział<span class="_ _2"></span>alności<span class="_ _6b"> </span><span class="lse9 ws253">zrów<span class="_ _2"></span>noważonej<span class="_ _6c"> </span><span class="lsea ws254">środowiskowo<span class="_ _6b"> </span><span class="lse7 ws251">(<span class="_ _2"></span>zgodna</span></span></span></span></div><div class="t m7 x163 h86 ybdf ff32 fs36 fc4 sc0 ls0 ws0">z<span class="ff34"> </span><span class="lsc9 ws233">systematyką)</span></div></div><div class="t m7 x6c h86 ybe0 ff32 fs36 fc4 sc0 ls0 ws0"> <span class="_ _f3"> </span><span class="ff33"> <span class="_ _b2"> </span> <span class="_ _f2"> </span> <span class="_ _f5"> </span> <span class="_ _f4"> </span> <span class="_ _f2"> </span> <span class="_ _f2"> </span> <span class="_ _f4"> </span> <span class="_ _f4"> </span> <span class="_ _f5"> </span> <span class="_ _f4"> </span> <span class="_ _f4"> </span> <span class="_ _f4"> </span> <span class="_ _f5"> </span> <span class="_ _f4"> </span></span> <span class="_ _fd"> </span><span class="ff33"> <span class="_ _d3"> </span> <span class="_ _a1"> </span></span> </div><div class="t m7 x164 h89 ybe1 ff33 fs36 fc4 sc0 lseb ws255">3.20.<span class="_ _32"> </span><span class="lsec ws256">Produk<span class="_ _2"></span>cja,<span class="_ _32"> </span><span class="lsed ws257">instalacj<span class="_ _2"></span>a<span class="_ _32"> </span><span class="ls0 ws0">i<span class="_ _32"> </span><span class="lsca ws234">serwisowanie<span class="_ _32"> </span><span class="lse8 ws252">urządzeń<span class="_ _32"> </span><span class="lsee ws258">elektrycznych</span></span></span></span></span></span></div><div class="t m7 x165 h89 ybe2 ff33 fs36 fc4 sc0 lsef ws259">wysokiego,<span class="_ _32"> </span><span class="lsee ws258">średn<span class="_ _2"></span>iego<span class="_ _6b"> </span><span class="ls0 ws0">i<span class="_ _32"> </span><span class="lseb ws255">niski<span class="_ _2"></span>ego<span class="_ _6b"> </span><span class="lsf0 ws25a">napięcia<span class="_ _6b"> </span><span class="lse7 ws251">służących<span class="_ _32"> </span><span class="lsca ws234">do<span class="_ _6b"> </span><span class="lsf1 ws25b">przes<span class="_ _2"></span>yłu<span class="_ _6b"> </span></span></span></span></span></span>i</span></span></div><div class="t m7 x166 h89 ybe1 ff33 fs36 fc4 sc0 lsca ws234">dystrybucji<span class="_ _2a"> </span><span class="lsee ws258">en<span class="_ _2"></span>ergii<span class="_ _2b"> </span>elektrycznej<span class="_ _2"></span>,<span class="_ _2a"> </span><span class="lsec ws256">k<span class="_ _2"></span>tóre<span class="_ _2a"> </span><span class="lsed ws257">poci<span class="_ _2"></span>ągają<span class="_ _2a"> </span><span class="lse8 ws252">za<span class="_ _2b"> </span><span class="lsef ws259">sobą<span class="_ _2b"> </span><span class="lsf2 ws25c">lub<span class="_ _2b"> </span><span class="lsf0 ws25a">um<span class="_ _0"></span>ożliw<span class="_ _0"></span>iają</span></span></span></span></span></span></span></div><div class="t m7 x1a4 h89 ybe1 ff33 fs36 fc4 sc0 lsf3 ws25d">istot<span class="_ _0"></span>ny wkład<span class="_ _0"></span> w łagod<span class="_ _0"></span>zenie<span class="_ _0"></span> zmian kl<span class="_ _0"></span>imat<span class="_ _0"></span>u</div><div class="t m7 xd7 h89 ybe3 ff33 fs36 fc4 sc0 lse7 ws251">CCM 3.20<span class="_ _f9"> </span><span class="lseb ws255">1 469<span class="_ _109"> </span><span class="lsf6 ws260">18%<span class="_ _24"> </span><span class="lsca ws234">100%<span class="_ _a3"> </span><span class="ls0 ws0">%<span class="_ _82"> </span>%<span class="_ _84"> </span>%<span class="_ _84"> </span>%<span class="_ _82"> </span>%<span class="_ _84"> </span>T<span class="_ _ad"> </span>T<span class="_ _ae"> </span>T<span class="_ _ae"> </span>T<span class="_ _ad"> </span>T<span class="_ _ae"> </span>T<span class="_ _ad"> </span>T<span class="_ _b0"> </span></span></span>18%<span class="_ _fd"> </span><span class="lsca ws234">0%<span class="_ _4f"> </span><span class="ls0 ws0">E</span></span></span></span></div><div class="c x2a yb83 w2b h90"><div class="t m7 x18b h89 ybde ff33 fs36 fc4 sc0 lsd8 ws242">3.5<span class="_ _9c"> </span><span class="lsec ws256">Prod<span class="_ _2"></span>ukcja<span class="_ _f8"> </span><span class="lsf1 ws25b">sprzętu<span class="_ _f8"> </span><span class="lsee ws258">zwi<span class="_ _2"></span>ększającego<span class="_ _f8"> </span>efektyw<span class="_ _2"></span>ność<span class="_ _9c"> </span>en<span class="_ _2"></span>ergetyczną</span></span></span></div><div class="t m7 x163 h89 ybe4 ff33 fs36 fc4 sc0 lsca ws234">budynków</div></div><div class="t m7 x132 h89 ybe5 ff33 fs36 fc4 sc0 lse7 ws251">CCM 3.5<span class="_ _10"> </span><span class="ls0 ws0">194<span class="_ _84"> </span><span class="lseb ws255">2%<span class="_ _f1"> </span><span class="lsca ws234">100%<span class="_ _a3"> </span></span></span>%<span class="_ _82"> </span>%<span class="_ _84"> </span>%<span class="_ _84"> </span>%<span class="_ _a1"> </span>%<span class="_ _f7"> </span>T<span class="_ _ad"> </span>T<span class="_ _ae"> </span>T<span class="_ _ae"> </span>T<span class="_ _ad"> </span>T<span class="_ _ae"> </span>T<span class="_ _ad"> </span>T<span class="_ _3e"> </span><span class="lseb ws255">2%<span class="_ _e4"> </span><span class="lsca ws234">0%<span class="_ _4f"> </span></span></span>E</span></div><div class="t m7 x155 h89 ybe6 ff33 fs36 fc4 sc0 lsef ws259">4.1. <span class="_ _2"></span>Produkcja ee z wy<span class="_ _2"></span>korzystaniem tech<span class="_ _2"></span>nologii f<span class="_ _2"></span>otowoltaicznej<span class="_ _4b"> </span><span class="lse7 ws251">CCM 4.1<span class="_ _a8"> </span><span class="ls0 ws0">0<span class="_ _f4"> </span><span class="lsca ws234">0%<span class="_ _9"> </span>1<span class="_ _2"></span>00%<span class="_ _f1"> </span></span>%<span class="_ _82"> </span>%<span class="_ _84"> </span>%<span class="_ _84"> </span>%<span class="_ _82"> </span>%<span class="_ _84"> </span>T<span class="_ _ad"> </span>T<span class="_ _ae"> </span>T<span class="_ _ad"> </span>T<span class="_ _ae"> </span>T<span class="_ _ae"> </span>T<span class="_ _ad"> </span>T<span class="_ _a9"> </span><span class="lsca ws234">0%<span class="_ _e4"> </span>0%</span></span></span></div><div class="t m7 xa3 h89 ybe7 ff33 fs36 fc4 sc0 lsf3 ws25d">4.9. Pr<span class="_ _0"></span>zesy<span class="_ _0"></span>ł i dystr<span class="_ _0"></span>ybucj<span class="_ _0"></span>a ener<span class="_ _0"></span>gii ele<span class="_ _0"></span>ktr<span class="_ _0"></span>yczne<span class="_ _0"></span>j<span class="_ _86"> </span><span class="lse7 ws251">CCM 4.9<span class="_ _fc"> </span><span class="lseb ws255">2 161<span class="_ _ff"> </span><span class="lsf6 ws260">27%<span class="_ _24"> </span><span class="lsca ws234">100%<span class="_ _f1"> </span><span class="ls0 ws0">%<span class="_ _82"> </span>%<span class="_ _84"> </span>%<span class="_ _84"> </span>%<span class="_ _82"> </span>%<span class="_ _84"> </span>T<span class="_ _ad"> </span>T<span class="_ _ae"> </span>T<span class="_ _ad"> </span>T<span class="_ _ae"> </span>T<span class="_ _ae"> </span>T<span class="_ _ad"> </span>T<span class="_ _b0"> </span></span></span>27%<span class="_ _fd"> </span><span class="lsca ws234">0%<span class="_ _4f"> </span><span class="ls0 ws0">E</span></span></span></span></span></div><div class="c x1a5 yb83 w22 h85"><div class="t m7 x168 h89 ybde ff33 fs36 fc4 sc0 lsf3 ws25d">4.10 Mag<span class="_ _0"></span>azyno<span class="_ _0"></span>wanie<span class="_ _0"></span> energ<span class="_ _0"></span>ii ele<span class="_ _0"></span>ktry<span class="_ _0"></span>cznej<span class="_ _79"> </span><span class="lse7 ws251">CCM 4.10<span class="_ _f1"> </span><span class="ls0 ws0">0<span class="_ _f4"> </span><span class="lsca ws234">0%<span class="_ _4"> </span>100%<span class="_ _a3"> </span></span>%<span class="_ _a1"> </span>%<span class="_ _84"> </span>%<span class="_ _84"> </span>%<span class="_ _82"> </span>%<span class="_ _f7"> </span>T<span class="_ _ae"> </span>T<span class="_ _ad"> </span>T<span class="_ _ae"> </span>T<span class="_ _ad"> </span>T<span class="_ _ae"> </span>T<span class="_ _ae"> </span>T<span class="_ _5e"> </span><span class="lsca ws234">0%<span class="_ _8a"> </span>0%<span class="_ _4f"> </span></span>E</span></span></div></div><div class="t m7 xc h89 ybe8 ff33 fs36 fc4 sc0 lsed ws257">4.16 In<span class="_ _2"></span>stalacja i eksp<span class="_ _2"></span>loatacja elektrycznych p<span class="_ _2"></span>omp ciepła<span class="_ _5b"> </span><span class="lse7 ws251">CCM <span class="_ _2"></span>4.16<span class="_ _f1"> </span><span class="ls0 ws0">0<span class="_ _f4"> </span><span class="lsca ws234">0%<span class="_ _9"> </span>100%<span class="_ _a3"> </span></span>%<span class="_ _82"> </span>%<span class="_ _84"> </span>%<span class="_ _84"> </span>%<span class="_ _82"> </span>%<span class="_ _84"> </span>T<span class="_ _ad"> </span>T<span class="_ _ae"> </span>T<span class="_ _ad"> </span>T<span class="_ _ae"> </span>T<span class="_ _ae"> </span>T<span class="_ _ad"> </span>T<span class="_ _a9"> </span><span class="lsca ws234">0%<span class="_ _e4"> </span>0%<span class="_ _4f"> </span></span>E</span></span></div><div class="c x123 yb83 w2c h90"><div class="t m7 x18b h89 ybde ff33 fs36 fc4 sc0 lsf6 ws260">7.5 <span class="lsed ws257">Mon<span class="_ _2"></span>taż, <span class="lsf1 ws25b">kon<span class="_ _2"></span>serwacj<span class="_ _2"></span>a <span class="ls0 ws0">i<span class="_ _2a"> </span></span></span>naprawa <span class="lsec ws256">in<span class="_ _2"></span>strumentów<span class="_ _2a"> </span><span class="ls0 ws0">i <span class="lse8 ws252">urządzeń <span class="lsca ws234">do <span class="lsf1 ws25b">p<span class="_ _2"></span>omiaru,</span></span></span></span></span></span></div><div class="t m7 x163 h89 ybdf ff33 fs36 fc4 sc0 lsf3 ws25d">reg<span class="_ _0"></span>ula<span class="_ _0"></span>cji i kontr<span class="_ _0"></span>oli ch<span class="_ _0"></span>ara<span class="_ _0"></span>kter<span class="_ _0"></span>ysty<span class="_ _0"></span>ki ener<span class="_ _0"></span>get<span class="_ _0"></span>yczne<span class="_ _0"></span>j budynk<span class="_ _0"></span>u</div></div><div class="t m7 x191 h89 ybe9 ff33 fs36 fc4 sc0 lse7 ws251">CCM 7.5<span class="_ _fc"> </span><span class="lsf0 ws25a">1 160<span class="_ _ff"> </span><span class="lsef ws259">15%<span class="_ _24"> </span><span class="lsca ws234">100%<span class="_ _a3"> </span><span class="ls0 ws0">%<span class="_ _a1"> </span>%<span class="_ _84"> </span>%<span class="_ _84"> </span>%<span class="_ _82"> </span>%<span class="_ _f7"> </span>T<span class="_ _ae"> </span>T<span class="_ _ad"> </span>T<span class="_ _ae"> </span>T<span class="_ _ad"> </span>T<span class="_ _ae"> </span>T<span class="_ _ad"> </span>T<span class="_ _b0"> </span></span></span>15%<span class="_ _5d"> </span><span class="lsca ws234">0%<span class="_ _4f"> </span><span class="ls0 ws0">E</span></span></span></span></div><div class="t m7 x66 h89 ybea ff33 fs36 fc4 sc0 lsf6 ws260">8.2<span class="_ _2b"> </span><span class="ls0 ws0">-<span class="_ _2b"> </span><span class="lsec ws256">Opa<span class="_ _2"></span>rte<span class="_ _2b"> </span><span class="lsf3 ws25d">na<span class="_ _2b"> </span><span class="lsed ws257">danych<span class="_ _36"> </span>rozwiązani<span class="_ _2"></span>a<span class="_ _2b"> </span></span>na<span class="_ _2b"> </span></span>potrz<span class="_ _2"></span>eby<span class="_ _2b"> </span>redukcj<span class="_ _2"></span>i<span class="_ _2b"> </span><span class="lsf0 ws25a">emisji<span class="_ _2b"> </span><span class="lsef ws259">gazów</span></span></span></span></div><div class="c xd yb83 w2b h90"><div class="t m7 x163 h89 ybde ff33 fs36 fc4 sc0 lsed ws257">cieplarnian<span class="_ _2"></span>ych</div></div><div class="t m7 x1a6 h89 ybeb ff33 fs36 fc4 sc0 lse7 ws251">CCM 8.2<span class="_ _f0"> </span><span class="ls0 ws0">0<span class="_ _f4"> </span><span class="lsca ws234">0%<span class="_ _9"> </span>100%<span class="_ _a3"> </span></span>%<span class="_ _a1"> </span>%<span class="_ _f7"> </span>%<span class="_ _84"> </span>%<span class="_ _a1"> </span>%<span class="_ _f7"> </span>T<span class="_ _ad"> </span>T<span class="_ _ae"> </span>T<span class="_ _ae"> </span>T<span class="_ _ad"> </span>T<span class="_ _ae"> </span>T<span class="_ _ad"> </span>T<span class="_ _a9"> </span><span class="lsca ws234">0%<span class="_ _e4"> </span>0%<span class="_ _4f"> </span></span>E</span></div><div class="c x1a7 yb83 w18 h90"><div class="t m7 x160 h89 ybde ff33 fs36 fc4 sc0 lsf0 ws25a">1.1.<span class="_ _2b"> </span><span class="lsec ws256">Produkcj<span class="_ _2"></span>a,<span class="_ _2b"> </span><span class="lsed ws257">ins<span class="_ _2"></span>talacja<span class="_ _2b"> </span><span class="ls0 ws0">i<span class="_ _2b"> </span></span>związan<span class="_ _2"></span>e<span class="_ _2b"> </span><span class="ls0 ws0">z<span class="_ _2b"> </span></span>tym<span class="_ _2b"> </span><span class="lsf2 ws25c">usługi<span class="_ _2b"> </span></span>doty<span class="_ _2"></span>czące<span class="_ _2b"> </span><span class="lsef ws259">technologii</span></span></span></div></div><div class="t m7 xc9 h89 ybe8 ff33 fs36 fc4 sc0 lsef ws259">kontroli<span class="_ _2b"> </span><span class="lsee ws258">wycieków<span class="_ _2b"> </span><span class="lsf0 ws25a">umożl<span class="_ _0"></span>iwiające<span class="_ _2a"> </span>ogra<span class="_ _0"></span>niczenie<span class="_ _2a"> </span><span class="lsee ws258">wycieków<span class="_ _2b"> </span><span class="ls0 ws0">i<span class="_ _2b"> </span><span class="lsed ws257">zapobiegan<span class="_ _2"></span>ie</span></span></span></span></span></div><div class="c x1a7 yb83 w18 h90"><div class="t m7 x16d h89 ybde ff33 fs36 fc4 sc0 lsed ws257">im w sys<span class="_ _2"></span>temach zaopatrzenia w w<span class="_ _2"></span>odę</div></div><div class="t m7 xc9 h89 ybec ff33 fs36 fc4 sc0 lse7 ws251">WTR 1.1<span class="_ _9d"> </span><span class="lsf0 ws25a">1 319<span class="_ _ff"> </span><span class="lsf6 ws260">17%<span class="_ _3"> </span><span class="ls0 ws0">%<span class="_ _a1"> </span>%<span class="_ _a3"> </span><span class="lsca ws234">100%<span class="_ _a5"> </span></span>%<span class="_ _84"> </span>%<span class="_ _82"> </span>%<span class="_ _84"> </span>T<span class="_ _ad"> </span>T<span class="_ _ae"> </span>T<span class="_ _ae"> </span>T<span class="_ _ad"> </span>T<span class="_ _ae"> </span>T<span class="_ _ad"> </span>T<span class="_ _b0"> </span></span>1<span class="_ _2"></span>7%<span class="_ _5d"> </span><span class="lsca ws234">0%<span class="_ _4f"> </span><span class="ls0 ws0">E</span></span></span></span></div><div class="c x1a8 yb83 w2a h90"><div class="t m7 x18b h89 ybde ff33 fs36 fc4 sc0 lsd8 ws242">4.1.<span class="_ _102"> </span><span class="lsed ws257">Dostarczan<span class="_ _2"></span>ie<span class="_ _102"> </span>rozwiązań<span class="_ _102"> </span><span class="lsec ws256">IT/OT<span class="_ _102"> </span></span>opartyc<span class="_ _2"></span>h<span class="_ _102"> </span><span class="lsf3 ws25d">na<span class="_ _102"> </span></span>danych<span class="_ _102"> </span><span class="lsf3 ws25d">na<span class="_ _102"> </span><span class="lsec ws256">potrzeby</span></span></span></div><div class="t m7 x163 h89 ybdf ff33 fs36 fc4 sc0 lsf0 ws25a">ogra<span class="_ _0"></span>niczenia wy<span class="_ _0"></span>cieków</div></div><div class="t m7 x57 h89 ybe5 ff33 fs36 fc4 sc0 lse7 ws251">WTR 4.1<span class="_ _10"> </span><span class="lsf4 ws25e">144<span class="_ _f7"> </span><span class="lseb ws255">2%<span class="_ _103"> </span><span class="ls0 ws0">%<span class="_ _82"> </span>%<span class="_ _a3"> </span><span class="lsca ws234">100%<span class="_ _a5"> </span></span>%<span class="_ _84"> </span>%<span class="_ _82"> </span>%<span class="_ _84"> </span>T<span class="_ _ad"> </span>T<span class="_ _ae"> </span>T<span class="_ _ae"> </span>T<span class="_ _ad"> </span>T<span class="_ _ae"> </span>T<span class="_ _ad"> </span>T<span class="_ _3e"> </span></span>2%<span class="_ _e4"> </span><span class="lsca ws234">0%<span class="_ _4f"> </span><span class="ls0 ws0">E</span></span></span></span></div><div class="t m7 x172 h86 ybe6 ff32 fs36 fc4 sc0 lse9 ws253">Obrót<span class="_ _f8"> </span><span class="lsca ws234">ze<span class="_ _104"> </span></span>zrównoważonej<span class="_ _f8"> </span><span class="lsea ws254">środowiskowo<span class="_ _f8"> </span><span class="lsca ws234">dzia<span class="_ _2"></span>łalności<span class="_ _f8"> </span><span class="lse7 ws251">(<span class="_ _2"></span>zgodnej</span></span></span></div><div class="t m7 x192 h86 ybe6 ff32 fs36 fc4 sc0 ls0 ws0">z<span class="ff34"> </span><span class="lsc9 ws233">systematyką) (A.1)</span></div><div class="t m7 xdf h86 ybed ff32 fs36 fc4 sc0 ls0 ws0"> <span class="_ _82"> </span><span class="lsf3 ws25d">6 447<span class="_ _a8"> </span><span class="lsdc ws246">81%<span class="_ _1c"> </span></span></span><span class="ff33"> <span class="_ _f4"> </span> <span class="_ _f4"> </span> <span class="_ _f4"> </span> <span class="_ _f5"> </span> <span class="_ _f4"> </span> <span class="_ _f4"> </span> <span class="_ _b2"> </span></span><span class="lsdc ws246">81%<span class="_ _4f"> </span></span>0%</div><div class="t m7 x150 h86 ybe6 ff32 fs36 fc4 sc0 lse8 ws252">A.2<span class="_ _7b"> </span><span class="lsca ws234">Działalność<span class="_ _ee"> </span><span class="lsc9 ws233">kwalifikująca<span class="_ _7b"> </span><span class="lsea ws254">się<span class="_ _7b"> </span><span class="lsf7 ws261">do<span class="_ _7b"> </span></span></span>systematyk<span class="_ _2"></span>i,</span></span></div><div class="c x159 yb83 w2d h90"><div class="t m7 x18b h86 ybee ff32 fs36 fc4 sc0 lsca ws234">ale</div></div><div class="t m7 xaf h86 ybe8 ff32 fs36 fc4 sc0 lse7 ws251">niezrównow<span class="_ _2"></span>ażona<span class="_ _105"> </span><span class="lsea ws254">środowiskowo<span class="_ _105"> </span><span class="lsca ws234">(działalnoś<span class="_ _2"></span>ć<span class="_ _100"> </span></span></span>ni<span class="_ _2"></span>ezgodna</div><div class="c x159 yb83 w2d h90"><div class="t m7 x1a9 h86 ybde ff32 fs36 fc4 sc0 ls0 ws0">z<span class="ff34"> </span><span class="lsc9 ws233">systematyką)</span></div></div><div class="t m7 xaf h86 ybe0 ff33 fs36 fc4 sc0 ls0 ws0"> <span class="_ _f3"> </span> <span class="_ _40"> </span> <span class="_ _f4"> </span> <span class="_ _f4"> </span> <span class="_ _f2"> </span> <span class="_ _f2"> </span> <span class="_ _f4"> </span> <span class="_ _f4"> </span> <span class="_ _f5"> </span> <span class="_ _f4"> </span> <span class="_ _f4"> </span> <span class="_ _f4"> </span> <span class="_ _f5"> </span> <span class="_ _f4"> </span><span class="ff32"> <span class="_ _fd"> </span></span> <span class="_ _d3"> </span> <span class="_ _47"> </span> </div><div class="c x1aa yb83 w17 h85"><div class="t m7 x168 h89 ybde ff33 fs36 fc4 sc0 lsf3 ws25d">4.9. Pr<span class="_ _0"></span>zesy<span class="_ _0"></span>ł i dystr<span class="_ _0"></span>ybucj<span class="_ _0"></span>a ener<span class="_ _0"></span>gii ele<span class="_ _0"></span>ktr<span class="_ _0"></span>yczne<span class="_ _0"></span>j<span class="_ _86"> </span><span class="lse7 ws251">CCM 4.9<span class="_ _24"> </span><span class="lseb ws255">362<span class="_ _84"> </span><span class="lsef ws259">5%<span class="_ _4"> </span><span class="lsca ws234">100%<span class="_ _24"> </span><span class="ls0 ws0">0<span class="_ _0"></span><span class="ff35"> <span class="ff33">%<span class="_ _f1"> </span>0</span> <span class="ff33">%<span class="_ _a5"> </span>0</span> <span class="ff33">%<span class="_ _a5"> </span>0</span> <span class="ff33">%<span class="_ _a3"> </span>0</span> <span class="ff33">%<span class="_ _ff"> </span>T<span class="_ _ae"> </span>T<span class="_ _ad"> </span>T<span class="_ _ae"> </span>T<span class="_ _ad"> </span>T<span class="_ _ae"> </span>T<span class="_ _ad"> </span>T<span class="_ _a9"> </span><span class="lsef ws259">5%<span class="_ _63"> </span><span class="lsca ws234">0%<span class="_ _4f"> </span></span></span>E</span></span></span></span></span></span></span></div></div><div class="t m7 x13a h86 ybe8 ff32 fs36 fc4 sc0 lsf6 ws260">Opex<span class="_ _119"> </span><span class="ls0 ws0">z<span class="ff34"> </span><span class="lsca ws234">działalnośc<span class="_ _2"></span>i<span class="_ _9a"> </span><span class="lsc9 ws233">k<span class="_ _2"></span>walifikującej<span class="_ _119"> </span><span class="lsea ws254">się<span class="_ _9a"> </span><span class="lsf7 ws261">do<span class="_ _119"> </span></span></span>systematyki,<span class="_ _119"> </span></span>ale</span></span></div><div class="t m7 x5c h86 ybef ff32 fs36 fc4 sc0 lse7 ws251">niezrównow<span class="_ _2"></span>ażonej<span class="_ _106"> </span><span class="lsea ws254">środowiskowo<span class="_ _106"> </span><span class="lsca ws234">(działalnośc<span class="_ _2"></span>i<span class="_ _106"> </span></span></span>niezgodnej</div><div class="c x8f yb83 w2e h90"><div class="t m7 x1a9 h86 ybde ff32 fs36 fc4 sc0 ls0 ws0">z<span class="ff34"> </span><span class="lsc9 ws233">systematyką) (A.2)</span></div></div><div class="t m7 x5c h86 ybe0 ff32 fs36 fc4 sc0 ls0 ws0"> <span class="_ _83"> </span><span class="lsf1 ws25b">362<span class="_ _d4"> </span><span class="lsfa ws264">5%<span class="_ _ad"> </span></span></span> <span class="_ _f4"> </span> <span class="_ _f4"> </span> <span class="_ _107"> </span> <span class="_ _f2"> </span> <span class="_ _f4"> </span> <span class="_ _f5"> </span> <span class="_ _f4"> </span> <span class="_ _f5"> </span> <span class="_ _f4"> </span> <span class="_ _f5"> </span> <span class="_ _f4"> </span> <span class="_ _f5"> </span> <span class="_ _5e"> </span><span class="lsfa ws264">5%<span class="_ _8a"> </span></span>0%<span class="_ _8a"> </span> </div><div class="t m7 x1ab h86 ybf0 ff32 fs36 fc4 sc0 lsc9 ws233">Razem (A.1 + A.2)<span class="_ _108"> </span><span class="ls0 ws0"> <span class="_ _d4"> </span></span>6 810<span class="_ _a8"> </span><span class="lsfa ws264">85%<span class="_ _10a"> </span>85%<span class="_ _49"> </span><span class="ls0 ws0">0%</span></span></div><div class="t m7 x2f h86 ybf0 ff32 fs36 fc4 sc0 lse8 ws252">B. DZIAŁALNOŚĆ<span class="_ _2"></span> NIEKWALIFIKUJĄCA SIĘ DO SYSTEMATY<span class="_ _2"></span>KI<span class="_ _11a"> </span><span class="ff33 fc0 lsee ws258">cel 1</span></div><div class="t m7 x1ac h86 ybf0 ff32 fs36 fc4 sc0 lsc9 ws233">Opex z<span class="ff34 ls0 ws0"> </span>działalności niekw<span class="_ _2"></span>alifikującej się do sys<span class="_ _2"></span>tematyki (B)<span class="_ _52"> </span><span class="ls0 ws0"> <span class="_ _f7"> </span><span class="lsdc ws246">1 180<span class="_ _11b"> </span>15%<span class="_ _10f"> </span><span class="ff33 fc0 lsf6 ws260">4 984<span class="_ _24"> </span><span class="lseb ws255">62%</span></span></span></span></div><div class="c x14d yb83 w12 h85"><div class="t m7 x160 h86 ybde ff32 fs36 fc4 sc0 lsc9 ws233">Razem (A + B)<span class="_ _10c"> </span><span class="ls0 ws0"> <span class="_ _d4"> </span><span class="lsf1 ws25b">7 990<span class="_ _a3"> </span></span>100%</span></div></div><div class="t m7 xc1 h86 ybf1 ff32 fs36 fc4 sc0 lsc9 ws233">Kategoria </div><div class="t m7 x3d h86 ybf2 ff32 fs36 fc4 sc0 lsca ws234">(działalnoś<span class="_ _2"></span>ć </div><div class="c x1a0 ybab w2f h8d"><div class="t m7 x1a h86 ybf3 ff32 fs36 fc4 sc0 lsc9 ws233">wspomagająca </div></div><div class="t m7 x31 h86 ybf4 ff32 fs36 fc4 sc0 ls0 ws0">lub) (20)</div><div class="t m0 x17c h86 ybf5 ff32 fs36 fc4 sc0 lsc9 ws233">Zasoby wodne </div><div class="t m0 xc2 h86 ybf6 ff32 fs36 fc4 sc0 ls0 ws0">i<span class="ff34"> </span><span class="lsc9 ws233">morskie (13)</span></div><div class="t m0 x17d h86 ybf7 ff32 fs36 fc4 sc0 lsc9 ws233">Gospodarka </div><div class="t m0 x88 h86 ybf8 ff32 fs36 fc4 sc0 ls0 ws0">o<span class="ff34"> </span>obiegu </div><div class="t m0 x59 h86 ybf9 ff32 fs36 fc4 sc0 lsc9 ws233">zamkniętym (14)</div><div class="t m0 x59 h86 ybfa ff32 fs36 fc4 sc0 lsc9 ws233">Zanieczyszczenie </div><div class="t m0 x2b h86 ybfb ff32 fs36 fc4 sc0 lsfa ws264">(15)</div><div class="t m0 x16 h86 ybfc ff32 fs36 fc4 sc0 lse9 ws253">Różnorodność </div><div class="t m0 x7d h86 ybfd ff32 fs36 fc4 sc0 lsca ws234">biologic<span class="_ _2"></span>zna </div><div class="t m0 x1ad h86 ybfe ff32 fs36 fc4 sc0 ls0 ws0">i<span class="ff34"> </span><span class="lsc9 ws233">ekosystemy (16<span class="_ _2"></span>)</span></div><div class="t m0 x181 h86 ybff ff32 fs36 fc4 sc0 lse7 ws251">Minimalne </div><div class="t m0 x17c h86 yc00 ff32 fs36 fc4 sc0 lsc9 ws233">gwarancje (17)</div><div class="c x1a0 ybba w2f h8e"><div class="t m7 x160 h86 yc01 ff32 fs36 fc4 sc0 lsf7 ws261">Udział </div></div><div class="t m7 x181 h86 yc02 ff32 fs36 fc4 sc0 lse9 ws253">procentowy </div><div class="t m7 x2b h86 yc03 ff32 fs36 fc4 sc0 lsc9 ws233">nakładów </div><div class="t m7 x2d h86 yc04 ff32 fs36 fc4 sc0 lsf9 ws263">inwestycyjnych </div><div class="t m7 x182 h86 yc05 ff32 fs36 fc4 sc0 lsee ws258">zgodn<span class="_ _2"></span>ych </div><div class="t m7 x32 h86 yc06 ff32 fs36 fc4 sc0 ls0 ws0">z<span class="ff34"> </span></div><div class="c x1a0 ybba w2f h8e"><div class="t m7 x19f h86 yc07 ff32 fs36 fc4 sc0 lsc9 ws233">systematyką, rok<span class="_ _2"></span> </div><div class="t m7 x19b h86 yc08 ff32 fs36 fc4 sc0 lsf5 ws25f">2023</div></div><div class="t m0 x17c h86 yc09 ff32 fs36 fc4 sc0 lsc9 ws233">Zasoby wodne </div><div class="t m0 x17d h86 yc0a ff32 fs36 fc4 sc0 ls0 ws0">i<span class="ff34"> </span><span class="lsc9 ws233">morskie (7<span class="_ _2"></span>)</span></div><div class="t m0 x17d h86 yc0b ff32 fs36 fc4 sc0 lsc9 ws233">Gospodarka </div><div class="t m0 x88 h86 yc0c ff32 fs36 fc4 sc0 ls0 ws0">o<span class="ff34"> </span>obiegu </div><div class="t m0 x17a h86 yc0d ff32 fs36 fc4 sc0 lsc9 ws233">zamkniętym (8)</div><div class="t m0 x1ad h86 yc0e ff32 fs36 fc4 sc0 lsc9 ws233">Zanieczyszczenie </div><div class="t m0 x17b h86 yc0f ff32 fs36 fc4 sc0 lsf1 ws25b">(9)</div><div class="t m0 x16 h86 yc10 ff32 fs36 fc4 sc0 lse9 ws253">Różnorodność </div><div class="t m0 x7d h86 yc11 ff32 fs36 fc4 sc0 lsca ws234">biologic<span class="_ _2"></span>zna </div><div class="t m0 x1ad h86 yc12 ff32 fs36 fc4 sc0 ls0 ws0">i<span class="ff34"> </span><span class="lsc9 ws233">ekosystemy (10)</span></div><div class="t m0 x7a h86 yc13 ff32 fs36 fc4 sc0 lsc9 ws233">Łagodzenie zmian </div><div class="t m0 x63 h86 yc14 ff32 fs36 fc4 sc0 lsc9 ws233">klimatu (11)</div><div class="t m0 xc2 h86 yc15 ff32 fs36 fc4 sc0 lsc9 ws233">Adaptacja do </div><div class="t m0 x7a h86 yc16 ff32 fs36 fc4 sc0 lsc9 ws233">zmian klimatu (12)</div><div class="t m7 x2d h86 yc17 ff32 fs36 fc4 sc0 lsc9 ws233">Działalność gospodarcza (<span class="_ _2"></span>1)</div><div class="t m0 x17e h86 yc18 ff32 fs36 fc4 sc0 lsc9 ws233">Kod lub kody (2)</div><div class="t m0 x88 h86 yc19 ff32 fs36 fc4 sc0 lsc9 ws233">nakłady </div><div class="t m0 x17a h86 yc1a ff32 fs36 fc4 sc0 lsc9 ws233">inwestycyjne w </div><div class="t m0 xc3 h86 yc1b ff32 fs36 fc4 sc0 ls0 ws0">ujęciu </div><div class="t m0 x7a h86 yc1c ff32 fs36 fc4 sc0 lsca ws234">bezwzględnym<span class="_ _2"></span> (3)</div><div class="t m0 x19c h86 yc1d ff32 fs36 fc4 sc0 lsca ws234">Udział % </div><div class="t m0 xc2 h86 yc1e ff32 fs36 fc4 sc0 lsc9 ws233">nakładów (4)</div><div class="t m0 x7a h86 yc1f ff32 fs36 fc4 sc0 lsc9 ws233">Łagodzenie zmian </div><div class="t m0 x7d h86 yc20 ff32 fs36 fc4 sc0 lsfa ws264">klimatu (5)</div><div class="t m0 xc2 h86 yc21 ff32 fs36 fc4 sc0 lsc9 ws233">Adaptacja do </div><div class="t m0 x1ad h86 yc22 ff32 fs36 fc4 sc0 lsc9 ws233">zmian klimatu (6)</div><div class="c x1a0 yba1 w2f h8c"><div class="t m7 x160 h86 yc23 ff32 fs36 fc4 sc0 lsf7 ws261">Udział </div></div><div class="t m7 x181 h86 yc24 ff32 fs36 fc4 sc0 lse9 ws253">procentowy </div><div class="t m7 x2b h86 yc25 ff32 fs36 fc4 sc0 lsc9 ws233">nakładów </div><div class="t m7 x2d h86 yc26 ff32 fs36 fc4 sc0 lsf9 ws263">inwestycyjnych </div><div class="t m7 x182 h86 yc27 ff32 fs36 fc4 sc0 lsee ws258">zgodn<span class="_ _2"></span>ych </div><div class="t m7 x32 h86 yc28 ff32 fs36 fc4 sc0 ls0 ws0">z<span class="ff34"> </span><span class="lsc9 ws233">systematyką, </span></div><div class="c x1a0 yba1 w2f h8c"><div class="t m7 x19b h86 yc29 ff32 fs36 fc4 sc0 lsf5 ws25f">rok 2022</div></div><div class="c x1ae yb9e w30 h8b"><div class="t m7 x160 h89 yc2a ff33 fs36 fc4 sc0 lsf3 ws25d">„nie wyr<span class="_ _0"></span>ząd<span class="_ _0"></span>za pow<span class="_ _0"></span>ażnyc<span class="_ _0"></span>h szkód<span class="_ _0"></span>”</div></div><div class="t m7 x131 h89 ybe8 ff33 fs36 fc4 sc0 lsec ws256">Opex<span class="_ _8e"> </span><span class="ls0 ws0"> <span class="_ _f4"> </span> <span class="_ _93"> </span> <span class="_ _eb"> </span><span class="lsed ws257">Kryteria <span class="_ _2"></span>dotyczące istotnego w<span class="_ _2"></span>kładu</span></span></div><div class="c x1af yb9e w31 h8b"><div class="t m7 x160 h89 yc2b ff33 fs36 fc4 sc0 lsed ws257">Kryteria dotyczące zasad<span class="_ _2"></span>y</div></div><div class="t m7 x14b h80 yb74 ff36 fs35 fc4 sc0 lse3 ws24d">CCM <span class="_ _10f"> </span><span class="ls0 ws0">62%<span class="_ _7a"> </span>67%</span></div><div class="t m7 x126 h80 yb75 ff36 fs35 fc4 sc0 lse3 ws24d">CCA<span class="_ _110"> </span><span class="ls0 ws0">0%<span class="_ _111"> </span>0%</span></div><div class="t m7 x186 h80 yb76 ff36 fs35 fc4 sc0 lse4 ws24e">WTR<span class="_ _112"> </span><span class="ls0 ws0">18%<span class="_ _7a"> </span>18%</span></div><div class="t m7 x187 h80 yb77 ff36 fs35 fc4 sc0 lse3 ws24d">CE <span class="_ _113"> </span><span class="ls0 ws0">0%<span class="_ _111"> </span>0%</span></div><div class="t m7 x188 h80 yb78 ff36 fs35 fc4 sc0 lse5 ws24f">PPC <span class="_ _110"> </span><span class="ls0 ws0">0%<span class="_ _111"> </span>0%</span></div><div class="c x189 yb79 w1e h81"><div class="t m7 x45 h80 yb7a ff36 fs35 fc4 sc0 lse6 ws250">BIO <span class="_ _114"> </span><span class="ls0 ws0">0%<span class="_ _111"> </span>0%</span></div></div><div class="c x189 yb7b w1f h82"><div class="t m7 x168 h83 yc2c ff37 fs35 fc4 sc0 ls0 ws0">Część opexu/ Całkowity opex</div></div><div class="t m7 x51 h83 yb7d ff37 fs35 fc4 sc0 ls0 ws0">Zgodność z sy<span class="_ _0"></span>stematyką w </div><div class="t m7 x71 h83 yb7e ff37 fs35 fc4 sc0 ls0 ws0">podziale na cele</div><div class="t m7 x51 h83 yb7f ff37 fs35 fc4 sc0 ls0 ws0">Kwalifikowanie się do </div><div class="t m7 x71 h83 yb80 ff37 fs35 fc4 sc0 lse4 ws24e">systematy<span class="_ _0"></span>ki w podziale na cele</div><div class="t m2 x12 hc y9b2 ff8 fs9 fc0 sc0 lsb9 ws130">ENVIRONMENT<span class="_ _1"></span>AL - Wpływ na <span class="_ _2"></span>śr<span class="_ _0"></span>odowisk<span class="_ _0"></span>o</div></div><div class="pi" ></div></div><div id="pf60" class="pf w0 h0" ><div class="pc pc60 w0 h0"><img class="bi x0 y86 w3 h1e" alt="" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAC0AAAEqCAIAAAAOCk7BAAAACXBIWXMAABYlAAAWJQFJUiTwAAAAvUlEQVR42u3OMQEAMAgDsDJveEM21zxwJApS6ckBLzd4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh8C72XAyGZlwlcAAAAAElFTkSuQmCC"/><div class="t m0 x7f ha y32 ff6 fs7 fc3 sc0 lsfb ws265">96</div><div class="t m0 x11 h8 y278 ff7 fs5 fc4 sc0 ls0 wsf">Informa<span class="_ _0"></span>cje k<span class="_ _0"></span>ontek<span class="_ _0"></span>sto<span class="_ _0"></span>we</div><div class="t m0 x11 h8 y279 ff6 fs5 fc4 sc0 ls0 wse3">Opisana w pkt 1<span class="_ _1"></span>.5 metodologia kwalifik<span class="_ _0"></span>acji działalności zgodnie z T<span class="_ _f"></span>aksonomią UE (TX) w Grupie Apa<span class="_ _0"></span>tor zo<span class="_ _0"></span>st<span class="_ _0"></span>ała opracowana <span class="_ _95"></span><span class="ws0"> </span></div><div class="t m0 x11 h8 y27a ff6 fs5 fc4 sc0 ls0 wsae">w 2023 r<span class="_ _1"></span>.<span class="_ _0"></span> Analizując działalnoś<span class="_ _0"></span>ć Grupy prow<span class="_ _0"></span>adzoną w 2023 r<span class="_ _1"></span>.<span class="_ _1"></span> zast<span class="_ _0"></span>osowano ją w pełni dla etapu id<span class="_ _0"></span>entyfik<span class="_ _0"></span>acji działalności zrów<span class="ws0">-</span></div><div class="t m0 x11 h8 y27b ff6 fs5 fc4 sc0 ls0 ws190">noważonej śr<span class="_ _0"></span>odowisk<span class="_ _0"></span>owo.<span class="_ _1"></span> Oznacza to,<span class="_ _1"></span> że każda z<span class="_ _0"></span>e spółek Grupy przepro<span class="_ _0"></span>wadziła pełen 7-etapowy pr<span class="_ _0"></span>oces ident<span class="_ _0"></span>yfikacji dla </div><div class="t m0 x11 h8 y27c ff6 fs5 fc4 sc0 ls0 ws100">wszyst<span class="_ _0"></span>kich r<span class="_ _0"></span>odzaj<span class="_ _0"></span>ów prowadzonej przez siebie (lub w przypadku s<span class="_ _0"></span>półek posiadający<span class="_ _0"></span>ch spółki – córki przez siebie i spółk<span class="_ _0"></span>i zależ<span class="ws0">-</span></div><div class="t m0 x11 h8 y27d ff6 fs5 fc4 sc0 ls0 ws9">ne) działalności.<span class="_ _1"></span> </div><div class="t m0 x11 h8 y29e ff6 fs5 fc4 sc0 ls0 ws176">Etap 2 związany z pomiarem <span class="_ _0"></span>wyników d<span class="_ _0"></span>ziałalności zrów<span class="_ _0"></span>noważonej śr<span class="_ _0"></span>odowisk<span class="_ _0"></span>owo wymaga <span class="_ _0"></span>jednak zas<span class="_ _0"></span>to<span class="_ _0"></span>sowania przewidzia<span class="ws0">-</span></div><div class="t m0 x11 h8 y27f ff6 fs5 fc4 sc0 ls0 ws180">nych <span class="_ _0"></span>w metodol<span class="_ _0"></span>ogii narzędzi/rozwiąz<span class="_ _0"></span>ań umożliwiających <span class="_ _0"></span>dokładny pomiar wielk<span class="_ _0"></span>ości źr<span class="_ _0"></span>ódłowych (docel<span class="_ _0"></span>owo precyzy<span class="_ _0"></span>jne ust<span class="_ _0"></span>a<span class="ws0">-</span></div><div class="t m0 x11 h8 y29f ff6 fs5 fc4 sc0 ls0 ws26">lenie wielk<span class="_ _0"></span>ości kluczowy<span class="_ _0"></span>ch wskaźnik<span class="_ _0"></span>ów wynik<span class="_ _0"></span>ów działalności zr<span class="_ _0"></span>ównoważ<span class="_ _0"></span>onej środowisk<span class="_ _1"></span>owo,<span class="_ _0"></span> w szczególno<span class="_ _0"></span>ści dot<span class="_ _0"></span>ycząc<span class="_ _0"></span>ych </div><div class="t m0 x11 h8 y2a0 ff6 fs5 fc4 sc0 ls0 wsa">capex oraz opex).<span class="_ _1"></span> Narzędzia te  są s<span class="_ _0"></span>to<span class="_ _0"></span>sowane przez podmioty Gr<span class="_ _0"></span>upy Apa<span class="_ _0"></span>tor w pełn<span class="_ _0"></span>ym zakr<span class="_ _0"></span>esie od począt<span class="_ _0"></span>ku 2024 r<span class="_ _f"></span>.,<span class="_ _0"></span> w związku </div><div class="t m0 x11 h8 y2a1 ff6 fs5 fc4 sc0 ls0 ws9">z czym z k<span class="_ _0"></span>onieczności odpowiednie wielk<span class="_ _0"></span>ości za 2023 r<span class="_ _f"></span>.<span class="_ _0"></span> ustal<span class="_ _0"></span>one zos<span class="_ _0"></span>tały w sposób bar<span class="_ _0"></span>dziej uproszczon<span class="_ _0"></span>y<span class="_ _1"></span>. </div><div class="t m0 x11 h8 y322 ff6 fs5 fc4 sc0 ls0 ws1ab">W szczegó<span class="_ _0"></span>lności część poniesiony<span class="_ _0"></span>ch nakładów inwes<span class="_ _0"></span>ty<span class="_ _0"></span>cy<span class="_ _0"></span>jnych c<span class="_ _0"></span>apex oraz k<span class="_ _0"></span>oszt<span class="_ _0"></span>ów operac<span class="_ _0"></span>yjn<span class="_ _0"></span>ych opex,<span class="_ _1"></span> w przypadku kt<span class="_ _0"></span>órych </div><div class="t m0 x11 h8 y323 ff6 fs5 fc4 sc0 ls0 ws197">niemożliwe było ich bezpośr<span class="_ _0"></span>ednie przyporządk<span class="_ _0"></span>owanie do zid<span class="_ _0"></span>entyfik<span class="_ _1"></span>owanych kat<span class="_ _1"></span>egorii działalności TX,<span class="_ _1"></span> została przypisana do </div><div class="t m0 x11 h8 y324 ff6 fs5 fc4 sc0 ls0 ws9">nich za pomocą us<span class="_ _0"></span>talon<span class="_ _0"></span>ych kluczy rozliczenio<span class="_ _0"></span>wych (bazujących na<span class="_ _0"></span>jczęściej na wielk<span class="_ _0"></span>ościach przychodó<span class="_ _0"></span>w ze sprzedaży).<span class="_ _0"></span> </div><div class="t m0 x11 h8 y2a2 ff6 fs5 fc4 sc0 ls0 ws1b1">Udziały procent<span class="_ _0"></span>owe (obr<span class="_ _0"></span>otu or<span class="_ _0"></span>az capex) dla 2022 r<span class="_ _f"></span>. wyk<span class="_ _0"></span>azane w k<span class="_ _0"></span>olumnie 19 właściwy<span class="_ _0"></span>ch ta<span class="_ _0"></span>bel taks<span class="_ _0"></span>onomicznych z<span class="_ _0"></span>aprezen<span class="ws0">-</span></div><div class="t m0 x11 h8 y2a3 ff6 fs5 fc4 sc0 ls0 wsa7">to<span class="_ _0"></span>wane zost<span class="_ _0"></span>ały analogicznie do sposobu ich pr<span class="_ _0"></span>ezentacji w rapor<span class="_ _0"></span>cie Grupy Apa<span class="_ _0"></span>t<span class="_ _0"></span>or za 2022 r<span class="_ _1"></span>.<span class="_ _1"></span> (w związku z brakiem ident<span class="_ _0"></span>yfikacji </div><div class="t m0 x11 h8 y2a4 ff6 fs5 fc4 sc0 ls0 ws12b">wielko<span class="_ _0"></span>ści opex - czego przyczyn<span class="_ _0"></span>y zos<span class="_ _0"></span>tały wyjaśnione w r<span class="_ _0"></span>aporcie za 2022 r<span class="_ _f"></span>. - w k<span class="_ _1"></span>olumnie 19 ost<span class="_ _0"></span>atniej <span class="_ _0"></span>tabeli tak<span class="_ _0"></span>sonomicznej </div><div class="t m0 x11 h8 y2a5 ff6 fs5 fc4 sc0 ls0 ws11b">wykazano wielk<span class="_ _1"></span>ości zerowe).<span class="_ _1"></span> Metodologia kwalifikac<span class="_ _0"></span>ji działalności zgodnie z T<span class="_ _f"></span>aksonomią UE,<span class="_ _1"></span> jaką st<span class="_ _1"></span>osowała wówczas Grupa </div><div class="t m0 x11 h8 yc2d ff6 fs5 fc4 sc0 ls0 wsd5">Apat<span class="_ _0"></span>or<span class="_ _1"></span>,<span class="_ _1"></span> była zdecydow<span class="_ _0"></span>anie bardziej uprosz<span class="_ _0"></span>czona od podejścia opracow<span class="_ _0"></span>anego w 2023 r<span class="_ _1"></span>.<span class="_ _0"></span> (dot<span class="_ _0"></span>yczyło <span class="_ _0"></span>to r<span class="_ _0"></span>ównież etapu ident<span class="_ _0"></span>yfi<span class="ws0">-</span></div><div class="t m0 x11 h8 y391 ff6 fs5 fc4 sc0 ls0 ws10">kacji),<span class="_ _1"></span> podobnie jak narzędzia służące do pomiaru wielk<span class="_ _0"></span>ości źr<span class="_ _0"></span>ódłowych.<span class="_ _1"></span> W związku z powyższym,<span class="_ _1"></span> jakak<span class="_ _1"></span>olwiek próba wst<span class="_ _1"></span>eczne<span class="_ _2"></span>j </div><div class="t m0 x11 h8 y392 ff6 fs5 fc4 sc0 ls0 ws134">ident<span class="_ _0"></span>yfikacji odpowiednich wielk<span class="_ _0"></span>ości obr<span class="_ _0"></span>ot<span class="_ _0"></span>ów,<span class="_ _1"></span> a w szczególno<span class="_ _0"></span>ści nakładów inwes<span class="_ _0"></span>ty<span class="_ _0"></span>cyjn<span class="_ _0"></span>ych i k<span class="_ _0"></span>oszt<span class="_ _0"></span>ów oper<span class="_ _0"></span>acyjn<span class="_ _0"></span>ych,<span class="_ _1"></span> wiązałaby </div><div class="t m0 x11 h8 y393 ff6 fs5 fc4 sc0 ls0 ws19d">się z konieczno<span class="_ _0"></span>ści z zas<span class="_ _0"></span>to<span class="_ _0"></span>sowaniem bardzo duży<span class="_ _0"></span>ch uproszcz<span class="_ _0"></span>eń i subiektyw<span class="_ _0"></span>nych z<span class="_ _0"></span>ałożeń przeliczeniowych.<span class="_ _1"></span> Po analizie uznano,<span class="_ _0"></span> że </div><div class="t m0 x11 h8 y394 ff6 fs5 fc4 sc0 ls0 wsc">bardziej popraw<span class="_ _0"></span>ne metod<span class="_ _0"></span>ologicznie będzie pozos<span class="_ _1"></span>tawienie danych na <span class="_ _0"></span>takim poziomie <span class="_ _0"></span>szczegółowoś<span class="_ _0"></span>ci,<span class="_ _1"></span> na jakim zapr<span class="_ _0"></span>ezent<span class="_ _0"></span>owano </div><div class="t m0 x11 h8 y395 ff6 fs5 fc4 sc0 ls0 ws11">je pierwot<span class="_ _0"></span>nie.</div><div class="t m0 x11 h8 yc2e ff6 fs5 fc4 sc0 ls0 ws9">Wielk<span class="_ _0"></span>ości w k<span class="_ _0"></span>olumnie 19 <span class="_ _0"></span>tabeli obrot<span class="_ _1"></span>ów dotycz<span class="_ _0"></span>ą nast<span class="_ _0"></span>ępujących r<span class="_ _0"></span>odzaj<span class="_ _0"></span>ów działalności:</div><div class="t m0 x37 h8 y397 ff8 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ws9">Opomia<span class="_ _2"></span>ro<span class="_ _0"></span>wanie energii elekt<span class="_ _0"></span>rycznej - 11%</span></span></div><div class="t m0 x37 h8 y398 ff8 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4">Apa<span class="_ _2"></span>ra<span class="_ _0"></span>tur<span class="_ _0"></span>a łączeniowa - <span class="_ _0"></span>11%</span></span></div><div class="t m0 x37 h8 y399 ff8 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4">Syst<span class="_ _0"></span>emy s<span class="_ _0"></span>t<span class="_ _0"></span>erowania i nadzoru - 2%</span></span></div><div class="t m0 x37 h8 y39a ff8 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4">ICT - 0%</span></span></div><div class="t m0 x37 h8 yc2f ff8 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 wsb2">Ciepłomierze <span class="_ _2"></span>- 1%</span></span></div><div class="t m0 x37 h8 yc30 ff8 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 wsb2">Wodomierze - 13%</span></span></div><div class="t m0 x11 h8 y39d ff6 fs5 fc4 sc0 ls0 ws7">W tabeli capex:</div><div class="t m0 x37 h8 y39e ff8 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ws9">Opomia<span class="_ _2"></span>ro<span class="_ _0"></span>wanie energii elekt<span class="_ _0"></span>rycznej -2%</span></span></div><div class="t m0 x37 h8 y39f ff8 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4">Apa<span class="_ _2"></span>ra<span class="_ _0"></span>tur<span class="_ _0"></span>a łączeniowa - 3%</span></span></div><div class="t m0 x37 h8 y3a0 ff8 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ws9">Syst<span class="_ _0"></span>emy s<span class="_ _0"></span>t<span class="_ _0"></span>erowania i nadzoru - 3%</span></span></div><div class="t m0 x37 h8 y3a1 ff8 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 wsb2">ICT <span class="_ _2"></span>- 1%</span></span></div><div class="t m0 x37 h8 y3a2 ff8 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4">Ca<span class="_ _2"></span>pex segment<span class="_ _0"></span>u W&amp;H - 2<span class="_ _0"></span>6%</span></span></div><div class="t m0 x11 h8 y3a3 ff6 fs5 fc4 sc0 ls0 ws16f">Dane zaprezent<span class="_ _0"></span>owane w <span class="_ _0"></span>tabelach t<span class="_ _0"></span>aksonomiczny<span class="_ _0"></span>ch dla 2023 r<span class="_ _1"></span>.<span class="_ _1"></span> wskazują na isto<span class="_ _0"></span>tn<span class="_ _0"></span>y wzros<span class="_ _0"></span>t udziału działalności zg<span class="_ _0"></span>odnej z sys<span class="_ _0"></span>te<span class="ws0">-</span></div><div class="t m0 x11 h8 y3a4 ff6 fs5 fc4 sc0 ls0 ws12c">maty<span class="_ _0"></span>ką w całk<span class="_ _0"></span>owit<span class="_ _0"></span>ej działalności Grupa <span class="_ _0"></span>Apat<span class="_ _0"></span>or pomiędzy 2022 a 2023 r<span class="_ _1"></span>.<span class="_ _0"></span>  Należy wy<span class="_ _0"></span>jaśnić,<span class="_ _1"></span> że wynika t<span class="_ _0"></span>o częściowo z rzeczywi<span class="ws0">-</span></div><div class="t m0 x11 h8 yc31 ff6 fs5 fc4 sc0 ls0 ws12">st<span class="_ _0"></span>ego wzr<span class="_ _0"></span>os<span class="_ _0"></span>tu ska<span class="_ _0"></span>li działalności zgodnej z sy<span class="_ _0"></span>st<span class="_ _0"></span>emat<span class="_ _0"></span>yką (np<span class="_ _0"></span>.<span class="_ _0"></span> w obszarze przes<span class="_ _0"></span>yłu i dys<span class="_ _0"></span>trybucji ee),<span class="_ _1"></span> częściowo ze zmian<span class="_ _0"></span>y zas<span class="_ _0"></span>to<span class="_ _0"></span>so<span class="ws0">-</span></div><div class="t m0 x11 h8 yc32 ff6 fs5 fc4 sc0 ls0 ws56">wanej metodo<span class="_ _0"></span>logii kwalifikacji działalności <span class="_ _0"></span>zgodnie z T<span class="_ _f"></span>aksonomią UE,<span class="_ _1"></span> jaka nast<span class="_ _0"></span>ąpiła pomiędzy 2022 a 2<span class="_ _2"></span>023 r<span class="_ _f"></span>. Z<span class="_ _0"></span>miana ta polegała </div><div class="t m0 x11 h8 yc33 ff6 fs5 fc4 sc0 ls0 wsd5">m.in.<span class="_ _0"></span> na dokładniejszej <span class="_ _0"></span>analizie prowadzonej przez Grupę <span class="_ _0"></span>działalności cel<span class="_ _0"></span>em bardziej prec<span class="_ _0"></span>yzyjnego przypisania/wykluczenia <span class="_ _1"></span>jej <span class="_ _11c"></span><span class="ws0"> </span></div><div class="t m0 x11 h8 yc34 ff6 fs5 fc4 sc0 ls0 ws17f">z sys<span class="_ _0"></span>t<span class="_ _0"></span>ematy<span class="_ _0"></span>ki.<span class="_ _1"></span>  W jej ef<span class="_ _0"></span>ek<span class="_ _0"></span>cie ost<span class="_ _0"></span>at<span class="_ _0"></span>ecznie w 2023 r<span class="_ _f"></span>. zaliczono do s<span class="_ _0"></span>ys<span class="_ _0"></span>tema<span class="_ _0"></span>tyk<span class="_ _0"></span>i szerszy zakr<span class="_ _0"></span>es działalności Grupa <span class="_ _0"></span>Apat<span class="_ _0"></span>or niż było </div><div class="t m0 x11 h8 yc35 ff6 fs5 fc4 sc0 ls0 wsb5">to w 2022 r<span class="_ _f"></span>. Doda<span class="_ _0"></span>tk<span class="_ _1"></span>owo,<span class="_ _0"></span> w związku z uzupełnieniem obo<span class="_ _0"></span>wiązujących przepisów<span class="_ _0"></span>,<span class="_ _1"></span> dopiero od 2023 r<span class="_ _f"></span>. włączono do s<span class="_ _0"></span>ys<span class="_ _0"></span>tema<span class="_ _0"></span>tyk<span class="_ _0"></span>i </div><div class="t m0 x11 h8 yc36 ff6 fs5 fc4 sc0 ls0 ws9">część działalności segmen<span class="_ _0"></span>tu Gaz.</div><div class="t m2 x5a hc y9b2 ff8 fs9 fc0 sc0 lsb9 ws130">ENVIRONMENT<span class="_ _1"></span>AL - Wpływ na <span class="_ _2"></span>śr<span class="_ _0"></span>odowisk<span class="_ _0"></span>o</div></div><div class="pi" ></div></div><div id="pf61" class="pf w0 h0" ><div class="pc pc61 w0 h0"><img class="bi x1b0 yc37 w7 h91" alt="" src="data:image/png;base64,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"/><div class="t m0 xb6 ha y32 ff6 fs7 fc3 sc0 ls8 wsa">97</div><div class="t m0 x11 h8 y278 ff6 fs5 fc4 sc0 ls0 ws9">W odniesieniu do obr<span class="_ _0"></span>ot<span class="_ _0"></span>u największe przyr<span class="_ _0"></span>ost<span class="_ _0"></span>y r<span class="_ _0"></span>/r d<span class="_ _0"></span>oty<span class="_ _0"></span>czą nast<span class="_ _1"></span>ępuj<span class="_ _2"></span>ący<span class="_ _0"></span>ch działalności:</div><div class="t m0 x37 h8 y279 ff8 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4">Gazomierze +14%</span></span></div><div class="t m0 x37 h8 y27a ff8 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4">Wodomierze +1<span class="_ _0"></span>2%</span></span></div><div class="t m0 x37 h8 y27b ff8 fs5 fc1 sc0 ls0 ws0"> <span class="_ _6a"></span><span class="ffd"><span class="_ _7b"> </span><span class="ff6 fc4 ws9">Przesył i dys<span class="_ _0"></span>trybucja ee +1<span class="_ _0"></span>2%</span></span></div><div class="t m0 x11 h16 yc38 ff6 fsf fc1 sc0 ls0 ws80">5.<span class="_ _1"></span>4.<span class="_ _0"></span>3 Działalność związ<span class="_ _0"></span>ana z energią jądr<span class="_ _0"></span>ową i gazem w uj<span class="_ _0"></span>ęciu T<span class="_ _29"></span>aksonomii UE</div><div class="t m0 x11 h8 yc39 ff6 fs5 fc4 sc0 ls0 ws11">Ujawnienie zgodnie z Załącznikiem III Rozporządzenia Del<span class="_ _0"></span>egowanego K<span class="_ _1"></span>omisj<span class="_ _2"></span>i (UE) 2022/1214<span class="_ _0"></span>,<span class="_ _1"></span> uzupełniającym Ro<span class="_ _0"></span>zporządzenie </div><div class="t m0 x11 h8 yc3a ff6 fs5 fc4 sc0 ls0 ws100">Delegowane K<span class="_ _1"></span>omisji (U<span class="_ _2"></span>E) 2021/21<span class="_ _0"></span>78 o Załącznik XII,<span class="_ _1"></span> doty<span class="_ _0"></span>czący s<span class="_ _0"></span>tandardowy<span class="_ _0"></span>ch wzoró<span class="_ _0"></span>w do celów ujawniania inf<span class="_ _0"></span>ormacji,<span class="_ _1"></span> o kt<span class="_ _0"></span>ó<span class="ws0">-</span></div><div class="t m0 x11 h8 yc3b ff6 fs5 fc4 sc0 ls0 ws9">rych mowa w art.<span class="_ _1"></span> 8 ust.<span class="_ _0"></span> 6 i 7<span class="_ _f"></span>. – t<span class="_ _1"></span>j. dla działalności związ<span class="_ _0"></span>anej z energią jądrow<span class="_ _0"></span>ą i gazem ziemnym.</div><div class="t m0 x80 h8 yc3c ff6 fs5 fc0 sc0 lsf ws12">Wiersz <span class="_ _f9"> </span><span class="ls0 ws9">Działalność związana z energią <span class="_ _0"></span>jądrową </span></div><div class="t m0 x80 h8 yc3d ff6 fs5 fc4 sc0 ls0 ws0">1 </div><div class="t m0 x63 h8 yc3e ff6 fs5 fc4 sc0 ls0 ws0">Przedsiębior<span class="_ _0"></span>stw<span class="_ _0"></span>o prowadzi badania<span class="_ _1"></span>,<span class="_ _1"></span> rozwój,<span class="_ _1"></span> demonstr<span class="_ _0"></span>ację i ro<span class="_ _0"></span>zmieszczenie innowacy<span class="_ _0"></span>jny<span class="_ _0"></span>ch ins<span class="_ _0"></span>talacji </div><div class="t m0 x63 h8 yc3d ff6 fs5 fc4 sc0 ls0 ws9">wytwarzania ener<span class="_ _0"></span>gii elektry<span class="_ _0"></span>cznej wytwarza<span class="_ _0"></span>jących ener<span class="_ _0"></span>gię w ramach procesów <span class="_ _0"></span>jądrowych przy </div><div class="t m0 x63 h8 yc3f ff6 fs5 fc4 sc0 ls0 ws9">minimalnej ilości odpadów z cy<span class="_ _0"></span>klu paliwowego,<span class="_ _1"></span> ﬁnansuje t<span class="_ _0"></span>ę działalność lub <span class="_ _0"></span>jest ma na nią ekspozy<span class="_ _0"></span>cję.<span class="_ _0"></span> </div><div class="t m0 xbc h8 yc40 ff6 fs5 fc4 sc0 lsfc ws131">TA<span class="_ _2"></span>K<span class="_ _1b"></span>/<span class="_ _1b"></span><span class="ff7 lsfd ws102">NIE</span><span class="ls0 ws0"> </span></div><div class="t m0 x80 he yc41 ff6 fsa fc4 sc0 ls0 ws0">2 </div><div class="t m0 x63 h8 yc42 ff6 fs5 fc4 sc0 ls0 ws9">Przedsiębior<span class="_ _0"></span>stw<span class="_ _0"></span>o prowadzi bud<span class="_ _0"></span>owę i bezpieczną eksploa<span class="_ _0"></span>tację nowy<span class="_ _0"></span>ch obiekt<span class="_ _0"></span>ów jądr<span class="_ _0"></span>owych w </div><div class="t m0 x63 h8 yc43 ff6 fs5 fc4 sc0 ls0 ws9">celu wytwarzania ener<span class="_ _0"></span>gii elektry<span class="_ _0"></span>cznej lub ciepła t<span class="_ _0"></span>echnologicznego,<span class="_ _1"></span> w ty<span class="_ _0"></span>m na potrzeby s<span class="_ _0"></span>ys<span class="_ _0"></span>temu </div><div class="t m0 x63 h8 yc44 ff6 fs5 fc4 sc0 ls0 ws11">ciepłowniczego l<span class="_ _0"></span>ub procesów przem<span class="_ _0"></span>ysłowy<span class="_ _0"></span>ch,<span class="_ _1"></span> takich <span class="_ _0"></span>jak produk<span class="_ _0"></span>cja wodoru,<span class="_ _1"></span> a <span class="_ _0"></span>także ich moder<span class="_ _1"></span>nizację </div><div class="t m0 x63 h8 yc45 ff6 fs5 fc4 sc0 ls0 ws9">pod kąt<span class="_ _1"></span>em bezpieczeństwa<span class="_ _1"></span>,<span class="_ _1"></span> z wykorzys<span class="_ _0"></span>taniem najlep<span class="_ _0"></span>szych dos<span class="_ _0"></span>t<span class="_ _0"></span>ępny<span class="_ _0"></span>ch t<span class="_ _0"></span>echnologii,<span class="_ _1"></span> ﬁnansuje t<span class="_ _0"></span>ę </div><div class="t m0 x63 h8 yc46 ff6 fs5 fc4 sc0 ls0 ws11">działalność lub ma na nią ek<span class="_ _0"></span>spozycję.<span class="_ _1"></span> </div><div class="t m0 xbc h8 yc47 ff6 fs5 fc4 sc0 lsfc ws131">TA<span class="_ _2"></span>K<span class="_ _1b"></span>/<span class="_ _1b"></span><span class="ff7 lsfd ws102">NIE</span><span class="ls0 ws0"> </span></div><div class="t m0 x80 he yc48 ff6 fsa fc4 sc0 ls0 ws0">3 </div><div class="t m0 x63 h8 yc49 ff6 fs5 fc4 sc0 ls0 ws9">Przedsiębior<span class="_ _0"></span>stw<span class="_ _0"></span>o prowadzi bezpieczną eks<span class="_ _0"></span>ploata<span class="_ _0"></span>cję ist<span class="_ _0"></span>niejących obiekt<span class="_ _1"></span>ów jądrowych </div><div class="t m0 x63 h8 yc4a ff6 fs5 fc4 sc0 ls0 ws9">wytwarza<span class="_ _0"></span>jących ener<span class="_ _0"></span>gię elektry<span class="_ _0"></span>czną lub ciepło t<span class="_ _0"></span>echnologiczne,<span class="_ _1"></span> w ty<span class="_ _0"></span>m na potrzeby s<span class="_ _0"></span>ys<span class="_ _0"></span>temu </div><div class="t m0 x63 h8 yc4b ff6 fs5 fc4 sc0 ls0 ws9">ciepłowniczego lub pr<span class="_ _0"></span>ocesów przemysło<span class="_ _0"></span>wych,<span class="_ _1"></span> takich <span class="_ _0"></span>jak produk<span class="_ _0"></span>cja wodoru z ener<span class="_ _0"></span>gii jądrowej,<span class="_ _1"></span> a także </div><div class="t m0 x63 h8 yc4c ff6 fs5 fc4 sc0 ls0 ws9">ich moderniz<span class="_ _0"></span>ację pod kąt<span class="_ _1"></span>em bezpieczeństwa<span class="_ _1"></span>,<span class="_ _1"></span> finansuje tę działalno<span class="_ _0"></span>ść lub ma na nią ekspozycję.<span class="_ _1"></span> </div><div class="t m0 xbc he yc48 ff6 fsa fc4 sc0 lsfe ws266">TA<span class="_ _1b"></span>K<span class="_ _1b"></span>/<span class="_ _1b"></span><span class="ff7 ls67 ws3b">NIE</span><span class="ls0 ws0"> </span></div><div class="t m0 x80 he yc4d ff6 fsa fc0 sc0 lsbb ws67">Wiersz<span class="_ _fa"> </span><span class="ls0 ws2a">Działalność związana z gazem ziemnym <span class="_ _8b"> </span><span class="ws0"> </span></span></div><div class="t m0 x80 he yc4e ff6 fsa fc4 sc0 ls0 ws0">4 </div><div class="t m0 x63 h8 yc4f ff6 fs5 fc4 sc0 ls0 ws9">Przedsiębior<span class="_ _0"></span>stw<span class="_ _0"></span>o prowadzi bud<span class="_ _0"></span>owę lub eksploa<span class="_ _0"></span>tację ins<span class="_ _0"></span>talacji do wyt<span class="_ _0"></span>warzania energii elek<span class="_ _0"></span>trycznej z </div><div class="t m0 x63 h8 yc50 ff6 fs5 fc4 sc0 ls0 ws9">wyk<span class="_ _0"></span>orzyst<span class="_ _0"></span>aniem gazowych paliw kopaln<span class="_ _0"></span>ych,<span class="_ _1"></span> finansuje t<span class="_ _1"></span>ę działalność lub ma na <span class="_ _2"></span>nią ekspozy<span class="_ _0"></span>cję.<span class="_ _0"></span> </div><div class="t m0 xbc he yc51 ff6 fsa fc4 sc0 lsfe ws266">TA<span class="_ _1b"></span>K<span class="_ _1b"></span>/<span class="_ _1b"></span><span class="ff7 ls67 ws3b">NIE</span><span class="ls0 ws0"> </span></div><div class="t m0 x80 he yc52 ff6 fsa fc4 sc0 ls0 ws0">5 </div><div class="t m0 x63 h8 yc53 ff6 fs5 fc4 sc0 ls0 ws9">Przedsiębior<span class="_ _0"></span>stw<span class="_ _0"></span>o prowadzi bud<span class="_ _0"></span>owę,<span class="_ _1"></span> modernizacj<span class="_ _0"></span>ę i eksploat<span class="_ _0"></span>ację ins<span class="_ _0"></span>talacji do sk<span class="_ _0"></span>ojarzonego </div><div class="t m0 x63 h8 yc54 ff6 fs5 fc4 sc0 ls0 ws9">wytwarzania ener<span class="_ _0"></span>gii cieplnej<span class="_ _2"></span>/<span class="_ _1"></span>chłodniczej i energii elektry<span class="_ _0"></span>cznej z wyk<span class="_ _0"></span>orzyst<span class="_ _0"></span>aniem gazowych paliw </div><div class="t m0 x63 h8 yc55 ff6 fs5 fc4 sc0 ls0 ws9">kopaln<span class="_ _0"></span>ych,<span class="_ _1"></span> finansuje t<span class="_ _1"></span>ę działalność lub ma na <span class="_ _2"></span>nią ekspozy<span class="_ _0"></span>cję.<span class="_ _1"></span> </div><div class="t m0 xbc he yc56 ff6 fsa fc4 sc0 lsfe ws266">TA<span class="_ _1b"></span>K<span class="_ _1b"></span>/<span class="_ _1b"></span><span class="ff7 ls67 ws3b">NIE</span><span class="ls0 ws0"> </span></div><div class="t m0 x80 he yc57 ff6 fsa fc4 sc0 ls0 ws0">6 </div><div class="t m0 x63 h8 yc58 ff6 fs5 fc4 sc0 ls0 ws9">Przedsiębior<span class="_ _0"></span>stw<span class="_ _0"></span>o prowadzi bud<span class="_ _0"></span>owę,<span class="_ _1"></span> modernizacj<span class="_ _0"></span>ę i eksploat<span class="_ _0"></span>ację ins<span class="_ _0"></span>talacji do wytw<span class="_ _0"></span>arzania ciepła </div><div class="t m0 x63 h8 yc59 ff6 fs5 fc4 sc0 ls0 ws9">wytwarza<span class="_ _0"></span>jących ener<span class="_ _0"></span>gię cieplną/<span class="_ _1"></span>chłodniczą z wykorzys<span class="_ _0"></span>taniem gazowych paliw k<span class="_ _0"></span>opalny<span class="_ _0"></span>ch,<span class="_ _1"></span> finansuje </div><div class="t m0 x63 h8 yc5a ff6 fs5 fc4 sc0 ls0 ws9">tę działalno<span class="_ _0"></span>ść lub ma na nią ekspozycję.<span class="_ _1"></span> </div><div class="t m0 xbc he yc5b ff6 fsa fc4 sc0 lsfe ws266">TA<span class="_ _1b"></span>K<span class="_ _1b"></span>/<span class="_ _1b"></span><span class="ff7 ls67 ws3b">NIE</span><span class="ls0 ws0"> </span></div><div class="t m0 x11 h8 yc5c ff7 fs5 fc4 sc0 ls0 wsae">Działalność związana z ener<span class="_ _0"></span>gią jądr<span class="_ _0"></span>ową i gazem ziemn<span class="_ _0"></span>ym</div><div class="t m0 x11 h24 yc5d ff6 fs13 fc1 sc0 ls0 ws0">Obró<span class="_ _0"></span>t</div><div class="t m2 x12 hc y9b2 ff8 fs9 fc0 sc0 lsb9 ws130">ENVIRONMENT<span class="_ _1"></span>AL - Wpływ na <span class="_ _2"></span>śr<span class="_ _0"></span>odowisk<span class="_ _0"></span>o</div></div><div class="pi" ></div></div><div id="pf62" class="pf w0 h0" ><div class="pc pc62 w0 h0"><img class="bi x0 yc5e w6 h92" alt="" src="data:image/png;base64,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"/><div class="t m0 x7f ha y32 ff6 fs7 fc3 sc0 ls0 ws0">98</div><div class="t m0 x1c hc yc5f ff6 fs9 fc0 sc0 ls45 ws97">Wiersz <span class="_ _3b"> </span><span class="ls0 ws93">Rodzaje działalnoś<span class="_ _0"></span>ci gospodarczej </span></div><div class="t m0 x8c hc yc60 ff6 fs9 fc0 sc0 ls0 ws93">Kwot<span class="_ _0"></span>a i udział (infor<span class="_ _0"></span>macje należy przeds<span class="_ _0"></span>tawić w kwo<span class="_ _0"></span>tach </div><div class="t m0 x1b1 hc yc61 ff6 fs9 fc0 sc0 ls0 ws94">pieniężnych i w<span class="_ _0"></span>artościach pr<span class="_ _0"></span>ocentowy<span class="_ _0"></span>ch)</div><div class="t m0 x141 hc yc5f ff6 fs9 fc0 sc0 ls0 ws0">CCM + CCA</div><div class="t m0 x127 hc yc62 ff6 fs9 fc0 sc0 ls0 ws93">Łagodzenie zmian </div><div class="t m0 x15a hc yc63 ff6 fs9 fc0 sc0 ls0 ws0">klimatu (CCM)</div><div class="t m0 x1b2 hc yc62 ff6 fs9 fc0 sc0 ls0 ws3e">Adaptacja do zmian </div><div class="t m0 x1b3 hc yc63 ff6 fs9 fc0 sc0 ls0 ws0">klimatu (CCA) </div><div class="t m0 x1b4 hc yc64 ff6 fs9 fc0 sc0 lsff ws1fe">Kwota<span class="_ _2"></span>  <span class="ls0 ws0"> </span></div><div class="t m0 xb1 hc yc65 ff6 fs9 fc0 sc0 ls0 ws93">(tys.<span class="_ _1"></span> zł)</div><div class="t m0 xe3 hc yc66 ff6 fs9 fc0 sc0 ls0 ws0">% </div><div class="t m0 x145 hc yc64 ff6 fs9 fc0 sc0 lsff ws1fe">Kwota<span class="_ _2"></span>  <span class="ls0 ws0"> </span></div><div class="t m0 xe8 hc yc65 ff6 fs9 fc0 sc0 ls0 ws93">(tys.<span class="_ _1"></span> zł)</div><div class="t m0 x1b5 hc yc66 ff6 fs9 fc0 sc0 ls0 ws0">% </div><div class="t m0 x1b6 hc yc64 ff6 fs9 fc0 sc0 lsff ws1fe">Kwota<span class="_ _2"></span>  <span class="ls0 ws0"> </span></div><div class="t m0 xb5 hc yc65 ff6 fs9 fc0 sc0 ls0 ws93">(tys.<span class="_ _1"></span> zł)</div><div class="t m0 x1b7 hc yc66 ff6 fs9 fc0 sc0 ls0 ws0">% </div><div class="t m0 x1b8 hc yc67 ff6 fs9 fc4 sc0 ls0 ws0">1 </div><div class="t m0 x1ad hc yc68 ff6 fs9 fc4 sc0 ls0 ws93">Kwot<span class="_ _0"></span>a i udział działalności gospodar<span class="_ _0"></span>czej zgodnej z sys<span class="_ _0"></span>t<span class="_ _0"></span>ematy<span class="_ _0"></span>ką<span class="_ _1"></span>,<span class="_ _0"></span> </div><div class="t m0 x1ad hc yc69 ff6 fs9 fc4 sc0 ls0 ws93">o któr<span class="_ _0"></span>ej mowa w sek<span class="_ _0"></span>cji 4.26 załącznik<span class="_ _0"></span>ów I i II do rozporządzenia </div><div class="t m0 x1ad hc yc6a ff6 fs9 fc4 sc0 ls0 ws0">delegowaneg<span class="_ _0"></span>o (UE) 2021/2139 w mianowniku mającego </div><div class="t m0 x1ad hc yc6b ff6 fs9 fc4 sc0 ls0 ws94">zast<span class="_ _1"></span>osowanie kluczowego wskaźnika wy<span class="_ _0"></span>ników </div><div class="t m0 x21 hc yc67 ff6 fs9 fc4 sc0 ls0 ws0">0 <span class="_ _93"> </span>0<span class="_ _101"> </span>0 <span class="_ _49"> </span>0<span class="_ _fd"> </span>0 <span class="_ _49"> </span>0</div><div class="t m0 x1b9 hc yc6c ff6 fs9 fc4 sc0 ls0 ws0">2 </div><div class="t m0 x1ad hc yc6d ff6 fs9 fc4 sc0 ls0 ws93">Kwot<span class="_ _0"></span>a i udział działalności gospodar<span class="_ _0"></span>czej zgodnej z sys<span class="_ _0"></span>t<span class="_ _0"></span>ematy<span class="_ _0"></span>ką<span class="_ _1"></span>,<span class="_ _0"></span> </div><div class="t m0 x1ad hc yc6e ff6 fs9 fc4 sc0 ls0 ws93">o któr<span class="_ _0"></span>ej mowa w sek<span class="_ _0"></span>cji 4.27 z<span class="_ _0"></span>ałączników I i II do rozporządzenia </div><div class="t m0 x1ad hc yc6f ff6 fs9 fc4 sc0 ls0 ws0">delegowaneg<span class="_ _0"></span>o (UE) 2021/2139 w mianowniku mającego </div><div class="t m0 x1ad hc yc70 ff6 fs9 fc4 sc0 ls0 ws94">zast<span class="_ _1"></span>osowanie kluczowego wskaźnika wy<span class="_ _0"></span>ników </div><div class="t m0 x107 hc yc6c ff6 fs9 fc4 sc0 ls0 ws0">0 <span class="_ _93"> </span>0<span class="_ _101"> </span>0 <span class="_ _49"> </span>0<span class="_ _fd"> </span>0 <span class="_ _49"> </span>0</div><div class="t m0 x1b9 hc yc71 ff6 fs9 fc4 sc0 ls0 ws0">3 </div><div class="t m0 x1ad hc yc72 ff6 fs9 fc4 sc0 ls0 ws93">Kwot<span class="_ _0"></span>a i udział działalności gospodar<span class="_ _0"></span>czej zgodnej z sys<span class="_ _0"></span>t<span class="_ _0"></span>ematy<span class="_ _0"></span>ką<span class="_ _1"></span>,<span class="_ _0"></span> </div><div class="t m0 x1ad hc yc73 ff6 fs9 fc4 sc0 ls0 ws93">o któr<span class="_ _0"></span>ej mowa w sek<span class="_ _0"></span>cji 4.28 załącznik<span class="_ _0"></span>ów I i II do rozporządzenia </div><div class="t m0 x1ad hc yc74 ff6 fs9 fc4 sc0 ls0 ws0">delegowaneg<span class="_ _0"></span>o (UE) 2021/2139 w mianowniku mającego </div><div class="t m0 x1ad hc yc75 ff6 fs9 fc4 sc0 ls0 ws94">zast<span class="_ _1"></span>osowanie kluczowego wskaźnika wy<span class="_ _0"></span>ników </div><div class="t m0 x107 hc yc71 ff6 fs9 fc4 sc0 ls0 ws0">0 <span class="_ _93"> </span>0<span class="_ _101"> </span>0 <span class="_ _49"> </span>0<span class="_ _fd"> </span>0 <span class="_ _49"> </span>0</div><div class="t m0 x1b9 hc yc76 ff6 fs9 fc4 sc0 ls0 ws0">4 </div><div class="t m0 x1ad hc yc77 ff6 fs9 fc4 sc0 ls0 ws93">Kwot<span class="_ _0"></span>a i udział działalności gospodar<span class="_ _0"></span>czej zgodnej z sys<span class="_ _0"></span>t<span class="_ _0"></span>ematy<span class="_ _0"></span>ką<span class="_ _1"></span>,<span class="_ _0"></span> </div><div class="t m0 x1ad hc yc78 ff6 fs9 fc4 sc0 ls0 ws93">o któr<span class="_ _0"></span>ej mowa w sek<span class="_ _0"></span>cji 4.29 załą<span class="_ _0"></span>czników I i II do rozporządzenia </div><div class="t m0 x1ad hc yc79 ff6 fs9 fc4 sc0 ls0 ws0">delegowaneg<span class="_ _0"></span>o (UE) 2021/2139 w mianowniku mającego </div><div class="t m0 x1ad hc yc7a ff6 fs9 fc4 sc0 ls0 ws94">zast<span class="_ _1"></span>osowanie kluczowego wskaźnika wy<span class="_ _0"></span>ników </div><div class="t m0 x107 hc yc76 ff6 fs9 fc4 sc0 ls0 ws0">0 <span class="_ _93"> </span>0<span class="_ _101"> </span>0 <span class="_ _49"> </span>0<span class="_ _fd"> </span>0 <span class="_ _49"> </span>0</div><div class="t m0 x1b9 hc yc7b ff6 fs9 fc4 sc0 ls0 ws0">5 </div><div class="t m0 x1ad hc yc7c ff6 fs9 fc4 sc0 ls0 ws93">Kwot<span class="_ _0"></span>a i udział działalności gospodar<span class="_ _0"></span>czej zgodnej z sys<span class="_ _0"></span>t<span class="_ _0"></span>ematy<span class="_ _0"></span>ką<span class="_ _1"></span>,<span class="_ _0"></span> </div><div class="t m0 x1ad hc yc7d ff6 fs9 fc4 sc0 ls0 ws93">o któr<span class="_ _0"></span>ej mowa w sek<span class="_ _0"></span>cji 4.30 z<span class="_ _0"></span>ałączników I i II do rozporządzenia </div><div class="t m0 x1ad hc yc7e ff6 fs9 fc4 sc0 ls0 ws0">delegowaneg<span class="_ _0"></span>o (UE) 2021/2139 w mianowniku mającego </div><div class="t m0 x1ad hc yc7f ff6 fs9 fc4 sc0 ls0 ws94">zast<span class="_ _1"></span>osowanie kluczowego wskaźnika wy<span class="_ _0"></span>ników </div><div class="t m0 x107 hc yc7b ff6 fs9 fc4 sc0 ls0 ws0">0 <span class="_ _93"> </span>0<span class="_ _101"> </span>0 <span class="_ _49"> </span>0<span class="_ _fd"> </span>0 <span class="_ _49"> </span>0</div><div class="t m0 x1b9 hc yc80 ff6 fs9 fc4 sc0 ls0 ws0">6 </div><div class="t m0 x1ad hc yc81 ff6 fs9 fc4 sc0 ls0 ws93">Kwot<span class="_ _0"></span>a i udział działalności gospodar<span class="_ _0"></span>czej zgodnej z sys<span class="_ _0"></span>t<span class="_ _0"></span>ematy<span class="_ _0"></span>ką<span class="_ _1"></span>,<span class="_ _0"></span> </div><div class="t m0 x1ad hc yc82 ff6 fs9 fc4 sc0 ls0 ws93">o któr<span class="_ _0"></span>ej mowa w sek<span class="_ _0"></span>cji 4.31 z<span class="_ _0"></span>ałączników I i II do rozporzą<span class="_ _0"></span>dzenia </div><div class="t m0 x1ad hc yc83 ff6 fs9 fc4 sc0 ls0 ws0">delegowaneg<span class="_ _0"></span>o (UE) 2021/2139 w mianowniku mającego </div><div class="t m0 x1ad hc yc84 ff6 fs9 fc4 sc0 ls0 ws94">zast<span class="_ _1"></span>osowanie kluczowego wskaźnika wy<span class="_ _0"></span>ników </div><div class="t m0 x107 hc yc80 ff6 fs9 fc4 sc0 ls0 ws0">0 <span class="_ _93"> </span>0<span class="_ _101"> </span>0 <span class="_ _49"> </span>0<span class="_ _fd"> </span>0 <span class="_ _49"> </span>0</div><div class="t m0 x1b9 hc yc85 ff7 fs9 fc4 sc0 ls0 ws0">7 </div><div class="t m0 x1ad hc yc86 ff7 fs9 fc4 sc0 ls0 ws46">K<span class="_ _0"></span>wota i ud<span class="_ _0"></span>ział innych rod<span class="_ _0"></span>zajó<span class="_ _0"></span>w działalności gos<span class="_ _0"></span>podarczej </div><div class="t m0 x1ad hc yc87 ff7 fs9 fc4 sc0 ls0 ws95">zgodnej  z sys<span class="_ _0"></span>tema<span class="_ _0"></span>tyką<span class="_ _1"></span>, niewymienion<span class="_ _0"></span>ych w wiersz<span class="_ _0"></span>ach 1–6 </div><div class="t m0 x1ad hc yc88 ff7 fs9 fc4 sc0 ls0 ws93">powyżej w mianow<span class="_ _0"></span>niku ma<span class="_ _0"></span>jącego zas<span class="_ _0"></span>tosow<span class="_ _0"></span>anie kluczow<span class="_ _0"></span>ego </div><div class="t m0 x1ad hc yc89 ff7 fs9 fc4 sc0 ls0 ws95">wskaźnika wy<span class="_ _0"></span>nik<span class="_ _0"></span>ów </div><div class="t m0 xaf hc yc85 ff7 fs9 fc4 sc0 ls0 ws95">643 304<span class="_ _fe"> </span><span class="ls100 ws267">57<span class="_ _2"></span>%<span class="_ _116"> </span></span>643 304<span class="_ _9d"> </span><span class="ls100 ws267">57%<span class="_ _f3"> </span></span><span class="ws0">0<span class="_ _5d"> </span>0</span></div><div class="t m0 x1b9 hc yc8a ff7 fs9 fc4 sc0 ls0 ws0">8 </div><div class="t m0 x1ad hc yc8b ff7 fs9 fc4 sc0 ls0 ws95">Całk<span class="_ _0"></span>owity mając<span class="_ _0"></span>y zasto<span class="_ _0"></span>sowanie klu<span class="_ _0"></span>czowy wskaźnik wy<span class="_ _0"></span>nikó<span class="_ _0"></span>w </div><div class="t m0 x1ba hc yc8a ff7 fs9 fc4 sc0 ls0 ws46">1 137 17<span class="_ _1"></span>4<span class="_ _106"> </span><span class="ws0">100% <span class="_ _ee"> </span></span>1 13<span class="_ _0"></span>7 17<span class="_ _0"></span>4<span class="_ _105"> </span><span class="ws0">100% <span class="_ _117"> </span>0<span class="_ _5d"> </span>0</span></div><div class="t m0 x11 h8 y278 ff7 fs5 fc4 sc0 ls0 wsae">Działalność gos<span class="_ _0"></span>podarcza zgodna z s<span class="_ _1"></span>ystemat<span class="_ _0"></span>yką (mianownik)</div><div class="t m2 x5a hc y9b2 ff8 fs9 fc0 sc0 lsb9 ws130">ENVIRONMENT<span class="_ _1"></span>AL - Wpływ na <span class="_ _2"></span>śr<span class="_ _0"></span>odowisk<span class="_ _0"></span>o</div></div><div class="pi" ></div></div><div id="pf63" class="pf w0 h0" ><div class="pc pc63 w0 h0"><img class="bi x11 yc8c w4 h93" alt="" src="data:image/png;base64,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"/><div class="t m0 xb6 ha y32 ff6 fs7 fc3 sc0 ls0 ws0">99</div><div class="t m0 x1c hc yc5f ff6 fs9 fc0 sc0 ls45 ws97">Wiersz <span class="_ _3b"> </span><span class="ls0 ws93">Rodzaje działalnoś<span class="_ _0"></span>ci gospodarczej </span></div><div class="t m0 x8c hc yc60 ff6 fs9 fc0 sc0 ls0 ws93">Kwot<span class="_ _0"></span>a i udział (infor<span class="_ _0"></span>macje należy przeds<span class="_ _0"></span>tawić w kwo<span class="_ _0"></span>tach </div><div class="t m0 x1b1 hc yc61 ff6 fs9 fc0 sc0 ls0 ws94">pieniężnych i w<span class="_ _0"></span>artościach pr<span class="_ _0"></span>ocentowy<span class="_ _0"></span>ch)</div><div class="t m0 x141 hc yc5f ff6 fs9 fc0 sc0 ls0 ws0">CCM + CCA</div><div class="t m0 x127 hc yc62 ff6 fs9 fc0 sc0 ls0 ws93">Łagodzenie zmian </div><div class="t m0 x15a hc yc63 ff6 fs9 fc0 sc0 ls0 ws0">klimatu (CCM)</div><div class="t m0 x1b2 hc yc62 ff6 fs9 fc0 sc0 ls0 ws3e">Adaptacja do zmian </div><div class="t m0 x1b3 hc yc63 ff6 fs9 fc0 sc0 ls0 ws0">klimatu (CCA) </div><div class="t m0 x1b4 hc yc64 ff6 fs9 fc0 sc0 lsff ws1fe">Kwota<span class="_ _2"></span>  <span class="ls0 ws0"> </span></div><div class="t m0 xb1 hc yc65 ff6 fs9 fc0 sc0 ls0 ws93">(tys.<span class="_ _1"></span> zł)</div><div class="t m0 xe3 hc yc66 ff6 fs9 fc0 sc0 ls0 ws0">% </div><div class="t m0 x145 hc yc64 ff6 fs9 fc0 sc0 lsff ws1fe">Kwota<span class="_ _2"></span>  <span class="ls0 ws0"> </span></div><div class="t m0 xe8 hc yc65 ff6 fs9 fc0 sc0 ls0 ws93">(tys.<span class="_ _1"></span> zł)</div><div class="t m0 x1b5 hc yc66 ff6 fs9 fc0 sc0 ls0 ws0">% </div><div class="t m0 x1b6 hc yc64 ff6 fs9 fc0 sc0 lsff ws1fe">Kwota<span class="_ _2"></span>  <span class="ls0 ws0"> </span></div><div class="t m0 xb5 hc yc65 ff6 fs9 fc0 sc0 ls0 ws93">(tys.<span class="_ _1"></span> zł)</div><div class="t m0 x1b7 hc yc66 ff6 fs9 fc0 sc0 ls0 ws0">% </div><div class="t m0 x1b8 hc yc67 ff6 fs9 fc4 sc0 ls0 ws0">1 </div><div class="t m0 x1ad hc yc68 ff6 fs9 fc4 sc0 ls0 ws93">Kwot<span class="_ _0"></span>a i udział działalności gospodar<span class="_ _0"></span>czej zgodnej z sys<span class="_ _0"></span>t<span class="_ _0"></span>ematy<span class="_ _0"></span>ką<span class="_ _1"></span>,<span class="_ _0"></span> </div><div class="t m0 x1ad hc yc69 ff6 fs9 fc4 sc0 ls0 ws93">o któr<span class="_ _0"></span>ej mowa w sek<span class="_ _0"></span>cji 4.26 załącznik<span class="_ _0"></span>ów I i II do rozporządzenia </div><div class="t m0 x1ad hc yc6a ff6 fs9 fc4 sc0 ls0 ws0">delegowaneg<span class="_ _0"></span>o (UE) 2021/2139 w liczniku mającego </div><div class="t m0 x1ad hc yc6b ff6 fs9 fc4 sc0 ls0 ws94">zast<span class="_ _1"></span>osowanie kluczowego wskaźnika wy<span class="_ _0"></span>ników </div><div class="t m0 x21 hc yc67 ff6 fs9 fc4 sc0 ls0 ws0">0 <span class="_ _93"> </span>0<span class="_ _101"> </span>0 <span class="_ _49"> </span>0<span class="_ _fd"> </span>0 <span class="_ _49"> </span>0</div><div class="t m0 x1b9 hc yc6c ff6 fs9 fc4 sc0 ls0 ws0">2 </div><div class="t m0 x1ad hc yc6d ff6 fs9 fc4 sc0 ls0 ws93">Kwot<span class="_ _0"></span>a i udział działalności gospodar<span class="_ _0"></span>czej zgodnej z sys<span class="_ _0"></span>t<span class="_ _0"></span>ematy<span class="_ _0"></span>ką<span class="_ _1"></span>,<span class="_ _0"></span> </div><div class="t m0 x1ad hc yc6e ff6 fs9 fc4 sc0 ls0 ws93">o któr<span class="_ _0"></span>ej mowa w sek<span class="_ _0"></span>cji 4.27 z<span class="_ _0"></span>ałączników I i II do rozporządzenia </div><div class="t m0 x1ad hc yc6f ff6 fs9 fc4 sc0 ls0 ws0">delegowaneg<span class="_ _0"></span>o (UE) 2021/2139 w liczniku mającego </div><div class="t m0 x1ad hc yc70 ff6 fs9 fc4 sc0 ls0 ws94">zast<span class="_ _1"></span>osowanie kluczowego wskaźnika wy<span class="_ _0"></span>ników </div><div class="t m0 x107 hc yc6c ff6 fs9 fc4 sc0 ls0 ws0">0 <span class="_ _93"> </span>0<span class="_ _101"> </span>0 <span class="_ _49"> </span>0<span class="_ _fd"> </span>0 <span class="_ _49"> </span>0</div><div class="t m0 x1b9 hc yc71 ff6 fs9 fc4 sc0 ls0 ws0">3 </div><div class="t m0 x1ad hc yc72 ff6 fs9 fc4 sc0 ls0 ws93">Kwot<span class="_ _0"></span>a i udział działalności gospodar<span class="_ _0"></span>czej zgodnej z sys<span class="_ _0"></span>t<span class="_ _0"></span>ematy<span class="_ _0"></span>ką<span class="_ _1"></span>,<span class="_ _0"></span> </div><div class="t m0 x1ad hc yc73 ff6 fs9 fc4 sc0 ls0 ws93">o któr<span class="_ _0"></span>ej mowa w sek<span class="_ _0"></span>cji 4.28 załącznik<span class="_ _0"></span>ów I i II do rozporządzenia </div><div class="t m0 x1ad hc yc74 ff6 fs9 fc4 sc0 ls0 ws0">delegowaneg<span class="_ _0"></span>o (UE) 2021/2139 w liczniku mającego </div><div class="t m0 x1ad hc yc75 ff6 fs9 fc4 sc0 ls0 ws94">zast<span class="_ _1"></span>osowanie kluczowego wskaźnika wy<span class="_ _0"></span>ników </div><div class="t m0 x107 hc yc71 ff6 fs9 fc4 sc0 ls0 ws0">0 <span class="_ _93"> </span>0<span class="_ _101"> </span>0 <span class="_ _49"> </span>0<span class="_ _fd"> </span>0 <span class="_ _49"> </span>0</div><div class="t m0 x1b9 hc yc76 ff6 fs9 fc4 sc0 ls0 ws0">4 </div><div class="t m0 x1ad hc yc77 ff6 fs9 fc4 sc0 ls0 ws93">Kwot<span class="_ _0"></span>a i udział działalności gospodar<span class="_ _0"></span>czej zgodnej z sys<span class="_ _0"></span>t<span class="_ _0"></span>ematy<span class="_ _0"></span>ką<span class="_ _1"></span>,<span class="_ _0"></span> </div><div class="t m0 x1ad hc yc78 ff6 fs9 fc4 sc0 ls0 ws93">o któr<span class="_ _0"></span>ej mowa w sek<span class="_ _0"></span>cji 4.29 załą<span class="_ _0"></span>czników I i II do rozporządzenia </div><div class="t m0 x1ad hc yc79 ff6 fs9 fc4 sc0 ls0 ws0">delegowaneg<span class="_ _0"></span>o (UE) 2021/2139 w liczniku mającego </div><div class="t m0 x1ad hc yc7a ff6 fs9 fc4 sc0 ls0 ws94">zast<span class="_ _1"></span>osowanie kluczowego wskaźnika wy<span class="_ _0"></span>ników </div><div class="t m0 x107 hc yc76 ff6 fs9 fc4 sc0 ls0 ws0">0 <span class="_ _93"> </span>0<span class="_ _101"> </span>0 <span class="_ _49"> </span>0<span class="_ _fd"> </span>0 <span class="_ _49"> </span>0</div><div class="t m0 x1b9 hc yc7b ff6 fs9 fc4 sc0 ls0 ws0">5 </div><div class="t m0 x1ad hc yc7c ff6 fs9 fc4 sc0 ls0 ws93">Kwot<span class="_ _0"></span>a i udział działalności gospodar<span class="_ _0"></span>czej zgodnej z sys<span class="_ _0"></span>t<span class="_ _0"></span>ematy<span class="_ _0"></span>ką<span class="_ _1"></span>,<span class="_ _0"></span> </div><div class="t m0 x1ad hc yc7d ff6 fs9 fc4 sc0 ls0 ws93">o któr<span class="_ _0"></span>ej mowa w sek<span class="_ _0"></span>cji 4.30 z<span class="_ _0"></span>ałączników I i II do rozporządzenia </div><div class="t m0 x1ad hc yc7e ff6 fs9 fc4 sc0 ls0 ws0">delegowaneg<span class="_ _0"></span>o (UE) 2021/2139 w liczniku mającego </div><div class="t m0 x1ad hc yc7f ff6 fs9 fc4 sc0 ls0 ws94">zast<span class="_ _1"></span>osowanie kluczowego wskaźnika wy<span class="_ _0"></span>ników </div><div class="t m0 x107 hc yc7b ff6 fs9 fc4 sc0 ls0 ws0">0 <span class="_ _93"> </span>0<span class="_ _101"> </span>0 <span class="_ _49"> </span>0<span class="_ _fd"> </span>0 <span class="_ _49"> </span>0</div><div class="t m0 x1b9 hc yc80 ff6 fs9 fc4 sc0 ls0 ws0">6 </div><div class="t m0 x1ad hc yc81 ff6 fs9 fc4 sc0 ls0 ws93">Kwot<span class="_ _0"></span>a i udział działalności gospodar<span class="_ _0"></span>czej zgodnej z sys<span class="_ _0"></span>t<span class="_ _0"></span>ematy<span class="_ _0"></span>ką<span class="_ _1"></span>,<span class="_ _0"></span> </div><div class="t m0 x1ad hc yc82 ff6 fs9 fc4 sc0 ls0 ws93">o któr<span class="_ _0"></span>ej mowa w sek<span class="_ _0"></span>cji 4.31 z<span class="_ _0"></span>ałączników I i II do rozporzą<span class="_ _0"></span>dzenia </div><div class="t m0 x1ad hc yc83 ff6 fs9 fc4 sc0 ls0 ws0">delegowaneg<span class="_ _0"></span>o (UE) 2021/2139 w liczniku mającego </div><div class="t m0 x1ad hc yc84 ff6 fs9 fc4 sc0 ls0 ws94">zast<span class="_ _1"></span>osowanie kluczowego wskaźnika wy<span class="_ _0"></span>ników </div><div class="t m0 x107 hc yc80 ff6 fs9 fc4 sc0 ls0 ws0">0 <span class="_ _93"> </span>0<span class="_ _101"> </span>0 <span class="_ _49"> </span>0<span class="_ _fd"> </span>0 <span class="_ _49"> </span>0</div><div class="t m0 x1b9 hc yc85 ff7 fs9 fc4 sc0 ls0 ws0">7 </div><div class="t m0 x1ad hc yc86 ff7 fs9 fc4 sc0 ls0 ws46">K<span class="_ _0"></span>wota i ud<span class="_ _0"></span>ział innych rod<span class="_ _0"></span>zajó<span class="_ _0"></span>w działalności gos<span class="_ _0"></span>podarczej </div><div class="t m0 x1ad hc yc87 ff7 fs9 fc4 sc0 ls0 ws95">zgodnej z sy<span class="_ _0"></span>stema<span class="_ _0"></span>tyką<span class="_ _1"></span>, niewymi<span class="_ _0"></span>enionych w wier<span class="_ _0"></span>szach 1–6 </div><div class="t m0 x1ad hc yc88 ff7 fs9 fc4 sc0 ls0 ws52">powyżej w licznik<span class="_ _0"></span>u mającego zas<span class="_ _0"></span>toso<span class="_ _0"></span>wanie kluczow<span class="_ _0"></span>ego </div><div class="t m0 x1ad hc yc89 ff7 fs9 fc4 sc0 ls0 ws95">wskaźnika wy<span class="_ _0"></span>nik<span class="_ _0"></span>ów </div><div class="t m0 x1ba hc yc85 ff7 fs9 fc4 sc0 ls0 ws95">643 304<span class="_ _106"> </span><span class="ws0">100%<span class="_ _106"> </span></span>643 304<span class="_ _105"> </span><span class="ws0">1<span class="_ _2"></span>00%<span class="_ _f5"> </span>0<span class="_ _5d"> </span>0</span></div><div class="t m0 x1b9 hc yc8d ff7 fs9 fc4 sc0 ls0 ws0">8 </div><div class="t m0 x1ad hc yc8b ff7 fs9 fc4 sc0 ls0 ws46">Całk<span class="_ _0"></span>owita kwota i całk<span class="_ _1"></span>owity udział rodza<span class="_ _0"></span>jów działalności </div><div class="t m0 x1ad hc yc8d ff7 fs9 fc4 sc0 ls0 ws52">gospodarcz<span class="_ _0"></span>ej zgodnej z s<span class="_ _0"></span>yst<span class="_ _0"></span>ematyką <span class="_ _0"></span>w liczniku mająceg<span class="_ _0"></span>o </div><div class="t m0 x1ad hc yc8e ff7 fs9 fc4 sc0 ls0 ws95">zast<span class="_ _0"></span>osowanie k<span class="_ _0"></span>luczowego ws<span class="_ _0"></span>kaźnika wynik<span class="_ _1"></span>ów </div><div class="t m0 x1ba hc yc8d ff7 fs9 fc4 sc0 ls0 ws95">643 304<span class="_ _106"> </span><span class="ws0">100%<span class="_ _106"> </span></span>643 304<span class="_ _105"> </span><span class="ws0">1<span class="_ _2"></span>00%<span class="_ _f5"> </span>0<span class="_ _5d"> </span>0</span></div><div class="t m0 x11 h8 y278 ff7 fs5 fc4 sc0 ls0 wsae">Działalność gos<span class="_ _0"></span>podarcza zgodna z s<span class="_ _1"></span>ystemat<span class="_ _0"></span>yką (licznik)</div><div class="t m2 x12 hc y9b2 ff8 fs9 fc0 sc0 lsb9 ws130">ENVIRONMENT<span class="_ _1"></span>AL - Wpływ na <span class="_ _2"></span>śr<span class="_ _0"></span>odowisk<span class="_ _0"></span>o</div></div><div class="pi" ></div></div><div id="pf64" class="pf w0 h0" ><div class="pc pc64 w0 h0"><img class="bi x0 yc8f w6 h6a" alt="" src="data:image/png;base64,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"/><div class="t m0 x183 ha y32 ff6 fs7 fc3 sc0 ls0 ws0">100</div><div class="t m0 x1c hc yc5f ff6 fs9 fc0 sc0 ls45 ws97">Wiersz <span class="_ _3b"> </span><span class="ls0 ws93">Rodzaje działalnoś<span class="_ _0"></span>ci gospodarczej </span></div><div class="t m0 x8c hc yc60 ff6 fs9 fc0 sc0 ls0 ws93">Kwot<span class="_ _0"></span>a i udział (infor<span class="_ _0"></span>macje należy przeds<span class="_ _0"></span>tawić w kwo<span class="_ _0"></span>tach </div><div class="t m0 x1b1 hc yc61 ff6 fs9 fc0 sc0 ls0 ws94">pieniężnych i w<span class="_ _0"></span>artościach pr<span class="_ _0"></span>ocentowy<span class="_ _0"></span>ch)</div><div class="t m0 x141 hc yc5f ff6 fs9 fc0 sc0 ls0 ws0">CCM + CCA</div><div class="t m0 x127 hc yc62 ff6 fs9 fc0 sc0 ls0 ws93">Łagodzenie zmian </div><div class="t m0 x15a hc yc63 ff6 fs9 fc0 sc0 ls0 ws0">klimatu (CCM)</div><div class="t m0 x1b2 hc yc62 ff6 fs9 fc0 sc0 ls0 ws3e">Adaptacja do zmian </div><div class="t m0 x1b3 hc yc63 ff6 fs9 fc0 sc0 ls0 ws0">klimatu (CCA) </div><div class="t m0 x1b4 hc yc64 ff6 fs9 fc0 sc0 lsff ws1fe">Kwota<span class="_ _2"></span>  <span class="ls0 ws0"> </span></div><div class="t m0 xb1 hc yc65 ff6 fs9 fc0 sc0 ls0 ws93">(tys.<span class="_ _1"></span> zł)</div><div class="t m0 xe3 hc yc66 ff6 fs9 fc0 sc0 ls0 ws0">% </div><div class="t m0 x145 hc yc64 ff6 fs9 fc0 sc0 lsff ws1fe">Kwota<span class="_ _2"></span>  <span class="ls0 ws0"> </span></div><div class="t m0 xe8 hc yc65 ff6 fs9 fc0 sc0 ls0 ws93">(tys.<span class="_ _1"></span> zł)</div><div class="t m0 x1b5 hc yc66 ff6 fs9 fc0 sc0 ls0 ws0">% </div><div class="t m0 x1b6 hc yc64 ff6 fs9 fc0 sc0 lsff ws1fe">Kwota<span class="_ _2"></span>  <span class="ls0 ws0"> </span></div><div class="t m0 xb5 hc yc65 ff6 fs9 fc0 sc0 ls0 ws93">(tys.<span class="_ _1"></span> zł)</div><div class="t m0 x1b7 hc yc66 ff6 fs9 fc0 sc0 ls0 ws0">% </div><div class="t m0 x1b8 hc yc6a ff6 fs9 fc4 sc0 ls0 ws0">1 </div><div class="t m0 x1ad hc yc68 ff6 fs9 fc4 sc0 ls0 ws93">Kwot<span class="_ _0"></span>a i udział działalności gospodar<span class="_ _0"></span>czej kwaliﬁkującej się do </div><div class="t m0 x1ad hc yc69 ff6 fs9 fc4 sc0 ls0 ws93">sys<span class="_ _0"></span>tema<span class="_ _0"></span>tyk<span class="_ _0"></span>i,<span class="_ _1"></span> ale niezgodnej z syst<span class="_ _0"></span>emat<span class="_ _0"></span>yką<span class="_ _1"></span>,<span class="_ _0"></span> o kt<span class="_ _0"></span>órej mowa w </div><div class="t m0 x1ad hc yc6a ff6 fs9 fc4 sc0 ls0 ws0">sekcji 4<span class="_ _0"></span>.26 załącznik<span class="_ _0"></span>ów I i II do rozporządzenia del<span class="_ _0"></span>egowanego </div><div class="t m0 x1ad hc yc6b ff6 fs9 fc4 sc0 ls0 ws70">(UE) 2021/2139 w mianowniku mającego z<span class="_ _0"></span>ast<span class="_ _0"></span>osowanie </div><div class="t m0 x1ad hc yc90 ff6 fs9 fc4 sc0 ls0 ws94">kluczowego wsk<span class="_ _0"></span>aźnika wynikó<span class="_ _0"></span>w</div><div class="t m0 x21 hc yc6a ff6 fs9 fc4 sc0 ls0 ws0">0 <span class="_ _93"> </span>0<span class="_ _101"> </span>0 <span class="_ _49"> </span>0<span class="_ _fd"> </span>0 <span class="_ _49"> </span>0</div><div class="t m0 x1b9 hc yc70 ff6 fs9 fc4 sc0 ls0 ws0">2 </div><div class="t m0 x1ad hc yc6e ff6 fs9 fc4 sc0 ls0 ws93">Kwot<span class="_ _0"></span>a i udział działalności gospodar<span class="_ _0"></span>czej kwaliﬁkującej się do </div><div class="t m0 x1ad hc yc6f ff6 fs9 fc4 sc0 ls0 ws93">sys<span class="_ _0"></span>tema<span class="_ _0"></span>tyk<span class="_ _0"></span>i,<span class="_ _1"></span> ale niezgodnej z syst<span class="_ _0"></span>emat<span class="_ _0"></span>yką<span class="_ _1"></span>,<span class="_ _0"></span> o kt<span class="_ _0"></span>órej mowa w </div><div class="t m0 x1ad hc yc70 ff6 fs9 fc4 sc0 ls0 ws0">sekcji 4<span class="_ _0"></span>.27 załącznik<span class="_ _0"></span>ów I i II do rozporządzenia d<span class="_ _0"></span>elegowanego </div><div class="t m0 x1ad hc yc91 ff6 fs9 fc4 sc0 ls0 ws70">(UE) 2021/2139 w mianowniku mającego z<span class="_ _0"></span>ast<span class="_ _0"></span>osowanie </div><div class="t m0 x1ad hc yc92 ff6 fs9 fc4 sc0 ls0 ws94">kluczowego wsk<span class="_ _0"></span>aźnika wynikó<span class="_ _0"></span>w</div><div class="t m0 x107 hc yc70 ff6 fs9 fc4 sc0 ls0 ws0">0 <span class="_ _93"> </span>0<span class="_ _101"> </span>0 <span class="_ _49"> </span>0<span class="_ _fd"> </span>0 <span class="_ _49"> </span>0</div><div class="t m0 x1b9 hc yc93 ff6 fs9 fc4 sc0 ls0 ws0">3 </div><div class="t m0 x1ad hc yc74 ff6 fs9 fc4 sc0 ls0 ws93">Kwot<span class="_ _0"></span>a i udział działalności gospodar<span class="_ _0"></span>czej kwalifikującej się do </div><div class="t m0 x1ad hc yc75 ff6 fs9 fc4 sc0 ls0 ws93">sys<span class="_ _0"></span>tema<span class="_ _0"></span>tyk<span class="_ _0"></span>i,<span class="_ _1"></span> ale niezgodnej z syst<span class="_ _0"></span>emat<span class="_ _0"></span>yką<span class="_ _1"></span>,<span class="_ _0"></span> o kt<span class="_ _0"></span>órej mowa w </div><div class="t m0 x1ad hc yc93 ff6 fs9 fc4 sc0 ls0 ws0">sekcji 4<span class="_ _0"></span>.28 załącznik<span class="_ _0"></span>ów I i II do rozporządzenia del<span class="_ _0"></span>egowanego </div><div class="t m0 x1ad hc yc94 ff6 fs9 fc4 sc0 ls0 ws70">(UE) 2021/2139 w mianowniku mającego z<span class="_ _0"></span>ast<span class="_ _0"></span>osowanie </div><div class="t m0 x1ad hc yc95 ff6 fs9 fc4 sc0 ls0 ws94">kluczowego wsk<span class="_ _0"></span>aźnika wynikó<span class="_ _0"></span>w</div><div class="t m0 x107 hc yc93 ff6 fs9 fc4 sc0 ls0 ws0">0 <span class="_ _93"> </span>0<span class="_ _101"> </span>0 <span class="_ _49"> </span>0<span class="_ _fd"> </span>0 <span class="_ _49"> </span>0</div><div class="t m0 x1b9 hc yc96 ff6 fs9 fc4 sc0 ls0 ws0">4 </div><div class="t m0 x1ad hc yc7a ff6 fs9 fc4 sc0 ls0 ws93">Kwot<span class="_ _0"></span>a i udział działalności gospodar<span class="_ _0"></span>czej kwalifikującej się do </div><div class="t m0 x1ad hc yc97 ff6 fs9 fc4 sc0 ls0 ws93">sys<span class="_ _0"></span>tema<span class="_ _0"></span>tyk<span class="_ _0"></span>i,<span class="_ _1"></span> ale niezgodnej z syst<span class="_ _0"></span>emat<span class="_ _0"></span>yką<span class="_ _1"></span>,<span class="_ _0"></span> o kt<span class="_ _0"></span>órej mowa w </div><div class="t m0 x1ad hc yc96 ff6 fs9 fc4 sc0 ls0 ws0">sekcji 4<span class="_ _0"></span>.29 załącznik<span class="_ _0"></span>ów I i II do rozporządzenia d<span class="_ _0"></span>elegowanego </div><div class="t m0 x1ad hc yc98 ff6 fs9 fc4 sc0 ls0 ws70">(UE) 2021/2139 w mianowniku mającego z<span class="_ _0"></span>ast<span class="_ _0"></span>osowanie </div><div class="t m0 x1ad hc yc99 ff6 fs9 fc4 sc0 ls0 ws94">kluczowego wsk<span class="_ _0"></span>aźnika wynikó<span class="_ _0"></span>w</div><div class="t m0 x107 hc yc96 ff6 fs9 fc4 sc0 ls0 ws0">0 <span class="_ _93"> </span>0<span class="_ _101"> </span>0 <span class="_ _49"> </span>0<span class="_ _fd"> </span>0 <span class="_ _49"> </span>0</div><div class="t m0 x1b9 hc yc9a ff6 fs9 fc4 sc0 ls0 ws0">5 </div><div class="t m0 x1ad hc yc9b ff6 fs9 fc4 sc0 ls0 ws93">Kwot<span class="_ _0"></span>a i udział działalności gospodar<span class="_ _0"></span>czej kwalifikującej się do </div><div class="t m0 x1ad hc yc9c ff6 fs9 fc4 sc0 ls0 ws93">sys<span class="_ _0"></span>tema<span class="_ _0"></span>tyk<span class="_ _0"></span>i,<span class="_ _1"></span> ale niezgodnej z syst<span class="_ _0"></span>emat<span class="_ _0"></span>yką<span class="_ _1"></span>,<span class="_ _0"></span> o kt<span class="_ _0"></span>órej mowa w </div><div class="t m0 x1ad hc yc9a ff6 fs9 fc4 sc0 ls0 ws0">sekcji 4<span class="_ _0"></span>.30 załącznik<span class="_ _0"></span>ów I i II do rozporządzenia d<span class="_ _0"></span>elegowanego </div><div class="t m0 x1ad hc yc9d ff6 fs9 fc4 sc0 ls0 ws70">(UE) 2021/2139 w mianowniku mającego z<span class="_ _0"></span>ast<span class="_ _0"></span>osowanie </div><div class="t m0 x1ad hc yc9e ff6 fs9 fc4 sc0 ls0 ws94">kluczowego wsk<span class="_ _0"></span>aźnika wynikó<span class="_ _0"></span>w</div><div class="t m0 x107 hc yc9a ff6 fs9 fc4 sc0 ls0 ws0">0 <span class="_ _93"> </span>0<span class="_ _101"> </span>0 <span class="_ _49"> </span>0<span class="_ _fd"> </span>0 <span class="_ _49"> </span>0</div><div class="t m0 x1b9 hc yc9f ff6 fs9 fc4 sc0 ls0 ws0">6 </div><div class="t m0 x1ad hc yca0 ff6 fs9 fc4 sc0 ls0 ws93">Kwot<span class="_ _0"></span>a i udział działalności gospodar<span class="_ _0"></span>czej kwalifikującej się do </div><div class="t m0 x1ad hc yca1 ff6 fs9 fc4 sc0 ls0 ws93">sys<span class="_ _0"></span>tema<span class="_ _0"></span>tyk<span class="_ _0"></span>i,<span class="_ _1"></span> ale niezgodnej z syst<span class="_ _0"></span>emat<span class="_ _0"></span>yką<span class="_ _1"></span>,<span class="_ _0"></span> o kt<span class="_ _0"></span>órej mowa w </div><div class="t m0 x1ad hc yc9f ff6 fs9 fc4 sc0 ls0 ws0">sekcji 4<span class="_ _0"></span>.31 załą<span class="_ _0"></span>czników I i II do rozporządz<span class="_ _0"></span>enia delegowanego </div><div class="t m0 x1ad hc yca2 ff6 fs9 fc4 sc0 ls0 ws70">(UE) 2021/2139 w mianowniku mającego z<span class="_ _0"></span>ast<span class="_ _0"></span>osowanie </div><div class="t m0 x1ad hc yca3 ff6 fs9 fc4 sc0 ls0 ws94">kluczowego wsk<span class="_ _0"></span>aźnika wynikó<span class="_ _0"></span>w</div><div class="t m0 x107 hc yc9f ff6 fs9 fc4 sc0 ls0 ws0">0 <span class="_ _93"> </span>0<span class="_ _101"> </span>0 <span class="_ _49"> </span>0<span class="_ _fd"> </span>0 <span class="_ _49"> </span>0</div><div class="t m0 x1b9 hc yca4 ff7 fs9 fc4 sc0 ls0 ws0">7 </div><div class="t m0 x1ad hc yca5 ff7 fs9 fc4 sc0 ls0 ws46">K<span class="_ _0"></span>wota i ud<span class="_ _0"></span>ział innych rod<span class="_ _0"></span>zajó<span class="_ _0"></span>w działalności gos<span class="_ _0"></span>podarczej </div><div class="t m0 x1ad hc yca6 ff7 fs9 fc4 sc0 ls0 ws52">kwalifikujące<span class="_ _0"></span>j się do sy<span class="_ _0"></span>stema<span class="_ _0"></span>tyki,<span class="_ _1"></span> <span class="_ _2"></span>ale niezgodne<span class="_ _0"></span>j z </div><div class="t m0 x1ad hc yca4 ff7 fs9 fc4 sc0 ls0 ws95">sys<span class="_ _0"></span>tema<span class="_ _0"></span>tyką<span class="_ _1"></span>, niewymienion<span class="_ _0"></span>ych w wiersza<span class="_ _0"></span>ch 1–6 powyżej <span class="ws0"> </span></div><div class="t m0 x1ad hc yca7 ff7 fs9 fc4 sc0 ls0 ws93">w mianowniku ma<span class="_ _0"></span>jącego zas<span class="_ _0"></span>toso<span class="_ _0"></span>wanie klucz<span class="_ _0"></span>owego ws<span class="_ _0"></span>kaźnika </div><div class="t m0 x1ad hc yca8 ff7 fs9 fc4 sc0 ls0 ws0">wynik<span class="_ _0"></span>ów</div><div class="t m0 x1bb hc yca4 ff7 fs9 fc4 sc0 ls0 ws0">36 408<span class="_ _a3"> </span><span class="ls8a ws140">3%<span class="_ _a5"> </span></span>36 4<span class="_ _2"></span>08<span class="_ _26"> </span><span class="ls8a ws140">3%<span class="_ _5e"> </span></span>0<span class="_ _fd"> </span>0</div><div class="t m0 x1b9 hc yca9 ff7 fs9 fc4 sc0 ls0 ws0">8 </div><div class="t m0 x1ad hc ycaa ff7 fs9 fc4 sc0 ls0 ws46">Całk<span class="_ _0"></span>owita kwota i całk<span class="_ _1"></span>owity udział rodza<span class="_ _0"></span>jów działalności </div><div class="t m0 x1ad hc ycab ff7 fs9 fc4 sc0 ls0 ws52">gospodarcz<span class="_ _0"></span>ej kwalifikujące<span class="_ _0"></span>j się do sy<span class="_ _0"></span>stema<span class="_ _0"></span>tyki,<span class="_ _1"></span> <span class="_ _2"></span>ale niezgodne<span class="_ _0"></span>j </div><div class="t m0 x1ad hc ycac ff7 fs9 fc4 sc0 ls0 ws93">z sy<span class="_ _0"></span>stema<span class="_ _0"></span>tyką w miano<span class="_ _0"></span>wniku ma<span class="_ _0"></span>jącego zas<span class="_ _0"></span>tosow<span class="_ _0"></span>anie </div><div class="t m0 x1ad hc ycad ff7 fs9 fc4 sc0 ls0 ws95">kluczoweg<span class="_ _0"></span>o wskaźnika wy<span class="_ _0"></span>nik<span class="_ _0"></span>ów</div><div class="t m0 x1bb hc yca9 ff7 fs9 fc4 sc0 ls0 ws0">36 408<span class="_ _a3"> </span><span class="ls8a ws140">3%<span class="_ _a5"> </span></span>36 4<span class="_ _2"></span>08<span class="_ _26"> </span><span class="ls8a ws140">3%<span class="_ _5e"> </span></span>0<span class="_ _fd"> </span>0</div><div class="t m0 x11 h8 y278 ff7 fs5 fc4 sc0 ls0 wsf">Działalność gos<span class="_ _0"></span>podarcza kw<span class="_ _0"></span>alifikująca się do s<span class="_ _0"></span>ys<span class="_ _0"></span>temat<span class="_ _0"></span>yki,<span class="_ _0"></span> ale niezgodna z s<span class="_ _0"></span>ys<span class="_ _0"></span>temat<span class="_ _0"></span>yką</div><div class="t m2 x5a hc y9b2 ff8 fs9 fc0 sc0 lsb9 ws130">ENVIRONMENT<span class="_ _1"></span>AL - Wpływ na <span class="_ _2"></span>śr<span class="_ _0"></span>odowisk<span class="_ _0"></span>o</div></div><div class="pi" ></div></div><div id="pf65" class="pf w0 h0" ><div class="pc pc65 w0 h0"><img class="bi x1b0 ycae wb h94" alt="" src="data:image/png;base64,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"/><div class="t m0 x1bc ha y32 ff6 fs7 fc3 sc0 ls72 wsf7">101</div><div class="t m0 x37 hc ycaf ff6 fs9 fc0 sc0 ls45 ws97">Wiersz <span class="_ _3b"> </span><span class="ls0 ws93">Rodzaje działalnoś<span class="_ _0"></span>ci gospodarczej </span></div><div class="t m0 x51 hc ycb0 ff6 fs9 fc0 sc0 lsff ws1fe">Kwota<span class="_ _2"></span>  <span class="ls0 ws0"> </span></div><div class="t m0 x1bd hc ycb1 ff6 fs9 fc0 sc0 ls0 ws93">(tys.<span class="_ _1"></span> zł)</div><div class="t m0 x1be hc ycaf ff6 fs9 fc0 sc0 ls0 ws0">% </div><div class="t m0 x1b9 hc ycb2 ff6 fs9 fc4 sc0 ls0 ws0">1 </div><div class="t m0 x7a hc ycb3 ff6 fs9 fc4 sc0 ls0 ws93">Kwot<span class="_ _0"></span>a i udział działalności gospodar<span class="_ _0"></span>czej,<span class="_ _1"></span> o której mowa w wier<span class="_ _0"></span>szu 1 wzoru <span class="_ _0"></span>1,<span class="_ _1"></span> któr<span class="_ _0"></span>a jes<span class="_ _0"></span>t działalnością </div><div class="t m0 x7a hc ycb2 ff6 fs9 fc4 sc0 ls0 ws93">gospodarczą niek<span class="_ _0"></span>waliﬁkującą się do sys<span class="_ _0"></span>t<span class="_ _0"></span>ematyk<span class="_ _0"></span>i zgodnie z sek<span class="_ _0"></span>cją 4.26 załącznik<span class="_ _0"></span>ów I i II do rozporządzenia </div><div class="t m0 x7a hc ycb4 ff6 fs9 fc4 sc0 ls0 ws94">delegowaneg<span class="_ _0"></span>o (UE) 2021/2139 w mianowniku mającego zast<span class="_ _0"></span>osowanie kluczow<span class="_ _0"></span>ego wskaźnika wynik<span class="_ _0"></span>ów </div><div class="t m0 x25 hc ycb2 ff6 fs9 fc4 sc0 ls0 ws0">0 <span class="_ _90"> </span>0</div><div class="t m0 x115 hc ycb5 ff6 fs9 fc4 sc0 ls0 ws0">2 </div><div class="t m0 x7a hc ycb6 ff6 fs9 fc4 sc0 ls0 ws93">Kwot<span class="_ _0"></span>a i udział działalności gospodar<span class="_ _0"></span>czej,<span class="_ _1"></span> o której mowa w wier<span class="_ _0"></span>szu 2 wzoru 1<span class="_ _0"></span>,<span class="_ _1"></span> która <span class="_ _0"></span>jest działalno<span class="_ _0"></span>ścią </div><div class="t m0 x7a hc ycb5 ff6 fs9 fc4 sc0 ls0 ws93">gospodarczą niek<span class="_ _0"></span>waliﬁkującą się do sys<span class="_ _0"></span>t<span class="_ _0"></span>ematyk<span class="_ _0"></span>i zgodnie z sek<span class="_ _0"></span>cją 4.27 z<span class="_ _0"></span>ałączników I i II do rozporządz<span class="_ _0"></span>enia </div><div class="t m0 x7a hc ycb7 ff6 fs9 fc4 sc0 ls0 ws94">delegowaneg<span class="_ _0"></span>o (UE) 2021/2139 w mianowniku mającego zast<span class="_ _0"></span>osowanie kluczow<span class="_ _0"></span>ego wskaźnika wynik<span class="_ _0"></span>ów </div><div class="t m0 x25 hc ycb5 ff6 fs9 fc4 sc0 ls0 ws0">0 <span class="_ _90"> </span>0</div><div class="t m0 x115 hc ycb8 ff6 fs9 fc4 sc0 ls0 ws0">3 </div><div class="t m0 x7a hc ycb9 ff6 fs9 fc4 sc0 ls0 ws93">Kwot<span class="_ _0"></span>a i udział działalności gospodar<span class="_ _0"></span>czej,<span class="_ _1"></span> o której mowa w wier<span class="_ _0"></span>szu 3 wzoru 1<span class="_ _0"></span>,<span class="_ _1"></span> która <span class="_ _0"></span>jest działalno<span class="_ _0"></span>ścią </div><div class="t m0 x7a hc ycb8 ff6 fs9 fc4 sc0 ls0 ws93">gospodarczą niek<span class="_ _0"></span>walifikującą się do sys<span class="_ _0"></span>t<span class="_ _0"></span>ematy<span class="_ _0"></span>ki zgodnie z sek<span class="_ _0"></span>cją 4.28 załą<span class="_ _0"></span>czników I i II do rozporządzenia </div><div class="t m0 x7a hc ycba ff6 fs9 fc4 sc0 ls0 ws94">delegowaneg<span class="_ _0"></span>o (UE) 2021/2139 w mianowniku mającego zast<span class="_ _0"></span>osowanie kluczow<span class="_ _0"></span>ego wskaźnika wynik<span class="_ _0"></span>ów </div><div class="t m0 x25 hc ycb8 ff6 fs9 fc4 sc0 ls0 ws0">0 <span class="_ _90"> </span>0</div><div class="t m0 x115 hc ycbb ff6 fs9 fc4 sc0 ls0 ws0">4 </div><div class="t m0 x7a hc ycbc ff6 fs9 fc4 sc0 ls0 ws93">Kwot<span class="_ _0"></span>a i udział działalności gospodar<span class="_ _0"></span>czej,<span class="_ _1"></span> o której mowa w wier<span class="_ _0"></span>szu 4 wzoru 1<span class="_ _0"></span>,<span class="_ _1"></span> która <span class="_ _0"></span>jest działalno<span class="_ _0"></span>ścią </div><div class="t m0 x7a hc ycbb ff6 fs9 fc4 sc0 ls0 ws93">gospodarczą niek<span class="_ _0"></span>walifikującą się do sys<span class="_ _0"></span>t<span class="_ _0"></span>ematy<span class="_ _0"></span>ki zgodnie z sek<span class="_ _0"></span>cją 4.29 z<span class="_ _0"></span>ałączników I i II do rozporządz<span class="_ _0"></span>enia </div><div class="t m0 x7a hc ycbd ff6 fs9 fc4 sc0 ls0 ws94">delegowaneg<span class="_ _0"></span>o (UE) 2021/2139 w mianowniku mającego zast<span class="_ _0"></span>osowanie kluczow<span class="_ _0"></span>ego wskaźnika wynik<span class="_ _0"></span>ów </div><div class="t m0 x25 hc ycbb ff6 fs9 fc4 sc0 ls0 ws0">0 <span class="_ _90"> </span>0</div><div class="t m0 x115 hc ycbe ff6 fs9 fc4 sc0 ls0 ws0">5 </div><div class="t m0 x7a hc ycbf ff6 fs9 fc4 sc0 ls0 ws93">Kwot<span class="_ _0"></span>a i udział działalności gospodar<span class="_ _0"></span>czej,<span class="_ _1"></span> o której mowa w wier<span class="_ _0"></span>szu 5 wzoru 1<span class="_ _0"></span>,<span class="_ _1"></span> która <span class="_ _0"></span>jest działalno<span class="_ _0"></span>ścią </div><div class="t m0 x7a hc ycbe ff6 fs9 fc4 sc0 ls0 ws93">gospodarczą niek<span class="_ _0"></span>walifikującą się do sys<span class="_ _0"></span>t<span class="_ _0"></span>ematy<span class="_ _0"></span>ki zgodnie z sek<span class="_ _0"></span>cją 4.30 z<span class="_ _0"></span>ałączników I i II do rozporzą<span class="_ _0"></span>dzenia </div><div class="t m0 x7a hc ycc0 ff6 fs9 fc4 sc0 ls0 ws94">delegowaneg<span class="_ _0"></span>o (UE) 2021/2139 w mianowniku mającego zast<span class="_ _0"></span>osowanie kluczow<span class="_ _0"></span>ego wskaźnika wynik<span class="_ _0"></span>ów </div><div class="t m0 x25 hc ycbe ff6 fs9 fc4 sc0 ls0 ws0">0 <span class="_ _90"> </span>0</div><div class="t m0 x115 hc ycc1 ff6 fs9 fc4 sc0 ls0 ws0">6 </div><div class="t m0 x7a hc ycc2 ff6 fs9 fc4 sc0 ls0 ws93">Kwot<span class="_ _0"></span>a i udział działalności gospodar<span class="_ _0"></span>czej,<span class="_ _1"></span> o której mowa w wier<span class="_ _0"></span>szu 6 wzoru 1<span class="_ _0"></span>,<span class="_ _1"></span> która <span class="_ _0"></span>jest działalno<span class="_ _0"></span>ścią </div><div class="t m0 x7a hc ycc1 ff6 fs9 fc4 sc0 ls0 ws93">gospodarczą niek<span class="_ _0"></span>walifikującą się do sys<span class="_ _0"></span>t<span class="_ _0"></span>ematy<span class="_ _0"></span>ki zgodnie z sek<span class="_ _0"></span>cją 4.3<span class="_ _0"></span>1 załącznikó<span class="_ _0"></span>w I i II do rozporządzenia </div><div class="t m0 x7a hc ycc3 ff6 fs9 fc4 sc0 ls0 ws94">delegowaneg<span class="_ _0"></span>o (UE) 2021/2139 w mianowniku mającego zast<span class="_ _0"></span>osowanie kluczow<span class="_ _0"></span>ego wskaźnika wynik<span class="_ _0"></span>ów </div><div class="t m0 x25 hc ycc1 ff6 fs9 fc4 sc0 ls0 ws0">0 <span class="_ _90"> </span>0</div><div class="t m0 x115 hc ycc4 ff7 fs9 fc4 sc0 ls0 ws0">7 </div><div class="t m0 x7a hc ycc5 ff7 fs9 fc4 sc0 ls0 ws46">K<span class="_ _0"></span>wota i ud<span class="_ _0"></span>ział innych rod<span class="_ _0"></span>zajó<span class="_ _0"></span>w działalności gos<span class="_ _0"></span>podarczej niekw<span class="_ _0"></span>alifikującej się do s<span class="_ _0"></span>ys<span class="_ _0"></span>temat<span class="_ _0"></span>yki,<span class="_ _0"></span> </div><div class="t m0 x7a hc ycc4 ff7 fs9 fc4 sc0 ls0 ws95">niewymienion<span class="_ _0"></span>ych w wierszach 1–6 powyż<span class="_ _0"></span>ej w mianowniku ma<span class="_ _0"></span>jącego zast<span class="_ _0"></span>osowanie k<span class="_ _0"></span>luczowego </div><div class="t m0 x7a hc ycc6 ff7 fs9 fc4 sc0 ls0 ws95">wskaźnika wy<span class="_ _0"></span>nik<span class="_ _0"></span>ów </div><div class="t m0 x98 hc ycc4 ff7 fs9 fc4 sc0 ls101 ws268">175 601<span class="_ _4"> </span><span class="ls8f ws28">1<span class="_ _2"></span>5%</span></div><div class="t m0 x115 hc ycc7 ff7 fs9 fc4 sc0 ls0 ws0">8 </div><div class="t m0 x7a hc ycc8 ff7 fs9 fc4 sc0 ls0 ws46">Całk<span class="_ _0"></span>owita kwota i całk<span class="_ _1"></span>owity udział rodza<span class="_ _0"></span>jów działalności go<span class="_ _0"></span>spodarczej niekw<span class="_ _0"></span>alifikującej si<span class="_ _0"></span>ę do </div><div class="t m0 x7a hc ycc9 ff7 fs9 fc4 sc0 ls0 ws95">sys<span class="_ _0"></span>tema<span class="_ _0"></span>tyki w mianowniku ma<span class="_ _0"></span>jącego zas<span class="_ _0"></span>tosow<span class="_ _0"></span>anie kluczow<span class="_ _0"></span>ego wskaźnik<span class="_ _0"></span>a wynik<span class="_ _0"></span>ów </div><div class="t m0 x98 hc ycc7 ff7 fs9 fc4 sc0 ls101 ws268">175 601<span class="_ _4"> </span><span class="ls8f ws28">1<span class="_ _2"></span>5%</span></div><div class="t m0 x11 h8 y278 ff7 fs5 fc4 sc0 ls0 wsf">Działalność gos<span class="_ _0"></span>podarcza niekwa<span class="_ _0"></span>lifikująca się do s<span class="_ _0"></span>yst<span class="_ _0"></span>emat<span class="_ _0"></span>yki</div><div class="t m2 x12 hc y9b2 ff8 fs9 fc0 sc0 lsb9 ws130">ENVIRONMENT<span class="_ _1"></span>AL - Wpływ na <span class="_ _2"></span>śr<span class="_ _0"></span>odowisk<span class="_ _0"></span>o</div></div><div class="pi" ></div></div><div id="pf66" class="pf w0 h0" ><div class="pc pc66 w0 h0"><img class="bi x0 ycca w7 h95" alt="" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAABDgAAAMnCAIAAABUVXUYAAAACXBIWXMAABYlAAAWJQFJUiTwAAAPqUlEQVR42u3av4pTQRjG4TObCdiIINgLIoj1Fq5YeGLwMryC7W28gb0b621CUtnZyAr2glb+axQyfhY2WwgGZ85mJM9Tnz0J71Y/8qWIGGjkzbuPL88v7AAAADVOn50cWQEAAOiNUAEAAIQKAACAUAEAAIQKAACAUAEAAIQKAACAUAEAAIQKAADAvuX09KyH7xHnz/0zAACA3/yiAgAACBUAAAChAgAACBUAAAChAgAACBUAAAChAgAACBUAAAChAgAAIFQAAAChAgAAIFQAAAChAgAAIFQAAAChAgAAIFQAAAChAgAAIFQAAACECgAAIFQAAACECgAAIFQAAACECgAAIFQAAACECgAAgFABAACECgAAgFABAACECgAAgFABAACECgAAgFABAACECgAAgFABAAAQKgAAgFABAAAQKgAAgFABAAAQKgAAgFABAAAQKgAAAEIFAAAQKgAAAEIFAAAQKgAAAA1lE7Rcc3b04nS0AwAA1Pjy7btfVFq6d+eWEQAAoNKN69eECgAA0B2hAgAACBUAAAChAgAACBUAAAChAgAACBUAAAChAgAACBUAAAChAgAAIFQAAAChAgAAIFQAAAChAgAAIFQAAAChAgAAIFQAAAChAgAAIFQAAACECgAAIFQAAACECgAAIFQAAACECgAAIFQAAACECgAAgFABAACECgAAgFABAACECgAAgFABAACECgAAgFABAACECgAAgFABAAAQKgAAgFABAAAQKgAAgFABAAAQKgAAgFABAAAQKgAAAEIFAAAQKgAAAEIFAAAQKgAAAEIFAAAQKgAAAEIFAAAQKgAAAEIFAABAqAAAAEIFAABAqAAAAEIFAABAqAAAAEIFAABAqAAAAAgVAACgX9kEAABwsFJKE705IoQKAACwh5yYjtMvAABAqAAAAAgVAABAqAAAAAgVAABAqAAAAAgVAABAqAAAAAgVAAAAoQIAAAgVAAAAoQIAAAgVAAAAoQIAAAgVAAAAoQIAAAgVAAAAoQIAACBUAAAAoQIAACBUAAAAoQIAACBUAAAAoQIAACBUAAAAhAoAACBUAAAAhAoAACBUAAAAhAoAACBUAAAAhAoAACBUAAAAhAoAAIBQAQAAhAoAAIBQAQAAhAoAAIBQAQAAhAoAAIBQAQAAuCSboKFSymq9sQMAANRYLkah0tJsNlsuRjsAAEAlp18AAIBQAQAAECoAAIBQAQAAECoAAIBQAQAAECoAAIBQAQAAECoAAABCBQAAECoAAABCBQAAECoAAABCBQAAECoAAABCBQAAECoAAABCBQAAQKgAAABCBQAAQKgAAABCBQAAQKgAAABCBQAAQKgAAAAIFQAAQKgAAAAIFQAAQKgAAAAIFQAAQKgAAAAIFQAAQKgAAAAIFQAAAKECAAAIFQAAAKECAAAIFQAAAKECAAAIFQAAAKECAAAgVAAAAKECAAAgVAAAAKECAAAgVAAAAKECAAAgVAAAAKECAAAgVAAAAIQKAAAgVAAAAIQKAAAgVAAAAIQKAAAgVAAAAIQKAACAUAEAAIQKAACAUAEAAIQKAACAUAEAAIQKAACAUAEAAIQKAACAUAEAABAqAACAUAEAABAqAACAUAEAABAqAACAUAEAABAqAAAAQgUAABAqAAAAQgUAABAqAAAAQgUAABAqAAAAQgUAABAqAAAAQgUAAECoAAAAQgUAAECoAAAAQgUAAGAa2QQAAHCwUkoTvTkihAoAALCHnJiO0y8AAECoAAAACBUAAECoAAAACBUAAECoAAAACBUAAECoAAAACBUAAAChAgAACBUAAAChAgAACBUAAAChAgAACBUAAAChAgAACBUAAAChAgAAIFQAAAChAgAAIFQAAAChAgAAIFQAAAChAgAAIFQAAACECgAAIFQAAACECgAAIFQAAACECgAAIFQAAACECgAAIFQAAACECgAAgFABAACECgAAgFABAACECgAAgFABAACECgAAgFABAAAQKgAAgFABAAAQKgAAgFABAAAQKgAAgFABAAAQKgAAgFABAAAQKgAAAEIFAAAQKgAAAEIFAAAQKgAAAEIFAAAQKgAAAEIFAABAqAAAAP1KEWEFAACgK35RAQAAhAoAAIBQAQAAhAoAAIBQAQAAhAoAAIBQAQAAhAoAAIBQAQAAECoAAEDvsgkaKqWs1hs7AABAjeViTBFhCAAAoCtOvwAAAKECAAAgVAAAAKECAAAgVAAAAKECAAAgVAAAAKECAAAgVAAAAIQKAAAgVAAAAIQKAAAgVAAAAIQKAAAgVAAAAIQKAAAgVAAAAIQKAACAUAEAAIQKAACAUAEAAIQKAACAUAEAAIQKAACAUAEAABAqAACAUAEAABAqAACAUAEAABAqAACAUAEAABAqAACAUAEAABAqAAAAQgUAABAqAAAAQgUAABAqAAAAQgUAABAqAAAAQgUAAECoAAAAQgUAAECoAAAAQgUAAECoAAAAQgUAAECoAAAAQgUAAECoAAAACBUAAECoAAAACBUAAECoAAAACBUAAECoAAAACBUAAAChAgAACBUAAAChAgAACBUAAAChAgAACBUAAAChAgAACBUAAAChAgAAIFQAAAChAgAAIFQAAAChAgAAIFQAAAChAgAAIFQAAACECgAA0KtsAgAAYBiG7XY7n8+n/pSI2OWxtONzAAAAV8bpFwAAIFQAAACECgAAIFQAAACECgAAIFQAAACECgAAIFQAAACECgAAgFABAACECgAAgFABAACECgAAgFABAACECgAAgFABAACECgAAgFABAAAQKgAAgFABAAAQKgAAgFABAAAQKgAAgFABAAAQKgAAAEIFAAAQKgAAAEIFAAAQKgAAAEIFAAAQKgAAAEIFAAAQKgAAAEIFAABAqAAAAEIFAABAqAAAAEIFAABAqAAAAEIFAABAqAAAAAgVAABAqAAAAAgVAABAqAAAAAgVAABAqAAAAAgVAABAqAAAAAgVAAAAoQIAAAgVAAAAoQIAAAgVAACA6WQTNPT+w+e3F6/tAAAANR6ePBIqLX36+uPVhRkAAKDK8XFx+gUAAHRHqAAAAEIFAABAqAAAAEIFAABAqAAAAEIFAABAqAAAAEIFAABAqAAAAAgVAABAqAAAAAgVAABAqAAAAAgVAABAqAAAAAgVAABAqAAAAAgVAAAAoQIAAAgVAAAAoQIAAAgVAAAAoQIAAAgVAAAAoQIAACBUAAAAoQIAACBUAAAAoQIAACBUAAAAoQIAACBUAAAAoQIAACBUAAAAhAoAACBUAAAAhAoAACBUAAAAhAoAACBUAAAAhAoAAIBQAQAAhAoAAIBQAQAAhAoAAIBQAQAAhAoAAIBQAQAAhAoAAIBQAQAAECoAAIBQAQAAECoAAIBQAQAAmE42QUN3b998cN8MAAD8WUrpyfjYDn/1MyJFhCEAAICuOP0CAACECgAAgFABAACECgAAgFABAACECgAAgFABAACECgAAgFABAAAQKgAAgFABAAAQKgAAgFABAAAQKgAAgFABAAAQKgAAgFABAAAQKgAAAEIFAAAQKgAAAEIFAAAQKgAAAEIFAAAQKgAAAEIFAABAqAAAAEIFAABAqAAAAEIFAABAqAAAAEIFAABAqAAAAEIFAABAqAAAAAgVAABAqAAAAAgVAABAqAAAAAgVAABAqAAAAAgVAAAAoQIAAAgVAAAAoQIAAAgVAAAAoQIAAAgVAAAAoQIAAAgVAAAAoQIAACBUAAAAoQIAAPDvsgkAAOBgpZQmenNEVH2xyr8HAABozukXAAAgVAAAAIQKAAAgVAAAAIQKAAAgVAAAAIQKAAAgVAAAAIQKAACAUAEAAIQKAACAUAEAAIQKAACAUAEAAIQKAACAUAEAAIQKAACAUAEAABAqAACAUAEAABAqAACAUAEAABAqAACAUAEAABAqAAAAQgUAABAqAAAAQgUAABAqAAAAQgUAABAqAAAAQgUAABAqAAAAQgUAAECoAAAA/5VsgoZKKav1xg4AAFBjuRhTRBgCAADoitMvAABAqAAAAAgVAABAqAAAAAgVAABAqAAAAAgVAABAqAAAAAgVAAAAoQIAAAgVAAAAoQIAAAgVAAAAoQIAAAgVAAAAoQIAAAgVAAAAoQIAACBUAAAAoQIAACBUAAAAoQIAACBUAAAAoQIAACBUAAAAhAoAACBUAAAAhAoAACBUAAAAhAoAACBUAAAAhAoAACBUAAAAhAoAAIBQAQAAhAoAAIBQAQAAhAoAAIBQAQAAhAoAAIBQAQAAECoAAIBQAQAAECoAAIBQAQAAECoAAIBQAQAAECoAAIBQAQAAECoAAABCBQAAECoAAABCBQAAECoAAABCBQAAECoAAABCBQAAQKgAAABCBQAAYGfZBAAAcLBSShO9OSKqvljl3wMAADTn9AsAABAqAAAAQgUAABAqAAAAQgUAABAqAAAAQgUAABAqAAAAQgUAAECoAAAAQgUAAECoAAAAQgUAAECoAAAAQgUAAECoAAAAQgUAAECoAAAACBUAAECoAAAACBUAAECoAAAACBUAAECoAAAACBUAAAChAgAACBUAAAChAgAACBUAAAChAgAACBUAAAChAgAACBUAAAChAgAAIFQAAAChAgAAIFQAAAChAgAAIFQAAAChAgAAIFQAAAAuySZoqJSyWm/sAAAANZaLMUWEIQAAgK44/QIAAIQKAACAUAEAAIQKAACAUAEAAIQKAACAUAEAAIQKAACAUAEAABAqAACAUAEAABAqAACAUAEAABAqAACAUAEAABAqAACAUAEAABAqAAAAQgUAABAqAAAAQgUAABAqAAAAQgUAABAqAAAAQgUAAECoAAAAQgUAAECoAAAAQgUAAECoAAAAQgUAAECoAAAAQgUAAECoAAAACBUAAECoAAAACBUAAECoAAAACBUAAECoAAAACBUAAAChAgAACBUAAAChAgAACBUAAAChAgAACBUAAAChAgAACBUAAAChAgAAIFQAAAChAgAAIFQAAAChAgAAIFQAAAChAgAAIFQAAACECgAAIFQAAAB2lk0AAAAMw7Ddbufz+dSfEhG7PJZ2fA4AAODKOP0CAACECgAAgFABAACECgAAgFABAACECgAAgFABAACECgAAgFABAAAQKgAAgFABAAAQKgAAgFABAAAQKgAAgFABAAAQKgAAgFABAAAQKgAAAEIFAAAQKgAAAEIFAAAQKgAAAEIFAAAQKgAAAEIFAABAqAAAAEIFAABAqAAAAEIFAABAqAAAAEIFAABAqAAAAEIFAABAqAAAAAgVAABAqAAAAAgVAABAqAAAAAgVAABAqAAAAOxTNkFDpZTVemMHAACosVyMvwA1B37E3t3FlgAAAABJRU5ErkJggg=="/><div class="t m0 x183 ha y32 ff6 fs7 fc3 sc0 ls0 ws0">102</div><div class="t m0 x80 h8 yccb ff6 fs5 fc0 sc0 lsf ws12">Wiersz <span class="_ _f9"> </span><span class="ls0 ws9">Działalność związana z energią <span class="_ _0"></span>jądrową </span></div><div class="t m0 x80 h8 yccc ff6 fs5 fc4 sc0 ls0 ws0">1 </div><div class="t m0 x63 h8 yccd ff6 fs5 fc4 sc0 ls0 ws0">Przedsiębior<span class="_ _0"></span>stw<span class="_ _0"></span>o prowadzi badania<span class="_ _1"></span>,<span class="_ _1"></span> rozwój,<span class="_ _1"></span> demonstr<span class="_ _0"></span>ację i ro<span class="_ _0"></span>zmieszczenie innowacy<span class="_ _0"></span>jny<span class="_ _0"></span>ch ins<span class="_ _0"></span>talacji </div><div class="t m0 x63 h8 yccc ff6 fs5 fc4 sc0 ls0 ws9">wytwarzania ener<span class="_ _0"></span>gii elektry<span class="_ _0"></span>cznej wytwarza<span class="_ _0"></span>jących ener<span class="_ _0"></span>gię w ramach procesów <span class="_ _0"></span>jądrowych przy </div><div class="t m0 x63 h8 ycce ff6 fs5 fc4 sc0 ls0 ws9">minimalnej ilości odpadów z cy<span class="_ _0"></span>klu paliwowego,<span class="_ _1"></span> ﬁnansuje t<span class="_ _0"></span>ę działalność lub <span class="_ _0"></span>jest ma na nią ekspozy<span class="_ _0"></span>cję.<span class="_ _0"></span> </div><div class="t m0 xbc h8 yccf ff6 fs5 fc4 sc0 lsfc ws131">TA<span class="_ _2"></span>K<span class="_ _1b"></span>/<span class="_ _1b"></span><span class="ff7 lsfd ws102">NIE</span><span class="ls0 ws0"> </span></div><div class="t m0 x80 he ycd0 ff6 fsa fc4 sc0 ls0 ws0">2 </div><div class="t m0 x63 h8 ycd1 ff6 fs5 fc4 sc0 ls0 ws9">Przedsiębior<span class="_ _0"></span>stw<span class="_ _0"></span>o prowadzi bud<span class="_ _0"></span>owę i bezpieczną eksploa<span class="_ _0"></span>tację nowy<span class="_ _0"></span>ch obiekt<span class="_ _0"></span>ów jądr<span class="_ _0"></span>owych w </div><div class="t m0 x63 h8 ycd2 ff6 fs5 fc4 sc0 ls0 ws9">celu wytwarzania ener<span class="_ _0"></span>gii elektry<span class="_ _0"></span>cznej lub ciepła t<span class="_ _0"></span>echnologicznego,<span class="_ _1"></span> w ty<span class="_ _0"></span>m na potrzeby s<span class="_ _0"></span>ys<span class="_ _0"></span>temu </div><div class="t m0 x63 h8 ycd3 ff6 fs5 fc4 sc0 ls0 ws11">ciepłowniczego l<span class="_ _0"></span>ub procesów przem<span class="_ _0"></span>ysłowy<span class="_ _0"></span>ch,<span class="_ _1"></span> takich <span class="_ _0"></span>jak produk<span class="_ _0"></span>cja wodoru,<span class="_ _1"></span> a <span class="_ _0"></span>także ich moder<span class="_ _1"></span>nizację </div><div class="t m0 x63 h8 ycd4 ff6 fs5 fc4 sc0 ls0 ws9">pod kąt<span class="_ _1"></span>em bezpieczeństwa<span class="_ _1"></span>,<span class="_ _1"></span> z wykorzys<span class="_ _0"></span>taniem najlep<span class="_ _0"></span>szych dos<span class="_ _0"></span>t<span class="_ _0"></span>ępny<span class="_ _0"></span>ch t<span class="_ _0"></span>echnologii,<span class="_ _1"></span> ﬁnansuje t<span class="_ _0"></span>ę </div><div class="t m0 x63 h8 ycd5 ff6 fs5 fc4 sc0 ls0 ws11">działalność lub ma na nią ek<span class="_ _0"></span>spozycję.<span class="_ _1"></span> </div><div class="t m0 xbc h8 ycd6 ff6 fs5 fc4 sc0 lsfc ws131">TA<span class="_ _2"></span>K<span class="_ _1b"></span>/<span class="_ _1b"></span><span class="ff7 lsfd ws102">NIE</span><span class="ls0 ws0"> </span></div><div class="t m0 x80 he ycd7 ff6 fsa fc4 sc0 ls0 ws0">3 </div><div class="t m0 x63 h8 ycd8 ff6 fs5 fc4 sc0 ls0 ws9">Przedsiębior<span class="_ _0"></span>stw<span class="_ _0"></span>o prowadzi bezpieczną eks<span class="_ _0"></span>ploata<span class="_ _0"></span>cję ist<span class="_ _0"></span>niejących obiekt<span class="_ _1"></span>ów jądrowych </div><div class="t m0 x63 h8 ycd9 ff6 fs5 fc4 sc0 ls0 ws9">wytwarza<span class="_ _0"></span>jących ener<span class="_ _0"></span>gię elektry<span class="_ _0"></span>czną lub ciepło t<span class="_ _0"></span>echnologiczne,<span class="_ _1"></span> w ty<span class="_ _0"></span>m na potrzeby s<span class="_ _0"></span>ys<span class="_ _0"></span>temu </div><div class="t m0 x63 h8 ycda ff6 fs5 fc4 sc0 ls0 ws9">ciepłowniczego lub pr<span class="_ _0"></span>ocesów przemysło<span class="_ _0"></span>wych,<span class="_ _1"></span> takich <span class="_ _0"></span>jak produk<span class="_ _0"></span>cja wodoru z ener<span class="_ _0"></span>gii jądrowej,<span class="_ _1"></span> a także </div><div class="t m0 x63 h8 ycdb ff6 fs5 fc4 sc0 ls0 ws9">ich moderniz<span class="_ _0"></span>ację pod kąt<span class="_ _1"></span>em bezpieczeństwa<span class="_ _1"></span>,<span class="_ _1"></span> finansuje tę działalno<span class="_ _0"></span>ść lub ma na nią ekspozycję.<span class="_ _1"></span> </div><div class="t m0 xbc he ycd7 ff6 fsa fc4 sc0 lsfe ws266">TA<span class="_ _1b"></span>K<span class="_ _1b"></span>/<span class="_ _1b"></span><span class="ff7 ls67 ws3b">NIE</span><span class="ls0 ws0"> </span></div><div class="t m0 x80 he ycdc ff6 fsa fc0 sc0 lsbb ws67">Wiersz<span class="_ _fa"> </span><span class="ls0 ws2a">Działalność związana z gazem ziemnym <span class="_ _8b"> </span><span class="ws0"> </span></span></div><div class="t m0 x80 he ycdd ff6 fsa fc4 sc0 ls0 ws0">4 </div><div class="t m0 x63 h8 ycde ff6 fs5 fc4 sc0 ls0 ws9">Przedsiębior<span class="_ _0"></span>stw<span class="_ _0"></span>o prowadzi bud<span class="_ _0"></span>owę lub eksploa<span class="_ _0"></span>tację ins<span class="_ _0"></span>talacji do wyt<span class="_ _0"></span>warzania energii elek<span class="_ _0"></span>trycznej z </div><div class="t m0 x63 h8 ycdf ff6 fs5 fc4 sc0 ls0 ws9">wyk<span class="_ _0"></span>orzyst<span class="_ _0"></span>aniem gazowych paliw kopaln<span class="_ _0"></span>ych,<span class="_ _1"></span> finansuje t<span class="_ _1"></span>ę działalność lub ma na <span class="_ _2"></span>nią ekspozy<span class="_ _0"></span>cję.<span class="_ _0"></span> </div><div class="t m0 xbc h8 yce0 ff6 fs5 fc4 sc0 lsfc ws131">TA<span class="_ _2"></span>K<span class="_ _1b"></span>/<span class="_ _1b"></span><span class="ff7 lsfd ws102">NIE</span><span class="ls0 ws0"> </span></div><div class="t m0 x80 he yce1 ff6 fsa fc4 sc0 ls0 ws0">5 </div><div class="t m0 x63 h8 yce2 ff6 fs5 fc4 sc0 ls0 ws9">Przedsiębior<span class="_ _0"></span>stw<span class="_ _0"></span>o prowadzi bud<span class="_ _0"></span>owę,<span class="_ _1"></span> modernizacj<span class="_ _0"></span>ę i eksploat<span class="_ _0"></span>ację ins<span class="_ _0"></span>talacji do sk<span class="_ _0"></span>ojarzonego </div><div class="t m0 x63 h8 yce3 ff6 fs5 fc4 sc0 ls0 ws9">wytwarzania ener<span class="_ _0"></span>gii cieplnej<span class="_ _2"></span>/<span class="_ _1"></span>chłodniczej i energii elektry<span class="_ _0"></span>cznej z wyk<span class="_ _0"></span>orzyst<span class="_ _0"></span>aniem gazowych paliw </div><div class="t m0 x63 h8 yce4 ff6 fs5 fc4 sc0 ls0 ws9">kopaln<span class="_ _0"></span>ych,<span class="_ _1"></span> finansuje t<span class="_ _1"></span>ę działalność lub ma na <span class="_ _2"></span>nią ekspozy<span class="_ _0"></span>cję.<span class="_ _1"></span> </div><div class="t m0 xbc h8 yce5 ff6 fs5 fc4 sc0 lsfc ws131">TA<span class="_ _2"></span>K<span class="_ _1b"></span>/<span class="_ _1b"></span><span class="ff7 lsfd ws102">NIE</span><span class="ls0 ws0"> </span></div><div class="t m0 x80 he yce6 ff6 fsa fc4 sc0 ls0 ws0">6 </div><div class="t m0 x63 h8 yce7 ff6 fs5 fc4 sc0 ls0 ws9">Przedsiębior<span class="_ _0"></span>stw<span class="_ _0"></span>o prowadzi bud<span class="_ _0"></span>owę,<span class="_ _1"></span> modernizacj<span class="_ _0"></span>ę i eksploat<span class="_ _0"></span>ację ins<span class="_ _0"></span>talacji do wytw<span class="_ _0"></span>arzania ciepła </div><div class="t m0 x63 h8 yce8 ff6 fs5 fc4 sc0 ls0 ws9">wytwarza<span class="_ _0"></span>jących ener<span class="_ _0"></span>gię cieplną/<span class="_ _1"></span>chłodniczą z wykorzys<span class="_ _0"></span>taniem gazowych paliw k<span class="_ _0"></span>opalny<span class="_ _0"></span>ch,<span class="_ _1"></span> finansuje </div><div class="t m0 x63 h8 yce9 ff6 fs5 fc4 sc0 ls0 ws9">tę działalno<span class="_ _0"></span>ść lub ma na nią ekspozycję.<span class="_ _1"></span> </div><div class="t m0 xbc he yce6 ff6 fsa fc4 sc0 lsfe ws266">TA<span class="_ _1b"></span>K<span class="_ _1b"></span>/<span class="_ _1b"></span><span class="ff7 ls67 ws3b">NIE</span><span class="ls0 ws0"> </span></div><div class="t m0 x11 h8 ycea ff7 fs5 fc4 sc0 ls0 wsae">Działalność związana z ener<span class="_ _0"></span>gią jądr<span class="_ _0"></span>ową i gazem ziemn<span class="_ _0"></span>ym</div><div class="t m0 x11 h24 y199 ff6 fs13 fc1 sc0 ls0 ws0">Capex</div><div class="t m2 x5a hc y9b2 ff8 fs9 fc0 sc0 lsb9 ws130">ENVIRONMENT<span class="_ _1"></span>AL - Wpływ na <span class="_ _2"></span>śr<span class="_ _0"></span>odowisk<span class="_ _0"></span>o</div></div><div class="pi" ></div></div><div id="pf67" class="pf w0 h0" ><div class="pc pc67 w0 h0"><img class="bi x11 yc5e w4 h96" alt="" src="data:image/png;base64,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"/><div class="t m0 x1bf ha y32 ff6 fs7 fc3 sc0 ls0 ws0">103</div><div class="t m0 x1c hc yc5f ff6 fs9 fc0 sc0 ls45 ws97">Wiersz <span class="_ _3b"> </span><span class="ls0 ws93">Rodzaje działalnoś<span class="_ _0"></span>ci gospodarczej </span></div><div class="t m0 x8c hc yc60 ff6 fs9 fc0 sc0 ls0 ws93">Kwot<span class="_ _0"></span>a i udział (infor<span class="_ _0"></span>macje należy przeds<span class="_ _0"></span>tawić w kwo<span class="_ _0"></span>tach </div><div class="t m0 x1b1 hc yc61 ff6 fs9 fc0 sc0 ls0 ws94">pieniężnych i w<span class="_ _0"></span>artościach pr<span class="_ _0"></span>ocentowy<span class="_ _0"></span>ch)</div><div class="t m0 x141 hc yc5f ff6 fs9 fc0 sc0 ls0 ws0">CCM + CCA</div><div class="t m0 x127 hc yc62 ff6 fs9 fc0 sc0 ls0 ws93">Łagodzenie zmian </div><div class="t m0 x15a hc yc63 ff6 fs9 fc0 sc0 ls0 ws0">klimatu (CCM)</div><div class="t m0 x1b2 hc yc62 ff6 fs9 fc0 sc0 ls0 ws3e">Adaptacja do zmian </div><div class="t m0 x1b3 hc yc63 ff6 fs9 fc0 sc0 ls0 ws0">klimatu (CCA) </div><div class="t m0 x1b4 hc yc64 ff6 fs9 fc0 sc0 lsff ws1fe">Kwota<span class="_ _2"></span>  <span class="ls0 ws0"> </span></div><div class="t m0 xb1 hc yc65 ff6 fs9 fc0 sc0 ls0 ws93">(tys.<span class="_ _1"></span> zł)</div><div class="t m0 xe3 hc yc66 ff6 fs9 fc0 sc0 ls0 ws0">% </div><div class="t m0 x145 hc yc64 ff6 fs9 fc0 sc0 lsff ws1fe">Kwota<span class="_ _2"></span>  <span class="ls0 ws0"> </span></div><div class="t m0 xe8 hc yc65 ff6 fs9 fc0 sc0 ls0 ws93">(tys.<span class="_ _1"></span> zł)</div><div class="t m0 x1b5 hc yc66 ff6 fs9 fc0 sc0 ls0 ws0">% </div><div class="t m0 x1b6 hc yc64 ff6 fs9 fc0 sc0 lsff ws1fe">Kwota<span class="_ _2"></span>  <span class="ls0 ws0"> </span></div><div class="t m0 xb5 hc yc65 ff6 fs9 fc0 sc0 ls0 ws93">(tys.<span class="_ _1"></span> zł)</div><div class="t m0 x1b7 hc yc66 ff6 fs9 fc0 sc0 ls0 ws0">% </div><div class="t m0 x1b8 hc yc67 ff6 fs9 fc4 sc0 ls0 ws0">1 </div><div class="t m0 x1ad hc yc68 ff6 fs9 fc4 sc0 ls0 ws93">Kwot<span class="_ _0"></span>a i udział działalności gospodar<span class="_ _0"></span>czej zgodnej z sys<span class="_ _0"></span>t<span class="_ _0"></span>ematy<span class="_ _0"></span>ką<span class="_ _1"></span>,<span class="_ _0"></span> </div><div class="t m0 x1ad hc yc69 ff6 fs9 fc4 sc0 ls0 ws93">o któr<span class="_ _0"></span>ej mowa w sek<span class="_ _0"></span>cji 4.26 załącznik<span class="_ _0"></span>ów I i II do rozporządzenia </div><div class="t m0 x1ad hc yc6a ff6 fs9 fc4 sc0 ls0 ws0">delegowaneg<span class="_ _0"></span>o (UE) 2021/2139 w mianowniku mającego </div><div class="t m0 x1ad hc yc6b ff6 fs9 fc4 sc0 ls0 ws94">zast<span class="_ _1"></span>osowanie kluczowego wskaźnika wy<span class="_ _0"></span>ników </div><div class="t m0 x21 hc yc67 ff6 fs9 fc4 sc0 ls0 ws0">0 <span class="_ _93"> </span>0<span class="_ _101"> </span>0 <span class="_ _49"> </span>0<span class="_ _fd"> </span>0 <span class="_ _49"> </span>0</div><div class="t m0 x1b9 hc yc6c ff6 fs9 fc4 sc0 ls0 ws0">2 </div><div class="t m0 x1ad hc yc6d ff6 fs9 fc4 sc0 ls0 ws93">Kwot<span class="_ _0"></span>a i udział działalności gospodar<span class="_ _0"></span>czej zgodnej z sys<span class="_ _0"></span>t<span class="_ _0"></span>ematy<span class="_ _0"></span>ką<span class="_ _1"></span>,<span class="_ _0"></span> </div><div class="t m0 x1ad hc yc6e ff6 fs9 fc4 sc0 ls0 ws93">o któr<span class="_ _0"></span>ej mowa w sek<span class="_ _0"></span>cji 4.27 z<span class="_ _0"></span>ałączników I i II do rozporządzenia </div><div class="t m0 x1ad hc yc6f ff6 fs9 fc4 sc0 ls0 ws0">delegowaneg<span class="_ _0"></span>o (UE) 2021/2139 w mianowniku mającego </div><div class="t m0 x1ad hc yc70 ff6 fs9 fc4 sc0 ls0 ws94">zast<span class="_ _1"></span>osowanie kluczowego wskaźnika wy<span class="_ _0"></span>ników </div><div class="t m0 x107 hc yc6c ff6 fs9 fc4 sc0 ls0 ws0">0 <span class="_ _93"> </span>0<span class="_ _101"> </span>0 <span class="_ _49"> </span>0<span class="_ _fd"> </span>0 <span class="_ _49"> </span>0</div><div class="t m0 x1b9 hc yc71 ff6 fs9 fc4 sc0 ls0 ws0">3 </div><div class="t m0 x1ad hc yc72 ff6 fs9 fc4 sc0 ls0 ws93">Kwot<span class="_ _0"></span>a i udział działalności gospodar<span class="_ _0"></span>czej zgodnej z sys<span class="_ _0"></span>t<span class="_ _0"></span>ematy<span class="_ _0"></span>ką<span class="_ _1"></span>,<span class="_ _0"></span> </div><div class="t m0 x1ad hc yc73 ff6 fs9 fc4 sc0 ls0 ws93">o któr<span class="_ _0"></span>ej mowa w sek<span class="_ _0"></span>cji 4.28 załącznik<span class="_ _0"></span>ów I i II do rozporządzenia </div><div class="t m0 x1ad hc yc74 ff6 fs9 fc4 sc0 ls0 ws0">delegowaneg<span class="_ _0"></span>o (UE) 2021/2139 w mianowniku mającego </div><div class="t m0 x1ad hc yc75 ff6 fs9 fc4 sc0 ls0 ws94">zast<span class="_ _1"></span>osowanie kluczowego wskaźnika wy<span class="_ _0"></span>ników </div><div class="t m0 x107 hc yc71 ff6 fs9 fc4 sc0 ls0 ws0">0 <span class="_ _93"> </span>0<span class="_ _101"> </span>0 <span class="_ _49"> </span>0<span class="_ _fd"> </span>0 <span class="_ _49"> </span>0</div><div class="t m0 x1b9 hc yc76 ff6 fs9 fc4 sc0 ls0 ws0">4 </div><div class="t m0 x1ad hc yc77 ff6 fs9 fc4 sc0 ls0 ws93">Kwot<span class="_ _0"></span>a i udział działalności gospodar<span class="_ _0"></span>czej zgodnej z sys<span class="_ _0"></span>t<span class="_ _0"></span>ematy<span class="_ _0"></span>ką<span class="_ _1"></span>,<span class="_ _0"></span> </div><div class="t m0 x1ad hc yc78 ff6 fs9 fc4 sc0 ls0 ws93">o któr<span class="_ _0"></span>ej mowa w sek<span class="_ _0"></span>cji 4.29 załą<span class="_ _0"></span>czników I i II do rozporządzenia </div><div class="t m0 x1ad hc yc79 ff6 fs9 fc4 sc0 ls0 ws0">delegowaneg<span class="_ _0"></span>o (UE) 2021/2139 w mianowniku mającego </div><div class="t m0 x1ad hc yc7a ff6 fs9 fc4 sc0 ls0 ws94">zast<span class="_ _1"></span>osowanie kluczowego wskaźnika wy<span class="_ _0"></span>ników </div><div class="t m0 x107 hc yc76 ff6 fs9 fc4 sc0 ls0 ws0">0 <span class="_ _93"> </span>0<span class="_ _101"> </span>0 <span class="_ _49"> </span>0<span class="_ _fd"> </span>0 <span class="_ _49"> </span>0</div><div class="t m0 x1b9 hc yc7b ff6 fs9 fc4 sc0 ls0 ws0">5 </div><div class="t m0 x1ad hc yc7c ff6 fs9 fc4 sc0 ls0 ws93">Kwot<span class="_ _0"></span>a i udział działalności gospodar<span class="_ _0"></span>czej zgodnej z sys<span class="_ _0"></span>t<span class="_ _0"></span>ematy<span class="_ _0"></span>ką<span class="_ _1"></span>,<span class="_ _0"></span> </div><div class="t m0 x1ad hc yc7d ff6 fs9 fc4 sc0 ls0 ws93">o któr<span class="_ _0"></span>ej mowa w sek<span class="_ _0"></span>cji 4.30 z<span class="_ _0"></span>ałączników I i II do rozporządzenia </div><div class="t m0 x1ad hc yc7e ff6 fs9 fc4 sc0 ls0 ws0">delegowaneg<span class="_ _0"></span>o (UE) 2021/2139 w mianowniku mającego </div><div class="t m0 x1ad hc yc7f ff6 fs9 fc4 sc0 ls0 ws94">zast<span class="_ _1"></span>osowanie kluczowego wskaźnika wy<span class="_ _0"></span>ników </div><div class="t m0 x107 hc yc7b ff6 fs9 fc4 sc0 ls0 ws0">0 <span class="_ _93"> </span>0<span class="_ _101"> </span>0 <span class="_ _49"> </span>0<span class="_ _fd"> </span>0 <span class="_ _49"> </span>0</div><div class="t m0 x1b9 hc yc80 ff6 fs9 fc4 sc0 ls0 ws0">6 </div><div class="t m0 x1ad hc yc81 ff6 fs9 fc4 sc0 ls0 ws93">Kwot<span class="_ _0"></span>a i udział działalności gospodar<span class="_ _0"></span>czej zgodnej z sys<span class="_ _0"></span>t<span class="_ _0"></span>ematy<span class="_ _0"></span>ką<span class="_ _1"></span>,<span class="_ _0"></span> </div><div class="t m0 x1ad hc yc82 ff6 fs9 fc4 sc0 ls0 ws93">o któr<span class="_ _0"></span>ej mowa w sek<span class="_ _0"></span>cji 4.31 z<span class="_ _0"></span>ałączników I i II do rozporzą<span class="_ _0"></span>dzenia </div><div class="t m0 x1ad hc yc83 ff6 fs9 fc4 sc0 ls0 ws0">delegowaneg<span class="_ _0"></span>o (UE) 2021/2139 w mianowniku mającego </div><div class="t m0 x1ad hc yc84 ff6 fs9 fc4 sc0 ls0 ws94">zast<span class="_ _1"></span>osowanie kluczowego wskaźnika wy<span class="_ _0"></span>ników </div><div class="t m0 x107 hc yc80 ff6 fs9 fc4 sc0 ls0 ws0">0 <span class="_ _93"> </span>0<span class="_ _101"> </span>0 <span class="_ _49"> </span>0<span class="_ _fd"> </span>0 <span class="_ _49"> </span>0</div><div class="t m0 x1b9 hc yc85 ff7 fs9 fc4 sc0 ls0 ws0">7 </div><div class="t m0 x1ad hc yc86 ff7 fs9 fc4 sc0 ls0 ws46">K<span class="_ _0"></span>wota i ud<span class="_ _0"></span>ział innych rod<span class="_ _0"></span>zajó<span class="_ _0"></span>w działalności gos<span class="_ _0"></span>podarczej </div><div class="t m0 x1ad hc yc87 ff7 fs9 fc4 sc0 ls0 ws95">zgodnej  z sys<span class="_ _0"></span>tema<span class="_ _0"></span>tyką<span class="_ _1"></span>, niewymienion<span class="_ _0"></span>ych w wiersz<span class="_ _0"></span>ach 1–6 </div><div class="t m0 x1ad hc yc88 ff7 fs9 fc4 sc0 ls0 ws93">powyżej w mianow<span class="_ _0"></span>niku ma<span class="_ _0"></span>jącego zas<span class="_ _0"></span>tosow<span class="_ _0"></span>anie kluczow<span class="_ _0"></span>ego </div><div class="t m0 x1ad hc yc89 ff7 fs9 fc4 sc0 ls0 ws95">wskaźnika wy<span class="_ _0"></span>nik<span class="_ _0"></span>ów </div><div class="t m0 xb1 hc yc85 ff7 fs9 fc4 sc0 ls0 ws0">14 232<span class="_ _10"> </span>38%<span class="_ _9"> </span>14 232<span class="_ _a6"> </span>38%<span class="_ _9e"> </span>0<span class="_ _5d"> </span>0</div><div class="t m0 x1b9 hc yc8a ff7 fs9 fc4 sc0 ls0 ws0">8 </div><div class="t m0 x1ad hc yc8b ff7 fs9 fc4 sc0 ls0 ws95">Całk<span class="_ _0"></span>owity mając<span class="_ _0"></span>y zasto<span class="_ _0"></span>sowanie klu<span class="_ _0"></span>czowy wskaźnik wy<span class="_ _0"></span>nik<span class="_ _0"></span>ów </div><div class="t m0 x174 hc yc8a ff7 fs9 fc4 sc0 ls102 ws215">37 42<span class="_ _2"></span>1<span class="_ _fc"> </span><span class="ls0 ws0">100% <span class="_ _116"> </span></span>37 42<span class="_ _2"></span>1<span class="_ _10"> </span><span class="ls0 ws0">100% <span class="_ _117"> </span>0<span class="_ _5d"> </span>0</span></div><div class="t m0 x11 h8 y278 ff7 fs5 fc4 sc0 ls0 wsae">Działalność gos<span class="_ _0"></span>podarcza zgodna z s<span class="_ _1"></span>ystemat<span class="_ _0"></span>yką (mianownik)</div><div class="t m2 x12 hc y9b2 ff8 fs9 fc0 sc0 lsb9 ws130">ENVIRONMENT<span class="_ _1"></span>AL - Wpływ na <span class="_ _2"></span>śr<span class="_ _0"></span>odowisk<span class="_ _0"></span>o</div></div><div class="pi" ></div></div><div id="pf68" class="pf w0 h0" ><div class="pc pc68 w0 h0"><img class="bi x0 yc8c w6 h97" alt="" src="data:image/png;base64,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"/><div class="t m0 x183 ha y32 ff6 fs7 fc3 sc0 lsfb ws265">104</div><div class="t m0 x1c hc yc5f ff6 fs9 fc0 sc0 ls45 ws97">Wiersz <span class="_ _3b"> </span><span class="ls0 ws93">Rodzaje działalnoś<span class="_ _0"></span>ci gospodarczej </span></div><div class="t m0 x8c hc yc60 ff6 fs9 fc0 sc0 ls0 ws93">Kwot<span class="_ _0"></span>a i udział (infor<span class="_ _0"></span>macje należy przeds<span class="_ _0"></span>tawić w kwo<span class="_ _0"></span>tach </div><div class="t m0 x1b1 hc yc61 ff6 fs9 fc0 sc0 ls0 ws94">pieniężnych i w<span class="_ _0"></span>artościach pr<span class="_ _0"></span>ocentowy<span class="_ _0"></span>ch)</div><div class="t m0 x141 hc yc5f ff6 fs9 fc0 sc0 ls0 ws0">CCM + CCA</div><div class="t m0 x127 hc yc62 ff6 fs9 fc0 sc0 ls0 ws93">Łagodzenie zmian </div><div class="t m0 x15a hc yc63 ff6 fs9 fc0 sc0 ls0 ws0">klimatu (CCM)</div><div class="t m0 x1b2 hc yc62 ff6 fs9 fc0 sc0 ls0 ws3e">Adaptacja do zmian </div><div class="t m0 x1b3 hc yc63 ff6 fs9 fc0 sc0 ls0 ws0">klimatu (CCA) </div><div class="t m0 x1b4 hc yc64 ff6 fs9 fc0 sc0 lsff ws1fe">Kwota<span class="_ _2"></span>  <span class="ls0 ws0"> </span></div><div class="t m0 xb1 hc yc65 ff6 fs9 fc0 sc0 ls0 ws93">(tys.<span class="_ _1"></span> zł)</div><div class="t m0 xe3 hc yc66 ff6 fs9 fc0 sc0 ls0 ws0">% </div><div class="t m0 x145 hc yc64 ff6 fs9 fc0 sc0 lsff ws1fe">Kwota<span class="_ _2"></span>  <span class="ls0 ws0"> </span></div><div class="t m0 xe8 hc yc65 ff6 fs9 fc0 sc0 ls0 ws93">(tys.<span class="_ _1"></span> zł)</div><div class="t m0 x1b5 hc yc66 ff6 fs9 fc0 sc0 ls0 ws0">% </div><div class="t m0 x1b6 hc yc64 ff6 fs9 fc0 sc0 lsff ws1fe">Kwota<span class="_ _2"></span>  <span class="ls0 ws0"> </span></div><div class="t m0 xb5 hc yc65 ff6 fs9 fc0 sc0 ls0 ws93">(tys.<span class="_ _1"></span> zł)</div><div class="t m0 x1b7 hc yc66 ff6 fs9 fc0 sc0 ls0 ws0">% </div><div class="t m0 x1b8 hc yc67 ff6 fs9 fc4 sc0 ls0 ws0">1 </div><div class="t m0 x1ad hc yc68 ff6 fs9 fc4 sc0 ls0 ws93">Kwot<span class="_ _0"></span>a i udział działalności gospodar<span class="_ _0"></span>czej zgodnej z sys<span class="_ _0"></span>t<span class="_ _0"></span>ematy<span class="_ _0"></span>ką<span class="_ _1"></span>,<span class="_ _0"></span> </div><div class="t m0 x1ad hc yc69 ff6 fs9 fc4 sc0 ls0 ws93">o któr<span class="_ _0"></span>ej mowa w sek<span class="_ _0"></span>cji 4.26 załącznik<span class="_ _0"></span>ów I i II do rozporządzenia </div><div class="t m0 x1ad hc yc6a ff6 fs9 fc4 sc0 ls0 ws0">delegowaneg<span class="_ _0"></span>o (UE) 2021/2139 w liczniku mającego </div><div class="t m0 x1ad hc yc6b ff6 fs9 fc4 sc0 ls0 ws94">zast<span class="_ _1"></span>osowanie kluczowego wskaźnika wy<span class="_ _0"></span>ników </div><div class="t m0 x21 hc yc67 ff6 fs9 fc4 sc0 ls0 ws0">0 <span class="_ _93"> </span>0<span class="_ _101"> </span>0 <span class="_ _49"> </span>0<span class="_ _fd"> </span>0 <span class="_ _49"> </span>0</div><div class="t m0 x1b9 hc yc6c ff6 fs9 fc4 sc0 ls0 ws0">2 </div><div class="t m0 x1ad hc yc6d ff6 fs9 fc4 sc0 ls0 ws93">Kwot<span class="_ _0"></span>a i udział działalności gospodar<span class="_ _0"></span>czej zgodnej z sys<span class="_ _0"></span>t<span class="_ _0"></span>ematy<span class="_ _0"></span>ką<span class="_ _1"></span>,<span class="_ _0"></span> </div><div class="t m0 x1ad hc yc6e ff6 fs9 fc4 sc0 ls0 ws93">o któr<span class="_ _0"></span>ej mowa w sek<span class="_ _0"></span>cji 4.27 z<span class="_ _0"></span>ałączników I i II do rozporządzenia </div><div class="t m0 x1ad hc yc6f ff6 fs9 fc4 sc0 ls0 ws0">delegowaneg<span class="_ _0"></span>o (UE) 2021/2139 w liczniku mającego </div><div class="t m0 x1ad hc yc70 ff6 fs9 fc4 sc0 ls0 ws94">zast<span class="_ _1"></span>osowanie kluczowego wskaźnika wy<span class="_ _0"></span>ników </div><div class="t m0 x107 hc yc6c ff6 fs9 fc4 sc0 ls0 ws0">0 <span class="_ _93"> </span>0<span class="_ _101"> </span>0 <span class="_ _49"> </span>0<span class="_ _fd"> </span>0 <span class="_ _49"> </span>0</div><div class="t m0 x1b9 hc yc71 ff6 fs9 fc4 sc0 ls0 ws0">3 </div><div class="t m0 x1ad hc yc72 ff6 fs9 fc4 sc0 ls0 ws93">Kwot<span class="_ _0"></span>a i udział działalności gospodar<span class="_ _0"></span>czej zgodnej z sys<span class="_ _0"></span>t<span class="_ _0"></span>ematy<span class="_ _0"></span>ką<span class="_ _1"></span>,<span class="_ _0"></span> </div><div class="t m0 x1ad hc yc73 ff6 fs9 fc4 sc0 ls0 ws93">o któr<span class="_ _0"></span>ej mowa w sek<span class="_ _0"></span>cji 4.28 załącznik<span class="_ _0"></span>ów I i II do rozporządzenia </div><div class="t m0 x1ad hc yc74 ff6 fs9 fc4 sc0 ls0 ws0">delegowaneg<span class="_ _0"></span>o (UE) 2021/2139 w liczniku mającego </div><div class="t m0 x1ad hc yc75 ff6 fs9 fc4 sc0 ls0 ws94">zast<span class="_ _1"></span>osowanie kluczowego wskaźnika wy<span class="_ _0"></span>ników </div><div class="t m0 x107 hc yc71 ff6 fs9 fc4 sc0 ls0 ws0">0 <span class="_ _93"> </span>0<span class="_ _101"> </span>0 <span class="_ _49"> </span>0<span class="_ _fd"> </span>0 <span class="_ _49"> </span>0</div><div class="t m0 x1b9 hc yc76 ff6 fs9 fc4 sc0 ls0 ws0">4 </div><div class="t m0 x1ad hc yc77 ff6 fs9 fc4 sc0 ls0 ws93">Kwot<span class="_ _0"></span>a i udział działalności gospodar<span class="_ _0"></span>czej zgodnej z sys<span class="_ _0"></span>t<span class="_ _0"></span>ematy<span class="_ _0"></span>ką<span class="_ _1"></span>,<span class="_ _0"></span> </div><div class="t m0 x1ad hc yc78 ff6 fs9 fc4 sc0 ls0 ws93">o któr<span class="_ _0"></span>ej mowa w sek<span class="_ _0"></span>cji 4.29 załą<span class="_ _0"></span>czników I i II do rozporządzenia </div><div class="t m0 x1ad hc yc79 ff6 fs9 fc4 sc0 ls0 ws0">delegowaneg<span class="_ _0"></span>o (UE) 2021/2139 w liczniku mającego </div><div class="t m0 x1ad hc yc7a ff6 fs9 fc4 sc0 ls0 ws94">zast<span class="_ _1"></span>osowanie kluczowego wskaźnika wy<span class="_ _0"></span>ników </div><div class="t m0 x107 hc yc76 ff6 fs9 fc4 sc0 ls0 ws0">0 <span class="_ _93"> </span>0<span class="_ _101"> </span>0 <span class="_ _49"> </span>0<span class="_ _fd"> </span>0 <span class="_ _49"> </span>0</div><div class="t m0 x1b9 hc yc7b ff6 fs9 fc4 sc0 ls0 ws0">5 </div><div class="t m0 x1ad hc yc7c ff6 fs9 fc4 sc0 ls0 ws93">Kwot<span class="_ _0"></span>a i udział działalności gospodar<span class="_ _0"></span>czej zgodnej z sys<span class="_ _0"></span>t<span class="_ _0"></span>ematy<span class="_ _0"></span>ką<span class="_ _1"></span>,<span class="_ _0"></span> </div><div class="t m0 x1ad hc yc7d ff6 fs9 fc4 sc0 ls0 ws93">o któr<span class="_ _0"></span>ej mowa w sek<span class="_ _0"></span>cji 4.30 z<span class="_ _0"></span>ałączników I i II do rozporządzenia </div><div class="t m0 x1ad hc yc7e ff6 fs9 fc4 sc0 ls0 ws0">delegowaneg<span class="_ _0"></span>o (UE) 2021/2139 w liczniku mającego </div><div class="t m0 x1ad hc yc7f ff6 fs9 fc4 sc0 ls0 ws94">zast<span class="_ _1"></span>osowanie kluczowego wskaźnika wy<span class="_ _0"></span>ników </div><div class="t m0 x107 hc yc7b ff6 fs9 fc4 sc0 ls0 ws0">0 <span class="_ _93"> </span>0<span class="_ _101"> </span>0 <span class="_ _49"> </span>0<span class="_ _fd"> </span>0 <span class="_ _49"> </span>0</div><div class="t m0 x1b9 hc yc80 ff6 fs9 fc4 sc0 ls0 ws0">6 </div><div class="t m0 x1ad hc yc81 ff6 fs9 fc4 sc0 ls0 ws93">Kwot<span class="_ _0"></span>a i udział działalności gospodar<span class="_ _0"></span>czej zgodnej z sys<span class="_ _0"></span>t<span class="_ _0"></span>ematy<span class="_ _0"></span>ką<span class="_ _1"></span>,<span class="_ _0"></span> </div><div class="t m0 x1ad hc yc82 ff6 fs9 fc4 sc0 ls0 ws93">o któr<span class="_ _0"></span>ej mowa w sek<span class="_ _0"></span>cji 4.31 z<span class="_ _0"></span>ałączników I i II do rozporzą<span class="_ _0"></span>dzenia </div><div class="t m0 x1ad hc yc83 ff6 fs9 fc4 sc0 ls0 ws0">delegowaneg<span class="_ _0"></span>o (UE) 2021/2139 w liczniku mającego </div><div class="t m0 x1ad hc yc84 ff6 fs9 fc4 sc0 ls0 ws94">zast<span class="_ _1"></span>osowanie kluczowego wskaźnika wy<span class="_ _0"></span>ników </div><div class="t m0 x107 hc yc80 ff6 fs9 fc4 sc0 ls0 ws0">0 <span class="_ _93"> </span>0<span class="_ _101"> </span>0 <span class="_ _49"> </span>0<span class="_ _fd"> </span>0 <span class="_ _49"> </span>0</div><div class="t m0 x1b9 hc yc85 ff7 fs9 fc4 sc0 ls0 ws0">7 </div><div class="t m0 x1ad hc yc86 ff7 fs9 fc4 sc0 ls0 ws46">K<span class="_ _0"></span>wota i ud<span class="_ _0"></span>ział innych rod<span class="_ _0"></span>zajó<span class="_ _0"></span>w działalności gos<span class="_ _0"></span>podarczej </div><div class="t m0 x1ad hc yc87 ff7 fs9 fc4 sc0 ls0 ws95">zgodnej z sy<span class="_ _0"></span>stema<span class="_ _0"></span>tyką<span class="_ _1"></span>, niewymi<span class="_ _0"></span>enionych w wier<span class="_ _0"></span>szach 1–6 </div><div class="t m0 x1ad hc yc88 ff7 fs9 fc4 sc0 ls0 ws52">powyżej w licznik<span class="_ _0"></span>u mającego zas<span class="_ _0"></span>toso<span class="_ _0"></span>wanie kluczow<span class="_ _0"></span>ego </div><div class="t m0 x1ad hc yc89 ff7 fs9 fc4 sc0 ls0 ws95">wskaźnika wy<span class="_ _0"></span>nik<span class="_ _0"></span>ów </div><div class="t m0 xb1 hc yc85 ff7 fs9 fc4 sc0 ls0 ws0">14 232<span class="_ _10d"> </span>100%<span class="_ _11d"> </span>14 232<span class="_ _10"> </span>100%<span class="_ _f5"> </span>0<span class="_ _5d"> </span>0</div><div class="t m0 x1b9 hc yc8d ff7 fs9 fc4 sc0 ls0 ws0">8 </div><div class="t m0 x1ad hc yc8b ff7 fs9 fc4 sc0 ls0 ws46">Całk<span class="_ _0"></span>owita kwota i całk<span class="_ _1"></span>owity udział rodza<span class="_ _0"></span>jów działalności </div><div class="t m0 x1ad hc yc8d ff7 fs9 fc4 sc0 ls0 ws52">gospodarcz<span class="_ _0"></span>ej zgodnej z s<span class="_ _0"></span>yst<span class="_ _0"></span>ematyką <span class="_ _0"></span>w liczniku mająceg<span class="_ _0"></span>o </div><div class="t m0 x1ad hc yc8e ff7 fs9 fc4 sc0 ls0 ws95">zast<span class="_ _0"></span>osowanie k<span class="_ _0"></span>luczowego ws<span class="_ _0"></span>kaźnika wynik<span class="_ _1"></span>ów </div><div class="t m0 xb1 hc yc8d ff7 fs9 fc4 sc0 ls0 ws0">14 232<span class="_ _10d"> </span>100%<span class="_ _11d"> </span>14 232<span class="_ _10"> </span>100%<span class="_ _f5"> </span>0<span class="_ _5d"> </span>0</div><div class="t m0 x11 h8 y278 ff7 fs5 fc4 sc0 ls0 wsae">Działalność gos<span class="_ _0"></span>podarcza zgodna z s<span class="_ _1"></span>ystemat<span class="_ _0"></span>yką (licznik)</div><div class="t m2 x5a hc y9b2 ff8 fs9 fc0 sc0 lsb9 ws130">ENVIRONMENT<span class="_ _1"></span>AL - Wpływ na <span class="_ _2"></span>śr<span class="_ _0"></span>odowisk<span class="_ _0"></span>o</div></div><div class="pi" ></div></div><div id="pf69" class="pf w0 h0" ><div class="pc pc69 w0 h0"><img class="bi x11 yc8f w4 h98" alt="" 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EgUAABAogAAAEgUAABAogAAAEgUAAAAiQIAAEgUAAAAiQIAAEgUAAAAiQIAAEgUAAAAiQIAAEgUAAAAiQIAAEgUAAAAiQIAAEgUAAAAiQIAACBRAAAAiQIAACBRAAAAiQIAACBRAAAAiQIAACBRAAAAiQIAACBRAAAAiQIAACBRAAAAiQIAACBRAAAAJAoAACBRAAAAJAoAACBRAAAAJAoAACBRAAAAJAoAACBRAAAAJAoAACBRAAAAJAoAACBRAAAAJAoAAIBEAQAAJAoAAIBEAQAAJAoAAIBEAQAAJAoAAEAhVIRh2NK6zUQAAEC+Yg1Rk1D4RCkvLzezAABAkbDQCwAAkCgAAAASBQAAkCgAAAASBQAAkCgAAAASBQAAkCgAAAASBQAAkCgAAAASBQAAkCgAAAASBQAAQKIAAAASBQAAQKIAAAASBQAAQKIAAAASBQAAQKIAAAASBQAAQKIAAAASBQAAQKIAAAASBQAAQKIAAABIFAAAQKIAAABIFAAAQKIAAABIFAAAQKIAAABIFAAAQKIAAABIFAAAQKIAAABIFAAAQKIAAABIFAAAAIkCAABIFAAAAIkCAABIFAAAAIkCAABIFAAAAIkCAABIFAAAAIkCAABIFAAAAIkCAABIFAAAAIkCAAAgUQAAAIkCAAAgUQAAAIkCAAAgUQAAAIkCAAAgUQAAAIkCAAAgUQAAAIkCAAAgUQAAAIkCAAAgUQAAACQKAAAgUQAAACQKAAAgUQAAACQKAAAgUQAAACQKAAAgUQAAACQKAAAgUQAAACQKAAAgUQAAACQKAACARAEAACQKAACARAEAACQKAACARAEAACQKAACARAEAACQKAACARAEAAEa8skQiYRYAAIAi4SgKAAAgUQAAACQKAAAgUQAAACQKAAAgUQAAACQKAAAgUQAAACQKAAAgUQAAACQKAAAgUQAAACQKAACARAEAACQKAACARAEAACQKAACARAEAACQKAACARAEAACQKAABAwVWEYdjSus1EAABAvmINUZNQcGWJRMIsAAAARcJCLwAAQKIAAABIFAAAQKIAAABIFAAAQKIAAABIFAAAQKIAAABIFAAAQKIAAABIFAAAQKIAAABIFAAAAIkCAABIFAAAAIkCAABIFAAAAIkCAABIFAAAAIkCAABIFAAAAIkCAABIFAAAAIkCAABIFAAAAIkCAAAgUQAAAIkCAAAgUQAAAIkCAAAgUQAAAIkCAAAgUQAAAIkCAAAgUQAAAIkCAAAgUQAAAIkCAAAgUQAAACQKAAAgUQAAACQKAAAgUQAAACQKAAAgUQAAACQKAAAgUQAAACQKAAAgUQAAACQKAAAgUQAAACQKAACARAEAACQKAACARAEAACQKAACARAEAACQKAACARAEAACQKAACARAEAACQKAACARAEAACQKAACARAEAAJAoAACARAEAAJAoAACARAEAAJAoAACARAEAAJAoAACARAEAAJAoAACARAEAAJAoAACARAEAAJAoAAAAEgUAAJAoAAAAEgUAAJAoAAAAEgUAAJAoAAAAEgUAAJAoAAAAEgUAAJAoAAAAEgUAAJAoAAAAEgUAAECiAAAAEgUAAECiAAAAEgUAAECiAAAAEgUAAECiAAAAEgUAAECiAAAAEgUAAECiAAAAEgUAAECiAAAASBQAAECiAAAASBQAAECiAAAASBQAAECiAAAAFEJFGIYtrdtMBAAA5CvWEDUJBVeWSCTMAgAAUCQs9AIAACQKAACARAEAACQKAACARAEAACQKAACARAEAACQKAACARAEAACQKAACARAEAACQKAACARAEAAJAoAACARAEAAJAoAACARAEAAJAoAACARAEAAJAoAACARAEAAJAoAACARAEAAJAoAACARAEAAJAoAAAAEgUAAJAoAAAAEgUAAJAoAAAAEgUAAJAoAAAAEgUAAJAoAAAAEgUAAJAoAAAAEgUAAJAoAAAAEgUAAECiAAAAEgUAAECiAAAAEgUAAECiAAAAEgUAAECiAAAAEgUAAECiAAAAEgUAAECiAAAAEgUAAECiAAAASBQAAECiAAAASBQAAECiAAAASBQAAECiAAAASBQAAECiAAAASBQAAECiAAAASBQAAECiAAAASBQAAACJAgAASBQAAACJAgAASBQAAACJAgAASBQAAACJAgAASBQAAACJAgAASBQAAACJAgAASBQAAACJAgAAIFEAAACJAgAAIFEAAACJAgAAIFEAAACJAgAAIFEAAACJAgAAIFEAAACJAgAAIFEAAACJAgAAIFEAAAAkCgAAIFEAAAAkCgAAIFEAAAAkCgAAIFEAAAAkCgAAIFEAAAAkCgAAIFEAAAAkCgAAIFEAAAAkCgAAgEQBAAAkCgAAgEQBAAAkCgAAgEQBAABKWEUYhi2t20wEAADkK9YQNQkFV5ZIJMwCAABQJCz0AgAAJAoAAIBEAQAAJAoAAIBEAQAAJAoAAIBEAQAAJAoAAIBEAQAAJAoAAIBEAQAAJAoAAIBEAQAAkCgAAIBEAQAAkCgAAIBEAQAAkCgAAIBEAQAAkCgAAIBEAQAAkCgAAIBEAQAAkCgAAIBEAQAAkCgAAAASBQAAkCgAAAASBQAAkCgAAAASBQAAkCgAAAASBQAAkCgAAAASBQAAkCgAAAASBQAAkCgAAAASBQAAQKIAAAASBQAAQKIAAAASBQAAQKIAAAASBQAAQKIAAAASBQAAQKIAAAASBQAAQKIAAAASBQAAQKIAAABIFAAAQKIAAABIFAAAQKIAAABIFAAAQKIAAABIFAAAQKIAAABIFAAAQKIAAABIFAAAQKIAAABIFAAAAIkCAABIFAAAAIkCAABIFAAAAIkCAABIFAAAAIkCAABIFAAAAIkCAABIFAAAAIkCAABIFAAAAIkCAAAgUQAAAIkCAAAgUQAAAIkCAAAgUQAAAIkCAAAgUQAAAIkCAAAgUQAAAIkCAAAgUQAAAIkCAAAgUQAAACQKAAAgUQAAACQKAAAgUQAAACQKAAAgUQAAACQKAAAgUQAAACQKAAAgUQAAACQKAAAgUQAAACQKAACARAEAACQKAACARAEAACQKAACARAEAACQKAABAIVSEYdjSus1EAABAvmINUZNQcGWJRMIsAAAARcJCLwAAQKIAAABIFAAAQKIAAABIFAAAQKIAAABIFAAAQKIAAABIFAAAQKIAAABIFAAAQKIAAABIFAAAAIkCAABIFAAAAIkCAABIFAAAAIkCAABIFAAAAIkCAABIFAAAAIkCAABIFAAAAIkCAABIFAAAAIkCAAAgUQAAAIkCAAAgUQAAAIkCAAAgUQAAAIkCAAAgUQAAAIkCAAAgUQAAAIkCAAAgUQAAAIkCAAAgUQAAACQKAAAgUQAAACQKAAAgUQAAACQKAAAgUQAAACQKAAAgUQAAACQKAAAgUQAAACQKAAAgUQAAACQKAACARAEAACQKAACARAEAACQKAACARAEAACQKAACARAEAACQKAACARAEAACQKAACARAEAACQKAACARAEAAJAoAACARAEAAJAoAACARAEAAJAoAACARAEAAJAoAACARAEAAJAoAACARAEAAJAoAACARAEAAJAoAAAAEgUAAJAoAAAAEgUAAJAoAAAAEgUAAJAoAAAAEgUAAJAoAAAAEgUAAJAoAAAAEgUAAJAoAAAAEgUAAECiAAAAEgUAAECiAAAAEgUAAECiAAAAEgUAAECiAAAAEgUAAECiAAAAEgUAAECiAAAAEgUAAECiAAAASBQAAECiAAAASBQAAECiAAAASBQAAKCEVYRh2NK6zUQAAEC+Yg1Rk1BwZYlEwiwAAABFwkIvAABAogAAAEgUAABAogAAAEgUAABAogAAAEgUAABAogAAAEgUAABAogAAAEgUAABAogAAAEgUAAAAiQIAAEgUAAAAiQIAAEgUAAAAiQIAAEgUAAAAiQIAAEgUAAAAiQIAAEgUAAAAiQIAAEgUAAAAiQIAACBRAAAAiQIAACBRAAAAiQIAACBRAAAAiQIAACBRAAAAiQIAACBRAAAAiQIAACBRAAAAiQIAACBRAAAAJAoAACBRAAAAJAoAACBRAAAAJAoAACBRAAAAJAoAACBRAAAAJAoAACBRAAAAJAoAACBRAAAAJAoAAIBEAQAAJAoAAIBEAQAAJAoAAIBEAQAAJAoAAIBEAQAAJAoAAIBEAQAAJAoAAIBEAQAAJAoAAIBEAQAAkCgAAIBEAQAAkCgAAIBEAQAAkCgAAIBEAQAAkCgAAIBEAQAAkCgAAIBEAQAAkCgAAIBEAQAAkCgAAAASBQAAkCgAAAASBQAAkCgAAAASBQAAkCgAAAASBQAAkCgAAAASBQAAkCgAAAASBQAAkCgAAAASBQAAQKIAAAASBQAAQKIAAAASBQAAQKIAAAASBQAAQKIAAAASBQAAQKIAAAASBQAAQKIAAAASBQAAQKIAAABIFAAAQKIAAABIFAAAQKIAAABIFAAAQKIAAAAUQkUYhi2t20wEAADkK9YQNQkFV5ZIJMwCAABQJCz0AgAAJAoAAIBEAQAAJAoAAIBEAQAAJAoAAIBEAQAAJAoAAIBEAQAAJAoAAIBEAQAAJAoAAIBEAQAAkCgAAIBEAQAAkCgAAIBEAQAAkCgAAIBEAQAAkCgAAIBEAQAAkCgAAIBEAQAAkCgAAIBEAQAAkCgAAAASBQAAkCgAAAASBQAAkCgAAAASBQAAkCgAAAASBQAAkCgAAAASBQAAkCgAAAASBQAAkCgAAAASBQAAQKIAAAASBQAAQKIAAAASBQAAQKIAAAASBQAAQKIAAAASBQAAQKIAAAASBQAAQKIAAAASBQAAQKIAAABIFAAAQKIAAABIFAAAQKIAAABIFAAAQKIAAABIFAAAQKIAAABIFAAAQKIAAABIFAAAQKIAAABIFAAAAIkCAABIFAAAAIkCAABIFAAAAIkCAABIFAAAAIkCAABIFAAAAIkCAABIFAAAAIkCAABIFAAAAIkCAAAgUQAAAIkCAAAgUQAAAIkCAAAgUQAAAIkCAAAgUQAAAIkCAAAgUQAAAIkCAAAgUQAAAIkCAABwflWEYdjSus1EAABAvmINUZNQcH8EZ0VnbOXwb/QAAAAASUVORK5CYII="/><div class="t m0 x1bf ha y32 ff6 fs7 fc3 sc0 ls0 ws0">105</div><div class="t m0 x1c hc yc5f ff6 fs9 fc0 sc0 ls45 ws97">Wiersz <span class="_ _3b"> </span><span class="ls0 ws93">Rodzaje działalnoś<span class="_ _0"></span>ci gospodarczej </span></div><div class="t m0 x8c hc yc60 ff6 fs9 fc0 sc0 ls0 ws93">Kwot<span class="_ _0"></span>a i udział (infor<span class="_ _0"></span>macje należy przeds<span class="_ _0"></span>tawić w kwo<span class="_ _0"></span>tach </div><div class="t m0 x1b1 hc yc61 ff6 fs9 fc0 sc0 ls0 ws94">pieniężnych i w<span class="_ _0"></span>artościach pr<span class="_ _0"></span>ocentowy<span class="_ _0"></span>ch)</div><div class="t m0 x141 hc yc5f ff6 fs9 fc0 sc0 ls0 ws0">CCM + CCA</div><div class="t m0 x127 hc yc62 ff6 fs9 fc0 sc0 ls0 ws93">Łagodzenie zmian </div><div class="t m0 x15a hc yc63 ff6 fs9 fc0 sc0 ls0 ws0">klimatu (CCM)</div><div class="t m0 x1b2 hc yc62 ff6 fs9 fc0 sc0 ls0 ws3e">Adaptacja do zmian </div><div class="t m0 x1b3 hc yc63 ff6 fs9 fc0 sc0 ls0 ws0">klimatu (CCA) </div><div class="t m0 x1b4 hc yc64 ff6 fs9 fc0 sc0 lsff ws1fe">Kwota<span class="_ _2"></span>  <span class="ls0 ws0"> </span></div><div class="t m0 xb1 hc yc65 ff6 fs9 fc0 sc0 ls0 ws93">(tys.<span class="_ _1"></span> zł)</div><div class="t m0 xe3 hc yc66 ff6 fs9 fc0 sc0 ls0 ws0">% </div><div class="t m0 x145 hc yc64 ff6 fs9 fc0 sc0 lsff ws1fe">Kwota<span class="_ _2"></span>  <span class="ls0 ws0"> </span></div><div class="t m0 xe8 hc yc65 ff6 fs9 fc0 sc0 ls0 ws93">(tys.<span class="_ _1"></span> zł)</div><div class="t m0 x1b5 hc yc66 ff6 fs9 fc0 sc0 ls0 ws0">% </div><div class="t m0 x1b6 hc yc64 ff6 fs9 fc0 sc0 lsff ws1fe">Kwota<span class="_ _2"></span>  <span class="ls0 ws0"> </span></div><div class="t m0 xb5 hc yc65 ff6 fs9 fc0 sc0 ls0 ws93">(tys.<span class="_ _1"></span> zł)</div><div class="t m0 x1b7 hc yc66 ff6 fs9 fc0 sc0 ls0 ws0">% </div><div class="t m0 x1b8 hc yc6a ff6 fs9 fc4 sc0 ls0 ws0">1 </div><div class="t m0 x1ad hc yc68 ff6 fs9 fc4 sc0 ls0 ws93">Kwot<span class="_ _0"></span>a i udział działalności gospodar<span class="_ _0"></span>czej kwaliﬁkującej się do </div><div class="t m0 x1ad hc yc69 ff6 fs9 fc4 sc0 ls0 ws93">sys<span class="_ _0"></span>tema<span class="_ _0"></span>tyk<span class="_ _0"></span>i,<span class="_ _1"></span> ale niezgodnej z syst<span class="_ _0"></span>emat<span class="_ _0"></span>yką<span class="_ _1"></span>,<span class="_ _0"></span> o kt<span class="_ _0"></span>órej mowa w </div><div class="t m0 x1ad hc yc6a ff6 fs9 fc4 sc0 ls0 ws0">sekcji 4<span class="_ _0"></span>.26 załącznik<span class="_ _0"></span>ów I i II do rozporządzenia del<span class="_ _0"></span>egowanego </div><div class="t m0 x1ad hc yc6b ff6 fs9 fc4 sc0 ls0 ws70">(UE) 2021/2139 w mianowniku mającego z<span class="_ _0"></span>ast<span class="_ _0"></span>osowanie </div><div class="t m0 x1ad hc yc90 ff6 fs9 fc4 sc0 ls0 ws94">kluczowego wsk<span class="_ _0"></span>aźnika wynikó<span class="_ _0"></span>w</div><div class="t m0 x21 hc yc6a ff6 fs9 fc4 sc0 ls0 ws0">0 <span class="_ _93"> </span>0<span class="_ _101"> </span>0 <span class="_ _49"> </span>0<span class="_ _fd"> </span>0 <span class="_ _49"> </span>0</div><div class="t m0 x1b9 hc yc70 ff6 fs9 fc4 sc0 ls0 ws0">2 </div><div class="t m0 x1ad hc yc6e ff6 fs9 fc4 sc0 ls0 ws93">Kwot<span class="_ _0"></span>a i udział działalności gospodar<span class="_ _0"></span>czej kwaliﬁkującej się do </div><div class="t m0 x1ad hc yc6f ff6 fs9 fc4 sc0 ls0 ws93">sys<span class="_ _0"></span>tema<span class="_ _0"></span>tyk<span class="_ _0"></span>i,<span class="_ _1"></span> ale niezgodnej z syst<span class="_ _0"></span>emat<span class="_ _0"></span>yką<span class="_ _1"></span>,<span class="_ _0"></span> o kt<span class="_ _0"></span>órej mowa w </div><div class="t m0 x1ad hc yc70 ff6 fs9 fc4 sc0 ls0 ws0">sekcji 4<span class="_ _0"></span>.27 załącznik<span class="_ _0"></span>ów I i II do rozporządzenia d<span class="_ _0"></span>elegowanego </div><div class="t m0 x1ad hc yc91 ff6 fs9 fc4 sc0 ls0 ws70">(UE) 2021/2139 w mianowniku mającego z<span class="_ _0"></span>ast<span class="_ _0"></span>osowanie </div><div class="t m0 x1ad hc yc92 ff6 fs9 fc4 sc0 ls0 ws94">kluczowego wsk<span class="_ _0"></span>aźnika wynikó<span class="_ _0"></span>w</div><div class="t m0 x107 hc yc70 ff6 fs9 fc4 sc0 ls0 ws0">0 <span class="_ _93"> </span>0<span class="_ _101"> </span>0 <span class="_ _49"> </span>0<span class="_ _fd"> </span>0 <span class="_ _49"> </span>0</div><div class="t m0 x1b9 hc yc93 ff6 fs9 fc4 sc0 ls0 ws0">3 </div><div class="t m0 x1ad hc yc74 ff6 fs9 fc4 sc0 ls0 ws93">Kwot<span class="_ _0"></span>a i udział działalności gospodar<span class="_ _0"></span>czej kwalifikującej się do </div><div class="t m0 x1ad hc yc75 ff6 fs9 fc4 sc0 ls0 ws93">sys<span class="_ _0"></span>tema<span class="_ _0"></span>tyk<span class="_ _0"></span>i,<span class="_ _1"></span> ale niezgodnej z syst<span class="_ _0"></span>emat<span class="_ _0"></span>yką<span class="_ _1"></span>,<span class="_ _0"></span> o kt<span class="_ _0"></span>órej mowa w </div><div class="t m0 x1ad hc yc93 ff6 fs9 fc4 sc0 ls0 ws0">sekcji 4<span class="_ _0"></span>.28 załącznik<span class="_ _0"></span>ów I i II do rozporządzenia del<span class="_ _0"></span>egowanego </div><div class="t m0 x1ad hc yc94 ff6 fs9 fc4 sc0 ls0 ws70">(UE) 2021/2139 w mianowniku mającego z<span class="_ _0"></span>ast<span class="_ _0"></span>osowanie </div><div class="t m0 x1ad hc yc95 ff6 fs9 fc4 sc0 ls0 ws94">kluczowego wsk<span class="_ _0"></span>aźnika wynikó<span class="_ _0"></span>w</div><div class="t m0 x107 hc yc93 ff6 fs9 fc4 sc0 ls0 ws0">0 <span class="_ _93"> </span>0<span class="_ _101"> </span>0 <span class="_ _49"> </span>0<span class="_ _fd"> </span>0 <span class="_ _49"> </span>0</div><div class="t m0 x1b9 hc yc96 ff6 fs9 fc4 sc0 ls0 ws0">4 </div><div class="t m0 x1ad hc yc7a ff6 fs9 fc4 sc0 ls0 ws93">Kwot<span class="_ _0"></span>a i udział działalności gospodar<span class="_ _0"></span>czej kwalifikującej się do </div><div class="t m0 x1ad hc yc97 ff6 fs9 fc4 sc0 ls0 ws93">sys<span class="_ _0"></span>tema<span class="_ _0"></span>tyk<span class="_ _0"></span>i,<span class="_ _1"></span> ale niezgodnej z syst<span class="_ _0"></span>emat<span class="_ _0"></span>yką<span class="_ _1"></span>,<span class="_ _0"></span> o kt<span class="_ _0"></span>órej mowa w </div><div class="t m0 x1ad hc yc96 ff6 fs9 fc4 sc0 ls0 ws0">sekcji 4<span class="_ _0"></span>.29 załącznik<span class="_ _0"></span>ów I i II do rozporządzenia d<span class="_ _0"></span>elegowanego </div><div class="t m0 x1ad hc yc98 ff6 fs9 fc4 sc0 ls0 ws70">(UE) 2021/2139 w mianowniku mającego z<span class="_ _0"></span>ast<span class="_ _0"></span>osowanie </div><div class="t m0 x1ad hc yc99 ff6 fs9 fc4 sc0 ls0 ws94">kluczowego wsk<span class="_ _0"></span>aźnika wynikó<span class="_ _0"></span>w</div><div class="t m0 x107 hc yc96 ff6 fs9 fc4 sc0 ls0 ws0">0 <span class="_ _93"> </span>0<span class="_ _101"> </span>0 <span class="_ _49"> </span>0<span class="_ _fd"> </span>0 <span class="_ _49"> </span>0</div><div class="t m0 x1b9 hc yc9a ff6 fs9 fc4 sc0 ls0 ws0">5 </div><div class="t m0 x1ad hc yc9b ff6 fs9 fc4 sc0 ls0 ws93">Kwot<span class="_ _0"></span>a i udział działalności gospodar<span class="_ _0"></span>czej kwalifikującej się do </div><div class="t m0 x1ad hc yc9c ff6 fs9 fc4 sc0 ls0 ws93">sys<span class="_ _0"></span>tema<span class="_ _0"></span>tyk<span class="_ _0"></span>i,<span class="_ _1"></span> ale niezgodnej z syst<span class="_ _0"></span>emat<span class="_ _0"></span>yką<span class="_ _1"></span>,<span class="_ _0"></span> o kt<span class="_ _0"></span>órej mowa w </div><div class="t m0 x1ad hc yc9a ff6 fs9 fc4 sc0 ls0 ws0">sekcji 4<span class="_ _0"></span>.30 załącznik<span class="_ _0"></span>ów I i II do rozporządzenia d<span class="_ _0"></span>elegowanego </div><div class="t m0 x1ad hc yc9d ff6 fs9 fc4 sc0 ls0 ws70">(UE) 2021/2139 w mianowniku mającego z<span class="_ _0"></span>ast<span class="_ _0"></span>osowanie </div><div class="t m0 x1ad hc yc9e ff6 fs9 fc4 sc0 ls0 ws94">kluczowego wsk<span class="_ _0"></span>aźnika wynikó<span class="_ _0"></span>w</div><div class="t m0 x107 hc yc9a ff6 fs9 fc4 sc0 ls0 ws0">0 <span class="_ _93"> </span>0<span class="_ _101"> </span>0 <span class="_ _49"> </span>0<span class="_ _fd"> </span>0 <span class="_ _49"> </span>0</div><div class="t m0 x1b9 hc yc9f ff6 fs9 fc4 sc0 ls0 ws0">6 </div><div class="t m0 x1ad hc yca0 ff6 fs9 fc4 sc0 ls0 ws93">Kwot<span class="_ _0"></span>a i udział działalności gospodar<span class="_ _0"></span>czej kwalifikującej się do </div><div class="t m0 x1ad hc yca1 ff6 fs9 fc4 sc0 ls0 ws93">sys<span class="_ _0"></span>tema<span class="_ _0"></span>tyk<span class="_ _0"></span>i,<span class="_ _1"></span> ale niezgodnej z syst<span class="_ _0"></span>emat<span class="_ _0"></span>yką<span class="_ _1"></span>,<span class="_ _0"></span> o kt<span class="_ _0"></span>órej mowa w </div><div class="t m0 x1ad hc yc9f ff6 fs9 fc4 sc0 ls0 ws0">sekcji 4<span class="_ _0"></span>.31 załą<span class="_ _0"></span>czników I i II do rozporządz<span class="_ _0"></span>enia delegowanego </div><div class="t m0 x1ad hc yca2 ff6 fs9 fc4 sc0 ls0 ws70">(UE) 2021/2139 w mianowniku mającego z<span class="_ _0"></span>ast<span class="_ _0"></span>osowanie </div><div class="t m0 x1ad hc yca3 ff6 fs9 fc4 sc0 ls0 ws94">kluczowego wsk<span class="_ _0"></span>aźnika wynikó<span class="_ _0"></span>w</div><div class="t m0 x107 hc yc9f ff6 fs9 fc4 sc0 ls0 ws0">0 <span class="_ _93"> </span>0<span class="_ _101"> </span>0 <span class="_ _49"> </span>0<span class="_ _fd"> </span>0 <span class="_ _49"> </span>0</div><div class="t m0 x1b9 hc yca4 ff7 fs9 fc4 sc0 ls0 ws0">7 </div><div class="t m0 x1ad hc yca5 ff7 fs9 fc4 sc0 ls0 ws46">K<span class="_ _0"></span>wota i ud<span class="_ _0"></span>ział innych rod<span class="_ _0"></span>zajó<span class="_ _0"></span>w działalności gos<span class="_ _0"></span>podarczej </div><div class="t m0 x1ad hc yca6 ff7 fs9 fc4 sc0 ls0 ws52">kwalifikujące<span class="_ _0"></span>j się do sy<span class="_ _0"></span>stema<span class="_ _0"></span>tyki,<span class="_ _1"></span> <span class="_ _2"></span>ale niezgodne<span class="_ _0"></span>j z </div><div class="t m0 x1ad hc yca4 ff7 fs9 fc4 sc0 ls0 ws95">sys<span class="_ _0"></span>tema<span class="_ _0"></span>tyką<span class="_ _1"></span>, niewymienion<span class="_ _0"></span>ych w wiersza<span class="_ _0"></span>ch 1–6 powyżej <span class="ws0"> </span></div><div class="t m0 x1ad hc yca7 ff7 fs9 fc4 sc0 ls0 ws93">w mianowniku ma<span class="_ _0"></span>jącego zas<span class="_ _0"></span>toso<span class="_ _0"></span>wanie klucz<span class="_ _0"></span>owego ws<span class="_ _0"></span>kaźnika </div><div class="t m0 x1ad hc yca8 ff7 fs9 fc4 sc0 ls0 ws0">wynik<span class="_ _0"></span>ów</div><div class="t m0 x20 hc yca4 ff7 fs9 fc4 sc0 ls48 ws99">126<span class="_ _11e"> </span><span class="ls0 ws0">0%<span class="_ _f4"> </span></span>126<span class="_ _107"> </span><span class="ls0 ws0">0%<span class="_ _a9"> </span>0<span class="_ _5d"> </span>0</span></div><div class="t m0 x1b9 hc yca9 ff7 fs9 fc4 sc0 ls0 ws0">8 </div><div class="t m0 x1ad hc ycaa ff7 fs9 fc4 sc0 ls0 ws46">Całk<span class="_ _0"></span>owita kwota i całk<span class="_ _1"></span>owity udział rodza<span class="_ _0"></span>jów działalności </div><div class="t m0 x1ad hc ycab ff7 fs9 fc4 sc0 ls0 ws52">gospodarcz<span class="_ _0"></span>ej kwalifikujące<span class="_ _0"></span>j się do sy<span class="_ _0"></span>stema<span class="_ _0"></span>tyki,<span class="_ _1"></span> <span class="_ _2"></span>ale niezgodne<span class="_ _0"></span>j </div><div class="t m0 x1ad hc ycac ff7 fs9 fc4 sc0 ls0 ws93">z sy<span class="_ _0"></span>stema<span class="_ _0"></span>tyką w miano<span class="_ _0"></span>wniku ma<span class="_ _0"></span>jącego zas<span class="_ _0"></span>tosow<span class="_ _0"></span>anie </div><div class="t m0 x1ad hc ycad ff7 fs9 fc4 sc0 ls0 ws95">kluczoweg<span class="_ _0"></span>o wskaźnika wy<span class="_ _0"></span>nik<span class="_ _0"></span>ów</div><div class="t m0 x20 hc yca9 ff7 fs9 fc4 sc0 ls48 ws99">126<span class="_ _11e"> </span><span class="ls0 ws0">0%<span class="_ _f4"> </span></span>126<span class="_ _107"> </span><span class="ls0 ws0">0%<span class="_ _a9"> </span>0<span class="_ _5d"> </span>0</span></div><div class="t m0 x11 h8 y278 ff7 fs5 fc4 sc0 ls0 wsf">Działalność gos<span class="_ _0"></span>podarcza kw<span class="_ _0"></span>alifikująca się do s<span class="_ _0"></span>ys<span class="_ _0"></span>temat<span class="_ _0"></span>yki,<span class="_ _0"></span> ale niezgodna z s<span class="_ _0"></span>ys<span class="_ _0"></span>temat<span class="_ _0"></span>yką</div><div class="t m2 x12 hc y9b2 ff8 fs9 fc0 sc0 lsb9 ws130">ENVIRONMENT<span class="_ _1"></span>AL - Wpływ na <span class="_ _2"></span>śr<span class="_ _0"></span>odowisk<span class="_ _0"></span>o</div></div><div class="pi" ></div></div><div id="pf6a" class="pf w0 h0" ><div class="pc pc6a w0 h0"><img class="bi x0 ycae w4 h99" alt="" src="data:image/png;base64,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"/><div class="t m0 x183 ha y32 ff6 fs7 fc3 sc0 ls0 ws0">106</div><div class="t m0 x37 hc ycaf ff6 fs9 fc0 sc0 ls45 ws97">Wiersz <span class="_ _3b"> </span><span class="ls0 ws93">Rodzaje działalnoś<span class="_ _0"></span>ci gospodarczej </span></div><div class="t m0 x51 hc ycb0 ff6 fs9 fc0 sc0 lsff ws1fe">Kwota<span class="_ _2"></span>  <span class="ls0 ws0"> </span></div><div class="t m0 x1bd hc ycb1 ff6 fs9 fc0 sc0 ls0 ws93">(tys.<span class="_ _1"></span> zł)</div><div class="t m0 x1be hc ycaf ff6 fs9 fc0 sc0 ls0 ws0">% </div><div class="t m0 x1b9 hc ycb2 ff6 fs9 fc4 sc0 ls0 ws0">1 </div><div class="t m0 x7a hc ycb3 ff6 fs9 fc4 sc0 ls0 ws93">Kwot<span class="_ _0"></span>a i udział działalności gospodar<span class="_ _0"></span>czej,<span class="_ _1"></span> o której mowa w wier<span class="_ _0"></span>szu 1 wzoru <span class="_ _0"></span>1,<span class="_ _1"></span> któr<span class="_ _0"></span>a jes<span class="_ _0"></span>t działalnością </div><div class="t m0 x7a hc ycb2 ff6 fs9 fc4 sc0 ls0 ws93">gospodarczą niek<span class="_ _0"></span>waliﬁkującą się do sys<span class="_ _0"></span>t<span class="_ _0"></span>ematyk<span class="_ _0"></span>i zgodnie z sek<span class="_ _0"></span>cją 4.26 załącznik<span class="_ _0"></span>ów I i II do rozporządzenia </div><div class="t m0 x7a hc ycb4 ff6 fs9 fc4 sc0 ls0 ws94">delegowaneg<span class="_ _0"></span>o (UE) 2021/2139 w mianowniku mającego zast<span class="_ _0"></span>osowanie kluczow<span class="_ _0"></span>ego wskaźnika wynik<span class="_ _0"></span>ów </div><div class="t m0 x25 hc ycb2 ff6 fs9 fc4 sc0 ls0 ws0">0 <span class="_ _90"> </span>0</div><div class="t m0 x115 hc ycb5 ff6 fs9 fc4 sc0 ls0 ws0">2 </div><div class="t m0 x7a hc ycb6 ff6 fs9 fc4 sc0 ls0 ws93">Kwot<span class="_ _0"></span>a i udział działalności gospodar<span class="_ _0"></span>czej,<span class="_ _1"></span> o której mowa w wier<span class="_ _0"></span>szu 2 wzoru 1<span class="_ _0"></span>,<span class="_ _1"></span> która <span class="_ _0"></span>jest działalno<span class="_ _0"></span>ścią </div><div class="t m0 x7a hc ycb5 ff6 fs9 fc4 sc0 ls0 ws93">gospodarczą niek<span class="_ _0"></span>waliﬁkującą się do sys<span class="_ _0"></span>t<span class="_ _0"></span>ematyk<span class="_ _0"></span>i zgodnie z sek<span class="_ _0"></span>cją 4.27 z<span class="_ _0"></span>ałączników I i II do rozporządz<span class="_ _0"></span>enia </div><div class="t m0 x7a hc ycb7 ff6 fs9 fc4 sc0 ls0 ws94">delegowaneg<span class="_ _0"></span>o (UE) 2021/2139 w mianowniku mającego zast<span class="_ _0"></span>osowanie kluczow<span class="_ _0"></span>ego wskaźnika wynik<span class="_ _0"></span>ów </div><div class="t m0 x25 hc ycb5 ff6 fs9 fc4 sc0 ls0 ws0">0 <span class="_ _90"> </span>0</div><div class="t m0 x115 hc ycb8 ff6 fs9 fc4 sc0 ls0 ws0">3 </div><div class="t m0 x7a hc ycb9 ff6 fs9 fc4 sc0 ls0 ws93">Kwot<span class="_ _0"></span>a i udział działalności gospodar<span class="_ _0"></span>czej,<span class="_ _1"></span> o której mowa w wier<span class="_ _0"></span>szu 3 wzoru 1<span class="_ _0"></span>,<span class="_ _1"></span> która <span class="_ _0"></span>jest działalno<span class="_ _0"></span>ścią </div><div class="t m0 x7a hc ycb8 ff6 fs9 fc4 sc0 ls0 ws93">gospodarczą niek<span class="_ _0"></span>walifikującą się do sys<span class="_ _0"></span>t<span class="_ _0"></span>ematy<span class="_ _0"></span>ki zgodnie z sek<span class="_ _0"></span>cją 4.28 załą<span class="_ _0"></span>czników I i II do rozporządzenia </div><div class="t m0 x7a hc ycba ff6 fs9 fc4 sc0 ls0 ws94">delegowaneg<span class="_ _0"></span>o (UE) 2021/2139 w mianowniku mającego zast<span class="_ _0"></span>osowanie kluczow<span class="_ _0"></span>ego wskaźnika wynik<span class="_ _0"></span>ów </div><div class="t m0 x25 hc ycb8 ff6 fs9 fc4 sc0 ls0 ws0">0 <span class="_ _90"> </span>0</div><div class="t m0 x115 hc ycbb ff6 fs9 fc4 sc0 ls0 ws0">4 </div><div class="t m0 x7a hc ycbc ff6 fs9 fc4 sc0 ls0 ws93">Kwot<span class="_ _0"></span>a i udział działalności gospodar<span class="_ _0"></span>czej,<span class="_ _1"></span> o której mowa w wier<span class="_ _0"></span>szu 4 wzoru 1<span class="_ _0"></span>,<span class="_ _1"></span> która <span class="_ _0"></span>jest działalno<span class="_ _0"></span>ścią </div><div class="t m0 x7a hc ycbb ff6 fs9 fc4 sc0 ls0 ws93">gospodarczą niek<span class="_ _0"></span>walifikującą się do sys<span class="_ _0"></span>t<span class="_ _0"></span>ematy<span class="_ _0"></span>ki zgodnie z sek<span class="_ _0"></span>cją 4.29 z<span class="_ _0"></span>ałączników I i II do rozporządz<span class="_ _0"></span>enia </div><div class="t m0 x7a hc ycbd ff6 fs9 fc4 sc0 ls0 ws94">delegowaneg<span class="_ _0"></span>o (UE) 2021/2139 w mianowniku mającego zast<span class="_ _0"></span>osowanie kluczow<span class="_ _0"></span>ego wskaźnika wynik<span class="_ _0"></span>ów </div><div class="t m0 x25 hc ycbb ff6 fs9 fc4 sc0 ls0 ws0">0 <span class="_ _90"> </span>0</div><div class="t m0 x115 hc ycbe ff6 fs9 fc4 sc0 ls0 ws0">5 </div><div class="t m0 x7a hc ycbf ff6 fs9 fc4 sc0 ls0 ws93">Kwot<span class="_ _0"></span>a i udział działalności gospodar<span class="_ _0"></span>czej,<span class="_ _1"></span> o której mowa w wier<span class="_ _0"></span>szu 5 wzoru 1<span class="_ _0"></span>,<span class="_ _1"></span> która <span class="_ _0"></span>jest działalno<span class="_ _0"></span>ścią </div><div class="t m0 x7a hc ycbe ff6 fs9 fc4 sc0 ls0 ws93">gospodarczą niek<span class="_ _0"></span>walifikującą się do sys<span class="_ _0"></span>t<span class="_ _0"></span>ematy<span class="_ _0"></span>ki zgodnie z sek<span class="_ _0"></span>cją 4.30 z<span class="_ _0"></span>ałączników I i II do rozporzą<span class="_ _0"></span>dzenia </div><div class="t m0 x7a hc ycc0 ff6 fs9 fc4 sc0 ls0 ws94">delegowaneg<span class="_ _0"></span>o (UE) 2021/2139 w mianowniku mającego zast<span class="_ _0"></span>osowanie kluczow<span class="_ _0"></span>ego wskaźnika wynik<span class="_ _0"></span>ów </div><div class="t m0 x25 hc ycbe ff6 fs9 fc4 sc0 ls0 ws0">0 <span class="_ _90"> </span>0</div><div class="t m0 x115 hc ycc1 ff6 fs9 fc4 sc0 ls0 ws0">6 </div><div class="t m0 x7a hc ycc2 ff6 fs9 fc4 sc0 ls0 ws93">Kwot<span class="_ _0"></span>a i udział działalności gospodar<span class="_ _0"></span>czej,<span class="_ _1"></span> o której mowa w wier<span class="_ _0"></span>szu 6 wzoru 1<span class="_ _0"></span>,<span class="_ _1"></span> która <span class="_ _0"></span>jest działalno<span class="_ _0"></span>ścią </div><div class="t m0 x7a hc ycc1 ff6 fs9 fc4 sc0 ls0 ws93">gospodarczą niek<span class="_ _0"></span>walifikującą się do sys<span class="_ _0"></span>t<span class="_ _0"></span>ematy<span class="_ _0"></span>ki zgodnie z sek<span class="_ _0"></span>cją 4.3<span class="_ _0"></span>1 załącznikó<span class="_ _0"></span>w I i II do rozporządzenia </div><div class="t m0 x7a hc ycc3 ff6 fs9 fc4 sc0 ls0 ws94">delegowaneg<span class="_ _0"></span>o (UE) 2021/2139 w mianowniku mającego zast<span class="_ _0"></span>osowanie kluczow<span class="_ _0"></span>ego wskaźnika wynik<span class="_ _0"></span>ów </div><div class="t m0 x25 hc ycc1 ff6 fs9 fc4 sc0 ls0 ws0">0 <span class="_ _90"> </span>0</div><div class="t m0 x115 hc ycc4 ff7 fs9 fc4 sc0 ls0 ws0">7 </div><div class="t m0 x7a hc ycc5 ff7 fs9 fc4 sc0 ls0 ws46">K<span class="_ _0"></span>wota i ud<span class="_ _0"></span>ział innych rod<span class="_ _0"></span>zajó<span class="_ _0"></span>w działalności gos<span class="_ _0"></span>podarczej niekw<span class="_ _0"></span>alifikującej się do s<span class="_ _0"></span>ys<span class="_ _0"></span>temat<span class="_ _0"></span>yki,<span class="_ _0"></span> </div><div class="t m0 x7a hc ycc4 ff7 fs9 fc4 sc0 ls0 ws95">niewymienion<span class="_ _0"></span>ych w wierszach 1–6 powyż<span class="_ _0"></span>ej w mianowniku ma<span class="_ _0"></span>jącego zast<span class="_ _0"></span>osowanie k<span class="_ _0"></span>luczowego </div><div class="t m0 x7a hc ycc6 ff7 fs9 fc4 sc0 ls0 ws95">wskaźnika wy<span class="_ _0"></span>nik<span class="_ _0"></span>ów </div><div class="t m0 x1c0 hc ycc4 ff7 fs9 fc4 sc0 ls48 ws93">8 162<span class="_ _ff"> </span><span class="ls0 ws0">22%</span></div><div class="t m0 x115 hc ycc7 ff7 fs9 fc4 sc0 ls0 ws0">8 </div><div class="t m0 x7a hc ycc8 ff7 fs9 fc4 sc0 ls0 ws46">Całk<span class="_ _0"></span>owita kwota i całk<span class="_ _1"></span>owity udział rodza<span class="_ _0"></span>jów działalności go<span class="_ _0"></span>spodarczej niekw<span class="_ _0"></span>alifikującej si<span class="_ _0"></span>ę do </div><div class="t m0 x7a hc ycc9 ff7 fs9 fc4 sc0 ls0 ws95">sys<span class="_ _0"></span>tema<span class="_ _0"></span>tyki w mianowniku ma<span class="_ _0"></span>jącego zas<span class="_ _0"></span>tosow<span class="_ _0"></span>anie kluczow<span class="_ _0"></span>ego wskaźnik<span class="_ _0"></span>a wynik<span class="_ _0"></span>ów </div><div class="t m0 x1c0 hc ycc7 ff7 fs9 fc4 sc0 ls48 ws93">8 162<span class="_ _ff"> </span><span class="ls0 ws0">22%</span></div><div class="t m0 x11 h8 y278 ff7 fs5 fc4 sc0 ls0 wsf">Działalność gos<span class="_ _0"></span>podarcza niekwa<span class="_ _0"></span>lifikująca się do s<span class="_ _0"></span>yst<span class="_ _0"></span>emat<span class="_ _0"></span>yki</div><div class="t m2 x5a hc y9b2 ff8 fs9 fc0 sc0 lsb9 ws130">ENVIRONMENT<span class="_ _1"></span>AL - Wpływ na <span class="_ _2"></span>śr<span class="_ _0"></span>odowisk<span class="_ _0"></span>o</div></div><div class="pi" ></div></div><div id="pf6b" class="pf w0 h0" ><div class="pc pc6b w0 h0"><img class="bi x1b0 yceb w7 h9a" alt="" src="data:image/png;base64,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"/><div class="t m0 x1bf ha y32 ff6 fs7 fc3 sc0 lsbe ws1c4">107</div><div class="t m0 x80 h8 ycec ff6 fs5 fc0 sc0 lsf ws12">Wiersz <span class="_ _f9"> </span><span class="ls0 ws9">Działalność związana z energią <span class="_ _0"></span>jądrową </span></div><div class="t m0 x80 h8 yced ff6 fs5 fc4 sc0 ls0 ws0">1 </div><div class="t m0 x63 h8 ycee ff6 fs5 fc4 sc0 ls0 ws0">Przedsiębior<span class="_ _0"></span>stw<span class="_ _0"></span>o prowadzi badania<span class="_ _1"></span>,<span class="_ _1"></span> rozwój,<span class="_ _1"></span> demonstr<span class="_ _0"></span>ację i ro<span class="_ _0"></span>zmieszczenie innowacy<span class="_ _0"></span>jny<span class="_ _0"></span>ch ins<span class="_ _0"></span>talacji </div><div class="t m0 x63 h8 yced ff6 fs5 fc4 sc0 ls0 ws9">wytwarzania ener<span class="_ _0"></span>gii elektry<span class="_ _0"></span>cznej wytwarza<span class="_ _0"></span>jących ener<span class="_ _0"></span>gię w ramach procesów <span class="_ _0"></span>jądrowych przy </div><div class="t m0 x63 h8 ycef ff6 fs5 fc4 sc0 ls0 ws9">minimalnej ilości odpadów z cy<span class="_ _0"></span>klu paliwowego,<span class="_ _1"></span> ﬁnansuje t<span class="_ _0"></span>ę działalność lub <span class="_ _0"></span>jest ma na nią ekspozy<span class="_ _0"></span>cję.<span class="_ _0"></span> </div><div class="t m0 xbc h8 ycf0 ff6 fs5 fc4 sc0 lsfc ws131">TA<span class="_ _2"></span>K<span class="_ _1b"></span>/<span class="_ _1b"></span><span class="ff7 lsfd ws102">NIE</span><span class="ls0 ws0"> </span></div><div class="t m0 x80 he ycf1 ff6 fsa fc4 sc0 ls0 ws0">2 </div><div class="t m0 x63 h8 ycf2 ff6 fs5 fc4 sc0 ls0 ws9">Przedsiębior<span class="_ _0"></span>stw<span class="_ _0"></span>o prowadzi bud<span class="_ _0"></span>owę i bezpieczną eksploa<span class="_ _0"></span>tację nowy<span class="_ _0"></span>ch obiekt<span class="_ _0"></span>ów jądr<span class="_ _0"></span>owych w </div><div class="t m0 x63 h8 ycf3 ff6 fs5 fc4 sc0 ls0 ws9">celu wytwarzania ener<span class="_ _0"></span>gii elektry<span class="_ _0"></span>cznej lub ciepła t<span class="_ _0"></span>echnologicznego,<span class="_ _1"></span> w ty<span class="_ _0"></span>m na potrzeby s<span class="_ _0"></span>ys<span class="_ _0"></span>temu </div><div class="t m0 x63 h8 ycf4 ff6 fs5 fc4 sc0 ls0 ws11">ciepłowniczego l<span class="_ _0"></span>ub procesów przem<span class="_ _0"></span>ysłowy<span class="_ _0"></span>ch,<span class="_ _1"></span> takich <span class="_ _0"></span>jak produk<span class="_ _0"></span>cja wodoru,<span class="_ _1"></span> a <span class="_ _0"></span>także ich moder<span class="_ _1"></span>nizację </div><div class="t m0 x63 h8 ycf5 ff6 fs5 fc4 sc0 ls0 ws9">pod kąt<span class="_ _1"></span>em bezpieczeństwa<span class="_ _1"></span>,<span class="_ _1"></span> z wykorzys<span class="_ _0"></span>taniem najlep<span class="_ _0"></span>szych dos<span class="_ _0"></span>t<span class="_ _0"></span>ępny<span class="_ _0"></span>ch t<span class="_ _0"></span>echnologii,<span class="_ _1"></span> ﬁnansuje t<span class="_ _0"></span>ę </div><div class="t m0 x63 h8 ycf6 ff6 fs5 fc4 sc0 ls0 ws11">działalność lub ma na nią ek<span class="_ _0"></span>spozycję.<span class="_ _1"></span> </div><div class="t m0 xbc h8 ycf7 ff6 fs5 fc4 sc0 lsfc ws131">TA<span class="_ _2"></span>K<span class="_ _1b"></span>/<span class="_ _1b"></span><span class="ff7 lsfd ws102">NIE</span><span class="ls0 ws0"> </span></div><div class="t m0 x80 he ycf8 ff6 fsa fc4 sc0 ls0 ws0">3 </div><div class="t m0 x63 h8 ycf9 ff6 fs5 fc4 sc0 ls0 ws9">Przedsiębior<span class="_ _0"></span>stw<span class="_ _0"></span>o prowadzi bezpieczną eks<span class="_ _0"></span>ploata<span class="_ _0"></span>cję ist<span class="_ _0"></span>niejących obiekt<span class="_ _1"></span>ów jądrowych </div><div class="t m0 x63 h8 ycfa ff6 fs5 fc4 sc0 ls0 ws9">wytwarza<span class="_ _0"></span>jących ener<span class="_ _0"></span>gię elektry<span class="_ _0"></span>czną lub ciepło t<span class="_ _0"></span>echnologiczne,<span class="_ _1"></span> w ty<span class="_ _0"></span>m na potrzeby s<span class="_ _0"></span>ys<span class="_ _0"></span>temu </div><div class="t m0 x63 h8 ycfb ff6 fs5 fc4 sc0 ls0 ws9">ciepłowniczego lub pr<span class="_ _0"></span>ocesów przemysło<span class="_ _0"></span>wych,<span class="_ _1"></span> takich <span class="_ _0"></span>jak produk<span class="_ _0"></span>cja wodoru z ener<span class="_ _0"></span>gii jądrowej,<span class="_ _1"></span> a także </div><div class="t m0 x63 h8 ycfc ff6 fs5 fc4 sc0 ls0 ws9">ich moderniz<span class="_ _0"></span>ację pod kąt<span class="_ _1"></span>em bezpieczeństwa<span class="_ _1"></span>,<span class="_ _1"></span> finansuje tę działalno<span class="_ _0"></span>ść lub ma na nią ekspozycję.<span class="_ _1"></span> </div><div class="t m0 xbc he ycf8 ff6 fsa fc4 sc0 lsfe ws266">TA<span class="_ _1b"></span>K<span class="_ _1b"></span>/<span class="_ _1b"></span><span class="ff7 ls67 ws3b">NIE</span><span class="ls0 ws0"> </span></div><div class="t m0 x80 he ycfd ff6 fsa fc0 sc0 lsbb ws67">Wiersz<span class="_ _fa"> </span><span class="ls0 ws2a">Działalność związana z gazem ziemnym <span class="_ _8b"> </span><span class="ws0"> </span></span></div><div class="t m0 x80 he ycfe ff6 fsa fc4 sc0 ls0 ws0">4 </div><div class="t m0 x63 h8 ycff ff6 fs5 fc4 sc0 ls0 ws9">Przedsiębior<span class="_ _0"></span>stw<span class="_ _0"></span>o prowadzi bud<span class="_ _0"></span>owę lub eksploa<span class="_ _0"></span>tację ins<span class="_ _0"></span>talacji do wyt<span class="_ _0"></span>warzania energii elek<span class="_ _0"></span>trycznej z </div><div class="t m0 x63 h8 yd00 ff6 fs5 fc4 sc0 ls0 ws9">wyk<span class="_ _0"></span>orzyst<span class="_ _0"></span>aniem gazowych paliw kopaln<span class="_ _0"></span>ych,<span class="_ _1"></span> finansuje t<span class="_ _1"></span>ę działalność lub ma na <span class="_ _2"></span>nią ekspozy<span class="_ _0"></span>cję.<span class="_ _0"></span> </div><div class="t m0 xbc h8 yd01 ff6 fs5 fc4 sc0 lsfc ws131">TA<span class="_ _2"></span>K<span class="_ _1b"></span>/<span class="_ _1b"></span><span class="ff7 lsfd ws102">NIE</span><span class="ls0 ws0"> </span></div><div class="t m0 x80 he yd02 ff6 fsa fc4 sc0 ls0 ws0">5 </div><div class="t m0 x63 h8 yd03 ff6 fs5 fc4 sc0 ls0 ws9">Przedsiębior<span class="_ _0"></span>stw<span class="_ _0"></span>o prowadzi bud<span class="_ _0"></span>owę,<span class="_ _1"></span> modernizacj<span class="_ _0"></span>ę i eksploat<span class="_ _0"></span>ację ins<span class="_ _0"></span>talacji do sk<span class="_ _0"></span>ojarzonego </div><div class="t m0 x63 h8 yd04 ff6 fs5 fc4 sc0 ls0 ws9">wytwarzania ener<span class="_ _0"></span>gii cieplnej<span class="_ _2"></span>/<span class="_ _1"></span>chłodniczej i energii elektry<span class="_ _0"></span>cznej z wyk<span class="_ _0"></span>orzyst<span class="_ _0"></span>aniem gazowych paliw </div><div class="t m0 x63 h8 yd05 ff6 fs5 fc4 sc0 ls0 ws9">kopaln<span class="_ _0"></span>ych,<span class="_ _1"></span> finansuje t<span class="_ _1"></span>ę działalność lub ma na <span class="_ _2"></span>nią ekspozy<span class="_ _0"></span>cję.<span class="_ _1"></span> </div><div class="t m0 xbc h8 yd06 ff6 fs5 fc4 sc0 lsfc ws131">TA<span class="_ _2"></span>K<span class="_ _1b"></span>/<span class="_ _1b"></span><span class="ff7 lsfd ws102">NIE</span><span class="ls0 ws0"> </span></div><div class="t m0 x80 he yd07 ff6 fsa fc4 sc0 ls0 ws0">6 </div><div class="t m0 x63 h8 yd08 ff6 fs5 fc4 sc0 ls0 ws9">Przedsiębior<span class="_ _0"></span>stw<span class="_ _0"></span>o prowadzi bud<span class="_ _0"></span>owę,<span class="_ _1"></span> modernizacj<span class="_ _0"></span>ę i eksploat<span class="_ _0"></span>ację ins<span class="_ _0"></span>talacji do wytw<span class="_ _0"></span>arzania ciepła </div><div class="t m0 x63 h8 yd09 ff6 fs5 fc4 sc0 ls0 ws9">wytwarza<span class="_ _0"></span>jących ener<span class="_ _0"></span>gię cieplną/<span class="_ _1"></span>chłodniczą z wykorzys<span class="_ _0"></span>taniem gazowych paliw k<span class="_ _0"></span>opalny<span class="_ _0"></span>ch,<span class="_ _1"></span> finansuje </div><div class="t m0 x63 h8 yd0a ff6 fs5 fc4 sc0 ls0 ws9">tę działalno<span class="_ _0"></span>ść lub ma na nią ekspozycję.<span class="_ _1"></span> </div><div class="t m0 xbc he yd07 ff6 fsa fc4 sc0 lsfe ws266">TA<span class="_ _1b"></span>K<span class="_ _1b"></span>/<span class="_ _1b"></span><span class="ff7 ls67 ws3b">NIE</span><span class="ls0 ws0"> </span></div><div class="t m0 x11 h8 yd0b ff7 fs5 fc4 sc0 ls0 wsae">Działalność związana z ener<span class="_ _0"></span>gią jądr<span class="_ _0"></span>ową i gazem ziemn<span class="_ _0"></span>ym</div><div class="t m0 x11 h24 y199 ff6 fs13 fc1 sc0 ls0 ws0">Opex</div><div class="t m2 x12 hc y9b2 ff8 fs9 fc0 sc0 lsb9 ws130">ENVIRONMENT<span class="_ _1"></span>AL - Wpływ na <span class="_ _2"></span>śr<span class="_ _0"></span>odowisk<span class="_ _0"></span>o</div></div><div class="pi" ></div></div><div id="pf6c" class="pf w0 h0" ><div class="pc pc6c w0 h0"><img class="bi x0 yc5e w6 h92" alt="" src="data:image/png;base64,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"/><div class="t m0 x183 ha y32 ff6 fs7 fc3 sc0 ls0 ws0">108</div><div class="t m0 x1c hc yc5f ff6 fs9 fc0 sc0 ls45 ws97">Wiersz <span class="_ _3b"> </span><span class="ls0 ws93">Rodzaje działalnoś<span class="_ _0"></span>ci gospodarczej </span></div><div class="t m0 x8c hc yc60 ff6 fs9 fc0 sc0 ls0 ws93">Kwot<span class="_ _0"></span>a i udział (infor<span class="_ _0"></span>macje należy przeds<span class="_ _0"></span>tawić w kwo<span class="_ _0"></span>tach </div><div class="t m0 x1b1 hc yc61 ff6 fs9 fc0 sc0 ls0 ws94">pieniężnych i w<span class="_ _0"></span>artościach pr<span class="_ _0"></span>ocentowy<span class="_ _0"></span>ch)</div><div class="t m0 x141 hc yc5f ff6 fs9 fc0 sc0 ls0 ws0">CCM + CCA</div><div class="t m0 x127 hc yc62 ff6 fs9 fc0 sc0 ls0 ws93">Łagodzenie zmian </div><div class="t m0 x15a hc yc63 ff6 fs9 fc0 sc0 ls0 ws0">klimatu (CCM)</div><div class="t m0 x1b2 hc yc62 ff6 fs9 fc0 sc0 ls0 ws3e">Adaptacja do zmian </div><div class="t m0 x1b3 hc yc63 ff6 fs9 fc0 sc0 ls0 ws0">klimatu (CCA) </div><div class="t m0 x1b4 hc yc64 ff6 fs9 fc0 sc0 lsff ws1fe">Kwota<span class="_ _2"></span>  <span class="ls0 ws0"> </span></div><div class="t m0 xb1 hc yc65 ff6 fs9 fc0 sc0 ls0 ws93">(tys.<span class="_ _1"></span> zł)</div><div class="t m0 xe3 hc yc66 ff6 fs9 fc0 sc0 ls0 ws0">% </div><div class="t m0 x145 hc yc64 ff6 fs9 fc0 sc0 lsff ws1fe">Kwota<span class="_ _2"></span>  <span class="ls0 ws0"> </span></div><div class="t m0 xe8 hc yc65 ff6 fs9 fc0 sc0 ls0 ws93">(tys.<span class="_ _1"></span> zł)</div><div class="t m0 x1b5 hc yc66 ff6 fs9 fc0 sc0 ls0 ws0">% </div><div class="t m0 x1b6 hc yc64 ff6 fs9 fc0 sc0 lsff ws1fe">Kwota<span class="_ _2"></span>  <span class="ls0 ws0"> </span></div><div class="t m0 xb5 hc yc65 ff6 fs9 fc0 sc0 ls0 ws93">(tys.<span class="_ _1"></span> zł)</div><div class="t m0 x1b7 hc yc66 ff6 fs9 fc0 sc0 ls0 ws0">% </div><div class="t m0 x1b8 hc yc67 ff6 fs9 fc4 sc0 ls0 ws0">1 </div><div class="t m0 x1ad hc yc68 ff6 fs9 fc4 sc0 ls0 ws93">Kwot<span class="_ _0"></span>a i udział działalności gospodar<span class="_ _0"></span>czej zgodnej z sys<span class="_ _0"></span>t<span class="_ _0"></span>ematy<span class="_ _0"></span>ką<span class="_ _1"></span>,<span class="_ _0"></span> </div><div class="t m0 x1ad hc yc69 ff6 fs9 fc4 sc0 ls0 ws93">o któr<span class="_ _0"></span>ej mowa w sek<span class="_ _0"></span>cji 4.26 załącznik<span class="_ _0"></span>ów I i II do rozporządzenia </div><div class="t m0 x1ad hc yc6a ff6 fs9 fc4 sc0 ls0 ws0">delegowaneg<span class="_ _0"></span>o (UE) 2021/2139 w mianowniku mającego </div><div class="t m0 x1ad hc yc6b ff6 fs9 fc4 sc0 ls0 ws94">zast<span class="_ _1"></span>osowanie kluczowego wskaźnika wy<span class="_ _0"></span>ników </div><div class="t m0 x21 hc yc67 ff6 fs9 fc4 sc0 ls0 ws0">0 <span class="_ _93"> </span>0<span class="_ _101"> </span>0 <span class="_ _49"> </span>0<span class="_ _fd"> </span>0 <span class="_ _49"> </span>0</div><div class="t m0 x1b9 hc yc6c ff6 fs9 fc4 sc0 ls0 ws0">2 </div><div class="t m0 x1ad hc yc6d ff6 fs9 fc4 sc0 ls0 ws93">Kwot<span class="_ _0"></span>a i udział działalności gospodar<span class="_ _0"></span>czej zgodnej z sys<span class="_ _0"></span>t<span class="_ _0"></span>ematy<span class="_ _0"></span>ką<span class="_ _1"></span>,<span class="_ _0"></span> </div><div class="t m0 x1ad hc yc6e ff6 fs9 fc4 sc0 ls0 ws93">o któr<span class="_ _0"></span>ej mowa w sek<span class="_ _0"></span>cji 4.27 z<span class="_ _0"></span>ałączników I i II do rozporządzenia </div><div class="t m0 x1ad hc yc6f ff6 fs9 fc4 sc0 ls0 ws0">delegowaneg<span class="_ _0"></span>o (UE) 2021/2139 w mianowniku mającego </div><div class="t m0 x1ad hc yc70 ff6 fs9 fc4 sc0 ls0 ws94">zast<span class="_ _1"></span>osowanie kluczowego wskaźnika wy<span class="_ _0"></span>ników </div><div class="t m0 x107 hc yc6c ff6 fs9 fc4 sc0 ls0 ws0">0 <span class="_ _93"> </span>0<span class="_ _101"> </span>0 <span class="_ _49"> </span>0<span class="_ _fd"> </span>0 <span class="_ _49"> </span>0</div><div class="t m0 x1b9 hc yc71 ff6 fs9 fc4 sc0 ls0 ws0">3 </div><div class="t m0 x1ad hc yc72 ff6 fs9 fc4 sc0 ls0 ws93">Kwot<span class="_ _0"></span>a i udział działalności gospodar<span class="_ _0"></span>czej zgodnej z sys<span class="_ _0"></span>t<span class="_ _0"></span>ematy<span class="_ _0"></span>ką<span class="_ _1"></span>,<span class="_ _0"></span> </div><div class="t m0 x1ad hc yc73 ff6 fs9 fc4 sc0 ls0 ws93">o któr<span class="_ _0"></span>ej mowa w sek<span class="_ _0"></span>cji 4.28 załącznik<span class="_ _0"></span>ów I i II do rozporządzenia </div><div class="t m0 x1ad hc yc74 ff6 fs9 fc4 sc0 ls0 ws0">delegowaneg<span class="_ _0"></span>o (UE) 2021/2139 w mianowniku mającego </div><div class="t m0 x1ad hc yc75 ff6 fs9 fc4 sc0 ls0 ws94">zast<span class="_ _1"></span>osowanie kluczowego wskaźnika wy<span class="_ _0"></span>ników </div><div class="t m0 x107 hc yc71 ff6 fs9 fc4 sc0 ls0 ws0">0 <span class="_ _93"> </span>0<span class="_ _101"> </span>0 <span class="_ _49"> </span>0<span class="_ _fd"> </span>0 <span class="_ _49"> </span>0</div><div class="t m0 x1b9 hc yc76 ff6 fs9 fc4 sc0 ls0 ws0">4 </div><div class="t m0 x1ad hc yc77 ff6 fs9 fc4 sc0 ls0 ws93">Kwot<span class="_ _0"></span>a i udział działalności gospodar<span class="_ _0"></span>czej zgodnej z sys<span class="_ _0"></span>t<span class="_ _0"></span>ematy<span class="_ _0"></span>ką<span class="_ _1"></span>,<span class="_ _0"></span> </div><div class="t m0 x1ad hc yc78 ff6 fs9 fc4 sc0 ls0 ws93">o któr<span class="_ _0"></span>ej mowa w sek<span class="_ _0"></span>cji 4.29 załą<span class="_ _0"></span>czników I i II do rozporządzenia </div><div class="t m0 x1ad hc yc79 ff6 fs9 fc4 sc0 ls0 ws0">delegowaneg<span class="_ _0"></span>o (UE) 2021/2139 w mianowniku mającego </div><div class="t m0 x1ad hc yc7a ff6 fs9 fc4 sc0 ls0 ws94">zast<span class="_ _1"></span>osowanie kluczowego wskaźnika wy<span class="_ _0"></span>ników </div><div class="t m0 x107 hc yc76 ff6 fs9 fc4 sc0 ls0 ws0">0 <span class="_ _93"> </span>0<span class="_ _101"> </span>0 <span class="_ _49"> </span>0<span class="_ _fd"> </span>0 <span class="_ _49"> </span>0</div><div class="t m0 x1b9 hc yc7b ff6 fs9 fc4 sc0 ls0 ws0">5 </div><div class="t m0 x1ad hc yc7c ff6 fs9 fc4 sc0 ls0 ws93">Kwot<span class="_ _0"></span>a i udział działalności gospodar<span class="_ _0"></span>czej zgodnej z sys<span class="_ _0"></span>t<span class="_ _0"></span>ematy<span class="_ _0"></span>ką<span class="_ _1"></span>,<span class="_ _0"></span> </div><div class="t m0 x1ad hc yc7d ff6 fs9 fc4 sc0 ls0 ws93">o któr<span class="_ _0"></span>ej mowa w sek<span class="_ _0"></span>cji 4.30 z<span class="_ _0"></span>ałączników I i II do rozporządzenia </div><div class="t m0 x1ad hc yc7e ff6 fs9 fc4 sc0 ls0 ws0">delegowaneg<span class="_ _0"></span>o (UE) 2021/2139 w mianowniku mającego </div><div class="t m0 x1ad hc yc7f ff6 fs9 fc4 sc0 ls0 ws94">zast<span class="_ _1"></span>osowanie kluczowego wskaźnika wy<span class="_ _0"></span>ników </div><div class="t m0 x107 hc yc7b ff6 fs9 fc4 sc0 ls0 ws0">0 <span class="_ _93"> </span>0<span class="_ _101"> </span>0 <span class="_ _49"> </span>0<span class="_ _fd"> </span>0 <span class="_ _49"> </span>0</div><div class="t m0 x1b9 hc yc80 ff6 fs9 fc4 sc0 ls0 ws0">6 </div><div class="t m0 x1ad hc yc81 ff6 fs9 fc4 sc0 ls0 ws93">Kwot<span class="_ _0"></span>a i udział działalności gospodar<span class="_ _0"></span>czej zgodnej z sys<span class="_ _0"></span>t<span class="_ _0"></span>ematy<span class="_ _0"></span>ką<span class="_ _1"></span>,<span class="_ _0"></span> </div><div class="t m0 x1ad hc yc82 ff6 fs9 fc4 sc0 ls0 ws93">o któr<span class="_ _0"></span>ej mowa w sek<span class="_ _0"></span>cji 4.31 z<span class="_ _0"></span>ałączników I i II do rozporzą<span class="_ _0"></span>dzenia </div><div class="t m0 x1ad hc yc83 ff6 fs9 fc4 sc0 ls0 ws0">delegowaneg<span class="_ _0"></span>o (UE) 2021/2139 w mianowniku mającego </div><div class="t m0 x1ad hc yc84 ff6 fs9 fc4 sc0 ls0 ws94">zast<span class="_ _1"></span>osowanie kluczowego wskaźnika wy<span class="_ _0"></span>ników </div><div class="t m0 x107 hc yc80 ff6 fs9 fc4 sc0 ls0 ws0">0 <span class="_ _93"> </span>0<span class="_ _101"> </span>0 <span class="_ _49"> </span>0<span class="_ _fd"> </span>0 <span class="_ _49"> </span>0</div><div class="t m0 x1b9 hc yc85 ff7 fs9 fc4 sc0 ls0 ws0">7 </div><div class="t m0 x1ad hc yc86 ff7 fs9 fc4 sc0 ls0 ws46">K<span class="_ _0"></span>wota i ud<span class="_ _0"></span>ział innych rod<span class="_ _0"></span>zajó<span class="_ _0"></span>w działalności gos<span class="_ _0"></span>podarczej </div><div class="t m0 x1ad hc yc87 ff7 fs9 fc4 sc0 ls0 ws95">zgodnej  z sys<span class="_ _0"></span>tema<span class="_ _0"></span>tyką<span class="_ _1"></span>, niewymienion<span class="_ _0"></span>ych w wiersz<span class="_ _0"></span>ach 1–6 </div><div class="t m0 x1ad hc yc88 ff7 fs9 fc4 sc0 ls0 ws93">powyżej w mianow<span class="_ _0"></span>niku ma<span class="_ _0"></span>jącego zas<span class="_ _0"></span>tosow<span class="_ _0"></span>anie kluczow<span class="_ _0"></span>ego </div><div class="t m0 x1ad hc yc89 ff7 fs9 fc4 sc0 ls0 ws95">wskaźnika wy<span class="_ _0"></span>nik<span class="_ _0"></span>ów </div><div class="t m0 x1b4 hc yc85 ff7 fs9 fc4 sc0 ls0 ws0">4 984<span class="_ _f1"> </span><span class="ls48 ws99">62%<span class="_ _a6"> </span></span>4 984<span class="_ _26"> </span><span class="ls48 ws99">62%<span class="_ _81"> </span></span>0<span class="_ _fd"> </span>0</div><div class="t m0 x1b9 hc yc8a ff7 fs9 fc4 sc0 ls0 ws0">8 </div><div class="t m0 x1ad hc yc8b ff7 fs9 fc4 sc0 ls0 ws95">Całk<span class="_ _0"></span>owity mając<span class="_ _0"></span>y zasto<span class="_ _0"></span>sowanie klu<span class="_ _0"></span>czowy wskaźnik wy<span class="_ _0"></span>nikó<span class="_ _0"></span>w </div><div class="t m0 x1b4 hc yc8a ff7 fs9 fc4 sc0 ls0 ws0">7 990<span class="_ _24"> </span>100% <span class="_ _11d"> </span>7 990<span class="_ _a6"> </span>100% <span class="_ _117"> </span>0<span class="_ _5d"> </span>0</div><div class="t m0 x11 h8 y278 ff7 fs5 fc4 sc0 ls0 wsae">Działalność gos<span class="_ _0"></span>podarcza zgodna z s<span class="_ _1"></span>ystemat<span class="_ _0"></span>yką (mianownik)</div><div class="t m2 x5a hc y9b2 ff8 fs9 fc0 sc0 lsb9 ws130">ENVIRONMENT<span class="_ _1"></span>AL - Wpływ na <span class="_ _2"></span>śr<span class="_ _0"></span>odowisk<span class="_ _0"></span>o</div></div><div class="pi" ></div></div><div id="pf6d" class="pf w0 h0" ><div class="pc pc6d w0 h0"><img class="bi x11 yc8c w4 h93" alt="" src="data:image/png;base64,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"/><div class="t m0 x1bf ha y32 ff6 fs7 fc3 sc0 ls0 ws0">109</div><div class="t m0 x1c hc yc5f ff6 fs9 fc0 sc0 ls45 ws97">Wiersz <span class="_ _3b"> </span><span class="ls0 ws93">Rodzaje działalnoś<span class="_ _0"></span>ci gospodarczej </span></div><div class="t m0 x8c hc yc60 ff6 fs9 fc0 sc0 ls0 ws93">Kwot<span class="_ _0"></span>a i udział (infor<span class="_ _0"></span>macje należy przeds<span class="_ _0"></span>tawić w kwo<span class="_ _0"></span>tach </div><div class="t m0 x1b1 hc yc61 ff6 fs9 fc0 sc0 ls0 ws94">pieniężnych i w<span class="_ _0"></span>artościach pr<span class="_ _0"></span>ocentowy<span class="_ _0"></span>ch)</div><div class="t m0 x141 hc yc5f ff6 fs9 fc0 sc0 ls0 ws0">CCM + CCA</div><div class="t m0 x127 hc yc62 ff6 fs9 fc0 sc0 ls0 ws93">Łagodzenie zmian </div><div class="t m0 x15a hc yc63 ff6 fs9 fc0 sc0 ls0 ws0">klimatu (CCM)</div><div class="t m0 x1b2 hc yc62 ff6 fs9 fc0 sc0 ls0 ws3e">Adaptacja do zmian </div><div class="t m0 x1b3 hc yc63 ff6 fs9 fc0 sc0 ls0 ws0">klimatu (CCA) </div><div class="t m0 x1b4 hc yc64 ff6 fs9 fc0 sc0 lsff ws1fe">Kwota<span class="_ _2"></span>  <span class="ls0 ws0"> </span></div><div class="t m0 xb1 hc yc65 ff6 fs9 fc0 sc0 ls0 ws93">(tys.<span class="_ _1"></span> zł)</div><div class="t m0 xe3 hc yc66 ff6 fs9 fc0 sc0 ls0 ws0">% </div><div class="t m0 x145 hc yc64 ff6 fs9 fc0 sc0 lsff ws1fe">Kwota<span class="_ _2"></span>  <span class="ls0 ws0"> </span></div><div class="t m0 xe8 hc yc65 ff6 fs9 fc0 sc0 ls0 ws93">(tys.<span class="_ _1"></span> zł)</div><div class="t m0 x1b5 hc yc66 ff6 fs9 fc0 sc0 ls0 ws0">% </div><div class="t m0 x1b6 hc yc64 ff6 fs9 fc0 sc0 lsff ws1fe">Kwota<span class="_ _2"></span>  <span class="ls0 ws0"> </span></div><div class="t m0 xb5 hc yc65 ff6 fs9 fc0 sc0 ls0 ws93">(tys.<span class="_ _1"></span> zł)</div><div class="t m0 x1b7 hc yc66 ff6 fs9 fc0 sc0 ls0 ws0">% </div><div class="t m0 x1b8 hc yc67 ff6 fs9 fc4 sc0 ls0 ws0">1 </div><div class="t m0 x1ad hc yc68 ff6 fs9 fc4 sc0 ls0 ws93">Kwot<span class="_ _0"></span>a i udział działalności gospodar<span class="_ _0"></span>czej zgodnej z sys<span class="_ _0"></span>t<span class="_ _0"></span>ematy<span class="_ _0"></span>ką<span class="_ _1"></span>,<span class="_ _0"></span> </div><div class="t m0 x1ad hc yc69 ff6 fs9 fc4 sc0 ls0 ws93">o któr<span class="_ _0"></span>ej mowa w sek<span class="_ _0"></span>cji 4.26 załącznik<span class="_ _0"></span>ów I i II do rozporządzenia </div><div class="t m0 x1ad hc yc6a ff6 fs9 fc4 sc0 ls0 ws0">delegowaneg<span class="_ _0"></span>o (UE) 2021/2139 w liczniku mającego </div><div class="t m0 x1ad hc yc6b ff6 fs9 fc4 sc0 ls0 ws94">zast<span class="_ _1"></span>osowanie kluczowego wskaźnika wy<span class="_ _0"></span>ników </div><div class="t m0 x21 hc yc67 ff6 fs9 fc4 sc0 ls0 ws0">0 <span class="_ _93"> </span>0<span class="_ _101"> </span>0 <span class="_ _49"> </span>0<span class="_ _fd"> </span>0 <span class="_ _49"> </span>0</div><div class="t m0 x1b9 hc yc6c ff6 fs9 fc4 sc0 ls0 ws0">2 </div><div class="t m0 x1ad hc yc6d ff6 fs9 fc4 sc0 ls0 ws93">Kwot<span class="_ _0"></span>a i udział działalności gospodar<span class="_ _0"></span>czej zgodnej z sys<span class="_ _0"></span>t<span class="_ _0"></span>ematy<span class="_ _0"></span>ką<span class="_ _1"></span>,<span class="_ _0"></span> </div><div class="t m0 x1ad hc yc6e ff6 fs9 fc4 sc0 ls0 ws93">o któr<span class="_ _0"></span>ej mowa w sek<span class="_ _0"></span>cji 4.27 z<span class="_ _0"></span>ałączników I i II do rozporządzenia </div><div class="t m0 x1ad hc yc6f ff6 fs9 fc4 sc0 ls0 ws0">delegowaneg<span class="_ _0"></span>o (UE) 2021/2139 w liczniku mającego </div><div class="t m0 x1ad hc yc70 ff6 fs9 fc4 sc0 ls0 ws94">zast<span class="_ _1"></span>osowanie kluczowego wskaźnika wy<span class="_ _0"></span>ników </div><div class="t m0 x107 hc yc6c ff6 fs9 fc4 sc0 ls0 ws0">0 <span class="_ _93"> </span>0<span class="_ _101"> </span>0 <span class="_ _49"> </span>0<span class="_ _fd"> </span>0 <span class="_ _49"> </span>0</div><div class="t m0 x1b9 hc yc71 ff6 fs9 fc4 sc0 ls0 ws0">3 </div><div class="t m0 x1ad hc yc72 ff6 fs9 fc4 sc0 ls0 ws93">Kwot<span class="_ _0"></span>a i udział działalności gospodar<span class="_ _0"></span>czej zgodnej z sys<span class="_ _0"></span>t<span class="_ _0"></span>ematy<span class="_ _0"></span>ką<span class="_ _1"></span>,<span class="_ _0"></span> </div><div class="t m0 x1ad hc yc73 ff6 fs9 fc4 sc0 ls0 ws93">o któr<span class="_ _0"></span>ej mowa w sek<span class="_ _0"></span>cji 4.28 załącznik<span class="_ _0"></span>ów I i II do rozporządzenia </div><div class="t m0 x1ad hc yc74 ff6 fs9 fc4 sc0 ls0 ws0">delegowaneg<span class="_ _0"></span>o (UE) 2021/2139 w liczniku mającego </div><div class="t m0 x1ad hc yc75 ff6 fs9 fc4 sc0 ls0 ws94">zast<span class="_ _1"></span>osowanie kluczowego wskaźnika wy<span class="_ _0"></span>ników </div><div class="t m0 x107 hc yc71 ff6 fs9 fc4 sc0 ls0 ws0">0 <span class="_ _93"> </span>0<span class="_ _101"> </span>0 <span class="_ _49"> </span>0<span class="_ _fd"> </span>0 <span class="_ _49"> </span>0</div><div class="t m0 x1b9 hc yc76 ff6 fs9 fc4 sc0 ls0 ws0">4 </div><div class="t m0 x1ad hc yc77 ff6 fs9 fc4 sc0 ls0 ws93">Kwot<span class="_ _0"></span>a i udział działalności gospodar<span class="_ _0"></span>czej zgodnej z sys<span class="_ _0"></span>t<span class="_ _0"></span>ematy<span class="_ _0"></span>ką<span class="_ _1"></span>,<span class="_ _0"></span> </div><div class="t m0 x1ad hc yc78 ff6 fs9 fc4 sc0 ls0 ws93">o któr<span class="_ _0"></span>ej mowa w sek<span class="_ _0"></span>cji 4.29 załą<span class="_ _0"></span>czników I i II do rozporządzenia </div><div class="t m0 x1ad hc yc79 ff6 fs9 fc4 sc0 ls0 ws0">delegowaneg<span class="_ _0"></span>o (UE) 2021/2139 w liczniku mającego </div><div class="t m0 x1ad hc yc7a ff6 fs9 fc4 sc0 ls0 ws94">zast<span class="_ _1"></span>osowanie kluczowego wskaźnika wy<span class="_ _0"></span>ników </div><div class="t m0 x107 hc yc76 ff6 fs9 fc4 sc0 ls0 ws0">0 <span class="_ _93"> </span>0<span class="_ _101"> </span>0 <span class="_ _49"> </span>0<span class="_ _fd"> </span>0 <span class="_ _49"> </span>0</div><div class="t m0 x1b9 hc yc7b ff6 fs9 fc4 sc0 ls0 ws0">5 </div><div class="t m0 x1ad hc yc7c ff6 fs9 fc4 sc0 ls0 ws93">Kwot<span class="_ _0"></span>a i udział działalności gospodar<span class="_ _0"></span>czej zgodnej z sys<span class="_ _0"></span>t<span class="_ _0"></span>ematy<span class="_ _0"></span>ką<span class="_ _1"></span>,<span class="_ _0"></span> </div><div class="t m0 x1ad hc yc7d ff6 fs9 fc4 sc0 ls0 ws93">o któr<span class="_ _0"></span>ej mowa w sek<span class="_ _0"></span>cji 4.30 z<span class="_ _0"></span>ałączników I i II do rozporządzenia </div><div class="t m0 x1ad hc yc7e ff6 fs9 fc4 sc0 ls0 ws0">delegowaneg<span class="_ _0"></span>o (UE) 2021/2139 w liczniku mającego </div><div class="t m0 x1ad hc yc7f ff6 fs9 fc4 sc0 ls0 ws94">zast<span class="_ _1"></span>osowanie kluczowego wskaźnika wy<span class="_ _0"></span>ników </div><div class="t m0 x107 hc yc7b ff6 fs9 fc4 sc0 ls0 ws0">0 <span class="_ _93"> </span>0<span class="_ _101"> </span>0 <span class="_ _49"> </span>0<span class="_ _fd"> </span>0 <span class="_ _49"> </span>0</div><div class="t m0 x1b9 hc yc80 ff6 fs9 fc4 sc0 ls0 ws0">6 </div><div class="t m0 x1ad hc yc81 ff6 fs9 fc4 sc0 ls0 ws93">Kwot<span class="_ _0"></span>a i udział działalności gospodar<span class="_ _0"></span>czej zgodnej z sys<span class="_ _0"></span>t<span class="_ _0"></span>ematy<span class="_ _0"></span>ką<span class="_ _1"></span>,<span class="_ _0"></span> </div><div class="t m0 x1ad hc yc82 ff6 fs9 fc4 sc0 ls0 ws93">o któr<span class="_ _0"></span>ej mowa w sek<span class="_ _0"></span>cji 4.31 z<span class="_ _0"></span>ałączników I i II do rozporzą<span class="_ _0"></span>dzenia </div><div class="t m0 x1ad hc yc83 ff6 fs9 fc4 sc0 ls0 ws0">delegowaneg<span class="_ _0"></span>o (UE) 2021/2139 w liczniku mającego </div><div class="t m0 x1ad hc yc84 ff6 fs9 fc4 sc0 ls0 ws94">zast<span class="_ _1"></span>osowanie kluczowego wskaźnika wy<span class="_ _0"></span>ników </div><div class="t m0 x107 hc yc80 ff6 fs9 fc4 sc0 ls0 ws0">0 <span class="_ _93"> </span>0<span class="_ _101"> </span>0 <span class="_ _49"> </span>0<span class="_ _fd"> </span>0 <span class="_ _49"> </span>0</div><div class="t m0 x1b9 hc yc85 ff7 fs9 fc4 sc0 ls0 ws0">7 </div><div class="t m0 x1ad hc yc86 ff7 fs9 fc4 sc0 ls0 ws46">K<span class="_ _0"></span>wota i ud<span class="_ _0"></span>ział innych rod<span class="_ _0"></span>zajó<span class="_ _0"></span>w działalności gos<span class="_ _0"></span>podarczej </div><div class="t m0 x1ad hc yc87 ff7 fs9 fc4 sc0 ls0 ws95">zgodnej z sy<span class="_ _0"></span>stema<span class="_ _0"></span>tyką<span class="_ _1"></span>, niewymi<span class="_ _0"></span>enionych w wier<span class="_ _0"></span>szach 1–6 </div><div class="t m0 x1ad hc yc88 ff7 fs9 fc4 sc0 ls0 ws52">powyżej w licznik<span class="_ _0"></span>u mającego zas<span class="_ _0"></span>toso<span class="_ _0"></span>wanie kluczow<span class="_ _0"></span>ego </div><div class="t m0 x1ad hc yc89 ff7 fs9 fc4 sc0 ls0 ws95">wskaźnika wy<span class="_ _0"></span>nik<span class="_ _0"></span>ów </div><div class="t m0 x1b4 hc yc85 ff7 fs9 fc4 sc0 ls0 ws0">4 984<span class="_ _11f"> </span>100%<span class="_ _24"> </span>4 984<span class="_ _a3"> </span>100%<span class="_ _f2"> </span>0<span class="_ _fd"> </span>0</div><div class="t m0 x1b9 hc yc8d ff7 fs9 fc4 sc0 ls0 ws0">8 </div><div class="t m0 x1ad hc yc8b ff7 fs9 fc4 sc0 ls0 ws46">Całk<span class="_ _0"></span>owita kwota i całk<span class="_ _1"></span>owity udział rodza<span class="_ _0"></span>jów działalności </div><div class="t m0 x1ad hc yc8d ff7 fs9 fc4 sc0 ls0 ws52">gospodarcz<span class="_ _0"></span>ej zgodnej z s<span class="_ _0"></span>yst<span class="_ _0"></span>ematyką <span class="_ _0"></span>w liczniku mająceg<span class="_ _0"></span>o </div><div class="t m0 x1ad hc yc8e ff7 fs9 fc4 sc0 ls0 ws95">zast<span class="_ _0"></span>osowanie k<span class="_ _0"></span>luczowego ws<span class="_ _0"></span>kaźnika wynik<span class="_ _1"></span>ów </div><div class="t m0 x1b4 hc yc8d ff7 fs9 fc4 sc0 ls0 ws0">4 984<span class="_ _11f"> </span>100%<span class="_ _24"> </span>4 984<span class="_ _a3"> </span>100%<span class="_ _f2"> </span>0<span class="_ _fd"> </span>0</div><div class="t m0 x11 h8 y278 ff7 fs5 fc4 sc0 ls0 wsae">Działalność gos<span class="_ _0"></span>podarcza zgodna z s<span class="_ _1"></span>ystemat<span class="_ _0"></span>yką (licznik)</div><div class="t m2 x12 hc y9b2 ff8 fs9 fc0 sc0 lsb9 ws130">ENVIRONMENT<span class="_ _1"></span>AL - Wpływ na <span class="_ _2"></span>śr<span class="_ _0"></span>odowisk<span class="_ _0"></span>o</div></div><div class="pi" ></div></div><div id="pf6e" class="pf w0 h0" ><div class="pc pc6e w0 h0"><img class="bi x0 yc8f w6 h6a" alt="" 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class="t m0 x183 ha y32 ff6 fs7 fc3 sc0 ls5f ws5d">110</div><div class="t m0 x1c hc yc5f ff6 fs9 fc0 sc0 ls45 ws97">Wiersz <span class="_ _3b"> </span><span class="ls0 ws93">Rodzaje działalnoś<span class="_ _0"></span>ci gospodarczej </span></div><div class="t m0 x8c hc yc60 ff6 fs9 fc0 sc0 ls0 ws93">Kwot<span class="_ _0"></span>a i udział (infor<span class="_ _0"></span>macje należy przeds<span class="_ _0"></span>tawić w kwo<span class="_ _0"></span>tach </div><div class="t m0 x1b1 hc yc61 ff6 fs9 fc0 sc0 ls0 ws94">pieniężnych i w<span class="_ _0"></span>artościach pr<span class="_ _0"></span>ocentowy<span class="_ _0"></span>ch)</div><div class="t m0 x141 hc yc5f ff6 fs9 fc0 sc0 ls0 ws0">CCM + CCA</div><div class="t m0 x127 hc yc62 ff6 fs9 fc0 sc0 ls0 ws93">Łagodzenie zmian </div><div class="t m0 x15a hc yc63 ff6 fs9 fc0 sc0 ls0 ws0">klimatu (CCM)</div><div class="t m0 x1b2 hc yc62 ff6 fs9 fc0 sc0 ls0 ws3e">Adaptacja do zmian </div><div class="t m0 x1b3 hc yc63 ff6 fs9 fc0 sc0 ls0 ws0">klimatu (CCA) </div><div class="t m0 x1b4 hc yc64 ff6 fs9 fc0 sc0 lsff ws1fe">Kwota<span class="_ _2"></span>  <span class="ls0 ws0"> </span></div><div class="t m0 xb1 hc yc65 ff6 fs9 fc0 sc0 ls0 ws93">(tys.<span class="_ _1"></span> zł)</div><div class="t m0 xe3 hc yc66 ff6 fs9 fc0 sc0 ls0 ws0">% </div><div class="t m0 x145 hc yc64 ff6 fs9 fc0 sc0 lsff ws1fe">Kwota<span class="_ _2"></span>  <span class="ls0 ws0"> </span></div><div class="t m0 xe8 hc yc65 ff6 fs9 fc0 sc0 ls0 ws93">(tys.<span class="_ _1"></span> zł)</div><div class="t m0 x1b5 hc yc66 ff6 fs9 fc0 sc0 ls0 ws0">% </div><div class="t m0 x1b6 hc yc64 ff6 fs9 fc0 sc0 lsff ws1fe">Kwota<span class="_ _2"></span>  <span class="ls0 ws0"> </span></div><div class="t m0 xb5 hc yc65 ff6 fs9 fc0 sc0 ls0 ws93">(tys.<span class="_ _1"></span> zł)</div><div class="t m0 x1b7 hc yc66 ff6 fs9 fc0 sc0 ls0 ws0">% </div><div class="t m0 x1b8 hc yc6a ff6 fs9 fc4 sc0 ls0 ws0">1 </div><div class="t m0 x1ad hc yc68 ff6 fs9 fc4 sc0 ls0 ws93">Kwot<span class="_ _0"></span>a i udział działalności gospodar<span class="_ _0"></span>czej kwaliﬁkującej się do </div><div class="t m0 x1ad hc yc69 ff6 fs9 fc4 sc0 ls0 ws93">sys<span class="_ _0"></span>tema<span class="_ _0"></span>tyk<span class="_ _0"></span>i,<span class="_ _1"></span> ale niezgodnej z syst<span class="_ _0"></span>emat<span class="_ _0"></span>yką<span class="_ _1"></span>,<span class="_ _0"></span> o kt<span class="_ _0"></span>órej mowa w </div><div class="t m0 x1ad hc yc6a ff6 fs9 fc4 sc0 ls0 ws0">sekcji 4<span class="_ _0"></span>.26 załącznik<span class="_ _0"></span>ów I i II do rozporządzenia del<span class="_ _0"></span>egowanego </div><div class="t m0 x1ad hc yc6b ff6 fs9 fc4 sc0 ls0 ws70">(UE) 2021/2139 w mianowniku mającego z<span class="_ _0"></span>ast<span class="_ _0"></span>osowanie </div><div class="t m0 x1ad hc yc90 ff6 fs9 fc4 sc0 ls0 ws94">kluczowego wsk<span class="_ _0"></span>aźnika wynikó<span class="_ _0"></span>w</div><div class="t m0 x21 hc yc6a ff6 fs9 fc4 sc0 ls0 ws0">0 <span class="_ _93"> </span>0<span class="_ _101"> </span>0 <span class="_ _49"> </span>0<span class="_ _fd"> </span>0 <span class="_ _49"> </span>0</div><div class="t m0 x1b9 hc yc70 ff6 fs9 fc4 sc0 ls0 ws0">2 </div><div class="t m0 x1ad hc yc6e ff6 fs9 fc4 sc0 ls0 ws93">Kwot<span class="_ _0"></span>a i udział działalności gospodar<span class="_ _0"></span>czej kwaliﬁkującej się do </div><div class="t m0 x1ad hc yc6f ff6 fs9 fc4 sc0 ls0 ws93">sys<span class="_ _0"></span>tema<span class="_ _0"></span>tyk<span class="_ _0"></span>i,<span class="_ _1"></span> ale niezgodnej z syst<span class="_ _0"></span>emat<span class="_ _0"></span>yką<span class="_ _1"></span>,<span class="_ _0"></span> o kt<span class="_ _0"></span>órej mowa w </div><div class="t m0 x1ad hc yc70 ff6 fs9 fc4 sc0 ls0 ws0">sekcji 4<span class="_ _0"></span>.27 załącznik<span class="_ _0"></span>ów I i II do rozporządzenia d<span class="_ _0"></span>elegowanego </div><div class="t m0 x1ad hc yc91 ff6 fs9 fc4 sc0 ls0 ws70">(UE) 2021/2139 w mianowniku mającego z<span class="_ _0"></span>ast<span class="_ _0"></span>osowanie </div><div class="t m0 x1ad hc yc92 ff6 fs9 fc4 sc0 ls0 ws94">kluczowego wsk<span class="_ _0"></span>aźnika wynikó<span class="_ _0"></span>w</div><div class="t m0 x107 hc yc70 ff6 fs9 fc4 sc0 ls0 ws0">0 <span class="_ _93"> </span>0<span class="_ _101"> </span>0 <span class="_ _49"> </span>0<span class="_ _fd"> </span>0 <span class="_ _49"> </span>0</div><div class="t m0 x1b9 hc yc93 ff6 fs9 fc4 sc0 ls0 ws0">3 </div><div class="t m0 x1ad hc yc74 ff6 fs9 fc4 sc0 ls0 ws93">Kwot<span class="_ _0"></span>a i udział działalności gospodar<span class="_ _0"></span>czej kwalifikującej się do </div><div class="t m0 x1ad hc yc75 ff6 fs9 fc4 sc0 ls0 ws93">sys<span class="_ _0"></span>tema<span class="_ _0"></span>tyk<span class="_ _0"></span>i,<span class="_ _1"></span> ale niezgodnej z syst<span class="_ _0"></span>emat<span class="_ _0"></span>yką<span class="_ _1"></span>,<span class="_ _0"></span> o kt<span class="_ _0"></span>órej mowa w </div><div class="t m0 x1ad hc yc93 ff6 fs9 fc4 sc0 ls0 ws0">sekcji 4<span class="_ _0"></span>.28 załącznik<span class="_ _0"></span>ów I i II do rozporządzenia del<span class="_ _0"></span>egowanego </div><div class="t m0 x1ad hc yc94 ff6 fs9 fc4 sc0 ls0 ws70">(UE) 2021/2139 w mianowniku mającego z<span class="_ _0"></span>ast<span class="_ _0"></span>osowanie </div><div class="t m0 x1ad hc yc95 ff6 fs9 fc4 sc0 ls0 ws94">kluczowego wsk<span class="_ _0"></span>aźnika wynikó<span class="_ _0"></span>w</div><div class="t m0 x107 hc yc93 ff6 fs9 fc4 sc0 ls0 ws0">0 <span class="_ _93"> </span>0<span class="_ _101"> </span>0 <span class="_ _49"> </span>0<span class="_ _fd"> </span>0 <span class="_ _49"> </span>0</div><div class="t m0 x1b9 hc yc96 ff6 fs9 fc4 sc0 ls0 ws0">4 </div><div class="t m0 x1ad hc yc7a ff6 fs9 fc4 sc0 ls0 ws93">Kwot<span class="_ _0"></span>a i udział działalności gospodar<span class="_ _0"></span>czej kwalifikującej się do </div><div class="t m0 x1ad hc yc97 ff6 fs9 fc4 sc0 ls0 ws93">sys<span class="_ _0"></span>tema<span class="_ _0"></span>tyk<span class="_ _0"></span>i,<span class="_ _1"></span> ale niezgodnej z syst<span class="_ _0"></span>emat<span class="_ _0"></span>yką<span class="_ _1"></span>,<span class="_ _0"></span> o kt<span class="_ _0"></span>órej mowa w </div><div class="t m0 x1ad hc yc96 ff6 fs9 fc4 sc0 ls0 ws0">sekcji 4<span class="_ _0"></span>.29 załącznik<span class="_ _0"></span>ów I i II do rozporządzenia d<span class="_ _0"></span>elegowanego </div><div class="t m0 x1ad hc yc98 ff6 fs9 fc4 sc0 ls0 ws70">(UE) 2021/2139 w mianowniku mającego z<span class="_ _0"></span>ast<span class="_ _0"></span>osowanie </div><div class="t m0 x1ad hc yc99 ff6 fs9 fc4 sc0 ls0 ws94">kluczowego wsk<span class="_ _0"></span>aźnika wynikó<span class="_ _0"></span>w</div><div class="t m0 x107 hc yc96 ff6 fs9 fc4 sc0 ls0 ws0">0 <span class="_ _93"> </span>0<span class="_ _101"> </span>0 <span class="_ _49"> </span>0<span class="_ _fd"> </span>0 <span class="_ _49"> </span>0</div><div class="t m0 x1b9 hc yc9a ff6 fs9 fc4 sc0 ls0 ws0">5 </div><div class="t m0 x1ad hc yc9b ff6 fs9 fc4 sc0 ls0 ws93">Kwot<span class="_ _0"></span>a i udział działalności gospodar<span class="_ _0"></span>czej kwalifikującej się do </div><div class="t m0 x1ad hc yc9c ff6 fs9 fc4 sc0 ls0 ws93">sys<span class="_ _0"></span>tema<span class="_ _0"></span>tyk<span class="_ _0"></span>i,<span class="_ _1"></span> ale niezgodnej z syst<span class="_ _0"></span>emat<span class="_ _0"></span>yką<span class="_ _1"></span>,<span class="_ _0"></span> o kt<span class="_ _0"></span>órej mowa w </div><div class="t m0 x1ad hc yc9a ff6 fs9 fc4 sc0 ls0 ws0">sekcji 4<span class="_ _0"></span>.30 załącznik<span class="_ _0"></span>ów I i II do rozporządzenia d<span class="_ _0"></span>elegowanego </div><div class="t m0 x1ad hc yc9d ff6 fs9 fc4 sc0 ls0 ws70">(UE) 2021/2139 w mianowniku mającego z<span class="_ _0"></span>ast<span class="_ _0"></span>osowanie </div><div class="t m0 x1ad hc yc9e ff6 fs9 fc4 sc0 ls0 ws94">kluczowego wsk<span class="_ _0"></span>aźnika wynikó<span class="_ _0"></span>w</div><div class="t m0 x107 hc yc9a ff6 fs9 fc4 sc0 ls0 ws0">0 <span class="_ _93"> </span>0<span class="_ _101"> </span>0 <span class="_ _49"> </span>0<span class="_ _fd"> </span>0 <span class="_ _49"> </span>0</div><div class="t m0 x1b9 hc yc9f ff6 fs9 fc4 sc0 ls0 ws0">6 </div><div class="t m0 x1ad hc yca0 ff6 fs9 fc4 sc0 ls0 ws93">Kwot<span class="_ _0"></span>a i udział działalności gospodar<span class="_ _0"></span>czej kwalifikującej się do </div><div class="t m0 x1ad hc yca1 ff6 fs9 fc4 sc0 ls0 ws93">sys<span class="_ _0"></span>tema<span class="_ _0"></span>tyk<span class="_ _0"></span>i,<span class="_ _1"></span> ale niezgodnej z syst<span class="_ _0"></span>emat<span class="_ _0"></span>yką<span class="_ _1"></span>,<span class="_ _0"></span> o kt<span class="_ _0"></span>órej mowa w </div><div class="t m0 x1ad hc yc9f ff6 fs9 fc4 sc0 ls0 ws0">sekcji 4<span class="_ _0"></span>.31 załą<span class="_ _0"></span>czników I i II do rozporządz<span class="_ _0"></span>enia delegowanego </div><div class="t m0 x1ad hc yca2 ff6 fs9 fc4 sc0 ls0 ws70">(UE) 2021/2139 w mianowniku mającego z<span class="_ _0"></span>ast<span class="_ _0"></span>osowanie </div><div class="t m0 x1ad hc yca3 ff6 fs9 fc4 sc0 ls0 ws94">kluczowego wsk<span class="_ _0"></span>aźnika wynikó<span class="_ _0"></span>w</div><div class="t m0 x107 hc yc9f ff6 fs9 fc4 sc0 ls0 ws0">0 <span class="_ _93"> </span>0<span class="_ _101"> </span>0 <span class="_ _49"> </span>0<span class="_ _fd"> </span>0 <span class="_ _49"> </span>0</div><div class="t m0 x1b9 hc yca4 ff7 fs9 fc4 sc0 ls0 ws0">7 </div><div class="t m0 x1ad hc yca5 ff7 fs9 fc4 sc0 ls0 ws46">K<span class="_ _0"></span>wota i ud<span class="_ _0"></span>ział innych rod<span class="_ _0"></span>zajó<span class="_ _0"></span>w działalności gos<span class="_ _0"></span>podarczej </div><div class="t m0 x1ad hc yca6 ff7 fs9 fc4 sc0 ls0 ws52">kwalifikujące<span class="_ _0"></span>j się do sy<span class="_ _0"></span>stema<span class="_ _0"></span>tyki,<span class="_ _1"></span> <span class="_ _2"></span>ale niezgodne<span class="_ _0"></span>j z </div><div class="t m0 x1ad hc yca4 ff7 fs9 fc4 sc0 ls0 ws95">sys<span class="_ _0"></span>tema<span class="_ _0"></span>tyką<span class="_ _1"></span>, niewymienion<span class="_ _0"></span>ych w wiersza<span class="_ _0"></span>ch 1–6 powyżej <span class="ws0"> </span></div><div class="t m0 x1ad hc yca7 ff7 fs9 fc4 sc0 ls0 ws93">w mianowniku ma<span class="_ _0"></span>jącego zas<span class="_ _0"></span>toso<span class="_ _0"></span>wanie klucz<span class="_ _0"></span>owego ws<span class="_ _0"></span>kaźnika </div><div class="t m0 x1ad hc yca8 ff7 fs9 fc4 sc0 ls0 ws0">wynik<span class="_ _0"></span>ów</div><div class="t m0 x8c hc yca4 ff7 fs9 fc4 sc0 ls48 ws99">362<span class="_ _83"> </span><span class="ls8f ws28">5%<span class="_ _11e"> </span></span>362<span class="_ _f2"> </span><span class="ls8f ws28">5%<span class="_ _5e"> </span><span class="ls0 ws0">0<span class="_ _5d"> </span>0</span></span></div><div class="t m0 x1b9 hc yca9 ff7 fs9 fc4 sc0 ls0 ws0">8 </div><div class="t m0 x1ad hc ycaa ff7 fs9 fc4 sc0 ls0 ws46">Całk<span class="_ _0"></span>owita kwota i całk<span class="_ _1"></span>owity udział rodza<span class="_ _0"></span>jów działalności </div><div class="t m0 x1ad hc ycab ff7 fs9 fc4 sc0 ls0 ws52">gospodarcz<span class="_ _0"></span>ej kwalifikujące<span class="_ _0"></span>j się do sy<span class="_ _0"></span>stema<span class="_ _0"></span>tyki,<span class="_ _1"></span> <span class="_ _2"></span>ale niezgodne<span class="_ _0"></span>j </div><div class="t m0 x1ad hc ycac ff7 fs9 fc4 sc0 ls0 ws93">z sy<span class="_ _0"></span>stema<span class="_ _0"></span>tyką w miano<span class="_ _0"></span>wniku ma<span class="_ _0"></span>jącego zas<span class="_ _0"></span>tosow<span class="_ _0"></span>anie </div><div class="t m0 x1ad hc ycad ff7 fs9 fc4 sc0 ls0 ws95">kluczoweg<span class="_ _0"></span>o wskaźnika wy<span class="_ _0"></span>nik<span class="_ _0"></span>ów</div><div class="t m0 x8c hc yca9 ff7 fs9 fc4 sc0 ls48 ws99">362<span class="_ _83"> </span><span class="ls8f ws28">5%<span class="_ _11e"> </span></span>362<span class="_ _f2"> </span><span class="ls8f ws28">5%<span class="_ _5e"> </span><span class="ls0 ws0">0<span class="_ _5d"> </span>0</span></span></div><div class="t m0 x11 h8 y278 ff7 fs5 fc4 sc0 ls0 wsf">Działalność gos<span class="_ _0"></span>podarcza kw<span class="_ _0"></span>alifikująca się do s<span class="_ _0"></span>ys<span class="_ _0"></span>temat<span class="_ _0"></span>yki,<span class="_ _0"></span> ale niezgodna z s<span class="_ _0"></span>ys<span class="_ _0"></span>temat<span class="_ _0"></span>yką</div><div class="t m2 x5a hc y9b2 ff8 fs9 fc0 sc0 lsb9 ws130">ENVIRONMENT<span class="_ _1"></span>AL - Wpływ na <span class="_ _2"></span>śr<span class="_ _0"></span>odowisk<span class="_ _0"></span>o</div></div><div class="pi" ></div></div><div id="pf6f" class="pf w0 h0" ><div class="pc pc6f w0 h0"><img class="bi x1b0 ycae wb h94" alt="" src="data:image/png;base64,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"/><div class="t m0 xb6 ha y32 ff6 fs7 fc3 sc0 ls5f ws5d">111</div><div class="t m0 x37 hc ycaf ff6 fs9 fc0 sc0 ls45 ws97">Wiersz <span class="_ _3b"> </span><span class="ls0 ws93">Rodzaje działalnoś<span class="_ _0"></span>ci gospodarczej </span></div><div class="t m0 x51 hc ycb0 ff6 fs9 fc0 sc0 lsff ws1fe">Kwota<span class="_ _2"></span>  <span class="ls0 ws0"> </span></div><div class="t m0 x1bd hc ycb1 ff6 fs9 fc0 sc0 ls0 ws93">(tys.<span class="_ _1"></span> zł)</div><div class="t m0 x1be hc ycaf ff6 fs9 fc0 sc0 ls0 ws0">% </div><div class="t m0 x1b9 hc ycb2 ff6 fs9 fc4 sc0 ls0 ws0">1 </div><div class="t m0 x7a hc ycb3 ff6 fs9 fc4 sc0 ls0 ws93">Kwot<span class="_ _0"></span>a i udział działalności gospodar<span class="_ _0"></span>czej,<span class="_ _1"></span> o której mowa w wier<span class="_ _0"></span>szu 1 wzoru <span class="_ _0"></span>1,<span class="_ _1"></span> któr<span class="_ _0"></span>a jes<span class="_ _0"></span>t działalnością </div><div class="t m0 x7a hc ycb2 ff6 fs9 fc4 sc0 ls0 ws93">gospodarczą niek<span class="_ _0"></span>waliﬁkującą się do sys<span class="_ _0"></span>t<span class="_ _0"></span>ematyk<span class="_ _0"></span>i zgodnie z sek<span class="_ _0"></span>cją 4.26 załącznik<span class="_ _0"></span>ów I i II do rozporządzenia </div><div class="t m0 x7a hc ycb4 ff6 fs9 fc4 sc0 ls0 ws94">delegowaneg<span class="_ _0"></span>o (UE) 2021/2139 w mianowniku mającego zast<span class="_ _0"></span>osowanie kluczow<span class="_ _0"></span>ego wskaźnika wynik<span class="_ _0"></span>ów </div><div class="t m0 x25 hc ycb2 ff6 fs9 fc4 sc0 ls0 ws0">0 <span class="_ _90"> </span>0</div><div class="t m0 x115 hc ycb5 ff6 fs9 fc4 sc0 ls0 ws0">2 </div><div class="t m0 x7a hc ycb6 ff6 fs9 fc4 sc0 ls0 ws93">Kwot<span class="_ _0"></span>a i udział działalności gospodar<span class="_ _0"></span>czej,<span class="_ _1"></span> o której mowa w wier<span class="_ _0"></span>szu 2 wzoru 1<span class="_ _0"></span>,<span class="_ _1"></span> która <span class="_ _0"></span>jest działalno<span class="_ _0"></span>ścią </div><div class="t m0 x7a hc ycb5 ff6 fs9 fc4 sc0 ls0 ws93">gospodarczą niek<span class="_ _0"></span>waliﬁkującą się do sys<span class="_ _0"></span>t<span class="_ _0"></span>ematyk<span class="_ _0"></span>i zgodnie z sek<span class="_ _0"></span>cją 4.27 z<span class="_ _0"></span>ałączników I i II do rozporządz<span class="_ _0"></span>enia </div><div class="t m0 x7a hc ycb7 ff6 fs9 fc4 sc0 ls0 ws94">delegowaneg<span class="_ _0"></span>o (UE) 2021/2139 w mianowniku mającego zast<span class="_ _0"></span>osowanie kluczow<span class="_ _0"></span>ego wskaźnika wynik<span class="_ _0"></span>ów </div><div class="t m0 x25 hc ycb5 ff6 fs9 fc4 sc0 ls0 ws0">0 <span class="_ _90"> </span>0</div><div class="t m0 x115 hc ycb8 ff6 fs9 fc4 sc0 ls0 ws0">3 </div><div class="t m0 x7a hc ycb9 ff6 fs9 fc4 sc0 ls0 ws93">Kwot<span class="_ _0"></span>a i udział działalności gospodar<span class="_ _0"></span>czej,<span class="_ _1"></span> o której mowa w wier<span class="_ _0"></span>szu 3 wzoru 1<span class="_ _0"></span>,<span class="_ _1"></span> która <span class="_ _0"></span>jest działalno<span class="_ _0"></span>ścią </div><div class="t m0 x7a hc ycb8 ff6 fs9 fc4 sc0 ls0 ws93">gospodarczą niek<span class="_ _0"></span>walifikującą się do sys<span class="_ _0"></span>t<span class="_ _0"></span>ematy<span class="_ _0"></span>ki zgodnie z sek<span class="_ _0"></span>cją 4.28 załą<span class="_ _0"></span>czników I i II do rozporządzenia </div><div class="t m0 x7a hc ycba ff6 fs9 fc4 sc0 ls0 ws94">delegowaneg<span class="_ _0"></span>o (UE) 2021/2139 w mianowniku mającego zast<span class="_ _0"></span>osowanie kluczow<span class="_ _0"></span>ego wskaźnika wynik<span class="_ _0"></span>ów </div><div class="t m0 x25 hc ycb8 ff6 fs9 fc4 sc0 ls0 ws0">0 <span class="_ _90"> </span>0</div><div class="t m0 x115 hc ycbb ff6 fs9 fc4 sc0 ls0 ws0">4 </div><div class="t m0 x7a hc ycbc ff6 fs9 fc4 sc0 ls0 ws93">Kwot<span class="_ _0"></span>a i udział działalności gospodar<span class="_ _0"></span>czej,<span class="_ _1"></span> o której mowa w wier<span class="_ _0"></span>szu 4 wzoru 1<span class="_ _0"></span>,<span class="_ _1"></span> która <span class="_ _0"></span>jest działalno<span class="_ _0"></span>ścią </div><div class="t m0 x7a hc ycbb ff6 fs9 fc4 sc0 ls0 ws93">gospodarczą niek<span class="_ _0"></span>walifikującą się do sys<span class="_ _0"></span>t<span class="_ _0"></span>ematy<span class="_ _0"></span>ki zgodnie z sek<span class="_ _0"></span>cją 4.29 z<span class="_ _0"></span>ałączników I i II do rozporządz<span class="_ _0"></span>enia </div><div class="t m0 x7a hc ycbd ff6 fs9 fc4 sc0 ls0 ws94">delegowaneg<span class="_ _0"></span>o (UE) 2021/2139 w mianowniku mającego zast<span class="_ _0"></span>osowanie kluczow<span class="_ _0"></span>ego wskaźnika wynik<span class="_ _0"></span>ów </div><div class="t m0 x25 hc ycbb ff6 fs9 fc4 sc0 ls0 ws0">0 <span class="_ _90"> </span>0</div><div class="t m0 x115 hc ycbe ff6 fs9 fc4 sc0 ls0 ws0">5 </div><div class="t m0 x7a hc ycbf ff6 fs9 fc4 sc0 ls0 ws93">Kwot<span class="_ _0"></span>a i udział działalności gospodar<span class="_ _0"></span>czej,<span class="_ _1"></span> o której mowa w wier<span class="_ _0"></span>szu 5 wzoru 1<span class="_ _0"></span>,<span class="_ _1"></span> która <span class="_ _0"></span>jest działalno<span class="_ _0"></span>ścią </div><div class="t m0 x7a hc ycbe ff6 fs9 fc4 sc0 ls0 ws93">gospodarczą niek<span class="_ _0"></span>walifikującą się do sys<span class="_ _0"></span>t<span class="_ _0"></span>ematy<span class="_ _0"></span>ki zgodnie z sek<span class="_ _0"></span>cją 4.30 z<span class="_ _0"></span>ałączników I i II do rozporzą<span class="_ _0"></span>dzenia </div><div class="t m0 x7a hc ycc0 ff6 fs9 fc4 sc0 ls0 ws94">delegowaneg<span class="_ _0"></span>o (UE) 2021/2139 w mianowniku mającego zast<span class="_ _0"></span>osowanie kluczow<span class="_ _0"></span>ego wskaźnika wynik<span class="_ _0"></span>ów </div><div class="t m0 x25 hc ycbe ff6 fs9 fc4 sc0 ls0 ws0">0 <span class="_ _90"> </span>0</div><div class="t m0 x115 hc ycc1 ff6 fs9 fc4 sc0 ls0 ws0">6 </div><div class="t m0 x7a hc ycc2 ff6 fs9 fc4 sc0 ls0 ws93">Kwot<span class="_ _0"></span>a i udział działalności gospodar<span class="_ _0"></span>czej,<span class="_ _1"></span> o której mowa w wier<span class="_ _0"></span>szu 6 wzoru 1<span class="_ _0"></span>,<span class="_ _1"></span> która <span class="_ _0"></span>jest działalno<span class="_ _0"></span>ścią </div><div class="t m0 x7a hc ycc1 ff6 fs9 fc4 sc0 ls0 ws93">gospodarczą niek<span class="_ _0"></span>walifikującą się do sys<span class="_ _0"></span>t<span class="_ _0"></span>ematy<span class="_ _0"></span>ki zgodnie z sek<span class="_ _0"></span>cją 4.3<span class="_ _0"></span>1 załącznikó<span class="_ _0"></span>w I i II do rozporządzenia </div><div class="t m0 x7a hc ycc3 ff6 fs9 fc4 sc0 ls0 ws94">delegowaneg<span class="_ _0"></span>o (UE) 2021/2139 w mianowniku mającego zast<span class="_ _0"></span>osowanie kluczow<span class="_ _0"></span>ego wskaźnika wynik<span class="_ _0"></span>ów </div><div class="t m0 x25 hc ycc1 ff6 fs9 fc4 sc0 ls0 ws0">0 <span class="_ _90"> </span>0</div><div class="t m0 x115 hc ycc4 ff7 fs9 fc4 sc0 ls0 ws0">7 </div><div class="t m0 x7a hc ycc5 ff7 fs9 fc4 sc0 ls0 ws46">K<span class="_ _0"></span>wota i ud<span class="_ _0"></span>ział innych rod<span class="_ _0"></span>zajó<span class="_ _0"></span>w działalności gos<span class="_ _0"></span>podarczej niekw<span class="_ _0"></span>alifikującej się do s<span class="_ _0"></span>ys<span class="_ _0"></span>temat<span class="_ _0"></span>yki,<span class="_ _0"></span> </div><div class="t m0 x7a hc ycc4 ff7 fs9 fc4 sc0 ls0 ws95">niewymienion<span class="_ _0"></span>ych w wierszach 1–6 powyż<span class="_ _0"></span>ej w mianowniku ma<span class="_ _0"></span>jącego zast<span class="_ _0"></span>osowanie k<span class="_ _0"></span>luczowego </div><div class="t m0 x7a hc ycc6 ff7 fs9 fc4 sc0 ls0 ws95">wskaźnika wy<span class="_ _0"></span>nik<span class="_ _0"></span>ów </div><div class="t m0 x96 hc ycc4 ff7 fs9 fc4 sc0 ls0 ws46">1 180<span class="_ _82"> </span><span class="ls8f ws28">15%</span></div><div class="t m0 x115 hc ycc7 ff7 fs9 fc4 sc0 ls0 ws0">8 </div><div class="t m0 x7a hc ycc8 ff7 fs9 fc4 sc0 ls0 ws46">Całk<span class="_ _0"></span>owita kwota i całk<span class="_ _1"></span>owity udział rodza<span class="_ _0"></span>jów działalności go<span class="_ _0"></span>spodarczej niekw<span class="_ _0"></span>alifikującej si<span class="_ _0"></span>ę do </div><div class="t m0 x7a hc ycc9 ff7 fs9 fc4 sc0 ls0 ws95">sys<span class="_ _0"></span>tema<span class="_ _0"></span>tyki w mianowniku ma<span class="_ _0"></span>jącego zas<span class="_ _0"></span>tosow<span class="_ _0"></span>anie kluczow<span class="_ _0"></span>ego wskaźnik<span class="_ _0"></span>a wynik<span class="_ _0"></span>ów </div><div class="t m0 x96 hc ycc7 ff7 fs9 fc4 sc0 ls0 ws46">1 180<span class="_ _82"> </span><span class="ls8f ws28">15%</span></div><div class="t m0 x11 h8 y278 ff7 fs5 fc4 sc0 ls0 wsf">Działalność gos<span class="_ _0"></span>podarcza niekwa<span class="_ _0"></span>lifikująca się do s<span class="_ _0"></span>yst<span class="_ _0"></span>emat<span class="_ _0"></span>yki</div><div class="t m2 x12 hc y9b2 ff8 fs9 fc0 sc0 lsb9 ws130">ENVIRONMENT<span class="_ _1"></span>AL - Wpływ na <span class="_ _2"></span>śr<span class="_ _0"></span>odowisk<span class="_ _0"></span>o</div></div><div class="pi" ></div></div><div id="pf70" class="pf w0 h0" ><div class="pc pc70 w0 h0"><img class="bi x0 yd0c w32 h9b" alt="" src="data:image/png;base64,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"/><div class="t m0 x183 ha y32 ff6 fs7 fc3 sc0 ls63 wsc2">112</div><div class="t m0 x11 hb y87 ff6 fs8 fc1 sc0 ls39 wsb">6<span class="_ _0"></span>.<span class="_ _f"></span> O RAPORC<span class="_ _0"></span>I<span class="_ _2"></span>E</div><div class="t m0 x11 h8 y4dc ff6 fs5 fc4 sc0 ls0 ws150">Niniejszy raport obejmuje infor<span class="_ _1"></span>macje niefinansowe doty<span class="_ _0"></span>czące Apa<span class="_ _0"></span>tor S<span class="_ _0"></span>A oraz Gr<span class="_ _0"></span>upy Apa<span class="_ _0"></span>tor z<span class="_ _0"></span>a okres od <span class="_ _0"></span>1 st<span class="_ _0"></span>ycznia 2023 roku </div><div class="t m0 x11 h8 yd0d ff6 fs5 fc4 sc0 ls0 ws4">do 31 grudnia 2023 roku.<span class="_ _1"></span> Raport jes<span class="_ _0"></span>t sprawoz<span class="_ _0"></span>daniem na tema<span class="_ _0"></span>t infor<span class="_ _0"></span>macji niefinansowych s<span class="_ _0"></span>porządzony<span class="_ _0"></span>m zgodnie z art.<span class="_ _0"></span> 55 us<span class="_ _0"></span>t.<span class="_ _0"></span> </div><div class="t m0 x11 h8 yd0e ff6 fs5 fc4 sc0 ls0 ws33">2b-2c ust<span class="_ _0"></span>awy o rachunk<span class="_ _0"></span>owości z dnia 29 w<span class="_ _0"></span>rześnia 1994 r<span class="_ _f"></span>.<span class="_ _0"></span> Raport zawiera wsk<span class="_ _0"></span>aźniki przygot<span class="_ _1"></span>owane na <span class="_ _2"></span>pods<span class="_ _0"></span>tawie <span class="_ _0"></span>Wyty<span class="_ _0"></span>czny<span class="_ _0"></span>ch </div><div class="t m0 x11 h8 yd0f ff6 fs5 fc4 sc0 ls0 ws0">Global Report<span class="_ _0"></span>ing Initia<span class="_ _0"></span>tiv<span class="_ _0"></span>e (GRI) dot<span class="_ _0"></span>yczący<span class="_ _0"></span>ch raport<span class="_ _0"></span>ów zrów<span class="_ _0"></span>noważonego r<span class="_ _0"></span>ozwoju</div><div class="t m0 x11 h8 yd10 ff6 fs5 fc4 sc0 ls0 ws12e">Poprzedni raport,<span class="_ _1"></span> prezentujący d<span class="_ _0"></span>ziałalność Grupy <span class="_ _0"></span>Apat<span class="_ _0"></span>or w zakr<span class="_ _0"></span>esie danych niefinanso<span class="_ _0"></span>wych za ro<span class="_ _0"></span>k 2022,<span class="_ _1"></span> został opublik<span class="_ _0"></span>owany </div><div class="t m0 x11 h8 yd11 ff6 fs5 fc4 sc0 ls0 ws11">26.04<span class="_ _0"></span>.2023 r<span class="_ _1"></span>.</div><div class="t m0 x11 h8 yd12 ff6 fs5 fc4 sc0 ls0 ws11">Grupa Apa<span class="_ _0"></span>tor r<span class="_ _0"></span>aportuje <span class="_ _0"></span>dane pozafinansowe w <span class="_ _0"></span>cyklu r<span class="_ _0"></span>ocznym.<span class="_ _1"></span> Raport nie zost<span class="_ _0"></span>ał poddany wery<span class="_ _0"></span>fikacji zewnęt<span class="_ _0"></span>rznej.<span class="_ _0"></span> </div><div class="t m0 x11 h8 yd13 ff6 fs5 fc4 sc0 ls0 ws13">Proces definio<span class="_ _0"></span>wania tr<span class="_ _0"></span>eści zaw<span class="_ _0"></span>artej w rapor<span class="_ _0"></span>cie oraz s<span class="_ _0"></span>trukt<span class="_ _1"></span>ura raportu zos<span class="_ _0"></span>tały opr<span class="_ _0"></span>acowane w oparciu o czt<span class="_ _0"></span>ery zasad<span class="_ _0"></span>y: uwzględ<span class="ws0">-</span></div><div class="t m0 x11 h8 yd14 ff6 fs5 fc4 sc0 ls0 ws9">niania inter<span class="_ _0"></span>esariuszy<span class="_ _0"></span>,<span class="_ _1"></span> ist<span class="_ _0"></span>otno<span class="_ _0"></span>ści,<span class="_ _1"></span> kont<span class="_ _0"></span>eks<span class="_ _0"></span>tu zr<span class="_ _0"></span>ównoważoneg<span class="_ _0"></span>o rozwoju or<span class="_ _0"></span>az k<span class="_ _0"></span>ompletnoś<span class="_ _0"></span>ci.</div><div class="t m0 x11 h8 yd15 ff6 fs5 fc4 sc0 ls0 wsb5">Zawart<span class="_ _0"></span>e w niniejszym raporcie dane prezent<span class="_ _0"></span>ują działalność ek<span class="_ _0"></span>onomiczną<span class="_ _1"></span>,<span class="_ _1"></span> społeczną i środowisk<span class="_ _0"></span>ową całej Grupy <span class="_ _0"></span>Apat<span class="_ _0"></span>or chyba<span class="_ _1"></span>,<span class="_ _1"></span> </div><div class="t m0 x11 h8 yd16 ff6 fs5 fc4 sc0 ls0 wsb6">że w określ<span class="_ _0"></span>onym f<span class="_ _0"></span>ragmencie t<span class="_ _0"></span>reści ws<span class="_ _0"></span>kazano inaczej.</div><div class="t m0 x11 h8 yd17 ff6 fs5 fc4 sc0 ls0 ws9">K<span class="_ _0"></span>ontakt do o<span class="_ _0"></span>soby odpowiedzialnej w Grupi<span class="_ _0"></span>e Apat<span class="_ _0"></span>or za obs<span class="_ _0"></span>zar ESG:</div><div class="t m0 x11 h8 yd18 ff6 fs5 fc4 sc0 ls0 ws0">Monika Pietk<span class="_ _0"></span>iewicz</div><div class="t m0 x11 h8 yd19 ff6 fs5 fc4 sc0 ls0 ws0">Rzecznik prasowy Grup<span class="_ _0"></span>y Apat<span class="_ _1"></span>or<span class="_ _0"></span>,<span class="_ _1"></span> Manager ESG</div><div class="t m0 x11 h8 yd1a ff6 fs5 fc4 sc0 ls0 ws11">e-mail: rzecznik.prasowy@apat<span class="_ _1"></span>or<span class="_ _1"></span>.com</div><div class="t m2 x5a hc yd1b ff8 fs9 fc0 sc0 ls70 ws70">O raporcie</div></div><div class="pi" ></div></div><div id="pf71" class="pf w0 h0" ><div class="pc pc71 w0 h0"><img class="bi x11 yd1c w4 h9c" alt="" src="data:image/png;base64,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"/><div class="t m0 x1bc ha y32 ff6 fs7 fc3 sc0 ls3 ws2">113</div><div class="t m0 xd1 h8 yd1d ff7 fs5 fc4 sc0 ls4a ws0">Ws<span class="_ _0"></span>kaźnik GRI <span class="_ _120"> </span><span class="ws1b">Opis wskaź<span class="_ _0"></span>nika<span class="_ _121"> </span><span class="wsb8">Miejsce w r<span class="_ _0"></span>aporcie</span></span></div><div class="t m0 x1c h8 yd1e ff7 fs5 fc1 sc0 lsa0 ws18">Wskaźniki profilowe</div><div class="t m0 x1c h8 yd1f ff6 fs5 fc4 sc0 ls4d wsb2">G4 102-1<span class="_ _45"> </span><span class="ws9">Nazwa organizacji<span class="_ _122"> </span><span class="ls103 ws137">S<span class="_ _1b"></span>t<span class="_ _1b"></span>r.<span class="_ _1b"></span> 6</span></span></div><div class="t m0 x1c h8 yd20 ff6 fs5 fc4 sc0 ls4a wsb2">G4 102-2<span class="_ _a0"> </span><span class="ls0 ws11">Główne marki,<span class="_ _1"></span> produkt<span class="_ _0"></span>y i usługi<span class="_ _123"> </span><span class="ls96 ws137">S<span class="_ _1b"></span>t<span class="_ _1b"></span>r.<span class="_ _1b"></span> 6</span></span></div><div class="t m0 x1c h8 yd21 ff6 fs5 fc4 sc0 ls4a wsb2">G4 102-3<span class="_ _a0"> </span><span class="ls0 ws9">Lokalizacja siedziby głównej<span class="_ _124"> </span><span class="ls96 ws137">S<span class="_ _1b"></span>t<span class="_ _1b"></span>r.<span class="_ _1b"></span> 6</span></span></div><div class="t m0 x1c h8 yd22 ff6 fs5 fc4 sc0 ls4a wsb2">G4 102-4<span class="_ _59"> </span><span class="ls0 ws9">Lokalizacja działalności oper<span class="_ _0"></span>acyj<span class="_ _0"></span>nej<span class="_ _125"> </span><span class="ls96 ws137">S<span class="_ _1b"></span>t<span class="_ _1b"></span>r.<span class="_ _1b"></span> 6</span></span></div><div class="t m0 x1c h8 yd23 ff6 fs5 fc4 sc0 ls4a wsb2">GRI 102-5<span class="_ _8a"> </span><span class="ls0 ws9">F<span class="_ _1"></span>orma własności i s<span class="_ _0"></span>trukt<span class="_ _1"></span>ura prawna organizacji<span class="_ _126"> </span><span class="ws0">Str<span class="_ _f"></span>.<span class="_ _0"></span> 6-7</span></span></div><div class="t m0 x1c h8 yd24 ff6 fs5 fc4 sc0 ls4a wsb2">G4 102-6<span class="_ _d2"> </span><span class="ls0 ws11">Obsługiwane rynki<span class="_ _127"> </span><span class="ls96 ws137">S<span class="_ _1b"></span>t<span class="_ _1b"></span>r.<span class="_ _1b"></span> 6</span></span></div><div class="t m0 x1c h8 yd25 ff6 fs5 fc4 sc0 ls4a wsb2">G4 102-7<span class="_ _47"> </span><span class="ls0 ws9">Skala działalności<span class="_ _128"> </span><span class="ws0">Str<span class="_ _f"></span>.<span class="_ _0"></span> 6-7<span class="_ _1"></span>,<span class="_ _1"></span> 9,<span class="_ _1"></span> 22</span></span></div><div class="t m0 x1c h8 yd26 ff6 fs5 fc4 sc0 ls4a wsb2">GRI 102-8<span class="_ _fd"> </span><span class="ls0 ws9">Dane dotycz<span class="_ _0"></span>ące pracownik<span class="_ _0"></span>ów <span class="_ _129"> </span><span class="ws0">Str<span class="_ _f"></span>.<span class="_ _0"></span> 44-58</span></span></div><div class="t m0 x1c h8 yd27 ff6 fs5 fc4 sc0 ls4a wsb2">GRI 102-9 <span class="_ _90"> </span><span class="ls0 ws9">Opis łańcucha dos<span class="_ _0"></span>taw<span class="_ _12a"> </span><span class="ws0">Str<span class="_ _f"></span>.<span class="_ _0"></span> 63,<span class="_ _1"></span> 69-71</span></span></div><div class="t m0 x1c h8 yd28 ff6 fs5 fc4 sc0 ls4a wsb2">GRI 102-11<span class="_ _10b"> </span><span class="ls0 wsb6">Zarządzanie ryzykiem w organizacji<span class="_ _b5"> </span><span class="ws9">Str<span class="_ _f"></span>. 31-33</span></span></div><div class="t m0 x1c h8 yd29 ff6 fs5 fc4 sc0 ls4a wsb2">GRI 102-12</div><div class="t m0 xdd h8 yd2a ff6 fs5 fc4 sc0 ls0 ws9">Inicjatywy zew<span class="_ _0"></span>nętrzne,<span class="_ _1"></span> deklaracje lu<span class="_ _0"></span>b zasady do<span class="_ _0"></span>ty<span class="_ _0"></span>czące kwes<span class="_ _0"></span>tii ek<span class="_ _0"></span>onomiczny<span class="_ _0"></span>ch,<span class="_ _1"></span> </div><div class="t m0 xdd h8 yd2b ff6 fs5 fc4 sc0 ls0 ws9">środo<span class="_ _0"></span>wiskowy<span class="_ _0"></span>chlub społeczny<span class="_ _0"></span>ch,<span class="_ _1"></span> któr<span class="_ _0"></span>e ﬁrma podpisała lub k<span class="_ _0"></span>tór<span class="_ _0"></span>e st<span class="_ _1"></span>osuje..</div><div class="t m0 x1c1 h8 yd29 ff6 fs5 fc4 sc0 ls0 wsab">Str<span class="_ _f"></span>.<span class="_ _0"></span> 72-73</div><div class="t m0 x1c h8 yd2c ff6 fs5 fc4 sc0 ls4a wsb2">GRI 102-13<span class="_ _93"> </span><span class="ls0 ws9">Członk<span class="_ _0"></span>os<span class="_ _0"></span>two w s<span class="_ _0"></span>to<span class="_ _0"></span>warzyszeniach i organizacjach<span class="_ _12b"> </span><span class="wsab">Str<span class="_ _f"></span>.<span class="_ _0"></span> 72-73</span></span></div><div class="t m0 x1c h8 yd2d ff6 fs5 fc4 sc0 ls4a wsb2">GRI 102-14<span class="_ _5e"> </span><span class="ls0 ws9">Oświadczenie kierow<span class="_ _0"></span>nictwa najwyżs<span class="_ _0"></span>zego szczebla<span class="_ _121"> </span><span class="ls96 ws170">S<span class="_ _28"></span>t<span class="_ _1b"></span>r.<span class="_ _2"></span> 3</span></span></div><div class="t m0 x1c h8 yd2e ff6 fs5 fc4 sc0 ls4a wsb2">GRI 102-15<span class="_ _74"> </span><span class="ls0 ws9">Opis kluczowych wpływów<span class="_ _0"></span>,<span class="_ _1"></span> szans i ryzyk<span class="_ _12c"> </span>Str<span class="_ _f"></span>.<span class="_ _0"></span> 33-42</span></div><div class="t m0 x1c h8 yd2f ff6 fs5 fc4 sc0 ls4a wsb2">GRI 102-16<span class="_ _5e"> </span><span class="ls0 ws9">W<span class="_ _0"></span>artości or<span class="_ _0"></span>ganizacji,<span class="_ _1"></span> kodeks et<span class="_ _0"></span>yki,<span class="_ _1"></span> zasady i nor<span class="_ _0"></span>my z<span class="_ _0"></span>achowań<span class="_ _12d"> </span><span class="ws0">Str<span class="_ _f"></span>.<span class="_ _0"></span> 23-24</span></span></div><div class="t m0 x1c h8 yd30 ff6 fs5 fc4 sc0 ls4a wsb2">GRI 102-17<span class="_ _93"> </span><span class="ls0 ws9">Mechanizmy umożliwiające uzyskanie porad<span class="_ _0"></span>y dot.<span class="_ _1"></span> zachowań w kwest<span class="_ _0"></span>iach ety<span class="_ _0"></span>czny<span class="_ _0"></span>ch<span class="_ _100"> </span><span class="ws0">Str<span class="_ _f"></span>.<span class="_ _0"></span> 24,30</span></span></div><div class="t m0 x1c h8 yd31 ff6 fs5 fc4 sc0 ls4a wsb2">GRI 102-18<span class="_ _5e"> </span><span class="ls0 ws9">Strukt<span class="_ _0"></span>ura nadzor<span class="_ _0"></span>cza organizacji<span class="_ _12e"> </span><span class="wsb2">Str<span class="_ _f"></span>.<span class="_ _0"></span> 18-20</span></span></div><div class="t m0 x1c h8 yd32 ff6 fs5 fc4 sc0 ls4a wsb2">GRI 102-40<span class="_ _b0"> </span><span class="ls0 ws9">Lista grup int<span class="_ _0"></span>eresariuszy<span class="_ _12f"> </span><span class="wsb2">Str<span class="_ _f"></span>.<span class="_ _0"></span> 14-15</span></span></div><div class="t m0 x1c h8 yd33 ff6 fs5 fc4 sc0 ls4a wsb2">GRI 102-41<span class="_ _5e"> </span><span class="ls0 ws9">Pracownicy objęci umow<span class="_ _0"></span>ami zbiorowymi<span class="_ _130"> </span><span class="ws0">Str<span class="_ _f"></span>.<span class="_ _0"></span> 46,<span class="_ _1"></span> 56</span></span></div><div class="t m0 x1c h8 yd34 ff6 fs5 fc4 sc0 ls4a wsb2">GRI 102-42<span class="_ _b2"> </span><span class="ls0 ws0">Iden<span class="_ _0"></span>tyﬁkacja i selek<span class="_ _1"></span>cj<span class="_ _2"></span>a int<span class="_ _0"></span>eresariuszy<span class="_ _131"> </span><span class="wsb2">Str<span class="_ _f"></span>.<span class="_ _0"></span> 11,<span class="_ _1"></span> 14-15</span></span></div><div class="t m0 x1c h8 yd35 ff6 fs5 fc4 sc0 ls4a wsb2">GRI 102-50<span class="_ _b2"> </span><span class="ls0 ws9">Okres obj<span class="_ _0"></span>ęty raport<span class="_ _0"></span>owaniem<span class="_ _132"> </span><span class="ls96 ws14d">S<span class="_ _1b"></span>t<span class="_ _1b"></span>r.<span class="_ _1b"></span> 1<span class="_ _1b"></span>1<span class="_ _28"></span>2</span></span></div><div class="t m0 x1c h8 yd36 ff6 fs5 fc4 sc0 ls4a wsb2">GRI 102-51<span class="_ _74"> </span><span class="ls0 ws11">Data publikacji os<span class="_ _0"></span>tat<span class="_ _0"></span>niego raport<span class="_ _0"></span>u<span class="_ _133"> </span><span class="ls96 ws14d">S<span class="_ _1b"></span>t<span class="_ _1b"></span>r.<span class="_ _1b"></span> 1<span class="_ _1b"></span>1<span class="_ _28"></span>2</span></span></div><div class="t m0 x1c h8 yd37 ff6 fs5 fc4 sc0 ls4a wsb2">GRI 102-52<span class="_ _b2"> </span><span class="ls0 ws11">Cy<span class="_ _0"></span>kl raport<span class="_ _0"></span>owania<span class="_ _134"> </span><span class="ls96 ws14d">S<span class="_ _1b"></span>t<span class="_ _1b"></span>r.<span class="_ _1b"></span> 1<span class="_ _1b"></span>1<span class="_ _28"></span>2</span></span></div><div class="t m0 x1c h8 yd38 ff6 fs5 fc4 sc0 ls4a wsb2">GRI 102-53<span class="_ _b2"> </span><span class="ls0 ws9">Osoba kontak<span class="_ _0"></span>tow<span class="_ _0"></span>a w zakresie p<span class="_ _0"></span>ytań dot<span class="_ _0"></span>ycząc<span class="_ _0"></span>ych raport<span class="_ _0"></span>u i zagadnień CSR<span class="_ _c7"> </span><span class="ls96 ws14d">S<span class="_ _28"></span>t<span class="_ _1b"></span>r.<span class="_ _2"></span> 1<span class="_ _28"></span>1<span class="_ _1b"></span>2</span></span></div><div class="t m0 x1c h8 yd39 ff6 fs5 fc4 sc0 ls4a wsb2">GRI 102-55<span class="_ _b2"> </span><span class="ls0 ws7">Indeks tr<span class="_ _0"></span>eści GRI<span class="_ _135"> </span><span class="wsb2">Str<span class="_ _f"></span>.<span class="_ _0"></span> 113-115</span></span></div><div class="t m0 x1c h8 yd3a ff7 fs5 fc1 sc0 ls4a wsae">Ws<span class="_ _0"></span>kaźniki ek<span class="_ _1"></span>onomiczne</div><div class="t m0 x1c h8 yd3b ff6 fs5 fc4 sc0 ls4a ws0">GRI 201-1 <span class="_ _fd"> </span><span class="ls0 wsb6">Bezpośrednia wart<span class="_ _0"></span>ość ek<span class="_ _0"></span>onomiczna<span class="_ _1"></span>,<span class="_ _1"></span> wytworzona i podzielona<span class="_ _136"> </span><span class="ls96 ws14d">S<span class="_ _1b"></span>t<span class="_ _1b"></span>r.<span class="_ _1b"></span> 1<span class="_ _28"></span>0</span></span></div><div class="t m0 x1c h8 yd3c ff7 fs5 fc1 sc0 ls4a wsae">Ws<span class="_ _0"></span>kaźniki w zak<span class="_ _0"></span>resie przeciwdziałania k<span class="_ _1"></span>orupcji i łapownictwu oraz r<span class="_ _0"></span>espekto<span class="_ _0"></span>wania pra<span class="_ _0"></span>w człowieka</div><div class="t m0 x1c h8 yd3d ff6 fs5 fc4 sc0 ls4a ws0">GRI 205-1 </div><div class="t m0 xdd h8 yd3e ff6 fs5 fc4 sc0 ls0 ws9">Całko<span class="_ _0"></span>wita liczba i odset<span class="_ _1"></span>ek jednost<span class="_ _0"></span>ek biznesowy<span class="_ _0"></span>ch poddanych analizie pod ką<span class="_ _0"></span>tem </div><div class="t m0 xdd h8 yd3f ff6 fs5 fc4 sc0 ls0 ws9">ryzyka związanego z k<span class="_ _1"></span>orupcją</div><div class="t m0 x1c1 h8 yd3d ff6 fs5 fc4 sc0 ls96 ws137">S<span class="_ _1b"></span>t<span class="_ _1b"></span>r.<span class="_ _1b"></span> 2<span class="_ _1b"></span>6</div><div class="t m0 x1c h8 yd40 ff6 fs5 fc4 sc0 ls4a ws0">GRI 205-2</div><div class="t m0 xdd h8 yd41 ff6 fs5 fc4 sc0 ls0 ws9">K<span class="_ _0"></span>omunikacja i szko<span class="_ _0"></span>lenia poświęcone zagadnieniom et<span class="_ _0"></span>yczny<span class="_ _0"></span>m w t<span class="_ _0"></span>ym przeciwdziałaniu </div><div class="t m0 xdd h8 yd42 ff6 fs5 fc4 sc0 ls0 ws0">kor<span class="_ _0"></span>upcji</div><div class="t m0 x1c1 h8 yd40 ff6 fs5 fc4 sc0 ls0 ws9">Str<span class="_ _f"></span>.<span class="_ _0"></span> 23-24,<span class="_ _1"></span> 30-31</div><div class="t m0 x1c h8 yd43 ff6 fs5 fc4 sc0 ls4a ws0">GRI 205-3<span class="_ _49"> </span><span class="ls0 ws11">Potwierdzone przy<span class="_ _0"></span>padki k<span class="_ _0"></span>orupcji i działania podjęt<span class="_ _1"></span>e w odpowiedzi na nie<span class="_ _137"> </span><span class="ls96 ws137">S<span class="_ _1b"></span>t<span class="_ _1b"></span>r.<span class="_ _1b"></span> 2<span class="_ _1b"></span>6</span></span></div><div class="t m0 x1c h8 yd44 ff6 fs5 fc4 sc0 ls4a ws0">GRI 415-1<span class="_ _5f"> </span><span class="ls0 ws11">W<span class="_ _1"></span>artość dar<span class="_ _0"></span>owizn na rzecz partii polity<span class="_ _0"></span>czny<span class="_ _0"></span>ch i ins<span class="_ _0"></span>tyt<span class="_ _0"></span>ucji o podobn<span class="_ _0"></span>ym charak<span class="_ _0"></span>terz<span class="_ _0"></span>e<span class="_ _103"> </span><span class="ls96 ws137">S<span class="_ _28"></span>t<span class="_ _1b"></span>r.<span class="_ _1b"></span> 2<span class="_ _1b"></span>6</span></span></div><div class="t m0 x1c h8 yd45 ff6 fs5 fc4 sc0 ls4a ws0">GRI 405-1<span class="_ _fd"> </span><span class="ls0 ws9">Różnorodnoś<span class="_ _0"></span>ć w organach zarządczy<span class="_ _0"></span>ch i kadrze praco<span class="_ _0"></span>wniczej<span class="_ _114"> </span><span class="ws0">Str<span class="_ _f"></span>.<span class="_ _0"></span> 25-26</span></span></div><div class="t m0 x1c h8 yd46 ff6 fs5 fc4 sc0 ls4a ws0">GRI 406-1</div><div class="t m0 xdd h8 yd47 ff6 fs5 fc4 sc0 ls0 ws9">Liczba zgłoszeń przypadk<span class="_ _0"></span>ów wys<span class="_ _0"></span>tąpienia przejawów dyskry<span class="_ _0"></span>minacji/mobbingu/ </div><div class="t m0 xdd h8 yd48 ff6 fs5 fc4 sc0 lsf ws12">zast<span class="_ _0"></span>raszania</div><div class="t m0 x1c1 h8 yd46 ff6 fs5 fc4 sc0 ls96 ws137">S<span class="_ _1b"></span>t<span class="_ _1b"></span>r.<span class="_ _1b"></span> 2<span class="_ _1b"></span>6</div><div class="t m0 x11 hb y87 ff6 fs8 fc1 sc0 ls9 ws0">7<span class="_ _2d"></span>.<span class="_ _1"></span> I<span class="_ _2"></span>N<span class="_ _2"></span>D<span class="_ _2"></span>EKS GRI</div><div class="t m2 x10f hc yd49 ff8 fs9 fc0 sc0 ls70 ws0">Indeks GRI</div></div><div class="pi" ></div></div><div id="pf72" class="pf w0 h0" ><div class="pc pc72 w0 h0"><img class="bi x0 yd4a wb h9d" alt="" src="data:image/png;base64,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"/><div class="t m0 x183 ha y32 ff6 fs7 fc3 sc0 ls69 wsd9">114</div><div class="t m0 x1c2 h8 yd4b ff7 fs5 fc4 sc0 ls4a ws0">Ws<span class="_ _0"></span>kaźnik GRI <span class="_ _19"> </span><span class="ws1b">Opis ws<span class="_ _0"></span>kaźnika</span></div><div class="t m0 x12f h8 yd4c ff7 fs5 fc4 sc0 ls4a ws33">Miejsce </div><div class="t m0 x1c3 h8 yd4d ff7 fs5 fc4 sc0 ls4a ws9">w raporci<span class="_ _0"></span>e</div><div class="t m0 x1c h8 yd4e ff7 fs5 fc1 sc0 ls4a ws9">Ws<span class="_ _0"></span>kaźniki w za<span class="_ _0"></span>kresie miej<span class="_ _0"></span>sca pra<span class="_ _0"></span>cy</div><div class="t m0 x1c h8 yd4f ff6 fs5 fc4 sc0 ls4a wsb2">GRI 102-8</div><div class="t m0 x1c4 h8 yd50 ff6 fs5 fc4 sc0 ls0 ws9">Łączna liczba pracowników w<span class="_ _0"></span>edług ty<span class="_ _0"></span>pu zat<span class="_ _0"></span>rudnienia i rodza<span class="_ _0"></span>ju umowy o pracę,<span class="_ _1"></span> </div><div class="t m0 x1c4 h8 yd51 ff6 fs5 fc4 sc0 ls0 ws11">z podziałem na płeć</div><div class="t m0 x1c5 h8 yd4f ff6 fs5 fc4 sc0 ls0 ws0">Str<span class="_ _f"></span>.<span class="_ _0"></span> 45</div><div class="t m0 x1c h8 yd52 ff6 fs5 fc4 sc0 ls4a ws0">GRI 401-1</div><div class="t m0 x1c4 h8 yd53 ff6 fs5 fc4 sc0 ls0 ws9">Całko<span class="_ _0"></span>wita liczba i wskaźniki z<span class="_ _0"></span>atr<span class="_ _0"></span>udnienia nowych pracow<span class="_ _0"></span>ników or<span class="_ _0"></span>az rot<span class="_ _0"></span>acji </div><div class="t m0 x1c4 h8 yd54 ff6 fs5 fc4 sc0 ls0 ws11">pracownik<span class="_ _0"></span>ów w podzial<span class="_ _0"></span>e na grupy <span class="_ _0"></span>wiekow<span class="_ _0"></span>e,<span class="_ _1"></span> płeć i region</div><div class="t m0 x1c5 h8 yd52 ff6 fs5 fc4 sc0 ls96 ws137">S<span class="_ _1b"></span>t<span class="_ _1b"></span>r.<span class="_ _1b"></span> 4<span class="_ _1b"></span>6</div><div class="t m0 x1c h8 yd55 ff6 fs5 fc4 sc0 ls4a ws0">GRI 401-2</div><div class="t m0 x1c4 h8 yd56 ff6 fs5 fc4 sc0 ls0 ws11">Świadczenia <span class="_ _0"></span>zapewniane pracownik<span class="_ _0"></span>om pełnoeta<span class="_ _0"></span>to<span class="_ _0"></span>wym,<span class="_ _1"></span> któr<span class="_ _0"></span>e nie przysługują </div><div class="t m0 x1c4 h8 yd55 ff6 fs5 fc4 sc0 ls0 ws9">pracownik<span class="_ _0"></span>om t<span class="_ _0"></span>ymczas<span class="_ _0"></span>owym lub za<span class="_ _0"></span>trudnion<span class="_ _0"></span>ym w niepełnym <span class="_ _0"></span>wymiarze godzin,<span class="_ _1"></span> </div><div class="t m0 x1c4 h8 yd57 ff6 fs5 fc4 sc0 ls0 ws9">w podziale na główne lok<span class="_ _0"></span>alizacje prowad<span class="_ _0"></span>zenia działalności</div><div class="t m0 x1c5 h8 yd55 ff6 fs5 fc4 sc0 ls0 ws0">Str<span class="_ _f"></span>.<span class="_ _0"></span> 48-49</div><div class="t m0 x1c h8 yd58 ff6 fs5 fc4 sc0 ls4a ws0">GRI 403-1<span class="_ _138"> </span><span class="ls0 ws9">Sys<span class="_ _0"></span>tem z<span class="_ _0"></span>arządzania bezpieczeńs<span class="_ _0"></span>twem i higieną prac<span class="_ _0"></span>y<span class="_ _139"> </span><span class="ws0">Str<span class="_ _f"></span>.<span class="_ _0"></span> 5<span class="_ _0"></span>7-58</span></span></div><div class="t m0 x1c h8 yd59 ff6 fs5 fc4 sc0 ls4a ws0">GRI 403-2<span class="_ _79"> </span><span class="ls0 ws9">Identyﬁkacja za<span class="_ _0"></span>grożeń,<span class="_ _1"></span> ocena ryzyka<span class="_ _1"></span>,<span class="_ _1"></span> a<span class="_ _2"></span>naliza zdarzeń wypadk<span class="_ _1"></span>owych<span class="_ _13a"> </span><span class="ws0">Str<span class="_ _f"></span>.<span class="_ _0"></span> 5<span class="_ _0"></span>7-58</span></span></div><div class="t m0 x1c h8 yd5a ff6 fs5 fc4 sc0 ls4e ws1ac">A<span class="_ _2"></span>PA<span class="_ _2"></span>-<span class="_ _2"></span>1<span class="_ _13b"> </span><span class="ls0 wsb6">Skargi praco<span class="_ _0"></span>wników w z<span class="_ _0"></span>akresie BHP<span class="_ _17"> </span><span class="ws0">Str<span class="_ _f"></span>.<span class="_ _0"></span> 58</span></span></div><div class="t m0 x1c h8 yd5b ff6 fs5 fc4 sc0 ls4a ws0">GRI 403-5<span class="_ _79"> </span><span class="ls0">Szk<span class="_ _0"></span>olenia BHP <span class="_ _13c"> </span>Str<span class="_ _f"></span>.<span class="_ _0"></span> 54</span></div><div class="t m0 x1c h8 yd5c ff6 fs5 fc4 sc0 ls4a ws0">GRI 403-6<span class="_ _a4"> </span><span class="ls0 ws9">Promocja zdrow<span class="_ _0"></span>ego st<span class="_ _0"></span>ylu życia<span class="_ _13d"> </span><span class="ws0">Str<span class="_ _f"></span>.<span class="_ _0"></span> 527-58</span></span></div><div class="t m0 x1c h8 yd5d ff6 fs5 fc4 sc0 ls4a ws0">GRI 403-9<span class="_ _a4"> </span><span class="ls0 ws11">Wypadki przy prac<span class="_ _0"></span>y<span class="_ _13e"> </span><span class="ws0">Str<span class="_ _f"></span>.<span class="_ _0"></span> 54</span></span></div><div class="t m0 x1c h8 yd5e ff6 fs5 fc4 sc0 ls4a ws0">GRI 404-1<span class="_ _13f"> </span><span class="ls0 ws11">Szko<span class="_ _0"></span>lenia pracow<span class="_ _0"></span>ników </span></div><div class="t m0 x1c5 h8 yd5f ff6 fs5 fc4 sc0 lsb4 ws152">S<span class="_ _2"></span>t<span class="_ _2"></span>r. 4<span class="_ _2"></span>7, 4<span class="_ _2"></span>9<span class="_ _2"></span>, </div><div class="t m0 x1c5 h8 yd60 ff6 fs5 fc4 sc0 ls0 ws0">50-54,<span class="_ _1"></span> 58</div><div class="t m0 x1c h8 yd61 ff6 fs5 fc4 sc0 ls4a ws0">GRI 404-2<span class="_ _a4"> </span><span class="ls0 ws9">Program<span class="_ _0"></span>y rozwoju umiejęt<span class="_ _0"></span>ności menedżersk<span class="_ _0"></span>ich i kształcenia us<span class="_ _0"></span>tawicznego<span class="_ _5e"> </span><span class="ws0">Str<span class="_ _f"></span>.<span class="_ _0"></span> 54</span></span></div><div class="t m0 x1c h8 yd62 ff6 fs5 fc4 sc0 ls4a ws0">GRI 405-1<span class="_ _138"> </span><span class="ls0 ws11">W<span class="_ _0"></span>skaźniki r<span class="_ _0"></span>óżnorodno<span class="_ _0"></span>ści<span class="_ _140"> </span><span class="ws0">Str<span class="_ _f"></span>.<span class="_ _0"></span> 55-56</span></span></div><div class="t m0 x1c h8 yd63 ff6 fs5 fc4 sc0 ls4a ws0">GRI 405-2<span class="_ _79"> </span><span class="ls0 wsb6">W<span class="_ _0"></span>skaźnik zró<span class="_ _0"></span>żnicowania wynagr<span class="_ _0"></span>odzeń ze względu na płeć,<span class="_ _1"></span> <span class="ls4a ws0">Gender Pa<span class="_ _0"></span>y Gap<span class="_ _f3"> </span><span class="ls0">Str<span class="_ _f"></span>. 55</span></span></span></div><div class="t m0 x1c h8 yd64 ff7 fs5 fc1 sc0 ls4a ws1b">Ws<span class="_ _0"></span>kaźniki w zakr<span class="_ _0"></span>esie bezpieczeńs<span class="_ _0"></span>twa infor<span class="_ _0"></span>macji</div><div class="t m0 x1c h8 yd65 ff6 fs5 fc4 sc0 ls4e ws1ac">A<span class="_ _2"></span>PA<span class="_ _2"></span>-<span class="_ _2"></span>2</div><div class="t m0 x1c h8 yd66 ff6 fs5 fc4 sc0 ls4a ws11">Wdr<span class="_ _0"></span>ażanie nowy<span class="_ _0"></span>ch </div><div class="t m0 x1c h8 yd67 ff6 fs5 fc4 sc0 ls4a wsb6">narzędzi IT wspiera<span class="_ _0"></span>jących </div><div class="t m0 x1c h8 yd68 ff6 fs5 fc4 sc0 ls4a ws9">cyfryz<span class="_ _0"></span>ację procesó<span class="_ _0"></span>w biz<span class="ls0 ws0">-</span></div><div class="t m0 x1c h8 yd69 ff6 fs5 fc4 sc0 ls4a wsb6">nesowych,<span class="_ _1"></span> współpracę w </div><div class="t m0 x1c h8 yd6a ff6 fs5 fc4 sc0 ls4a ws0">spółkach i Grupie <span class="_ _0"></span>Apat<span class="_ _0"></span>or</div><div class="t m0 x1c h8 yd6b ff6 fs5 fc4 sc0 ls4a ws9">oraz bezpieczeńs<span class="_ _0"></span>two </div><div class="t m0 x1c h8 yd6c ff6 fs5 fc4 sc0 ls4a ws33">infor<span class="_ _0"></span>macji</div><div class="t m0 x1c4 h8 yd6d ff6 fs5 fc4 sc0 ls0 ws9">Wsk<span class="_ _0"></span>aźniki bezpieczeńs<span class="_ _0"></span>twa inf<span class="_ _0"></span>or<span class="_ _0"></span>macji<span class="_ _141"> </span><span class="ls96 ws137">S<span class="_ _1b"></span>t<span class="_ _1b"></span>r.<span class="_ _1b"></span> 2<span class="_ _1b"></span>9</span></div><div class="t m0 x1c h8 yd6e ff7 fs5 fc1 sc0 ls4a wsae">Ws<span class="_ _0"></span>kaźniki związane z działa<span class="_ _0"></span>lnością Grupy Apa<span class="_ _0"></span>tor na rynk<span class="_ _0"></span>u</div><div class="t m0 x1c h8 yd6f ff6 fs5 fc4 sc0 ls4a ws0">GRI 204-1</div><div class="t m0 x1c4 h8 yd70 ff6 fs5 fc4 sc0 ls0 ws9">Liczba dos<span class="_ _0"></span>tawców og<span class="_ _0"></span>ółem</div><div class="t m0 x1c4 h8 yd71 ff6 fs5 fc4 sc0 ls0 ws9">Udział zakupów od do<span class="_ _0"></span>st<span class="_ _0"></span>awców kra<span class="_ _0"></span>jowy<span class="_ _0"></span>ch w zakupach ogółem</div><div class="t m0 x1c5 h8 yd72 ff6 fs5 fc4 sc0 ls96 ws1b1">S<span class="_ _1b"></span>t<span class="_ _1b"></span>r.<span class="_ _1b"></span> 7<span class="_ _28"></span>1</div><div class="t m0 x1c h8 yd73 ff6 fs5 fc4 sc0 ls4e ws1ac">A<span class="_ _2"></span>PA<span class="_ _2"></span>-<span class="_ _2"></span>3</div><div class="t m0 x1c h8 yd74 ff6 fs5 fc4 sc0 ls4a wsb2">Dbałość o jakość produk<span class="_ _1"></span><span class="ls0 ws0">-</span></div><div class="t m0 x1c h8 yd75 ff6 fs5 fc4 sc0 ls9f ws17a">tów</div><div class="t m0 x1c4 h8 yd74 ff6 fs5 fc4 sc0 ls0 ws9">Badania saty<span class="_ _0"></span>sf<span class="_ _0"></span>akc<span class="_ _0"></span>ji klientów<span class="_ _96"> </span><span class="ws0">St<span class="_ _0"></span>r<span class="_ _f"></span>. 68</span></div><div class="t m0 x1c h8 yd76 ff6 fs5 fc4 sc0 ls4e ws1ac">A<span class="_ _2"></span>PA<span class="_ _2"></span>-<span class="_ _1b"></span>4</div><div class="t m0 x1c h8 yd77 ff6 fs5 fc4 sc0 ls4a ws9">Efek<span class="_ _0"></span>tywna obsłu<span class="_ _0"></span>ga </div><div class="t m0 x1c h8 yd78 ff6 fs5 fc4 sc0 ls4a ws0">sprzedażna i posprze<span class="ls0">-</span></div><div class="t m0 x1c h8 yd79 ff6 fs5 fc4 sc0 ls4a ws33">dażna</div><div class="t m0 x1c4 h8 yd7a ff6 fs5 fc4 sc0 ls0 ws9">Speed of service (śr<span class="_ _0"></span>edni czas rozpa<span class="_ _0"></span>trzenia reklamacji w dniach)<span class="_ _142"> </span><span class="ws0">Str<span class="_ _f"></span>.<span class="_ _0"></span> 68</span></div><div class="t m0 x1c h8 yd7b ff6 fs5 fc4 sc0 ls4e ws1ac">A<span class="_ _2"></span>PA<span class="_ _2"></span>-<span class="_ _2"></span>5</div><div class="t m0 x1c h8 yd7c ff6 fs5 fc4 sc0 ls4a ws11">Wdr<span class="_ _0"></span>ażanie r<span class="_ _0"></span>ozwiązań </div><div class="t m0 x1c h8 yd7d ff6 fs5 fc4 sc0 ls4a ws9">wspiera<span class="_ _0"></span>jących ef<span class="_ _0"></span>ek<span class="_ _0"></span><span class="ls0 ws0">-</span></div><div class="t m0 x1c h8 yd7e ff6 fs5 fc4 sc0 ls4a ws9">tywnoś<span class="_ _0"></span>ć energet<span class="_ _0"></span>yczną i </div><div class="t m0 x1c h8 yd7f ff6 fs5 fc4 sc0 ls4a ws11">wychodząc<span class="_ _0"></span>ych naprzeciw </div><div class="t m0 x1c h8 yd80 ff6 fs5 fc4 sc0 ls4a ws7">wyzwaniom t<span class="_ _0"></span>echnolo<span class="ls0 ws0">-</span></div><div class="t m0 x1c h8 yd81 ff6 fs5 fc4 sc0 ls4a ws33">gicznym,</div><div class="t m0 x1c h8 yd82 ff6 fs5 fc4 sc0 ls4a ws9">klimaty<span class="_ _0"></span>cznym i s<span class="_ _0"></span>połecz<span class="ls0 ws0">-</span></div><div class="t m0 x1c h8 yd83 ff6 fs5 fc4 sc0 ls9a wsa8">nym</div><div class="t m0 x1c4 h8 yd84 ff6 fs5 fc4 sc0 ls0 ws9">Poziom sprzedaży ro<span class="_ _0"></span>związań klasy smart </div><div class="t m0 x1c4 h8 yd85 ff6 fs5 fc4 sc0 ls0 ws9">Rozwój s<span class="_ _0"></span>przedaży rozwiązań dla OZE</div><div class="t m0 x1c5 h8 yd86 ff6 fs5 fc4 sc0 ls96 ws137">S<span class="_ _1b"></span>t<span class="_ _1b"></span>r.<span class="_ _1b"></span> 6<span class="_ _2"></span>7</div><div class="t m0 x1c h8 yd87 ff6 fs5 fc4 sc0 ls4e ws1ac">A<span class="_ _2"></span>PA<span class="_ _2"></span>-<span class="_ _2"></span>6</div><div class="t m0 x1c h8 yd88 ff6 fs5 fc4 sc0 ls4a ws11">Rozwój no<span class="_ _0"></span>woczesny<span class="_ _0"></span>ch </div><div class="t m0 x1c h8 yd89 ff6 fs5 fc4 sc0 ls4a wsb6">produkt<span class="_ _1"></span>ów i wdrażanie </div><div class="t m0 x1c h8 yd8a ff6 fs5 fc4 sc0 ls4a ws33">innowacji</div><div class="t m0 x1c4 h8 yd8b ff6 fs5 fc4 sc0 ls0 ws0">Nakłady inwes<span class="_ _0"></span>ty<span class="_ _0"></span>cy<span class="_ _0"></span>jne CAPEX</div><div class="t m0 x1c4 h8 yd8c ff6 fs5 fc4 sc0 ls0 ws0">K<span class="_ _0"></span>oszty funk<span class="_ _1"></span>cjonowania biur rozwoju (R&amp;D) niezaliczone do CAPEX</div><div class="t m0 x1c4 h8 yd8d ff6 fs5 fc4 sc0 ls0 ws9">Średnior<span class="_ _0"></span>oczna liczba zatr<span class="_ _0"></span>udniony<span class="_ _0"></span>ch w R&amp;D</div><div class="t m0 x1c5 h8 yd8c ff6 fs5 fc4 sc0 ls96 ws137">S<span class="_ _1b"></span>t<span class="_ _1b"></span>r.<span class="_ _1b"></span> 6<span class="_ _2"></span>7</div><div class="t m2 x5a hc yd1b ff8 fs9 fc0 sc0 ls70 ws70">O raporcie</div></div><div class="pi" ></div></div><div id="pf73" class="pf w0 h0" ><div class="pc pc73 w0 h0"><img class="bi x11 yd8e w4 h9e" alt="" src="data:image/png;base64,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"/><div class="t m0 x1bc ha y32 ff6 fs7 fc3 sc0 ls6d wse2">115</div><div class="t m0 x1c2 h8 yd8f ff7 fs5 fc4 sc0 ls4a ws0">Ws<span class="_ _0"></span>kaźnik GRI <span class="_ _19"> </span><span class="ws1b">Opis ws<span class="_ _0"></span>kaźnika</span></div><div class="t m0 x12f h8 yd90 ff7 fs5 fc4 sc0 ls4a ws33">Miejsce </div><div class="t m0 x1c3 h8 yd91 ff7 fs5 fc4 sc0 ls4a ws9">w raporci<span class="_ _0"></span>e</div><div class="t m0 x1c h8 yd92 ff7 fs5 fc1 sc0 lsa0 ws9">Wskaźniki środowiskow<span class="_ _0"></span>e</div><div class="t m0 x1c h8 yd93 ff6 fs5 fc4 sc0 ls4a ws9">GRI 301-1<span class="_ _bf"> </span><span class="ls0 ws11">Z<span class="_ _0"></span>użycie pods<span class="_ _0"></span>tawowy<span class="_ _0"></span>ch sur<span class="_ _0"></span>owców i paliw<span class="_ _143"> </span><span class="ls96 ws137">S<span class="_ _1b"></span>t<span class="_ _1b"></span>r.<span class="_ _1b"></span> 8<span class="_ _1b"></span>5</span></span></div><div class="t m0 x1c h8 yd94 ff6 fs5 fc4 sc0 ls4a ws9">GRI 302-1<span class="_ _144"> </span><span class="ls0">Zużycie energii przez or<span class="_ _0"></span>ganizację z uwzględnieniem r<span class="_ _0"></span>odzaju s<span class="_ _0"></span>urowców<span class="_ _65"> </span><span class="ls96 ws137">S<span class="_ _1b"></span>t<span class="_ _1b"></span>r.<span class="_ _2"></span> 8<span class="_ _28"></span>5</span></span></div><div class="t m0 x1c h8 yd95 ff6 fs5 fc4 sc0 ls4e ws1ac">A<span class="_ _2"></span>PA<span class="_ _2"></span>-<span class="_ _2"></span>7</div><div class="t m0 x1c h8 yd96 ff6 fs5 fc4 sc0 ls4a ws33">Opty<span class="_ _0"></span>malizacja/minimali<span class="ls0 ws0">-</span></div><div class="t m0 x1c h8 yd97 ff6 fs5 fc4 sc0 ls4a wsb6">zacja wpływu działalno<span class="ls0 ws0">-</span></div><div class="t m0 x1c h8 yd98 ff6 fs5 fc4 sc0 ls4a ws9">ści na środowi<span class="_ _0"></span>sko</div><div class="t m0 x1c4 h8 yd99 ff6 fs5 fc4 sc0 ls0 ws0">Energochłonnoś<span class="_ _0"></span>ć</div><div class="t m0 x1c4 h8 yd9a ff6 fs5 fc4 sc0 ls0 ws0">Produkt<span class="_ _0"></span>ywność</div><div class="t m0 x1c5 h8 yd9b ff6 fs5 fc4 sc0 ls96 ws137">S<span class="_ _1b"></span>t<span class="_ _1b"></span>r.<span class="_ _1b"></span> 8<span class="_ _1b"></span>5</div><div class="t m0 x1c h8 yd9c ff6 fs5 fc4 sc0 ls4a ws9">GRI 303-3<span class="_ _145"> </span><span class="ls0 wsb6">Całko<span class="_ _0"></span>wity pobór wod<span class="_ _0"></span>y według źródła<span class="_ _146"> </span><span class="ls96 ws137">S<span class="_ _1b"></span>t<span class="_ _1b"></span>r.<span class="_ _1b"></span> 8<span class="_ _1b"></span>5</span></span></div><div class="t m0 x1c h8 yd9d ff6 fs5 fc4 sc0 ls4a ws9">GRI 304-2<span class="_ _79"> </span><span class="ls0">Wpływ działalno<span class="_ _0"></span>ści na bioróżnor<span class="_ _0"></span>odność<span class="_ _147"> </span><span class="ws0">Str<span class="_ _f"></span>.<span class="_ _0"></span> 80-81</span></span></div><div class="t m0 x1c h8 yd9e ff6 fs5 fc4 sc0 ls4a ws9">GRI 305-1<span class="_ _144"> </span><span class="ls0">Bezpośr<span class="_ _0"></span>ednie emisje gazów cieplar<span class="_ _0"></span>nianych (scope <span class="_ _0"></span>1)<span class="_ _66"> </span><span class="ws0">Str<span class="_ _f"></span>. 86</span></span></div><div class="t m0 x1c h8 yd9f ff6 fs5 fc4 sc0 ls4a ws9">GRI 305-2<span class="_ _148"> </span><span class="ls0">Pośr<span class="_ _0"></span>ednie emisje gazów cieplar<span class="_ _0"></span>nianych (scope 2)<span class="_ _149"> </span><span class="ls96 ws137">S<span class="_ _1b"></span>t<span class="_ _1b"></span>r.<span class="_ _1b"></span> 8<span class="_ _1b"></span>7</span></span></div><div class="t m0 x1c h8 yda0 ff6 fs5 fc4 sc0 ls4a ws9">GRI 305-7</div><div class="t m0 x1c4 h8 yda1 ff6 fs5 fc4 sc0 ls0 ws0">Emisja związkó<span class="_ _0"></span>w NOx,<span class="_ _1"></span> SO2 i innych is<span class="_ _0"></span>to<span class="_ _0"></span>tn<span class="_ _0"></span>ych związk<span class="_ _0"></span>ów emit<span class="_ _0"></span>owan<span class="_ _0"></span>ych do </div><div class="t m0 x1c4 h8 yda2 ff6 fs5 fc4 sc0 ls0 ws0">powietrza</div><div class="t m0 x1c5 h8 yda0 ff6 fs5 fc4 sc0 ls0 ws0">Str<span class="_ _f"></span>.<span class="_ _0"></span> 86</div><div class="t m0 x1c h8 yda3 ff6 fs5 fc4 sc0 ls4a ws9">GRI 306-2</div><div class="t m0 x1c4 h8 yda4 ff6 fs5 fc4 sc0 ls0 ws9">Całko<span class="_ _0"></span>wita waga odpadów w<span class="_ _0"></span>edług rodza<span class="_ _0"></span>ju odpadu oraz met<span class="_ _0"></span>ody pos<span class="_ _0"></span>t<span class="_ _0"></span>ępowania z </div><div class="t m0 x1c4 h8 yda5 ff6 fs5 fc4 sc0 ls0 ws0">odpadem</div><div class="t m0 x1c5 h8 yda3 ff6 fs5 fc4 sc0 ls0 ws0">Str<span class="_ _f"></span>.<span class="_ _0"></span> 86</div><div class="t m0 x1c h8 yda6 ff6 fs5 fc4 sc0 ls4a ws9">GRI 307<span class="_ _0"></span>-1</div><div class="t m0 x1c4 h8 yda7 ff6 fs5 fc4 sc0 ls0 ws9">W<span class="_ _0"></span>artoś<span class="_ _0"></span>ć pieniężna kar i całk<span class="_ _0"></span>owita liczba sank<span class="_ _0"></span>cji pozaﬁnansowych z<span class="_ _0"></span>a </div><div class="t m0 x1c4 h8 yda8 ff6 fs5 fc4 sc0 ls0 ws9">nieprzest<span class="_ _0"></span>rzeganie prawa or<span class="_ _0"></span>az/lub regulacji dot<span class="_ _0"></span>yczący<span class="_ _0"></span>ch ochron<span class="_ _0"></span>y środ<span class="_ _0"></span>owiska<span class="_ _1"></span>.</div><div class="t m0 x1c5 h8 yda6 ff6 fs5 fc4 sc0 ls0 ws0">Str<span class="_ _f"></span>.<span class="_ _0"></span> 86</div><div class="t m0 x1c h8 yda9 ff7 fs5 fc1 sc0 ls4a ws0">T<span class="_ _f"></span>aksonomia UE</div><div class="t m0 x1c4 h8 ydaa ff6 fs5 fc4 sc0 ls0 ws9">Działalność zró<span class="_ _0"></span>wnoważona śr<span class="_ _0"></span>odowisk<span class="_ _0"></span>owo<span class="_ _19"> </span><span class="ws0">Str<span class="_ _1"></span>.<span class="_ _1"></span> 88-1<span class="_ _2"></span>11</span></div><div class="t m0 x1c h8 ydab ff7 fs5 fc1 sc0 ls4a wsf">Ws<span class="_ _0"></span>kaźniki społecz<span class="_ _0"></span>ne</div><div class="t m0 x1c h8 ydac ff6 fs5 fc4 sc0 ls4a ws0">GRI 203-1</div><div class="t m0 x1c4 h8 ydad ff6 fs5 fc4 sc0 ls0 wsb6">Liczba wspieran<span class="_ _0"></span>ych wydarzeń/inicjat<span class="_ _0"></span>yw społecznych</div><div class="t m0 x1c4 h8 ydae ff6 fs5 fc4 sc0 ls0 ws9">Wydat<span class="_ _0"></span>ki na działalnoś<span class="_ _0"></span>ć społeczną</div><div class="t m0 x1c5 h8 ydaf ff6 fs5 fc4 sc0 ls96 ws1b1">S<span class="_ _1b"></span>t<span class="_ _1b"></span>r.<span class="_ _1b"></span> 7<span class="_ _28"></span>7</div><div class="t m0 x11 he ydb0 ff6 fsa fc4 sc0 ls0 ws34">AP<span class="_ _1"></span>A - wskaźniki własne</div><div class="t m2 x10f hc yd49 ff8 fs9 fc0 sc0 ls70 ws0">Indeks GRI</div></div><div class="pi" ></div></div><div id="pf74" class="pf w0 h0" ><div class="pc pc74 w0 h0"><div class="t m0 x183 ha y32 ff6 fs7 fc3 sc0 lsc0 ws1cc">116</div><div class="t m0 x40 hb ydb1 ff6 fs8 fc1 sc0 ls0 ws0">Podpis<span class="_ _0"></span>y</div><div class="t m0 x129 he ydb2 ff6 fsa fc4 sc0 ls0 ws0"> </div><div class="t m0 x1c6 he ydb3 ff6 fsa fc4 sc0 ls0 ws2a">25 kwietnia 2024 r<span class="_ _f"></span>.</div><div class="t m0 x1c6 he ydb4 ff7 fsa fc4 sc0 ls0 ws269">Maciej Wycz<span class="_ _0"></span>esany<span class="ff6 ws0"> </span></div><div class="t m0 x1c7 hd ydb5 ff9 fsa fc4 sc0 ls0 ws2a">podpisano kwaliﬁk<span class="_ _0"></span>owanym podpis<span class="_ _0"></span>em elektr<span class="_ _0"></span>oniczny<span class="_ _0"></span>m</div><div class="t m0 x1c8 he ydb6 ff7 fsa fc4 sc0 ls0 ws0">Prezes Zarząd<span class="_ _0"></span>u,<span class="_ _0"></span> Dyr<span class="_ _0"></span>ektor Gener<span class="_ _0"></span>aln<span class="_ _0"></span>y Apat<span class="_ _0"></span>or SA</div><div class="t m0 x129 he ydb7 ff6 fsa fc4 sc0 ls0 ws0"> </div><div class="t m0 x1c6 he ydb8 ff6 fsa fc4 sc0 ls0 ws2a">25 kwietnia 2023 r<span class="_ _f"></span>.</div><div class="t m0 x129 he ydb9 ff6 fsa fc4 sc0 ls0 ws0"> </div><div class="t m0 x1f he ydba ff7 fsa fc4 sc0 ls65 wsa4">Łu<span class="_ _2"></span>kasz Zaworski</div><div class="t m0 x1c7 hd ydbb ff9 fsa fc4 sc0 ls0 ws2a">podpisano kwaliﬁk<span class="_ _0"></span>owanym podpis<span class="_ _0"></span>em elektr<span class="_ _0"></span>oniczny<span class="_ _0"></span>m</div><div class="t m0 x1c7 he ydbc ff7 fsa fc4 sc0 ls0 ws0">Członek Zarządu,<span class="_ _1"></span> Dyrektor <span class="_ _0"></span>ds.<span class="_ _1"></span> Rozwoju Prod<span class="_ _0"></span>uktów<span class="ff6"> </span></div><div class="t m0 x129 he ydbd ff6 fsa fc4 sc0 ls0 ws0"> </div><div class="t m0 x1c6 he ydbe ff6 fsa fc4 sc0 ls0 ws2a">25 kwietnia 2023 r<span class="_ _f"></span>.</div><div class="t m0 x129 he ydbf ff6 fsa fc4 sc0 ls0 ws0"> </div><div class="t m0 x11c he ydc0 ff7 fsa fc4 sc0 ls0 ws0">Robert K<span class="_ _0"></span>owal<span class="_ _0"></span>ski</div><div class="t m0 x1c7 hd ydc1 ff9 fsa fc4 sc0 ls0 ws2a">podpisano kwaliﬁk<span class="_ _0"></span>owanym podpis<span class="_ _0"></span>em elektr<span class="_ _0"></span>oniczny<span class="_ _0"></span>m</div><div class="t m0 x1c9 he ydc2 ff7 fsa fc4 sc0 ls0 ws0">Członek Zarządu,<span class="_ _1"></span> Dyrektor <span class="_ _0"></span>ds.<span class="_ _1"></span> Strat<span class="_ _0"></span>egii Grupy <span class="_ _0"></span>Apat<span class="_ _0"></span>or<span class="ff6"> </span></div></div><div class="pi" ></div></div><div id="pf75" class="pf w0 h0" ><div class="pc pc75 w0 h0"><img class="bi x11 ydc3 w33 h9f" alt="" src="data:image/png;base64,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"/><div class="t m0 x130 hc ydc4 ff6 fs9 fc14 sc0 ls46 ws98">2<span class="_ _2"></span>024.<span class="_ _2"></span>074.P<span class="_ _2"></span>L</div><div class="t m0 x1ca hc ydc5 ff8 fs9 fc1 sc0 lsc3 ws26a">A<span class="_ _2"></span>P<span class="_ _2"></span>AT<span class="_ _2"></span>O<span class="_ _1b"></span>R<span class="_ _2"></span> S<span class="_ _1b"></span>A</div><div class="t m0 x1ca hc ydc6 ff6 fs9 fc4 sc0 ls104 ws0">ul.<span class="_ _0"></span> Gdańska 4a lok.<span class="_ _1"></span> C4</div><div class="t m0 x1ca hc ydc7 ff6 fs9 fc4 sc0 ls104 ws39">87<span class="_ _0"></span>-100 T<span class="_ _1"></span>oruń</div><div class="t m0 x1ca hc ydc8 ff8 fs9 fc1 sc0 ls104 ws43">Adres do k<span class="_ _0"></span>orespond<span class="_ _0"></span>encji:</div><div class="t m0 x1ca hc ydc9 ff6 fs9 fc4 sc0 ls104 ws0">Apat<span class="_ _0"></span>or SA Cent<span class="_ _0"></span>rum</div><div class="t m0 x1ca hc ydca ff6 fs9 fc4 sc0 ls104 ws0">Ostasz<span class="_ _0"></span>ewo 57<span class="ls0">C</span></div><div class="t m0 x1ca hc ydcb ff6 fs9 fc4 sc0 ls104 ws0">87<span class="_ _0"></span>-148 Ł<span class="_ _1"></span>ysomice</div><div class="t m0 x1ca hc ydcc ff6 fs9 fc4 sc0 ls104 ws0">tel.: +48 56 6<span class="_ _0"></span>1 91 111</div><div class="t m0 x1ca hc ydcd ff6 fs9 fc4 sc0 ls104 ws0">fax: +48 56 6<span class="_ _0"></span>1 91 295</div><div class="t m0 x1ca hc ydce ff6 fs9 fc4 sc0 ls104 ws0">e-mail: apator@apat<span class="_ _1"></span>or<span class="_ _1"></span>.com</div><div class="t m0 x11 he ydcf ff8 fsa fc1 sc0 ls0 ws0">www<span class="_ _0"></span>.apat<span class="_ _0"></span>or<span class="_ _f"></span>.com</div></div><div class="pi" ></div></div></div><div class="loading-indicator"><img alt="" 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